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Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "SAI GLOBAL, lvl 37 680 George Street, Sydney NSW 2000, Australia +61 2 8206 6060. Fax: +61 2 8206 6019. E-mail: sales@saiglobal.com. www.saiglobal.com Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/14", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 2, "bbox": { "l": 402.579, "t": 792.754, "r": 535.5246000000003, "b": 778.722, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/15", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 2, "bbox": { "l": 402.579, "t": 774.8076, "r": 545.2710000000004, "b": 763.7790614361702, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "*ODPSQPSBUJOH \"NFOENFOU /P", "text": "*ODPSQPSBUJOH \"NFOENFOU /P" }, { "self_ref": "#/texts/16", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 2, "bbox": { "l": 60.3079, "t": 745.3580000000001, "r": 249.36590000000004, "b": 706.098, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "Electrical installations 'Wiring Rules'", "text": "Electrical installations 'Wiring Rules'", "level": 1 }, { "self_ref": "#/texts/17", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 3, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/18", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 3, "bbox": { "l": 204.12, "t": 527.8403, "r": 421.6860000000004, "b": 487.66429999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "Wiring Rules", "text": "Wiring Rules", "level": 1 }, { "self_ref": "#/texts/19", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 4, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/20", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 4, "bbox": { "l": 116.28, "t": 764.36348, "r": 212.73051599999988, "b": 752.20862, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/21", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 4, "bbox": { "l": 116.28, "t": 752.9034800000001, "r": 481.87666800000056, "b": 700.727618, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 305 ] } ], "orig": "This Joint Australian/New Zealand Standard was prepared by Joint Technical Committee EL-001, Wiring Rules. It was approved on behalf of the Council of Standards Australia on 5 June 2018 and by the New Zealand Standards Approval Board on 3 April 2018. This Standard was published on 26 June 2018.", "text": "This Joint Australian/New Zealand Standard was prepared by Joint Technical Committee EL-001, Wiring Rules. It was approved on behalf of the Council of Standards Australia on 5 June 2018 and by the New Zealand Standards Approval Board on 3 April 2018. This Standard was published on 26 June 2018." }, { "self_ref": "#/texts/22", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 4, "bbox": { "l": 116.28, "t": 667.4034800000001, "r": 371.0456459999996, "b": 655.2486200000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "The following are represented on Committee EL-001:", "text": "The following are represented on Committee EL-001:", "level": 1 }, { "self_ref": "#/texts/23", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 4, "bbox": { "l": 128.16035999999997, "t": 643.1629340000001, "r": 460.34269199999966, "b": 379.00719199999986, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 869 ] } ], "orig": "Australian Building Codes Board Australian Energy Council Australian Industry Group Communications, Electrical and Plumbing Union - Electrical Division Consumer New Zealand Consumers Federation of Australia Electrical Contractors Association of New Zealand Electrical Regulatory Authorities Council Electrical Safety New Zealand Electrical Workers Registration Board ElectroComms & Energy Utilities Industries Skills Council Energy Efficiency & Conservation Authority of New Zealand Energy Networks Australia Engineers Australia Institute of Electrical Inspectors Master Electricians Australia National Electrical and Communications Association National Electrical Switchboard Manufacturers Association New Zealand Manufacturers and Exporters Association NSW Department of Industry, Skills and Regional Development Wellington Electrical Association WorkSafe New Zealand", "text": "Australian Building Codes Board Australian Energy Council Australian Industry Group Communications, Electrical and Plumbing Union - Electrical Division Consumer New Zealand Consumers Federation of Australia Electrical Contractors Association of New Zealand Electrical Regulatory Authorities Council Electrical Safety New Zealand Electrical Workers Registration Board ElectroComms & Energy Utilities Industries Skills Council Energy Efficiency & Conservation Authority of New Zealand Energy Networks Australia Engineers Australia Institute of Electrical Inspectors Master Electricians Australia National Electrical and Communications Association National Electrical Switchboard Manufacturers Association New Zealand Manufacturers and Exporters Association NSW Department of Industry, Skills and Regional Development Wellington Electrical Association WorkSafe New Zealand" }, { "self_ref": "#/texts/24", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 4, "bbox": { "l": 222.6, "t": 333.26348, "r": 375.50089199999974, "b": 321.10862, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "Keeping Standards up-to-date", "text": "Keeping Standards up-to-date", "level": 1 }, { "self_ref": "#/texts/25", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 4, "bbox": { "l": 116.279562, "t": 320.2433960000001, "r": 481.9552859999999, "b": 248.08722799999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 486 ] } ], "orig": "Standards are living documents which reflect progress in science, technology and systems. To maintain their currency, all Standards are periodically reviewed, and new editions are published. Between editions, amendments may be issued. Standards may also be withdrawn. It is important that readers assure themselves they are using a current Standard, which should include any amendments which may have been published since the Standard was purchased.", "text": "Standards are living documents which reflect progress in science, technology and systems. To maintain their currency, all Standards are periodically reviewed, and new editions are published. Between editions, amendments may be issued. Standards may also be withdrawn. It is important that readers assure themselves they are using a current Standard, which should include any amendments which may have been published since the Standard was purchased." }, { "self_ref": "#/texts/26", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 4, "bbox": { "l": 116.27956199999997, "t": 247.28239399999995, "r": 481.88720999999975, "b": 205.12687999999991, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 293 ] } ], "orig": "Detailed information about joint Australian/New Zealand Standards can be found by visiting the Standards Australia website at www.standards.org.au or Standards New Zealand web site at www.standards.govt.nz and looking up the relevant Standard in the on-line catalogue.", "text": "Detailed information about joint Australian/New Zealand Standards can be found by visiting the Standards Australia website at www.standards.org.au or Standards New Zealand web site at www.standards.govt.nz and looking up the relevant Standard in the on-line catalogue." }, { "self_ref": "#/texts/27", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 4, "bbox": { "l": 116.27956199999994, "t": 204.2616559999999, "r": 481.88830800000073, "b": 162.10614199999986, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 282 ] } ], "orig": "For more frequent listings or notification of revisions, amendments and withdrawals, Standards Australia and Standards New Zealand offer a number of update options. For information about these services, users should contact their respective national Standards organization.", "text": "For more frequent listings or notification of revisions, amendments and withdrawals, Standards Australia and Standards New Zealand offer a number of update options. For information about these services, users should contact their respective national Standards organization." }, { "self_ref": "#/texts/28", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 4, "bbox": { "l": 116.27956199999994, "t": 161.24091799999985, "r": 481.93003199999947, "b": 109.1254459999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 345 ] } ], "orig": "We also welcome suggestions for improvement in our Standards, and especially encourage readers to notify us immediately of any apparent inaccuracies or ambiguities. Please address your comments to the Chief Executive of Standards Australia or the New Zealand Standards Executive at the address shown on the back cover.", "text": "We also welcome suggestions for improvement in our Standards, and especially encourage readers to notify us immediately of any apparent inaccuracies or ambiguities. Please address your comments to the Chief Executive of Standards Australia or the New Zealand Standards Executive at the address shown on the back cover." }, { "self_ref": "#/texts/29", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 4, "bbox": { "l": 119.94, "t": 85.57579999999996, "r": 478.07400000000035, "b": 73.95230000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "This Standard was issued in draft form for comment as DR AS/NZS 3000:2016.", "text": "This Standard was issued in draft form for comment as DR AS/NZS 3000:2016." }, { "self_ref": "#/texts/30", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 5, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/31", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 5, "bbox": { "l": 405.42, "t": 792.5522, "r": 529.9174919999996, "b": 776.95052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/32", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 5, "bbox": { "l": 404.46, "t": 776.7284, "r": 555.5505779999992, "b": 765.54608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "(Incorporating Amendment No. 1)", "text": "(Incorporating Amendment No. 1)" }, { "self_ref": "#/texts/33", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 5, "bbox": { "l": 204.12, "t": 588.7622, "r": 501.72, "b": 566.46452, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "Australian/New Zealand Standard ™", "text": "Australian/New Zealand Standard ™", "level": 1 }, { "self_ref": "#/texts/34", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 5, "bbox": { "l": 204.12, "t": 523.9103, "r": 537.1884000000002, "b": 462.4223, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "Electrical installations (known as the Australian/New Zealand Wiring Rules)", "text": "Electrical installations (known as the Australian/New Zealand Wiring Rules)", "level": 1 }, { "self_ref": "#/texts/35", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 5, "bbox": { "l": 204.12045, "t": 319.48265000000004, "r": 478.4371500000009, "b": 271.64464999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 144 ] } ], "orig": "Originated as part of AS CC1-1931. Previous edition AS/NZS 3000:2007. Sixth edition 2018. Reissued incorporating Amendment No. 1 (January 2020).", "text": "Originated as part of AS CC1-1931. Previous edition AS/NZS 3000:2007. Sixth edition 2018. Reissued incorporating Amendment No. 1 (January 2020)." }, { "self_ref": "#/texts/36", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 5, "bbox": { "l": 204.12, "t": 207.04279999999994, "r": 270.4107000000002, "b": 195.32479999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT", "level": 1 }, { "self_ref": "#/texts/37", "parent": { "$ref": "#/groups/2" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 5, "bbox": { "l": 204.12, "t": 192.76279999999997, "r": 315.6678000000002, "b": 181.0448, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "© Standards Australia", "text": "© Standards Australia", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/38", "parent": { "$ref": "#/groups/2" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 5, "bbox": { "l": 204.12, "t": 178.7831, "r": 554.6393999999997, "b": 157.10480000000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "© The Crown in the right of New Zealand, administered by the New Zealand Standards Executive", "text": "© The Crown in the right of New Zealand, administered by the New Zealand Standards Executive", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/39", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 5, "bbox": { "l": 204.12, "t": 154.78279999999995, "r": 554.7648, "b": 103.10390000000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 326 ] } ], "orig": "All rights are reserved. No part of this work may be reproduced or copied in any form or by any means, electronic or mechanical, including photocopying, without the written permission of the publisher, otherwise permitted under the Copyright Act 1968 (Australia) or the Copyright Act 1994 (New Zealand).", "text": "All rights are reserved. No part of this work may be reproduced or copied in any form or by any means, electronic or mechanical, including photocopying, without the written permission of the publisher, otherwise permitted under the Copyright Act 1968 (Australia) or the Copyright Act 1994 (New Zealand)." }, { "self_ref": "#/texts/40", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 5, "bbox": { "l": 204.12045, "t": 72.76310000000001, "r": 328.6347000000002, "b": 61.04510000000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "ISBN 978 1 76035 993 5", "text": "ISBN 978 1 76035 993 5" }, { "self_ref": "#/texts/41", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 6, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/42", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 6, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/43", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 6, "bbox": { "l": 299.04171599999995, "t": 783.1483999999999, "r": 307.70600999999994, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "2", "text": "2" }, { "self_ref": "#/texts/44", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 6, "bbox": { "l": 265.92, "t": 721.0634, "r": 333.10189799999995, "b": 706.53308, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "PREFACE", "text": "PREFACE", "level": 1 }, { "self_ref": "#/texts/45", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 6, "bbox": { "l": 85.07999999999998, "t": 699.9203, "r": 513.6072000000001, "b": 644.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 231 ] } ], "orig": "This Standard was prepared by the Joint Standards Australia/Standards New Zealand Committee EL-001, Wiring Rules, to supersede AS/NZS 3000:2007, Electrical installations (known as the Australian/ New Zealand Wiring Rules) .", "text": "This Standard was prepared by the Joint Standards Australia/Standards New Zealand Committee EL-001, Wiring Rules, to supersede AS/NZS 3000:2007, Electrical installations (known as the Australian/ New Zealand Wiring Rules) ." }, { "self_ref": "#/texts/46", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 6, "bbox": { "l": 85.07999999999998, "t": 637.9403, "r": 513.6876000000009, "b": 582.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 227 ] } ], "orig": "This Standard incorporates Amendment No. 1 (January 2020). The changes required by the Amendment are indicated in the text by a marginal bar and amendment number against the clause, note, table, figure or part thereof affected.", "text": "This Standard incorporates Amendment No. 1 (January 2020). The changes required by the Amendment are indicated in the text by a marginal bar and amendment number against the clause, note, table, figure or part thereof affected." }, { "self_ref": "#/texts/47", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 6, "bbox": { "l": 85.08, "t": 575.9603, "r": 358.0392000000004, "b": 562.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "The development of this edition was based on-", "text": "The development of this edition was based on-" }, { "self_ref": "#/texts/48", "parent": { "$ref": "#/groups/3" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 6, "bbox": { "l": 85.07999999999998, "t": 555.9203, "r": 509.0880000000003, "b": 542.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "(a) new technology, new equipment and improved installation techniques;", "text": "(a) new technology, new equipment and improved installation techniques;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/49", "parent": { "$ref": "#/groups/3" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 6, "bbox": { "l": 85.07999999999998, "t": 535.9403, "r": 430.12080000000054, "b": 522.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "(b) industry feedback regarding readability and compliance;", "text": "(b) industry feedback regarding readability and compliance;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/50", "parent": { "$ref": "#/groups/3" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 6, "bbox": { "l": 85.08000000000001, "t": 515.9603, "r": 513.5556000000003, "b": 488.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "(c) identification and clarification of normative (mandatory) requirements and informative guidance material throughout the document; and", "text": "(c) identification and clarification of normative (mandatory) requirements and informative guidance material throughout the document; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/51", "parent": { "$ref": "#/groups/3" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 6, "bbox": { "l": 85.08000000000001, "t": 481.9402999999999, "r": 513.640800000001, "b": 454.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 129 ] } ], "orig": "(d) experience gained in the application of the previous edition as expressed to Standards Australia and Standards New Zealand.", "text": "(d) experience gained in the application of the previous edition as expressed to Standards Australia and Standards New Zealand.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/52", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 6, "bbox": { "l": 85.07999999999993, "t": 447.9202999999999, "r": 513.6432, "b": 336.54829999999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 587 ] } ], "orig": "This Standard may be applied through legislative requirements, as indicated in Clause 1.2. This Standard supersedes AS/NZS 3000:2007 from its date of publication. This may not be practicable in some cases, and a transition period, e.g. 6 months, may need to be arranged. For example, where work on an installation was commenced before publication of this edition, the relevant regulatory authority or electricity distributor should be consulted regarding permission for the installation to be completed in accordance with AS/NZS 3000:2007.", "text": "This Standard may be applied through legislative requirements, as indicated in Clause 1.2. This Standard supersedes AS/NZS 3000:2007 from its date of publication. This may not be practicable in some cases, and a transition period, e.g. 6 months, may need to be arranged. For example, where work on an installation was commenced before publication of this edition, the relevant regulatory authority or electricity distributor should be consulted regarding permission for the installation to be completed in accordance with AS/NZS 3000:2007." }, { "self_ref": "#/texts/53", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 6, "bbox": { "l": 85.07999999999998, "t": 329.96029999999973, "r": 513.5928000000008, "b": 288.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 191 ] } ], "orig": "The term 'informative' has been used in this Standard to define the application of the appendix to which it applies. An 'informative' appendix is only for information and guidance.", "text": "The term 'informative' has been used in this Standard to define the application of the appendix to which it applies. An 'informative' appendix is only for information and guidance." }, { "self_ref": "#/texts/54", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 6, "bbox": { "l": 85.07999999999998, "t": 281.96029999999973, "r": 491.2800000000012, "b": 268.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "See Foreword for information on how to interpret and use this Standard.", "text": "See Foreword for information on how to interpret and use this Standard." }, { "self_ref": "#/texts/55", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 6, "bbox": { "l": 85.07999999999998, "t": 261.92029999999966, "r": 513.6492000000007, "b": 234.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "This Standard comprises two parts, as set out below, with both parts bound as one document.", "text": "This Standard comprises two parts, as set out below, with both parts bound as one document." }, { "self_ref": "#/texts/56", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 6, "bbox": { "l": 85.08000000000001, "t": 227.96029999999973, "r": 513.6192000000007, "b": 200.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "Part 1 provides uniform essential elements that constitute the minimum regulatory requirements for a safe electrical installation.", "text": "Part 1 provides uniform essential elements that constitute the minimum regulatory requirements for a safe electrical installation." }, { "self_ref": "#/texts/57", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 6, "bbox": { "l": 85.08000000000001, "t": 193.94029999999975, "r": 513.6240000000003, "b": 152.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Part 1 also provides an alternative regulatory vehicle for Australian and New Zealand regulators seeking to move from the present prescription of AS/NZS 3000 in electrical installation safety and licensing legislation.", "text": "Part 1 also provides an alternative regulatory vehicle for Australian and New Zealand regulators seeking to move from the present prescription of AS/NZS 3000 in electrical installation safety and licensing legislation." }, { "self_ref": "#/texts/58", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 6, "bbox": { "l": 85.08000000000001, "t": 145.94029999999975, "r": 329.0760000000002, "b": 132.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "Part 1 satisfies the following objectives:", "text": "Part 1 satisfies the following objectives:", "level": 1 }, { "self_ref": "#/texts/59", "parent": { "$ref": "#/groups/4" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 6, "bbox": { "l": 85.08, "t": 127.16029999999978, "r": 513.5724000000001, "b": 98.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": " To allow its content to be called up in regulation as a separate Part or together with Part 2.", "text": " To allow its content to be called up in regulation as a separate Part or together with Part 2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/60", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 7, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/61", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 7, "bbox": { "l": 299.04171599999995, "t": 783.1483999999999, "r": 307.70600999999994, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "3", "text": "3" }, { "self_ref": "#/texts/62", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 7, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/63", "parent": { "$ref": "#/groups/5" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 7, "bbox": { "l": 85.08, "t": 746.1202999999999, "r": 507.28799999999995, "b": 731.4322999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": " To be generally complete in itself to avoid cross-referencing to Part 2.", "text": " To be generally complete in itself to avoid cross-referencing to Part 2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/64", "parent": { "$ref": "#/groups/5" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 7, "bbox": { "l": 85.08000000000004, "t": 726.1402999999999, "r": 513.6335999999999, "b": 683.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 163 ] } ], "orig": " To provide high level safety performance outcomes/conditions without prescriptive work methods that demonstrate means of compliance (which are in Part 2).", "text": " To provide high level safety performance outcomes/conditions without prescriptive work methods that demonstrate means of compliance (which are in Part 2).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/65", "parent": { "$ref": "#/groups/5" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 7, "bbox": { "l": 85.08000000000001, "t": 678.1402999999999, "r": 513.6743999999998, "b": 635.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 181 ] } ], "orig": " To establish an enforcement link to Part 2. Failure to comply with a work method in Part 2 would breach the requirements of Part 1 unless an alternative method is used.", "text": " To establish an enforcement link to Part 2. Failure to comply with a work method in Part 2 would breach the requirements of Part 1 unless an alternative method is used.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/66", "parent": { "$ref": "#/groups/5" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 7, "bbox": { "l": 85.07999999999996, "t": 630.1402999999999, "r": 513.6551999999996, "b": 587.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 158 ] } ], "orig": " To establish the 'deemed to comply' status of Part 2, confirming that installations that comply with Part 2 comply with the requirements of Part 1.", "text": " To establish the 'deemed to comply' status of Part 2, confirming that installations that comply with Part 2 comply with the requirements of Part 1.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/67", "parent": { "$ref": "#/groups/5" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 7, "bbox": { "l": 85.07999999999998, "t": 582.1402999999999, "r": 513.6168000000004, "b": 553.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] } ], "orig": " To maintain alignment with IEC 60364, Low voltage electrical installations (series), developments at the level of essential safety.", "text": " To maintain alignment with IEC 60364, Low voltage electrical installations (series), developments at the level of essential safety.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/68", "parent": { "$ref": "#/groups/5" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 7, "bbox": { "l": 85.07999999999993, "t": 548.1202999999999, "r": 513.6504000000007, "b": 463.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 383 ] } ], "orig": " To provide a mechanism for acceptance of alternative design and installation practices that are not addressed in, or are inconsistent with those given in the 'deemed to comply' Part 2. This mechanism is intended to apply where departures from the methods in Part 2 are significant rather than minor aspects that remain within the flexibility of Part 2.", "text": " To provide a mechanism for acceptance of alternative design and installation practices that are not addressed in, or are inconsistent with those given in the 'deemed to comply' Part 2. This mechanism is intended to apply where departures from the methods in Part 2 are significant rather than minor aspects that remain within the flexibility of Part 2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/69", "parent": { "$ref": "#/groups/5" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 7, "bbox": { "l": 85.07999999999987, "t": 458.1202999999999, "r": 513.6023999999999, "b": 415.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 155 ] } ], "orig": " To detail requirements for designers or installers seeking to apply an alternative method to the 'deemed to comply' methods contained in Part 2.", "text": " To detail requirements for designers or installers seeking to apply an alternative method to the 'deemed to comply' methods contained in Part 2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/70", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 7, "bbox": { "l": 85.07999999999993, "t": 408.9202999999998, "r": 513.6023999999999, "b": 381.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "Part 2 provides installation practices that are deemed to comply with the essential safety requirements of Part 1.", "text": "Part 2 provides installation practices that are deemed to comply with the essential safety requirements of Part 1." }, { "self_ref": "#/texts/71", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 7, "bbox": { "l": 85.07999999999993, "t": 374.9602999999998, "r": 329.07600000000014, "b": 361.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "Part 2 satisfies the following objectives:", "text": "Part 2 satisfies the following objectives:", "level": 1 }, { "self_ref": "#/texts/72", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 7, "bbox": { "l": 85.07999999999994, "t": 356.12029999999976, "r": 513.6840000000002, "b": 327.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 118 ] } ], "orig": " To allow it to be called up in regulation, in addition to Part 1, to reflect a range of regulatory adoption options.", "text": " To allow it to be called up in regulation, in addition to Part 1, to reflect a range of regulatory adoption options.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/73", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 7, "bbox": { "l": 85.07999999999993, "t": 322.1602999999998, "r": 513.6216000000007, "b": 279.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": " To incorporate and elaborate on all requirements of Part 1 with additional requirements and recommendations to clarify and support compliance.", "text": " To incorporate and elaborate on all requirements of Part 1 with additional requirements and recommendations to clarify and support compliance.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/74", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 7, "bbox": { "l": 85.07999999999993, "t": 274.16029999999967, "r": 513.6024000000008, "b": 245.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": " To restore certain requirements, recommendations and examples of typical, effective compliant solutions from previous editions.", "text": " To restore certain requirements, recommendations and examples of typical, effective compliant solutions from previous editions.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/75", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 7, "bbox": { "l": 85.07999999999993, "t": 240.14029999999968, "r": 513.5892, "b": 197.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 212 ] } ], "orig": " To emphasize common, practicable and cost-effective methods that achieve safety compliance, fitness for purpose and a level of good practice rather than overly conservative or obscure measures.", "text": " To emphasize common, practicable and cost-effective methods that achieve safety compliance, fitness for purpose and a level of good practice rather than overly conservative or obscure measures.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/76", "parent": { "$ref": "#/groups/6" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 7, "bbox": { "l": 85.07999999999993, "t": 192.14029999999968, "r": 513.6492000000002, "b": 135.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 228 ] } ], "orig": " To make greater use of figures and examples to promote understanding of common or difficult aspects, e.g. line diagrams, alternative overcurrent device locations, ingress protection (IP) rating and switchboard access.", "text": " To make greater use of figures and examples to promote understanding of common or difficult aspects, e.g. line diagrams, alternative overcurrent device locations, ingress protection (IP) rating and switchboard access.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/77", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 8, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/78", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 8, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/79", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 8, "bbox": { "l": 299.04171599999995, "t": 783.1483999999999, "r": 307.70600999999994, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "4", "text": "4" }, { "self_ref": "#/texts/80", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 8, "bbox": { "l": 85.08, "t": 744.9203, "r": 227.33759999999992, "b": 731.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "Changes in this edition", "text": "Changes in this edition", "level": 1 }, { "self_ref": "#/texts/81", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 8, "bbox": { "l": 85.08, "t": 724.9403, "r": 513.5904000000003, "b": 697.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 152 ] } ], "orig": "An asterisk (*) in the left margin against a clause, table or figure indicates where significant changes have been made in this edition of the Standard.", "text": "An asterisk (*) in the left margin against a clause, table or figure indicates where significant changes have been made in this edition of the Standard." }, { "self_ref": "#/texts/82", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 8, "bbox": { "l": 85.07999999999998, "t": 690.9203, "r": 386.31120000000055, "b": 677.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "Changes to AS/NZS 3000:2007 include the following:", "text": "Changes to AS/NZS 3000:2007 include the following:" }, { "self_ref": "#/texts/83", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 8, "bbox": { "l": 85.07999999999996, "t": 662.9603, "r": 148.78079999999997, "b": 649.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Section 1:", "text": "Section 1:", "level": 1 }, { "self_ref": "#/texts/84", "parent": { "$ref": "#/groups/7" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 8, "bbox": { "l": 85.07999999999996, "t": 642.9203, "r": 513.6264000000002, "b": 615.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "1 New and revised definitions are indicated in Clause 1.4 by an asterisk (*) in the left margin.", "text": "1 New and revised definitions are indicated in Clause 1.4 by an asterisk (*) in the left margin.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/85", "parent": { "$ref": "#/groups/7" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 8, "bbox": { "l": 85.07999999999996, "t": 608.9603, "r": 395.97840000000025, "b": 595.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "2 The definition of mains supply has been removed.", "text": "2 The definition of mains supply has been removed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/86", "parent": { "$ref": "#/groups/7" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 8, "bbox": { "l": 85.07999999999996, "t": 588.9203, "r": 513.5687999999997, "b": 561.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "3 'Direct contact' and 'indirect contact' are now designated 'basic protection' and 'fault protection'.", "text": "3 'Direct contact' and 'indirect contact' are now designated 'basic protection' and 'fault protection'.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/87", "parent": { "$ref": "#/groups/7" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 8, "bbox": { "l": 85.07999999999993, "t": 554.9603, "r": 429.64559999999994, "b": 541.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "4 IP ratings revised to suit local environmental conditions.", "text": "4 IP ratings revised to suit local environmental conditions.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/88", "parent": { "$ref": "#/groups/7" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 8, "bbox": { "l": 85.07999999999993, "t": 534.9203, "r": 513.6455999999995, "b": 507.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "5 Requirements for conductors with green/yellow insulation are specified.", "text": "5 Requirements for conductors with green/yellow insulation are specified.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/89", "parent": { "$ref": "#/groups/7" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 8, "bbox": { "l": 85.07999999999993, "t": 500.96029999999996, "r": 513.5904000000007, "b": 473.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "6 References to AS/NZS 3018 have been replaced with references to other Standards.", "text": "6 References to AS/NZS 3018 have been replaced with references to other Standards.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/90", "parent": { "$ref": "#/groups/7" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 8, "bbox": { "l": 85.07999999999987, "t": 466.9402999999999, "r": 513.5436000000009, "b": 439.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "7 Requirements for alterations and repairs have been clarified and expanded.", "text": "7 Requirements for alterations and repairs have been clarified and expanded.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/91", "parent": { "$ref": "#/groups/7" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 8, "bbox": { "l": 85.0799999999999, "t": 432.9202999999999, "r": 513.570000000001, "b": 405.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "8 New Part 1 solutions have been added along with details on where they may be used.", "text": "8 New Part 1 solutions have been added along with details on where they may be used.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/92", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 8, "bbox": { "l": 85.07999999999993, "t": 390.9802999999999, "r": 148.78079999999994, "b": 377.5882999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Section 2:", "text": "Section 2:", "level": 1 }, { "self_ref": "#/texts/93", "parent": { "$ref": "#/groups/8" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 8, "bbox": { "l": 85.07999999999993, "t": 370.94029999999987, "r": 513.6600000000011, "b": 343.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "1 Operating characteristics of switchgear, control gear and switchboards have been added.", "text": "1 Operating characteristics of switchgear, control gear and switchboards have been added.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/94", "parent": { "$ref": "#/groups/8" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 8, "bbox": { "l": 85.07999999999996, "t": 336.9202999999998, "r": 513.6060000000003, "b": 309.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "2 Origin requirements of sub-mains and final subcircuits have been added.", "text": "2 Origin requirements of sub-mains and final subcircuits have been added.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/95", "parent": { "$ref": "#/groups/8" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 8, "bbox": { "l": 85.07999999999993, "t": 302.96029999999973, "r": 450.4320000000005, "b": 289.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "3 Requirements for main switch operations have been added.", "text": "3 Requirements for main switch operations have been added.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/96", "parent": { "$ref": "#/groups/8" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 8, "bbox": { "l": 85.07999999999993, "t": 282.92029999999977, "r": 453.2604000000004, "b": 269.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "4 Positions of overload protective devices have been clarified.", "text": "4 Positions of overload protective devices have been clarified.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/97", "parent": { "$ref": "#/groups/8" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 8, "bbox": { "l": 85.07999999999996, "t": 262.94029999999975, "r": 513.7056000000002, "b": 235.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "5 Requirements for alternate positions of short circuit protective devices have been updated.", "text": "5 Requirements for alternate positions of short circuit protective devices have been updated.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/98", "parent": { "$ref": "#/groups/8" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 8, "bbox": { "l": 85.07999999999998, "t": 228.92029999999977, "r": 499.3823999999999, "b": 215.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "6 Discrimination/selectivity of protective devices have been expanded.", "text": "6 Discrimination/selectivity of protective devices have been expanded.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/99", "parent": { "$ref": "#/groups/8" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 8, "bbox": { "l": 85.07999999999998, "t": 208.94029999999975, "r": 513.6624000000011, "b": 181.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "7 Protection requirements for switchboard internal arcing faults have been enhanced.", "text": "7 Protection requirements for switchboard internal arcing faults have been enhanced.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/100", "parent": { "$ref": "#/groups/8" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 8, "bbox": { "l": 85.07999999999998, "t": 174.92029999999977, "r": 513.612, "b": 133.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 202 ] } ], "orig": "8 Requirements for RCD protected circuits in domestic, non-domestic, non-residential and medical installations have been added, and RCD requirements for alterations and repairs clarified.", "text": "8 Requirements for RCD protected circuits in domestic, non-domestic, non-residential and medical installations have been added, and RCD requirements for alterations and repairs clarified.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/101", "parent": { "$ref": "#/groups/8" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 8, "bbox": { "l": 85.07999999999998, "t": 126.92029999999988, "r": 513.6348000000002, "b": 99.54829999999981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 83 ] } ], "orig": "9 Illustration of basic clearances for switchboard access has been updated.", "text": "9 Illustration of basic clearances for switchboard access has been updated.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/102", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 9, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/103", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 9, "bbox": { "l": 299.04171599999995, "t": 783.1483999999999, "r": 307.70600999999994, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "5", "text": "5" }, { "self_ref": "#/texts/104", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 9, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/105", "parent": { "$ref": "#/groups/9" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 9, "bbox": { "l": 85.08, "t": 744.9203, "r": 513.6540000000002, "b": 717.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "10 New clause on arc fault detection devices and their installation requirements has been added.", "text": "10 New clause on arc fault detection devices and their installation requirements has been added.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/106", "parent": { "$ref": "#/groups/9" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 9, "bbox": { "l": 85.08000000000004, "t": 710.9603, "r": 513.6347999999999, "b": 669.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 203 ] } ], "orig": "11 Requirements for switchboard installations at 800 A or greater have been enhanced, including access and egress, switchroom door sizes and minimum clearances around switchboards in switchrooms.", "text": "11 Requirements for switchboard installations at 800 A or greater have been enhanced, including access and egress, switchroom door sizes and minimum clearances around switchboards in switchrooms.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/107", "parent": { "$ref": "#/groups/9" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 9, "bbox": { "l": 85.07999999999998, "t": 662.9603, "r": 510.48240000000044, "b": 649.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "12 Further clarification has been provided regarding rising mains tee-offs.", "text": "12 Further clarification has been provided regarding rising mains tee-offs.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/108", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 9, "bbox": { "l": 85.07999999999996, "t": 634.9403, "r": 148.75800000000004, "b": 621.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Section 3:", "text": "Section 3:", "level": 1 }, { "self_ref": "#/texts/109", "parent": { "$ref": "#/groups/10" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 9, "bbox": { "l": 85.07999999999996, "t": 614.9603, "r": 513.6132000000003, "b": 587.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "1 Improved installation safety requirements for cables that pass through bulk thermal insulation.", "text": "1 Improved installation safety requirements for cables that pass through bulk thermal insulation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/110", "parent": { "$ref": "#/groups/10" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 9, "bbox": { "l": 85.07999999999998, "t": 580.9403, "r": 513.5856000000007, "b": 553.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "2 Colour identification of active, neutral and earth conductors further clarified.", "text": "2 Colour identification of active, neutral and earth conductors further clarified.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/111", "parent": { "$ref": "#/groups/10" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 9, "bbox": { "l": 85.07999999999998, "t": 546.9203, "r": 513.6840000000007, "b": 519.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "3 Requirements for wiring systems installed in positions where they are likely to be disturbed have been clarified.", "text": "3 Requirements for wiring systems installed in positions where they are likely to be disturbed have been clarified.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/112", "parent": { "$ref": "#/groups/10" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 9, "bbox": { "l": 85.07999999999998, "t": 512.9603, "r": 513.6420000000014, "b": 485.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "4 Requirements have been clarified for cables of different electrical installations in common enclosures and for segregation of cables.", "text": "4 Requirements have been clarified for cables of different electrical installations in common enclosures and for segregation of cables.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/113", "parent": { "$ref": "#/groups/10" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 9, "bbox": { "l": 85.07999999999996, "t": 478.9402999999999, "r": 513.5940000000008, "b": 451.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "5 Requirements for segregation of cables of different voltage levels have been clarified.", "text": "5 Requirements for segregation of cables of different voltage levels have been clarified.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/114", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 9, "bbox": { "l": 85.07999999999998, "t": 436.9402999999999, "r": 148.7688, "b": 423.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Section 4:", "text": "Section 4:", "level": 1 }, { "self_ref": "#/texts/115", "parent": { "$ref": "#/groups/11" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 9, "bbox": { "l": 85.07999999999998, "t": 416.9602999999999, "r": 495.07920000000104, "b": 403.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "1 Revised figures identify where IP rated equipment is to be installed.", "text": "1 Revised figures identify where IP rated equipment is to be installed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/116", "parent": { "$ref": "#/groups/11" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 9, "bbox": { "l": 85.08000000000001, "t": 396.9202999999999, "r": 513.5747999999999, "b": 369.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "2 The requirements for installation wiring connected via an installation coupler have been revised.", "text": "2 The requirements for installation wiring connected via an installation coupler have been revised.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/117", "parent": { "$ref": "#/groups/11" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 9, "bbox": { "l": 85.0800000000001, "t": 362.96029999999985, "r": 435.26159999999993, "b": 349.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "3 Electric vehicle socket-outlet requirements now included.", "text": "3 Electric vehicle socket-outlet requirements now included.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/118", "parent": { "$ref": "#/groups/11" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 9, "bbox": { "l": 85.0800000000001, "t": 342.9202999999998, "r": 513.6288, "b": 315.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "4 Requirements for lighting equipment and accessories have been revised.", "text": "4 Requirements for lighting equipment and accessories have been revised.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/119", "parent": { "$ref": "#/groups/11" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 9, "bbox": { "l": 85.0800000000001, "t": 308.96029999999973, "r": 513.5760000000004, "b": 281.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "5 Requirements for the safe installation of recessed luminaires have been enhanced, and an updated list of luminaire classifications added.", "text": "5 Requirements for the safe installation of recessed luminaires have been enhanced, and an updated list of luminaire classifications added.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/120", "parent": { "$ref": "#/groups/11" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 9, "bbox": { "l": 85.0800000000001, "t": 274.94029999999975, "r": 513.597600000001, "b": 247.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "6 Requirements for cooking appliance switching devices clarified for improved safety outcomes.", "text": "6 Requirements for cooking appliance switching devices clarified for improved safety outcomes.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/121", "parent": { "$ref": "#/groups/11" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 9, "bbox": { "l": 85.0800000000001, "t": 240.92029999999977, "r": 469.50600000000094, "b": 227.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "7 Gas appliances and equipment isolation requirements clarified.", "text": "7 Gas appliances and equipment isolation requirements clarified.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/122", "parent": { "$ref": "#/groups/11" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 9, "bbox": { "l": 85.0800000000001, "t": 220.94029999999975, "r": 513.5580000000012, "b": 193.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "8 Further clarification of isolator requirements for airconditioning and heat pump systems.", "text": "8 Further clarification of isolator requirements for airconditioning and heat pump systems.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/123", "parent": { "$ref": "#/groups/11" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 9, "bbox": { "l": 85.08000000000013, "t": 186.92029999999977, "r": 513.5880000000012, "b": 159.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "9 A new clause and figures have been added relating to electrical equipment installed in locations requiring protection from the weather.", "text": "9 A new clause and figures have been added relating to electrical equipment installed in locations requiring protection from the weather.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/124", "parent": { "$ref": "#/groups/11" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 9, "bbox": { "l": 85.0800000000001, "t": 152.96029999999973, "r": 513.6432000000005, "b": 125.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "10 Installation and location requirements for socket-outlets for electric vehicle charging stations have been added.", "text": "10 Installation and location requirements for socket-outlets for electric vehicle charging stations have been added.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/125", "parent": { "$ref": "#/groups/11" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 9, "bbox": { "l": 85.08000000000007, "t": 118.94029999999975, "r": 513.6216000000006, "b": 91.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 119 ] } ], "orig": "11 Clearance requirements for socket-outlets and switches from open gas or electric cooking appliances have been added.", "text": "11 Clearance requirements for socket-outlets and switches from open gas or electric cooking appliances have been added.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/126", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 10, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/127", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 10, "bbox": { "l": 299.04171599999995, "t": 783.1483999999999, "r": 307.70600999999994, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "6", "text": "6" }, { "self_ref": "#/texts/128", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 10, "bbox": { "l": 42.54, "t": 729.6052999999999, "r": 56.62050000000001, "b": 719.5613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/129", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 10, "bbox": { "l": 42.54, "t": 581.5253, "r": 56.62050000000001, "b": 571.4813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/130", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 10, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/131", "parent": { "$ref": "#/groups/12" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 85.08, "t": 744.9203, "r": 513.625200000001, "b": 703.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 168 ] } ], "orig": "12 Requirements for isolating switches to be installed adjacent to all fixed wired water heaters have been added. Application of Clause 4.8 has been clarified.", "text": "12 Requirements for isolating switches to be installed adjacent to all fixed wired water heaters have been added. Application of Clause 4.8 has been clarified.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/132", "parent": { "$ref": "#/groups/12" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 85.07999999999998, "t": 696.9203, "r": 513.6120000000006, "b": 669.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "13 Requirements on hazardous areas presented by gas relief vent terminals have been added.", "text": "13 Requirements on hazardous areas presented by gas relief vent terminals have been added.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/133", "parent": { "$ref": "#/groups/12" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 85.07999999999998, "t": 662.9603, "r": 513.6384000000012, "b": 621.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 219 ] } ], "orig": "14 Requirements for airconditioners and heat pumps where the internal unit (or units) are supplied from a switchboard or circuit separate to that of the compressor, and new exceptions have been added.", "text": "14 Requirements for airconditioners and heat pumps where the internal unit (or units) are supplied from a switchboard or circuit separate to that of the compressor, and new exceptions have been added.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/134", "parent": { "$ref": "#/groups/12" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 85.07999999999998, "t": 614.9603, "r": 513.6348000000012, "b": 587.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 129 ] } ], "orig": "15 Requirements for lifts installed for general use and that are not emergency lifts (safety services) have been added.", "text": "15 Requirements for lifts installed for general use and that are not emergency lifts (safety services) have been added.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/135", "parent": { "$ref": "#/groups/12" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 85.07999999999998, "t": 580.9403, "r": 513.6119999999999, "b": 553.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "16 A warning about possible adverse effects of air extract systems has been added.", "text": "16 A warning about possible adverse effects of air extract systems has been added.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/136", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 10, "bbox": { "l": 85.07999999999998, "t": 538.9403, "r": 148.7688, "b": 525.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Section 5:", "text": "Section 5:", "level": 1 }, { "self_ref": "#/texts/137", "parent": { "$ref": "#/groups/13" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 85.07999999999998, "t": 518.9603, "r": 332.55360000000053, "b": 505.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "1 MEN system further defined for clarity.", "text": "1 MEN system further defined for clarity.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/138", "parent": { "$ref": "#/groups/13" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 85.07999999999998, "t": 498.92029999999994, "r": 513.5604000000008, "b": 471.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "2 MEN connection requirements have been added regarding location in an accessible position.", "text": "2 MEN connection requirements have been added regarding location in an accessible position.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/139", "parent": { "$ref": "#/groups/13" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 85.07999999999998, "t": 464.9602999999999, "r": 422.5896000000009, "b": 451.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "3 Acceptable earth electrodes types have been updated.", "text": "3 Acceptable earth electrodes types have been updated.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/140", "parent": { "$ref": "#/groups/13" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 85.07999999999998, "t": 444.9202999999999, "r": 513.5484000000009, "b": 417.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "4 Earthing requirements for SELV and PELV systems have been updated.", "text": "4 Earthing requirements for SELV and PELV systems have been updated.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/141", "parent": { "$ref": "#/groups/13" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 85.07999999999998, "t": 410.96029999999985, "r": 513.6120000000004, "b": 369.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 146 ] } ], "orig": "5 Equipotential bonding requirements have been expanded and clarified through enhanced requirements for showers, bathrooms, pools and spas.", "text": "5 Equipotential bonding requirements have been expanded and clarified through enhanced requirements for showers, bathrooms, pools and spas.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/142", "parent": { "$ref": "#/groups/13" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 85.07999999999996, "t": 362.9602999999998, "r": 491.1300000000009, "b": 349.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "6 Earthing of conductive building materials in combined outbuildings.", "text": "6 Earthing of conductive building materials in combined outbuildings.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/143", "parent": { "$ref": "#/groups/13" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 85.07999999999993, "t": 342.92029999999977, "r": 513.6060000000009, "b": 315.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "7 Earthing requirements for individual outbuildings and combined outbuildings.", "text": "7 Earthing requirements for individual outbuildings and combined outbuildings.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/144", "parent": { "$ref": "#/groups/13" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 85.07999999999996, "t": 308.96029999999973, "r": 513.5772000000007, "b": 281.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "8 Earthing requirements for conductive switchboard enclosures associated with unprotected consumer mains.", "text": "8 Earthing requirements for conductive switchboard enclosures associated with unprotected consumer mains.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/145", "parent": { "$ref": "#/groups/13" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 85.07999999999993, "t": 274.94029999999975, "r": 513.5928000000005, "b": 247.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "9 Earthing of conductive reinforcing in combined outbuildings that contain showers or baths.", "text": "9 Earthing of conductive reinforcing in combined outbuildings that contain showers or baths.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/146", "parent": { "$ref": "#/groups/13" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 85.07999999999998, "t": 240.92029999999977, "r": 513.6623999999996, "b": 199.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 178 ] } ], "orig": "10 Conductive pool structures and the bonding connection point required to be installed and bonded to the installation earthing system regardless of other specified requirements.", "text": "10 Conductive pool structures and the bonding connection point required to be installed and bonded to the installation earthing system regardless of other specified requirements.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/147", "parent": { "$ref": "#/groups/13" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 85.07999999999996, "t": 192.92029999999977, "r": 513.6540000000003, "b": 165.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "11 Figure showing bonding arrangements for pools and spas has been added.", "text": "11 Figure showing bonding arrangements for pools and spas has been added.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/148", "parent": { "$ref": "#/groups/13" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 10, "bbox": { "l": 85.07999999999993, "t": 158.96029999999973, "r": 513.6024000000003, "b": 117.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 202 ] } ], "orig": "12 Requirements on conductive fixtures and fittings installed within arm's reach of the pool edge, and that are in contact with the general mass of earth, either directly or indirectly, have been added.", "text": "12 Requirements on conductive fixtures and fittings installed within arm's reach of the pool edge, and that are in contact with the general mass of earth, either directly or indirectly, have been added.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/149", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 11, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/150", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 11, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/151", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 11, "bbox": { "l": 299.04171599999995, "t": 783.1483999999999, "r": 307.70600999999994, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "7", "text": "7" }, { "self_ref": "#/texts/152", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 11, "bbox": { "l": 85.08, "t": 744.9803, "r": 148.7688, "b": 731.5883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Section 6:", "text": "Section 6:", "level": 1 }, { "self_ref": "#/texts/153", "parent": { "$ref": "#/groups/14" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 11, "bbox": { "l": 85.08, "t": 724.9403000000001, "r": 513.5639999999999, "b": 697.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "1 Additional content applying to water containers into which persons do not normally put a part or all of their body.", "text": "1 Additional content applying to water containers into which persons do not normally put a part or all of their body.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/154", "parent": { "$ref": "#/groups/14" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 11, "bbox": { "l": 85.07999999999998, "t": 690.9203000000001, "r": 479.0795999999998, "b": 677.5283000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "2 Installation requirements for deluge showers have been clarified.", "text": "2 Installation requirements for deluge showers have been clarified.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/155", "parent": { "$ref": "#/groups/14" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 11, "bbox": { "l": 85.07999999999998, "t": 670.9403000000001, "r": 513.675600000001, "b": 643.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "3 Showers Zone 1 has been clarified for different shower head configurations.", "text": "3 Showers Zone 1 has been clarified for different shower head configurations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/156", "parent": { "$ref": "#/groups/14" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 11, "bbox": { "l": 85.07999999999998, "t": 636.9203000000001, "r": 416.28000000000054, "b": 623.5283000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "4 Fixed water container size reduced from 45 L to 40 L.", "text": "4 Fixed water container size reduced from 45 L to 40 L.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/157", "parent": { "$ref": "#/groups/14" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 11, "bbox": { "l": 85.07999999999998, "t": 616.9403000000001, "r": 446.3484000000012, "b": 603.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "5 A figure for showers with a hinged door has been included.", "text": "5 A figure for showers with a hinged door has been included.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/158", "parent": { "$ref": "#/groups/14" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 11, "bbox": { "l": 85.07999999999998, "t": 596.9603000000001, "r": 513.5892000000001, "b": 569.5283000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "6 Specified capacity for spa pools or tubs has been increased from 500 L to 680 L.", "text": "6 Specified capacity for spa pools or tubs has been increased from 500 L to 680 L.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/159", "parent": { "$ref": "#/groups/14" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 11, "bbox": { "l": 85.08000000000001, "t": 562.9403000000001, "r": 513.5940000000003, "b": 535.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "7 Electricity generation systems, including inverters have been excluded from being installed in classified zones.", "text": "7 Electricity generation systems, including inverters have been excluded from being installed in classified zones.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/160", "parent": { "$ref": "#/groups/14" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 11, "bbox": { "l": 85.07999999999998, "t": 528.9203000000001, "r": 513.6095999999997, "b": 473.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 233 ] } ], "orig": "8 Clause excluding pools and spas from being located in areas containing electrical equipment owned by the electricity distributor, that result in such electrical equipment being incorporated into any classified zone.", "text": "8 Clause excluding pools and spas from being located in areas containing electrical equipment owned by the electricity distributor, that result in such electrical equipment being incorporated into any classified zone.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/161", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 11, "bbox": { "l": 85.07999999999998, "t": 458.9603000000001, "r": 148.7808, "b": 445.5683000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Section 7:", "text": "Section 7:", "level": 1 }, { "self_ref": "#/texts/162", "parent": { "$ref": "#/groups/15" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 11, "bbox": { "l": 85.07999999999998, "t": 438.92030000000005, "r": 404.2824000000006, "b": 425.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "1 Clause 7.2, Safety services, has been restructured.", "text": "1 Clause 7.2, Safety services, has been restructured.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/163", "parent": { "$ref": "#/groups/15" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 11, "bbox": { "l": 85.07999999999998, "t": 418.94030000000004, "r": 513.6324, "b": 391.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": "2 Installation requirements for electricity generation systems have been reviewed and clarified in line with applicable Standards.", "text": "2 Installation requirements for electricity generation systems have been reviewed and clarified in line with applicable Standards.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/164", "parent": { "$ref": "#/groups/15" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 11, "bbox": { "l": 85.07999999999996, "t": 384.9203, "r": 478.89120000000105, "b": 371.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "3 Electric vehicle charging system requirements have been added.", "text": "3 Electric vehicle charging system requirements have been added.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/165", "parent": { "$ref": "#/groups/15" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 11, "bbox": { "l": 85.07999999999996, "t": 364.9403, "r": 513.5772000000003, "b": 337.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "4 Clause 7.8, Standards for specific electrical installations, has been revised.", "text": "4 Clause 7.8, Standards for specific electrical installations, has been revised.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/166", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 11, "bbox": { "l": 85.07999999999998, "t": 322.9403, "r": 148.7688, "b": 309.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Section 8:", "text": "Section 8:", "level": 1 }, { "self_ref": "#/texts/167", "parent": { "$ref": "#/groups/16" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 11, "bbox": { "l": 85.07999999999998, "t": 302.96029999999996, "r": 513.5952000000008, "b": 261.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 157 ] } ], "orig": "1 A number of clauses split into subclauses to differentiate between general, application, visual inspection, test requirements and accepted values.", "text": "1 A number of clauses split into subclauses to differentiate between general, application, visual inspection, test requirements and accepted values.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/168", "parent": { "$ref": "#/groups/16" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 11, "bbox": { "l": 85.07999999999998, "t": 254.96029999999996, "r": 513.5652, "b": 227.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "2 Extra low voltage installation testing requirements have been relocated to Section 8 from Section 7.", "text": "2 Extra low voltage installation testing requirements have been relocated to Section 8 from Section 7.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/169", "parent": { "$ref": "#/groups/16" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 11, "bbox": { "l": 85.07999999999996, "t": 220.94029999999998, "r": 368.8008000000005, "b": 207.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "3 Clarification of RCD testing and EFLI testing.", "text": "3 Clarification of RCD testing and EFLI testing.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/170", "parent": { "$ref": "#/groups/16" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 11, "bbox": { "l": 85.07999999999996, "t": 200.96029999999996, "r": 513.5723999999997, "b": 173.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "4 The date of initial energization is now required to be recorded at the installation switchboard.", "text": "4 The date of initial energization is now required to be recorded at the installation switchboard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/171", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 11, "bbox": { "l": 85.07999999999993, "t": 158.96029999999996, "r": 163.70159999999987, "b": 145.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Appendices:", "text": "Appendices:", "level": 1 }, { "self_ref": "#/texts/172", "parent": { "$ref": "#/groups/17" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 11, "bbox": { "l": 85.07999999999993, "t": 138.9203, "r": 428.23920000000055, "b": 125.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "1 Appendix A-Now a single list of referenced Standards.", "text": "1 Appendix A-Now a single list of referenced Standards.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/173", "parent": { "$ref": "#/groups/17" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 11, "bbox": { "l": 85.07999999999996, "t": 118.94029999999998, "r": 513.5879999999999, "b": 91.56829999999991, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "2 Appendix B-Table from FAQ34 (voltage drop and EFLI values comparison) added for further guidance.", "text": "2 Appendix B-Table from FAQ34 (voltage drop and EFLI values comparison) added for further guidance.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/174", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 11, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/175", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 12, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/176", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 12, "bbox": { "l": 299.04171599999995, "t": 783.1483999999999, "r": 307.70600999999994, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "8", "text": "8" }, { "self_ref": "#/texts/177", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 12, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/178", "parent": { "$ref": "#/groups/18" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 12, "bbox": { "l": 85.08, "t": 744.9203, "r": 513.5759999999998, "b": 717.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "3 Appendix C-Expanded and the information provided on maximum demand has been clarified and updated.", "text": "3 Appendix C-Expanded and the information provided on maximum demand has been clarified and updated.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/179", "parent": { "$ref": "#/groups/18" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 12, "bbox": { "l": 85.08000000000001, "t": 710.9603, "r": 513.6264000000001, "b": 683.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "4 Appendix D-Revised to provide more comprehensive guidance information for the construction of private aerial lines.", "text": "4 Appendix D-Revised to provide more comprehensive guidance information for the construction of private aerial lines.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/180", "parent": { "$ref": "#/groups/18" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 12, "bbox": { "l": 85.08000000000004, "t": 676.9403, "r": 513.5712000000005, "b": 649.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "5 Appendix E-Updates incorporated and building classifications Class 1 and Class 10 have been added.", "text": "5 Appendix E-Updates incorporated and building classifications Class 1 and Class 10 have been added.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/181", "parent": { "$ref": "#/groups/18" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 12, "bbox": { "l": 85.0800000000001, "t": 642.9203, "r": 513.5916000000003, "b": 615.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "6 Appendix F-A recent update carried out by Committee EL-024 on protection against lightning.", "text": "6 Appendix F-A recent update carried out by Committee EL-024 on protection against lightning.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/182", "parent": { "$ref": "#/groups/18" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 12, "bbox": { "l": 85.08000000000015, "t": 608.9603, "r": 513.5736000000015, "b": 581.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "7 Appendix K-Switchboard equipment summary has been added to provide a checklist of requirements for switchboards.", "text": "7 Appendix K-Switchboard equipment summary has been added to provide a checklist of requirements for switchboards.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/183", "parent": { "$ref": "#/groups/18" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 12, "bbox": { "l": 85.08000000000018, "t": 574.9403, "r": 479.6340000000009, "b": 561.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "8 Appendix L-Appendix deleted. Formerly on first aid in Australia.", "text": "8 Appendix L-Appendix deleted. Formerly on first aid in Australia.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/184", "parent": { "$ref": "#/groups/18" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 12, "bbox": { "l": 85.08000000000018, "t": 554.9603, "r": 513.6096000000003, "b": 499.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 219 ] } ], "orig": "9 Appendix M-Formerly on first aid in New Zealand. This content was deleted and a new Appendix on reducing the impact of power supply outages has been added to provide guidance on continuity of supply and back up plans.", "text": "9 Appendix M-Formerly on first aid in New Zealand. This content was deleted and a new Appendix on reducing the impact of power supply outages has been added to provide guidance on continuity of supply and back up plans.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/185", "parent": { "$ref": "#/groups/18" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 12, "bbox": { "l": 85.08000000000015, "t": 492.92029999999994, "r": 513.6431999999999, "b": 465.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] } ], "orig": "10 Appendix N-New Appendix to provide guidance on the types and variations of conduit available for electrical installations.", "text": "10 Appendix N-New Appendix to provide guidance on the types and variations of conduit available for electrical installations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/186", "parent": { "$ref": "#/groups/18" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 12, "bbox": { "l": 85.08000000000015, "t": 458.9602999999999, "r": 513.5352000000001, "b": 431.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "11 Appendix O-New Appendix to provide guidance on the installation of Arc Fault Detection Devices (AFDDs).", "text": "11 Appendix O-New Appendix to provide guidance on the installation of Arc Fault Detection Devices (AFDDs).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/187", "parent": { "$ref": "#/groups/18" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 12, "bbox": { "l": 85.08000000000015, "t": 424.94029999999987, "r": 513.6336000000008, "b": 397.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "12 Appendix P-New Appendix to provide guidance for circuits intended to supply energy to electric vehicles.", "text": "12 Appendix P-New Appendix to provide guidance for circuits intended to supply energy to electric vehicles.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/188", "parent": { "$ref": "#/groups/18" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 12, "bbox": { "l": 85.0800000000001, "t": 390.9202999999998, "r": 513.640800000001, "b": 335.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 257 ] } ], "orig": "13 Appendix Q-New Appendix to provide guidance for the selection of circuit protection and switching devices when being operated on a d.c. supply that would be deemed to meet the design, equipment selection and installation criteria of this Standard.", "text": "13 Appendix Q-New Appendix to provide guidance for the selection of circuit protection and switching devices when being operated on a d.c. supply that would be deemed to meet the design, equipment selection and installation criteria of this Standard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/189", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 12, "bbox": { "l": 85.0800000000001, "t": 328.94029999999975, "r": 513.6972000000013, "b": 245.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 408 ] } ], "orig": "Standards Australia and Standards New Zealand thank the International Electrotechnical Commission (IEC) for permission to reproduce Figure B4 of IEC TR 61200-413:1996, Electrical installation guide Clause 413: Explanatory notes to measures of protection against indirect contact by automatic disconnection of supply . Copyright of IEC, Geneva, Switzerland. All rights reserved.", "text": "Standards Australia and Standards New Zealand thank the International Electrotechnical Commission (IEC) for permission to reproduce Figure B4 of IEC TR 61200-413:1996, Electrical installation guide Clause 413: Explanatory notes to measures of protection against indirect contact by automatic disconnection of supply . Copyright of IEC, Geneva, Switzerland. All rights reserved." }, { "self_ref": "#/texts/190", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 12, "bbox": { "l": 85.08000000000015, "t": 238.94029999999975, "r": 513.6876000000005, "b": 169.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 373 ] } ], "orig": "Standards Australia and Standards New Zealand thank the Australian Building Codes Board for permission to reproduce Clauses A3.1, A3.2, A3.3 and A3.4 of the National Construction Code 2016, Volume One licensed under a Creative Commons Attribution 4.0 International licence © 2016 Commonwealth of Australia and States and Territories of Australia.", "text": "Standards Australia and Standards New Zealand thank the Australian Building Codes Board for permission to reproduce Clauses A3.1, A3.2, A3.3 and A3.4 of the National Construction Code 2016, Volume One licensed under a Creative Commons Attribution 4.0 International licence © 2016 Commonwealth of Australia and States and Territories of Australia." }, { "self_ref": "#/texts/191", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 13, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. 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Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. 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Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/206", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 16, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "12", "text": "12" }, { "self_ref": "#/texts/207", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 17, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/208", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 17, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "13", "text": "13" }, { "self_ref": "#/texts/209", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 17, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/210", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 18, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/211", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 18, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/212", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 18, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/213", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 18, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "14", "text": "14" }, { "self_ref": "#/texts/214", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 19, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. 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Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. 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Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. 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Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/226", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 22, "bbox": { "l": 296.15796, "t": 783.1483999999999, "r": 307.607814, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "18", "text": "18" }, { "self_ref": "#/texts/227", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 23, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. 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Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/245", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 27, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "23", "text": "23" }, { "self_ref": "#/texts/246", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 27, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/247", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 27, "bbox": { "l": 240.18, "t": 721.0634, "r": 358.8000119999999, "b": 706.53308, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "LIST OF FIGURES", "text": "LIST OF FIGURES", "level": 1 }, { "self_ref": "#/texts/248", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 28, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/249", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 28, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/250", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 28, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/251", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 28, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "24", "text": "24" }, { "self_ref": "#/texts/252", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 29, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/253", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 29, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/254", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 29, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "25", "text": "25" }, { "self_ref": "#/texts/255", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 29, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/256", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 30, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/257", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 30, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/258", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 30, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/259", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 30, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "26", "text": "26" }, { "self_ref": "#/texts/260", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 31, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/261", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 31, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/262", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 31, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "27", "text": "27" }, { "self_ref": "#/texts/263", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 31, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/264", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 32, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/265", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 32, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/266", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 32, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/267", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 32, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "28", "text": "28" }, { "self_ref": "#/texts/268", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 33, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/269", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 33, "bbox": { "l": 164.233575, "t": 819.2495466000001, "r": 430.99089659999936, "b": 811.8502866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited.", "text": "Further reproduction, distribution, storage or use on a network is prohibited." }, { "self_ref": "#/texts/270", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 33, "bbox": { "l": 161.88381, "t": 807.2507466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/271", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 33, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "29 AS/NZS 3000:2018", "text": "29 AS/NZS 3000:2018" }, { "self_ref": "#/texts/272", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 33, "bbox": { "l": 85.08, "t": 744.9203, "r": 510.24960000000016, "b": 731.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "FIGURE Page", "text": "FIGURE Page", "level": 1 }, { "self_ref": "#/texts/273", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 33, "bbox": { "l": 85.08, "t": 727.7603, "r": 513.8064000000012, "b": 680.3483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 260 ] } ], "orig": "P1 CASE A CONNECTION ............................................................. 573 P2 CASE B CONNECTION ............................................................. 573 P3 CASE C CONNECTION ............................................................. 573", "text": "P1 CASE A CONNECTION ............................................................. 573 P2 CASE B CONNECTION ............................................................. 573 P3 CASE C CONNECTION ............................................................. 573" }, { "self_ref": "#/texts/274", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 34, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/275", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 34, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/276", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 34, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/277", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 34, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "30", "text": "30" }, { "self_ref": "#/texts/278", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 34, "bbox": { "l": 85.08, "t": 685.9403, "r": 234.36240000000018, "b": 672.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "Application of typefaces", "text": "Application of typefaces", "level": 1 }, { "self_ref": "#/texts/279", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 34, "bbox": { "l": 85.07999999999998, "t": 665.9603, "r": 513.6084000000008, "b": 638.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "Four different typefaces are used in this Standard. Each of these has a specific purpose as follows:", "text": "Four different typefaces are used in this Standard. Each of these has a specific purpose as follows:" }, { "self_ref": "#/texts/280", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 34, "bbox": { "l": 85.07999999999998, "t": 631.9403, "r": 513.6636000000011, "b": 604.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "(a) Bold print Indicates opening statements defining the fundamental principles and requirements.", "text": "(a) Bold print Indicates opening statements defining the fundamental principles and requirements.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/281", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 34, "bbox": { "l": 85.07999999999998, "t": 597.9203, "r": 513.6288, "b": 542.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 270 ] } ], "orig": "(b) Normal print In Sections 1 to 8, this indicates requirements that form the main part of a clause. It also indicates deemed to comply methods that satisfy the requirements. Normal print is used in the Appendices to present informative material for guidance only.", "text": "(b) Normal print In Sections 1 to 8, this indicates requirements that form the main part of a clause. It also indicates deemed to comply methods that satisfy the requirements. Normal print is used in the Appendices to present informative material for guidance only.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/282", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 34, "bbox": { "l": 85.07999999999998, "t": 535.9403, "r": 513.6324000000012, "b": 480.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 294 ] } ], "orig": "(c) Italic print Indicates exceptions or variations to requirements. Exceptions generally give specific examples where the requirements do not apply or where they are varied for certain applications. They may contain requirements. Examples are also presented in italic text.", "text": "(c) Italic print Indicates exceptions or variations to requirements. Exceptions generally give specific examples where the requirements do not apply or where they are varied for certain applications. They may contain requirements. Examples are also presented in italic text.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/283", "parent": { "$ref": "#/groups/19" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 34, "bbox": { "l": 85.07999999999993, "t": 473.9602999999999, "r": 513.3285419999991, "b": 446.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "(d) Reduced normal print Indicates Notes which give explanations and advice. They are preceded by 'NOTE' in the manner used in previous editions.", "text": "(d) Reduced normal print Indicates Notes which give explanations and advice. They are preceded by 'NOTE' in the manner used in previous editions.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/284", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 34, "bbox": { "l": 85.07999999999998, "t": 439.9403, "r": 513.6864, "b": 398.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "It is important not to read text in any single typeface without consulting the preceding or following paragraphs, which may contain additional or modifying requirements.", "text": "It is important not to read text in any single typeface without consulting the preceding or following paragraphs, which may contain additional or modifying requirements." }, { "self_ref": "#/texts/285", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 34, "bbox": { "l": 85.07999999999998, "t": 391.9402999999999, "r": 221.3903999999999, "b": 378.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "National requirements", "text": "National requirements", "level": 1 }, { "self_ref": "#/texts/286", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 34, "bbox": { "l": 85.07999999999998, "t": 371.9602999999999, "r": 513.6432000000001, "b": 330.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 206 ] } ], "orig": "Certain provisions of the Standard have a different application in Australia and New Zealand. The following symbols appearing in the outer margin indicate that the identified Section or Clause is:", "text": "Certain provisions of the Standard have a different application in Australia and New Zealand. The following symbols appearing in the outer margin indicate that the identified Section or Clause is:" }, { "self_ref": "#/texts/287", "parent": { "$ref": "#/groups/20" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 34, "bbox": { "l": 85.07999999999998, "t": 323.96029999999985, "r": 272.27760000000023, "b": 310.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "(i) Applicable in Australia only.", "text": "(i) Applicable in Australia only.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/288", "parent": { "$ref": "#/groups/20" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 34, "bbox": { "l": 85.07999999999998, "t": 303.92029999999977, "r": 296.86920000000003, "b": 290.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "(ii) Applicable in New Zealand only.", "text": "(ii) Applicable in New Zealand only.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/289", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 34, "bbox": { "l": 85.07999999999998, "t": 283.94029999999975, "r": 229.0848, "b": 270.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "Informative appendices", "text": "Informative appendices", "level": 1 }, { "self_ref": "#/texts/290", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 34, "bbox": { "l": 85.07999999999998, "t": 263.96029999999973, "r": 513.6300000000009, "b": 222.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 187 ] } ], "orig": "An informative appendix is for information or guidance only. Informative appendices provide additional information intended to assist in the understanding or use of the Standard.", "text": "An informative appendix is for information or guidance only. Informative appendices provide additional information intended to assist in the understanding or use of the Standard." }, { "self_ref": "#/texts/291", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 34, "bbox": { "l": 85.08000000000003, "t": 215.96029999999985, "r": 199.92720000000014, "b": 202.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Deemed to comply", "text": "Deemed to comply", "level": 1 }, { "self_ref": "#/texts/292", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 34, "bbox": { "l": 85.08000000000003, "t": 195.92029999999977, "r": 513.6264000000002, "b": 168.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "The term 'deemed to comply' means that a requirement can be met by following a specified Standard or method.", "text": "The term 'deemed to comply' means that a requirement can be met by following a specified Standard or method." }, { "self_ref": "#/texts/293", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 34, "bbox": { "l": 85.08000000000004, "t": 161.96029999999985, "r": 513.6815999999999, "b": 120.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 228 ] } ], "orig": "So, where an installation is carried out in accordance with the specified Standard or method, within the text of this Standard, the installation is 'deemed to comply' with the requirements of this Standard.", "text": "So, where an installation is carried out in accordance with the specified Standard or method, within the text of this Standard, the installation is 'deemed to comply' with the requirements of this Standard." }, { "self_ref": "#/texts/294", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 34, "bbox": { "l": 85.08000000000004, "t": 113.96029999999985, "r": 513.618, "b": 86.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "Conformance to a deemed to comply Standard may exceed the minimum requirements of this Standard.", "text": "Conformance to a deemed to comply Standard may exceed the minimum requirements of this Standard." }, { "self_ref": "#/texts/295", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 34, "bbox": { "l": 257.82, "t": 721.0634, "r": 341.1219600000003, "b": 706.53308, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "FOREWORD", "text": "FOREWORD", "level": 1 }, { "self_ref": "#/texts/296", "parent": { "$ref": "#/pictures/4" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 34, "bbox": { "l": 522.2999, "t": 322.1604, "r": 534.5735, "b": 308.76840000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/297", "parent": { "$ref": "#/pictures/5" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 34, "bbox": { "l": 518.46, "t": 299.7803, "r": 538.416, "b": 286.3883000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/298", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 35, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/299", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 35, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "31", "text": "31" }, { "self_ref": "#/texts/300", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 35, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/301", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 35, "bbox": { "l": 85.08, "t": 744.9203, "r": 123.27359999999996, "b": 731.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "Notes", "text": "Notes", "level": 1 }, { "self_ref": "#/texts/302", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 35, "bbox": { "l": 85.07999999999998, "t": 724.9403, "r": 513.7764000000001, "b": 697.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 118 ] } ], "orig": "Statements expressed in mandatory terms in notes to tables and figures are deemed to be requirements of this Standard.", "text": "Statements expressed in mandatory terms in notes to tables and figures are deemed to be requirements of this Standard." }, { "self_ref": "#/texts/303", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 35, "bbox": { "l": 85.07999999999998, "t": 690.9203, "r": 513.5592000000004, "b": 663.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "Notes to text are informative and give explanations or advice. They do not form a mandatory part of this Standard.", "text": "Notes to text are informative and give explanations or advice. They do not form a mandatory part of this Standard." }, { "self_ref": "#/texts/304", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 35, "bbox": { "l": 85.07999999999998, "t": 656.9603, "r": 191.89679999999998, "b": 643.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Cross-references", "text": "Cross-references", "level": 1 }, { "self_ref": "#/texts/305", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 35, "bbox": { "l": 85.07999999999998, "t": 636.9203, "r": 513.6240000000013, "b": 595.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 186 ] } ], "orig": "Where reference to another clause has been made, such reference, unless otherwise stated, includes all appropriate subclauses and paragraphs of the clause or portion thereof referred to.", "text": "Where reference to another clause has been made, such reference, unless otherwise stated, includes all appropriate subclauses and paragraphs of the clause or portion thereof referred to." }, { "self_ref": "#/texts/306", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 35, "bbox": { "l": 85.07999999999998, "t": 588.9203, "r": 300.48000000000025, "b": 575.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "Frequently asked questions (FAQs)", "text": "Frequently asked questions (FAQs)", "level": 1 }, { "self_ref": "#/texts/307", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 35, "bbox": { "l": 85.07999999999998, "t": 568.9403, "r": 513.6060000000002, "b": 541.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "Answers to FAQs can be found online at the following web address: .", "text": "Answers to FAQs can be found online at the following web address: ." }, { "self_ref": "#/texts/308", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 35, "bbox": { "l": 85.07999999999998, "t": 534.9203, "r": 513.6588000000008, "b": 465.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 362 ] } ], "orig": "Clarifications to requirements of the Wiring Rules that were covered by Rulings and Interpretations in earlier editions will be included in FAQs as the need arises. These FAQs are applicable throughout Australia and New Zealand and are developed by the Joint Standards Australia/Standards New Zealand Committee EL-001, Wiring Rules.", "text": "Clarifications to requirements of the Wiring Rules that were covered by Rulings and Interpretations in earlier editions will be included in FAQs as the need arises. These FAQs are applicable throughout Australia and New Zealand and are developed by the Joint Standards Australia/Standards New Zealand Committee EL-001, Wiring Rules." }, { "self_ref": "#/texts/309", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 35, "bbox": { "l": 85.07999999999998, "t": 458.9602999999999, "r": 218.3927999999999, "b": 445.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "Provision for revision", "text": "Provision for revision", "level": 1 }, { "self_ref": "#/texts/310", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 35, "bbox": { "l": 85.07999999999993, "t": 438.9202999999999, "r": 513.6576000000007, "b": 383.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 273 ] } ], "orig": "This Standard is not intended to discourage invention or to exclude materials, equipment and methods that may be developed. Revisions will be made from time to time in view of such developments and Amendments to this edition will be made where essential.", "text": "This Standard is not intended to discourage invention or to exclude materials, equipment and methods that may be developed. Revisions will be made from time to time in view of such developments and Amendments to this edition will be made where essential." }, { "self_ref": "#/texts/311", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 36, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/312", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 36, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/313", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 36, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "32", "text": "32" }, { "self_ref": "#/texts/314", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 36, "bbox": { "l": 122.88, "t": 697.0634, "r": 476.1646800000003, "b": 682.53308, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "STANDARDS AUSTRALIA/STANDARDS NEW ZEALAND", "text": "STANDARDS AUSTRALIA/STANDARDS NEW ZEALAND", "level": 1 }, { "self_ref": "#/texts/315", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 36, "bbox": { "l": 99.539574, "t": 664.6034, "r": 499.4423640000003, "b": 629.073122, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "Australian/New Zealand Standard Electrical installations (known as the Australian/New Zealand", "text": "Australian/New Zealand Standard Electrical installations (known as the Australian/New Zealand", "level": 1 }, { "self_ref": "#/texts/316", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 36, "bbox": { "l": 253.79923199999996, "t": 628.6030999999999, "r": 345.1774979999999, "b": 614.07278, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Wiring Rules)", "text": "Wiring Rules)", "level": 1 }, { "self_ref": "#/texts/317", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 36, "bbox": { "l": 111.18, "t": 514.1522, "r": 488.13672000000054, "b": 498.55052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "Part 1: Scope, application and fundamental principles", "text": "Part 1: Scope, application and fundamental principles", "level": 1 }, { "self_ref": "#/texts/318", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 36, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/319", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 37, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/320", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 37, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "33", "text": "33" }, { "self_ref": "#/texts/321", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 37, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/322", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 37, "bbox": { "l": 91.38, "t": 727.0634, "r": 507.57471600000025, "b": 697.532738, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 111 ] } ], "orig": "S E C T I O N 1 S C O P E , A P P L I C A T I O N A N D F U N D A M E N T A L P R I N C I P L E S", "text": "S E C T I O N 1 S C O P E , A P P L I C A T I O N A N D F U N D A M E N T A L P R I N C I P L E S", "level": 1 }, { "self_ref": "#/texts/323", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 37, "bbox": { "l": 85.08, "t": 682.9403, "r": 160.45679999999996, "b": 669.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "1.1 SCOPE", "text": "1.1 SCOPE", "level": 1 }, { "self_ref": "#/texts/324", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 37, "bbox": { "l": 85.07999999999998, "t": 662.9603, "r": 513.7163999999999, "b": 607.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 237 ] } ], "orig": "This Standard sets out requirements for the design, construction and verification of electrical installations, including the selection and installation of electrical equipment forming part of such electrical installations.", "text": "This Standard sets out requirements for the design, construction and verification of electrical installations, including the selection and installation of electrical equipment forming part of such electrical installations." }, { "self_ref": "#/texts/325", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 37, "bbox": { "l": 85.07999999999998, "t": 600.9203, "r": 513.6432000000003, "b": 531.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 295 ] } ], "orig": "These requirements are intended to protect persons, livestock, and property from electric shock, fire and physical injury hazards that may arise from an electrical installation that is used with reasonable care and with due regard to the intended purpose of the electrical installation.", "text": "These requirements are intended to protect persons, livestock, and property from electric shock, fire and physical injury hazards that may arise from an electrical installation that is used with reasonable care and with due regard to the intended purpose of the electrical installation." }, { "self_ref": "#/texts/326", "parent": { "$ref": "#/groups/22" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 37, "bbox": { "l": 66.54, "t": 525.0722, "r": 513.6108000000002, "b": 483.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 221 ] } ], "orig": "In addition, guidance is provided so that the electrical installation will function correctly for the purpose intended and takes into account mitigating the foreseeable adverse effects of disruption to supply. *", "text": "In addition, guidance is provided so that the electrical installation will function correctly for the purpose intended and takes into account mitigating the foreseeable adverse effects of disruption to supply. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/327", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 37, "bbox": { "l": 85.07999999999993, "t": 468.98029999999994, "r": 201.5688, "b": 455.58829999999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "1.2 APPLICATION", "text": "1.2 APPLICATION", "level": 1 }, { "self_ref": "#/texts/328", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 37, "bbox": { "l": 85.07999999999993, "t": 448.9402999999999, "r": 513.6132, "b": 379.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 344 ] } ], "orig": "This Standard may be applied through legislative requirements, made in each state and territory of Australia and in New Zealand, concerned with the safety of electrical installations. The Standard may also be applied in conjunction with any additional requirements, exemptions or restrictions in such legislation.", "text": "This Standard may be applied through legislative requirements, made in each state and territory of Australia and in New Zealand, concerned with the safety of electrical installations. The Standard may also be applied in conjunction with any additional requirements, exemptions or restrictions in such legislation." }, { "self_ref": "#/texts/329", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 37, "bbox": { "l": 85.07999999999998, "t": 372.9202999999998, "r": 513.6263999999996, "b": 303.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 341 ] } ], "orig": "The principal application of this Standard is to electrical installations in all types of premises and land used by electricity consumers. However, the Standard may also be referenced or applied through legislative or other requirements relating to the effect of electrical installations in matters such as the following:", "text": "The principal application of this Standard is to electrical installations in all types of premises and land used by electricity consumers. However, the Standard may also be referenced or applied through legislative or other requirements relating to the effect of electrical installations in matters such as the following:" }, { "self_ref": "#/texts/330", "parent": { "$ref": "#/groups/23" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 37, "bbox": { "l": 85.07999999999998, "t": 296.96029999999973, "r": 103.94639999999995, "b": 283.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "(a)", "text": "(a)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/331", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 37, "bbox": { "l": 113.46, "t": 279.83719999999994, "r": 513.3131700000006, "b": 267.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "NOTE: For example, any relevant work health and safety legislation and", "text": "NOTE: For example, any relevant work health and safety legislation and" }, { "self_ref": "#/texts/332", "parent": { "$ref": "#/groups/24" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 37, "bbox": { "l": 113.45279999999995, "t": 296.96029999999973, "r": 237.15239999999991, "b": 254.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "Safety of workplaces. associated codes.", "text": "Safety of workplaces. associated codes.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/333", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 37, "bbox": { "l": 85.08, "t": 247.94029999999998, "r": 513.3131699999992, "b": 179.62365799999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 276 ] } ], "orig": "(b) Safe design and construction of buildings. NOTE: For example, national building codes [such as the National Construction Code (NCC), New Zealand Building Code (NZBC)] and the associated referenced Standards. See Appendix E for information on NCC and NZBC.", "text": "(b) Safe design and construction of buildings. NOTE: For example, national building codes [such as the National Construction Code (NCC), New Zealand Building Code (NZBC)] and the associated referenced Standards. See Appendix E for information on NCC and NZBC." }, { "self_ref": "#/texts/334", "parent": { "$ref": "#/groups/25" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 37, "bbox": { "l": 85.08, "t": 172.94039999999995, "r": 456.0984000000007, "b": 159.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "(c) Electricity generation, transmission and distribution systems.", "text": "(c) Electricity generation, transmission and distribution systems.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/335", "parent": { "$ref": "#/groups/25" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 37, "bbox": { "l": 85.07999999999998, "t": 152.96039999999994, "r": 103.96919999999999, "b": 139.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "(d)", "text": "(d)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/336", "parent": { "$ref": "#/groups/25" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 37, "bbox": { "l": 113.46, "t": 152.96039999999994, "r": 513.3559919999992, "b": 123.58352000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 118 ] } ], "orig": "Safe connection to electricity distribution systems. NOTE: For example, service rules and conditions provided by local", "text": "Safe connection to electricity distribution systems. NOTE: For example, service rules and conditions provided by local", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/337", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 37, "bbox": { "l": 113.45999999999998, "t": 122.87750600000004, "r": 229.79639400000016, "b": 110.62382600000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "electricity distributors.", "text": "electricity distributors." }, { "self_ref": "#/texts/338", "parent": { "$ref": "#/groups/26" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 37, "bbox": { "l": 85.08, "t": 103.94039999999995, "r": 315.52439999999996, "b": 90.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "(e) Qualifications of electricity workers.", "text": "(e) Qualifications of electricity workers.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/339", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 37, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/340", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 38, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/341", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 38, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "34", "text": "34" }, { "self_ref": "#/texts/342", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 38, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/343", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 38, "bbox": { "l": 85.08, "t": 744.9203, "r": 513.6564000000012, "b": 675.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 318 ] } ], "orig": "Part 1 (Section 1) of this Standard provides a mechanism for acceptance of design and installation practices that may not be addressed by those given in Part 2 (Sections 2 to 8) of this Standard. This mechanism is only intended to apply where departures from the methods in Part 2 are significant.", "text": "Part 1 (Section 1) of this Standard provides a mechanism for acceptance of design and installation practices that may not be addressed by those given in Part 2 (Sections 2 to 8) of this Standard. This mechanism is only intended to apply where departures from the methods in Part 2 are significant." }, { "self_ref": "#/texts/344", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 38, "bbox": { "l": 96.42, "t": 671.8772, "r": 350.74644600000045, "b": 659.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "NOTE: A degree of flexibility exists within Part 2.", "text": "NOTE: A degree of flexibility exists within Part 2." }, { "self_ref": "#/texts/345", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 38, "bbox": { "l": 85.08, "t": 644.9603, "r": 286.20240000000007, "b": 631.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "1.3 REFERENCED DOCUMENTS", "text": "1.3 REFERENCED DOCUMENTS", "level": 1 }, { "self_ref": "#/texts/346", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 38, "bbox": { "l": 85.08, "t": 624.9203, "r": 464.3760000000001, "b": 611.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "See Appendix A for a list of documents referred to in this Standard.", "text": "See Appendix A for a list of documents referred to in this Standard." }, { "self_ref": "#/texts/347", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 38, "bbox": { "l": 85.07999999999998, "t": 596.9603, "r": 196.20600000000002, "b": 583.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "1.4 DEFINITIONS", "text": "1.4 DEFINITIONS", "level": 1 }, { "self_ref": "#/texts/348", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 38, "bbox": { "l": 85.07999999999998, "t": 576.9203, "r": 279.34800000000024, "b": 563.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "1.4.1 Application of definitions", "text": "1.4.1 Application of definitions", "level": 1 }, { "self_ref": "#/texts/349", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 38, "bbox": { "l": 85.07999999999998, "t": 556.9403, "r": 513.6791999999996, "b": 501.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 256 ] } ], "orig": "Throughout this Standard, the definitions of terms given in Clauses 1.4.2 to 1.4.134 apply. Where an additional term is defined in a particular section or clause, the term has the meaning defined there. The definitions apply to both parts of this Standard.", "text": "Throughout this Standard, the definitions of terms given in Clauses 1.4.2 to 1.4.134 apply. Where an additional term is defined in a particular section or clause, the term has the meaning defined there. The definitions apply to both parts of this Standard." }, { "self_ref": "#/texts/350", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 38, "bbox": { "l": 85.08000000000004, "t": 494.96029999999996, "r": 513.6192000000002, "b": 439.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 240 ] } ], "orig": "Exception: Where the context otherwise requires, or the word or term is not specifically defined, the commonly understood meaning applies. Where the terms voltage and current are used without further qualification, they imply r.m.s. values.", "text": "Exception: Where the context otherwise requires, or the word or term is not specifically defined, the commonly understood meaning applies. Where the terms voltage and current are used without further qualification, they imply r.m.s. values." }, { "self_ref": "#/texts/351", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 38, "bbox": { "l": 85.08000000000004, "t": 432.9202999999999, "r": 193.25519999999995, "b": 419.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "1.4.2 Accessible", "text": "1.4.2 Accessible", "level": 1 }, { "self_ref": "#/texts/352", "parent": { "$ref": "#/groups/27" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 66.54, "t": 413.4722, "r": 513.6876, "b": 371.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 144 ] } ], "orig": "Capable of being reached for inspection, maintenance or repairs but does not include the destructive dismantling of structural components. *", "text": "Capable of being reached for inspection, maintenance or repairs but does not include the destructive dismantling of structural components. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/353", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 38, "bbox": { "l": 85.08000000000001, "t": 364.9402999999998, "r": 241.35000000000008, "b": 351.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "1.4.3 Accessible, readily", "text": "1.4.3 Accessible, readily", "level": 1 }, { "self_ref": "#/texts/354", "parent": { "$ref": "#/groups/28" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 66.6, "t": 345.1322, "r": 513.6264000000002, "b": 303.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 195 ] } ], "orig": "Capable of being reached quickly and without climbing over or removing obstructions, or using a movable ladder, and in any case not more than 2.0 m above the ground, floor or platform. *", "text": "Capable of being reached quickly and without climbing over or removing obstructions, or using a movable ladder, and in any case not more than 2.0 m above the ground, floor or platform. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/355", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 38, "bbox": { "l": 85.07999999999998, "t": 296.96029999999973, "r": 190.9559999999999, "b": 283.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "1.4.4 Accessory", "text": "1.4.4 Accessory", "level": 1 }, { "self_ref": "#/texts/356", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 38, "bbox": { "l": 85.07999999999996, "t": 276.92029999999977, "r": 513.6780000000005, "b": 221.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 262 ] } ], "orig": "Any device, such as a switch, fuse, plug, socket-outlet, lampholder, fitting, adaptor or ceiling rose that is associated with wiring, luminaires, switchboards or appliances; but not including the lamps, luminaires, appliances or switchboards themselves.", "text": "Any device, such as a switch, fuse, plug, socket-outlet, lampholder, fitting, adaptor or ceiling rose that is associated with wiring, luminaires, switchboards or appliances; but not including the lamps, luminaires, appliances or switchboards themselves." }, { "self_ref": "#/texts/357", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 38, "bbox": { "l": 85.07999999999998, "t": 214.94029999999975, "r": 294.6743999999998, "b": 201.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "1.4.5 Active (or active conductor)", "text": "1.4.5 Active (or active conductor)", "level": 1 }, { "self_ref": "#/texts/358", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 38, "bbox": { "l": 85.07999999999998, "t": 194.96029999999973, "r": 513.7080000000004, "b": 139.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 241 ] } ], "orig": "Any conductor that is maintained at a difference of potential from the neutral or earthed conductor. In a system that does not include a neutral or earthed conductor, all conductors are considered to be active conductors.", "text": "Any conductor that is maintained at a difference of potential from the neutral or earthed conductor. In a system that does not include a neutral or earthed conductor, all conductors are considered to be active conductors." }, { "self_ref": "#/texts/359", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 38, "bbox": { "l": 85.08000000000001, "t": 132.92029999999977, "r": 180.6984000000001, "b": 119.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "1.4.6 Adjacent", "text": "1.4.6 Adjacent", "level": 1 }, { "self_ref": "#/texts/360", "parent": { "$ref": "#/groups/29" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 38, "bbox": { "l": 66.6, "t": 112.94029999999975, "r": 472.3464000000007, "b": 97.03052000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "Next to or adjoining without obstruction and within arm's reach. *", "text": "Next to or adjoining without obstruction and within arm's reach. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/361", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 38, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/362", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 39, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/363", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 39, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/364", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 39, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "35", "text": "35" }, { "self_ref": "#/texts/365", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 39, "bbox": { "l": 66.6, "t": 643.8721999999999, "r": 74.862, "b": 628.2705199999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*", "level": 1 }, { "self_ref": "#/texts/366", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 39, "bbox": { "l": 66.6, "t": 289.2123, "r": 74.862, "b": 273.61062000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/367", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 39, "bbox": { "l": 85.08, "t": 750.9203, "r": 227.6952000000002, "b": 737.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "1.4.7 Aerial conductor", "text": "1.4.7 Aerial conductor", "level": 1 }, { "self_ref": "#/texts/368", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 39, "bbox": { "l": 85.08, "t": 730.9403, "r": 513.6528000000006, "b": 717.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "Any stranded conductor (including aerial bundled conductors) that is", "text": "Any stranded conductor (including aerial bundled conductors) that is" }, { "self_ref": "#/texts/369", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 39, "bbox": { "l": 85.07999999999998, "t": 716.9603, "r": 513.6623999999999, "b": 689.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "supported by insulators or purpose-designed fittings above the ground and is directly exposed to the weather.", "text": "supported by insulators or purpose-designed fittings above the ground and is directly exposed to the weather." }, { "self_ref": "#/texts/370", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 39, "bbox": { "l": 113.46000000000001, "t": 682.9403, "r": 317.02320000000026, "b": 669.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "Alive (see Clause 1.4.79 Live part).", "text": "Alive (see Clause 1.4.79 Live part)." }, { "self_ref": "#/texts/371", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 39, "bbox": { "l": 85.08000000000001, "t": 662.9603, "r": 186.55919999999995, "b": 649.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "1.4.8 Alteration", "text": "1.4.8 Alteration", "level": 1 }, { "self_ref": "#/texts/372", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 39, "bbox": { "l": 85.08000000000001, "t": 642.9203, "r": 401.27280000000087, "b": 629.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "A modification to part(s) of an electrical installation.", "text": "A modification to part(s) of an electrical installation.", "level": 1 }, { "self_ref": "#/texts/373", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 39, "bbox": { "l": 96.42, "t": 625.8572, "r": 473.4347700000006, "b": 613.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "NOTE: Repairs are not alterations. A repair is defined in Clause 1.4.101.", "text": "NOTE: Repairs are not alterations. A repair is defined in Clause 1.4.101." }, { "self_ref": "#/texts/374", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 39, "bbox": { "l": 85.08, "t": 606.9203, "r": 187.58880000000008, "b": 593.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "1.4.9 Appliance", "text": "1.4.9 Appliance", "level": 1 }, { "self_ref": "#/texts/375", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 39, "bbox": { "l": 85.08, "t": 586.9403, "r": 513.6288000000009, "b": 573.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "A consuming device, other than a lamp, in which electricity is", "text": "A consuming device, other than a lamp, in which electricity is" }, { "self_ref": "#/texts/376", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 39, "bbox": { "l": 85.07999999999998, "t": 572.9603, "r": 513.7847999999999, "b": 545.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "converted into heat, motion, or any other form of energy, or is substantially changed in its electrical character.", "text": "converted into heat, motion, or any other form of energy, or is substantially changed in its electrical character." }, { "self_ref": "#/texts/377", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 39, "bbox": { "l": 85.07999999999998, "t": 538.9403, "r": 231.36719999999988, "b": 525.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "1.4.10 Appliance, fixed", "text": "1.4.10 Appliance, fixed", "level": 1 }, { "self_ref": "#/texts/378", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 39, "bbox": { "l": 85.07999999999998, "t": 518.9603, "r": 513.669600000001, "b": 491.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "An appliance that is fastened to a support or otherwise secured in a specific location.", "text": "An appliance that is fastened to a support or otherwise secured in a specific location." }, { "self_ref": "#/texts/379", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 39, "bbox": { "l": 85.07999999999998, "t": 484.9402999999999, "r": 261.91560000000004, "b": 471.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "1.4.11 Appliance, hand-held", "text": "1.4.11 Appliance, hand-held", "level": 1 }, { "self_ref": "#/texts/380", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 39, "bbox": { "l": 85.07999999999998, "t": 464.9602999999999, "r": 513.7224000000004, "b": 437.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 144 ] } ], "orig": "A portable appliance intended to be held in the hand during normal use, the motor, if any, forming an integral part of the appliance.", "text": "A portable appliance intended to be held in the hand during normal use, the motor, if any, forming an integral part of the appliance." }, { "self_ref": "#/texts/381", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 39, "bbox": { "l": 85.07999999999998, "t": 430.94029999999987, "r": 251.62080000000003, "b": 417.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "1.4.12 Appliance, portable", "text": "1.4.12 Appliance, portable", "level": 1 }, { "self_ref": "#/texts/382", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 39, "bbox": { "l": 85.07999999999998, "t": 410.96029999999985, "r": 513.6911999999994, "b": 369.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 161 ] } ], "orig": "Either an appliance that is moved while in operation or an appliance that can easily be moved from one place to another while connected to the supply.", "text": "Either an appliance that is moved while in operation or an appliance that can easily be moved from one place to another while connected to the supply." }, { "self_ref": "#/texts/383", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 39, "bbox": { "l": 85.07999999999998, "t": 362.9602999999998, "r": 262.1640000000002, "b": 349.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "1.4.13 Appliance, stationary", "text": "1.4.13 Appliance, stationary", "level": 1 }, { "self_ref": "#/texts/384", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 39, "bbox": { "l": 85.07999999999998, "t": 342.92029999999977, "r": 513.6096, "b": 315.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "Either a fixed appliance or an appliance having a mass exceeding 18 kg and not provided with a carrying handle.", "text": "Either a fixed appliance or an appliance having a mass exceeding 18 kg and not provided with a carrying handle." }, { "self_ref": "#/texts/385", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 39, "bbox": { "l": 85.07999999999998, "t": 308.96029999999973, "r": 335.064, "b": 295.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "1.4.14 Arc fault detection device (AFDD)", "text": "1.4.14 Arc fault detection device (AFDD)", "level": 1 }, { "self_ref": "#/texts/386", "parent": { "$ref": "#/groups/30" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 39, "bbox": { "l": 85.07999999999998, "t": 288.92029999999977, "r": 513.6804000000001, "b": 247.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 210 ] } ], "orig": "A device intended to mitigate the effects of arcing faults, within installation wiring and plug and lead connection of electrical equipment, by disconnecting the circuit when an arc fault is detected.", "text": "A device intended to mitigate the effects of arcing faults, within installation wiring and plug and lead connection of electrical equipment, by disconnecting the circuit when an arc fault is detected.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/387", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 39, "bbox": { "l": 85.07999999999998, "t": 240.92029999999977, "r": 232.39799999999988, "b": 227.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "1.4.15 Area, hazardous", "text": "1.4.15 Area, hazardous", "level": 1 }, { "self_ref": "#/texts/388", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 39, "bbox": { "l": 85.07999999999998, "t": 220.94029999999975, "r": 513.5460000000005, "b": 207.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "Area in which an explosive atmosphere is present, or may be expected", "text": "Area in which an explosive atmosphere is present, or may be expected" }, { "self_ref": "#/texts/389", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 39, "bbox": { "l": 85.07999999999998, "t": 206.96029999999973, "r": 513.6564000000009, "b": 165.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 155 ] } ], "orig": "to be present, in quantities such as to require special precautions for the construction, installation and use of equipment [based on AS/NZS 60079 series].", "text": "to be present, in quantities such as to require special precautions for the construction, installation and use of equipment [based on AS/NZS 60079 series]." }, { "self_ref": "#/texts/390", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 39, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/391", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 39, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/392", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 40, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/393", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 40, "bbox": { "l": 150.804918, "t": 832.9521762, "r": 444.4075547999996, "b": 799.7075010000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/394", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 40, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "36", "text": "36" }, { "self_ref": "#/texts/395", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 40, "bbox": { "l": 85.08, "t": 744.9203, "r": 207.19200000000004, "b": 731.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "1.4.16 Arm's reach", "text": "1.4.16 Arm's reach", "level": 1 }, { "self_ref": "#/texts/396", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 40, "bbox": { "l": 85.07999999999998, "t": 724.9403, "r": 513.6396000000007, "b": 669.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 230 ] } ], "orig": "A zone extending from any point on a surface where persons usually stand or move about, to the limits that a person can reach with the hand in any direction without assistance (e.g. tools or ladder) (see Figure 1.1).", "text": "A zone extending from any point on a surface where persons usually stand or move about, to the limits that a person can reach with the hand in any direction without assistance (e.g. tools or ladder) (see Figure 1.1)." }, { "self_ref": "#/texts/397", "parent": { "$ref": "#/pictures/6" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 40, "bbox": { "l": 127.56006215, "t": 564.2080850199999, "r": 146.23056035000005, "b": 556.6960298199999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "1.25", "text": "1.25" }, { "self_ref": "#/texts/398", "parent": { "$ref": "#/pictures/6" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 40, "bbox": { "l": 149.28904025, "t": 592.5949859199999, "r": 167.95953845000005, "b": 585.0829307199999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "1.25", "text": "1.25" }, { "self_ref": "#/texts/399", "parent": { "$ref": "#/pictures/6" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 40, "bbox": { "l": 343.8816362, "t": 586.6992122799999, "r": 362.5521343999999, "b": 579.1871570799999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "1.25", "text": "1.25" }, { "self_ref": "#/texts/400", "parent": { "$ref": "#/pictures/6" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 40, "bbox": { "l": 172.76912135, "t": 639.8521014999999, "r": 186.31381805000004, "b": 632.3400462999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "2.5", "text": "2.5" }, { "self_ref": "#/texts/401", "parent": { "$ref": "#/pictures/6" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 40, "bbox": { "l": 369.81581165, "t": 636.4504321599999, "r": 383.36050835, "b": 628.9383769599999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "2.5", "text": "2.5" }, { "self_ref": "#/texts/402", "parent": { "$ref": "#/pictures/6" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 40, "bbox": { "l": 308.01547655, "t": 587.4606151599999, "r": 326.4938634499998, "b": 579.9485599599999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "0.75", "text": "0.75" }, { "self_ref": "#/texts/403", "parent": { "$ref": "#/pictures/6" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 40, "bbox": { "l": 447.4330270999998, "t": 587.4606151599999, "r": 465.9114139999996, "b": 579.9485599599999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "0.75", "text": "0.75" }, { "self_ref": "#/texts/404", "parent": { "$ref": "#/pictures/6" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 40, "bbox": { "l": 215.88195725000003, "t": 587.4606151599999, "r": 234.36034415000006, "b": 579.9485599599999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "0.75", "text": "0.75" }, { "self_ref": "#/texts/405", "parent": { "$ref": "#/pictures/6" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 40, "bbox": { "l": 236.58322490000003, "t": 514.54014358, "r": 242.25305840000004, "b": 504.7166867799999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "S", "text": "S" }, { "self_ref": "#/texts/406", "parent": { "$ref": "#/pictures/6" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 40, "bbox": { "l": 236.58322490000003, "t": 632.4233247399999, "r": 242.25305840000004, "b": 622.5998679399999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "S", "text": "S" }, { "self_ref": "#/texts/407", "parent": { "$ref": "#/pictures/6" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 40, "bbox": { "l": 415.78906580000006, "t": 632.4233247399999, "r": 421.45889930000004, "b": 622.5998679399999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "S", "text": "S" }, { "self_ref": "#/texts/408", "parent": { "$ref": "#/groups/32" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 40, "bbox": { "l": 132.4538, "t": 449.9135248, "r": 174.27115969999997, "b": 442.4014696, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "LEGEND:", "text": "LEGEND:" }, { "self_ref": "#/texts/409", "parent": { "$ref": "#/groups/32" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 40, "bbox": { "l": 132.4538, "t": 441.24321946, "r": 352.83776299999926, "b": 431.41976265999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "S = Surface expected to be occupied by persons", "text": "S = Surface expected to be occupied by persons" }, { "self_ref": "#/texts/410", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 40, "bbox": { "l": 240.42, "t": 412.6253, "r": 357.4190999999996, "b": 402.5813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "DIMENSIONS IN METRES", "text": "DIMENSIONS IN METRES" }, { "self_ref": "#/texts/411", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 40, "bbox": { "l": 192.78, "t": 383.87719999999996, "r": 405.648162, "b": 371.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "FIGURE 1.1 ZONE OF ARM'S REACH", "text": "FIGURE 1.1 ZONE OF ARM'S REACH" }, { "self_ref": "#/texts/412", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 40, "bbox": { "l": 85.08, "t": 358.9404, "r": 259.45920000000007, "b": 345.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "1.4.17 Authority, regulatory", "text": "1.4.17 Authority, regulatory", "level": 1 }, { "self_ref": "#/texts/413", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 40, "bbox": { "l": 85.08, "t": 338.9604, "r": 513.6648000000013, "b": 311.5283999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "A government agency responsible for relevant legislation and its application.", "text": "A government agency responsible for relevant legislation and its application." }, { "self_ref": "#/texts/414", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 40, "bbox": { "l": 85.08, "t": 304.94039999999995, "r": 245.72159999999994, "b": 291.5483999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "1.4.18 Authorized person", "text": "1.4.18 Authorized person", "level": 1 }, { "self_ref": "#/texts/415", "parent": { "$ref": "#/groups/33" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 40, "bbox": { "l": 66.6, "t": 284.96039999999994, "r": 513.6300000000007, "b": 243.5483999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 187 ] } ], "orig": "The person in charge of the premises, or a competent person appointed or selected by the person in charge of the premises to perform certain duties on the premises. *", "text": "The person in charge of the premises, or a competent person appointed or selected by the person in charge of the premises to perform certain duties on the premises. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/416", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 40, "bbox": { "l": 85.08000000000001, "t": 236.96039999999994, "r": 238.0140000000001, "b": 223.56839999999988, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "1.4.19 Available, readily", "text": "1.4.19 Available, readily", "level": 1 }, { "self_ref": "#/texts/417", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 40, "bbox": { "l": 85.08000000000001, "t": 216.92039999999997, "r": 513.6276000000006, "b": 175.56839999999988, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 169 ] } ], "orig": "Capable of being reached for inspection, maintenance or repairs without necessitating the dismantling of structural parts, cupboards, benches or the like.", "text": "Capable of being reached for inspection, maintenance or repairs without necessitating the dismantling of structural parts, cupboards, benches or the like." }, { "self_ref": "#/texts/418", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 40, "bbox": { "l": 85.08000000000004, "t": 168.92039999999997, "r": 175.99560000000008, "b": 155.52839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "1.4.20 Barrier", "text": "1.4.20 Barrier", "level": 1 }, { "self_ref": "#/texts/419", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 40, "bbox": { "l": 85.08000000000004, "t": 148.94039999999995, "r": 501.9456000000006, "b": 135.5483999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "A part providing basic protection from any usual direction of access.", "text": "A part providing basic protection from any usual direction of access." }, { "self_ref": "#/texts/420", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 40, "bbox": { "l": 113.46000000000004, "t": 128.96039999999994, "r": 432.7392000000008, "b": 115.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "Basic insulation (see Clause 1.4.73 Insulation system).", "text": "Basic insulation (see Clause 1.4.73 Insulation system)." }, { "self_ref": "#/texts/421", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 40, "bbox": { "l": 113.46000000000004, "t": 108.92039999999997, "r": 430.773600000001, "b": 95.52839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "Basic protection (see Clause 1.4.97 Protection, basic).", "text": "Basic protection (see Clause 1.4.97 Protection, basic)." }, { "self_ref": "#/texts/422", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 40, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/423", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 41, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/424", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 41, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/425", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 41, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "37", "text": "37" }, { "self_ref": "#/texts/426", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 41, "bbox": { "l": 85.08, "t": 750.9203, "r": 168.63360000000006, "b": 737.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "1.4.21 Cable", "text": "1.4.21 Cable", "level": 1 }, { "self_ref": "#/texts/427", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 41, "bbox": { "l": 85.08, "t": 730.9403, "r": 513.6348000000011, "b": 717.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "A single cable core, or two or more cable cores laid up together, either", "text": "A single cable core, or two or more cable cores laid up together, either" }, { "self_ref": "#/texts/428", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 41, "bbox": { "l": 85.07999999999998, "t": 716.9603, "r": 471.6432000000006, "b": 703.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "with or without fillings, reinforcements, or protective coverings.", "text": "with or without fillings, reinforcements, or protective coverings." }, { "self_ref": "#/texts/429", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 41, "bbox": { "l": 85.07999999999998, "t": 696.9203, "r": 233.78640000000013, "b": 683.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "1.4.22 Cable, armoured", "text": "1.4.22 Cable, armoured", "level": 1 }, { "self_ref": "#/texts/430", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 41, "bbox": { "l": 85.07999999999998, "t": 676.9403, "r": 513.630000000001, "b": 663.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "A cable provided with a wrapping of metal, usually tapes or wires,", "text": "A cable provided with a wrapping of metal, usually tapes or wires," }, { "self_ref": "#/texts/431", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 41, "bbox": { "l": 85.07999999999998, "t": 662.9603, "r": 394.52879999999993, "b": 649.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "primarily for the purpose of mechanical protection.", "text": "primarily for the purpose of mechanical protection." }, { "self_ref": "#/texts/432", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 41, "bbox": { "l": 85.07999999999998, "t": 642.9203, "r": 198.8556000000001, "b": 629.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "1.4.23 Cable core", "text": "1.4.23 Cable core", "level": 1 }, { "self_ref": "#/texts/433", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 41, "bbox": { "l": 85.07999999999998, "t": 622.9403, "r": 513.5940000000006, "b": 609.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "The conductor with its insulation but not including any mechanical", "text": "The conductor with its insulation but not including any mechanical" }, { "self_ref": "#/texts/434", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 41, "bbox": { "l": 85.07999999999998, "t": 608.9603, "r": 208.4556, "b": 595.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "protective covering.", "text": "protective covering." }, { "self_ref": "#/texts/435", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 41, "bbox": { "l": 85.07999999999998, "t": 588.9203, "r": 219.76560000000006, "b": 575.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "1.4.24 Cable, flexible", "text": "1.4.24 Cable, flexible", "level": 1 }, { "self_ref": "#/texts/436", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 41, "bbox": { "l": 85.07999999999998, "t": 568.9403, "r": 513.6587999999996, "b": 541.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "A cable, the conductors, insulation and covering of which afford flexibility.", "text": "A cable, the conductors, insulation and covering of which afford flexibility." }, { "self_ref": "#/texts/437", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 41, "bbox": { "l": 85.07999999999998, "t": 534.9203, "r": 419.71200000000056, "b": 521.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "1.4.25 Cable, mineral insulated metal sheathed (MIMS)", "text": "1.4.25 Cable, mineral insulated metal sheathed (MIMS)", "level": 1 }, { "self_ref": "#/texts/438", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 41, "bbox": { "l": 85.07999999999998, "t": 514.9403, "r": 513.6312000000001, "b": 473.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 148 ] } ], "orig": "A cable having compressed powdered mineral insulation enclosed in solid-drawn metal sheathing. Such a cable may be either single-core or multi-core.", "text": "A cable having compressed powdered mineral insulation enclosed in solid-drawn metal sheathing. Such a cable may be either single-core or multi-core." }, { "self_ref": "#/texts/439", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 41, "bbox": { "l": 85.08000000000001, "t": 466.9402999999999, "r": 277.48680000000024, "b": 453.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "1.4.26 Cable, neutral-screened", "text": "1.4.26 Cable, neutral-screened", "level": 1 }, { "self_ref": "#/texts/440", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 41, "bbox": { "l": 85.07999999999998, "t": 446.9602999999999, "r": 513.6576000000005, "b": 405.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 195 ] } ], "orig": "A cable consisting of one or more cores laid up together with or without fillers, surrounded by a concentric wire outer conductor, further protected with an insulating sheath.", "text": "A cable consisting of one or more cores laid up together with or without fillers, surrounded by a concentric wire outer conductor, further protected with an insulating sheath." }, { "self_ref": "#/texts/441", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 41, "bbox": { "l": 85.07999999999998, "t": 398.96029999999985, "r": 231.12239999999986, "b": 385.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "1.4.27 Cable, sheathed", "text": "1.4.27 Cable, sheathed", "level": 1 }, { "self_ref": "#/texts/442", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 41, "bbox": { "l": 85.07999999999998, "t": 378.9202999999998, "r": 421.5216000000006, "b": 365.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "A cable having a core or cores surrounded by a sheath.", "text": "A cable having a core or cores surrounded by a sheath." }, { "self_ref": "#/texts/443", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 41, "bbox": { "l": 113.45999999999998, "t": 358.9402999999998, "r": 419.79120000000086, "b": 345.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "Cable trunking (see Clause 1.4.127 Trunking, cable).", "text": "Cable trunking (see Clause 1.4.127 Trunking, cable)." }, { "self_ref": "#/texts/444", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 41, "bbox": { "l": 85.08, "t": 338.9602999999998, "r": 249.97560000000013, "b": 325.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "1.4.28 Ceiling, suspended", "text": "1.4.28 Ceiling, suspended", "level": 1 }, { "self_ref": "#/texts/445", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 41, "bbox": { "l": 85.08, "t": 318.92029999999977, "r": 513.7247999999997, "b": 305.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "In accordance with AS/NZS 2785, a suspended ceiling is a ceiling", "text": "In accordance with AS/NZS 2785, a suspended ceiling is a ceiling" }, { "self_ref": "#/texts/446", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 41, "bbox": { "l": 85.07999999999998, "t": 304.94029999999975, "r": 513.7031999999999, "b": 263.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "system hung at a distance from the floor or roof above. It does not include a nailed timber ceiling complying with AS/NZS 2589 and timber building Standards.", "text": "system hung at a distance from the floor or roof above. It does not include a nailed timber ceiling complying with AS/NZS 2589 and timber building Standards." }, { "self_ref": "#/texts/447", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 41, "bbox": { "l": 85.07999999999998, "t": 256.94029999999975, "r": 174.60479999999995, "b": 243.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "1.4.29 Circuit", "text": "1.4.29 Circuit", "level": 1 }, { "self_ref": "#/texts/448", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 41, "bbox": { "l": 85.07999999999998, "t": 236.96029999999973, "r": 513.7152000000001, "b": 195.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 144 ] } ], "orig": "A circuit comprises live conductors, protective conductors (if any), a protective device and associated switchgear, controlgear and accessories.", "text": "A circuit comprises live conductors, protective conductors (if any), a protective device and associated switchgear, controlgear and accessories." }, { "self_ref": "#/texts/449", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 41, "bbox": { "l": 85.07999999999998, "t": 188.96029999999973, "r": 224.41680000000017, "b": 175.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "1.4.30 Circuit-breaker", "text": "1.4.30 Circuit-breaker", "level": 1 }, { "self_ref": "#/texts/450", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 41, "bbox": { "l": 85.07999999999998, "t": 168.92029999999977, "r": 513.6828000000008, "b": 155.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 80 ] } ], "orig": "A switch suitable for opening a circuit automatically, as a result of", "text": "A switch suitable for opening a circuit automatically, as a result of" }, { "self_ref": "#/texts/451", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 41, "bbox": { "l": 85.07999999999998, "t": 154.94029999999975, "r": 513.5940000000004, "b": 127.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "predetermined conditions, such as those of overcurrent or undervoltage, or by some form of external control.", "text": "predetermined conditions, such as those of overcurrent or undervoltage, or by some form of external control." }, { "self_ref": "#/texts/452", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 41, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/453", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 41, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/454", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 42, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/455", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 42, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/456", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 42, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "38", "text": "38" }, { "self_ref": "#/texts/457", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 42, "bbox": { "l": 85.08, "t": 744.9203, "r": 242.31719999999993, "b": 731.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "1.4.31 Class I equipment", "text": "1.4.31 Class I equipment", "level": 1 }, { "self_ref": "#/texts/458", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 42, "bbox": { "l": 85.07999999999993, "t": 724.9403, "r": 513.6828000000007, "b": 641.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 385 ] } ], "orig": "Equipment in which protection against electric shock does not rely on basic insulation only, but which includes an additional safety precaution in that accessible conductive parts are connected to the protective earthing conductor in the electrical installation in such a way that accessible parts cannot become live in the event of a failure of the basic insulation.", "text": "Equipment in which protection against electric shock does not rely on basic insulation only, but which includes an additional safety precaution in that accessible conductive parts are connected to the protective earthing conductor in the electrical installation in such a way that accessible parts cannot become live in the event of a failure of the basic insulation." }, { "self_ref": "#/texts/459", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 42, "bbox": { "l": 96.42, "t": 637.8572, "r": 145.63345799999996, "b": 625.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/460", "parent": { "$ref": "#/groups/34" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 42, "bbox": { "l": 96.42, "t": 621.83738, "r": 513.2932679999988, "b": 596.624006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "1 Class I equipment may have parts with double insulation or parts operating at SELV.", "text": "1 Class I equipment may have parts with double insulation or parts operating at SELV.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/461", "parent": { "$ref": "#/groups/34" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 42, "bbox": { "l": 96.42, "t": 592.8578660000001, "r": 513.326208000001, "b": 567.584102, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 158 ] } ], "orig": "2 For equipment intended for use with a flexible cord or cable, this provision includes a protective earthing conductor as part of the flexible cord or cable.", "text": "2 For equipment intended for use with a flexible cord or cable, this provision includes a protective earthing conductor as part of the flexible cord or cable.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/462", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 42, "bbox": { "l": 85.08, "t": 560.9603, "r": 245.9808000000002, "b": 547.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "1.4.32 Class II equipment", "text": "1.4.32 Class II equipment", "level": 1 }, { "self_ref": "#/texts/463", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 42, "bbox": { "l": 85.0799999999999, "t": 540.9203, "r": 513.7091999999996, "b": 471.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 351 ] } ], "orig": "Equipment in which protection against electric shock does not rely on basic insulation only, but in which additional safety precautions, such as double insulation or reinforced insulation, are provided, there being no provision for protective earthing or reliance upon installation conditions. Such equipment may be one of the following types:", "text": "Equipment in which protection against electric shock does not rely on basic insulation only, but in which additional safety precautions, such as double insulation or reinforced insulation, are provided, there being no provision for protective earthing or reliance upon installation conditions. Such equipment may be one of the following types:" }, { "self_ref": "#/texts/464", "parent": { "$ref": "#/groups/35" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 42, "bbox": { "l": 85.0799999999999, "t": 464.9602999999999, "r": 513.6456000000001, "b": 381.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 378 ] } ], "orig": "(a) Equipment having durable and substantially continuous enclosures of insulating material that envelope all metal parts, with the exception of small parts, such as nameplates, screws and rivets, that are isolated from live parts by insulation at least equivalent to reinforced insulation. Such equipment is called insulation-encased Class II equipment.", "text": "(a) Equipment having durable and substantially continuous enclosures of insulating material that envelope all metal parts, with the exception of small parts, such as nameplates, screws and rivets, that are isolated from live parts by insulation at least equivalent to reinforced insulation. Such equipment is called insulation-encased Class II equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/465", "parent": { "$ref": "#/groups/35" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 42, "bbox": { "l": 85.0799999999999, "t": 374.9602999999998, "r": 513.7488000000006, "b": 305.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 311 ] } ], "orig": "(b) Equipment having a substantially continuous metal enclosure, in which double insulation is used throughout, except for those parts where reinforced insulation is used because the application of double insulation is manifestly impracticable. Such equipment is called metal-encased Class II equipment.", "text": "(b) Equipment having a substantially continuous metal enclosure, in which double insulation is used throughout, except for those parts where reinforced insulation is used because the application of double insulation is manifestly impracticable. Such equipment is called metal-encased Class II equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/466", "parent": { "$ref": "#/groups/35" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 42, "bbox": { "l": 85.07999999999987, "t": 298.94029999999975, "r": 513.6155999999997, "b": 271.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "(c) Equipment that is a combination of the types described in Items (a) and (b).", "text": "(c) Equipment that is a combination of the types described in Items (a) and (b).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/467", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 42, "bbox": { "l": 96.42, "t": 267.83719999999994, "r": 145.63345799999996, "b": 255.58352000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/468", "parent": { "$ref": "#/groups/36" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 42, "bbox": { "l": 96.42, "t": 251.87667199999999, "r": 513.3822060000007, "b": 226.60290800000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 148 ] } ], "orig": "1 The enclosure of insulation-encased Class II equipment may form part of the whole of the supplementary insulation or of the reinforced insulation.", "text": "1 The enclosure of insulation-encased Class II equipment may form part of the whole of the supplementary insulation or of the reinforced insulation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/469", "parent": { "$ref": "#/groups/36" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 42, "bbox": { "l": 96.42, "t": 222.836768, "r": 513.3306000000002, "b": 184.60330999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 180 ] } ], "orig": "2 If the equipment with double insulation or reinforced insulation throughout has an earthing terminal or earthing contact, it is considered to be of Class I construction.", "text": "2 If the equipment with double insulation or reinforced insulation throughout has an earthing terminal or earthing contact, it is considered to be of Class I construction.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/470", "parent": { "$ref": "#/groups/36" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 42, "bbox": { "l": 96.42, "t": 180.83717000000001, "r": 513.3679320000005, "b": 142.6037120000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 202 ] } ], "orig": "3 Class II equipment may be provided with means for maintaining the continuity of protective circuits, insulated from accessible conductive parts by double insulation or reinforced insulation.", "text": "3 Class II equipment may be provided with means for maintaining the continuity of protective circuits, insulated from accessible conductive parts by double insulation or reinforced insulation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/471", "parent": { "$ref": "#/groups/36" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 42, "bbox": { "l": 96.42, "t": 138.83757200000002, "r": 396.86464199999983, "b": 126.58389199999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "4 Class II equipment may have parts operating at SELV.", "text": "4 Class II equipment may have parts operating at SELV.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/472", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 42, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/473", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 43, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/474", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 43, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/475", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 43, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "39", "text": "39" }, { "self_ref": "#/texts/476", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 43, "bbox": { "l": 85.08, "t": 750.9203, "r": 249.65159999999995, "b": 737.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "1.4.33 Class III equipment", "text": "1.4.33 Class III equipment", "level": 1 }, { "self_ref": "#/texts/477", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 85.07999999999998, "t": 730.9403, "r": 513.6912000000008, "b": 689.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 156 ] } ], "orig": "Equipment in which protection against electric shock relies on supply at SELV and in which voltages higher than those of SELV are not generated.", "text": "Equipment in which protection against electric shock relies on supply at SELV and in which voltages higher than those of SELV are not generated." }, { "self_ref": "#/texts/478", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 96.42, "t": 685.8572, "r": 513.345971999999, "b": 647.623742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 226 ] } ], "orig": "NOTE: Equipment intended to be operated at SELV and which has internal circuits that operate at a voltage other than SELV, is not included in the classification and is subject to additional requirements.", "text": "NOTE: Equipment intended to be operated at SELV and which has internal circuits that operate at a voltage other than SELV, is not included in the classification and is subject to additional requirements." }, { "self_ref": "#/texts/479", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 43, "bbox": { "l": 85.08, "t": 640.9403, "r": 245.32200000000012, "b": 627.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "1.4.34 Competent person", "text": "1.4.34 Competent person", "level": 1 }, { "self_ref": "#/texts/480", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 85.07999999999998, "t": 620.9603, "r": 513.7584000000008, "b": 579.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 189 ] } ], "orig": "A person, who has acquired, through training, qualification or experience or a combination of these, the knowledge and skill enabling that person to perform the required task correctly.", "text": "A person, who has acquired, through training, qualification or experience or a combination of these, the knowledge and skill enabling that person to perform the required task correctly." }, { "self_ref": "#/texts/481", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 43, "bbox": { "l": 85.08000000000001, "t": 572.9603, "r": 197.9052, "b": 559.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "1.4.35 Conductor", "text": "1.4.35 Conductor", "level": 1 }, { "self_ref": "#/texts/482", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 85.08000000000001, "t": 552.9203, "r": 513.7008, "b": 511.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 200 ] } ], "orig": "A wire or other form of conducting material suitable for carrying current, but not including wire or other metallic parts directly employed in converting electrical energy into another form.", "text": "A wire or other form of conducting material suitable for carrying current, but not including wire or other metallic parts directly employed in converting electrical energy into another form." }, { "self_ref": "#/texts/483", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 43, "bbox": { "l": 85.08000000000004, "t": 504.92029999999994, "r": 231.68520000000015, "b": 491.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "1.4.36 Conductor, bare", "text": "1.4.36 Conductor, bare", "level": 1 }, { "self_ref": "#/texts/484", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 85.08000000000004, "t": 484.9402999999999, "r": 350.09280000000035, "b": 471.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "A conductor without covering or insulation.", "text": "A conductor without covering or insulation." }, { "self_ref": "#/texts/485", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 43, "bbox": { "l": 85.08000000000004, "t": 464.9602999999999, "r": 236.12280000000007, "b": 451.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "1.4.37 Consumer mains", "text": "1.4.37 Consumer mains", "level": 1 }, { "self_ref": "#/texts/486", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 85.08000000000004, "t": 444.9202999999999, "r": 513.6624000000002, "b": 417.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "Those conductors between the point of supply and the main switchboard.", "text": "Those conductors between the point of supply and the main switchboard." }, { "self_ref": "#/texts/487", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 43, "bbox": { "l": 85.08000000000004, "t": 410.96029999999985, "r": 223.02960000000022, "b": 397.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "1.4.38 Contact, direct", "text": "1.4.38 Contact, direct", "level": 1 }, { "self_ref": "#/texts/488", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 85.08000000000004, "t": 390.9202999999998, "r": 513.6600000000014, "b": 363.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "Contact with a conductor or conductive part that is live in normal service (see Figure 1.2 and Clause 1.4.97 Protection, basic).", "text": "Contact with a conductor or conductive part that is live in normal service (see Figure 1.2 and Clause 1.4.97 Protection, basic)." }, { "self_ref": "#/texts/489", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 43, "bbox": { "l": 85.08000000000004, "t": 356.9602999999998, "r": 234.29040000000023, "b": 343.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "1.4.39 Contact, indirect", "text": "1.4.39 Contact, indirect", "level": 1 }, { "self_ref": "#/texts/490", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 85.08000000000004, "t": 336.92029999999977, "r": 513.7019999999999, "b": 295.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 225 ] } ], "orig": "Contact with a conductive part that is not normally live but has become live under fault conditions (because of insulation failure or some other cause) (see Figure 1.3 and Clause 1.4.98 Protection, fault).", "text": "Contact with a conductive part that is not normally live but has become live under fault conditions (because of insulation failure or some other cause) (see Figure 1.3 and Clause 1.4.98 Protection, fault)." }, { "self_ref": "#/texts/491", "parent": { "$ref": "#/pictures/7" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 191.4911, "t": 211.04662759999997, "r": 227.83302169999988, "b": 203.5404952, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "Busbars", "text": "Busbars" }, { "self_ref": "#/texts/492", "parent": { "$ref": "#/pictures/7" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 172.76309675, "t": 197.07367344, "r": 180.19740499999997, "b": 189.56754104000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "I s", "text": "I s" }, { "self_ref": "#/texts/493", "parent": { "$ref": "#/pictures/7" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 189.70533754999997, "t": 234.98388761, "r": 194.42661154999996, "b": 227.47775521000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "1", "text": "1" }, { "self_ref": "#/texts/494", "parent": { "$ref": "#/pictures/7" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 200.56341859999995, "t": 234.98388761, "r": 205.28469259999994, "b": 227.47775521000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "2", "text": "2" }, { "self_ref": "#/texts/495", "parent": { "$ref": "#/pictures/7" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 212.30461564999993, "t": 234.98388761, "r": 217.02588964999993, "b": 227.47775521000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "3", "text": "3" }, { "self_ref": "#/texts/496", "parent": { "$ref": "#/pictures/7" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 224.0475109999999, "t": 234.98388761, "r": 230.1783739999999, "b": 227.47775521000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "N", "text": "N" }, { "self_ref": "#/texts/497", "parent": { "$ref": "#/groups/37" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 153.94848019999998, "t": 132.39102097, "r": 227.8627419500001, "b": 124.88488857000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "I s: touch current", "text": "I s: touch current" }, { "self_ref": "#/texts/498", "parent": { "$ref": "#/groups/37" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 128.52, "t": 119.78840000000002, "r": 256.668786, "b": 108.60608000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "(Basic protection required)", "text": "(Basic protection required)" }, { "self_ref": "#/texts/499", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 102.36, "t": 99.8972, "r": 283.1819339999998, "b": 87.64351999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "FIGURE 1.2 DIRECT CONTACT", "text": "FIGURE 1.2 DIRECT CONTACT" }, { "self_ref": "#/texts/500", "parent": { "$ref": "#/pictures/8" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 429.6534, "t": 257.5686088, "r": 467.3965854599999, "b": 250.05743759999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Earthing", "text": "Earthing" }, { "self_ref": "#/texts/501", "parent": { "$ref": "#/pictures/8" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 429.6534, "t": 247.07251176, "r": 473.89083077000004, "b": 239.56134055999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "conductor", "text": "conductor" }, { "self_ref": "#/texts/502", "parent": { "$ref": "#/pictures/8" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 354.24511959999995, "t": 206.56061904, "r": 361.67645115, "b": 199.04944784000008, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "I s", "text": "I s" }, { "self_ref": "#/texts/503", "parent": { "$ref": "#/pictures/8" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 404.38687272999994, "t": 240.12977648000003, "r": 412.30542121999997, "b": 232.61860528, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "I d", "text": "I d" }, { "self_ref": "#/texts/504", "parent": { "$ref": "#/pictures/8" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 369.1026898399999, "t": 281.8847510400001, "r": 412.9742834999999, "b": 274.37357984000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "I nsulation", "text": "I nsulation" }, { "self_ref": "#/texts/505", "parent": { "$ref": "#/pictures/8" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 369.1026898399999, "t": 271.3886540000001, "r": 397.1049317399999, "b": 263.87748280000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "f ailure", "text": "f ailure" }, { "self_ref": "#/texts/506", "parent": { "$ref": "#/pictures/8" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 372.03447957999987, "t": 259.50842824000006, "r": 376.7538631799999, "b": 251.99725704000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "1", "text": "1" }, { "self_ref": "#/texts/507", "parent": { "$ref": "#/pictures/8" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 382.8882130499999, "t": 259.50842824000006, "r": 387.6075966499999, "b": 251.99725704000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "2", "text": "2" }, { "self_ref": "#/texts/508", "parent": { "$ref": "#/pictures/8" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 394.6247089199999, "t": 259.50842824000006, "r": 399.3440925199999, "b": 251.99725704000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "3", "text": "3" }, { "self_ref": "#/texts/509", "parent": { "$ref": "#/groups/38" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 361.5601641799999, "t": 142.83122032000006, "r": 435.44483063000024, "b": 135.32004912000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "I s: touch current", "text": "I s: touch current" }, { "self_ref": "#/texts/510", "parent": { "$ref": "#/groups/38" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 363.7560356499999, "t": 132.33512328000006, "r": 433.2591448800002, "b": 124.82395208000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "I d: fault current", "text": "I d: fault current" }, { "self_ref": "#/texts/511", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 342.180468, "t": 119.78840000000002, "r": 468.0727500000001, "b": 108.60608000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "(Fault protection required)", "text": "(Fault protection required)" }, { "self_ref": "#/texts/512", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 309.23088599999977, "t": 99.8972, "r": 501.52362599999947, "b": 87.64351999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "FIGURE 1.3 INDIRECT CONTACT", "text": "FIGURE 1.3 INDIRECT CONTACT" }, { "self_ref": "#/texts/513", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 43, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/514", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 43, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/515", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 44, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/516", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 44, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/517", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 44, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/518", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 44, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "40", "text": "40" }, { "self_ref": "#/texts/519", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 44, "bbox": { "l": 85.08, "t": 744.9203, "r": 214.74120000000016, "b": 731.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "1.4.40 Cord, flexible", "text": "1.4.40 Cord, flexible", "level": 1 }, { "self_ref": "#/texts/520", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 44, "bbox": { "l": 85.07999999999998, "t": 724.9403, "r": 513.6456000000011, "b": 683.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 179 ] } ], "orig": "A flexible cable, no wire of which exceeds 0.31 mm diameter and no conductor of which exceeds 4 mm 2 cross-sectional area, and having not more than five cores.", "text": "A flexible cable, no wire of which exceeds 0.31 mm diameter and no conductor of which exceeds 4 mm 2 cross-sectional area, and having not more than five cores." }, { "self_ref": "#/texts/521", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 44, "bbox": { "l": 85.08000000000001, "t": 676.9403, "r": 214.0572000000002, "b": 663.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "1.4.41 Current, fault", "text": "1.4.41 Current, fault", "level": 1 }, { "self_ref": "#/texts/522", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 44, "bbox": { "l": 85.08000000000001, "t": 656.9603, "r": 513.6048000000011, "b": 643.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "A current resulting from an insulation failure or from the bridging of", "text": "A current resulting from an insulation failure or from the bridging of" }, { "self_ref": "#/texts/523", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 44, "bbox": { "l": 85.08000000000001, "t": 642.9203, "r": 151.73039999999995, "b": 629.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "insulation.", "text": "insulation." }, { "self_ref": "#/texts/524", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 44, "bbox": { "l": 85.08000000000001, "t": 622.9403, "r": 239.63040000000018, "b": 609.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "1.4.42 Current, overload", "text": "1.4.42 Current, overload", "level": 1 }, { "self_ref": "#/texts/525", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 44, "bbox": { "l": 85.08000000000001, "t": 602.9603, "r": 462.7884000000003, "b": 589.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "An overcurrent occurring in a circuit that is electrically sound.", "text": "An overcurrent occurring in a circuit that is electrically sound." }, { "self_ref": "#/texts/526", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 44, "bbox": { "l": 85.08000000000004, "t": 582.9203, "r": 261.16920000000016, "b": 569.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "1.4.43 Current, short-circuit", "text": "1.4.43 Current, short-circuit", "level": 1 }, { "self_ref": "#/texts/527", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 44, "bbox": { "l": 85.07999999999998, "t": 562.9403, "r": 513.7344000000008, "b": 507.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 228 ] } ], "orig": "A fault current resulting from a fault of negligible impedance between live conductors having a difference in potential under normal operating conditions. The fault path may include the path from active via earth to the neutral.", "text": "A fault current resulting from a fault of negligible impedance between live conductors having a difference in potential under normal operating conditions. The fault path may include the path from active via earth to the neutral." }, { "self_ref": "#/texts/528", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 44, "bbox": { "l": 96.42, "t": 503.87719999999996, "r": 513.3635399999991, "b": 465.583352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 251 ] } ], "orig": "NOTE: This current is also referred to as 'prospective short-circuit current' or a 'bolted fault'. It is the maximum value, at the relevant points for the existing installation. Unless otherwise stated, it is the three-phase r.m.s. value.", "text": "NOTE: This current is also referred to as 'prospective short-circuit current' or a 'bolted fault'. It is the maximum value, at the relevant points for the existing installation. Unless otherwise stated, it is the three-phase r.m.s. value." }, { "self_ref": "#/texts/529", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 44, "bbox": { "l": 85.08, "t": 458.9603, "r": 225.37439999999992, "b": 445.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "1.4.44 Damp situation", "text": "1.4.44 Damp situation", "level": 1 }, { "self_ref": "#/texts/530", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 44, "bbox": { "l": 85.07999999999998, "t": 438.9203, "r": 513.7080000000008, "b": 383.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 278 ] } ], "orig": "A situation in which moisture is either permanently present, or intermittently present to such an extent as would be likely to impair the effectiveness or safety of an electrical installation that complies with this Standard for ordinary situations.", "text": "A situation in which moisture is either permanently present, or intermittently present to such an extent as would be likely to impair the effectiveness or safety of an electrical installation that complies with this Standard for ordinary situations." }, { "self_ref": "#/texts/531", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 44, "bbox": { "l": 85.07999999999998, "t": 376.9402999999999, "r": 209.80559999999986, "b": 363.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "1.4.45 De-energized", "text": "1.4.45 De-energized", "level": 1 }, { "self_ref": "#/texts/532", "parent": { "$ref": "#/groups/40" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 44, "bbox": { "l": 66.6, "t": 356.9602999999999, "r": 513.6767999999995, "b": 329.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "Separated from all sources of supply, but not necessarily isolated, earthed or out of commission. *", "text": "Separated from all sources of supply, but not necessarily isolated, earthed or out of commission. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/533", "parent": { "$ref": "#/groups/41" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 44, "bbox": { "l": 85.07999999999998, "t": 322.94029999999987, "r": 219.4511999999999, "b": 309.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "[Source: AS/NZS 4836]", "text": "[Source: AS/NZS 4836]" }, { "self_ref": "#/texts/534", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 44, "bbox": { "l": 113.45999999999998, "t": 302.96029999999985, "r": 448.2887999999999, "b": 289.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "Degree of protection (see Clause 1.4.70 IP Classification).", "text": "Degree of protection (see Clause 1.4.70 IP Classification)." }, { "self_ref": "#/texts/535", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 44, "bbox": { "l": 113.45999999999992, "t": 282.92029999999977, "r": 404.2368000000004, "b": 269.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "Direct contact (see Clause 1.4.38 Contact, direct).", "text": "Direct contact (see Clause 1.4.38 Contact, direct)." }, { "self_ref": "#/texts/536", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 44, "bbox": { "l": 85.07999999999993, "t": 262.94029999999975, "r": 243.88319999999985, "b": 249.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "1.4.46 Distribution board", "text": "1.4.46 Distribution board", "level": 1 }, { "self_ref": "#/texts/537", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 44, "bbox": { "l": 85.07999999999993, "t": 242.96029999999985, "r": 344.4228000000004, "b": 229.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "A switchboard other than a main switchboard.", "text": "A switchboard other than a main switchboard." }, { "self_ref": "#/texts/538", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 44, "bbox": { "l": 113.45999999999992, "t": 222.92029999999977, "r": 483.6180000000012, "b": 209.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "Distributor, electricity (see Clause 1.4.57 Electricity distributor).", "text": "Distributor, electricity (see Clause 1.4.57 Electricity distributor)." }, { "self_ref": "#/texts/539", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 44, "bbox": { "l": 113.45999999999992, "t": 202.94029999999987, "r": 513.6576000000001, "b": 189.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "Domestic electrical installation (see Clause 1.4.53 Electrical", "text": "Domestic electrical installation (see Clause 1.4.53 Electrical" }, { "self_ref": "#/texts/540", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 44, "bbox": { "l": 113.45999999999992, "t": 188.96029999999985, "r": 242.67119999999971, "b": 175.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "installation, domestic).", "text": "installation, domestic)." }, { "self_ref": "#/texts/541", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 44, "bbox": { "l": 113.45999999999992, "t": 168.92029999999988, "r": 441.6792000000007, "b": 155.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "Double insulation (see Clause 1.4.73 Insulation system).", "text": "Double insulation (see Clause 1.4.73 Insulation system)." }, { "self_ref": "#/texts/542", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 44, "bbox": { "l": 85.07999999999993, "t": 148.94029999999987, "r": 181.22999999999988, "b": 135.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "1.4.47 Earthed", "text": "1.4.47 Earthed", "level": 1 }, { "self_ref": "#/texts/543", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 44, "bbox": { "l": 85.07999999999993, "t": 128.96029999999985, "r": 513.6287999999994, "b": 87.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Connected to the general mass of earth, and where relevant, the supply neutral in accordance with the appropriate requirements of this Standard.", "text": "Connected to the general mass of earth, and where relevant, the supply neutral in accordance with the appropriate requirements of this Standard." }, { "self_ref": "#/texts/544", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 44, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/545", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 45, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/546", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 45, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/547", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 45, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "41", "text": "41" }, { "self_ref": "#/texts/548", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 45, "bbox": { "l": 66.6, "t": 121.1522, "r": 74.862, "b": 105.55052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/549", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 45, "bbox": { "l": 85.08, "t": 750.9203, "r": 237.56400000000014, "b": 737.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "1.4.48 Earthed situation", "text": "1.4.48 Earthed situation", "level": 1 }, { "self_ref": "#/texts/550", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 45, "bbox": { "l": 85.07999999999996, "t": 730.9403, "r": 513.6672000000002, "b": 675.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 285 ] } ], "orig": "A situation wherein there is a reasonable chance of a person touching exposed conductive parts and, at the same time, coming into contact with earth or with any conducting medium that may be in electrical contact with the earth or through which a circuit may be completed to", "text": "A situation wherein there is a reasonable chance of a person touching exposed conductive parts and, at the same time, coming into contact with earth or with any conducting medium that may be in electrical contact with the earth or through which a circuit may be completed to" }, { "self_ref": "#/texts/551", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 45, "bbox": { "l": 85.07999999999993, "t": 674.9603, "r": 494.94960000000077, "b": 661.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "earth. The following situations are deemed to be earthed situations:", "text": "earth. The following situations are deemed to be earthed situations:" }, { "self_ref": "#/texts/552", "parent": { "$ref": "#/groups/42" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 45, "bbox": { "l": 85.07999999999993, "t": 654.9203, "r": 513.6671999999999, "b": 641.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "(a) Within 2.5 m in any direction from a conductive floor (such as", "text": "(a) Within 2.5 m in any direction from a conductive floor (such as", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/553", "parent": { "$ref": "#/groups/42" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 45, "bbox": { "l": 113.45999999999992, "t": 640.9403, "r": 513.6827999999999, "b": 599.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 201 ] } ], "orig": "earthen, concrete, tile or brickwork flooring), permanently damp surface, metallic conduit or pipe, metallic cable sheath or armour, or any other conductive material on which a person may stand.", "text": "earthen, concrete, tile or brickwork flooring), permanently damp surface, metallic conduit or pipe, metallic cable sheath or armour, or any other conductive material on which a person may stand.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/554", "parent": { "$ref": "#/groups/42" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 45, "bbox": { "l": 85.07999999999993, "t": 592.9403, "r": 249.1079999999999, "b": 579.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "(b) External to a building.", "text": "(b) External to a building.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/555", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 45, "bbox": { "l": 113.45999999999992, "t": 572.9603, "r": 513.6383999999996, "b": 517.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 272 ] } ], "orig": "Exception: An isolated piece of equipment, such as a luminaire that is mounted more than 2.5 m from the ground and from any exposed conductive part or other conductive material that is in contact with earth, is not deemed to be in an earthed situation.", "text": "Exception: An isolated piece of equipment, such as a luminaire that is mounted more than 2.5 m from the ground and from any exposed conductive part or other conductive material that is in contact with earth, is not deemed to be in an earthed situation." }, { "self_ref": "#/texts/556", "parent": { "$ref": "#/groups/43" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 45, "bbox": { "l": 85.07999999999993, "t": 510.92029999999994, "r": 513.6336000000002, "b": 427.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 370 ] } ], "orig": "(c) Within 2.5 m of the ground, floor or platform in rooms containing socket-outlets, the earthing terminals of which are earthed, and where there is a reasonable chance of a person making simultaneous contact with any exposed conductive part of electrical equipment and any exposed conductive part of an appliance connected to any of the socket-outlets.", "text": "(c) Within 2.5 m of the ground, floor or platform in rooms containing socket-outlets, the earthing terminals of which are earthed, and where there is a reasonable chance of a person making simultaneous contact with any exposed conductive part of electrical equipment and any exposed conductive part of an appliance connected to any of the socket-outlets.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/557", "parent": { "$ref": "#/groups/43" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 45, "bbox": { "l": 85.07999999999993, "t": 420.9202999999998, "r": 468.8952000000008, "b": 407.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "(d) All parts of a bathroom, laundry, lavatory, toilet or kitchen.", "text": "(d) All parts of a bathroom, laundry, lavatory, toilet or kitchen.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/558", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 45, "bbox": { "l": 85.07999999999993, "t": 400.9402999999998, "r": 296.92920000000026, "b": 387.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "1.4.49 Earth fault-loop impedance", "text": "1.4.49 Earth fault-loop impedance", "level": 1 }, { "self_ref": "#/texts/559", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 45, "bbox": { "l": 85.0799999999999, "t": 380.9602999999998, "r": 513.6312000000001, "b": 353.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "The impedance of the earth fault-current loop (active-to-earth loop) starting and ending at the point-of-earth fault.", "text": "The impedance of the earth fault-current loop (active-to-earth loop) starting and ending at the point-of-earth fault." }, { "self_ref": "#/texts/560", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 45, "bbox": { "l": 96.42, "t": 349.8572, "r": 513.2965620000006, "b": 324.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "NOTE: Clause 5.7 provides a description of the constituent parts of an earth fault-current loop.", "text": "NOTE: Clause 5.7 provides a description of the constituent parts of an earth fault-current loop." }, { "self_ref": "#/texts/561", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 45, "bbox": { "l": 113.46, "t": 317.96029999999996, "r": 229.2048000000001, "b": 304.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "Earthing conductor", "text": "Earthing conductor", "level": 1 }, { "self_ref": "#/texts/562", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 45, "bbox": { "l": 113.46, "t": 297.9203, "r": 370.0680000000001, "b": 284.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "(see Clause 1.4.81 Main earthing conductor).", "text": "(see Clause 1.4.81 Main earthing conductor)." }, { "self_ref": "#/texts/563", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 45, "bbox": { "l": 113.46, "t": 277.9403, "r": 406.13880000000006, "b": 264.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "(see Clause 1.4.100 Protective earthing conductor).", "text": "(see Clause 1.4.100 Protective earthing conductor)." }, { "self_ref": "#/texts/564", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 45, "bbox": { "l": 85.07999999999998, "t": 257.96029999999996, "r": 257.90159999999986, "b": 244.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "1.4.50 Electrical equipment", "text": "1.4.50 Electrical equipment", "level": 1 }, { "self_ref": "#/texts/565", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 45, "bbox": { "l": 85.07999999999998, "t": 237.9203, "r": 513.6480000000007, "b": 224.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "Wiring systems, switchgear, controlgear, accessories, appliances,", "text": "Wiring systems, switchgear, controlgear, accessories, appliances," }, { "self_ref": "#/texts/566", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 45, "bbox": { "l": 85.07999999999998, "t": 223.94029999999998, "r": 513.6527999999997, "b": 182.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 146 ] } ], "orig": "luminaires and fittings used for such purposes as generation, conversion, storage, transmission, distribution or utilization of electrical energy.", "text": "luminaires and fittings used for such purposes as generation, conversion, storage, transmission, distribution or utilization of electrical energy." }, { "self_ref": "#/texts/567", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 45, "bbox": { "l": 85.08000000000004, "t": 175.94029999999998, "r": 221.4012000000001, "b": 162.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "1.4.51 Electrical fault", "text": "1.4.51 Electrical fault", "level": 1 }, { "self_ref": "#/texts/568", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 45, "bbox": { "l": 85.08000000000004, "t": 155.96029999999996, "r": 513.6456000000001, "b": 128.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "An electrical failure, defect or flaw in an electrical circuit, equipment, fixture or fitting and any situation resulting in an unintentional-", "text": "An electrical failure, defect or flaw in an electrical circuit, equipment, fixture or fitting and any situation resulting in an unintentional-" }, { "self_ref": "#/texts/569", "parent": { "$ref": "#/groups/44" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 45, "bbox": { "l": 85.08000000000004, "t": 121.94029999999998, "r": 408.62880000000064, "b": 108.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "(a) loss, reduction or increase of current or voltage;", "text": "(a) loss, reduction or increase of current or voltage;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/570", "parent": { "$ref": "#/groups/44" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 45, "bbox": { "l": 85.08000000000004, "t": 101.96030000000007, "r": 434.71680000000015, "b": 88.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "(b) voltage exceeding the maximum of the rated voltage;", "text": "(b) voltage exceeding the maximum of the rated voltage;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/571", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 45, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/572", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 45, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/573", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 46, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/574", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 46, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/575", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 46, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "42", "text": "42" }, { "self_ref": "#/texts/576", "parent": { "$ref": "#/groups/45" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 46, "bbox": { "l": 85.08, "t": 744.9203, "r": 207.3239999999999, "b": 731.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "(c) overcurrent; or", "text": "(c) overcurrent; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/577", "parent": { "$ref": "#/groups/45" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 46, "bbox": { "l": 85.08, "t": 724.9403, "r": 235.76159999999996, "b": 711.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "(d) arcing fault current.", "text": "(d) arcing fault current.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/578", "parent": { "$ref": "#/groups/45" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 46, "bbox": { "l": 85.08, "t": 704.9603, "r": 261.4368000000003, "b": 691.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "1.4.52 Electrical installation", "text": "1.4.52 Electrical installation", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/579", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 46, "bbox": { "l": 85.07999999999998, "t": 684.9203, "r": 513.6432000000007, "b": 629.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 264 ] } ], "orig": "Electrical equipment installed for the purposes of conveyance, control, measurement or use of electricity, where electricity is or is to be supplied for consumption. Includes electrical equipment supplied from a distributor's system or a private generating system.", "text": "Electrical equipment installed for the purposes of conveyance, control, measurement or use of electricity, where electricity is or is to be supplied for consumption. Includes electrical equipment supplied from a distributor's system or a private generating system." }, { "self_ref": "#/texts/580", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 46, "bbox": { "l": 96.42, "t": 625.8572, "r": 145.63345799999996, "b": 613.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/581", "parent": { "$ref": "#/groups/46" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 46, "bbox": { "l": 96.42, "t": 609.83738, "r": 513.3108359999992, "b": 558.583838, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 318 ] } ], "orig": "1 An electrical installation usually commences at the point of supply and finishes at a point (in wiring) but does not include portable or stationary electrical equipment connected by plug and socket-outlet (other than where a socket-outlet is used to connect sections of the fixed installation).", "text": "1 An electrical installation usually commences at the point of supply and finishes at a point (in wiring) but does not include portable or stationary electrical equipment connected by plug and socket-outlet (other than where a socket-outlet is used to connect sections of the fixed installation).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/582", "parent": { "$ref": "#/groups/46" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 46, "bbox": { "l": 96.42, "t": 554.8769900000001, "r": 513.310835999999, "b": 529.6032260000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "2 Unless the context otherwise requires, the term 'installation' is used to mean electrical installation.", "text": "2 Unless the context otherwise requires, the term 'installation' is used to mean electrical installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/583", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 46, "bbox": { "l": 85.08, "t": 522.9203, "r": 323.76600000000025, "b": 509.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "1.4.53 Electrical installation, domestic", "text": "1.4.53 Electrical installation, domestic", "level": 1 }, { "self_ref": "#/texts/584", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 46, "bbox": { "l": 85.07999999999998, "t": 502.9403, "r": 513.636, "b": 475.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 151 ] } ], "orig": "An electrical installation in a private dwelling or that portion of an electrical installation associated solely with a flat or living unit.", "text": "An electrical installation in a private dwelling or that portion of an electrical installation associated solely with a flat or living unit." }, { "self_ref": "#/texts/585", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 46, "bbox": { "l": 85.07999999999998, "t": 468.92029999999994, "r": 317.0532000000001, "b": 455.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "1.4.54 Electrical installation, multiple", "text": "1.4.54 Electrical installation, multiple", "level": 1 }, { "self_ref": "#/texts/586", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 46, "bbox": { "l": 85.07999999999998, "t": 448.9402999999999, "r": 331.42799999999977, "b": 435.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "An electrical installation incorporating-", "text": "An electrical installation incorporating-" }, { "self_ref": "#/texts/587", "parent": { "$ref": "#/groups/47" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 46, "bbox": { "l": 85.07999999999998, "t": 428.9602999999999, "r": 404.31719999999996, "b": 415.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "(a) a number of domestic electrical installations; or", "text": "(a) a number of domestic electrical installations; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/588", "parent": { "$ref": "#/groups/47" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 46, "bbox": { "l": 85.07999999999998, "t": 408.9202999999999, "r": 431.4912000000007, "b": 395.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "(b) a number of non-domestic electrical installations; or", "text": "(b) a number of non-domestic electrical installations; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/589", "parent": { "$ref": "#/groups/47" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 46, "bbox": { "l": 85.07999999999998, "t": 388.94029999999987, "r": 513.6264, "b": 361.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "(c) any combination of domestic and non-domestic electrical installations.", "text": "(c) any combination of domestic and non-domestic electrical installations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/590", "parent": { "$ref": "#/groups/47" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 46, "bbox": { "l": 85.08000000000001, "t": 354.9202999999998, "r": 331.9332000000005, "b": 341.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "1.4.55 Electrical installation, residential", "text": "1.4.55 Electrical installation, residential", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/591", "parent": { "$ref": "#/groups/47" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 46, "bbox": { "l": 66.6, "t": 334.9402999999998, "r": 513.606000000001, "b": 307.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "An electrical installation or that portion of an electrical installation associated with a living unit or units. *", "text": "An electrical installation or that portion of an electrical installation associated with a living unit or units. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/592", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 46, "bbox": { "l": 85.07999999999998, "t": 300.92029999999977, "r": 513.6192000000012, "b": 273.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "Example: Residential institutions, hotels, boarding houses, hospitals, accommodation houses or motels.", "text": "Example: Residential institutions, hotels, boarding houses, hospitals, accommodation houses or motels." }, { "self_ref": "#/texts/593", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 46, "bbox": { "l": 85.07999999999998, "t": 266.96029999999973, "r": 255.61199999999988, "b": 253.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "1.4.56 Electric vehicle (EV)", "text": "1.4.56 Electric vehicle (EV)", "level": 1 }, { "self_ref": "#/texts/594", "parent": { "$ref": "#/groups/48" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 46, "bbox": { "l": 66.6, "t": 246.92029999999977, "r": 513.6984000000004, "b": 205.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 196 ] } ], "orig": "Any vehicle propelled by an electric motor drawing current from a rechargeable storage battery, which is manufactured primarily for use on public or private streets, roads or highways. *", "text": "Any vehicle propelled by an electric motor drawing current from a rechargeable storage battery, which is manufactured primarily for use on public or private streets, roads or highways. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/595", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 46, "bbox": { "l": 96.41999999999996, "t": 201.83719999999994, "r": 513.3426780000001, "b": 163.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 187 ] } ], "orig": "NOTE: Electric vehicles are all road vehicles, including plug-in hybrid road vehicles (PHEV) that derive all or part of their energy from on-board batteries (see AS IEC 62196.2).", "text": "NOTE: Electric vehicles are all road vehicles, including plug-in hybrid road vehicles (PHEV) that derive all or part of their energy from on-board batteries (see AS IEC 62196.2)." }, { "self_ref": "#/texts/596", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 46, "bbox": { "l": 85.08, "t": 156.9203, "r": 262.1663999999999, "b": 143.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "1.4.57 Electricity distributor", "text": "1.4.57 Electricity distributor", "level": 1 }, { "self_ref": "#/texts/597", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 46, "bbox": { "l": 85.08, "t": 136.94029999999998, "r": 513.7524000000004, "b": 95.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 228 ] }, { "page_no": 47, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 229, 245 ] } ], "orig": "Any person or organization that provides electricity from an electricity distribution system to one or more electrical installations. Includes distributor, supply authority, network operator, local network service AS/NZS 3000:2018", "text": "Any person or organization that provides electricity from an electricity distribution system to one or more electrical installations. Includes distributor, supply authority, network operator, local network service AS/NZS 3000:2018" }, { "self_ref": "#/texts/598", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 46, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/599", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 47, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/600", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 47, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/601", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 47, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "43", "text": "43" }, { "self_ref": "#/texts/602", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 47, "bbox": { "l": 85.08, "t": 750.9203, "r": 513.5807999999997, "b": 737.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "provider, electricity retailer or electricity entity, as may be appropriate", "text": "provider, electricity retailer or electricity entity, as may be appropriate" }, { "self_ref": "#/texts/603", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 47, "bbox": { "l": 85.08000000000001, "t": 736.9403, "r": 249.8760000000001, "b": 723.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "in the relevant jurisdiction.", "text": "in the relevant jurisdiction." }, { "self_ref": "#/texts/604", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 47, "bbox": { "l": 85.08000000000001, "t": 716.9603, "r": 195.2688, "b": 703.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "1.4.58 Enclosure", "text": "1.4.58 Enclosure", "level": 1 }, { "self_ref": "#/texts/605", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 47, "bbox": { "l": 85.08000000000001, "t": 696.9203, "r": 513.6612000000007, "b": 669.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "A part providing an appropriate degree of protection of equipment against external influences and against contact with live parts.", "text": "A part providing an appropriate degree of protection of equipment against external influences and against contact with live parts." }, { "self_ref": "#/texts/606", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 47, "bbox": { "l": 96.42, "t": 665.8772, "r": 513.2581319999993, "b": 653.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "NOTE: AS 60529 and Appendix G provide further information on appropriate", "text": "NOTE: AS 60529 and Appendix G provide further information on appropriate" }, { "self_ref": "#/texts/607", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 47, "bbox": { "l": 96.42, "t": 652.857116, "r": 212.42479799999987, "b": 640.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "degrees of protection.", "text": "degrees of protection." }, { "self_ref": "#/texts/608", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 47, "bbox": { "l": 85.08, "t": 633.9203, "r": 194.5391999999999, "b": 620.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "1.4.59 Energized", "text": "1.4.59 Energized", "level": 1 }, { "self_ref": "#/texts/609", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 47, "bbox": { "l": 85.08, "t": 613.9403, "r": 346.0896000000005, "b": 600.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Connected to a source of electrical supply.", "text": "Connected to a source of electrical supply." }, { "self_ref": "#/texts/610", "parent": { "$ref": "#/groups/49" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 47, "bbox": { "l": 65.1, "t": 594.1322, "r": 219.4511999999999, "b": 578.53052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "[Source: AS/NZS 4836] *", "text": "[Source: AS/NZS 4836] *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/611", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 47, "bbox": { "l": 113.46000000000001, "t": 573.9203, "r": 479.1312000000004, "b": 560.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "Equipment, electrical (see Clause 1.4.50 Electrical equipment).", "text": "Equipment, electrical (see Clause 1.4.50 Electrical equipment)." }, { "self_ref": "#/texts/612", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 47, "bbox": { "l": 113.46000000000001, "t": 553.9403, "r": 452.3112000000004, "b": 540.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "Equipment wiring (see Clause 1.4.131 Wiring, equipment).", "text": "Equipment wiring (see Clause 1.4.131 Wiring, equipment)." }, { "self_ref": "#/texts/613", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 47, "bbox": { "l": 85.07999999999998, "t": 533.9603, "r": 267.4991999999998, "b": 520.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "1.4.60 Equipotential bonding", "text": "1.4.60 Equipotential bonding", "level": 1 }, { "self_ref": "#/texts/614", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 47, "bbox": { "l": 85.07999999999998, "t": 513.9202999999999, "r": 513.6347999999996, "b": 472.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 207 ] } ], "orig": "Electrical connections intended to bring exposed conductive parts or extraneous conductive parts to the same or approximately the same potential, but not intended to carry current in normal service.", "text": "Electrical connections intended to bring exposed conductive parts or extraneous conductive parts to the same or approximately the same potential, but not intended to carry current in normal service." }, { "self_ref": "#/texts/615", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 47, "bbox": { "l": 85.08000000000001, "t": 465.9202999999999, "r": 267.90959999999984, "b": 452.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "1.4.61 Explosive atmosphere", "text": "1.4.61 Explosive atmosphere", "level": 1 }, { "self_ref": "#/texts/616", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 47, "bbox": { "l": 85.08000000000001, "t": 445.94029999999987, "r": 513.703200000001, "b": 404.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 194 ] } ], "orig": "Mixture with air, under atmospheric conditions, of flammable substances in the form of gas, vapour, dust, fibres, or flyings that, after ignition, permits self-sustaining propagation.", "text": "Mixture with air, under atmospheric conditions, of flammable substances in the form of gas, vapour, dust, fibres, or flyings that, after ignition, permits self-sustaining propagation." }, { "self_ref": "#/texts/617", "parent": { "$ref": "#/groups/50" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 47, "bbox": { "l": 85.08000000000004, "t": 397.9402999999998, "r": 237.05040000000008, "b": 384.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "[Source: AS/NZS 60079.0]", "text": "[Source: AS/NZS 60079.0]" }, { "self_ref": "#/texts/618", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 47, "bbox": { "l": 85.08000000000004, "t": 377.9602999999998, "r": 284.0904, "b": 364.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "1.4.62 Exposed conductive part", "text": "1.4.62 Exposed conductive part", "level": 1 }, { "self_ref": "#/texts/619", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 47, "bbox": { "l": 85.08000000000004, "t": 357.92029999999977, "r": 375.3216000000004, "b": 344.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "A conductive part of electrical equipment that-", "text": "A conductive part of electrical equipment that-" }, { "self_ref": "#/texts/620", "parent": { "$ref": "#/groups/51" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 47, "bbox": { "l": 85.08000000000004, "t": 337.94029999999975, "r": 513.6672000000005, "b": 310.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "(a) can be touched with the standard test finger as specified in AS/NZS 3100; and", "text": "(a) can be touched with the standard test finger as specified in AS/NZS 3100; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/621", "parent": { "$ref": "#/groups/51" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 47, "bbox": { "l": 85.08000000000004, "t": 303.92029999999977, "r": 481.0752000000001, "b": 290.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "(b) is not a live part but can become live if basic insulation fails.", "text": "(b) is not a live part but can become live if basic insulation fails.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/622", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 47, "bbox": { "l": 85.08000000000001, "t": 283.94029999999975, "r": 513.6444000000006, "b": 256.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "Exceptions: The term 'exposed conductive part' does not apply to any of the following:", "text": "Exceptions: The term 'exposed conductive part' does not apply to any of the following:" }, { "self_ref": "#/texts/623", "parent": { "$ref": "#/groups/52" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 47, "bbox": { "l": 85.08000000000001, "t": 249.92029999999966, "r": 513.6288000000002, "b": 208.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 155 ] } ], "orig": "1 Conductive parts within an enclosure where the parts cannot be touched unless a key or a tool is required to remove the covers of the enclosure.", "text": "1 Conductive parts within an enclosure where the parts cannot be touched unless a key or a tool is required to remove the covers of the enclosure.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/624", "parent": { "$ref": "#/groups/52" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 47, "bbox": { "l": 85.08000000000004, "t": 201.92029999999977, "r": 513.5532000000001, "b": 160.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 205 ] } ], "orig": "2 Conductive parts within electrical equipment where the parts cannot be touched in normal use and during the movement of the electrical equipment, because of its configuration and size.", "text": "2 Conductive parts within electrical equipment where the parts cannot be touched in normal use and during the movement of the electrical equipment, because of its configuration and size.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/625", "parent": { "$ref": "#/groups/52" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 47, "bbox": { "l": 85.08000000000004, "t": 153.92029999999977, "r": 513.588000000001, "b": 126.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "3 Conductive parts that are effectively and permanently separated from live parts by-", "text": "3 Conductive parts that are effectively and permanently separated from live parts by-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/626", "parent": { "$ref": "#/groups/52" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 47, "bbox": { "l": 118.80000000000004, "t": 119.96029999999973, "r": 264.1584, "b": 106.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "-double insulation; or", "text": "-double insulation; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/627", "parent": { "$ref": "#/groups/52" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 47, "bbox": { "l": 118.80000000000004, "t": 99.92029999999977, "r": 371.8920000000004, "b": 86.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "-other conductive parts that are earthed.", "text": "-other conductive parts that are earthed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/628", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 47, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/629", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 48, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/630", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 48, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "44", "text": "44" }, { "self_ref": "#/texts/631", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 48, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/632", "parent": { "$ref": "#/groups/53" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 48, "bbox": { "l": 85.08, "t": 744.9203, "r": 513.6623999999998, "b": 731.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "4 Conductive parts that are in the form of nameplates, screw heads,", "text": "4 Conductive parts that are in the form of nameplates, screw heads,", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/633", "parent": { "$ref": "#/groups/53" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 48, "bbox": { "l": 113.46000000000001, "t": 730.9403, "r": 513.6624000000005, "b": 689.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "covers and similar attachments that cannot become live in the event of failure of insulation of live parts because of the manner in which they are supported and fixed.", "text": "covers and similar attachments that cannot become live in the event of failure of insulation of live parts because of the manner in which they are supported and fixed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/634", "parent": { "$ref": "#/groups/53" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 48, "bbox": { "l": 85.08000000000007, "t": 682.9403, "r": 513.5820000000007, "b": 669.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "5 A removable or hinged conductive panel fitted to a switchboard or", "text": "5 A removable or hinged conductive panel fitted to a switchboard or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/635", "parent": { "$ref": "#/groups/53" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 48, "bbox": { "l": 113.46000000000004, "t": 668.9603, "r": 513.6587999999999, "b": 613.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 227 ] } ], "orig": "other enclosure containing conductors that are so located and/or restrained that, in the event of any conductor becoming detached from a terminal or mounting, the conductor is incapable of making contact with the panel.", "text": "other enclosure containing conductors that are so located and/or restrained that, in the event of any conductor becoming detached from a terminal or mounting, the conductor is incapable of making contact with the panel.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/636", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 48, "bbox": { "l": 85.08000000000007, "t": 606.9203, "r": 300.40200000000027, "b": 593.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "1.4.63 Extraneous conductive part", "text": "1.4.63 Extraneous conductive part", "level": 1 }, { "self_ref": "#/texts/637", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 48, "bbox": { "l": 85.08000000000007, "t": 586.9403, "r": 513.6384000000006, "b": 573.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "A conductive part that does not form part of an electrical installation", "text": "A conductive part that does not form part of an electrical installation", "level": 1 }, { "self_ref": "#/texts/638", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 48, "bbox": { "l": 85.0800000000001, "t": 572.9603, "r": 430.86480000000074, "b": 559.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "but that may be at the electrical potential of a local earth.", "text": "but that may be at the electrical potential of a local earth.", "level": 1 }, { "self_ref": "#/texts/639", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 48, "bbox": { "l": 96.42, "t": 555.8372, "r": 462.80063999999976, "b": 543.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "NOTE: Examples of extraneous conductive parts include the following:", "text": "NOTE: Examples of extraneous conductive parts include the following:" }, { "self_ref": "#/texts/640", "parent": { "$ref": "#/groups/54" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 48, "bbox": { "l": 96.42, "t": 539.8766720000001, "r": 351.1505100000003, "b": 527.6229920000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "(a) Metal waste, water or gas pipe from outside.", "text": "(a) Metal waste, water or gas pipe from outside.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/641", "parent": { "$ref": "#/groups/54" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 48, "bbox": { "l": 96.42, "t": 523.8568520000001, "r": 289.476948, "b": 511.6031720000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "(b) Cooling or heating system parts.", "text": "(b) Cooling or heating system parts.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/642", "parent": { "$ref": "#/groups/54" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 48, "bbox": { "l": 96.42, "t": 507.8370320000001, "r": 380.81188199999974, "b": 495.5833520000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "(c) Metal or reinforced concrete building components.", "text": "(c) Metal or reinforced concrete building components.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/643", "parent": { "$ref": "#/groups/54" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 48, "bbox": { "l": 96.42, "t": 491.87650400000007, "r": 240.90691799999976, "b": 479.6228240000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "(d) Steel-framed structure.", "text": "(d) Steel-framed structure.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/644", "parent": { "$ref": "#/groups/54" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 48, "bbox": { "l": 96.42, "t": 475.8566840000001, "r": 497.58637800000037, "b": 463.6030040000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "(e) Floors and walls of reinforced concrete without further surface treatment.", "text": "(e) Floors and walls of reinforced concrete without further surface treatment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/645", "parent": { "$ref": "#/groups/54" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 48, "bbox": { "l": 96.42, "t": 459.8368640000001, "r": 337.12356000000005, "b": 447.58318400000013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "(f) Tiled surfaces, conductive wall coverings.", "text": "(f) Tiled surfaces, conductive wall coverings.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/646", "parent": { "$ref": "#/groups/54" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 48, "bbox": { "l": 96.42, "t": 443.8763360000001, "r": 473.94204599999927, "b": 431.6226560000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "(g) Conductive fittings in washrooms, bathrooms, lavatories, toilets, etc.", "text": "(g) Conductive fittings in washrooms, bathrooms, lavatories, toilets, etc.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/647", "parent": { "$ref": "#/groups/54" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 48, "bbox": { "l": 96.42, "t": 427.8565160000001, "r": 216.7432320000002, "b": 415.60283600000014, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "(h) Metallized papers.", "text": "(h) Metallized papers.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/648", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 48, "bbox": { "l": 113.46, "t": 408.9203, "r": 388.8792000000007, "b": 395.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "Fault current (see Clause 1.4.41 Current, fault).", "text": "Fault current (see Clause 1.4.41 Current, fault)." }, { "self_ref": "#/texts/649", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 48, "bbox": { "l": 85.08, "t": 388.9403, "r": 254.1791999999999, "b": 375.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "1.4.64 Fault-current limiter", "text": "1.4.64 Fault-current limiter", "level": 1 }, { "self_ref": "#/texts/650", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 48, "bbox": { "l": 85.07999999999998, "t": 368.96029999999996, "r": 513.6743999999998, "b": 341.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "A circuit-opening device designed or selected to limit the instantaneous fault current.", "text": "A circuit-opening device designed or selected to limit the instantaneous fault current." }, { "self_ref": "#/texts/651", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 48, "bbox": { "l": 113.45999999999998, "t": 334.9402999999999, "r": 422.06160000000057, "b": 321.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "Fault protection (see Clause 1.4.98 Protection, fault).", "text": "Fault protection (see Clause 1.4.98 Protection, fault)." }, { "self_ref": "#/texts/652", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 48, "bbox": { "l": 113.45999999999998, "t": 314.96029999999996, "r": 425.0340000000005, "b": 301.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "Final subcircuit (see Clause 1.4.115 Subcircuit, final).", "text": "Final subcircuit (see Clause 1.4.115 Subcircuit, final)." }, { "self_ref": "#/texts/653", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 48, "bbox": { "l": 85.07999999999997, "t": 294.9202999999999, "r": 194.58720000000008, "b": 281.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "1.4.65 Fire mode", "text": "1.4.65 Fire mode", "level": 1 }, { "self_ref": "#/texts/654", "parent": { "$ref": "#/groups/55" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 48, "bbox": { "l": 66.6, "t": 276.19219999999996, "r": 513.6132000000006, "b": 247.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "A specific mode of operation for building systems that is instigated by a fire alarm being activated within the building. *", "text": "A specific mode of operation for building systems that is instigated by a fire alarm being activated within the building. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/655", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 48, "bbox": { "l": 113.45999999999998, "t": 240.92029999999988, "r": 386.6399999999998, "b": 227.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "Flexible cord (see Clause 1.4.40 Cord, flexible).", "text": "Flexible cord (see Clause 1.4.40 Cord, flexible)." }, { "self_ref": "#/texts/656", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 48, "bbox": { "l": 85.07999999999998, "t": 220.94029999999987, "r": 279.7944000000001, "b": 207.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "1.4.66 Functional earthing (FE)", "text": "1.4.66 Functional earthing (FE)", "level": 1 }, { "self_ref": "#/texts/657", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 48, "bbox": { "l": 85.07999999999996, "t": 200.96029999999996, "r": 513.6924000000007, "b": 173.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 149 ] } ], "orig": "An earthing arrangement provided to ensure correct operation of electrical equipment or to permit reliable and proper functioning of", "text": "An earthing arrangement provided to ensure correct operation of electrical equipment or to permit reliable and proper functioning of" }, { "self_ref": "#/texts/658", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 48, "bbox": { "l": 85.07999999999998, "t": 172.94029999999998, "r": 224.57760000000007, "b": 159.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "electrical installations.", "text": "electrical installations." }, { "self_ref": "#/texts/659", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 48, "bbox": { "l": 96.42, "t": 155.87720000000002, "r": 513.2570340000004, "b": 130.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 148 ] } ], "orig": "NOTE: 'Clean' (low-noise) earths provided for electrical equipment may be considered as FE. Clause 5.2.2 provides further information on FE.", "text": "NOTE: 'Clean' (low-noise) earths provided for electrical equipment may be considered as FE. Clause 5.2.2 provides further information on FE." }, { "self_ref": "#/texts/660", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 48, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/661", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 49, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/662", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 49, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/663", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 49, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "45", "text": "45" }, { "self_ref": "#/texts/664", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 49, "bbox": { "l": 66.6, "t": 686.2922, "r": 74.862, "b": 670.69052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/665", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 49, "bbox": { "l": 85.08, "t": 750.9203, "r": 225.0455999999999, "b": 737.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "1.4.67 Functional unit", "text": "1.4.67 Functional unit", "level": 1 }, { "self_ref": "#/texts/666", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 49, "bbox": { "l": 85.08, "t": 730.9403, "r": 513.6864000000008, "b": 717.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "Part of a switchboard assembly comprising all the electrical and", "text": "Part of a switchboard assembly comprising all the electrical and" }, { "self_ref": "#/texts/667", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 49, "bbox": { "l": 85.07999999999998, "t": 716.9603, "r": 513.6384, "b": 689.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "mechanical elements that contribute to the fulfilment of the same function.", "text": "mechanical elements that contribute to the fulfilment of the same function." }, { "self_ref": "#/texts/668", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 49, "bbox": { "l": 96.42, "t": 685.8572, "r": 513.3284039999993, "b": 647.623742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "NOTE: Conductors connected to a functional unit that are external to its compartment or enclosed protected space (e.g. auxiliary cables connected to a common compartment) are not considered to form part of the functional unit.", "text": "NOTE: Conductors connected to a functional unit that are external to its compartment or enclosed protected space (e.g. auxiliary cables connected to a common compartment) are not considered to form part of the functional unit." }, { "self_ref": "#/texts/669", "parent": { "$ref": "#/groups/56" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 49, "bbox": { "l": 85.08, "t": 640.9403, "r": 263.8727999999998, "b": 627.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "[Source: AS/NZS 61439 series]", "text": "[Source: AS/NZS 61439 series]" }, { "self_ref": "#/texts/670", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 49, "bbox": { "l": 85.08, "t": 620.9603, "r": 163.66319999999993, "b": 607.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "1.4.68 Fuse", "text": "1.4.68 Fuse", "level": 1 }, { "self_ref": "#/texts/671", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 49, "bbox": { "l": 85.07999999999998, "t": 600.9203, "r": 513.7176000000012, "b": 545.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 248 ] } ], "orig": "A device for protecting a circuit against damage from an excessive current flowing in it by opening the circuit on the melting of the fuseelement by such excessive current. The fuse comprises all the parts that form the protective device.", "text": "A device for protecting a circuit against damage from an excessive current flowing in it by opening the circuit on the melting of the fuseelement by such excessive current. The fuse comprises all the parts that form the protective device." }, { "self_ref": "#/texts/672", "parent": { "$ref": "#/groups/57" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 49, "bbox": { "l": 113.46000000000001, "t": 538.9403, "r": 431.203200000001, "b": 525.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "Hazardous areas (see Clause 1.4.15 Area, hazardous).", "text": "Hazardous areas (see Clause 1.4.15 Area, hazardous)." }, { "self_ref": "#/texts/673", "parent": { "$ref": "#/groups/57" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 49, "bbox": { "l": 113.46000000000001, "t": 518.9603, "r": 424.10639999999995, "b": 505.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "Indirect contact (see Clause 1.4.39 Contact, indirect).", "text": "Indirect contact (see Clause 1.4.39 Contact, indirect)." }, { "self_ref": "#/texts/674", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 49, "bbox": { "l": 85.08000000000001, "t": 498.92029999999994, "r": 202.44119999999995, "b": 485.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "1.4.69 Informative", "text": "1.4.69 Informative", "level": 1 }, { "self_ref": "#/texts/675", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 49, "bbox": { "l": 85.08000000000001, "t": 478.9402999999999, "r": 299.23800000000017, "b": 465.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "For information and guidance only.", "text": "For information and guidance only." }, { "self_ref": "#/texts/676", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 49, "bbox": { "l": 85.08000000000001, "t": 458.9602999999999, "r": 352.6068000000003, "b": 445.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "1.4.70 Ingress protection (IP) classification", "text": "1.4.70 Ingress protection (IP) classification", "level": 1 }, { "self_ref": "#/texts/677", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 49, "bbox": { "l": 85.08000000000001, "t": 438.9202999999999, "r": 383.80560000000065, "b": 425.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "A degree of protection in accordance with AS 60529.", "text": "A degree of protection in accordance with AS 60529." }, { "self_ref": "#/texts/678", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 49, "bbox": { "l": 96.42, "t": 421.8572, "r": 376.09597199999985, "b": 409.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "NOTE: Further information is provided in Appendix G.", "text": "NOTE: Further information is provided in Appendix G." }, { "self_ref": "#/texts/679", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 49, "bbox": { "l": 85.08, "t": 402.9203, "r": 250.48080000000024, "b": 389.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "1.4.71 Installation coupler", "text": "1.4.71 Installation coupler", "level": 1 }, { "self_ref": "#/texts/680", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 49, "bbox": { "l": 85.08, "t": 382.9403, "r": 513.6504000000007, "b": 369.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "A connecting device, in accordance with AS/NZS 61535, consisting of", "text": "A connecting device, in accordance with AS/NZS 61535, consisting of" }, { "self_ref": "#/texts/681", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 49, "bbox": { "l": 85.07999999999998, "t": 368.96029999999996, "r": 513.6815999999997, "b": 327.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 164 ] } ], "orig": "an installation socket and an installation plug designed for permanent connection and not intended to be engaged or disengaged under load (see also Clause 4.3.2.2).", "text": "an installation socket and an installation plug designed for permanent connection and not intended to be engaged or disengaged under load (see also Clause 4.3.2.2)." }, { "self_ref": "#/texts/682", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 49, "bbox": { "l": 113.45999999999998, "t": 320.96029999999996, "r": 482.8920000000012, "b": 307.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "Installation, electrical (see Clause 1.4.52 Electrical installation).", "text": "Installation, electrical (see Clause 1.4.52 Electrical installation)." }, { "self_ref": "#/texts/683", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 49, "bbox": { "l": 113.45999999999998, "t": 300.9202999999999, "r": 456.11399999999975, "b": 287.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "Installation wiring (see Clause 1.4.132 Wiring, installation).", "text": "Installation wiring (see Clause 1.4.132 Wiring, installation)." }, { "self_ref": "#/texts/684", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 49, "bbox": { "l": 85.07999999999998, "t": 280.94029999999987, "r": 189.78840000000008, "b": 267.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "1.4.72 Insulated", "text": "1.4.72 Insulated", "level": 1 }, { "self_ref": "#/texts/685", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 49, "bbox": { "l": 85.07999999999998, "t": 260.96029999999985, "r": 513.6143999999995, "b": 247.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "Separated from adjacent conducting material by a non-conducting", "text": "Separated from adjacent conducting material by a non-conducting" }, { "self_ref": "#/texts/686", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 49, "bbox": { "l": 85.07999999999993, "t": 246.92029999999988, "r": 513.6696000000005, "b": 191.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 245 ] } ], "orig": "substance or airspace permanently providing resistance to the passage of current, or to disruptive discharges through or over the surface of the substance or space, to obviate danger of shock or injurious leakage of current.", "text": "substance or airspace permanently providing resistance to the passage of current, or to disruptive discharges through or over the surface of the substance or space, to obviate danger of shock or injurious leakage of current." }, { "self_ref": "#/texts/687", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 49, "bbox": { "l": 85.07999999999993, "t": 184.94029999999998, "r": 240.9120000000001, "b": 171.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "1.4.73 Insulation system", "text": "1.4.73 Insulation system", "level": 1 }, { "self_ref": "#/texts/688", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 49, "bbox": { "l": 96.42, "t": 167.87720000000002, "r": 513.3679320000005, "b": 129.583352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 202 ] } ], "orig": "NOTE: The term 'insulation system' does not mean that the insulation has to be one homogenous piece. It may comprise several layers that cannot be tested separately as supplementary or basic insulation.", "text": "NOTE: The term 'insulation system' does not mean that the insulation has to be one homogenous piece. It may comprise several layers that cannot be tested separately as supplementary or basic insulation." }, { "self_ref": "#/texts/689", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 49, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/690", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 49, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/691", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 50, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/692", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 50, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/693", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 50, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/694", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 50, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "46", "text": "46" }, { "self_ref": "#/texts/695", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 50, "bbox": { "l": 85.08, "t": 744.9203, "r": 326.3664000000001, "b": 731.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "One, or a combination of, the following:", "text": "One, or a combination of, the following:", "level": 1 }, { "self_ref": "#/texts/696", "parent": { "$ref": "#/groups/58" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 50, "bbox": { "l": 85.08000000000001, "t": 724.9403, "r": 513.6396000000015, "b": 697.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "(a) Basic insulation The insulation applied to live parts, to provide basic protection against electric shock.", "text": "(a) Basic insulation The insulation applied to live parts, to provide basic protection against electric shock.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/697", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 50, "bbox": { "l": 113.46, "t": 693.8372, "r": 513.3109740000007, "b": 668.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "NOTE: Basic insulation does not necessarily include insulation used exclusively for functional purposes.", "text": "NOTE: Basic insulation does not necessarily include insulation used exclusively for functional purposes." }, { "self_ref": "#/texts/698", "parent": { "$ref": "#/groups/59" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 50, "bbox": { "l": 85.08, "t": 661.9403, "r": 513.6864000000008, "b": 620.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 203 ] } ], "orig": "(b) Supplementary insulation An independent insulation applied in addition to basic insulation in order to ensure protection against electric shock in the event of a failure of the basic insulation.", "text": "(b) Supplementary insulation An independent insulation applied in addition to basic insulation in order to ensure protection against electric shock in the event of a failure of the basic insulation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/699", "parent": { "$ref": "#/groups/59" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 50, "bbox": { "l": 85.08000000000004, "t": 613.9403, "r": 513.6144000000005, "b": 586.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "(c) Double insulation Insulation comprising both basic insulation and supplementary insulation.", "text": "(c) Double insulation Insulation comprising both basic insulation and supplementary insulation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/700", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 50, "bbox": { "l": 113.46, "t": 582.8372, "r": 513.4108920000006, "b": 492.583796, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 490 ] } ], "orig": "NOTE: Sheathed cables in accordance with the AS/NZS 5000 series, sheathed flexible cords in accordance with AS/NZS 3191 other than the 'light duty' type, and sheathed neutral-screened cables in accordance with AS/NZS 4961 are deemed to provide double insulation between the conductors of the cable and any conductive material in contact with the cable. The use of flexible cords of the 'light duty' type as supply flexible cords is covered in equipment Standards.", "text": "NOTE: Sheathed cables in accordance with the AS/NZS 5000 series, sheathed flexible cords in accordance with AS/NZS 3191 other than the 'light duty' type, and sheathed neutral-screened cables in accordance with AS/NZS 4961 are deemed to provide double insulation between the conductors of the cable and any conductive material in contact with the cable. The use of flexible cords of the 'light duty' type as supply flexible cords is covered in equipment Standards." }, { "self_ref": "#/texts/701", "parent": { "$ref": "#/groups/60" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 50, "bbox": { "l": 85.07999999999996, "t": 485.9603, "r": 513.6732000000004, "b": 430.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 219 ] } ], "orig": "(d) Reinforced insulation A single insulation system applied to live parts that provides a degree of protection against electric shock, equivalent to double insulation under conditions specified in AS/NZS 3100.", "text": "(d) Reinforced insulation A single insulation system applied to live parts that provides a degree of protection against electric shock, equivalent to double insulation under conditions specified in AS/NZS 3100.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/702", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 50, "bbox": { "l": 113.46, "t": 426.8372, "r": 513.3131700000004, "b": 401.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "NOTE: Aerial bundled cables in accordance with AS/NZS 3560 are deemed to provide reinforced insulation.", "text": "NOTE: Aerial bundled cables in accordance with AS/NZS 3560 are deemed to provide reinforced insulation." }, { "self_ref": "#/texts/703", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 50, "bbox": { "l": 85.08, "t": 394.94030000000004, "r": 182.18279999999993, "b": 381.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "1.4.74 Isolated", "text": "1.4.74 Isolated", "level": 1 }, { "self_ref": "#/texts/704", "parent": { "$ref": "#/groups/61" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 50, "bbox": { "l": 66.6, "t": 376.3322, "r": 513.6108000000005, "b": 347.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "Separated from all possible sources of electrical energy (supply) and rendered incapable of being energized unintentionally. *", "text": "Separated from all possible sources of electrical energy (supply) and rendered incapable of being energized unintentionally. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/705", "parent": { "$ref": "#/groups/62" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 50, "bbox": { "l": 85.07999999999998, "t": 340.9403, "r": 219.4511999999999, "b": 327.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "[Source: AS/NZS 4836]", "text": "[Source: AS/NZS 4836]" }, { "self_ref": "#/texts/706", "parent": { "$ref": "#/groups/61" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 50, "bbox": { "l": 85.07999999999998, "t": 320.96029999999996, "r": 304.18920000000014, "b": 307.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "1.4.75 Isolation (Isolating function)", "text": "1.4.75 Isolation (Isolating function)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/707", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 50, "bbox": { "l": 85.08, "t": 300.9203, "r": 513.613200000001, "b": 287.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "Function intended to cut off the supply from the whole installation, or a", "text": "Function intended to cut off the supply from the whole installation, or a" }, { "self_ref": "#/texts/708", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 50, "bbox": { "l": 85.07999999999998, "t": 286.9403, "r": 513.5771999999998, "b": 259.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "discrete section of it, by separating it from every source of electrical energy for reasons of safety.", "text": "discrete section of it, by separating it from every source of electrical energy for reasons of safety." }, { "self_ref": "#/texts/709", "parent": { "$ref": "#/groups/63" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 50, "bbox": { "l": 85.07999999999998, "t": 252.92029999999988, "r": 167.73120000000006, "b": 239.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "1.4.76 Lamp", "text": "1.4.76 Lamp", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/710", "parent": { "$ref": "#/groups/63" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 50, "bbox": { "l": 66.6, "t": 232.94029999999998, "r": 491.0640000000011, "b": 216.67052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "A bulb, tube or similar item that emits light produced by electricity. *", "text": "A bulb, tube or similar item that emits light produced by electricity. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/711", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 50, "bbox": { "l": 85.07999999999998, "t": 212.96029999999996, "r": 154.41120000000004, "b": 199.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "1.4.77 Lift", "text": "1.4.77 Lift" }, { "self_ref": "#/texts/712", "parent": { "$ref": "#/groups/64" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 50, "bbox": { "l": 66.6, "t": 192.9203, "r": 513.7079999999995, "b": 123.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 298 ] } ], "orig": "An apparatus or contrivance within or attached to a building or structure, comprising a platform or car running between approximately vertical guides that are capable of raising or lowering persons. This does not include hoists, dumb waiters, escalators or travelators. *", "text": "An apparatus or contrivance within or attached to a building or structure, comprising a platform or car running between approximately vertical guides that are capable of raising or lowering persons. This does not include hoists, dumb waiters, escalators or travelators. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/713", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 50, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/714", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 51, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/715", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 51, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "47", "text": "47" }, { "self_ref": "#/texts/716", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 51, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/717", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 51, "bbox": { "l": 42.54, "t": 623.0453, "r": 56.62050000000001, "b": 613.0013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/718", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 51, "bbox": { "l": 85.08, "t": 750.9203, "r": 159.73920000000007, "b": 737.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "1.4.78 Live", "text": "1.4.78 Live", "level": 1 }, { "self_ref": "#/texts/719", "parent": { "$ref": "#/groups/65" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 51, "bbox": { "l": 66.6, "t": 731.6522, "r": 485.4456000000006, "b": 716.05052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "Energized or subject to hazardous induced or capacitive voltages. *", "text": "Energized or subject to hazardous induced or capacitive voltages. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/720", "parent": { "$ref": "#/groups/66" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 51, "bbox": { "l": 85.07999999999998, "t": 710.9603, "r": 193.6007999999999, "b": 697.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "[Source: ENA-014]", "text": "[Source: ENA-014]" }, { "self_ref": "#/texts/721", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 51, "bbox": { "l": 85.07999999999998, "t": 690.9203, "r": 187.27199999999996, "b": 677.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "1.4.79 Live part", "text": "1.4.79 Live part", "level": 1 }, { "self_ref": "#/texts/722", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 51, "bbox": { "l": 85.07999999999998, "t": 670.9403, "r": 513.6239999999999, "b": 629.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "A conductor or conductive part intended to be energized in normal use, including a neutral conductor and conductive parts connected to a neutral conductor.", "text": "A conductor or conductive part intended to be energized in normal use, including a neutral conductor and conductive parts connected to a neutral conductor." }, { "self_ref": "#/texts/723", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 51, "bbox": { "l": 85.07999999999998, "t": 622.9403, "r": 513.5592, "b": 595.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 111 ] } ], "orig": "Exceptions: Under the multiple earthed neutral (MEN) earthing system this term does not apply to the following:", "text": "Exceptions: Under the multiple earthed neutral (MEN) earthing system this term does not apply to the following:" }, { "self_ref": "#/texts/724", "parent": { "$ref": "#/groups/67" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 51, "bbox": { "l": 85.07999999999998, "t": 588.9203, "r": 232.84319999999985, "b": 575.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "1 Earthing conductors.", "text": "1 Earthing conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/725", "parent": { "$ref": "#/groups/67" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 51, "bbox": { "l": 85.07999999999998, "t": 568.9403, "r": 513.6024000000006, "b": 541.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "2 The MEN connection and the neutral bar or link at which the MEN connection is made.", "text": "2 The MEN connection and the neutral bar or link at which the MEN connection is made.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/726", "parent": { "$ref": "#/groups/67" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 51, "bbox": { "l": 85.08000000000001, "t": 534.9203, "r": 513.676800000001, "b": 507.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 141 ] } ], "orig": "3 The neutral bar or link in a switchboard without an MEN connection where the active supply to the switchboard has been isolated.", "text": "3 The neutral bar or link in a switchboard without an MEN connection where the active supply to the switchboard has been isolated.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/727", "parent": { "$ref": "#/groups/67" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 51, "bbox": { "l": 85.08000000000001, "t": 500.96029999999996, "r": 513.6312000000005, "b": 459.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 171 ] } ], "orig": "4 The sheath of an MIMS cable and associated conductive fittings used as a combined protective earthing and neutral (PEN) conductor in an earth sheath return (ESR) system.", "text": "4 The sheath of an MIMS cable and associated conductive fittings used as a combined protective earthing and neutral (PEN) conductor in an earth sheath return (ESR) system.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/728", "parent": { "$ref": "#/groups/67" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 51, "bbox": { "l": 85.08000000000004, "t": 452.9602999999999, "r": 513.6216000000013, "b": 425.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "5 Conductive supports and enclosures associated with an unprotected consumers mains that are earthed in accordance with Clause 5.5.3.5.", "text": "5 Conductive supports and enclosures associated with an unprotected consumers mains that are earthed in accordance with Clause 5.5.3.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/729", "parent": { "$ref": "#/groups/67" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 51, "bbox": { "l": 85.08000000000004, "t": 418.94029999999987, "r": 513.7008000000011, "b": 377.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 164 ] } ], "orig": "6 A submain neutral conductor or final subcircuit neutral conductor where the active supply to the submain or final subcircuit has been isolated.", "text": "6 A submain neutral conductor or final subcircuit neutral conductor where the active supply to the submain or final subcircuit has been isolated.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/730", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 51, "bbox": { "l": 85.08000000000004, "t": 370.9402999999998, "r": 276.71039999999994, "b": 357.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "1.4.80 Luminaire (Light fitting)", "text": "1.4.80 Luminaire (Light fitting)", "level": 1 }, { "self_ref": "#/texts/731", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 51, "bbox": { "l": 85.07999999999998, "t": 350.9602999999998, "r": 513.6971999999996, "b": 253.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 485 ] } ], "orig": "A complete lighting assembly intended to distribute, filter, or transform the light from one or more lamps, together with such components as ancillary and auxiliary equipment, shades, diffusers, reflectors, and accessories. Such an assembly includes the means of connection to supply circuit wiring, internal and interconnecting wiring, and any associated housings. A lampholder that is not incorporated in an assembly is not regarded as a luminaire.", "text": "A complete lighting assembly intended to distribute, filter, or transform the light from one or more lamps, together with such components as ancillary and auxiliary equipment, shades, diffusers, reflectors, and accessories. Such an assembly includes the means of connection to supply circuit wiring, internal and interconnecting wiring, and any associated housings. A lampholder that is not incorporated in an assembly is not regarded as a luminaire." }, { "self_ref": "#/texts/732", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 51, "bbox": { "l": 85.07999999999998, "t": 246.92029999999966, "r": 281.29680000000013, "b": 233.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "1.4.81 Main earthing conductor", "text": "1.4.81 Main earthing conductor", "level": 1 }, { "self_ref": "#/texts/733", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 51, "bbox": { "l": 85.07999999999998, "t": 226.94029999999975, "r": 513.6551999999999, "b": 185.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 153 ] } ], "orig": "A conductor connecting the main earthing terminal/connection or bar to the earth electrode or to the earthing system of the source of supply.", "text": "A conductor connecting the main earthing terminal/connection or bar to the earth electrode or to the earthing system of the source of supply." }, { "self_ref": "#/texts/734", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 51, "bbox": { "l": 85.07999999999998, "t": 178.94029999999975, "r": 205.84320000000014, "b": 165.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "1.4.82 Main switch", "text": "1.4.82 Main switch", "level": 1 }, { "self_ref": "#/texts/735", "parent": { "$ref": "#/groups/68" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 51, "bbox": { "l": 66.6, "t": 159.1322, "r": 513.6264000000003, "b": 117.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 215 ] } ], "orig": "A switch, the primary function of which is the isolation of a supply of electricity to the electrical installation. This device may also fulfil regulatory requirements provided it is labelled accordingly. *", "text": "A switch, the primary function of which is the isolation of a supply of electricity to the electrical installation. This device may also fulfil regulatory requirements provided it is labelled accordingly. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/736", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 51, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/737", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 52, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/738", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 52, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/739", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 52, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "48", "text": "48" }, { "self_ref": "#/texts/740", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 52, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/741", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 52, "bbox": { "l": 85.08, "t": 744.9203, "r": 363.7103999999999, "b": 731.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "1.4.83 Multiple earthed neutral (MEN) system", "text": "1.4.83 Multiple earthed neutral (MEN) system", "level": 1 }, { "self_ref": "#/texts/742", "parent": { "$ref": "#/groups/69" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 52, "bbox": { "l": 65.94, "t": 724.9921999999999, "r": 513.6696000000002, "b": 669.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 294 ] } ], "orig": "A system of earthing in which the parts of an installation, required under this Standard to be earthed, are connected to the general mass of earth and, in addition, are connected within the installation to the neutral conductor of the supply system or the PEN conductor. *", "text": "A system of earthing in which the parts of an installation, required under this Standard to be earthed, are connected to the general mass of earth and, in addition, are connected within the installation to the neutral conductor of the supply system or the PEN conductor. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/743", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 52, "bbox": { "l": 85.08000000000001, "t": 662.9603, "r": 513.6096000000007, "b": 635.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "Within the installation, the protective earthing conductor is separated from the neutral conductor.", "text": "Within the installation, the protective earthing conductor is separated from the neutral conductor." }, { "self_ref": "#/texts/744", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 52, "bbox": { "l": 113.46000000000001, "t": 628.9403, "r": 513.5964000000002, "b": 601.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "Multiple electrical installation (see Clause 1.4.54 Electrical installation, multiple).", "text": "Multiple electrical installation (see Clause 1.4.54 Electrical installation, multiple)." }, { "self_ref": "#/texts/745", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 52, "bbox": { "l": 85.08000000000004, "t": 594.9203, "r": 370.27200000000056, "b": 581.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "1.4.84 Neutral (Neutral conductor or mid-wire)", "text": "1.4.84 Neutral (Neutral conductor or mid-wire)", "level": 1 }, { "self_ref": "#/texts/746", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 52, "bbox": { "l": 85.08000000000004, "t": 574.9403, "r": 513.6443999999998, "b": 519.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 259 ] } ], "orig": "The conductor of a three-wire or multi-wire system that is maintained at an intermediate and approximately uniform potential in respect of the active or outer conductors, or the conductor of a two-wire system that is connected to earth at its origin.", "text": "The conductor of a three-wire or multi-wire system that is maintained at an intermediate and approximately uniform potential in respect of the active or outer conductors, or the conductor of a two-wire system that is connected to earth at its origin." }, { "self_ref": "#/texts/747", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 52, "bbox": { "l": 85.08000000000007, "t": 512.9603, "r": 273.7836000000003, "b": 499.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "1.4.85 Neutral earthed system", "text": "1.4.85 Neutral earthed system", "level": 1 }, { "self_ref": "#/texts/748", "parent": { "$ref": "#/groups/70" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 52, "bbox": { "l": 66.6, "t": 492.92029999999994, "r": 513.7380000000007, "b": 437.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 237 ] } ], "orig": "A system where the protective earth and neutral conductors from the transformer or generator to the electrical installation are not connected together at any point after the neutral and earth connection at the transformer or generator. *", "text": "A system where the protective earth and neutral conductors from the transformer or generator to the electrical installation are not connected together at any point after the neutral and earth connection at the transformer or generator. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/749", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 52, "bbox": { "l": 113.46000000000006, "t": 430.94029999999987, "r": 511.74240000000054, "b": 417.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "Neutral-screened cable (see Clause 1.4.26 Cable, neutral-screened).", "text": "Neutral-screened cable (see Clause 1.4.26 Cable, neutral-screened)." }, { "self_ref": "#/texts/750", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 52, "bbox": { "l": 85.08000000000004, "t": 410.96029999999985, "r": 195.85320000000016, "b": 397.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "1.4.86 Normative", "text": "1.4.86 Normative", "level": 1 }, { "self_ref": "#/texts/751", "parent": { "$ref": "#/groups/71" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 52, "bbox": { "l": 66.6, "t": 390.9202999999998, "r": 513.7127999999998, "b": 349.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 158 ] } ], "orig": "A term used to describe an element of a Standard to which it is necessary to conform in order to be able to claim compliance with the Standard. *", "text": "A term used to describe an element of a Standard to which it is necessary to conform in order to be able to claim compliance with the Standard. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/752", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 52, "bbox": { "l": 85.08000000000004, "t": 342.92029999999977, "r": 187.5228, "b": 329.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "1.4.87 Obstacle", "text": "1.4.87 Obstacle", "level": 1 }, { "self_ref": "#/texts/753", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 52, "bbox": { "l": 85.08000000000004, "t": 322.94029999999975, "r": 513.6887999999996, "b": 295.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 111 ] } ], "orig": "A part preventing unintentional direct contact, but not preventing direct contact by deliberate action.", "text": "A part preventing unintentional direct contact, but not preventing direct contact by deliberate action." }, { "self_ref": "#/texts/754", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 52, "bbox": { "l": 85.08000000000004, "t": 288.92029999999977, "r": 276.4500000000004, "b": 275.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "1.4.88 Outbuilding-Individual", "text": "1.4.88 Outbuilding-Individual", "level": 1 }, { "self_ref": "#/texts/755", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 52, "bbox": { "l": 85.08000000000004, "t": 268.94029999999975, "r": 513.652800000001, "b": 241.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "A structure containing a switchboard that is separated by an area of land from the structure containing the switchboard that supplies it.", "text": "A structure containing a switchboard that is separated by an area of land from the structure containing the switchboard that supplies it." }, { "self_ref": "#/texts/756", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 52, "bbox": { "l": 85.08000000000004, "t": 234.92029999999977, "r": 278.43240000000003, "b": 221.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "1.4.89 Outbuilding-Combined", "text": "1.4.89 Outbuilding-Combined", "level": 1 }, { "self_ref": "#/texts/757", "parent": { "$ref": "#/groups/72" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 52, "bbox": { "l": 85.08000000000004, "t": 214.94029999999975, "r": 513.6780000000007, "b": 201.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "Any number of structures installed or built on the same foundation, or", "text": "Any number of structures installed or built on the same foundation, or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/758", "parent": { "$ref": "#/groups/72" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 52, "bbox": { "l": 66.6, "t": 211.21220000000005, "r": 513.6624000000006, "b": 145.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 253 ] } ], "orig": "sharing conductive metal roofing or conductive metal frames, with more than one electrical supply, and separated by an area of land from another structure that contains the switchboard from which those electrical supplies are obtained. *", "text": "sharing conductive metal roofing or conductive metal frames, with more than one electrical supply, and separated by an area of land from another structure that contains the switchboard from which those electrical supplies are obtained. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/759", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 52, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/760", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 53, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/761", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 53, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/762", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 53, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "49", "text": "49" }, { "self_ref": "#/texts/763", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 53, "bbox": { "l": 85.08, "t": 750.9203, "r": 206.4696, "b": 737.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "1.4.90 Overcurrent", "text": "1.4.90 Overcurrent", "level": 1 }, { "self_ref": "#/texts/764", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 53, "bbox": { "l": 85.08, "t": 730.9403, "r": 447.2976, "b": 717.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "A current exceeding the rated value of electrical equipment.", "text": "A current exceeding the rated value of electrical equipment." }, { "self_ref": "#/texts/765", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 53, "bbox": { "l": 96.42, "t": 713.8772, "r": 465.5181900000006, "b": 701.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "NOTE: For conductors, the rated value is the current-carrying capacity.", "text": "NOTE: For conductors, the rated value is the current-carrying capacity." }, { "self_ref": "#/texts/766", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 53, "bbox": { "l": 113.46, "t": 694.9403, "r": 437.51160000000107, "b": 681.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "Overload current (see Clause 1.4.42 Current, overload).", "text": "Overload current (see Clause 1.4.42 Current, overload)." }, { "self_ref": "#/texts/767", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 53, "bbox": { "l": 85.08000000000004, "t": 674.9603, "r": 161.72760000000008, "b": 661.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "1.4.91 Plug", "text": "1.4.91 Plug", "level": 1 }, { "self_ref": "#/texts/768", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 53, "bbox": { "l": 85.08000000000004, "t": 654.9203, "r": 513.666000000001, "b": 599.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 246 ] } ], "orig": "A device intended for insertion into a socket-outlet, cord-extension socket or plug-socket adaptor to make a detachable connection between the contacts of any such accessory and the conductors of a flexible cord or flexible cable.", "text": "A device intended for insertion into a socket-outlet, cord-extension socket or plug-socket adaptor to make a detachable connection between the contacts of any such accessory and the conductors of a flexible cord or flexible cable." }, { "self_ref": "#/texts/769", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 53, "bbox": { "l": 85.08000000000004, "t": 592.9403, "r": 230.25840000000028, "b": 579.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "1.4.92 Point (in wiring)", "text": "1.4.92 Point (in wiring)", "level": 1 }, { "self_ref": "#/texts/770", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 53, "bbox": { "l": 85.08000000000004, "t": 572.9603, "r": 513.6336000000002, "b": 545.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "A termination of installation wiring, intended for the connection of electricity consuming equipment.", "text": "A termination of installation wiring, intended for the connection of electricity consuming equipment." }, { "self_ref": "#/texts/771", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 53, "bbox": { "l": 85.08000000000004, "t": 538.9403, "r": 252.26879999999994, "b": 525.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "1.4.93 Point of attachment", "text": "1.4.93 Point of attachment", "level": 1 }, { "self_ref": "#/texts/772", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 53, "bbox": { "l": 85.08000000000004, "t": 518.9603, "r": 513.6684, "b": 491.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 132 ] } ], "orig": "The point at which aerial conductors of a service line or aerial consumer mains are terminated on a consumer's structure.", "text": "The point at which aerial conductors of a service line or aerial consumer mains are terminated on a consumer's structure." }, { "self_ref": "#/texts/773", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 53, "bbox": { "l": 85.08000000000004, "t": 484.9402999999999, "r": 216.0828, "b": 471.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "1.4.94 Point of entry", "text": "1.4.94 Point of entry", "level": 1 }, { "self_ref": "#/texts/774", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 53, "bbox": { "l": 85.08000000000001, "t": 464.9602999999999, "r": 513.5928000000009, "b": 437.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "The point at which the consumer mains or the underground service cable enters a structure.", "text": "The point at which the consumer mains or the underground service cable enters a structure." }, { "self_ref": "#/texts/775", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 53, "bbox": { "l": 85.08000000000001, "t": 430.94029999999987, "r": 225.7020000000002, "b": 417.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "1.4.95 Point of supply", "text": "1.4.95 Point of supply", "level": 1 }, { "self_ref": "#/texts/776", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 53, "bbox": { "l": 85.08000000000001, "t": 410.96029999999985, "r": 345.83880000000033, "b": 397.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "The junction of the consumer mains with-", "text": "The junction of the consumer mains with-" }, { "self_ref": "#/texts/777", "parent": { "$ref": "#/groups/73" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 53, "bbox": { "l": 85.08000000000001, "t": 390.9202999999998, "r": 422.6219999999997, "b": 377.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "(a) conductors of an electricity distribution system; or", "text": "(a) conductors of an electricity distribution system; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/778", "parent": { "$ref": "#/groups/73" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 53, "bbox": { "l": 85.08000000000001, "t": 370.9402999999998, "r": 513.7092000000007, "b": 343.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "(b) output terminals of an electricity generating system within the premises.", "text": "(b) output terminals of an electricity generating system within the premises.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/779", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 53, "bbox": { "l": 85.08000000000004, "t": 336.92029999999977, "r": 343.9992000000003, "b": 323.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "1.4.96 Protected extra-low voltage (PELV)", "text": "1.4.96 Protected extra-low voltage (PELV)", "level": 1 }, { "self_ref": "#/texts/780", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 53, "bbox": { "l": 85.08000000000004, "t": 316.94029999999975, "r": 513.5904000000002, "b": 289.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "An extra-low voltage system that is not electrically separated from earth, but that otherwise satisfies all the requirements for SELV.", "text": "An extra-low voltage system that is not electrically separated from earth, but that otherwise satisfies all the requirements for SELV." }, { "self_ref": "#/texts/781", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 53, "bbox": { "l": 85.08000000000004, "t": 282.92029999999977, "r": 236.33279999999993, "b": 269.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "1.4.97 Protection, basic", "text": "1.4.97 Protection, basic", "level": 1 }, { "self_ref": "#/texts/782", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 53, "bbox": { "l": 85.08000000000004, "t": 262.94029999999975, "r": 513.6696000000006, "b": 235.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 150 ] } ], "orig": "Protection against dangers that may arise from direct contact with live parts of the installation (see Figure 1.2 and Clause 1.4.38 Contact, direct) .", "text": "Protection against dangers that may arise from direct contact with live parts of the installation (see Figure 1.2 and Clause 1.4.38 Contact, direct) ." }, { "self_ref": "#/texts/783", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 53, "bbox": { "l": 85.0800000000001, "t": 228.92029999999977, "r": 230.98080000000002, "b": 215.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "1.4.98 Protection, fault", "text": "1.4.98 Protection, fault", "level": 1 }, { "self_ref": "#/texts/784", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 53, "bbox": { "l": 85.0800000000001, "t": 208.94029999999975, "r": 513.6492000000005, "b": 153.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 273 ] } ], "orig": "Protection against dangers that may arise from indirect contact with live parts of the installation (contact with an exposed conductive part that is not normally live but has become live under fault conditions) (see Figure 1.3 and Clause 1.4.39 Contact, indirect).", "text": "Protection against dangers that may arise from indirect contact with live parts of the installation (contact with an exposed conductive part that is not normally live but has become live under fault conditions) (see Figure 1.3 and Clause 1.4.39 Contact, indirect)." }, { "self_ref": "#/texts/785", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 53, "bbox": { "l": 85.0800000000001, "t": 146.96029999999973, "r": 313.6428000000003, "b": 133.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "1.4.99 Protective earth neutral (PEN)", "text": "1.4.99 Protective earth neutral (PEN)", "level": 1 }, { "self_ref": "#/texts/786", "parent": { "$ref": "#/groups/74" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 53, "bbox": { "l": 63.6, "t": 127.69219999999996, "r": 513.4500000000003, "b": 112.09051999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "Neutral and protective earth functions combined in a single conductor. *", "text": "Neutral and protective earth functions combined in a single conductor. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/787", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 53, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/788", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 53, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/789", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 54, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/790", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 54, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/791", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 54, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/792", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 54, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "50", "text": "50" }, { "self_ref": "#/texts/793", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 54, "bbox": { "l": 85.08, "t": 744.9203, "r": 320.86560000000026, "b": 731.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "1.4.100 Protective earthing conductor", "text": "1.4.100 Protective earthing conductor", "level": 1 }, { "self_ref": "#/texts/794", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 54, "bbox": { "l": 85.08, "t": 724.9403, "r": 513.5736000000004, "b": 711.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "An earthing conductor, other than a main earthing conductor,", "text": "An earthing conductor, other than a main earthing conductor," }, { "self_ref": "#/texts/795", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 54, "bbox": { "l": 85.07999999999998, "t": 710.9603, "r": 513.6216000000004, "b": 655.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 250 ] } ], "orig": "intended to carry earth fault currents and connecting any portion of the earthing system to the portion of the electrical installation or electrical equipment required to be earthed, or to any other portion of the earthing system.", "text": "intended to carry earth fault currents and connecting any portion of the earthing system to the portion of the electrical installation or electrical equipment required to be earthed, or to any other portion of the earthing system." }, { "self_ref": "#/texts/796", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 54, "bbox": { "l": 113.46000000000001, "t": 648.9203, "r": 442.0680000000007, "b": 635.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "RCD [see Clause 1.4.102 Residual current device (RCD)].", "text": "RCD [see Clause 1.4.102 Residual current device (RCD)]." }, { "self_ref": "#/texts/797", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 54, "bbox": { "l": 113.46000000000001, "t": 628.9403, "r": 448.3536000000005, "b": 615.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "Readily accessible (see Clause 1.4.3 Accessible, readily).", "text": "Readily accessible (see Clause 1.4.3 Accessible, readily)." }, { "self_ref": "#/texts/798", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 54, "bbox": { "l": 113.46000000000002, "t": 608.9603, "r": 435.9792000000004, "b": 595.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "Readily available (see Clause 1.4.19 Available, readily).", "text": "Readily available (see Clause 1.4.19 Available, readily)." }, { "self_ref": "#/texts/799", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 54, "bbox": { "l": 113.46000000000004, "t": 588.9203, "r": 475.10399999999976, "b": 575.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "Regulatory authority (see Clause 1.4.17 Authority, regulatory).", "text": "Regulatory authority (see Clause 1.4.17 Authority, regulatory)." }, { "self_ref": "#/texts/800", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 54, "bbox": { "l": 113.46000000000004, "t": 568.9403, "r": 464.8656000000006, "b": 555.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "Reinforced insulation (see Clause 1.4.73 Insulation system).", "text": "Reinforced insulation (see Clause 1.4.73 Insulation system)." }, { "self_ref": "#/texts/801", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 54, "bbox": { "l": 85.08000000000004, "t": 548.9603, "r": 180.6168, "b": 535.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "1.4.101 Repair", "text": "1.4.101 Repair", "level": 1 }, { "self_ref": "#/texts/802", "parent": { "$ref": "#/groups/75" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 54, "bbox": { "l": 66.12, "t": 530.2922, "r": 513.6744000000012, "b": 501.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "The work to restore the electrical installation to safe and sound working condition after deterioration or damage has occurred. *", "text": "The work to restore the electrical installation to safe and sound working condition after deterioration or damage has occurred. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/803", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 54, "bbox": { "l": 85.08000000000004, "t": 494.96029999999996, "r": 322.7808, "b": 481.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "1.4.102 Residual current device (RCD)", "text": "1.4.102 Residual current device (RCD)", "level": 1 }, { "self_ref": "#/texts/804", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 54, "bbox": { "l": 85.08000000000004, "t": 474.92029999999994, "r": 513.5999999999998, "b": 433.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 181 ] } ], "orig": "A device intended to isolate supply to protected circuits, socketoutlets or electrical equipment in the event of a current flow to earth that exceeds a predetermined value.", "text": "A device intended to isolate supply to protected circuits, socketoutlets or electrical equipment in the event of a current flow to earth that exceeds a predetermined value." }, { "self_ref": "#/texts/805", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 54, "bbox": { "l": 85.08000000000004, "t": 426.9202999999999, "r": 232.94400000000002, "b": 413.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "1.4.103 Ripple-free d.c.", "text": "1.4.103 Ripple-free d.c.", "level": 1 }, { "self_ref": "#/texts/806", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 54, "bbox": { "l": 85.08000000000004, "t": 406.94029999999987, "r": 513.6503999999999, "b": 379.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "For sinusoidal ripple voltage, a ripple content not exceeding 10% r.m.s.", "text": "For sinusoidal ripple voltage, a ripple content not exceeding 10% r.m.s." }, { "self_ref": "#/texts/807", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 54, "bbox": { "l": 96.42, "t": 375.8372, "r": 513.3997739999993, "b": 363.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "NOTE: The maximum peak value does not exceed 140 V for a nominal 120 V", "text": "NOTE: The maximum peak value does not exceed 140 V for a nominal 120 V" }, { "self_ref": "#/texts/808", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 54, "bbox": { "l": 96.42, "t": 362.877506, "r": 484.16332799999935, "b": 350.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "ripple-free d.c. system and 70 V for a nominal 60 V ripple-free d.c. system.", "text": "ripple-free d.c. system and 70 V for a nominal 60 V ripple-free d.c. system." }, { "self_ref": "#/texts/809", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 54, "bbox": { "l": 85.08, "t": 343.9404, "r": 226.38480000000018, "b": 330.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "1.4.104 Safety service", "text": "1.4.104 Safety service", "level": 1 }, { "self_ref": "#/texts/810", "parent": { "$ref": "#/groups/76" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 54, "bbox": { "l": 85.07999999999998, "t": 323.96039999999994, "r": 513.6408000000001, "b": 282.5483999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 150 ] } ], "orig": "A system or component that operates to identify an emergency, or is intended to operate during an emergency, and is primarily associated fire-fighting", "text": "A system or component that operates to identify an emergency, or is intended to operate during an emergency, and is primarily associated fire-fighting", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/811", "parent": { "$ref": "#/groups/76" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 54, "bbox": { "l": 66.6, "t": 322.7522, "r": 432.06719999999984, "b": 268.5683999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 83 ] } ], "orig": "with the safety of persons evacuating a building, operations or fire suppression. *", "text": "with the safety of persons evacuating a building, operations or fire suppression. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/812", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 54, "bbox": { "l": 85.07999999999996, "t": 261.9204, "r": 313.87800000000004, "b": 248.52839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "Safety services include the following:", "text": "Safety services include the following:" }, { "self_ref": "#/texts/813", "parent": { "$ref": "#/groups/77" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 54, "bbox": { "l": 85.07999999999996, "t": 241.94039999999995, "r": 423.8508000000006, "b": 228.5483999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "(a) Fire detection, warning and extinguishing systems.", "text": "(a) Fire detection, warning and extinguishing systems.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/814", "parent": { "$ref": "#/groups/77" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 54, "bbox": { "l": 85.07999999999996, "t": 221.96039999999994, "r": 261.44160000000016, "b": 208.56839999999988, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "(b) Smoke control systems.", "text": "(b) Smoke control systems.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/815", "parent": { "$ref": "#/groups/77" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 54, "bbox": { "l": 85.07999999999996, "t": 201.92039999999997, "r": 241.24919999999977, "b": 188.52839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "(c) Evacuation systems.", "text": "(c) Evacuation systems.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/816", "parent": { "$ref": "#/groups/77" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 54, "bbox": { "l": 85.07999999999996, "t": 181.94039999999995, "r": 214.23359999999983, "b": 168.5483999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "(d) Emergency lifts.", "text": "(d) Emergency lifts.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/817", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 54, "bbox": { "l": 96.42, "t": 164.87720000000002, "r": 513.3690300000005, "b": 126.58335199999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "NOTE: For the definition of a 'fire safety system' refer to the National Construction Code (Australia) and 'essential service' in the New Zealand Building Code.", "text": "NOTE: For the definition of a 'fire safety system' refer to the National Construction Code (Australia) and 'essential service' in the New Zealand Building Code." }, { "self_ref": "#/texts/818", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 54, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/819", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 55, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/820", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 55, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/821", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 55, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "51", "text": "51" }, { "self_ref": "#/texts/822", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 55, "bbox": { "l": 85.08, "t": 750.9203, "r": 353.6460000000002, "b": 737.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "1.4.105 Separated extra-low voltage (SELV)", "text": "1.4.105 Separated extra-low voltage (SELV)", "level": 1 }, { "self_ref": "#/texts/823", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 55, "bbox": { "l": 85.07999999999998, "t": 730.9403, "r": 513.6768, "b": 703.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 146 ] } ], "orig": "An extra-low voltage system that is electrically separated from earth and from other systems in such a way that a single fault cannot give", "text": "An extra-low voltage system that is electrically separated from earth and from other systems in such a way that a single fault cannot give" }, { "self_ref": "#/texts/824", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 55, "bbox": { "l": 85.07999999999998, "t": 702.9203, "r": 282.27840000000003, "b": 689.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "rise to the risk of electric shock.", "text": "rise to the risk of electric shock." }, { "self_ref": "#/texts/825", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 55, "bbox": { "l": 85.07999999999998, "t": 682.9403, "r": 293.00399999999996, "b": 669.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "1.4.106 Service protective device", "text": "1.4.106 Service protective device", "level": 1 }, { "self_ref": "#/texts/826", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 55, "bbox": { "l": 85.07999999999998, "t": 662.9603, "r": 513.6336, "b": 649.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "A fuse or circuit-breaker installed as required by the electricity", "text": "A fuse or circuit-breaker installed as required by the electricity" }, { "self_ref": "#/texts/827", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 55, "bbox": { "l": 85.07999999999998, "t": 648.9203, "r": 513.6599999999996, "b": 621.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "distributor for interrupting the supply to an electrical installation on a consumer's premises from the supply main.", "text": "distributor for interrupting the supply to an electrical installation on a consumer's premises from the supply main." }, { "self_ref": "#/texts/828", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 55, "bbox": { "l": 85.07999999999998, "t": 614.9603, "r": 171.65759999999997, "b": 601.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "1.4.107 Shall", "text": "1.4.107 Shall", "level": 1 }, { "self_ref": "#/texts/829", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 55, "bbox": { "l": 85.07999999999998, "t": 594.9203, "r": 302.37599999999986, "b": 581.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "Indicates a statement is mandatory.", "text": "Indicates a statement is mandatory." }, { "self_ref": "#/texts/830", "parent": { "$ref": "#/groups/78" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 55, "bbox": { "l": 85.07999999999998, "t": 574.9403, "r": 183.89399999999995, "b": 561.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "1.4.108 Should", "text": "1.4.108 Should", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/831", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 55, "bbox": { "l": 85.07999999999998, "t": 554.9603, "r": 261.92280000000005, "b": 541.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "Indicates a recommendation.", "text": "Indicates a recommendation." }, { "self_ref": "#/texts/832", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 55, "bbox": { "l": 85.07999999999998, "t": 534.9203, "r": 280.1016000000001, "b": 521.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "1.4.109 Socket, cord-extension", "text": "1.4.109 Socket, cord-extension", "level": 1 }, { "self_ref": "#/texts/833", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 55, "bbox": { "l": 85.07999999999998, "t": 514.9403, "r": 513.7488000000005, "b": 487.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "A device, arranged for attachment to a flexible cord, having contacts whereby a detachable connection may be made with the pins of a plug.", "text": "A device, arranged for attachment to a flexible cord, having contacts whereby a detachable connection may be made with the pins of a plug." }, { "self_ref": "#/texts/834", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 55, "bbox": { "l": 85.08000000000001, "t": 480.92029999999994, "r": 221.34719999999996, "b": 467.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "1.4.110 Socket-outlet", "text": "1.4.110 Socket-outlet", "level": 1 }, { "self_ref": "#/texts/835", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 55, "bbox": { "l": 85.07999999999998, "t": 460.9402999999999, "r": 513.6876000000005, "b": 405.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 307 ] } ], "orig": "A device for fixing or suspension at a point, and having contacts intended for making a detachable connection with the contacts of a The term 'socket-outlet' is deemed to include a cord-extension socket attached to a flexible cord that is permanently connected to installation", "text": "A device for fixing or suspension at a point, and having contacts intended for making a detachable connection with the contacts of a The term 'socket-outlet' is deemed to include a cord-extension socket attached to a flexible cord that is permanently connected to installation" }, { "self_ref": "#/texts/836", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 55, "bbox": { "l": 85.07999999999998, "t": 432.9202999999999, "r": 125.184, "b": 391.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "plug. wiring.", "text": "plug. wiring." }, { "self_ref": "#/texts/837", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 55, "bbox": { "l": 85.07999999999998, "t": 384.9202999999998, "r": 359.63760000000036, "b": 371.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "1.4.111 Socket-outlet-Multiple combination", "text": "1.4.111 Socket-outlet-Multiple combination", "level": 1 }, { "self_ref": "#/texts/838", "parent": { "$ref": "#/groups/79" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 55, "bbox": { "l": 66.6, "t": 364.9402999999998, "r": 513.6119999999999, "b": 349.27052000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "A socket-outlet having two or more sets of contacts intended for *", "text": "A socket-outlet having two or more sets of contacts intended for *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/839", "parent": { "$ref": "#/groups/79" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 55, "bbox": { "l": 85.07999999999996, "t": 350.9602999999998, "r": 513.6875999999997, "b": 323.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "making detachable connections with the contacts of two or more plugs.", "text": "making detachable connections with the contacts of two or more plugs.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/840", "parent": { "$ref": "#/groups/79" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 55, "bbox": { "l": 85.07999999999996, "t": 316.94029999999975, "r": 372.08880000000033, "b": 303.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "1.4.112 Socket residual current device (SRCD)", "text": "1.4.112 Socket residual current device (SRCD)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/841", "parent": { "$ref": "#/groups/79" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 55, "bbox": { "l": 66.6, "t": 298.0322, "r": 334.58880000000033, "b": 282.43052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "An SRCD is either a fixed socket-outlet-*", "text": "An SRCD is either a fixed socket-outlet-*", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/842", "parent": { "$ref": "#/groups/79" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 55, "bbox": { "l": 85.07999999999996, "t": 276.92029999999977, "r": 260.77920000000006, "b": 263.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "(a) with an integral RCD; or", "text": "(a) with an integral RCD; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/843", "parent": { "$ref": "#/groups/79" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 55, "bbox": { "l": 85.07999999999996, "t": 256.94029999999975, "r": 509.88960000000003, "b": 229.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "(b) with a separate RCD intended to be associated with the socketoutlet and mounted adjacent to the socket-outlet.", "text": "(b) with a separate RCD intended to be associated with the socketoutlet and mounted adjacent to the socket-outlet.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/844", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 55, "bbox": { "l": 85.07999999999996, "t": 222.92029999999977, "r": 424.1447999999997, "b": 209.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "The RCD may be with or without overcurrent protection.", "text": "The RCD may be with or without overcurrent protection." }, { "self_ref": "#/texts/845", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 55, "bbox": { "l": 85.07999999999996, "t": 202.94029999999975, "r": 513.6108000000008, "b": 175.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "An SRCD may have feed through facility to enable RCD protection of downstream socket-outlets.", "text": "An SRCD may have feed through facility to enable RCD protection of downstream socket-outlets." }, { "self_ref": "#/texts/846", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 55, "bbox": { "l": 85.07999999999996, "t": 168.92029999999977, "r": 513.5976000000007, "b": 141.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "Refer to IEC 62640 or the requirements of AS/NZS 3190 and AS/NZS 3112.", "text": "Refer to IEC 62640 or the requirements of AS/NZS 3190 and AS/NZS 3112." }, { "self_ref": "#/texts/847", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 55, "bbox": { "l": 85.07999999999996, "t": 134.96029999999973, "r": 206.7660000000001, "b": 121.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "1.4.113 Soft wiring", "text": "1.4.113 Soft wiring", "level": 1 }, { "self_ref": "#/texts/848", "parent": { "$ref": "#/groups/80" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 55, "bbox": { "l": 66.6, "t": 114.92029999999977, "r": 513.6228000000011, "b": 87.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "A wiring system using installation couplers installed as a subcircuit or a part of a subcircuit in an installation. *", "text": "A wiring system using installation couplers installed as a subcircuit or a part of a subcircuit in an installation. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/849", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 55, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/850", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 55, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/851", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 56, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/852", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 56, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/853", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 56, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/854", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 56, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "52", "text": "52" }, { "self_ref": "#/texts/855", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 56, "bbox": { "l": 85.08, "t": 744.9203, "r": 243.6503999999999, "b": 731.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "1.4.114 Source of supply", "text": "1.4.114 Source of supply", "level": 1 }, { "self_ref": "#/texts/856", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 56, "bbox": { "l": 85.08, "t": 724.9403, "r": 513.7068000000006, "b": 641.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 401 ] } ], "orig": "Where used in relation to any electrical installation, the generator, converter, transformer, etc., or group of generators, converters, or transformers, to which the supply mains conveying electricity to that particular electrical installation are connected and that generates, converts, or transforms the electrical energy so supplied to that electrical installation.", "text": "Where used in relation to any electrical installation, the generator, converter, transformer, etc., or group of generators, converters, or transformers, to which the supply mains conveying electricity to that particular electrical installation are connected and that generates, converts, or transforms the electrical energy so supplied to that electrical installation." }, { "self_ref": "#/texts/857", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 56, "bbox": { "l": 85.08000000000001, "t": 634.9403, "r": 236.5752, "b": 621.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "1.4.115 Subcircuit, final", "text": "1.4.115 Subcircuit, final", "level": 1 }, { "self_ref": "#/texts/858", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 56, "bbox": { "l": 85.07999999999993, "t": 614.9603, "r": 513.6612000000006, "b": 517.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 502 ] } ], "orig": "A circuit originating at a switchboard and to which only consuming devices or points will be connected. The origin of a final subcircuit is deemed to be at the connecting devices of the neutral bar or link or at the load terminals of the circuit protective devices provided within or on a switchboard specifically for the connection of the circuit. The termination of a final subcircuit is deemed to be at the supply terminals of consuming devices or points.", "text": "A circuit originating at a switchboard and to which only consuming devices or points will be connected. The origin of a final subcircuit is deemed to be at the connecting devices of the neutral bar or link or at the load terminals of the circuit protective devices provided within or on a switchboard specifically for the connection of the circuit. The termination of a final subcircuit is deemed to be at the supply terminals of consuming devices or points." }, { "self_ref": "#/texts/859", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 56, "bbox": { "l": 85.07999999999993, "t": 510.92029999999994, "r": 201.21119999999988, "b": 497.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "1.4.116 Submains", "text": "1.4.116 Submains", "level": 1 }, { "self_ref": "#/texts/860", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 56, "bbox": { "l": 85.07999999999993, "t": 490.9402999999999, "r": 510.0203999999996, "b": 477.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "A circuit originating at a switchboard to supply another switchboard.", "text": "A circuit originating at a switchboard to supply another switchboard.", "level": 1 }, { "self_ref": "#/texts/861", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 56, "bbox": { "l": 85.07999999999987, "t": 476.9602999999999, "r": 513.6696000000006, "b": 407.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 348 ] } ], "orig": "The origin of the submains is deemed to be at the connecting devices of the neutral bar or link or at the load terminals of the circuit protective devices provided within or on a switchboard specifically for the connection of the submains. The termination of the submains is deemed to be at the supply terminals of the other switchboard.", "text": "The origin of the submains is deemed to be at the connecting devices of the neutral bar or link or at the load terminals of the circuit protective devices provided within or on a switchboard specifically for the connection of the submains. The termination of the submains is deemed to be at the supply terminals of the other switchboard." }, { "self_ref": "#/texts/862", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 56, "bbox": { "l": 85.07999999999987, "t": 400.9402999999998, "r": 206.47439999999997, "b": 387.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "1.4.117 Substation", "text": "1.4.117 Substation", "level": 1 }, { "self_ref": "#/texts/863", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 56, "bbox": { "l": 85.07999999999987, "t": 380.9602999999998, "r": 513.6672, "b": 339.54829999999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 203 ] } ], "orig": "An assembly of electrical equipment at one place, including any necessary housing, for the conversion or transformation of electric energy or for connection between two or more circuits.", "text": "An assembly of electrical equipment at one place, including any necessary housing, for the conversion or transformation of electric energy or for connection between two or more circuits." }, { "self_ref": "#/texts/864", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 56, "bbox": { "l": 96.42, "t": 335.87719999999996, "r": 513.3591480000002, "b": 310.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": "NOTE: Measurement transformers and protection transformers are not considered to be transformers for the purpose of this Standard.", "text": "NOTE: Measurement transformers and protection transformers are not considered to be transformers for the purpose of this Standard." }, { "self_ref": "#/texts/865", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 56, "bbox": { "l": 113.46, "t": 303.9204, "r": 489.7848000000011, "b": 290.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "Supplementary insulation (see Clause 1.4.73 Insulation system).", "text": "Supplementary insulation (see Clause 1.4.73 Insulation system)." }, { "self_ref": "#/texts/866", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 56, "bbox": { "l": 85.08000000000001, "t": 283.94039999999995, "r": 253.86719999999994, "b": 270.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "1.4.118 Supply, alternative", "text": "1.4.118 Supply, alternative", "level": 1 }, { "self_ref": "#/texts/867", "parent": { "$ref": "#/groups/81" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 56, "bbox": { "l": 66.6, "t": 263.96039999999994, "r": 513.6828000000003, "b": 222.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "A supply system intended to maintain the functioning of an electrical installation or a part or parts thereof, in case of interruption of the normal supply. *", "text": "A supply system intended to maintain the functioning of an electrical installation or a part or parts thereof, in case of interruption of the normal supply. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/868", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 56, "bbox": { "l": 85.08000000000004, "t": 215.96040000000005, "r": 232.42079999999999, "b": 202.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "1.4.119 Supply, normal", "text": "1.4.119 Supply, normal", "level": 1 }, { "self_ref": "#/texts/869", "parent": { "$ref": "#/groups/82" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 56, "bbox": { "l": 66.6, "t": 196.1522, "r": 513.6552000000001, "b": 168.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "The source of supply that the electrical installation is supplied from under normal conditions of operation. *", "text": "The source of supply that the electrical installation is supplied from under normal conditions of operation. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/870", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 56, "bbox": { "l": 96.42, "t": 164.87720000000002, "r": 513.2625240000006, "b": 139.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 118 ] } ], "orig": "NOTE: The normal supply is usually from a distribution network, but may instead be from a generation system.", "text": "NOTE: The normal supply is usually from a distribution network, but may instead be from a generation system." }, { "self_ref": "#/texts/871", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 56, "bbox": { "l": 85.08, "t": 132.9203, "r": 279.8699999999999, "b": 119.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "1.4.120 Supply, supplementary", "text": "1.4.120 Supply, supplementary", "level": 1 }, { "self_ref": "#/texts/872", "parent": { "$ref": "#/groups/83" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 56, "bbox": { "l": 66.6, "t": 114.19219999999996, "r": 507.47640000000047, "b": 98.59051999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "A supply system intended to operate in conjunction with the normal supply. *", "text": "A supply system intended to operate in conjunction with the normal supply. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/873", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 56, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/874", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 57, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/875", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 57, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "53", "text": "53" }, { "self_ref": "#/texts/876", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 57, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/877", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 57, "bbox": { "l": 113.46, "t": 750.9203, "r": 456.7007999999999, "b": 737.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "Suspended ceiling (see Clause 1.4.28 Ceiling, suspended).", "text": "Suspended ceiling (see Clause 1.4.28 Ceiling, suspended)." }, { "self_ref": "#/texts/878", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 57, "bbox": { "l": 85.08000000000004, "t": 730.9403, "r": 216.75360000000018, "b": 717.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "1.4.121 Switchboard", "text": "1.4.121 Switchboard", "level": 1 }, { "self_ref": "#/texts/879", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 57, "bbox": { "l": 85.07999999999998, "t": 710.9603, "r": 513.6432, "b": 655.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 254 ] } ], "orig": "An assembly of circuit protective devices, with or without switchgear, instruments or connecting devices, suitably arranged and mounted for distribution to, and protection of, one or more submains or final subcircuits, or a combination of both.", "text": "An assembly of circuit protective devices, with or without switchgear, instruments or connecting devices, suitably arranged and mounted for distribution to, and protection of, one or more submains or final subcircuits, or a combination of both." }, { "self_ref": "#/texts/880", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 57, "bbox": { "l": 85.07999999999998, "t": 648.9203, "r": 253.31279999999984, "b": 635.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "1.4.122 Switchboard, main", "text": "1.4.122 Switchboard, main", "level": 1 }, { "self_ref": "#/texts/881", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 57, "bbox": { "l": 85.07999999999998, "t": 628.9403, "r": 513.5735999999999, "b": 601.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "A switchboard from which the supply to the whole electrical installation can be controlled.", "text": "A switchboard from which the supply to the whole electrical installation can be controlled." }, { "self_ref": "#/texts/882", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 57, "bbox": { "l": 85.07999999999998, "t": 594.9203, "r": 208.46760000000012, "b": 581.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "1.4.123 Switchgear", "text": "1.4.123 Switchgear", "level": 1 }, { "self_ref": "#/texts/883", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 57, "bbox": { "l": 85.07999999999998, "t": 574.9403, "r": 513.6516000000007, "b": 533.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "Equipment for controlling the distribution of electrical energy, or for controlling or protecting circuits, machines, transformers, or other equipment.", "text": "Equipment for controlling the distribution of electrical energy, or for controlling or protecting circuits, machines, transformers, or other equipment." }, { "self_ref": "#/texts/884", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 57, "bbox": { "l": 85.07999999999998, "t": 526.9403, "r": 226.03320000000002, "b": 513.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "1.4.124 Touch current", "text": "1.4.124 Touch current", "level": 1 }, { "self_ref": "#/texts/885", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 57, "bbox": { "l": 85.07999999999998, "t": 506.96029999999996, "r": 513.6792000000008, "b": 451.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 239 ] } ], "orig": "Electric current that passes through a human body, or an animal body, when that body touches one or more accessible parts of electrical equipment or an electrical installation, under normal conditions or fault conditions.", "text": "Electric current that passes through a human body, or an animal body, when that body touches one or more accessible parts of electrical equipment or an electrical installation, under normal conditions or fault conditions." }, { "self_ref": "#/texts/886", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 57, "bbox": { "l": 85.07999999999998, "t": 444.9202999999999, "r": 226.68479999999988, "b": 431.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "1.4.125 Touch voltage", "text": "1.4.125 Touch voltage", "level": 1 }, { "self_ref": "#/texts/887", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 57, "bbox": { "l": 85.07999999999998, "t": 424.94029999999987, "r": 451.9212000000009, "b": 411.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "Voltage appearing between simultaneously accessible parts.", "text": "Voltage appearing between simultaneously accessible parts." }, { "self_ref": "#/texts/888", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 57, "bbox": { "l": 96.42, "t": 407.87719999999996, "r": 145.63345799999996, "b": 395.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/889", "parent": { "$ref": "#/groups/84" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 57, "bbox": { "l": 96.42, "t": 391.85738, "r": 409.88143200000053, "b": 379.6037, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "1 This term is used only in connection with fault protection.", "text": "1 This term is used only in connection with fault protection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/890", "parent": { "$ref": "#/groups/84" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 57, "bbox": { "l": 96.42, "t": 375.83756, "r": 513.3558539999995, "b": 337.604102, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 158 ] } ], "orig": "2 In certain cases the value of the touch voltage may be appreciably influenced by the impedance of the person or livestock in contact with these parts.", "text": "2 In certain cases the value of the touch voltage may be appreciably influenced by the impedance of the person or livestock in contact with these parts.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/891", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 57, "bbox": { "l": 85.08, "t": 330.92040000000003, "r": 221.77200000000013, "b": 317.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "1.4.126 Track system", "text": "1.4.126 Track system", "level": 1 }, { "self_ref": "#/texts/892", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 57, "bbox": { "l": 85.07999999999998, "t": 310.94039999999995, "r": 513.7163999999999, "b": 269.5283999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "A system of enclosed wiring comprising conductors spaced apart by, or supported on, insulating material within a channel and having plugin facilities along its length.", "text": "A system of enclosed wiring comprising conductors spaced apart by, or supported on, insulating material within a channel and having plugin facilities along its length." }, { "self_ref": "#/texts/893", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 57, "bbox": { "l": 85.07999999999998, "t": 262.94039999999995, "r": 513.5892000000006, "b": 235.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "Exception: This definition does not apply to busbar trunking systems (busways) complying with either AS/NZS 61439.6 or AS/NZS 3439.2.", "text": "Exception: This definition does not apply to busbar trunking systems (busways) complying with either AS/NZS 61439.6 or AS/NZS 3439.2." }, { "self_ref": "#/texts/894", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 57, "bbox": { "l": 85.08000000000004, "t": 228.92039999999997, "r": 234.7284000000001, "b": 215.52839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "1.4.127 Trunking, cable", "text": "1.4.127 Trunking, cable", "level": 1 }, { "self_ref": "#/texts/895", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 57, "bbox": { "l": 85.08000000000001, "t": 208.94039999999995, "r": 513.6635999999996, "b": 181.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "A trunk or trough for housing and protecting electrical cables and conductors.", "text": "A trunk or trough for housing and protecting electrical cables and conductors." }, { "self_ref": "#/texts/896", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 57, "bbox": { "l": 85.08000000000001, "t": 174.92039999999997, "r": 186.91199999999998, "b": 161.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "1.4.128 Voltage", "text": "1.4.128 Voltage", "level": 1 }, { "self_ref": "#/texts/897", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 57, "bbox": { "l": 85.08000000000001, "t": 154.94039999999995, "r": 513.6024000000002, "b": 127.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "Differences of potential normally existing between conductors or between conductors and earth as follows:", "text": "Differences of potential normally existing between conductors or between conductors and earth as follows:" }, { "self_ref": "#/texts/898", "parent": { "$ref": "#/groups/85" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 57, "bbox": { "l": 85.08000000000004, "t": 120.92040000000009, "r": 513.6239999999999, "b": 93.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "(a) Extra-low voltage Not exceeding 50 V a.c. or 120 V ripple-free d.c.", "text": "(a) Extra-low voltage Not exceeding 50 V a.c. or 120 V ripple-free d.c.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/899", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 57, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/900", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 58, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/901", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 58, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "54", "text": "54" }, { "self_ref": "#/texts/902", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 58, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/903", "parent": { "$ref": "#/groups/86" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 58, "bbox": { "l": 85.08, "t": 744.9203, "r": 513.6756000000004, "b": 717.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "(b) Low voltage Exceeding extra-low voltage, but not exceeding 1000 V a.c. or 1500 V d.c.", "text": "(b) Low voltage Exceeding extra-low voltage, but not exceeding 1000 V a.c. or 1500 V d.c.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/904", "parent": { "$ref": "#/groups/86" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 58, "bbox": { "l": 85.08000000000001, "t": 710.9603, "r": 342.0359999999999, "b": 697.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "(c) High voltage Exceeding low voltage.", "text": "(c) High voltage Exceeding low voltage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/905", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 58, "bbox": { "l": 85.08000000000001, "t": 690.9203, "r": 239.5944, "b": 677.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "1.4.129 Wiring, catenary", "text": "1.4.129 Wiring, catenary", "level": 1 }, { "self_ref": "#/texts/906", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 58, "bbox": { "l": 85.07999999999998, "t": 670.9403, "r": 513.628800000001, "b": 643.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "A system of wiring consisting of a cable or cables attached at intervals to a suitable support that is suspended between two points.", "text": "A system of wiring consisting of a cable or cables attached at intervals to a suitable support that is suspended between two points." }, { "self_ref": "#/texts/907", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 58, "bbox": { "l": 85.07999999999998, "t": 636.9203, "r": 243.65520000000018, "b": 623.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "1.4.130 Wiring enclosure", "text": "1.4.130 Wiring enclosure", "level": 1 }, { "self_ref": "#/texts/908", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 58, "bbox": { "l": 85.07999999999998, "t": 616.9403, "r": 513.6888, "b": 561.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 235 ] } ], "orig": "A pipe, tube, duct, conduit or cable trunking, fixed or supported in position in accordance with the appropriate requirements of this Standard, for the housing or protection of sheathed or unsheathed cables.", "text": "A pipe, tube, duct, conduit or cable trunking, fixed or supported in position in accordance with the appropriate requirements of this Standard, for the housing or protection of sheathed or unsheathed cables." }, { "self_ref": "#/texts/909", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 58, "bbox": { "l": 85.08000000000001, "t": 554.9603, "r": 251.1575999999999, "b": 541.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "1.4.131 Wiring, equipment", "text": "1.4.131 Wiring, equipment", "level": 1 }, { "self_ref": "#/texts/910", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 58, "bbox": { "l": 85.08000000000001, "t": 534.9203, "r": 513.6504000000006, "b": 493.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 171 ] } ], "orig": "All wiring of an appliance or item of electrical equipment, provided with supply terminals for the purpose of connection to an electrical installation.", "text": "All wiring of an appliance or item of electrical equipment, provided with supply terminals for the purpose of connection to an electrical installation." }, { "self_ref": "#/texts/911", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 58, "bbox": { "l": 85.08000000000001, "t": 486.92029999999994, "r": 254.71440000000024, "b": 473.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "1.4.132 Wiring, installation", "text": "1.4.132 Wiring, installation", "level": 1 }, { "self_ref": "#/texts/912", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 58, "bbox": { "l": 85.08000000000003, "t": 466.9402999999999, "r": 513.6408000000006, "b": 439.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "A system of wiring in which cables are fixed or supported in position in accordance with the appropriate requirements of this Standard.", "text": "A system of wiring in which cables are fixed or supported in position in accordance with the appropriate requirements of this Standard." }, { "self_ref": "#/texts/913", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 58, "bbox": { "l": 85.08000000000004, "t": 432.9202999999999, "r": 234.37200000000016, "b": 419.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "1.4.133 Wiring systems", "text": "1.4.133 Wiring systems", "level": 1 }, { "self_ref": "#/texts/914", "parent": { "$ref": "#/groups/87" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 58, "bbox": { "l": 85.08000000000004, "t": 412.94029999999987, "r": 513.6672000000001, "b": 371.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 151 ] } ], "orig": "An assembly made up of one or more conductors, cables or busbars and the parts that secure their fixing and, if necessary, their mechanical protection.", "text": "An assembly made up of one or more conductors, cables or busbars and the parts that secure their fixing and, if necessary, their mechanical protection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/915", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 58, "bbox": { "l": 85.08000000000004, "t": 364.9402999999998, "r": 265.7736000000003, "b": 351.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "1.4.134 Wiring, underground", "text": "1.4.134 Wiring, underground", "level": 1 }, { "self_ref": "#/texts/916", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 58, "bbox": { "l": 85.08000000000004, "t": 344.9602999999998, "r": 513.6383999999997, "b": 289.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 239 ] } ], "orig": "A system of installation wiring in which cables are buried in soil, either directly or in a wiring enclosure beneath the surface of the ground, in accordance with the appropriate requirements of this Standard.", "text": "A system of installation wiring in which cables are buried in soil, either directly or in a wiring enclosure beneath the surface of the ground, in accordance with the appropriate requirements of this Standard." }, { "self_ref": "#/texts/917", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 58, "bbox": { "l": 85.08000000000004, "t": 274.94029999999975, "r": 290.89679999999987, "b": 261.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "1.5 FUNDAMENTAL PRINCIPLES", "text": "1.5 FUNDAMENTAL PRINCIPLES", "level": 1 }, { "self_ref": "#/texts/918", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 58, "bbox": { "l": 85.08000000000004, "t": 254.96029999999973, "r": 366.7200000000004, "b": 241.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "1.5.1 Protection against dangers and damage", "text": "1.5.1 Protection against dangers and damage", "level": 1 }, { "self_ref": "#/texts/919", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 58, "bbox": { "l": 85.08000000000004, "t": 234.92029999999977, "r": 513.6780000000009, "b": 193.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 204 ] } ], "orig": "The requirements of this Standard are intended to ensure the safety of persons, livestock, and property against dangers and damage that may arise in the reasonable use of electrical installations.", "text": "The requirements of this Standard are intended to ensure the safety of persons, livestock, and property against dangers and damage that may arise in the reasonable use of electrical installations." }, { "self_ref": "#/texts/920", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 58, "bbox": { "l": 85.08000000000004, "t": 186.92029999999977, "r": 513.5868000000002, "b": 159.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "In electrical installations, the three major types of risk are listed below, along with applicable requirements:", "text": "In electrical installations, the three major types of risk are listed below, along with applicable requirements:" }, { "self_ref": "#/texts/921", "parent": { "$ref": "#/groups/88" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 58, "bbox": { "l": 85.08000000000004, "t": 152.96029999999973, "r": 513.6240000000008, "b": 111.54829999999981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 205 ] } ], "orig": "(a) Shock current Shock current arising from contact with parts that are live in normal service (direct contact) and contact with parts that become live under fault conditions (indirect contact).", "text": "(a) Shock current Shock current arising from contact with parts that are live in normal service (direct contact) and contact with parts that become live under fault conditions (indirect contact).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/922", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 58, "bbox": { "l": 66.6, "t": 414.85220000000004, "r": 74.862, "b": 399.25052000000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/923", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 58, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/924", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 59, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/925", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 59, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "55", "text": "55" }, { "self_ref": "#/texts/926", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 59, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/927", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 59, "bbox": { "l": 113.46, "t": 750.8372, "r": 162.619656, "b": 738.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/928", "parent": { "$ref": "#/groups/89" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 59, "bbox": { "l": 113.46, "t": 734.87777, "r": 513.3450119999995, "b": 696.583922, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 223 ] } ], "orig": "1 A 'shock current' is an electric current of sufficient magnitude and duration to cause an electric shock. AS/NZS 60479 provides further information on the effects of shock current through the human body.", "text": "1 A 'shock current' is an electric current of sufficient magnitude and duration to cause an electric shock. AS/NZS 60479 provides further information on the effects of shock current through the human body.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/929", "parent": { "$ref": "#/groups/89" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 59, "bbox": { "l": 113.46, "t": 692.8781720000001, "r": 513.3472079999995, "b": 667.604408, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "2 Protection under normal conditions, designated as 'basic protection' (direct contact) is defined in Clause 1.4.97.", "text": "2 Protection under normal conditions, designated as 'basic protection' (direct contact) is defined in Clause 1.4.97.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/930", "parent": { "$ref": "#/groups/89" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 59, "bbox": { "l": 113.46, "t": 663.8382680000001, "r": 513.3812459999991, "b": 638.624894, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "3 Protection under fault conditions, designated as 'fault protection' (indirect contact) is defined in Clause 1.4.98.", "text": "3 Protection under fault conditions, designated as 'fault protection' (indirect contact) is defined in Clause 1.4.98.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/931", "parent": { "$ref": "#/groups/89" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 59, "bbox": { "l": 85.08, "t": 631.9403, "r": 513.7440000000003, "b": 604.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "(b) Excessive temperatures Excessive temperatures likely to cause burns, fires and other damaging effects.", "text": "(b) Excessive temperatures Excessive temperatures likely to cause burns, fires and other damaging effects.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/932", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 59, "bbox": { "l": 113.45999999999995, "t": 597.9203, "r": 513.6060000000009, "b": 542.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 237 ] } ], "orig": "Persons, fixed equipment, and fixed materials adjacent to electrical equipment shall be protected against harmful effects of heat developed by electrical equipment, or thermal radiation, particularly the following effects:", "text": "Persons, fixed equipment, and fixed materials adjacent to electrical equipment shall be protected against harmful effects of heat developed by electrical equipment, or thermal radiation, particularly the following effects:" }, { "self_ref": "#/texts/933", "parent": { "$ref": "#/groups/90" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 59, "bbox": { "l": 113.39999999999995, "t": 535.9403, "r": 370.3656, "b": 522.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "(i) Combustion or degradation of materials.", "text": "(i) Combustion or degradation of materials.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/934", "parent": { "$ref": "#/groups/90" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 59, "bbox": { "l": 113.39999999999995, "t": 515.9603, "r": 222.7463999999999, "b": 502.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "(ii) Risk of burns.", "text": "(ii) Risk of burns.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/935", "parent": { "$ref": "#/groups/90" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 59, "bbox": { "l": 113.39999999999995, "t": 495.92029999999994, "r": 449.8044000000002, "b": 482.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "(iii) Impairment of the safe function of installed equipment.", "text": "(iii) Impairment of the safe function of installed equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/936", "parent": { "$ref": "#/groups/90" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 59, "bbox": { "l": 85.0799999999999, "t": 475.9402999999999, "r": 513.661200000001, "b": 434.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 180 ] } ], "orig": "(c) Explosive atmospheres Equipment installed in areas where explosive gases or dusts may be present shall provide protection against the ignition of such gases or dusts.", "text": "(c) Explosive atmospheres Equipment installed in areas where explosive gases or dusts may be present shall provide protection against the ignition of such gases or dusts.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/937", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 59, "bbox": { "l": 85.07999999999993, "t": 427.94029999999987, "r": 253.80960000000013, "b": 414.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "1.5.2 Control and isolation", "text": "1.5.2 Control and isolation", "level": 1 }, { "self_ref": "#/texts/938", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 59, "bbox": { "l": 85.0799999999999, "t": 407.96029999999985, "r": 513.7296, "b": 366.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 217 ] } ], "orig": "Electrical installations shall be provided with control and isolation devices to prevent or remove hazards associated with the electrical installation and to allow maintenance of electrical equipment.", "text": "Electrical installations shall be provided with control and isolation devices to prevent or remove hazards associated with the electrical installation and to allow maintenance of electrical equipment." }, { "self_ref": "#/texts/939", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 59, "bbox": { "l": 85.07999999999987, "t": 359.9602999999998, "r": 513.5796000000005, "b": 332.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "This may incorporate a device that effectively isolates the equipment from all sources of supply external to the equipment.", "text": "This may incorporate a device that effectively isolates the equipment from all sources of supply external to the equipment." }, { "self_ref": "#/texts/940", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 59, "bbox": { "l": 85.07999999999984, "t": 325.94029999999975, "r": 513.5819999999997, "b": 284.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 202 ] } ], "orig": "The control of safety services shall be arranged so that the control devices are separate from the control of other equipment and are not unintentionally interrupted by the operation of other equipment.", "text": "The control of safety services shall be arranged so that the control devices are separate from the control of other equipment and are not unintentionally interrupted by the operation of other equipment." }, { "self_ref": "#/texts/941", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 59, "bbox": { "l": 85.07999999999987, "t": 277.94029999999975, "r": 513.5844000000001, "b": 250.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "An isolation device shall interrupt all active conductors and may be required to operate in a neutral conductor.", "text": "An isolation device shall interrupt all active conductors and may be required to operate in a neutral conductor." }, { "self_ref": "#/texts/942", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 59, "bbox": { "l": 96.42, "t": 246.83719999999994, "r": 513.3591479999991, "b": 221.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "NOTE: Clause 2.3.2.1.1 contains requirements for the operation of isolation devices in neutral conductors.", "text": "NOTE: Clause 2.3.2.1.1 contains requirements for the operation of isolation devices in neutral conductors." }, { "self_ref": "#/texts/943", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 59, "bbox": { "l": 85.07999999999998, "t": 214.94029999999998, "r": 513.6527999999995, "b": 187.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "An isolation device or switch shall not interrupt an earthing conductor or a combined protective earthing and neutral (PEN) conductor.", "text": "An isolation device or switch shall not interrupt an earthing conductor or a combined protective earthing and neutral (PEN) conductor." }, { "self_ref": "#/texts/944", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 59, "bbox": { "l": 85.07999999999998, "t": 180.9203, "r": 325.4544000000001, "b": 167.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "1.5.3 Protection against electric shock", "text": "1.5.3 Protection against electric shock", "level": 1 }, { "self_ref": "#/texts/945", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 59, "bbox": { "l": 85.07999999999998, "t": 160.94029999999998, "r": 182.93760000000003, "b": 147.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "1.5.3.1 General", "text": "1.5.3.1 General", "level": 1 }, { "self_ref": "#/texts/946", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 59, "bbox": { "l": 85.07999999999998, "t": 140.96029999999996, "r": 513.6348000000007, "b": 99.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 172 ] } ], "orig": "Protection shall be provided against shock current arising from contact with parts that are live in normal service or parts that become live under fault conditions.", "text": "Protection shall be provided against shock current arising from contact with parts that are live in normal service or parts that become live under fault conditions." }, { "self_ref": "#/texts/947", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 59, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/948", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 60, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/949", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 60, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "56", "text": "56" }, { "self_ref": "#/texts/950", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 60, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/951", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 60, "bbox": { "l": 85.07999999999998, "t": 744.9203, "r": 513.6264, "b": 717.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 151 ] } ], "orig": "Live parts shall not be accessible, and accessible conductive parts shall not be live, either under normal conditions or under single fault conditions.", "text": "Live parts shall not be accessible, and accessible conductive parts shall not be live, either under normal conditions or under single fault conditions." }, { "self_ref": "#/texts/952", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 60, "bbox": { "l": 85.07999999999993, "t": 710.9603, "r": 513.6552, "b": 669.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 152 ] } ], "orig": "Clauses 1.5.4, 1.5.5, 1.5.6 and 1.5.7 specify requirements regarding protection against electric shock including basic protection and fault protection.", "text": "Clauses 1.5.4, 1.5.5, 1.5.6 and 1.5.7 specify requirements regarding protection against electric shock including basic protection and fault protection." }, { "self_ref": "#/texts/953", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 60, "bbox": { "l": 85.07999999999993, "t": 662.9603, "r": 513.5964000000006, "b": 635.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 129 ] } ], "orig": "They also deal with the application of these requirements in relation to external influences, such as damp situations.", "text": "They also deal with the application of these requirements in relation to external influences, such as damp situations." }, { "self_ref": "#/texts/954", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 60, "bbox": { "l": 85.07999999999996, "t": 628.9403, "r": 259.88520000000005, "b": 615.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "1.5.3.2 Methods of protection", "text": "1.5.3.2 Methods of protection", "level": 1 }, { "self_ref": "#/texts/955", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 60, "bbox": { "l": 85.07999999999993, "t": 608.9603, "r": 513.6347999999998, "b": 539.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 364 ] } ], "orig": "Protection, under normal conditions, is provided by basic protective provisions and protection under single fault conditions is provided by fault protective provisions. Alternatively, protection against electric shock is provided by an enhanced protective provision that provides protection under normal conditions and under single fault conditions.", "text": "Protection, under normal conditions, is provided by basic protective provisions and protection under single fault conditions is provided by fault protective provisions. Alternatively, protection against electric shock is provided by an enhanced protective provision that provides protection under normal conditions and under single fault conditions." }, { "self_ref": "#/texts/956", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 60, "bbox": { "l": 85.07999999999993, "t": 532.9403, "r": 315.21240000000023, "b": 519.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "A method of protection shall consist of-", "text": "A method of protection shall consist of-" }, { "self_ref": "#/texts/957", "parent": { "$ref": "#/groups/91" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 60, "bbox": { "l": 85.07999999999993, "t": 512.9603, "r": 513.608400000001, "b": 485.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "(a) an appropriate combination of a provision for basic protection and an independent provision for fault protection; or", "text": "(a) an appropriate combination of a provision for basic protection and an independent provision for fault protection; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/958", "parent": { "$ref": "#/groups/91" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 60, "bbox": { "l": 85.07999999999993, "t": 478.9402999999999, "r": 513.6456000000007, "b": 451.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "(b) an enhanced protective provision that provides both basic protection and fault protection.", "text": "(b) an enhanced protective provision that provides both basic protection and fault protection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/959", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 60, "bbox": { "l": 113.46, "t": 447.8372, "r": 516.7400280000005, "b": 422.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "NOTE: An example of an enhanced method of protection is the use of extra-low voltage or of reinforced insulation.", "text": "NOTE: An example of an enhanced method of protection is the use of extra-low voltage or of reinforced insulation." }, { "self_ref": "#/texts/960", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 60, "bbox": { "l": 85.07999999999998, "t": 415.94030000000004, "r": 513.5796000000013, "b": 388.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 161 ] } ], "orig": "Additional protection is specified as part of a method of protection under certain conditions of external influences and in certain special locations.", "text": "Additional protection is specified as part of a method of protection under certain conditions of external influences and in certain special locations." }, { "self_ref": "#/texts/961", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 60, "bbox": { "l": 96.42, "t": 384.8372, "r": 513.2427599999991, "b": 359.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "NOTE: Sections 6 and 7 provide guidance on conditions and special locations requiring additional protection.", "text": "NOTE: Sections 6 and 7 provide guidance on conditions and special locations requiring additional protection." }, { "self_ref": "#/texts/962", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 60, "bbox": { "l": 85.07999999999993, "t": 352.9404, "r": 513.6012000000002, "b": 297.5483999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 253 ] } ], "orig": "Different methods of protection applied to the same installation or part of an installation or within equipment shall have no influence on each other such that failure of one method of protection could impair the other methods of protection.", "text": "Different methods of protection applied to the same installation or part of an installation or within equipment shall have no influence on each other such that failure of one method of protection could impair the other methods of protection." }, { "self_ref": "#/texts/963", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 60, "bbox": { "l": 85.07999999999993, "t": 290.96039999999994, "r": 226.3895999999998, "b": 277.5683999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "1.5.4 Basic protection", "text": "1.5.4 Basic protection", "level": 1 }, { "self_ref": "#/texts/964", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 60, "bbox": { "l": 85.07999999999993, "t": 270.9204, "r": 182.93759999999997, "b": 257.5283999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "1.5.4.1 General", "text": "1.5.4.1 General", "level": 1 }, { "self_ref": "#/texts/965", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 60, "bbox": { "l": 85.07999999999987, "t": 250.94039999999995, "r": 513.6359999999996, "b": 209.52839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 156 ] } ], "orig": "Protection shall be provided against dangers that may arise from contact with parts of the electrical installation that are live in normal service.", "text": "Protection shall be provided against dangers that may arise from contact with parts of the electrical installation that are live in normal service." }, { "self_ref": "#/texts/966", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 60, "bbox": { "l": 85.07999999999987, "t": 202.94039999999995, "r": 259.88519999999994, "b": 189.5483999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "1.5.4.2 Methods of protection", "text": "1.5.4.2 Methods of protection", "level": 1 }, { "self_ref": "#/texts/967", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 60, "bbox": { "l": 85.07999999999987, "t": 182.96039999999994, "r": 513.5832000000004, "b": 155.52839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "Basic protection shall be provided by one or any combination of the following methods:", "text": "Basic protection shall be provided by one or any combination of the following methods:" }, { "self_ref": "#/texts/968", "parent": { "$ref": "#/groups/92" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 60, "bbox": { "l": 85.07999999999987, "t": 148.94039999999995, "r": 372.0000000000001, "b": 135.5483999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "(a) Insulation, in accordance with Clause 1.5.4.3.", "text": "(a) Insulation, in accordance with Clause 1.5.4.3.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/969", "parent": { "$ref": "#/groups/92" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 60, "bbox": { "l": 85.07999999999987, "t": 128.96039999999994, "r": 441.5951999999997, "b": 115.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "(b) Barriers or enclosures, in accordance with Clause 1.5.4.4.", "text": "(b) Barriers or enclosures, in accordance with Clause 1.5.4.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/970", "parent": { "$ref": "#/groups/92" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 60, "bbox": { "l": 85.07999999999984, "t": 108.92039999999997, "r": 373.6919999999996, "b": 95.52839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "(c) Obstacles, in accordance with Clause 1.5.4.5.", "text": "(c) Obstacles, in accordance with Clause 1.5.4.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/971", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 60, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/972", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 61, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/973", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 61, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "57", "text": "57" }, { "self_ref": "#/texts/974", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 61, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/975", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 61, "bbox": { "l": 66.6, "t": 444.2522, "r": 74.862, "b": 428.65052000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/976", "parent": { "$ref": "#/groups/93" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 61, "bbox": { "l": 85.08, "t": 750.9203, "r": 429.78960000000086, "b": 737.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "(d) Placing out of reach, in accordance with Clause 1.5.4.6.", "text": "(d) Placing out of reach, in accordance with Clause 1.5.4.6.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/977", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 61, "bbox": { "l": 85.07999999999998, "t": 730.9403, "r": 513.6384000000011, "b": 689.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 168 ] } ], "orig": "RCDs are not recognized as a sole means of basic protection against contact with live parts but may be used to augment one of the above methods.", "text": "RCDs are not recognized as a sole means of basic protection against contact with live parts but may be used to augment one of the above methods." }, { "self_ref": "#/texts/978", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 61, "bbox": { "l": 85.07999999999998, "t": 682.9403, "r": 269.4528000000002, "b": 669.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "1.5.4.3 Protection by insulation", "text": "1.5.4.3 Protection by insulation", "level": 1 }, { "self_ref": "#/texts/979", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 61, "bbox": { "l": 85.07999999999998, "t": 662.9603, "r": 513.5760000000013, "b": 607.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 226 ] } ], "orig": "Live parts shall be completely covered with insulation capable of withstanding the mechanical, chemical, electrical and thermal influences to which they may be subjected in service, and that can only be removed by destruction.", "text": "Live parts shall be completely covered with insulation capable of withstanding the mechanical, chemical, electrical and thermal influences to which they may be subjected in service, and that can only be removed by destruction." }, { "self_ref": "#/texts/980", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 61, "bbox": { "l": 96.42, "t": 603.8372, "r": 513.3042480000007, "b": 578.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 151 ] } ], "orig": "NOTE: Paints, varnishes, enamels or similar products alone are not generally considered as providing adequate insulation for basic protection.", "text": "NOTE: Paints, varnishes, enamels or similar products alone are not generally considered as providing adequate insulation for basic protection." }, { "self_ref": "#/texts/981", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 61, "bbox": { "l": 85.07999999999998, "t": 571.9403, "r": 513.6503999999996, "b": 544.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "For commercially manufactured electrical equipment, the insulation shall comply with the relevant Standard for the electrical equipment.", "text": "For commercially manufactured electrical equipment, the insulation shall comply with the relevant Standard for the electrical equipment." }, { "self_ref": "#/texts/982", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 61, "bbox": { "l": 85.07999999999998, "t": 537.9203, "r": 338.48640000000034, "b": 524.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "1.5.4.4 Protection by barriers or enclosures", "text": "1.5.4.4 Protection by barriers or enclosures", "level": 1 }, { "self_ref": "#/texts/983", "parent": { "$ref": "#/groups/94" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 61, "bbox": { "l": 85.07999999999998, "t": 517.9403, "r": 513.7080000000013, "b": 490.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": "(a) Degree of protection Live parts shall be inside enclosures or behind barriers that provide a degree of protection of at least-", "text": "(a) Degree of protection Live parts shall be inside enclosures or behind barriers that provide a degree of protection of at least-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/984", "parent": { "$ref": "#/groups/94" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 61, "bbox": { "l": 113.4, "t": 483.92029999999994, "r": 255.99480000000003, "b": 470.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "(i) IPXXB or IP2X; and", "text": "(i) IPXXB or IP2X; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/985", "parent": { "$ref": "#/groups/94" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 61, "bbox": { "l": 113.4, "t": 463.9402999999999, "r": 476.1984000000009, "b": 450.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "(ii) IP4X for horizontal top surfaces that are readily accessible.", "text": "(ii) IP4X for horizontal top surfaces that are readily accessible.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/986", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 61, "bbox": { "l": 113.45999999999998, "t": 443.9602999999999, "r": 513.536400000001, "b": 416.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "The IP rating shall suit the environmental conditions and the relevant mounting position as specified by the manufacturer.", "text": "The IP rating shall suit the environmental conditions and the relevant mounting position as specified by the manufacturer." }, { "self_ref": "#/texts/987", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 61, "bbox": { "l": 113.46, "t": 412.8572, "r": 509.7205140000005, "b": 385.36328000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "NOTE: This applies in particular to parts of enclosures that might serve as(a) a floor; or", "text": "NOTE: This applies in particular to parts of enclosures that might serve as(a) a floor; or" }, { "self_ref": "#/texts/988", "parent": { "$ref": "#/groups/95" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 61, "bbox": { "l": 113.46, "t": 382.617182, "r": 513.1627440000004, "b": 358.36346000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "(b) a surface where objects on surrounding surfaces may be displaced into openings.", "text": "(b) a surface where objects on surrounding surfaces may be displaced into openings.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/989", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 61, "bbox": { "l": 113.45999999999998, "t": 351.92040000000003, "r": 513.590400000001, "b": 296.5283999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 262 ] } ], "orig": "Larger openings are allowable in electrical equipment where they may be necessary for the proper operation and functioning of electrical equipment, or where they are required for the replacement of parts, such as lamps or fuses. In such cases-", "text": "Larger openings are allowable in electrical equipment where they may be necessary for the proper operation and functioning of electrical equipment, or where they are required for the replacement of parts, such as lamps or fuses. In such cases-" }, { "self_ref": "#/texts/990", "parent": { "$ref": "#/groups/96" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 61, "bbox": { "l": 113.39999999999998, "t": 289.94039999999995, "r": 513.6456000000007, "b": 262.5683999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "(A) suitable precautions shall be taken to prevent unintentional contact with live parts; and", "text": "(A) suitable precautions shall be taken to prevent unintentional contact with live parts; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/991", "parent": { "$ref": "#/groups/96" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 61, "bbox": { "l": 113.39999999999995, "t": 255.92039999999997, "r": 513.5976, "b": 214.56839999999988, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 153 ] } ], "orig": "(B) as far as practicable, persons shall be advised that live parts can be touched through the opening and are not to be touched intentionally.", "text": "(B) as far as practicable, persons shall be advised that live parts can be touched through the opening and are not to be touched intentionally.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/992", "parent": { "$ref": "#/groups/96" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 61, "bbox": { "l": 85.07999999999998, "t": 207.92039999999997, "r": 513.7128000000008, "b": 124.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 404 ] } ], "orig": "(b) Constructional requirements Barriers and enclosures shall be firmly secured in place and shall have adequate stability and strength to withstand any appreciable distortion that might be caused by the stresses likely to occur in normal operation, including external influences, so that the required degrees of protection and separation from live parts are maintained.", "text": "(b) Constructional requirements Barriers and enclosures shall be firmly secured in place and shall have adequate stability and strength to withstand any appreciable distortion that might be caused by the stresses likely to occur in normal operation, including external influences, so that the required degrees of protection and separation from live parts are maintained.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/993", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 61, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/994", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 62, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/995", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 62, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "58", "text": "58" }, { "self_ref": "#/texts/996", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 62, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/997", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 62, "bbox": { "l": 113.45999999999998, "t": 744.9203, "r": 513.6059999999999, "b": 703.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 162 ] } ], "orig": "The removal of barriers, opening of enclosures, or withdrawal of parts of enclosures (doors, casings, lids, covers and the like) shall not be possible.", "text": "The removal of barriers, opening of enclosures, or withdrawal of parts of enclosures (doors, casings, lids, covers and the like) shall not be possible." }, { "self_ref": "#/texts/998", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 62, "bbox": { "l": 113.45999999999998, "t": 696.9203, "r": 513.5604000000011, "b": 669.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "Exception: The removal of barriers is permitted where one of the following conditions apply:", "text": "Exception: The removal of barriers is permitted where one of the following conditions apply:" }, { "self_ref": "#/texts/999", "parent": { "$ref": "#/groups/97" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 62, "bbox": { "l": 113.39999999999998, "t": 662.9603, "r": 344.3280000000002, "b": 649.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "1 The use of a key or tool is required.", "text": "1 The use of a key or tool is required.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1000", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 62, "bbox": { "l": 141.78, "t": 642.8372, "r": 513.3739439999995, "b": 604.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 175 ] } ], "orig": "NOTE: Electrical equipment complying with an appropriate Standard that allows the removal of barriers or enclosures by an alternative method is not prohibited.", "text": "NOTE: Electrical equipment complying with an appropriate Standard that allows the removal of barriers or enclosures by an alternative method is not prohibited." }, { "self_ref": "#/texts/1001", "parent": { "$ref": "#/groups/98" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 62, "bbox": { "l": 113.4, "t": 597.9203, "r": 399.30000000000007, "b": 584.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "2 An interlocking device is fitted that requires-", "text": "2 An interlocking device is fitted that requires-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1002", "parent": { "$ref": "#/groups/98" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 62, "bbox": { "l": 141.7824, "t": 577.9403, "r": 509.964, "b": 522.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 212 ] } ], "orig": "-switching off, or automatic disconnection, of the supply to all live parts protected by the barrier or enclosure that might be touched accidentally during or after the removal, opening or withdrawal process; and", "text": "-switching off, or automatic disconnection, of the supply to all live parts protected by the barrier or enclosure that might be touched accidentally during or after the removal, opening or withdrawal process; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1003", "parent": { "$ref": "#/groups/98" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 62, "bbox": { "l": 141.78359999999998, "t": 515.9603, "r": 509.99520000000115, "b": 488.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "-the barrier or enclosure to be replaced or closed before the supply can normally be switched on.", "text": "-the barrier or enclosure to be replaced or closed before the supply can normally be switched on.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1004", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 62, "bbox": { "l": 141.78, "t": 484.8572, "r": 513.3794339999989, "b": 433.603658, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 257 ] } ], "orig": "NOTE: Account should be taken of danger that may exist from the stored energy of power capacitors in electrical equipment or the capacitive effect of electrical equipment, such as busways, that have been isolated from the supply.", "text": "NOTE: Account should be taken of danger that may exist from the stored energy of power capacitors in electrical equipment or the capacitive effect of electrical equipment, such as busways, that have been isolated from the supply." }, { "self_ref": "#/texts/1005", "parent": { "$ref": "#/groups/99" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 62, "bbox": { "l": 113.4, "t": 426.9203, "r": 376.2143999999997, "b": 413.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "3 An intermediate barrier is provided that-", "text": "3 An intermediate barrier is provided that-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1006", "parent": { "$ref": "#/groups/99" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 62, "bbox": { "l": 141.78240000000002, "t": 406.94030000000004, "r": 513.576, "b": 379.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "-prevents contact with all live parts when the barrier or enclosure is removed;", "text": "-prevents contact with all live parts when the barrier or enclosure is removed;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1007", "parent": { "$ref": "#/groups/99" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 62, "bbox": { "l": 141.78240000000002, "t": 372.9203, "r": 509.93160000000074, "b": 331.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": "-is permanently in position, or arranged so that it is automatically put in position when the barrier or enclosure is removed; and", "text": "-is permanently in position, or arranged so that it is automatically put in position when the barrier or enclosure is removed; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1008", "parent": { "$ref": "#/groups/99" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 62, "bbox": { "l": 141.7812, "t": 324.9203, "r": 414.7956000000007, "b": 311.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "-requires the use of a key or tool to remove.", "text": "-requires the use of a key or tool to remove.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1009", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 62, "bbox": { "l": 85.08000000000003, "t": 304.9403, "r": 269.22000000000025, "b": 291.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "1.5.4.5 Protection by obstacles", "text": "1.5.4.5 Protection by obstacles", "level": 1 }, { "self_ref": "#/texts/1010", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 62, "bbox": { "l": 85.08000000000004, "t": 284.96029999999996, "r": 513.5484000000009, "b": 257.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "The method of protection by obstacles shall only be used in installations where access is restricted to-", "text": "The method of protection by obstacles shall only be used in installations where access is restricted to-" }, { "self_ref": "#/texts/1011", "parent": { "$ref": "#/groups/100" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 62, "bbox": { "l": 85.08000000000004, "t": 250.94029999999987, "r": 242.50320000000028, "b": 237.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "(a) competent persons; or", "text": "(a) competent persons; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1012", "parent": { "$ref": "#/groups/100" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 62, "bbox": { "l": 85.08000000000004, "t": 230.96029999999996, "r": 414.9695999999999, "b": 217.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "(b) persons under the supervision of competent persons.", "text": "(b) persons under the supervision of competent persons.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1013", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 62, "bbox": { "l": 85.08000000000004, "t": 210.92029999999988, "r": 267.79199999999986, "b": 197.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "Obstacles shall prevent either-", "text": "Obstacles shall prevent either-" }, { "self_ref": "#/texts/1014", "parent": { "$ref": "#/groups/101" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 62, "bbox": { "l": 85.08000000000004, "t": 190.94029999999998, "r": 369.09120000000013, "b": 177.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "(i) unintentional bodily approach to live parts; or", "text": "(i) unintentional bodily approach to live parts; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1015", "parent": { "$ref": "#/groups/101" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 62, "bbox": { "l": 85.08000000000004, "t": 170.96029999999996, "r": 513.5808000000002, "b": 143.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "(ii) unintentional contact with live parts during the operation of live electrical equipment in normal service.", "text": "(ii) unintentional contact with live parts during the operation of live electrical equipment in normal service.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1016", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 62, "bbox": { "l": 85.08000000000004, "t": 136.94029999999998, "r": 513.5700000000002, "b": 109.56829999999991, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "Obstacles may be removed without the use of a key or tool but shall be secured to prevent unintentional removal.", "text": "Obstacles may be removed without the use of a key or tool but shall be secured to prevent unintentional removal." }, { "self_ref": "#/texts/1017", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 62, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1018", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 63, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1019", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 63, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "59", "text": "59" }, { "self_ref": "#/texts/1020", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 63, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/1021", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 63, "bbox": { "l": 96.42, "t": 750.8372, "r": 513.3602460000003, "b": 725.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 159 ] } ], "orig": "NOTE: Obstacles are intended to prevent unintentional contact with live parts but not intentional contact by deliberate circumvention of the obstacle.", "text": "NOTE: Obstacles are intended to prevent unintentional contact with live parts but not intentional contact by deliberate circumvention of the obstacle." }, { "self_ref": "#/texts/1022", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 63, "bbox": { "l": 85.08, "t": 718.9403, "r": 326.406, "b": 705.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "1.5.4.6 Protection by placing out of reach", "text": "1.5.4.6 Protection by placing out of reach", "level": 1 }, { "self_ref": "#/texts/1023", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 63, "bbox": { "l": 85.08000000000001, "t": 698.9603, "r": 513.5820000000002, "b": 671.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": "The method of protection 'by placing out of reach' shall only be used in installations where access is restricted to-", "text": "The method of protection 'by placing out of reach' shall only be used in installations where access is restricted to-" }, { "self_ref": "#/texts/1024", "parent": { "$ref": "#/groups/102" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 63, "bbox": { "l": 85.08000000000004, "t": 664.9403, "r": 242.50320000000028, "b": 651.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "(a) competent persons; or", "text": "(a) competent persons; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1025", "parent": { "$ref": "#/groups/102" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 63, "bbox": { "l": 85.08000000000004, "t": 644.9603, "r": 414.9695999999999, "b": 631.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "(b) persons under the supervision of competent persons.", "text": "(b) persons under the supervision of competent persons.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1026", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 63, "bbox": { "l": 85.08000000000004, "t": 624.9203, "r": 513.6588000000008, "b": 597.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "Simultaneously accessible parts at different voltages shall not be within arm's reach.", "text": "Simultaneously accessible parts at different voltages shall not be within arm's reach." }, { "self_ref": "#/texts/1027", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 63, "bbox": { "l": 96.42, "t": 593.8772, "r": 145.63345799999996, "b": 581.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/1028", "parent": { "$ref": "#/groups/103" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 63, "bbox": { "l": 96.42, "t": 577.85738, "r": 513.3086400000009, "b": 552.583616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "1 Two parts are deemed to be simultaneously accessible if they are not more than 2.5 m apart.", "text": "1 Two parts are deemed to be simultaneously accessible if they are not more than 2.5 m apart.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1029", "parent": { "$ref": "#/groups/103" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 63, "bbox": { "l": 96.42, "t": 548.8767680000001, "r": 513.255935999999, "b": 523.603004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "2 Placing out of arm's reach is intended only to prevent unintentional contact with live parts.", "text": "2 Placing out of arm's reach is intended only to prevent unintentional contact with live parts.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1030", "parent": { "$ref": "#/groups/103" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 63, "bbox": { "l": 96.42, "t": 519.8368640000001, "r": 513.3086400000001, "b": 494.62349000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "3 The term 'arm's reach' is defined in Clause 1.4.16 and illustrated in Figure 1.1.", "text": "3 The term 'arm's reach' is defined in Clause 1.4.16 and illustrated in Figure 1.1.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1031", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 63, "bbox": { "l": 85.07999999999998, "t": 487.94030000000004, "r": 513.6456000000007, "b": 432.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 247 ] } ], "orig": "Where a normally occupied position is restricted in the horizontal direction by an obstacle, e.g. handrail or mesh screen, affording a degree of protection less than IPXXB or IP2X, arm's reach shall extend from that obstacle.", "text": "Where a normally occupied position is restricted in the horizontal direction by an obstacle, e.g. handrail or mesh screen, affording a degree of protection less than IPXXB or IP2X, arm's reach shall extend from that obstacle." }, { "self_ref": "#/texts/1032", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 63, "bbox": { "l": 85.07999999999998, "t": 425.96029999999996, "r": 513.6156000000005, "b": 384.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 191 ] } ], "orig": "In the vertical direction, arm's reach shall extend from the surface not taking into account any intermediate obstacle providing a degree of protection less than IPXXB or IP2X.", "text": "In the vertical direction, arm's reach shall extend from the surface not taking into account any intermediate obstacle providing a degree of protection less than IPXXB or IP2X." }, { "self_ref": "#/texts/1033", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 63, "bbox": { "l": 85.08000000000004, "t": 377.9602999999999, "r": 513.636000000001, "b": 336.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 184 ] } ], "orig": "In places where bulky or long conductive objects are normally handled, the distances required by this Clause shall be increased to accommodate the relevant dimensions of those objects.", "text": "In places where bulky or long conductive objects are normally handled, the distances required by this Clause shall be increased to accommodate the relevant dimensions of those objects." }, { "self_ref": "#/texts/1034", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 63, "bbox": { "l": 85.08000000000004, "t": 329.96029999999985, "r": 223.0367999999999, "b": 316.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "1.5.5 Fault protection", "text": "1.5.5 Fault protection", "level": 1 }, { "self_ref": "#/texts/1035", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 63, "bbox": { "l": 85.08000000000004, "t": 309.92029999999977, "r": 182.9376000000001, "b": 296.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "1.5.5.1 General", "text": "1.5.5.1 General", "level": 1 }, { "self_ref": "#/texts/1036", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 63, "bbox": { "l": 85.08000000000004, "t": 289.94029999999975, "r": 513.6359999999997, "b": 248.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "Protection shall be provided against dangers that may arise from contact with exposed conductive parts that may become live under fault conditions.", "text": "Protection shall be provided against dangers that may arise from contact with exposed conductive parts that may become live under fault conditions." }, { "self_ref": "#/texts/1037", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 63, "bbox": { "l": 85.08000000000004, "t": 241.94029999999975, "r": 513.582000000001, "b": 214.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 151 ] } ], "orig": "In each part of an electrical installation, one or more methods of protection shall be applied, taking account of the conditions of external influence.", "text": "In each part of an electrical installation, one or more methods of protection shall be applied, taking account of the conditions of external influence." }, { "self_ref": "#/texts/1038", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 63, "bbox": { "l": 85.08000000000004, "t": 207.92029999999977, "r": 513.5844000000002, "b": 180.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "The methods of protection applied in the installation shall be considered in the selection and erection of equipment.", "text": "The methods of protection applied in the installation shall be considered in the selection and erection of equipment." }, { "self_ref": "#/texts/1039", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 63, "bbox": { "l": 85.08000000000004, "t": 173.96029999999985, "r": 259.88520000000017, "b": 160.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "1.5.5.2 Methods of protection", "text": "1.5.5.2 Methods of protection", "level": 1 }, { "self_ref": "#/texts/1040", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 63, "bbox": { "l": 85.08000000000004, "t": 153.92029999999977, "r": 513.5868000000011, "b": 126.54829999999981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "Fault protection shall be provided by one or any combination of the following methods:", "text": "Fault protection shall be provided by one or any combination of the following methods:" }, { "self_ref": "#/texts/1041", "parent": { "$ref": "#/groups/104" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 63, "bbox": { "l": 85.08000000000004, "t": 119.96029999999985, "r": 513.6420000000008, "b": 92.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 149 ] } ], "orig": "(a) Automatically disconnect the supply on the occurrence of a fault likely to cause a current flow through a body in contact with exposed", "text": "(a) Automatically disconnect the supply on the occurrence of a fault likely to cause a current flow through a body in contact with exposed", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1042", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 63, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1043", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 64, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1044", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 64, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "60", "text": "60" }, { "self_ref": "#/texts/1045", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 64, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/1046", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 64, "bbox": { "l": 113.45999999999998, "t": 744.9203, "r": 513.6144000000002, "b": 717.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": "conductive parts, where the value of that current is equal to or greater than the shock current, in accordance with Clause 1.5.5.3.", "text": "conductive parts, where the value of that current is equal to or greater than the shock current, in accordance with Clause 1.5.5.3." }, { "self_ref": "#/texts/1047", "parent": { "$ref": "#/groups/105" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 64, "bbox": { "l": 85.07999999999998, "t": 710.9603, "r": 513.6096, "b": 669.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 163 ] } ], "orig": "(b) Prevent a fault current from passing through a body by the use of Class II equipment or equivalent insulation, in accordance with Clause 1.5.5.4.", "text": "(b) Prevent a fault current from passing through a body by the use of Class II equipment or equivalent insulation, in accordance with Clause 1.5.5.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1048", "parent": { "$ref": "#/groups/105" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 64, "bbox": { "l": 85.07999999999998, "t": 662.9603, "r": 513.5832000000012, "b": 635.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 140 ] } ], "orig": "(c) Prevent a fault current from passing through a body by electrical separation of the system, in accordance with Clause 1.5.5.5.", "text": "(c) Prevent a fault current from passing through a body by electrical separation of the system, in accordance with Clause 1.5.5.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1049", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 64, "bbox": { "l": 113.46, "t": 631.8572, "r": 472.5422339999992, "b": 619.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "NOTE: Clause 7.4 provides further guidance on electrical separation.", "text": "NOTE: Clause 7.4 provides further guidance on electrical separation." }, { "self_ref": "#/texts/1050", "parent": { "$ref": "#/groups/106" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 64, "bbox": { "l": 85.08, "t": 612.9203, "r": 513.5832000000013, "b": 585.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "(d) Limit the fault current that can pass through a body to a value lower than the shock current.", "text": "(d) Limit the fault current that can pass through a body to a value lower than the shock current.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1051", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 64, "bbox": { "l": 96.42, "t": 581.8772, "r": 513.3174239999996, "b": 556.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "NOTE: The most commonly used method of protection is automatic disconnection of supply.", "text": "NOTE: The most commonly used method of protection is automatic disconnection of supply." }, { "self_ref": "#/texts/1052", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 64, "bbox": { "l": 85.08, "t": 549.9203, "r": 405.8280000000007, "b": 536.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "1.5.5.3 Protection by automatic disconnection of supply", "text": "1.5.5.3 Protection by automatic disconnection of supply", "level": 1 }, { "self_ref": "#/texts/1053", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 64, "bbox": { "l": 85.08000000000001, "t": 529.9403, "r": 210.35279999999986, "b": 516.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "The following applies:", "text": "The following applies:" }, { "self_ref": "#/texts/1054", "parent": { "$ref": "#/groups/107" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 64, "bbox": { "l": 85.08000000000001, "t": 509.96029999999996, "r": 513.6432000000003, "b": 454.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 274 ] } ], "orig": "(a) Automatic disconnection of supply is intended to limit the prospective touch voltage arising between simultaneously accessible conductive parts in the event of a fault between a live part and exposed conductive parts or a protective earthing conductor.", "text": "(a) Automatic disconnection of supply is intended to limit the prospective touch voltage arising between simultaneously accessible conductive parts in the event of a fault between a live part and exposed conductive parts or a protective earthing conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1055", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 64, "bbox": { "l": 113.45999999999998, "t": 447.9202999999999, "r": 390.3516000000001, "b": 434.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "This method of protection shall be achieved by-", "text": "This method of protection shall be achieved by-" }, { "self_ref": "#/texts/1056", "parent": { "$ref": "#/groups/108" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 64, "bbox": { "l": 113.39999999999998, "t": 427.94029999999987, "r": 513.6936000000003, "b": 386.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "(i) provision of a system of equipotential bonding in which exposed conductive parts are connected to a protective earthing conductor; and", "text": "(i) provision of a system of equipotential bonding in which exposed conductive parts are connected to a protective earthing conductor; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1057", "parent": { "$ref": "#/groups/108" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 64, "bbox": { "l": 113.40000000000003, "t": 379.9402999999998, "r": 415.6416000000005, "b": 366.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "(ii) disconnection of the fault by a protective device.", "text": "(ii) disconnection of the fault by a protective device.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1058", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 64, "bbox": { "l": 113.46, "t": 362.87719999999996, "r": 162.619656, "b": 350.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/1059", "parent": { "$ref": "#/groups/109" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 64, "bbox": { "l": 113.46, "t": 346.85738, "r": 513.2999940000003, "b": 321.583616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 150 ] } ], "orig": "1 Automatic disconnection of supply may also be required for protection against overcurrents, in accordance with Clause 1.5.9 and Clause 2.5.", "text": "1 Automatic disconnection of supply may also be required for protection against overcurrents, in accordance with Clause 1.5.9 and Clause 2.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1060", "parent": { "$ref": "#/groups/109" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 64, "bbox": { "l": 113.46, "t": 317.87676799999997, "r": 441.58851599999934, "b": 305.62308800000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "2 Clause 5.6 contains requirements for equipotential bonding.", "text": "2 Clause 5.6 contains requirements for equipotential bonding.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1061", "parent": { "$ref": "#/groups/109" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 64, "bbox": { "l": 113.46, "t": 301.856948, "r": 513.3636779999991, "b": 276.5831840000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "3 Section 2 contains requirements for the disconnection of a fault by a protective device.", "text": "3 Section 2 contains requirements for the disconnection of a fault by a protective device.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1062", "parent": { "$ref": "#/groups/109" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 64, "bbox": { "l": 85.08, "t": 269.96029999999996, "r": 513.6384000000004, "b": 200.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 338 ] } ], "orig": "(b) Touch-voltage limits In the event of a fault between a live part and an exposed conductive part that could give rise to a prospective touch voltage exceeding 50 V a.c. or 120 V ripple-free d.c., a protective device shall automatically disconnect the supply to the circuit or electrical equipment concerned.", "text": "(b) Touch-voltage limits In the event of a fault between a live part and an exposed conductive part that could give rise to a prospective touch voltage exceeding 50 V a.c. or 120 V ripple-free d.c., a protective device shall automatically disconnect the supply to the circuit or electrical equipment concerned.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1063", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 64, "bbox": { "l": 113.46, "t": 196.85720000000003, "r": 513.3153660000006, "b": 171.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 140 ] } ], "orig": "NOTE: Lower touch-voltage limits are required for special electrical installations or locations by the relevant clauses of Sections 6 and 7.", "text": "NOTE: Lower touch-voltage limits are required for special electrical installations or locations by the relevant clauses of Sections 6 and 7." }, { "self_ref": "#/texts/1064", "parent": { "$ref": "#/groups/110" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 64, "bbox": { "l": 85.08, "t": 164.96029999999996, "r": 513.6876, "b": 109.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 268 ] } ], "orig": "(c) Earthing system impedance (earth fault-loop impedance) The characteristics of protective devices and the earthing system impedance shall be such that, if a fault of negligible impedance occurs anywhere in the electrical installation between an active conductor and", "text": "(c) Earthing system impedance (earth fault-loop impedance) The characteristics of protective devices and the earthing system impedance shall be such that, if a fault of negligible impedance occurs anywhere in the electrical installation between an active conductor and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1065", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 64, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1066", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 65, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1067", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 65, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "61", "text": "61" }, { "self_ref": "#/texts/1068", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 65, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/1069", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 65, "bbox": { "l": 113.45999999999998, "t": 750.9203, "r": 513.5988000000003, "b": 723.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "a protective earthing conductor or exposed conductive part, automatic disconnection of the supply will occur within the specified time.", "text": "a protective earthing conductor or exposed conductive part, automatic disconnection of the supply will occur within the specified time." }, { "self_ref": "#/texts/1070", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 65, "bbox": { "l": 113.46, "t": 719.8772, "r": 162.619656, "b": 707.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/1071", "parent": { "$ref": "#/groups/111" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 65, "bbox": { "l": 113.46, "t": 703.85738, "r": 513.2824260000004, "b": 678.583616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "1 Clause 5.7 contains further requirements and Appendix B provides guidance regarding earth fault-loop impedance.", "text": "1 Clause 5.7 contains further requirements and Appendix B provides guidance regarding earth fault-loop impedance.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1072", "parent": { "$ref": "#/groups/111" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 65, "bbox": { "l": 113.46, "t": 674.877866, "r": 513.3065820000007, "b": 649.604102, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "2 Refer to Appendix B, Table B1, for comparison of circuit route length based on impedance and various voltage drops.", "text": "2 Refer to Appendix B, Table B1, for comparison of circuit route length based on impedance and various voltage drops.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1073", "parent": { "$ref": "#/groups/111" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 65, "bbox": { "l": 85.08, "t": 642.9203, "r": 513.6408, "b": 615.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "(d) Disconnection times The maximum disconnection time for 230/400 V supply voltage shall not exceed the following:", "text": "(d) Disconnection times The maximum disconnection time for 230/400 V supply voltage shall not exceed the following:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1074", "parent": { "$ref": "#/groups/111" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 65, "bbox": { "l": 113.40000000000006, "t": 608.9603, "r": 359.2728, "b": 595.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "(i) 0.4 s for final subcircuits that supply-", "text": "(i) 0.4 s for final subcircuits that supply-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1075", "parent": { "$ref": "#/groups/111" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 65, "bbox": { "l": 141.78000000000006, "t": 588.9203, "r": 489.7944000000009, "b": 575.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "(A) socket-outlets having rated currents not exceeding 63 A;", "text": "(A) socket-outlets having rated currents not exceeding 63 A;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1076", "parent": { "$ref": "#/groups/111" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 65, "bbox": { "l": 141.78000000000006, "t": 568.9403, "r": 352.9200000000004, "b": 555.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "(B) hand-held Class I equipment; or", "text": "(B) hand-held Class I equipment; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1077", "parent": { "$ref": "#/groups/111" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 65, "bbox": { "l": 141.78000000000006, "t": 548.9603, "r": 513.662400000001, "b": 521.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "(C) portable equipment intended for manual movement during use.", "text": "(C) portable equipment intended for manual movement during use.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1078", "parent": { "$ref": "#/groups/111" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 65, "bbox": { "l": 113.40000000000002, "t": 514.9403, "r": 513.6047999999998, "b": 487.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "(ii) 5 s for other circuits including submains and final subcircuits supplying fixed or stationary equipment.", "text": "(ii) 5 s for other circuits including submains and final subcircuits supplying fixed or stationary equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1079", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 65, "bbox": { "l": 113.46, "t": 483.8372, "r": 513.4086960000005, "b": 445.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 166 ] } ], "orig": "NOTE: Maximum disconnection times will vary for other voltages and installation conditions. Appendix B provides further guidance regarding disconnection times.", "text": "NOTE: Maximum disconnection times will vary for other voltages and installation conditions. Appendix B provides further guidance regarding disconnection times." }, { "self_ref": "#/texts/1080", "parent": { "$ref": "#/groups/112" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 65, "bbox": { "l": 85.08, "t": 438.9203, "r": 513.6996000000004, "b": 369.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 327 ] } ], "orig": "(e) Supplementary equipotential bonding Bonding of extraneous conductive parts and their connection to the earthing system may be used to reduce the earth fault-loop impedance, in order to ensure that the disconnection time of the protective device is sufficient to satisfy the requirements of Items (b) to (d) above.", "text": "(e) Supplementary equipotential bonding Bonding of extraneous conductive parts and their connection to the earthing system may be used to reduce the earth fault-loop impedance, in order to ensure that the disconnection time of the protective device is sufficient to satisfy the requirements of Items (b) to (d) above.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1081", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 65, "bbox": { "l": 113.46, "t": 365.87719999999996, "r": 513.3735599999994, "b": 327.3990799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 223 ] } ], "orig": "NOTE: This provision does not preclude other measures, such as selection of an alternative protective device that has a lower automatic operating current ( l a) within the required disconnection time, e.g. an RCD.", "text": "NOTE: This provision does not preclude other measures, such as selection of an alternative protective device that has a lower automatic operating current ( l a) within the required disconnection time, e.g. an RCD." }, { "self_ref": "#/texts/1082", "parent": { "$ref": "#/groups/113" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 65, "bbox": { "l": 85.07999999999998, "t": 320.96029999999996, "r": 513.6336000000005, "b": 293.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "1.5.5.4 Protection by the use of Class II equipment or by equivalent insulation", "text": "1.5.5.4 Protection by the use of Class II equipment or by equivalent insulation", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1083", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 65, "bbox": { "l": 85.07999999999998, "t": 286.9403, "r": 210.32640000000006, "b": 273.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "The following applies:", "text": "The following applies:" }, { "self_ref": "#/texts/1084", "parent": { "$ref": "#/groups/114" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 65, "bbox": { "l": 85.07999999999998, "t": 266.96029999999996, "r": 513.6792000000004, "b": 211.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 231 ] } ], "orig": "(a) Protection against the occurrence of dangerous voltages on accessible conductive parts of electrical equipment in the event of a fault in the basic insulation may be achieved by one of the following means:", "text": "(a) Protection against the occurrence of dangerous voltages on accessible conductive parts of electrical equipment in the event of a fault in the basic insulation may be achieved by one of the following means:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1085", "parent": { "$ref": "#/groups/114" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 65, "bbox": { "l": 113.4, "t": 204.9203, "r": 513.6432000000009, "b": 177.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "(i) Equipment having double or reinforced insulation (Class II equipment).", "text": "(i) Equipment having double or reinforced insulation (Class II equipment).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1086", "parent": { "$ref": "#/groups/114" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 65, "bbox": { "l": 113.39999999999998, "t": 170.96029999999996, "r": 513.5136000000005, "b": 143.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "(ii) Switchgear assemblies having total insulation in accordance with either AS/NZS 3439.1 or AS/NZS 61439.1.", "text": "(ii) Switchgear assemblies having total insulation in accordance with either AS/NZS 3439.1 or AS/NZS 61439.1.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1087", "parent": { "$ref": "#/groups/114" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 65, "bbox": { "l": 113.39999999999998, "t": 136.94029999999998, "r": 513.5796000000004, "b": 109.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "(iii) Equipment having basic insulation with appropriate supplementary insulation applied during installation.", "text": "(iii) Equipment having basic insulation with appropriate supplementary insulation applied during installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1088", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 65, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1089", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 66, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1090", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 66, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "62", "text": "62" }, { "self_ref": "#/texts/1091", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 66, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/1092", "parent": { "$ref": "#/groups/115" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 66, "bbox": { "l": 113.4, "t": 744.9203, "r": 513.5976000000006, "b": 717.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "(iv) Equipment having uninsulated live parts with appropriate reinforced insulation applied during installation.", "text": "(iv) Equipment having uninsulated live parts with appropriate reinforced insulation applied during installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1093", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 66, "bbox": { "l": 113.46, "t": 710.9603, "r": 513.580800000001, "b": 653.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 204 ] } ], "orig": "Where the means of Item (iii) or (iv) is used, the additional insulation and the intended use of the electrical equipment shall provide a degree of safety equivalent to Items (i) or (ii). NOTES:", "text": "Where the means of Item (iii) or (iv) is used, the additional insulation and the intended use of the electrical equipment shall provide a degree of safety equivalent to Items (i) or (ii). NOTES:" }, { "self_ref": "#/texts/1094", "parent": { "$ref": "#/groups/116" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 66, "bbox": { "l": 113.46, "t": 649.85738, "r": 513.3164640000006, "b": 624.583616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 157 ] } ], "orig": "1 Coatings, such as paint, varnish, enamel, or similar products, are not considered appropriate insulating covering for the purpose of this Clause.", "text": "1 Coatings, such as paint, varnish, enamel, or similar products, are not considered appropriate insulating covering for the purpose of this Clause.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1095", "parent": { "$ref": "#/groups/116" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 66, "bbox": { "l": 113.46, "t": 620.8767680000001, "r": 513.2363099999989, "b": 569.623226, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 235 ] } ], "orig": "2 In accordance with Clause 1.5.14, where damage to double insulation may be reasonably expected, precautions should be taken to ensure protection. Such precautions may include earthing the enclosure or RCD protection.", "text": "2 In accordance with Clause 1.5.14, where damage to double insulation may be reasonably expected, precautions should be taken to ensure protection. Such precautions may include earthing the enclosure or RCD protection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1096", "parent": { "$ref": "#/groups/116" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 66, "bbox": { "l": 85.08, "t": 562.9403, "r": 513.6540000000015, "b": 521.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "(b) Constructional requirements Where protection is dependent on a separate covering or enclosure providing supplementary insulation the following shall apply:", "text": "(b) Constructional requirements Where protection is dependent on a separate covering or enclosure providing supplementary insulation the following shall apply:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1097", "parent": { "$ref": "#/groups/116" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 66, "bbox": { "l": 113.40000000000003, "t": 514.9403, "r": 513.6432000000002, "b": 459.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 224 ] } ], "orig": "(i) Any insulating covering shall not contain any screws or bolts made of insulating material if there is a risk of impairment of the insulation by the replacement of such screws or bolts with metal screws or bolts.", "text": "(i) Any insulating covering shall not contain any screws or bolts made of insulating material if there is a risk of impairment of the insulation by the replacement of such screws or bolts with metal screws or bolts.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1098", "parent": { "$ref": "#/groups/116" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 66, "bbox": { "l": 113.40000000000003, "t": 452.9602999999999, "r": 513.5964, "b": 383.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 289 ] } ], "orig": "(ii) Where lids or doors in any insulating enclosure can be opened without the use of a tool or key, conductive parts shall be located behind an insulating barrier that provides a degree of protection not less than IPXXB or IP2X and which shall be removable only by use of a tool.", "text": "(ii) Where lids or doors in any insulating enclosure can be opened without the use of a tool or key, conductive parts shall be located behind an insulating barrier that provides a degree of protection not less than IPXXB or IP2X and which shall be removable only by use of a tool.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1099", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 66, "bbox": { "l": 85.07999999999998, "t": 376.9402999999998, "r": 328.7975999999998, "b": 363.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "1.5.5.5 Protection by electrical separation", "text": "1.5.5.5 Protection by electrical separation", "level": 1 }, { "self_ref": "#/texts/1100", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 66, "bbox": { "l": 85.07999999999998, "t": 356.9602999999998, "r": 513.5904000000003, "b": 315.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 206 ] } ], "orig": "Separation is intended, in an individual circuit, to prevent shock current through contact with exposed conductive parts that might be energized by a fault in the basic insulation of that circuit.", "text": "Separation is intended, in an individual circuit, to prevent shock current through contact with exposed conductive parts that might be energized by a fault in the basic insulation of that circuit." }, { "self_ref": "#/texts/1101", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 66, "bbox": { "l": 85.08000000000001, "t": 308.96029999999973, "r": 513.5508000000005, "b": 281.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "Live parts of a separated circuit shall not be connected at any point to earth or to another circuit.", "text": "Live parts of a separated circuit shall not be connected at any point to earth or to another circuit." }, { "self_ref": "#/texts/1102", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 66, "bbox": { "l": 85.08000000000004, "t": 274.94029999999975, "r": 513.6408000000004, "b": 247.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "Any protective bonding conductor associated with a separated circuit shall not be connected at any point to earth.", "text": "Any protective bonding conductor associated with a separated circuit shall not be connected at any point to earth." }, { "self_ref": "#/texts/1103", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 66, "bbox": { "l": 96.42, "t": 243.83719999999994, "r": 509.50846200000086, "b": 231.58352000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "NOTE: Clause 7.4 contains requirements for protection by electrical separation.", "text": "NOTE: Clause 7.4 contains requirements for protection by electrical separation." }, { "self_ref": "#/texts/1104", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 66, "bbox": { "l": 85.08, "t": 224.96029999999996, "r": 373.58040000000005, "b": 211.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "1.5.6 Additional protection by the use of RCDs", "text": "1.5.6 Additional protection by the use of RCDs", "level": 1 }, { "self_ref": "#/texts/1105", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 66, "bbox": { "l": 85.07999999999998, "t": 204.9203, "r": 228.3636000000001, "b": 191.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "1.5.6.1 Basic protection", "text": "1.5.6.1 Basic protection", "level": 1 }, { "self_ref": "#/texts/1106", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 66, "bbox": { "l": 85.07999999999996, "t": 184.94029999999998, "r": 513.634800000001, "b": 143.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 172 ] } ], "orig": "RCDs are not recognized as a sole means of basic protection (in normal service) but may be used to augment one of the means set out in Clause 1.5.4.2.", "text": "RCDs are not recognized as a sole means of basic protection (in normal service) but may be used to augment one of the means set out in Clause 1.5.4.2." }, { "self_ref": "#/texts/1107", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 66, "bbox": { "l": 85.07999999999996, "t": 136.94029999999998, "r": 225.7356, "b": 123.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "1.5.6.2 Fault protection", "text": "1.5.6.2 Fault protection", "level": 1 }, { "self_ref": "#/texts/1108", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 66, "bbox": { "l": 85.07999999999996, "t": 116.96030000000007, "r": 513.604800000001, "b": 89.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "RCDs are recognized as a means of providing automatic disconnection of supply in accordance with Clause 1.5.5.3.", "text": "RCDs are recognized as a means of providing automatic disconnection of supply in accordance with Clause 1.5.5.3." }, { "self_ref": "#/texts/1109", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 66, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1110", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 67, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1111", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 67, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "63", "text": "63" }, { "self_ref": "#/texts/1112", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 67, "bbox": { "l": 85.08, "t": 750.9203, "r": 225.07920000000018, "b": 737.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "1.5.6.3 Where required", "text": "1.5.6.3 Where required", "level": 1 }, { "self_ref": "#/texts/1113", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 67, "bbox": { "l": 85.07999999999998, "t": 730.9403, "r": 513.6264000000006, "b": 689.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 210 ] } ], "orig": "RCDs for the limitation of earth leakage current shall be capable of interrupting the part of the circuit protected by the RCD when an earth leakage current reaches a predetermined value.", "text": "RCDs for the limitation of earth leakage current shall be capable of interrupting the part of the circuit protected by the RCD when an earth leakage current reaches a predetermined value." }, { "self_ref": "#/texts/1114", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 67, "bbox": { "l": 85.07999999999998, "t": 682.9403, "r": 447.4284000000011, "b": 669.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "RCDs shall be installed for additional protection of the following:", "text": "RCDs shall be installed for additional protection of the following:" }, { "self_ref": "#/texts/1115", "parent": { "$ref": "#/groups/117" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 67, "bbox": { "l": 85.07999999999998, "t": 662.9603, "r": 513.6000000000013, "b": 635.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "(a) Circuits, socket-outlets, lighting points and hand-held equipment, as specified in Part 2, Clause 2.6.", "text": "(a) Circuits, socket-outlets, lighting points and hand-held equipment, as specified in Part 2, Clause 2.6.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1116", "parent": { "$ref": "#/groups/117" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 67, "bbox": { "l": 85.07999999999996, "t": 628.9403, "r": 420.0936000000005, "b": 615.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "(b) Wiring systems, as specified in Part 2, Clause 3.9.4.4.", "text": "(b) Wiring systems, as specified in Part 2, Clause 3.9.4.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1117", "parent": { "$ref": "#/groups/117" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 67, "bbox": { "l": 85.07999999999998, "t": 608.9603, "r": 457.9476000000005, "b": 595.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "(c) Electric heating cables, as specified in Part 2, Clause 4.10.5.", "text": "(c) Electric heating cables, as specified in Part 2, Clause 4.10.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1118", "parent": { "$ref": "#/groups/117" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 67, "bbox": { "l": 85.07999999999998, "t": 588.9203, "r": 513.6408000000013, "b": 561.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "(d) Electrical equipment, including socket-outlets, installed in damp situations, as specified in Part 2, Section 6.", "text": "(d) Electrical equipment, including socket-outlets, installed in damp situations, as specified in Part 2, Section 6.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1119", "parent": { "$ref": "#/groups/117" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 67, "bbox": { "l": 85.07999999999996, "t": 554.9603, "r": 513.6828000000002, "b": 513.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "(e) Specific electrical installations, as specified in AS/NZS 3001, AS/NZS 3002, AS/NZS 3003, AS/NZS 3004, AS/NZS 3012 and AS/NZS 4249.", "text": "(e) Specific electrical installations, as specified in AS/NZS 3001, AS/NZS 3002, AS/NZS 3003, AS/NZS 3004, AS/NZS 3012 and AS/NZS 4249.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1120", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 67, "bbox": { "l": 96.41999999999999, "t": 509.87719999999996, "r": 513.3734220000001, "b": 445.603574, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 369 ] } ], "orig": "NOTE: In areas where excessive earth leakage current could present a significant risk in the event of failure of other measures of protection or carelessness by users, RCDs are designed to provide additional protection against the effects of electric shock by automatically disconnecting supply before serious physical injury can occur.", "text": "NOTE: In areas where excessive earth leakage current could present a significant risk in the event of failure of other measures of protection or carelessness by users, RCDs are designed to provide additional protection against the effects of electric shock by automatically disconnecting supply before serious physical injury can occur." }, { "self_ref": "#/texts/1121", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 67, "bbox": { "l": 85.08, "t": 438.9203, "r": 448.3272, "b": 425.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "1.5.7 Basic and fault protection by use of extra-low voltage", "text": "1.5.7 Basic and fault protection by use of extra-low voltage", "level": 1 }, { "self_ref": "#/texts/1122", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 67, "bbox": { "l": 85.07999999999998, "t": 418.9403, "r": 513.6492000000011, "b": 377.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 172 ] } ], "orig": "Separated extra-low voltage (SELV) or protected extra-low voltage (PELV) systems may be used to provide both basic and fault protection subject to the following conditions:", "text": "Separated extra-low voltage (SELV) or protected extra-low voltage (PELV) systems may be used to provide both basic and fault protection subject to the following conditions:" }, { "self_ref": "#/texts/1123", "parent": { "$ref": "#/groups/118" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 67, "bbox": { "l": 85.07999999999998, "t": 370.9402999999999, "r": 513.6336, "b": 329.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 213 ] } ], "orig": "(a) The nominal voltage shall not be capable of exceeding the limits for extra-low voltage (50 V a.c. or 120 V ripple-free d.c.) and the source of supply is arranged so that it cannot exceed these values.", "text": "(a) The nominal voltage shall not be capable of exceeding the limits for extra-low voltage (50 V a.c. or 120 V ripple-free d.c.) and the source of supply is arranged so that it cannot exceed these values.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1124", "parent": { "$ref": "#/groups/118" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 67, "bbox": { "l": 85.08000000000004, "t": 322.94029999999987, "r": 513.588000000001, "b": 295.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "(b) Circuits shall be electrically segregated from each other and from circuits at higher voltages.", "text": "(b) Circuits shall be electrically segregated from each other and from circuits at higher voltages.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1125", "parent": { "$ref": "#/groups/118" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 67, "bbox": { "l": 85.08000000000004, "t": 288.92029999999977, "r": 513.6431999999999, "b": 247.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 168 ] } ], "orig": "(c) Live parts of SELV circuits shall not be connected to earth or to protective earthing conductors that are part of other circuits or to other live parts.", "text": "(c) Live parts of SELV circuits shall not be connected to earth or to protective earthing conductors that are part of other circuits or to other live parts.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1126", "parent": { "$ref": "#/groups/118" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 67, "bbox": { "l": 85.08000000000001, "t": 240.92029999999977, "r": 513.6756000000009, "b": 171.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 310 ] } ], "orig": "(d) Live parts of PELV circuits shall be protected from direct contact by barriers or insulation unless the voltage does not exceed 25 V a.c. or 60 V ripple-free d.c. in dry areas where a large contact area with the human body is not expected or 6 V a.c. or 15 V ripple-free d.c. in all other areas.", "text": "(d) Live parts of PELV circuits shall be protected from direct contact by barriers or insulation unless the voltage does not exceed 25 V a.c. or 60 V ripple-free d.c. in dry areas where a large contact area with the human body is not expected or 6 V a.c. or 15 V ripple-free d.c. in all other areas.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1127", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 67, "bbox": { "l": 96.42, "t": 167.87720000000002, "r": 513.3349919999996, "b": 142.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "NOTE: Clause 7.5 provides specific deemed to comply requirements for the arrangement of ELV circuits.", "text": "NOTE: Clause 7.5 provides specific deemed to comply requirements for the arrangement of ELV circuits." }, { "self_ref": "#/texts/1128", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 67, "bbox": { "l": 85.08, "t": 135.9203, "r": 438.4404000000005, "b": 122.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "1.5.8 Protection against thermal effects in normal service", "text": "1.5.8 Protection against thermal effects in normal service", "level": 1 }, { "self_ref": "#/texts/1129", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 67, "bbox": { "l": 85.07999999999998, "t": 115.94029999999998, "r": 513.6216000000001, "b": 88.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 149 ] } ], "orig": "Electrical installations shall be arranged so that there is no risk of ignition of flammable materials because of high temperature or", "text": "Electrical installations shall be arranged so that there is no risk of ignition of flammable materials because of high temperature or" }, { "self_ref": "#/texts/1130", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 67, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/1131", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 67, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1132", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 68, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/1133", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 68, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1134", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 68, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "64", "text": "64" }, { "self_ref": "#/texts/1135", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 68, "bbox": { "l": 85.08, "t": 744.9203, "r": 513.6887999999999, "b": 703.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 157 ] } ], "orig": "electric arc in normal service. During normal operation of the electrical equipment there shall be no risk of persons or livestock suffering burns.", "text": "electric arc in normal service. During normal operation of the electrical equipment there shall be no risk of persons or livestock suffering burns." }, { "self_ref": "#/texts/1136", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 68, "bbox": { "l": 85.08000000000004, "t": 696.9203, "r": 513.6600000000013, "b": 627.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 328 ] } ], "orig": "The selection and installation of electrical equipment shall be such that the temperature characteristics of the electrical equipment, properly installed and operated, do not adversely affect the electrical equipment, the electrical installation itself or any other installation, whether electrical or otherwise.", "text": "The selection and installation of electrical equipment shall be such that the temperature characteristics of the electrical equipment, properly installed and operated, do not adversely affect the electrical equipment, the electrical installation itself or any other installation, whether electrical or otherwise." }, { "self_ref": "#/texts/1137", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 68, "bbox": { "l": 85.08000000000001, "t": 620.9603, "r": 513.614400000001, "b": 579.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 182 ] } ], "orig": "Adequate ventilation shall be provided where heat is generated in normal operation in order to maintain operating temperatures below the rated or specified limits.", "text": "Adequate ventilation shall be provided where heat is generated in normal operation in order to maintain operating temperatures below the rated or specified limits." }, { "self_ref": "#/texts/1138", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 68, "bbox": { "l": 96.42, "t": 575.8772, "r": 145.63345799999996, "b": 563.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/1139", "parent": { "$ref": "#/groups/119" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 68, "bbox": { "l": 96.42, "t": 559.85738, "r": 513.383303999999, "b": 534.583616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "1 Account should be taken of the influence that temperature might have on the operational or characteristic values of the electrical equipment.", "text": "1 Account should be taken of the influence that temperature might have on the operational or characteristic values of the electrical equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1140", "parent": { "$ref": "#/groups/119" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 68, "bbox": { "l": 96.42, "t": 530.8767680000001, "r": 513.336089999999, "b": 505.60300400000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": "2 Further information on thermal effects associated with the installation of electrical equipment is given in Clause 4.2.", "text": "2 Further information on thermal effects associated with the installation of electrical equipment is given in Clause 4.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1141", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 68, "bbox": { "l": 85.08, "t": 498.9203, "r": 311.2727999999998, "b": 485.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "1.5.9 Protection against overcurrent", "text": "1.5.9 Protection against overcurrent", "level": 1 }, { "self_ref": "#/texts/1142", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 68, "bbox": { "l": 85.08, "t": 478.9403, "r": 513.6659999999998, "b": 437.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 199 ] } ], "orig": "Protection shall be provided against injury or property damage because of excessive temperatures or electromechanical stresses caused by any overcurrents likely to arise in live conductors.", "text": "Protection shall be provided against injury or property damage because of excessive temperatures or electromechanical stresses caused by any overcurrents likely to arise in live conductors." }, { "self_ref": "#/texts/1143", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 68, "bbox": { "l": 85.08000000000001, "t": 430.9402999999999, "r": 427.66560000000004, "b": 417.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "Protection may be provided by one of the following methods:", "text": "Protection may be provided by one of the following methods:" }, { "self_ref": "#/texts/1144", "parent": { "$ref": "#/groups/120" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 68, "bbox": { "l": 85.07999999999998, "t": 410.9602999999999, "r": 513.6096000000007, "b": 369.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 158 ] } ], "orig": "(a) Automatic disconnection on the occurrence of an overcurrent, before this overcurrent attains a dangerous value, taking into account its duration.", "text": "(a) Automatic disconnection on the occurrence of an overcurrent, before this overcurrent attains a dangerous value, taking into account its duration.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1145", "parent": { "$ref": "#/groups/120" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 68, "bbox": { "l": 85.07999999999998, "t": 362.96029999999985, "r": 470.95200000000045, "b": 349.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "(b) Limiting the maximum overcurrent to a safe value and duration.", "text": "(b) Limiting the maximum overcurrent to a safe value and duration.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1146", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 68, "bbox": { "l": 85.07999999999996, "t": 342.9202999999998, "r": 363.5256000000003, "b": 329.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "1.5.10 Protection against earth fault currents", "text": "1.5.10 Protection against earth fault currents", "level": 1 }, { "self_ref": "#/texts/1147", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 68, "bbox": { "l": 85.07999999999993, "t": 322.94029999999975, "r": 513.6227999999996, "b": 281.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 174 ] } ], "orig": "Protective earthing conductors and any other parts intended to carry an earth fault current shall be capable of carrying that current without attaining excessive temperature.", "text": "Protective earthing conductors and any other parts intended to carry an earth fault current shall be capable of carrying that current without attaining excessive temperature." }, { "self_ref": "#/texts/1148", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 68, "bbox": { "l": 85.07999999999993, "t": 274.94029999999975, "r": 359.40479999999974, "b": 261.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "1.5.11 Protection against abnormal voltages", "text": "1.5.11 Protection against abnormal voltages", "level": 1 }, { "self_ref": "#/texts/1149", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 68, "bbox": { "l": 85.07999999999993, "t": 254.96029999999973, "r": 189.8976, "b": 241.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "1.5.11.1 General", "text": "1.5.11.1 General", "level": 1 }, { "self_ref": "#/texts/1150", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 68, "bbox": { "l": 85.07999999999993, "t": 234.92029999999977, "r": 513.5711999999994, "b": 207.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "Protection shall be provided against any harmful effects of abnormal voltages-", "text": "Protection shall be provided against any harmful effects of abnormal voltages-" }, { "self_ref": "#/texts/1151", "parent": { "$ref": "#/groups/121" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 68, "bbox": { "l": 85.07999999999993, "t": 200.96029999999973, "r": 513.5855999999999, "b": 173.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "(a) caused by a fault between live parts of circuits supplied at different voltages;", "text": "(a) caused by a fault between live parts of circuits supplied at different voltages;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1152", "parent": { "$ref": "#/groups/121" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 68, "bbox": { "l": 85.07999999999993, "t": 166.94029999999975, "r": 460.7975999999995, "b": 153.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "(b) induced or otherwise occurring in unused conductors; or", "text": "(b) induced or otherwise occurring in unused conductors; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1153", "parent": { "$ref": "#/groups/121" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 68, "bbox": { "l": 85.07999999999993, "t": 146.96029999999973, "r": 513.6036000000001, "b": 119.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "(c) occurring as a result of any harmful influence between different circuits and installations.", "text": "(c) occurring as a result of any harmful influence between different circuits and installations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1154", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 68, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1155", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 69, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1156", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 69, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "65", "text": "65" }, { "self_ref": "#/texts/1157", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 69, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/1158", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 69, "bbox": { "l": 85.08, "t": 750.9203, "r": 358.56480000000005, "b": 737.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "1.5.11.2 Circuits operating at different voltages", "text": "1.5.11.2 Circuits operating at different voltages", "level": 1 }, { "self_ref": "#/texts/1159", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 69, "bbox": { "l": 85.08000000000001, "t": 730.9403, "r": 513.6372000000009, "b": 689.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 179 ] } ], "orig": "Protection shall be provided against injury or property damage because of any harmful effects of a fault between live parts of circuits supplied at different voltages.", "text": "Protection shall be provided against injury or property damage because of any harmful effects of a fault between live parts of circuits supplied at different voltages." }, { "self_ref": "#/texts/1160", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 69, "bbox": { "l": 85.08000000000004, "t": 682.9403, "r": 271.44359999999995, "b": 669.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "Protection may be provided by-", "text": "Protection may be provided by-" }, { "self_ref": "#/texts/1161", "parent": { "$ref": "#/groups/122" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 69, "bbox": { "l": 85.08000000000004, "t": 662.9603, "r": 103.96920000000004, "b": 649.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "(a)", "text": "(a)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1162", "parent": { "$ref": "#/groups/122" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 69, "bbox": { "l": 85.08, "t": 613.9403, "r": 103.97999999999998, "b": 600.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "(b)", "text": "(b)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1163", "parent": { "$ref": "#/groups/122" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 69, "bbox": { "l": 113.47560000000004, "t": 662.9603, "r": 201.32760000000013, "b": 649.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "segregation; or", "text": "segregation; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1164", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 69, "bbox": { "l": 113.46, "t": 645.8372, "r": 513.329639999999, "b": 620.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "NOTE: Clause 3.9.8.1 provides guidance on the segregation of circuits of different voltage levels.", "text": "NOTE: Clause 3.9.8.1 provides guidance on the segregation of circuits of different voltage levels." }, { "self_ref": "#/texts/1165", "parent": { "$ref": "#/groups/123" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 69, "bbox": { "l": 113.48639999999997, "t": 613.9403, "r": 438.98879999999997, "b": 600.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "installation of devices for protection against overvoltages.", "text": "installation of devices for protection against overvoltages.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1166", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 69, "bbox": { "l": 113.46, "t": 596.8772, "r": 513.2956020000005, "b": 571.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "NOTE: Clause 2.7 provides guidance on the installation of devices for protection against overvoltages.", "text": "NOTE: Clause 2.7 provides guidance on the installation of devices for protection against overvoltages." }, { "self_ref": "#/texts/1167", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 69, "bbox": { "l": 85.08, "t": 564.9203, "r": 441.3048000000007, "b": 551.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "1.5.11.3 Voltage disturbances and electromagnetic influences", "text": "1.5.11.3 Voltage disturbances and electromagnetic influences", "level": 1 }, { "self_ref": "#/texts/1168", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 69, "bbox": { "l": 85.07999999999998, "t": 544.9403, "r": 513.6312000000007, "b": 503.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "Protection against damage as a consequence of overvoltage, such as that originating from lightning or from switching operations, is not a requirement of this Standard.", "text": "Protection against damage as a consequence of overvoltage, such as that originating from lightning or from switching operations, is not a requirement of this Standard." }, { "self_ref": "#/texts/1169", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 69, "bbox": { "l": 96.42, "t": 499.8572, "r": 513.2987579999991, "b": 474.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "NOTE: Clause 2.7 and Appendix F provide guidance on overvoltage (surge) protection.", "text": "NOTE: Clause 2.7 and Appendix F provide guidance on overvoltage (surge) protection." }, { "self_ref": "#/texts/1170", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 69, "bbox": { "l": 85.08, "t": 467.9603, "r": 311.6304000000003, "b": 454.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "1.5.11.4 Voltage in unused conductors", "text": "1.5.11.4 Voltage in unused conductors", "level": 1 }, { "self_ref": "#/texts/1171", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 69, "bbox": { "l": 85.07999999999998, "t": 447.9203, "r": 513.6936000000004, "b": 364.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 382 ] } ], "orig": "Protection shall be provided against injury or property damage because of any harmful effects of voltage that may be induced or otherwise occur in unused conductors. Disconnected, redundant or unused conductors associated with conductors that remain connected shall be terminated and protected at both ends in the same manner as is required for live conductors.", "text": "Protection shall be provided against injury or property damage because of any harmful effects of voltage that may be induced or otherwise occur in unused conductors. Disconnected, redundant or unused conductors associated with conductors that remain connected shall be terminated and protected at both ends in the same manner as is required for live conductors." }, { "self_ref": "#/texts/1172", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 69, "bbox": { "l": 96.42, "t": 360.8372, "r": 513.340481999999, "b": 322.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 181 ] } ], "orig": "NOTE: Such conductors are capable of attaining induced, unwanted voltages that may be dangerous, particularly where in close proximity to high voltage conductors.", "text": "NOTE: Such conductors are capable of attaining induced, unwanted voltages that may be dangerous, particularly where in close proximity to high voltage conductors." }, { "self_ref": "#/texts/1173", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 69, "bbox": { "l": 85.08, "t": 315.9204, "r": 331.4148000000006, "b": 302.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "1.5.11.5 Different circuits and installations", "text": "1.5.11.5 Different circuits and installations", "level": 1 }, { "self_ref": "#/texts/1174", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 69, "bbox": { "l": 85.08000000000001, "t": 295.94039999999995, "r": 513.6372000000009, "b": 268.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "Protection shall be provided against injury or property damage because of any harmful influence between-", "text": "Protection shall be provided against injury or property damage because of any harmful influence between-" }, { "self_ref": "#/texts/1175", "parent": { "$ref": "#/groups/124" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 69, "bbox": { "l": 85.08000000000004, "t": 261.9204, "r": 290.74200000000025, "b": 248.52839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "(a) different electrical installations;", "text": "(a) different electrical installations;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1176", "parent": { "$ref": "#/groups/124" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 69, "bbox": { "l": 85.08000000000004, "t": 241.94039999999995, "r": 397.50480000000016, "b": 228.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "(b) different circuits of the same electrical installation;", "text": "(b) different circuits of the same electrical installation;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1177", "parent": { "$ref": "#/groups/124" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 69, "bbox": { "l": 85.08000000000004, "t": 221.96039999999994, "r": 369.23880000000054, "b": 208.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "(c) electrical and non-electrical installations; and", "text": "(c) electrical and non-electrical installations; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1178", "parent": { "$ref": "#/groups/124" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 69, "bbox": { "l": 85.08000000000004, "t": 201.92039999999997, "r": 510.2051999999998, "b": 188.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "(d) the electrical installation and the structure in or on which it is installed.", "text": "(d) the electrical installation and the structure in or on which it is installed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1179", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 69, "bbox": { "l": 96.42, "t": 184.85720000000003, "r": 145.63345799999996, "b": 172.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/1180", "parent": { "$ref": "#/groups/125" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 69, "bbox": { "l": 96.42, "t": 168.83737999999994, "r": 513.3470699999997, "b": 117.58383800000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 254 ] } ], "orig": "1 Requirements for the enclosure of telecommunication cables with other wiring systems, including high voltage systems, are contained in AS/CA S009 and for New Zealand, in the NZ Telecommunications Forum (TCF) Premises Wiring Guidelines.", "text": "1 Requirements for the enclosure of telecommunication cables with other wiring systems, including high voltage systems, are contained in AS/CA S009 and for New Zealand, in the NZ Telecommunications Forum (TCF) Premises Wiring Guidelines.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1181", "parent": { "$ref": "#/groups/125" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 69, "bbox": { "l": 96.41999999999999, "t": 113.87698999999998, "r": 513.4217339999991, "b": 88.60322600000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "2 AS/NZS 3080 provides guidance on the effects of electrical interference to circuits, such as telecommunications and data transfer.", "text": "2 AS/NZS 3080 provides guidance on the effects of electrical interference to circuits, such as telecommunications and data transfer.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1182", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 69, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1183", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 70, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/1184", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 70, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/1185", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 70, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1186", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 70, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "66", "text": "66" }, { "self_ref": "#/texts/1187", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 70, "bbox": { "l": 85.08, "t": 744.9203, "r": 351.03840000000037, "b": 731.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "1.5.12 Protection against the spread of fire", "text": "1.5.12 Protection against the spread of fire", "level": 1 }, { "self_ref": "#/texts/1188", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 70, "bbox": { "l": 85.08, "t": 724.9403, "r": 513.7811999999998, "b": 697.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "Protection shall be provided against fire initiated or propagated by components of the electrical installation.", "text": "Protection shall be provided against fire initiated or propagated by components of the electrical installation." }, { "self_ref": "#/texts/1189", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 70, "bbox": { "l": 85.07999999999993, "t": 690.9203, "r": 513.5712000000003, "b": 663.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "Electrical equipment shall be selected, installed and protected such that the equipment will not-", "text": "Electrical equipment shall be selected, installed and protected such that the equipment will not-" }, { "self_ref": "#/texts/1190", "parent": { "$ref": "#/groups/126" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 70, "bbox": { "l": 85.07999999999993, "t": 656.9603, "r": 513.6384, "b": 629.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "(a) obstruct escape routes, either directly or by the products of combustion;", "text": "(a) obstruct escape routes, either directly or by the products of combustion;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1191", "parent": { "$ref": "#/groups/126" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 70, "bbox": { "l": 85.07999999999993, "t": 622.9403, "r": 297.72240000000016, "b": 609.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "(b) contribute to or propagate a fire;", "text": "(b) contribute to or propagate a fire;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1192", "parent": { "$ref": "#/groups/126" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 70, "bbox": { "l": 85.07999999999993, "t": 602.9603, "r": 470.2596, "b": 589.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(c) attain a temperature high enough to ignite adjacent material; or", "text": "(c) attain a temperature high enough to ignite adjacent material; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1193", "parent": { "$ref": "#/groups/126" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 70, "bbox": { "l": 85.07999999999993, "t": 582.9203, "r": 398.59800000000064, "b": 569.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "(d) adversely affect means of egress from a structure.", "text": "(d) adversely affect means of egress from a structure.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1194", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 70, "bbox": { "l": 96.42, "t": 565.8572, "r": 145.63345799999996, "b": 553.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/1195", "parent": { "$ref": "#/groups/127" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 70, "bbox": { "l": 96.42, "t": 549.83738, "r": 513.3075420000008, "b": 524.624006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "1 Clause 2.10.2.5(h) contains requirements for the placement of switchboards in or near fire exits and egress paths.", "text": "1 Clause 2.10.2.5(h) contains requirements for the placement of switchboards in or near fire exits and egress paths.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1196", "parent": { "$ref": "#/groups/127" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 70, "bbox": { "l": 96.42, "t": 520.8578660000001, "r": 513.2460540000005, "b": 495.58410200000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "2 Clauses 2.10.7, 3.9.9 contain requirements and Appendix E provides guidance on fire safety.", "text": "2 Clauses 2.10.7, 3.9.9 contain requirements and Appendix E provides guidance on fire safety.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1197", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 70, "bbox": { "l": 85.08, "t": 488.9603, "r": 452.3784000000007, "b": 475.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "1.5.13 Protection against injury from mechanical movement", "text": "1.5.13 Protection against injury from mechanical movement", "level": 1 }, { "self_ref": "#/texts/1198", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 70, "bbox": { "l": 85.07999999999998, "t": 468.9203, "r": 513.5832000000005, "b": 441.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 111 ] } ], "orig": "Protection shall be provided against injury from mechanical movement of electrically actuated equipment, where-", "text": "Protection shall be provided against injury from mechanical movement of electrically actuated equipment, where-" }, { "self_ref": "#/texts/1199", "parent": { "$ref": "#/groups/128" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 70, "bbox": { "l": 85.07999999999998, "t": 434.96029999999996, "r": 495.5664000000006, "b": 421.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "(a) mechanical maintenance may involve risk of physical injury; or", "text": "(a) mechanical maintenance may involve risk of physical injury; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1200", "parent": { "$ref": "#/groups/128" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 70, "bbox": { "l": 85.07999999999998, "t": 414.92029999999994, "r": 513.612000000001, "b": 387.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(b) emergency stopping may be necessary to remove any unexpected danger.", "text": "(b) emergency stopping may be necessary to remove any unexpected danger.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1201", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 70, "bbox": { "l": 85.07999999999996, "t": 380.9602999999999, "r": 513.6324000000004, "b": 339.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 171 ] } ], "orig": "Protection may be provided by the provision of devices to disconnect or isolate electrical equipment, as may be necessary to prevent or remove danger.", "text": "Protection may be provided by the provision of devices to disconnect or isolate electrical equipment, as may be necessary to prevent or remove danger." }, { "self_ref": "#/texts/1202", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 70, "bbox": { "l": 85.07999999999996, "t": 332.96029999999985, "r": 362.66040000000055, "b": 319.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "1.5.14 Protection against external influences", "text": "1.5.14 Protection against external influences", "level": 1 }, { "self_ref": "#/texts/1203", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 70, "bbox": { "l": 85.07999999999996, "t": 312.92029999999977, "r": 513.7080000000001, "b": 229.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 356 ] } ], "orig": "All parts of an electrical installation shall be designed to be adequately protected against damage that might reasonably be expected from environmental and other external influences to which the electrical installation may be exposed under the conditions of its use. These conditions would be those that would be expected during normal operation.", "text": "All parts of an electrical installation shall be designed to be adequately protected against damage that might reasonably be expected from environmental and other external influences to which the electrical installation may be exposed under the conditions of its use. These conditions would be those that would be expected during normal operation." }, { "self_ref": "#/texts/1204", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 70, "bbox": { "l": 85.08000000000001, "t": 222.92029999999977, "r": 513.6192000000003, "b": 139.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 417 ] } ], "orig": "Damage from such influences may include mechanical damage, and damage because of exposure to weather, water, flora, fauna, seismic activity, excessive dampness, corrosive fumes, galvanic action, accumulation of dust, steam, oil, temperature, explosive atmospheres, vibration or any other influence to which the electrical installation may be exposed under the conditions of its use.", "text": "Damage from such influences may include mechanical damage, and damage because of exposure to weather, water, flora, fauna, seismic activity, excessive dampness, corrosive fumes, galvanic action, accumulation of dust, steam, oil, temperature, explosive atmospheres, vibration or any other influence to which the electrical installation may be exposed under the conditions of its use." }, { "self_ref": "#/texts/1205", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 70, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1206", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 71, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/1207", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 71, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1208", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 71, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "67", "text": "67" }, { "self_ref": "#/texts/1209", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 71, "bbox": { "l": 60.42, "t": 580.7521999999999, "r": 68.682, "b": 565.1505199999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/1210", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 71, "bbox": { "l": 85.08, "t": 750.9803, "r": 385.1424000000003, "b": 737.5883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "1.6 DESIGN OF AN ELECTRICAL INSTALLATION", "text": "1.6 DESIGN OF AN ELECTRICAL INSTALLATION", "level": 1 }, { "self_ref": "#/texts/1211", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 71, "bbox": { "l": 85.08, "t": 730.9403000000001, "r": 174.24600000000007, "b": 717.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "1.6.1 General", "text": "1.6.1 General", "level": 1 }, { "self_ref": "#/texts/1212", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 71, "bbox": { "l": 85.08, "t": 710.9603000000001, "r": 371.6255999999998, "b": 697.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "An electrical installation shall be designed to-", "text": "An electrical installation shall be designed to-" }, { "self_ref": "#/texts/1213", "parent": { "$ref": "#/groups/129" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 71, "bbox": { "l": 85.08, "t": 690.9203000000001, "r": 483.94440000000054, "b": 677.5283000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "(a) protect persons, livestock and property from harmful effects;", "text": "(a) protect persons, livestock and property from harmful effects;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1214", "parent": { "$ref": "#/groups/129" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 71, "bbox": { "l": 85.08, "t": 670.9403000000001, "r": 301.40520000000026, "b": 657.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "(b) function correctly as intended;", "text": "(b) function correctly as intended;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1215", "parent": { "$ref": "#/groups/129" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 71, "bbox": { "l": 85.08, "t": 650.9603000000001, "r": 513.6815999999997, "b": 609.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 188 ] } ], "orig": "(c) connect, operate safely and be compatible with the electricity distribution system, or other source of supply, to which the electrical installation is to be connected;", "text": "(c) connect, operate safely and be compatible with the electricity distribution system, or other source of supply, to which the electrical installation is to be connected;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1216", "parent": { "$ref": "#/groups/129" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 71, "bbox": { "l": 85.08000000000001, "t": 602.9603000000001, "r": 513.7416000000004, "b": 589.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "(d) facilitate safe operation, inspection, testing and maintenance; and", "text": "(d) facilitate safe operation, inspection, testing and maintenance; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1217", "parent": { "$ref": "#/groups/129" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 71, "bbox": { "l": 85.07999999999998, "t": 582.9203000000001, "r": 513.2901119999992, "b": 553.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "(e) reduce inconvenience in the event of a fault. NOTE: Consideration should be given to the provisions of Appendix M", "text": "(e) reduce inconvenience in the event of a fault. NOTE: Consideration should be given to the provisions of Appendix M", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1218", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 71, "bbox": { "l": 113.46000000000001, "t": 552.837116, "r": 300.3736380000004, "b": 540.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "concerning the disruption of supply.", "text": "concerning the disruption of supply." }, { "self_ref": "#/texts/1219", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 71, "bbox": { "l": 85.08, "t": 533.9603, "r": 262.19280000000026, "b": 520.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "1.6.2 Supply characteristics", "text": "1.6.2 Supply characteristics", "level": 1 }, { "self_ref": "#/texts/1220", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 71, "bbox": { "l": 85.08, "t": 513.9202999999999, "r": 498.04799999999966, "b": 500.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "The following characteristics of the electricity supply shall be determined:", "text": "The following characteristics of the electricity supply shall be determined:" }, { "self_ref": "#/texts/1221", "parent": { "$ref": "#/groups/130" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 71, "bbox": { "l": 85.07999999999998, "t": 493.9402999999999, "r": 278.8536000000002, "b": 480.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "(a) Nature of current, a.c. or d.c.", "text": "(a) Nature of current, a.c. or d.c.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1222", "parent": { "$ref": "#/groups/130" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 71, "bbox": { "l": 85.07999999999998, "t": 473.9602999999999, "r": 371.3508000000005, "b": 460.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "(b) Nature and number of conductors, as follows:", "text": "(b) Nature and number of conductors, as follows:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1223", "parent": { "$ref": "#/groups/130" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 71, "bbox": { "l": 113.39999999999998, "t": 453.9202999999999, "r": 512.7036000000012, "b": 440.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "(i) Active (phase), neutral and protective earthing conductors for a.c.", "text": "(i) Active (phase), neutral and protective earthing conductors for a.c.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1224", "parent": { "$ref": "#/groups/130" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 71, "bbox": { "l": 113.39999999999998, "t": 433.94029999999987, "r": 312.2712000000001, "b": 420.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "(ii) Equivalent conductors for d.c.", "text": "(ii) Equivalent conductors for d.c.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1225", "parent": { "$ref": "#/groups/130" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 71, "bbox": { "l": 113.45279999999998, "t": 413.96029999999985, "r": 513.3098759999996, "b": 371.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "Voltage and voltage tolerances. NOTE: The nominal voltage and tolerances for low voltage supply systems and electrical installations are-", "text": "Voltage and voltage tolerances. NOTE: The nominal voltage and tolerances for low voltage supply systems and electrical installations are-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1226", "parent": { "$ref": "#/groups/130" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 71, "bbox": { "l": 113.39961, "t": 369.735266, "r": 513.3054840000004, "b": 344.38354400000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "(a) for Australia, 230/400 V + 10% to  6% (in accordance with AS 60038); and", "text": "(a) for Australia, 230/400 V + 10% to  6% (in accordance with AS 60038); and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1227", "parent": { "$ref": "#/pictures/9" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 71, "bbox": { "l": 522.2999, "t": 368.7203, "r": 534.5735, "b": 355.3283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/1228", "parent": { "$ref": "#/groups/130" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 71, "bbox": { "l": 113.39960999999994, "t": 342.735446, "r": 538.416, "b": 317.38372400000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "(b) for New Zealand, 230/400 V + 6% to  6% (in accordance with IEC 60038). NZ", "text": "(b) for New Zealand, 230/400 V + 6% to  6% (in accordance with IEC 60038). NZ", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1229", "parent": { "$ref": "#/groups/130" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 71, "bbox": { "l": 85.08, "t": 310.94039999999995, "r": 325.3944000000003, "b": 297.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "(d) Frequency and frequency tolerances.", "text": "(d) Frequency and frequency tolerances.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1230", "parent": { "$ref": "#/groups/130" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 71, "bbox": { "l": 85.08, "t": 290.96039999999994, "r": 334.73400000000044, "b": 277.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "(e) Maximum current that can be supplied.", "text": "(e) Maximum current that can be supplied.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1231", "parent": { "$ref": "#/groups/130" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 71, "bbox": { "l": 85.08, "t": 270.9204, "r": 100.6368, "b": 257.5283999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "(f)", "text": "(f)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1232", "parent": { "$ref": "#/groups/130" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 71, "bbox": { "l": 113.4432, "t": 270.9204, "r": 513.3362280000008, "b": 228.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 193 ] } ], "orig": "Prospective short-circuit current. NOTE: Information regarding prospective short-circuit and fault currents at the point of supply may be obtained from the local electricity distributor.", "text": "Prospective short-circuit current. NOTE: Information regarding prospective short-circuit and fault currents at the point of supply may be obtained from the local electricity distributor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1233", "parent": { "$ref": "#/groups/130" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 71, "bbox": { "l": 85.08, "t": 221.96029999999996, "r": 512.366400000001, "b": 208.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "(g) Protective measures inherent in the supply, e.g. MEN earthing system.", "text": "(g) Protective measures inherent in the supply, e.g. MEN earthing system.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1234", "parent": { "$ref": "#/groups/130" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 71, "bbox": { "l": 85.07999999999998, "t": 201.9203, "r": 292.79760000000005, "b": 188.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "(h) Limits on the use of equipment.", "text": "(h) Limits on the use of equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1235", "parent": { "$ref": "#/groups/130" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 71, "bbox": { "l": 85.07999999999998, "t": 181.94029999999998, "r": 324.88440000000037, "b": 168.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "(i) Harmonic current or other limitations.", "text": "(i) Harmonic current or other limitations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1236", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 71, "bbox": { "l": 85.07999999999998, "t": 161.96029999999996, "r": 236.37840000000008, "b": 148.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "1.6.3 Maximum demand", "text": "1.6.3 Maximum demand", "level": 1 }, { "self_ref": "#/texts/1237", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 71, "bbox": { "l": 85.07999999999998, "t": 141.9203, "r": 513.6696000000005, "b": 86.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 256 ] } ], "orig": "The maximum demand of an electrical installation shall be determined, taking account of the capacity, physical distribution and intended use of electrical equipment in the electrical installation and the manner in which the present requirements might vary.", "text": "The maximum demand of an electrical installation shall be determined, taking account of the capacity, physical distribution and intended use of electrical equipment in the electrical installation and the manner in which the present requirements might vary." }, { "self_ref": "#/texts/1238", "parent": { "$ref": "#/groups/131" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 71, "bbox": { "l": 85.07999999999998, "t": 413.96029999999985, "r": 103.28639999999997, "b": 400.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "(c)", "text": "(c)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1239", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 71, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/1240", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 71, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1241", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 72, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/1242", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 72, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1243", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 72, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "68", "text": "68" }, { "self_ref": "#/texts/1244", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 72, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/1245", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 72, "bbox": { "l": 85.07999999999998, "t": 744.9203, "r": 513.5868000000002, "b": 717.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 145 ] } ], "orig": "Consumer mains, submains and other electrical equipment of an electrical installation shall be designed and installed to meet the maximum demand.", "text": "Consumer mains, submains and other electrical equipment of an electrical installation shall be designed and installed to meet the maximum demand." }, { "self_ref": "#/texts/1246", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 72, "bbox": { "l": 96.42, "t": 713.8772, "r": 513.3525600000006, "b": 688.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 83 ] } ], "orig": "NOTE: Clause 2.2.2 contains acceptable methods of determining maximum demand.", "text": "NOTE: Clause 2.2.2 contains acceptable methods of determining maximum demand." }, { "self_ref": "#/texts/1247", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 72, "bbox": { "l": 85.08, "t": 681.9203, "r": 235.9463999999999, "b": 668.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "1.6.4 Utilization voltage", "text": "1.6.4 Utilization voltage", "level": 1 }, { "self_ref": "#/texts/1248", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 72, "bbox": { "l": 85.07999999999998, "t": 661.9403, "r": 513.6456, "b": 606.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 261 ] } ], "orig": "The electrical installation shall be designed and installed to ensure that the voltage at the terminals of electrical appliances and equipment is suitable for the nominal operating voltage of electrical appliances and equipment to be supplied.", "text": "The electrical installation shall be designed and installed to ensure that the voltage at the terminals of electrical appliances and equipment is suitable for the nominal operating voltage of electrical appliances and equipment to be supplied." }, { "self_ref": "#/texts/1249", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 72, "bbox": { "l": 96.42, "t": 602.8772, "r": 437.18539800000053, "b": 590.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "NOTE: Clause 3.6 contains requirements relating to voltage drop.", "text": "NOTE: Clause 3.6 contains requirements relating to voltage drop." }, { "self_ref": "#/texts/1250", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 72, "bbox": { "l": 85.08, "t": 583.9403, "r": 375.8615999999998, "b": 570.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "1.6.5 Electrical installation circuit arrangement", "text": "1.6.5 Electrical installation circuit arrangement", "level": 1 }, { "self_ref": "#/texts/1251", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 72, "bbox": { "l": 85.07999999999998, "t": 563.9603, "r": 513.6168000000002, "b": 536.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "Every electrical installation shall be divided into circuits as necessary to-", "text": "Every electrical installation shall be divided into circuits as necessary to-" }, { "self_ref": "#/texts/1252", "parent": { "$ref": "#/groups/132" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 72, "bbox": { "l": 85.07999999999998, "t": 529.9403, "r": 513.7380000000007, "b": 502.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(a) avoid danger and minimize inconvenience in the event of a fault; and", "text": "(a) avoid danger and minimize inconvenience in the event of a fault; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1253", "parent": { "$ref": "#/groups/132" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 72, "bbox": { "l": 85.07999999999998, "t": 495.92029999999994, "r": 487.07880000000034, "b": 482.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "(b) facilitate safe operation, inspection, testing and maintenance.", "text": "(b) facilitate safe operation, inspection, testing and maintenance.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1254", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 72, "bbox": { "l": 96.42, "t": 478.8572, "r": 513.3800100000003, "b": 453.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "NOTE: Clause 2.3 contains requirements for the control and protection of electrical installations.", "text": "NOTE: Clause 2.3 contains requirements for the control and protection of electrical installations." }, { "self_ref": "#/texts/1255", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 72, "bbox": { "l": 85.08, "t": 438.9803, "r": 495.41160000000065, "b": 425.5883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "1.7 SELECTION AND INSTALLATION OF ELECTRICAL EQUIPMENT", "text": "1.7 SELECTION AND INSTALLATION OF ELECTRICAL EQUIPMENT", "level": 1 }, { "self_ref": "#/texts/1256", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 72, "bbox": { "l": 85.07999999999998, "t": 418.9403, "r": 174.2639999999999, "b": 405.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "1.7.1 General", "text": "1.7.1 General", "level": 1 }, { "self_ref": "#/texts/1257", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 72, "bbox": { "l": 85.07999999999998, "t": 398.96029999999996, "r": 513.6180000000011, "b": 371.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Electrical equipment forming part of an electrical installation shall be-", "text": "Electrical equipment forming part of an electrical installation shall be-" }, { "self_ref": "#/texts/1258", "parent": { "$ref": "#/groups/133" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 72, "bbox": { "l": 85.07999999999998, "t": 364.9402999999999, "r": 513.5892000000007, "b": 337.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "(a) selected and installed to operate in a safe and reliable manner in the course of normal operating conditions;", "text": "(a) selected and installed to operate in a safe and reliable manner in the course of normal operating conditions;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1259", "parent": { "$ref": "#/groups/133" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 72, "bbox": { "l": 85.07999999999998, "t": 330.9202999999999, "r": 513.696000000001, "b": 261.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 296 ] } ], "orig": "(b) selected and installed so as not to cause a danger from electric shock, fire, high temperature or physical injury in the event of reasonably expected conditions of abnormal operation, overload, fault or external influences that may apply in the electrical installation; and", "text": "(b) selected and installed so as not to cause a danger from electric shock, fire, high temperature or physical injury in the event of reasonably expected conditions of abnormal operation, overload, fault or external influences that may apply in the electrical installation; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1260", "parent": { "$ref": "#/groups/133" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 72, "bbox": { "l": 85.07999999999998, "t": 254.96029999999973, "r": 513.6648000000006, "b": 213.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 185 ] } ], "orig": "(c) electrical equipment shall be installed in accordance with the requirements of this Standard and the additional requirements as specified in the manufacturer's instructions.", "text": "(c) electrical equipment shall be installed in accordance with the requirements of this Standard and the additional requirements as specified in the manufacturer's instructions.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1261", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 72, "bbox": { "l": 85.07999999999998, "t": 206.96029999999985, "r": 279.29760000000016, "b": 193.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "1.7.2 Installation work practice", "text": "1.7.2 Installation work practice", "level": 1 }, { "self_ref": "#/texts/1262", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 72, "bbox": { "l": 85.07999999999993, "t": 186.92029999999977, "r": 513.5976000000005, "b": 145.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 186 ] } ], "orig": "In order to address the requirement of Clause 1.7.1, electrical equipment shall be installed in accordance with safe and sound work practices, including the following:", "text": "In order to address the requirement of Clause 1.7.1, electrical equipment shall be installed in accordance with safe and sound work practices, including the following:" }, { "self_ref": "#/texts/1263", "parent": { "$ref": "#/groups/134" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 72, "bbox": { "l": 85.07999999999993, "t": 138.92029999999988, "r": 513.6551999999998, "b": 97.56829999999991, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 214 ] } ], "orig": "(a) Appropriate construction and operating characteristics of the equipment to protect against the mechanical, environmental or other external influences, including condensation, to which it is likely to be", "text": "(a) Appropriate construction and operating characteristics of the equipment to protect against the mechanical, environmental or other external influences, including condensation, to which it is likely to be", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1264", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 72, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1265", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 73, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1266", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 73, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "69", "text": "69" }, { "self_ref": "#/texts/1267", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 73, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/1268", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 73, "bbox": { "l": 66.12, "t": 594.4921999999999, "r": 74.38199999999999, "b": 578.8905199999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/1269", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 73, "bbox": { "l": 66.6, "t": 347.5322, "r": 74.862, "b": 331.93052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/1270", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 73, "bbox": { "l": 66.6, "t": 301.8122000000001, "r": 74.862, "b": 286.2105200000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/1271", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 73, "bbox": { "l": 113.45999999999998, "t": 750.9203, "r": 513.6324000000008, "b": 695.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 261 ] } ], "orig": "exposed at the intended point of installation. The means of protection, which shall not be impaired in the process of installation, may be integral to the equipment or an additional enclosure provided as part of the electrical installation.", "text": "exposed at the intended point of installation. The means of protection, which shall not be impaired in the process of installation, may be integral to the equipment or an additional enclosure provided as part of the electrical installation." }, { "self_ref": "#/texts/1272", "parent": { "$ref": "#/groups/135" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 73, "bbox": { "l": 85.08000000000001, "t": 688.9403, "r": 449.9736000000002, "b": 675.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "(b) Installation instructions provided by the equipment supplier.", "text": "(b) Installation instructions provided by the equipment supplier.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1273", "parent": { "$ref": "#/groups/135" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 73, "bbox": { "l": 85.08000000000001, "t": 668.9603, "r": 513.6168, "b": 641.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "(c) Adequate and safe access or working space is provided to equipment requiring operation or maintenance.", "text": "(c) Adequate and safe access or working space is provided to equipment requiring operation or maintenance.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1274", "parent": { "$ref": "#/groups/135" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 73, "bbox": { "l": 85.08000000000004, "t": 634.9403, "r": 498.3828000000012, "b": 621.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "(d) Adequate strength and durability of fixings, fastenings and supports.", "text": "(d) Adequate strength and durability of fixings, fastenings and supports.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1275", "parent": { "$ref": "#/groups/135" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 73, "bbox": { "l": 85.08000000000004, "t": 614.9603, "r": 326.23920000000055, "b": 601.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "(e) Particular needs of the user/operator.", "text": "(e) Particular needs of the user/operator.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1276", "parent": { "$ref": "#/groups/135" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 73, "bbox": { "l": 85.08000000000004, "t": 594.9203, "r": 513.6228000000006, "b": 553.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 201 ] } ], "orig": "(f) Installation wiring conductors shall be clearly identified to indicate their intended function as active, neutral, main earthing, protective earthing (PE) or equipotential bonding (EPB) conductors.", "text": "(f) Installation wiring conductors shall be clearly identified to indicate their intended function as active, neutral, main earthing, protective earthing (PE) or equipotential bonding (EPB) conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1277", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 73, "bbox": { "l": 113.46000000000006, "t": 546.9203, "r": 513.6492000000002, "b": 491.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 256 ] } ], "orig": "Conductors with a green or green/yellow (G/Y) combination core insulation colour or sleeving colour are strictly reserved for identifying the main earthing conductor, protective earthing (PE) conductor, or the equipotential bonding (EPB) conductor.", "text": "Conductors with a green or green/yellow (G/Y) combination core insulation colour or sleeving colour are strictly reserved for identifying the main earthing conductor, protective earthing (PE) conductor, or the equipotential bonding (EPB) conductor." }, { "self_ref": "#/texts/1278", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 73, "bbox": { "l": 113.46000000000012, "t": 484.9402999999999, "r": 513.6300000000002, "b": 457.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 129 ] } ], "orig": "Live conductors shall not be insulated or sheathed with green, yellow or green/yellow combination colours in installation wiring.", "text": "Live conductors shall not be insulated or sheathed with green, yellow or green/yellow combination colours in installation wiring." }, { "self_ref": "#/texts/1279", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 73, "bbox": { "l": 113.46000000000015, "t": 450.9202999999999, "r": 513.5988000000004, "b": 423.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "Exception: In New Zealand only, there is no restriction on sheath colour.", "text": "Exception: In New Zealand only, there is no restriction on sheath colour." }, { "self_ref": "#/texts/1280", "parent": { "$ref": "#/groups/136" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 73, "bbox": { "l": 85.08000000000015, "t": 416.96029999999985, "r": 513.6408000000006, "b": 375.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "(g) The polarization of socket-outlets shall be in accordance with the product specification and shall be consistent throughout the installation.", "text": "(g) The polarization of socket-outlets shall be in accordance with the product specification and shall be consistent throughout the installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1281", "parent": { "$ref": "#/groups/136" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 73, "bbox": { "l": 85.08000000000015, "t": 368.9602999999998, "r": 418.46160000000015, "b": 355.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "(h) Semi-enclosed rewireable fuses shall not be installed.", "text": "(h) Semi-enclosed rewireable fuses shall not be installed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1282", "parent": { "$ref": "#/groups/136" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 73, "bbox": { "l": 85.08000000000015, "t": 348.92029999999977, "r": 513.6432000000007, "b": 307.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 158 ] } ], "orig": "(i) Condensation issues-a breathing/pressure equalization valve shall be installed to assist with changes in humidity and drainage of moisture.", "text": "(i) Condensation issues-a breathing/pressure equalization valve shall be installed to assist with changes in humidity and drainage of moisture.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1283", "parent": { "$ref": "#/groups/136" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 73, "bbox": { "l": 85.08000000000021, "t": 300.92029999999977, "r": 513.6288000000002, "b": 273.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "(j) Electrical equipment shall be installed to manufacturer's instructions to ensure that the marked IP rating is maintained.", "text": "(j) Electrical equipment shall be installed to manufacturer's instructions to ensure that the marked IP rating is maintained.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1284", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 73, "bbox": { "l": 85.08000000000021, "t": 266.96029999999973, "r": 250.67760000000044, "b": 253.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "1.7.3 Equipment selection", "text": "1.7.3 Equipment selection", "level": 1 }, { "self_ref": "#/texts/1285", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 73, "bbox": { "l": 85.08000000000021, "t": 246.92029999999966, "r": 513.6360000000001, "b": 205.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 201 ] } ], "orig": "Electrical equipment shall be selected to comply with the requirement of Clause 1.7.1. Equipment is deemed to satisfy that requirement if it satisfies one or more of the following conditions:", "text": "Electrical equipment shall be selected to comply with the requirement of Clause 1.7.1. Equipment is deemed to satisfy that requirement if it satisfies one or more of the following conditions:" }, { "self_ref": "#/texts/1286", "parent": { "$ref": "#/groups/137" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 73, "bbox": { "l": 85.08000000000027, "t": 198.92029999999977, "r": 513.6192000000003, "b": 171.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(a) The safety requirements for low voltage electrical equipment specified in AS/NZS 3820.", "text": "(a) The safety requirements for low voltage electrical equipment specified in AS/NZS 3820.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1287", "parent": { "$ref": "#/groups/137" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 73, "bbox": { "l": 85.08000000000027, "t": 164.96029999999973, "r": 513.6756000000016, "b": 137.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "(b) The safe design, construction, installation and performance provisions of-", "text": "(b) The safe design, construction, installation and performance provisions of-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1288", "parent": { "$ref": "#/groups/137" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 73, "bbox": { "l": 113.40000000000026, "t": 130.94029999999975, "r": 513.5976000000007, "b": 89.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "(i) an Australian, New Zealand or Australian/New Zealand Standard that is appropriate and relevant to the type of electrical equipment; or", "text": "(i) an Australian, New Zealand or Australian/New Zealand Standard that is appropriate and relevant to the type of electrical equipment; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1289", "parent": { "$ref": "#/pictures/11" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 73, "bbox": { "l": 518.46, "t": 456.56030000000004, "r": 538.416, "b": 443.16830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/1290", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 73, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1291", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 74, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1292", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 74, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "70", "text": "70" }, { "self_ref": "#/texts/1293", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 74, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/1294", "parent": { "$ref": "#/groups/138" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 74, "bbox": { "l": 113.4, "t": 744.9203, "r": 513.6192000000004, "b": 661.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 365 ] } ], "orig": "(ii) where an Australian/New Zealand Standard appropriate and relevant to the type of electrical equipment does not exist, a recognized international or national Standard of another country that is appropriate and relevant to the type of electrical equipment and to the electrical installation conditions in Australia and New Zealand may be applied.", "text": "(ii) where an Australian/New Zealand Standard appropriate and relevant to the type of electrical equipment does not exist, a recognized international or national Standard of another country that is appropriate and relevant to the type of electrical equipment and to the electrical installation conditions in Australia and New Zealand may be applied.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1295", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 74, "bbox": { "l": 96.42, "t": 657.8372, "r": 145.63345799999996, "b": 645.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/1296", "parent": { "$ref": "#/groups/139" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 74, "bbox": { "l": 96.42, "t": 641.8766720000001, "r": 513.3020520000006, "b": 616.6029080000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "1 Appendix A is a numerical listing of Standards referred to within this Standard.", "text": "1 Appendix A is a numerical listing of Standards referred to within this Standard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1297", "parent": { "$ref": "#/groups/139" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 74, "bbox": { "l": 96.42, "t": 612.8367680000001, "r": 513.3514619999991, "b": 548.6235320000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 335 ] } ], "orig": "2 Equipment that bears the Regulatory Compliance Mark satisfies the relevant regulatory requirements for electrical safety and can be presumed to comply with the requirements of Clause 1.7.1. The conditions for the use of the mark, including references to specific Standards for which it applies, are set out in AS/NZS 4417.", "text": "2 Equipment that bears the Regulatory Compliance Mark satisfies the relevant regulatory requirements for electrical safety and can be presumed to comply with the requirements of Clause 1.7.1. The conditions for the use of the mark, including references to specific Standards for which it applies, are set out in AS/NZS 4417.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1298", "parent": { "$ref": "#/groups/139" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 74, "bbox": { "l": 96.42, "t": 544.8573920000001, "r": 513.2603280000003, "b": 506.6239340000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 169 ] } ], "orig": "3 Regulatory authorities may also accept other marks or means of determining that equipment satisfies the relevant regulatory requirements for electrical safety.", "text": "3 Regulatory authorities may also accept other marks or means of determining that equipment satisfies the relevant regulatory requirements for electrical safety.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1299", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 74, "bbox": { "l": 85.08, "t": 499.94030000000004, "r": 225.4656000000002, "b": 486.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "1.7.4 Damp situations", "text": "1.7.4 Damp situations", "level": 1 }, { "self_ref": "#/texts/1300", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 74, "bbox": { "l": 85.07999999999998, "t": 479.9603, "r": 513.5592000000012, "b": 452.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 80 ] } ], "orig": "Electrical equipment used in damp situations shall be selected and installed to-", "text": "Electrical equipment used in damp situations shall be selected and installed to-" }, { "self_ref": "#/texts/1301", "parent": { "$ref": "#/groups/140" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 74, "bbox": { "l": 85.07999999999998, "t": 445.9403, "r": 436.446000000001, "b": 432.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "(a) operate safely near or within a damp or wet environment;", "text": "(a) operate safely near or within a damp or wet environment;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1302", "parent": { "$ref": "#/groups/140" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 74, "bbox": { "l": 85.07999999999998, "t": 425.96029999999996, "r": 513.6840000000009, "b": 398.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 146 ] } ], "orig": "(b) provide additional protection against electric shock in locations where the presence of water or high humidity presents an increased risk; and", "text": "(b) provide additional protection against electric shock in locations where the presence of water or high humidity presents an increased risk; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1303", "parent": { "$ref": "#/groups/140" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 74, "bbox": { "l": 85.07999999999998, "t": 391.9402999999999, "r": 513.6120000000008, "b": 364.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "(c) provide adequate protection against damage that might reasonably be expected from the presence of water or high humidity.", "text": "(c) provide adequate protection against damage that might reasonably be expected from the presence of water or high humidity.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1304", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 74, "bbox": { "l": 85.07999999999998, "t": 349.9402999999999, "r": 382.0824000000002, "b": 336.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "1.8 VERIFICATION (INSPECTION AND TESTING)", "text": "1.8 VERIFICATION (INSPECTION AND TESTING)", "level": 1 }, { "self_ref": "#/texts/1305", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 74, "bbox": { "l": 85.07999999999998, "t": 329.96029999999996, "r": 513.6408000000005, "b": 274.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 255 ] } ], "orig": "All electrical installations and any alterations and repairs to electrical installations shall, prior to being placed in service or use, be inspected as far as practicable and tested to verify that the installation meets the requirements of this Standard.", "text": "All electrical installations and any alterations and repairs to electrical installations shall, prior to being placed in service or use, be inspected as far as practicable and tested to verify that the installation meets the requirements of this Standard." }, { "self_ref": "#/texts/1306", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 74, "bbox": { "l": 85.08000000000004, "t": 267.92029999999977, "r": 513.560400000001, "b": 240.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 140 ] } ], "orig": "Precautions shall be taken to avoid danger to persons and to avoid damage to property and installed equipment during inspection and testing.", "text": "Precautions shall be taken to avoid danger to persons and to avoid damage to property and installed equipment during inspection and testing." }, { "self_ref": "#/texts/1307", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 74, "bbox": { "l": 85.08000000000004, "t": 233.96029999999985, "r": 513.6024000000004, "b": 192.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 224 ] } ], "orig": "Where the installation is an extension or alteration of an existing installation, it shall be verified that the extension or alteration complies with this Standard and does not impair the safety of the existing installation.", "text": "Where the installation is an extension or alteration of an existing installation, it shall be verified that the extension or alteration complies with this Standard and does not impair the safety of the existing installation." }, { "self_ref": "#/texts/1308", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 74, "bbox": { "l": 85.08000000000007, "t": 185.96029999999985, "r": 513.5964000000001, "b": 158.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 129 ] } ], "orig": "The correct connection of conductors to protective switching and control devices shall form a part of this verification.", "text": "The correct connection of conductors to protective switching and control devices shall form a part of this verification." }, { "self_ref": "#/texts/1309", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 74, "bbox": { "l": 96.42, "t": 154.85720000000003, "r": 145.63345799999996, "b": 142.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/1310", "parent": { "$ref": "#/groups/141" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 74, "bbox": { "l": 96.42, "t": 139.79703199999994, "r": 513.300953999999, "b": 114.58365800000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "1 Section 8 sets out requirements for the verification and testing of electrical installations.", "text": "1 Section 8 sets out requirements for the verification and testing of electrical installations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1311", "parent": { "$ref": "#/groups/141" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 74, "bbox": { "l": 66.6, "t": 111.83755999999994, "r": 513.3756179999992, "b": 86.62418600000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 119 ] } ], "orig": "2 Appendix K provides a switchboard requirement summary with guidance on inspection and verification of switchboards. *", "text": "2 Appendix K provides a switchboard requirement summary with guidance on inspection and verification of switchboards. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1312", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 74, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1313", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 75, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/1314", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 75, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1315", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 75, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "71", "text": "71" }, { "self_ref": "#/texts/1316", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 75, "bbox": { "l": 85.08, "t": 750.9803, "r": 269.9112, "b": 737.5883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "1.9 MEANS OF COMPLIANCE", "text": "1.9 MEANS OF COMPLIANCE", "level": 1 }, { "self_ref": "#/texts/1317", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 75, "bbox": { "l": 85.08, "t": 730.9403000000001, "r": 365.93039999999985, "b": 717.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "1.9.1 Compliance with Part 2 of this Standard", "text": "1.9.1 Compliance with Part 2 of this Standard", "level": 1 }, { "self_ref": "#/texts/1318", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 75, "bbox": { "l": 85.08000000000001, "t": 710.9603000000001, "r": 513.6624000000005, "b": 669.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "In Australia only, electrical installations that meet all of the relevant requirements of Part 2 of this Standard are deemed to meet Part 1 of this Standard.", "text": "In Australia only, electrical installations that meet all of the relevant requirements of Part 2 of this Standard are deemed to meet Part 1 of this Standard." }, { "self_ref": "#/texts/1319", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 75, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/1320", "parent": { "$ref": "#/pictures/12" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 75, "bbox": { "l": 522.2999, "t": 710.3603, "r": 534.5735, "b": 696.9683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/1321", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 75, "bbox": { "l": 85.08000000000004, "t": 662.9603000000001, "r": 447.5892, "b": 649.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "1.9.2 Compliance with the requirements of other standards", "text": "1.9.2 Compliance with the requirements of other standards", "level": 1 }, { "self_ref": "#/texts/1322", "parent": { "$ref": "#/groups/142" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 75, "bbox": { "l": 66.6, "t": 643.4522, "r": 513.6972000000001, "b": 615.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "Refer to Clause 7.8 for standards applicable to specific electrical installations and Appendix A for a list of referenced Standards. *", "text": "Refer to Clause 7.8 for standards applicable to specific electrical installations and Appendix A for a list of referenced Standards. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1323", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 75, "bbox": { "l": 85.08000000000004, "t": 608.9603000000001, "r": 265.1855999999999, "b": 595.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "1.9.3 Alterations and repairs", "text": "1.9.3 Alterations and repairs", "level": 1 }, { "self_ref": "#/texts/1324", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 75, "bbox": { "l": 85.08000000000004, "t": 588.9203000000001, "r": 198.15479999999994, "b": 575.5283000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "1.9.3.1 Alterations", "text": "1.9.3.1 Alterations", "level": 1 }, { "self_ref": "#/texts/1325", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 75, "bbox": { "l": 85.08000000000004, "t": 568.9403000000001, "r": 513.5700000000007, "b": 541.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "Alterations to electrical installations shall comply with all relevant provisions of this Standard.", "text": "Alterations to electrical installations shall comply with all relevant provisions of this Standard." }, { "self_ref": "#/texts/1326", "parent": { "$ref": "#/groups/143" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 75, "bbox": { "l": 66.6, "t": 535.2121999999999, "r": 513.6168000000007, "b": 493.5683000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 173 ] } ], "orig": "Alterations to electrical installations shall not cause any portion of the original electrical installation, or electrical equipment connected thereto, to-*", "text": "Alterations to electrical installations shall not cause any portion of the original electrical installation, or electrical equipment connected thereto, to-*", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1327", "parent": { "$ref": "#/groups/143" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 75, "bbox": { "l": 85.08000000000004, "t": 486.92030000000005, "r": 513.5963999999999, "b": 459.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "(a) carry currents or sustain voltages in excess of those permitted by this Standard; or", "text": "(a) carry currents or sustain voltages in excess of those permitted by this Standard; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1328", "parent": { "$ref": "#/groups/143" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 75, "bbox": { "l": 85.0800000000001, "t": 452.9603, "r": 494.5680000000008, "b": 439.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "(b) be used in any manner that is not in accordance with this Standard.", "text": "(b) be used in any manner that is not in accordance with this Standard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1329", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 75, "bbox": { "l": 85.0800000000001, "t": 432.9203, "r": 513.6336000000001, "b": 391.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 200 ] } ], "orig": "Alterations to an electrical installation constructed to a Part 1 design and installation solution shall not alter the compliance of that installation with Part 1 of this Standard.", "text": "Alterations to an electrical installation constructed to a Part 1 design and installation solution shall not alter the compliance of that installation with Part 1 of this Standard." }, { "self_ref": "#/texts/1330", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 75, "bbox": { "l": 96.42, "t": 387.8372, "r": 513.2570340000003, "b": 349.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 171 ] } ], "orig": "NOTE: Appendix I provides guidance on the ratings of overload protective devices where alterations or repairs involve the use of existing imperial conductors.", "text": "NOTE: Appendix I provides guidance on the ratings of overload protective devices where alterations or repairs involve the use of existing imperial conductors." }, { "self_ref": "#/texts/1331", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 75, "bbox": { "l": 85.08, "t": 342.92040000000003, "r": 181.67159999999998, "b": 329.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "1.9.3.2 Repairs", "text": "1.9.3.2 Repairs", "level": 1 }, { "self_ref": "#/texts/1332", "parent": { "$ref": "#/groups/144" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 75, "bbox": { "l": 66.6, "t": 322.9922, "r": 513.6600000000009, "b": 253.56839999999988, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 404 ] } ], "orig": "Repairs to existing electrical installations or parts thereof may be effected using methods, fixtures and fittings that were acceptable when that part of the electrical installation was originally installed or with methods, fixtures and fittings currently available as direct replacement, provided that the methods satisfy the fundamental safety principles of Part 1 of this Standard. *", "text": "Repairs to existing electrical installations or parts thereof may be effected using methods, fixtures and fittings that were acceptable when that part of the electrical installation was originally installed or with methods, fixtures and fittings currently available as direct replacement, provided that the methods satisfy the fundamental safety principles of Part 1 of this Standard. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1333", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 75, "bbox": { "l": 96.42, "t": 249.83719999999994, "r": 513.2570340000003, "b": 211.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 171 ] } ], "orig": "NOTE: Appendix I provides guidance on the ratings of overload protective devices where alterations or repairs involve the use of existing imperial conductors.", "text": "NOTE: Appendix I provides guidance on the ratings of overload protective devices where alterations or repairs involve the use of existing imperial conductors." }, { "self_ref": "#/texts/1334", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 75, "bbox": { "l": 85.08, "t": 204.9203, "r": 408.1860000000006, "b": 191.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "1.9.4 Compliance by specific design and installation", "text": "1.9.4 Compliance by specific design and installation", "level": 1 }, { "self_ref": "#/texts/1335", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 75, "bbox": { "l": 85.08, "t": 184.94029999999998, "r": 263.56080000000014, "b": 171.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "1.9.4.1 Use of a Part 1 design", "text": "1.9.4.1 Use of a Part 1 design", "level": 1 }, { "self_ref": "#/texts/1336", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 75, "bbox": { "l": 85.08000000000001, "t": 164.96029999999996, "r": 513.5196000000002, "b": 137.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "In Australia only, this Clause shall not apply to domestic electrical installations.", "text": "In Australia only, this Clause shall not apply to domestic electrical installations." }, { "self_ref": "#/texts/1337", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 75, "bbox": { "l": 85.07999999999998, "t": 130.94029999999998, "r": 513.6108000000013, "b": 89.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 208 ] } ], "orig": "Electrical installations or portions of non-domestic electrical installations that do not meet Part 2 of this Standard, may use a specific design and installation method as detailed below.", "text": "Electrical installations or portions of non-domestic electrical installations that do not meet Part 2 of this Standard, may use a specific design and installation method as detailed below." }, { "self_ref": "#/texts/1338", "parent": { "$ref": "#/pictures/13" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 75, "bbox": { "l": 522.2999, "t": 164.36030000000005, "r": 534.5735, "b": 150.9683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/1339", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 75, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1340", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 76, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1341", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 76, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "72", "text": "72" }, { "self_ref": "#/texts/1342", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 76, "bbox": { "l": 56.7, "t": 783.1483999999999, "r": 148.53730800000005, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/1343", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 76, "bbox": { "l": 85.07999999999998, "t": 744.9203, "r": 513.628800000001, "b": 703.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "Such installations may be deemed suitable provided that, having due regard to all the circumstances associated with the intended application, they-", "text": "Such installations may be deemed suitable provided that, having due regard to all the circumstances associated with the intended application, they-" }, { "self_ref": "#/texts/1344", "parent": { "$ref": "#/groups/145" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 76, "bbox": { "l": 85.07999999999998, "t": 696.9203, "r": 452.22000000000025, "b": 683.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "(a) satisfy the fundamental principles of Part 1 of this Standard;", "text": "(a) satisfy the fundamental principles of Part 1 of this Standard;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1345", "parent": { "$ref": "#/groups/145" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 76, "bbox": { "l": 85.07999999999998, "t": 676.9403, "r": 513.6479999999993, "b": 621.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 247 ] } ], "orig": "(b) will result in a degree of safety from physical injury, fire and electric shock not less than that which, in other circumstances, would be achieved by compliance with the particular requirements of this Standard; and", "text": "(b) will result in a degree of safety from physical injury, fire and electric shock not less than that which, in other circumstances, would be achieved by compliance with the particular requirements of this Standard; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1346", "parent": { "$ref": "#/groups/145" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 76, "bbox": { "l": 85.07999999999993, "t": 614.9603, "r": 513.6792000000008, "b": 587.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "(c) satisfy the other requirements of this Standard as detailed in this Clause.", "text": "(c) satisfy the other requirements of this Standard as detailed in this Clause.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1347", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 76, "bbox": { "l": 85.07999999999993, "t": 580.9403, "r": 513.5927999999998, "b": 553.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "The remaining portions of such installations shall comply with Part 2 of this Standard.", "text": "The remaining portions of such installations shall comply with Part 2 of this Standard." }, { "self_ref": "#/texts/1348", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 76, "bbox": { "l": 85.07999999999993, "t": 546.9203, "r": 513.6695999999996, "b": 505.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 245 ] } ], "orig": "If all or part of the design/construction of the electrical installation is not based on the deemed to comply methods in Part 2 of this Standard, this choice shall be made prior to final certification of the construction.", "text": "If all or part of the design/construction of the electrical installation is not based on the deemed to comply methods in Part 2 of this Standard, this choice shall be made prior to final certification of the construction." }, { "self_ref": "#/texts/1349", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 76, "bbox": { "l": 96.42, "t": 501.8372, "r": 471.00050399999964, "b": 489.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "NOTE: Certain jurisdictions may require approval of proposed deviation.", "text": "NOTE: Certain jurisdictions may require approval of proposed deviation." }, { "self_ref": "#/texts/1350", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 76, "bbox": { "l": 85.08, "t": 482.9603, "r": 513.5963999999999, "b": 455.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "1.9.4.2 Acknowledgment by the owner or operator of the electrical installation and retainment of design documentation", "text": "1.9.4.2 Acknowledgment by the owner or operator of the electrical installation and retainment of design documentation", "level": 1 }, { "self_ref": "#/texts/1351", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 76, "bbox": { "l": 85.08000000000004, "t": 448.9403, "r": 513.600000000001, "b": 421.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "Any departures from Part 2 of this Standard shall be formally acknowledged.", "text": "Any departures from Part 2 of this Standard shall be formally acknowledged." }, { "self_ref": "#/texts/1352", "parent": { "$ref": "#/groups/146" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 76, "bbox": { "l": 62.1, "t": 414.92029999999994, "r": 513.5928000000001, "b": 387.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "A copy of the design documentation (see Clause 1.9.4.3) shall be retained on site. *", "text": "A copy of the design documentation (see Clause 1.9.4.3) shall be retained on site. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1353", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 76, "bbox": { "l": 85.0800000000001, "t": 380.9602999999999, "r": 321.59280000000047, "b": 367.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "1.9.4.3 Documentation (by the designer)", "text": "1.9.4.3 Documentation (by the designer)", "level": 1 }, { "self_ref": "#/texts/1354", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 76, "bbox": { "l": 85.08000000000007, "t": 360.9202999999999, "r": 513.5460000000005, "b": 333.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "The Part 1 design shall be documented. Such documentation shall be in the English language and detail-", "text": "The Part 1 design shall be documented. Such documentation shall be in the English language and detail-" }, { "self_ref": "#/texts/1355", "parent": { "$ref": "#/groups/147" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 76, "bbox": { "l": 85.08000000000007, "t": 326.96029999999985, "r": 368.8860000000005, "b": 313.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "(a) why Part 2 of this Standard was not adopted;", "text": "(a) why Part 2 of this Standard was not adopted;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1356", "parent": { "$ref": "#/groups/147" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 76, "bbox": { "l": 85.08000000000007, "t": 306.92029999999977, "r": 513.5856000000002, "b": 279.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "(b) the verification requirements that are required to be undertaken to ensure full compliance with this Standard;", "text": "(b) the verification requirements that are required to be undertaken to ensure full compliance with this Standard;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1357", "parent": { "$ref": "#/groups/147" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 76, "bbox": { "l": 85.0800000000001, "t": 272.96029999999973, "r": 468.3864000000008, "b": 259.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "(c) how compliance with Part 1 of this Standard is being achieved;", "text": "(c) how compliance with Part 1 of this Standard is being achieved;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1358", "parent": { "$ref": "#/groups/147" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 76, "bbox": { "l": 85.0800000000001, "t": 252.92029999999977, "r": 513.6120000000006, "b": 225.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "(d) the owner or operator's acknowledgment as to any departure from Part 2 of this Standard;", "text": "(d) the owner or operator's acknowledgment as to any departure from Part 2 of this Standard;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1359", "parent": { "$ref": "#/groups/147" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 76, "bbox": { "l": 85.08000000000013, "t": 218.96029999999973, "r": 513.6168000000008, "b": 177.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 222 ] } ], "orig": "(e) any requirements where the design requires specific installation use by the owner or operator of the electrical installation, with a copy of these requirements provided to the owner or operator; and", "text": "(e) any requirements where the design requires specific installation use by the owner or operator of the electrical installation, with a copy of these requirements provided to the owner or operator; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1360", "parent": { "$ref": "#/groups/147" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 76, "bbox": { "l": 85.08000000000018, "t": 170.96029999999985, "r": 513.6132000000011, "b": 143.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "(f) the verification undertaken to ensure full compliance with this Standard, and the results of this verification.", "text": "(f) the verification undertaken to ensure full compliance with this Standard, and the results of this verification.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1361", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 76, "bbox": { "l": 85.08000000000018, "t": 136.94029999999987, "r": 513.6468000000015, "b": 109.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "The designer shall keep all documentation for a period of not less than the statutory requirements.", "text": "The designer shall keep all documentation for a period of not less than the statutory requirements." }, { "self_ref": "#/texts/1362", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 76, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1363", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 77, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1364", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 77, "bbox": { "l": 296.161968, "t": 783.1483999999999, "r": 310.644876, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "73", "text": "73" }, { "self_ref": "#/texts/1365", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 77, "bbox": { "l": 453.899814, "t": 783.1483999999999, "r": 545.7371219999993, "b": 771.9660799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/1366", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 77, "bbox": { "l": 85.07999999999998, "t": 750.9203, "r": 513.6168000000013, "b": 723.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "All Part 1 design documentation should be provided to the owner/occupier of installation.", "text": "All Part 1 design documentation should be provided to the owner/occupier of installation." }, { "self_ref": "#/texts/1367", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 77, "bbox": { "l": 85.07999999999998, "t": 716.9603, "r": 201.1608, "b": 703.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "1.9.4.4 Verification", "text": "1.9.4.4 Verification", "level": 1 }, { "self_ref": "#/texts/1368", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 77, "bbox": { "l": 85.07999999999996, "t": 697.9403, "r": 513.6635999999997, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 234 ] } ], "orig": "All parts of an electrical installation that do not comply with Part 2 of this Standard shall be verified as complying with the specific design and with Part 1 of this Standard prior to being placed in service.", "text": "All parts of an electrical installation that do not comply with Part 2 of this Standard shall be verified as complying with the specific design and with Part 1 of this Standard prior to being placed in service." }, { "self_ref": "#/texts/1369", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 77, "bbox": { "l": 85.07999999999998, "t": 649.9403, "r": 358.4927999999998, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "1.9.4.5 Competency requirements of designers", "text": "1.9.4.5 Competency requirements of designers", "level": 1 }, { "self_ref": "#/texts/1370", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 77, "bbox": { "l": 85.07999999999998, "t": 629.9603, "r": 513.5928000000005, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "Persons undertaking designs that depart from Part 2 of this Standard shall be competent.", "text": "Persons undertaking designs that depart from Part 2 of this Standard shall be competent." }, { "self_ref": "#/texts/1371", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 77, "bbox": { "l": 85.07999999999998, "t": 595.9403, "r": 209.78039999999987, "b": 582.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "1.9.4.6 Identification", "text": "1.9.4.6 Identification", "level": 1 }, { "self_ref": "#/texts/1372", "parent": { "$ref": "#/groups/148" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 77, "bbox": { "l": 66.6, "t": 575.9603, "r": 513.6012000000005, "b": 506.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 338 ] } ], "orig": "On the adoption of a Part 1 solution in relation to an electrical installation, the main switchboard of the installation where the Part 1 solution has been adopted, and any other switchboard that is associated with the Part 1 solution, shall be clearly and permanently marked with the intent of the following words: *", "text": "On the adoption of a Part 1 solution in relation to an electrical installation, the main switchboard of the installation where the Part 1 solution has been adopted, and any other switchboard that is associated with the Part 1 solution, shall be clearly and permanently marked with the intent of the following words: *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1373", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 77, "bbox": { "l": 85.0800000000001, "t": 499.9402999999999, "r": 234.6648, "b": 486.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "Example of the wording:", "text": "Example of the wording:", "level": 1 }, { "self_ref": "#/texts/1374", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 77, "bbox": { "l": 113.46, "t": 479.87719999999996, "r": 485.07370799999995, "b": 441.583352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": "WARNING: PART OR PARTS OF THIS INSTALLATION ADOPT A PART 1 SOLUTION UNDER AS/NZS 3000 AS SHOWN IN THE DOCUMENTATION.", "text": "WARNING: PART OR PARTS OF THIS INSTALLATION ADOPT A PART 1 SOLUTION UNDER AS/NZS 3000 AS SHOWN IN THE DOCUMENTATION." }, { "self_ref": "#/texts/1375", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 77, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1376", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 78, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1377", "parent": { "$ref": "#/groups/149" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 78, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/1378", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 78, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "74", "text": "74" }, { "self_ref": "#/texts/1379", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 78, "bbox": { "l": 122.88, "t": 704.0834, "r": 476.1646800000003, "b": 689.55308, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "STANDARDS AUSTRALIA/STANDARDS NEW ZEALAND", "text": "STANDARDS AUSTRALIA/STANDARDS NEW ZEALAND", "level": 1 }, { "self_ref": "#/texts/1380", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 78, "bbox": { "l": 99.539574, "t": 669.5834, "r": 499.4423640000003, "b": 634.053122, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "Australian/New Zealand Standard Electrical installations (known as the Australian/New Zealand", "text": "Australian/New Zealand Standard Electrical installations (known as the Australian/New Zealand", "level": 1 }, { "self_ref": "#/texts/1381", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 78, "bbox": { "l": 253.79923199999996, "t": 633.5831, "r": 345.1774979999999, "b": 619.05278, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Wiring Rules)", "text": "Wiring Rules)", "level": 1 }, { "self_ref": "#/texts/1382", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 78, "bbox": { "l": 138.9, "t": 517.1522, "r": 460.4148360000004, "b": 501.55052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "Part 2: Installation practices-Sections 2 to 8", "text": "Part 2: Installation practices-Sections 2 to 8", "level": 1 }, { "self_ref": "#/texts/1383", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 78, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1384", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 79, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/1385", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 79, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1386", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 79, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "75", "text": "75" }, { "self_ref": "#/texts/1387", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 79, "bbox": { "l": 46.8, "t": 542.5853, "r": 60.880500000000005, "b": 532.5413, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/1388", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 79, "bbox": { "l": 66.6, "t": 315.3122000000001, "r": 74.862, "b": 299.7105200000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/1389", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 79, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/1390", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 79, "bbox": { "l": 95.88, "t": 728.0834, "r": 503.14429800000016, "b": 713.55308, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "S E C T I O N 2 G E N E R A L A R R A N G E M E N T ,", "text": "S E C T I O N 2 G E N E R A L A R R A N G E M E N T ,", "level": 1 }, { "self_ref": "#/texts/1391", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 79, "bbox": { "l": 170.82051599999997, "t": 713.0830579999999, "r": 463.57912199999987, "b": 698.552738, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "C O N T R O L A N D P R O T E C T I O N", "text": "C O N T R O L A N D P R O T E C T I O N", "level": 1 }, { "self_ref": "#/texts/1392", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 79, "bbox": { "l": 85.08, "t": 683.9603, "r": 177.6971999999999, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "2.1 GENERAL", "text": "2.1 GENERAL", "level": 1 }, { "self_ref": "#/texts/1393", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 79, "bbox": { "l": 85.08, "t": 663.9203, "r": 196.23120000000014, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "2.1.1 Application", "text": "2.1.1 Application", "level": 1 }, { "self_ref": "#/texts/1394", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 79, "bbox": { "l": 85.07999999999998, "t": 643.9403, "r": 513.6852000000001, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 180 ] } ], "orig": "This Section specifies the minimum requirements for the selection and installation of switchgear and controlgear that shall be achieved to satisfy Part 1 of this Standard.", "text": "This Section specifies the minimum requirements for the selection and installation of switchgear and controlgear that shall be achieved to satisfy Part 1 of this Standard." }, { "self_ref": "#/texts/1395", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 79, "bbox": { "l": 85.07999999999998, "t": 595.9403, "r": 280.0476000000002, "b": 582.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "2.1.2 Selection and installation", "text": "2.1.2 Selection and installation", "level": 1 }, { "self_ref": "#/texts/1396", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 79, "bbox": { "l": 85.07999999999998, "t": 575.9603, "r": 513.631200000001, "b": 548.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "Switchgear and controlgear shall be selected and installed to perform the following functions or have the following features:", "text": "Switchgear and controlgear shall be selected and installed to perform the following functions or have the following features:" }, { "self_ref": "#/texts/1397", "parent": { "$ref": "#/groups/150" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 79, "bbox": { "l": 85.08000000000001, "t": 541.9403, "r": 513.6552, "b": 500.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 179 ] } ], "orig": "(a) Provide control or isolation of the electrical installation, circuits or individual items of apparatus as required for maintenance, testing, fault detection or repair.", "text": "(a) Provide control or isolation of the electrical installation, circuits or individual items of apparatus as required for maintenance, testing, fault detection or repair.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1398", "parent": { "$ref": "#/groups/150" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 79, "bbox": { "l": 85.07999999999998, "t": 493.9402999999999, "r": 513.6264000000008, "b": 452.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 190 ] } ], "orig": "(b) Enable automatic disconnection of supply in the event of an overload, short-circuit or excess earth leakage current in the protected part of the electrical installation.", "text": "(b) Enable automatic disconnection of supply in the event of an overload, short-circuit or excess earth leakage current in the protected part of the electrical installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1399", "parent": { "$ref": "#/groups/150" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 79, "bbox": { "l": 85.08000000000001, "t": 445.94029999999987, "r": 513.6611999999999, "b": 418.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "(c) Provide protection of the electrical installation against failure from overvoltage or undervoltage conditions.", "text": "(c) Provide protection of the electrical installation against failure from overvoltage or undervoltage conditions.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1400", "parent": { "$ref": "#/groups/150" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 79, "bbox": { "l": 85.08000000000004, "t": 411.9202999999998, "r": 513.6816000000002, "b": 370.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 171 ] } ], "orig": "(d) Provide for switchgear and controlgear to be grouped and interconnected on switchboards, enclosed against external influences, and located in accessible positions.", "text": "(d) Provide for switchgear and controlgear to be grouped and interconnected on switchboards, enclosed against external influences, and located in accessible positions.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1401", "parent": { "$ref": "#/groups/150" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 79, "bbox": { "l": 85.08000000000004, "t": 363.92029999999977, "r": 513.6828000000003, "b": 322.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 173 ] } ], "orig": "(e) Separately control and protect the circuit arrangements without affecting the reliability of supply to, or failure of, other parts of the installation.", "text": "(e) Separately control and protect the circuit arrangements without affecting the reliability of supply to, or failure of, other parts of the installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1402", "parent": { "$ref": "#/groups/150" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 79, "bbox": { "l": 85.08000000000004, "t": 315.92029999999977, "r": 513.6132000000001, "b": 274.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "(f) Installed in accordance with the requirements of this Section, and the additional requirements as specified in the manufacturer's instructions.", "text": "(f) Installed in accordance with the requirements of this Section, and the additional requirements as specified in the manufacturer's instructions.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1403", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 79, "bbox": { "l": 85.0800000000001, "t": 267.92029999999966, "r": 513.6408000000007, "b": 226.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 205 ] } ], "orig": "The operating characteristics of switchgear, controlgear and switchboards that shall be considered include voltage rating, current rating, frequency, temperature rise, duty, and fault level.", "text": "The operating characteristics of switchgear, controlgear and switchboards that shall be considered include voltage rating, current rating, frequency, temperature rise, duty, and fault level." }, { "self_ref": "#/texts/1404", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 79, "bbox": { "l": 85.0800000000001, "t": 211.94029999999964, "r": 413.6879999999996, "b": 198.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "2.2 ARRANGEMENT OF ELECTRICAL INSTALLATION", "text": "2.2 ARRANGEMENT OF ELECTRICAL INSTALLATION", "level": 1 }, { "self_ref": "#/texts/1405", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 79, "bbox": { "l": 85.0800000000001, "t": 191.96029999999973, "r": 174.63960000000006, "b": 178.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "2.2.1 Circuits", "text": "2.2.1 Circuits", "level": 1 }, { "self_ref": "#/texts/1406", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 79, "bbox": { "l": 85.0800000000001, "t": 171.92029999999966, "r": 182.93760000000015, "b": 158.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "2.2.1.1 General", "text": "2.2.1.1 General", "level": 1 }, { "self_ref": "#/texts/1407", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 79, "bbox": { "l": 85.0800000000001, "t": 151.94029999999975, "r": 513.7031999999998, "b": 124.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": "The electrical installation shall be arranged into an appropriate number of separate circuits taking the following into account:", "text": "The electrical installation shall be arranged into an appropriate number of separate circuits taking the following into account:" }, { "self_ref": "#/texts/1408", "parent": { "$ref": "#/groups/151" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 79, "bbox": { "l": 85.08000000000013, "t": 117.92029999999966, "r": 513.6504000000002, "b": 90.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "(a) The relationship of the equipment, including any requirement for operation as a group and any special need identified by the user.", "text": "(a) The relationship of the equipment, including any requirement for operation as a group and any special need identified by the user.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1409", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 79, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1410", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 80, "bbox": { "l": 46.8, "t": 300.60529999999994, "r": 60.880500000000005, "b": 290.5613000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/1411", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 80, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1412", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 80, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "76", "text": "76" }, { "self_ref": "#/texts/1413", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 80, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/1414", "parent": { "$ref": "#/groups/152" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 80, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.6180000000006, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "(b) The load and operating characteristics of the equipment in relation to the rating of the circuit components.", "text": "(b) The load and operating characteristics of the equipment in relation to the rating of the circuit components.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1415", "parent": { "$ref": "#/groups/152" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 80, "bbox": { "l": 85.08000000000001, "t": 717.9203, "r": 513.6864000000003, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 145 ] } ], "orig": "(c) The limitation of consequences of circuit failure including loss of supply to critical equipment, overload and the ability to locate a fault.", "text": "(c) The limitation of consequences of circuit failure including loss of supply to critical equipment, overload and the ability to locate a fault.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1416", "parent": { "$ref": "#/groups/152" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 80, "bbox": { "l": 85.07999999999996, "t": 669.9203, "r": 513.6791999999998, "b": 628.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 178 ] } ], "orig": "(d) The facility for maintenance work, and capacity for alterations and additions, to be performed without interrupting supply to other parts of the installation.", "text": "(d) The facility for maintenance work, and capacity for alterations and additions, to be performed without interrupting supply to other parts of the installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1417", "parent": { "$ref": "#/groups/152" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 80, "bbox": { "l": 66.6, "t": 625.2722, "r": 513.2592300000003, "b": 599.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "NOTE: Specific design and equipment may need to be considered to ensure the continuity of supply. For further guidance, refer to Appendix M. *", "text": "NOTE: Specific design and equipment may need to be considered to ensure the continuity of supply. For further guidance, refer to Appendix M. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1418", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 80, "bbox": { "l": 85.07999999999998, "t": 592.9403, "r": 513.6156000000009, "b": 551.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 166 ] } ], "orig": "Circuits for safety services shall be separate from those used to supply the remainder of the electrical installation, as required by Clause 7.2.2.", "text": "Circuits for safety services shall be separate from those used to supply the remainder of the electrical installation, as required by Clause 7.2.2.", "level": 1 }, { "self_ref": "#/texts/1419", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 80, "bbox": { "l": 96.42, "t": 547.8572, "r": 145.63345799999996, "b": 535.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/1420", "parent": { "$ref": "#/groups/153" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 80, "bbox": { "l": 96.42, "t": 531.83738, "r": 513.3459719999992, "b": 493.603922, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 182 ] } ], "orig": "1 The most common distribution arrangement for a low voltage electrical installation is radial branched distribution, an example of which is shown in Figure B1 (Appendix B).", "text": "1 The most common distribution arrangement for a low voltage electrical installation is radial branched distribution, an example of which is shown in Figure B1 (Appendix B).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1421", "parent": { "$ref": "#/groups/153" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 80, "bbox": { "l": 96.42000000000002, "t": 489.837782, "r": 513.3404819999993, "b": 451.604324, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 186 ] } ], "orig": "2 Division of circuits falls logically into several categories, each an individual circuit or group of circuits. Typically, the circuit groups selected are as follows:", "text": "2 Division of circuits falls logically into several categories, each an individual circuit or group of circuits. Typically, the circuit groups selected are as follows:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1422", "parent": { "$ref": "#/groups/153" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 80, "bbox": { "l": 113.39947200000002, "t": 447.838184, "r": 189.10986599999993, "b": 435.58450400000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "(a) Lighting.", "text": "(a) Lighting.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1423", "parent": { "$ref": "#/groups/153" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 80, "bbox": { "l": 113.39947200000002, "t": 431.877656, "r": 221.98837799999987, "b": 419.623976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "(b) Socket-outlets.", "text": "(b) Socket-outlets.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1424", "parent": { "$ref": "#/groups/153" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 80, "bbox": { "l": 113.39947200000002, "t": 415.857836, "r": 362.2765440000003, "b": 403.60415600000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "(c) Heating and/or airconditioning appliances.", "text": "(c) Heating and/or airconditioning appliances.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1425", "parent": { "$ref": "#/groups/153" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 80, "bbox": { "l": 113.39947200000002, "t": 399.83801600000004, "r": 242.14106999999987, "b": 387.58433600000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "(d) Motor-driven plant.", "text": "(d) Motor-driven plant.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1426", "parent": { "$ref": "#/groups/153" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 80, "bbox": { "l": 113.39947200000002, "t": 383.877488, "r": 399.11993400000046, "b": 371.62380800000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "(e) Auxiliary services, such as indication and control.", "text": "(e) Auxiliary services, such as indication and control.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1427", "parent": { "$ref": "#/groups/153" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 80, "bbox": { "l": 113.39947200000002, "t": 367.85766800000005, "r": 227.23242600000015, "b": 355.6039880000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "(f) Safety services.", "text": "(f) Safety services.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1428", "parent": { "$ref": "#/groups/153" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 80, "bbox": { "l": 96.42000000000002, "t": 351.83784800000006, "r": 513.2987580000005, "b": 326.6244740000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "3 Appendix C provides guidance on circuit arrangements for basic applications.", "text": "3 Appendix C provides guidance on circuit arrangements for basic applications.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1429", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 80, "bbox": { "l": 85.08, "t": 319.94039999999995, "r": 359.0808000000005, "b": 306.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "2.2.1.2 Origin of submains and final subcircuits", "text": "2.2.1.2 Origin of submains and final subcircuits", "level": 1 }, { "self_ref": "#/texts/1430", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 80, "bbox": { "l": 85.08000000000001, "t": 299.96039999999994, "r": 513.6791999999996, "b": 272.5283999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 144 ] } ], "orig": "All live conductors of every submain and every final subcircuit shall commence at a main switchboard or at a distribution switchboard.", "text": "All live conductors of every submain and every final subcircuit shall commence at a main switchboard or at a distribution switchboard." }, { "self_ref": "#/texts/1431", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 80, "bbox": { "l": 85.07999999999998, "t": 265.94039999999995, "r": 513.5747999999998, "b": 238.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "All live conductors of a submain or a final subcircuit shall be connected at the one switchboard.", "text": "All live conductors of a submain or a final subcircuit shall be connected at the one switchboard." }, { "self_ref": "#/texts/1432", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 80, "bbox": { "l": 85.07999999999998, "t": 231.92039999999997, "r": 231.12600000000003, "b": 218.52839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "2.2.1.3 Common neutral", "text": "2.2.1.3 Common neutral", "level": 1 }, { "self_ref": "#/texts/1433", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 80, "bbox": { "l": 85.07999999999998, "t": 211.94039999999995, "r": 513.609600000001, "b": 170.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 177 ] } ], "orig": "Each single-phase circuit, and each multiphase circuit that requires a neutral conductor for the operation of connected equipment, shall incorporate a neutral conductor.", "text": "Each single-phase circuit, and each multiphase circuit that requires a neutral conductor for the operation of connected equipment, shall incorporate a neutral conductor.", "level": 1 }, { "self_ref": "#/texts/1434", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 80, "bbox": { "l": 85.07999999999998, "t": 163.94039999999995, "r": 513.6024000000006, "b": 136.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 144 ] } ], "orig": "A common neutral conductor may be used for two or more circuits originating from the same supply subject to the following conditions:", "text": "A common neutral conductor may be used for two or more circuits originating from the same supply subject to the following conditions:" }, { "self_ref": "#/texts/1435", "parent": { "$ref": "#/groups/154" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 80, "bbox": { "l": 85.08000000000001, "t": 129.92039999999997, "r": 513.6000000000005, "b": 88.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 159 ] } ], "orig": "(a) The continuity of the common neutral conductor shall not depend on connections at the terminals of electrical equipment, including control switches.", "text": "(a) The continuity of the common neutral conductor shall not depend on connections at the terminals of electrical equipment, including control switches.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1436", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 80, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1437", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 81, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1438", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 81, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "77", "text": "77" }, { "self_ref": "#/texts/1439", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 81, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/1440", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 81, "bbox": { "l": 66.6, "t": 430.3322, "r": 74.862, "b": 414.73052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/1441", "parent": { "$ref": "#/groups/155" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 81, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.5616000000007, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 132 ] } ], "orig": "(b) Final subcircuits that contain a common neutral shall be controlled and protected by linked circuit-breakers or linked switches.", "text": "(b) Final subcircuits that contain a common neutral shall be controlled and protected by linked circuit-breakers or linked switches.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1442", "parent": { "$ref": "#/groups/155" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 81, "bbox": { "l": 85.07999999999996, "t": 717.9203, "r": 513.589200000001, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "(c) The neutral conductor shall be marked at switchboards to identify the associated active conductors in accordance with Clause 2.10.5.5.", "text": "(c) The neutral conductor shall be marked at switchboards to identify the associated active conductors in accordance with Clause 2.10.5.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1443", "parent": { "$ref": "#/groups/155" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 81, "bbox": { "l": 85.07999999999998, "t": 683.9603, "r": 513.5808000000007, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 161 ] } ], "orig": "(d) Alternative sources of supply to a single appliance (such as a water heater, space heater or airconditioner) shall have a common isolating switch.", "text": "(d) Alternative sources of supply to a single appliance (such as a water heater, space heater or airconditioner) shall have a common isolating switch.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1444", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 81, "bbox": { "l": 96.42, "t": 638.8772, "r": 145.63345799999996, "b": 626.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/1445", "parent": { "$ref": "#/groups/156" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 81, "bbox": { "l": 96.42, "t": 622.85738, "r": 513.3492659999993, "b": 584.623922, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 209 ] } ], "orig": "1 Typical applications for common neutrals include groups of single-phase lights arranged across multiphase supply, and separate components of a single-phase appliance, such as a cooking unit.", "text": "1 Typical applications for common neutrals include groups of single-phase lights arranged across multiphase supply, and separate components of a single-phase appliance, such as a cooking unit.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1446", "parent": { "$ref": "#/groups/156" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 81, "bbox": { "l": 96.42, "t": 580.857782, "r": 513.3767159999993, "b": 529.60424, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 281 ] } ], "orig": "2 Looping of a common neutral conductor at terminals of equipment supplied from different circuits may cause the load side neutral conductor potential to rise to full line voltage and create a dangerous live situation when disconnected for repair or replacement of the equipment.", "text": "2 Looping of a common neutral conductor at terminals of equipment supplied from different circuits may cause the load side neutral conductor potential to rise to full line voltage and create a dangerous live situation when disconnected for repair or replacement of the equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1447", "parent": { "$ref": "#/groups/156" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 81, "bbox": { "l": 96.42, "t": 525.8381, "r": 513.3020520000002, "b": 500.624726, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "3 This Clause does not preclude connection of a common neutral in a junction box.", "text": "3 This Clause does not preclude connection of a common neutral in a junction box.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1448", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 81, "bbox": { "l": 85.07999999999998, "t": 493.94030000000004, "r": 513.528, "b": 452.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 191 ] } ], "orig": "The current-carrying capacity of a common neutral shall be determined from the current-carrying capacity of the associated active conductors in accordance with Clause 3.5.2.", "text": "The current-carrying capacity of a common neutral shall be determined from the current-carrying capacity of the associated active conductors in accordance with Clause 3.5.2." }, { "self_ref": "#/texts/1449", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 81, "bbox": { "l": 85.07999999999998, "t": 445.9403, "r": 318.4296000000002, "b": 432.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "2.2.1.4 Electric vehicle charging circuits", "text": "2.2.1.4 Electric vehicle charging circuits", "level": 1 }, { "self_ref": "#/texts/1450", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 81, "bbox": { "l": 96.42, "t": 428.87719999999996, "r": 145.63345799999996, "b": 416.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/1451", "parent": { "$ref": "#/groups/157" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 81, "bbox": { "l": 96.42, "t": 412.85738, "r": 513.2713079999994, "b": 387.583616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "1 Guidance for installations for electric vehicle charging circuits is provided in Appendix P.", "text": "1 Guidance for installations for electric vehicle charging circuits is provided in Appendix P.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1452", "parent": { "$ref": "#/pictures/14" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 81, "bbox": { "l": 516.96, "t": 384.0203, "r": 536.916, "b": 370.6283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/1453", "parent": { "$ref": "#/groups/157" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 81, "bbox": { "l": 96.42, "t": 383.87676799999997, "r": 513.2866800000011, "b": 358.603004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "2 In New Zealand only, requirements for circuits supplying electric vehicle charging are in Clause 7.9.", "text": "2 In New Zealand only, requirements for circuits supplying electric vehicle charging are in Clause 7.9.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1454", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 81, "bbox": { "l": 85.08, "t": 351.92040000000003, "r": 236.3784000000001, "b": 338.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "2.2.2 Maximum demand", "text": "2.2.2 Maximum demand", "level": 1 }, { "self_ref": "#/texts/1455", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 81, "bbox": { "l": 85.07999999999998, "t": 331.9404, "r": 513.6936000000007, "b": 262.5683999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 356 ] } ], "orig": "The maximum demand in consumer mains, submains and final subcircuits, taking account of the physical distribution and intended usage of electrical equipment in the electrical installation and the manner in which the present requirements might vary, shall be determined using one of the methods set out in Items (a) to (d).", "text": "The maximum demand in consumer mains, submains and final subcircuits, taking account of the physical distribution and intended usage of electrical equipment in the electrical installation and the manner in which the present requirements might vary, shall be determined using one of the methods set out in Items (a) to (d)." }, { "self_ref": "#/texts/1456", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 81, "bbox": { "l": 85.08000000000001, "t": 255.92039999999997, "r": 513.6552000000003, "b": 214.56839999999988, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 173 ] } ], "orig": "If the actual measured maximum demand is found to exceed that obtained by calculation or assessment, the measured value shall be deemed to be the maximum demand.", "text": "If the actual measured maximum demand is found to exceed that obtained by calculation or assessment, the measured value shall be deemed to be the maximum demand." }, { "self_ref": "#/texts/1457", "parent": { "$ref": "#/groups/158" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 81, "bbox": { "l": 85.08000000000004, "t": 207.92039999999997, "r": 513.6684000000004, "b": 166.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 205 ] } ], "orig": "(a) Calculation The maximum demand may be calculated in accordance with the guidance given in this Standard for the appropriate type of electrical installation and electrical equipment supplied.", "text": "(a) Calculation The maximum demand may be calculated in accordance with the guidance given in this Standard for the appropriate type of electrical installation and electrical equipment supplied.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1458", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 81, "bbox": { "l": 113.46, "t": 162.83719999999994, "r": 513.3570899999995, "b": 137.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "NOTE: Guidance on the determination of maximum demand is provided for basic electrical installations in Appendix C.", "text": "NOTE: Guidance on the determination of maximum demand is provided for basic electrical installations in Appendix C." }, { "self_ref": "#/texts/1459", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 81, "bbox": { "l": 113.45999999999998, "t": 130.94039999999995, "r": 513.6624000000008, "b": 89.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 223 ] } ], "orig": "It is recognized that there may be considerable differences in loading from one electrical installation to another. Alternative methods of calculating the maximum demand may be used taking account of all", "text": "It is recognized that there may be considerable differences in loading from one electrical installation to another. Alternative methods of calculating the maximum demand may be used taking account of all" }, { "self_ref": "#/texts/1460", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 81, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1461", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 82, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1462", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 82, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "78", "text": "78" }, { "self_ref": "#/texts/1463", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 82, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/1464", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 82, "bbox": { "l": 113.46, "t": 751.9403, "r": 513.5975999999997, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "the relevant information available for any particular electrical installation.", "text": "the relevant information available for any particular electrical installation." }, { "self_ref": "#/texts/1465", "parent": { "$ref": "#/groups/159" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 82, "bbox": { "l": 85.07999999999998, "t": 717.9203, "r": 475.7688000000011, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "(b) Assessment The maximum demand may be assessed where-", "text": "(b) Assessment The maximum demand may be assessed where-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1466", "parent": { "$ref": "#/groups/159" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 82, "bbox": { "l": 113.39999999999998, "t": 697.9403, "r": 513.5892000000005, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "(i) the electrical equipment operates under conditions of fluctuating or intermittent loading, or a definite duty cycle; or", "text": "(i) the electrical equipment operates under conditions of fluctuating or intermittent loading, or a definite duty cycle; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1467", "parent": { "$ref": "#/groups/159" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 82, "bbox": { "l": 113.4, "t": 663.9203, "r": 418.85280000000074, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "(ii) the electrical installation is large and complex; or", "text": "(ii) the electrical installation is large and complex; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1468", "parent": { "$ref": "#/groups/159" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 82, "bbox": { "l": 113.4, "t": 643.9403, "r": 329.7612000000002, "b": 630.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "(iii) special types of occupancy exist.", "text": "(iii) special types of occupancy exist.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1469", "parent": { "$ref": "#/groups/159" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 82, "bbox": { "l": 85.08000000000001, "t": 623.9603, "r": 513.6648000000007, "b": 568.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 243 ] } ], "orig": "(c) Measurement The maximum demand may be determined by the highest rate of consumption of electricity recorded or sustained over a period of 30 minutes when demand is at its highest by a maximum demand indicator or recorder.", "text": "(c) Measurement The maximum demand may be determined by the highest rate of consumption of electricity recorded or sustained over a period of 30 minutes when demand is at its highest by a maximum demand indicator or recorder.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1470", "parent": { "$ref": "#/groups/159" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 82, "bbox": { "l": 85.07999999999998, "t": 561.9203, "r": 513.7212000000011, "b": 520.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 178 ] } ], "orig": "(d) Limitation The maximum demand may be determined by the current rating of a fixed setting circuit-breaker, or by the load setting of an adjustable circuit-breaker.", "text": "(d) Limitation The maximum demand may be determined by the current rating of a fixed setting circuit-breaker, or by the load setting of an adjustable circuit-breaker.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1471", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 82, "bbox": { "l": 113.45999999999998, "t": 513.9202999999999, "r": 513.6263999999998, "b": 472.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 210 ] } ], "orig": "The maximum demand of consumer mains and submains may be determined by the sum of the current settings of the circuit-breakers protecting the associated final subcircuit/s and any further submain/s.", "text": "The maximum demand of consumer mains and submains may be determined by the sum of the current settings of the circuit-breakers protecting the associated final subcircuit/s and any further submain/s." }, { "self_ref": "#/texts/1472", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 82, "bbox": { "l": 85.07999999999998, "t": 465.9202999999999, "r": 367.59720000000027, "b": 452.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "2.2.3 Selection and installation of conductors", "text": "2.2.3 Selection and installation of conductors", "level": 1 }, { "self_ref": "#/texts/1473", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 82, "bbox": { "l": 85.07999999999998, "t": 445.94029999999987, "r": 513.6444000000002, "b": 418.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "Conductors shall be selected and installed in accordance with the provisions of Section 3.", "text": "Conductors shall be selected and installed in accordance with the provisions of Section 3." }, { "self_ref": "#/texts/1474", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 82, "bbox": { "l": 85.07999999999998, "t": 411.9202999999998, "r": 362.35680000000036, "b": 398.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "2.2.4 Operating characteristics of equipment", "text": "2.2.4 Operating characteristics of equipment", "level": 1 }, { "self_ref": "#/texts/1475", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 82, "bbox": { "l": 85.07999999999998, "t": 391.9402999999998, "r": 182.93760000000003, "b": 378.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "2.2.4.1 General", "text": "2.2.4.1 General", "level": 1 }, { "self_ref": "#/texts/1476", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 82, "bbox": { "l": 85.07999999999998, "t": 371.9602999999998, "r": 513.63, "b": 330.54829999999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 191 ] } ], "orig": "Every item of electrical equipment shall be selected and installed so as to ensure compliance with the following clauses and the relevant clauses in other sections of this Standard.", "text": "Every item of electrical equipment shall be selected and installed so as to ensure compliance with the following clauses and the relevant clauses in other sections of this Standard." }, { "self_ref": "#/texts/1477", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 82, "bbox": { "l": 85.07999999999998, "t": 323.96029999999973, "r": 513.5052000000002, "b": 296.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": "A device with more than one function shall comply with all the requirements of this Section appropriate to each separate function.", "text": "A device with more than one function shall comply with all the requirements of this Section appropriate to each separate function." }, { "self_ref": "#/texts/1478", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 82, "bbox": { "l": 85.07999999999998, "t": 289.94029999999975, "r": 181.0068, "b": 276.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "2.2.4.2 Voltage", "text": "2.2.4.2 Voltage", "level": 1 }, { "self_ref": "#/texts/1479", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 82, "bbox": { "l": 85.07999999999998, "t": 269.96029999999973, "r": 513.5651999999997, "b": 242.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "The voltage rating of electrical equipment shall be suitable for the nominal voltage of the circuit to which it is connected.", "text": "The voltage rating of electrical equipment shall be suitable for the nominal voltage of the circuit to which it is connected." }, { "self_ref": "#/texts/1480", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 82, "bbox": { "l": 85.08000000000001, "t": 235.94029999999975, "r": 180.3480000000001, "b": 222.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "2.2.4.3 Current", "text": "2.2.4.3 Current", "level": 1 }, { "self_ref": "#/texts/1481", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 82, "bbox": { "l": 85.08000000000001, "t": 215.96029999999973, "r": 513.5892000000003, "b": 188.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "Each item of electrical equipment shall be selected and installed to be suitable for-", "text": "Each item of electrical equipment shall be selected and installed to be suitable for-" }, { "self_ref": "#/texts/1482", "parent": { "$ref": "#/groups/160" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 82, "bbox": { "l": 85.08000000000004, "t": 181.94029999999975, "r": 513.6060000000003, "b": 154.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "(a) the design current, taking into account any capacitive, inductive and harmonic effects; and", "text": "(a) the design current, taking into account any capacitive, inductive and harmonic effects; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1483", "parent": { "$ref": "#/groups/160" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 82, "bbox": { "l": 85.08000000000004, "t": 147.92029999999977, "r": 513.5928000000006, "b": 106.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "(b) the current likely to flow in abnormal conditions for such periods of time as are determined by the characteristics of the protective devices concerned.", "text": "(b) the current likely to flow in abnormal conditions for such periods of time as are determined by the characteristics of the protective devices concerned.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1484", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 82, "bbox": { "l": 46.8, "t": 686.1653, "r": 60.880500000000005, "b": 676.1213, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/1485", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 82, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1486", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 83, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1487", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 83, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "79", "text": "79" }, { "self_ref": "#/texts/1488", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 83, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/1489", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 83, "bbox": { "l": 85.08, "t": 751.9403, "r": 197.62199999999999, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "2.2.4.4 Frequency", "text": "2.2.4.4 Frequency", "level": 1 }, { "self_ref": "#/texts/1490", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 83, "bbox": { "l": 85.07999999999993, "t": 731.9603, "r": 513.5784000000004, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 203 ] } ], "orig": "If frequency has an influence on the characteristics of electrical equipment, the rated frequency of electrical equipment shall correspond to the nominal frequency of the supply to the circuit concerned.", "text": "If frequency has an influence on the characteristics of electrical equipment, the rated frequency of electrical equipment shall correspond to the nominal frequency of the supply to the circuit concerned." }, { "self_ref": "#/texts/1491", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 83, "bbox": { "l": 85.07999999999993, "t": 683.9603, "r": 173.76479999999998, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "2.2.4.5 Power", "text": "2.2.4.5 Power", "level": 1 }, { "self_ref": "#/texts/1492", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 83, "bbox": { "l": 85.0799999999999, "t": 663.9203, "r": 513.6239999999997, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 174 ] } ], "orig": "Each item of electrical equipment selected on the basis of its power characteristics shall be suitable for the duty demanded of the electrical equipment.", "text": "Each item of electrical equipment selected on the basis of its power characteristics shall be suitable for the duty demanded of the electrical equipment." }, { "self_ref": "#/texts/1493", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 83, "bbox": { "l": 85.0799999999999, "t": 615.9203, "r": 354.9492000000005, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "2.2.4.6 Effects on operator or other equipment", "text": "2.2.4.6 Effects on operator or other equipment", "level": 1 }, { "self_ref": "#/texts/1494", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 83, "bbox": { "l": 85.07999999999987, "t": 595.9403, "r": 513.6336000000011, "b": 540.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 276 ] } ], "orig": "Each item of electrical equipment shall be selected and installed so that, providing it is maintained, it will not cause harm to an operator or harmful effects to other equipment, or impair the supply during normal service, including switching operations.", "text": "Each item of electrical equipment shall be selected and installed so that, providing it is maintained, it will not cause harm to an operator or harmful effects to other equipment, or impair the supply during normal service, including switching operations." }, { "self_ref": "#/texts/1495", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 83, "bbox": { "l": 96.42, "t": 536.8772, "r": 513.3492660000004, "b": 498.583352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 180 ] } ], "orig": "NOTE: This provision may restrict the use of electrical equipment that relies on the training of the operator for the safe and correct use of the electrical equipment.", "text": "NOTE: This provision may restrict the use of electrical equipment that relies on the training of the operator for the safe and correct use of the electrical equipment." }, { "self_ref": "#/texts/1496", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 83, "bbox": { "l": 85.08, "t": 483.9803, "r": 377.1492000000003, "b": 470.5883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "2.3 CONTROL OF ELECTRICAL INSTALLATION", "text": "2.3 CONTROL OF ELECTRICAL INSTALLATION", "level": 1 }, { "self_ref": "#/texts/1497", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 83, "bbox": { "l": 85.08, "t": 463.9403, "r": 174.24600000000007, "b": 450.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "2.3.1 General", "text": "2.3.1 General", "level": 1 }, { "self_ref": "#/texts/1498", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 83, "bbox": { "l": 85.07999999999998, "t": 443.96029999999996, "r": 513.6959999999999, "b": 402.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 202 ] } ], "orig": "Electrical installations shall be provided with devices to prevent or remove hazards associated with the electrical installation and for maintenance of electrically activated equipment.", "text": "Electrical installations shall be provided with devices to prevent or remove hazards associated with the electrical installation and for maintenance of electrically activated equipment." }, { "self_ref": "#/texts/1499", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 83, "bbox": { "l": 96.42, "t": 398.87719999999996, "r": 513.3075420000009, "b": 373.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "NOTE: The measures specified in this Clause (Clause 2.3) are in addition to, and not alternatives to, the protective measures specified in Clause 2.4.", "text": "NOTE: The measures specified in this Clause (Clause 2.3) are in addition to, and not alternatives to, the protective measures specified in Clause 2.4." }, { "self_ref": "#/texts/1500", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 83, "bbox": { "l": 85.07999999999998, "t": 366.9203, "r": 513.6672000000002, "b": 325.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 186 ] } ], "orig": "Electrical installations shall include all switching devices or other means of disconnection necessary to enable operations, repairs and maintenance work to be carried out safely.", "text": "Electrical installations shall include all switching devices or other means of disconnection necessary to enable operations, repairs and maintenance work to be carried out safely." }, { "self_ref": "#/texts/1501", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 83, "bbox": { "l": 85.07999999999998, "t": 318.9203, "r": 513.6300000000006, "b": 291.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 157 ] } ], "orig": "Any device provided shall comply with the relevant requirements of this Clause (Clause 2.3), in accordance with the intended function or functions.", "text": "Any device provided shall comply with the relevant requirements of this Clause (Clause 2.3), in accordance with the intended function or functions." }, { "self_ref": "#/texts/1502", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 83, "bbox": { "l": 85.07999999999996, "t": 284.96029999999996, "r": 484.9332000000011, "b": 271.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "Such devices are classified according to one of the following functions:", "text": "Such devices are classified according to one of the following functions:" }, { "self_ref": "#/texts/1503", "parent": { "$ref": "#/groups/161" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 83, "bbox": { "l": 85.07999999999996, "t": 264.9202999999999, "r": 365.0328000000006, "b": 251.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "(a) Isolation, in accordance with Clause 2.3.2.2.", "text": "(a) Isolation, in accordance with Clause 2.3.2.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1504", "parent": { "$ref": "#/groups/161" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 83, "bbox": { "l": 85.07999999999996, "t": 244.94029999999998, "r": 381.02400000000046, "b": 231.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "(b) Emergency, in accordance with Clause 2.3.5.2.", "text": "(b) Emergency, in accordance with Clause 2.3.5.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1505", "parent": { "$ref": "#/groups/161" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 83, "bbox": { "l": 85.07999999999996, "t": 224.96029999999996, "r": 456.98880000000094, "b": 211.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "(c) Mechanical maintenance, in accordance with Clause 2.3.6.2.", "text": "(c) Mechanical maintenance, in accordance with Clause 2.3.6.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1506", "parent": { "$ref": "#/groups/161" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 83, "bbox": { "l": 85.07999999999998, "t": 204.9203, "r": 426.4464, "b": 191.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "(d) Functional (control), in accordance with Clause 2.3.7.2.", "text": "(d) Functional (control), in accordance with Clause 2.3.7.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1507", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 83, "bbox": { "l": 85.07999999999998, "t": 184.94029999999998, "r": 513.6120000000005, "b": 143.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "Where two or more such functions are performed by a common device, that device shall comply with all the requirements for each of the functions concerned.", "text": "Where two or more such functions are performed by a common device, that device shall comply with all the requirements for each of the functions concerned." }, { "self_ref": "#/texts/1508", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 83, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1509", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 84, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/1510", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 84, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1511", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 84, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "80", "text": "80" }, { "self_ref": "#/texts/1512", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 84, "bbox": { "l": 85.08, "t": 751.9403, "r": 311.00519999999995, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "2.3.2 Common control requirements", "text": "2.3.2 Common control requirements", "level": 1 }, { "self_ref": "#/texts/1513", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 84, "bbox": { "l": 85.08, "t": 731.9603, "r": 182.93760000000006, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "2.3.2.1 General", "text": "2.3.2.1 General", "level": 1 }, { "self_ref": "#/texts/1514", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 84, "bbox": { "l": 66.6, "t": 713.1121999999999, "r": 212.74799999999996, "b": 697.5105199999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "2.3.2.1.1 All systems *", "text": "2.3.2.1.1 All systems *", "level": 1 }, { "self_ref": "#/texts/1515", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 84, "bbox": { "l": 85.07999999999998, "t": 691.9403, "r": 513.6084000000008, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 162 ] } ], "orig": "Every circuit shall be capable of being isolated from each of the supply conductors, in accordance with Clause 2.3.2.1.2 or 2.3.2.1.3, as appropriate.", "text": "Every circuit shall be capable of being isolated from each of the supply conductors, in accordance with Clause 2.3.2.1.2 or 2.3.2.1.3, as appropriate." }, { "self_ref": "#/texts/1516", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 84, "bbox": { "l": 85.07999999999998, "t": 643.9403, "r": 513.5760000000002, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 164 ] } ], "orig": "Provided that the service conditions allow it, and the appropriate safety measures are maintained, a group of circuits may be isolated by a common switch.", "text": "Provided that the service conditions allow it, and the appropriate safety measures are maintained, a group of circuits may be isolated by a common switch." }, { "self_ref": "#/texts/1517", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 84, "bbox": { "l": 85.07999999999998, "t": 595.9403, "r": 513.6288000000012, "b": 540.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 287 ] } ], "orig": "Provision shall be made to enable isolation of electrical equipment and to prevent electrical equipment from being inadvertently energized. The means of isolation shall be such that a deliberate action in addition to the normal method of operation is required to energize the circuit.", "text": "Provision shall be made to enable isolation of electrical equipment and to prevent electrical equipment from being inadvertently energized. The means of isolation shall be such that a deliberate action in addition to the normal method of operation is required to energize the circuit." }, { "self_ref": "#/texts/1518", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 84, "bbox": { "l": 96.42, "t": 536.8772, "r": 497.8696619999998, "b": 524.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "NOTE: Such precautions may include one or more of the following measures:", "text": "NOTE: Such precautions may include one or more of the following measures:" }, { "self_ref": "#/texts/1519", "parent": { "$ref": "#/groups/162" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 84, "bbox": { "l": 96.42, "t": 520.85738, "r": 308.14953600000007, "b": 508.6037, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "(a) Provision for the fitting of a padlock.", "text": "(a) Provision for the fitting of a padlock.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1520", "parent": { "$ref": "#/groups/162" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 84, "bbox": { "l": 96.42, "t": 504.83756, "r": 247.90227599999994, "b": 492.58388, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "(b) Warning tags or notices.", "text": "(b) Warning tags or notices.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1521", "parent": { "$ref": "#/groups/162" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 84, "bbox": { "l": 96.42, "t": 488.877032, "r": 360.3089279999996, "b": 476.623352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "(c) Location within a lockable space or enclosure.", "text": "(c) Location within a lockable space or enclosure.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1522", "parent": { "$ref": "#/groups/162" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 84, "bbox": { "l": 96.42, "t": 472.857212, "r": 513.2482499999995, "b": 447.58344800000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "(d) Short-circuiting and earthing may be used as a supplementary measure only.", "text": "(d) Short-circuiting and earthing may be used as a supplementary measure only.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1523", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 84, "bbox": { "l": 85.07999999999998, "t": 440.9603, "r": 513.6144000000011, "b": 385.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 273 ] } ], "orig": "Where an item of equipment or enclosure contains live parts connected to more than one supply, a notice shall be placed in such a position that any person gaining access to live parts will be warned of the need to isolate those parts from the various supplies.", "text": "Where an item of equipment or enclosure contains live parts connected to more than one supply, a notice shall be placed in such a position that any person gaining access to live parts will be warned of the need to isolate those parts from the various supplies." }, { "self_ref": "#/texts/1524", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 84, "bbox": { "l": 85.07999999999998, "t": 378.92029999999994, "r": 513.6288000000006, "b": 337.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 182 ] } ], "orig": "Exception: A notice need not be provided where an interlocking arrangement is provided or the live parts are suitably shrouded to ensure that all the circuits concerned are isolated.", "text": "Exception: A notice need not be provided where an interlocking arrangement is provided or the live parts are suitably shrouded to ensure that all the circuits concerned are isolated." }, { "self_ref": "#/texts/1525", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 84, "bbox": { "l": 85.07999999999998, "t": 330.9202999999999, "r": 513.5904000000007, "b": 303.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "Where relevant, suitable means shall be provided for the discharge of stored electrical energy (see Clause 4.15.3).", "text": "Where relevant, suitable means shall be provided for the discharge of stored electrical energy (see Clause 4.15.3)." }, { "self_ref": "#/texts/1526", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 84, "bbox": { "l": 66.6, "t": 298.15229999999997, "r": 302.22000000000014, "b": 282.55062, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "2.3.2.1.2 Alternating current systems *", "text": "2.3.2.1.2 Alternating current systems *", "level": 1 }, { "self_ref": "#/texts/1527", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 84, "bbox": { "l": 85.07999999999998, "t": 276.92029999999977, "r": 467.7360000000009, "b": 263.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "Provisions for isolation of conductors in a.c. systems are as follows:", "text": "Provisions for isolation of conductors in a.c. systems are as follows:" }, { "self_ref": "#/texts/1528", "parent": { "$ref": "#/groups/163" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 84, "bbox": { "l": 85.07999999999998, "t": 256.94029999999975, "r": 513.6119999999999, "b": 229.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] } ], "orig": "(a) Active conductors All active conductors of an a.c. circuit shall be capable of being isolated by a device for isolation.", "text": "(a) Active conductors All active conductors of an a.c. circuit shall be capable of being isolated by a device for isolation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1529", "parent": { "$ref": "#/groups/163" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 84, "bbox": { "l": 85.07999999999993, "t": 222.92029999999977, "r": 216.56880000000007, "b": 209.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "(b) Neutral conductor:", "text": "(b) Neutral conductor:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1530", "parent": { "$ref": "#/groups/163" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 84, "bbox": { "l": 113.39999999999992, "t": 202.94029999999987, "r": 513.5808000000005, "b": 175.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "(i) No switch or circuit-breaker shall be inserted in the neutral conductor-", "text": "(i) No switch or circuit-breaker shall be inserted in the neutral conductor-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1531", "parent": { "$ref": "#/groups/163" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 84, "bbox": { "l": 141.77999999999992, "t": 168.92029999999988, "r": 298.5468, "b": 155.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "(A) of consumer mains; or", "text": "(A) of consumer mains; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1532", "parent": { "$ref": "#/groups/163" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 84, "bbox": { "l": 141.77999999999992, "t": 148.94029999999987, "r": 513.703200000001, "b": 107.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 171 ] } ], "orig": "(B) where the neutral conductor is used as a combined protective earthing and neutral (PEN) conductor for protective earthing of any portion of an electrical installation.", "text": "(B) where the neutral conductor is used as a combined protective earthing and neutral (PEN) conductor for protective earthing of any portion of an electrical installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1533", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 84, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1534", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 85, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/1535", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 85, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1536", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 85, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "81", "text": "81" }, { "self_ref": "#/texts/1537", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 85, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/1538", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 85, "bbox": { "l": 46.8, "t": 717.6052999999999, "r": 60.880500000000005, "b": 707.5613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/1539", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 85, "bbox": { "l": 65.1, "t": 441.3722, "r": 73.362, "b": 425.77052000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/1540", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 85, "bbox": { "l": 170.16, "t": 751.8572, "r": 513.4068779999994, "b": 700.603658, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 227 ] } ], "orig": "NOTE: This requirement applies to situations such as an earth sheath return (ESR) system or a submain neutral used for earthing of an electrical installation in an outbuilding in accordance with Clause 5.5.3.1.", "text": "NOTE: This requirement applies to situations such as an earth sheath return (ESR) system or a submain neutral used for earthing of an electrical installation in an outbuilding in accordance with Clause 5.5.3.1." }, { "self_ref": "#/texts/1541", "parent": { "$ref": "#/groups/164" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 85, "bbox": { "l": 113.4, "t": 693.9203, "r": 513.5664000000004, "b": 666.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "(ii) A switch or circuit-breaker may operate in the neutral conductor of circuits other than those in Item (i) where-", "text": "(ii) A switch or circuit-breaker may operate in the neutral conductor of circuits other than those in Item (i) where-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1542", "parent": { "$ref": "#/groups/164" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 85, "bbox": { "l": 141.78000000000003, "t": 659.9603, "r": 513.6059999999998, "b": 604.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 232 ] } ], "orig": "(A) the neutral pole of a multi-pole switch or circuit-breaker, having an appropriate short-circuit breaking and making capacity, is linked and arranged to switch substantially together with all active poles; or", "text": "(A) the neutral pole of a multi-pole switch or circuit-breaker, having an appropriate short-circuit breaking and making capacity, is linked and arranged to switch substantially together with all active poles; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1543", "parent": { "$ref": "#/groups/164" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 85, "bbox": { "l": 141.78000000000003, "t": 597.9203, "r": 513.6864000000008, "b": 556.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "(B) the switch or circuit-breaker is linked with corresponding switches so that the neutral contact cannot remain open when the active contacts are closed.", "text": "(B) the switch or circuit-breaker is linked with corresponding switches so that the neutral contact cannot remain open when the active contacts are closed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1544", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 85, "bbox": { "l": 141.78000000000003, "t": 549.9203, "r": 513.594, "b": 522.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "A switched neutral pole shall not open before and shall not close after the active pole(s).", "text": "A switched neutral pole shall not open before and shall not close after the active pole(s)." }, { "self_ref": "#/texts/1545", "parent": { "$ref": "#/groups/165" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 85, "bbox": { "l": 113.40000000000003, "t": 515.9603, "r": 513.6767999999996, "b": 446.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 283 ] } ], "orig": "(iii) Where an item of switchgear is required to disconnect all live conductors of a circuit, it shall be of a type such that the neutral conductor cannot be disconnected or reconnected without the respective active conductors also being disconnected or reconnected.", "text": "(iii) Where an item of switchgear is required to disconnect all live conductors of a circuit, it shall be of a type such that the neutral conductor cannot be disconnected or reconnected without the respective active conductors also being disconnected or reconnected.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1546", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 85, "bbox": { "l": 141.78, "t": 442.8572, "r": 513.3267299999991, "b": 417.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "NOTE: The manual disconnection and connection of neutral conductors should be as follows:", "text": "NOTE: The manual disconnection and connection of neutral conductors should be as follows:" }, { "self_ref": "#/texts/1547", "parent": { "$ref": "#/groups/166" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 85, "bbox": { "l": 141.78, "t": 413.697614, "r": 513.3201419999988, "b": 388.42385, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "(a) The active conductors should be disconnected before the neutral conductors.", "text": "(a) The active conductors should be disconnected before the neutral conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1548", "parent": { "$ref": "#/groups/166" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 85, "bbox": { "l": 141.78, "t": 384.65771, "r": 513.2970839999989, "b": 359.444336, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "(b) The neutral conductors should be connected before the active conductors.", "text": "(b) The neutral conductors should be connected before the active conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1549", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 85, "bbox": { "l": 141.78, "t": 355.858268, "r": 383.9460959999996, "b": 343.60458800000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "Refer to AS/NZS 4836 for safe work practices.", "text": "Refer to AS/NZS 4836 for safe work practices." }, { "self_ref": "#/texts/1550", "parent": { "$ref": "#/groups/167" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 85, "bbox": { "l": 113.4, "t": 336.92040000000003, "r": 513.6372000000001, "b": 309.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 127 ] } ], "orig": "(iv) A switch in the control circuit of a fire pump shall operate in the neutral conductor in accordance with Clause 7.2.5.6.4.", "text": "(iv) A switch in the control circuit of a fire pump shall operate in the neutral conductor in accordance with Clause 7.2.5.6.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1551", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 85, "bbox": { "l": 141.77999999999997, "t": 302.96039999999994, "r": 513.5676000000005, "b": 275.5283999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "In accordance with Clause 2.5.1.1, no fuse shall be inserted in a neutral conductor.", "text": "In accordance with Clause 2.5.1.1, no fuse shall be inserted in a neutral conductor." }, { "self_ref": "#/texts/1552", "parent": { "$ref": "#/groups/168" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 85, "bbox": { "l": 85.08000000000001, "t": 268.94039999999995, "r": 513.6756, "b": 241.56839999999988, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "(c) Switching of earthing conductor prohibited An earthing conductor shall not be isolated or switched.", "text": "(c) Switching of earthing conductor prohibited An earthing conductor shall not be isolated or switched.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1553", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 85, "bbox": { "l": 113.46000000000004, "t": 234.92039999999997, "r": 513.5952000000012, "b": 207.5483999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "A conductor used as a combined protective earthing and neutral (PEN) conductor shall not be isolated or switched.", "text": "A conductor used as a combined protective earthing and neutral (PEN) conductor shall not be isolated or switched." }, { "self_ref": "#/texts/1554", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 85, "bbox": { "l": 85.08000000000004, "t": 200.96039999999994, "r": 274.76280000000025, "b": 187.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "2.3.2.1.3 Direct current systems", "text": "2.3.2.1.3 Direct current systems", "level": 1 }, { "self_ref": "#/texts/1555", "parent": { "$ref": "#/groups/169" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 85, "bbox": { "l": 66.6, "t": 180.92039999999997, "r": 513.7296, "b": 153.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "All conductors of a d.c. circuit shall be capable of being isolated by a device for isolation. *", "text": "All conductors of a d.c. circuit shall be capable of being isolated by a device for isolation. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1556", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 85, "bbox": { "l": 96.42, "t": 149.87720000000002, "r": 502.68878399999977, "b": 137.62351999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "NOTE: Guidance is provided in Appendix Q on the installation of d.c. systems.", "text": "NOTE: Guidance is provided in Appendix Q on the installation of d.c. systems." }, { "self_ref": "#/texts/1557", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 85, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1558", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 86, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1559", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 86, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "82", "text": "82" }, { "self_ref": "#/texts/1560", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 86, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/1561", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 86, "bbox": { "l": 85.08, "t": 751.9403, "r": 153.77040000000008, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:" }, { "self_ref": "#/texts/1562", "parent": { "$ref": "#/groups/170" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 86, "bbox": { "l": 85.08, "t": 731.9603, "r": 513.6168, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 166 ] } ], "orig": "1 In the case of a d.c. circuit having one conductor connected either to earth or to a protective earthing conductor, that conductor need not be isolated or switched.", "text": "1 In the case of a d.c. circuit having one conductor connected either to earth or to a protective earthing conductor, that conductor need not be isolated or switched.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1563", "parent": { "$ref": "#/groups/170" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 86, "bbox": { "l": 85.08000000000004, "t": 683.9603, "r": 513.7032000000016, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 181 ] } ], "orig": "2 In accordance with Clause 7.5.8.2(b), switches in an extra-low voltage d.c. electrical installation may operate in one less conductor than the number of conductors in the circuit.", "text": "2 In accordance with Clause 7.5.8.2(b), switches in an extra-low voltage d.c. electrical installation may operate in one less conductor than the number of conductors in the circuit.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1564", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 86, "bbox": { "l": 85.0800000000001, "t": 635.9603, "r": 251.8943999999999, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "2.3.2.2 Devices for isolation", "text": "2.3.2.2 Devices for isolation", "level": 1 }, { "self_ref": "#/texts/1565", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 86, "bbox": { "l": 85.0800000000001, "t": 615.9203, "r": 193.49760000000018, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "2.3.2.2.1 General", "text": "2.3.2.2.1 General", "level": 1 }, { "self_ref": "#/texts/1566", "parent": { "$ref": "#/groups/171" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 86, "bbox": { "l": 66.6, "t": 597.3122, "r": 513.5748000000015, "b": 568.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "Devices for isolation shall effectively isolate all active conductors from the circuit. *", "text": "Devices for isolation shall effectively isolate all active conductors from the circuit. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1567", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 86, "bbox": { "l": 85.08000000000004, "t": 561.9203, "r": 513.6468000000006, "b": 534.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "A semiconductor (solid-state) device shall not be used for isolation purposes.", "text": "A semiconductor (solid-state) device shall not be used for isolation purposes." }, { "self_ref": "#/texts/1568", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 86, "bbox": { "l": 85.08000000000004, "t": 527.9603, "r": 218.01119999999997, "b": 514.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "A device for isolation-", "text": "A device for isolation-" }, { "self_ref": "#/texts/1569", "parent": { "$ref": "#/groups/172" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 86, "bbox": { "l": 85.08000000000004, "t": 507.92029999999994, "r": 513.6456000000001, "b": 480.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "(a) shall be capable of withstanding an impulse voltage likely to occur at the point of installation, or shall have an appropriate contact gap; and", "text": "(a) shall be capable of withstanding an impulse voltage likely to occur at the point of installation, or shall have an appropriate contact gap; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1570", "parent": { "$ref": "#/groups/172" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 86, "bbox": { "l": 85.08000000000007, "t": 473.9602999999999, "r": 489.05760000000043, "b": 460.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "(b) shall not be able to falsely indicate that the contacts are open; and", "text": "(b) shall not be able to falsely indicate that the contacts are open; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1571", "parent": { "$ref": "#/groups/172" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 86, "bbox": { "l": 85.08000000000004, "t": 453.9202999999999, "r": 513.6072000000011, "b": 426.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "(c) shall clearly and reliably indicate the isolating position of the device; and", "text": "(c) shall clearly and reliably indicate the isolating position of the device; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1572", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 86, "bbox": { "l": 113.46, "t": 422.87719999999996, "r": 513.303287999999, "b": 397.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "NOTE: The symbols 'O' (OFF) and 'I' (ON) are deemed to satisfy this requirement.", "text": "NOTE: The symbols 'O' (OFF) and 'I' (ON) are deemed to satisfy this requirement." }, { "self_ref": "#/texts/1573", "parent": { "$ref": "#/groups/173" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 86, "bbox": { "l": 85.08, "t": 390.9203, "r": 513.6312, "b": 363.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "(d) shall be designed and installed so as to prevent unintentional closure, such as might be caused by impact, vibration or the like; and", "text": "(d) shall be designed and installed so as to prevent unintentional closure, such as might be caused by impact, vibration or the like; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1574", "parent": { "$ref": "#/groups/173" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 86, "bbox": { "l": 85.07999999999996, "t": 356.96029999999996, "r": 513.571200000001, "b": 329.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "(e) shall be a device that disconnects all active conductors of the relevant supply; and", "text": "(e) shall be a device that disconnects all active conductors of the relevant supply; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1575", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 86, "bbox": { "l": 113.46, "t": 325.8571999999999, "r": 499.08967799999954, "b": 313.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "NOTE: Single-pole devices situated adjacent to one another may be used.", "text": "NOTE: Single-pole devices situated adjacent to one another may be used." }, { "self_ref": "#/texts/1576", "parent": { "$ref": "#/groups/174" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 86, "bbox": { "l": 85.08, "t": 306.9204, "r": 258.9480000000002, "b": 293.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "(f) shall be readily available.", "text": "(f) shall be readily available.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1577", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 86, "bbox": { "l": 85.07999999999998, "t": 286.94039999999995, "r": 513.5760000000013, "b": 245.52839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 182 ] } ], "orig": "Where a device for isolation is not capable of interrupting normal load current, suitable measures shall be taken to prevent it operating while carrying current.", "text": "Where a device for isolation is not capable of interrupting normal load current, suitable measures shall be taken to prevent it operating while carrying current." }, { "self_ref": "#/texts/1578", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 86, "bbox": { "l": 96.42, "t": 241.85720000000003, "r": 513.3020520000005, "b": 203.623742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 189 ] } ], "orig": "NOTE: Such measures may include interlocking with an associated circuitbreaker or, where the device will only be operated by authorized persons, suitable warning notices.", "text": "NOTE: Such measures may include interlocking with an associated circuitbreaker or, where the device will only be operated by authorized persons, suitable warning notices." }, { "self_ref": "#/texts/1579", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 86, "bbox": { "l": 85.07999999999998, "t": 196.94029999999998, "r": 513.5628, "b": 169.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "Where a device for isolation is a switching device it shall be capable of being secured in the open position.", "text": "Where a device for isolation is a switching device it shall be capable of being secured in the open position." }, { "self_ref": "#/texts/1580", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 86, "bbox": { "l": 96.42, "t": 165.83719999999994, "r": 513.3371879999992, "b": 140.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "NOTE: Isolation may be achieved by means such as switch-disconnectors (switch isolators) or, where switching is not required, by-", "text": "NOTE: Isolation may be achieved by means such as switch-disconnectors (switch isolators) or, where switching is not required, by-" }, { "self_ref": "#/texts/1581", "parent": { "$ref": "#/groups/175" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 86, "bbox": { "l": 96.42, "t": 136.85768600000006, "r": 421.6838339999995, "b": 124.60400600000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "(a) multi-pole or single-pole disconnectors (off load isolators);", "text": "(a) multi-pole or single-pole disconnectors (off load isolators);", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1582", "parent": { "$ref": "#/groups/175" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 86, "bbox": { "l": 96.42, "t": 120.83786599999996, "r": 251.36427000000023, "b": 108.58418600000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "(b) plugs and socket-outlets;", "text": "(b) plugs and socket-outlets;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1583", "parent": { "$ref": "#/groups/175" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 86, "bbox": { "l": 96.42, "t": 104.87733800000001, "r": 153.288714, "b": 92.62365799999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "(c) fuses;", "text": "(c) fuses;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1584", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 86, "bbox": { "l": 46.8, "t": 493.6253, "r": 60.880500000000005, "b": 483.5813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/1585", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 86, "bbox": { "l": 46.8, "t": 376.8653, "r": 60.880500000000005, "b": 366.8213, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/1586", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 86, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT", "level": 1 }, { "self_ref": "#/texts/1587", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 87, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/1588", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 87, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1589", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 87, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "83", "text": "83" }, { "self_ref": "#/texts/1590", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 87, "bbox": { "l": 66.6, "t": 480.1922, "r": 74.862, "b": 464.59052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/1591", "parent": { "$ref": "#/groups/176" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 87, "bbox": { "l": 96.42, "t": 751.8572, "r": 162.751278, "b": 739.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "(d) links; or", "text": "(d) links; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1592", "parent": { "$ref": "#/groups/176" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 87, "bbox": { "l": 96.42, "t": 735.83738, "r": 452.2499579999993, "b": 723.5837, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "(e) special terminals that do not require the removal of a conductor.", "text": "(e) special terminals that do not require the removal of a conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1593", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 87, "bbox": { "l": 85.08, "t": 716.9603, "r": 220.34039999999993, "b": 703.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "2.3.2.2.2 Identification", "text": "2.3.2.2.2 Identification", "level": 1 }, { "self_ref": "#/texts/1594", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 87, "bbox": { "l": 85.08000000000001, "t": 696.9203, "r": 513.5880000000004, "b": 669.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "All devices used for isolation shall be clearly identified to indicate the circuit or equipment that they isolate.", "text": "All devices used for isolation shall be clearly identified to indicate the circuit or equipment that they isolate." }, { "self_ref": "#/texts/1595", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 87, "bbox": { "l": 96.42, "t": 665.8772, "r": 513.3822060000007, "b": 640.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "NOTE: This may be achieved by marking or, in the case of isolation of a single item of equipment, location of the device.", "text": "NOTE: This may be achieved by marking or, in the case of isolation of a single item of equipment, location of the device." }, { "self_ref": "#/texts/1596", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 87, "bbox": { "l": 85.08, "t": 633.9203, "r": 513.5892000000005, "b": 606.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 132 ] } ], "orig": "A switch that is marked with the following symbol, in accordance with the relevant Standard, is deemed to be suitable for isolation:", "text": "A switch that is marked with the following symbol, in accordance with the relevant Standard, is deemed to be suitable for isolation:" }, { "self_ref": "#/texts/1597", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "formula", "prov": [ { "page_no": 87, "bbox": { "l": 276.9605407714844, "t": 600.3430938720703, "r": 316.53448486328125, "b": 588.3473663330078, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "orig": "", "text": "" }, { "self_ref": "#/texts/1598", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 87, "bbox": { "l": 85.08, "t": 575.9603, "r": 513.6516, "b": 520.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 201 ] } ], "orig": "Relevant product Standards with requirements and tests for isolation include AS/NZS 3111, AS/NZS 3133, AS/NZS IEC 60947.2, AS/NZS IEC 60947.3, AS/NZS 60898.1, AS/NZS 61008.1 and AS/NZS 61009.1.", "text": "Relevant product Standards with requirements and tests for isolation include AS/NZS 3111, AS/NZS 3133, AS/NZS IEC 60947.2, AS/NZS IEC 60947.3, AS/NZS 60898.1, AS/NZS 61008.1 and AS/NZS 61009.1." }, { "self_ref": "#/texts/1599", "parent": { "$ref": "#/groups/177" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 87, "bbox": { "l": 96.42, "t": 516.8372, "r": 422.8235579999998, "b": 504.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "NOTE: Symbols used in this Standard are listed in Appendix J.", "text": "NOTE: Symbols used in this Standard are listed in Appendix J." }, { "self_ref": "#/texts/1600", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 87, "bbox": { "l": 85.08, "t": 497.9603, "r": 212.79480000000004, "b": 484.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "2.3.3 Main switches", "text": "2.3.3 Main switches", "level": 1 }, { "self_ref": "#/texts/1601", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 87, "bbox": { "l": 85.08, "t": 477.9203, "r": 204.4764, "b": 464.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "2.3.3.1 Introduction", "text": "2.3.3.1 Introduction", "level": 1 }, { "self_ref": "#/texts/1602", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 87, "bbox": { "l": 85.08000000000001, "t": 457.9403, "r": 425.64240000000086, "b": 444.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "The following requirements are intended to provide for the-", "text": "The following requirements are intended to provide for the-" }, { "self_ref": "#/texts/1603", "parent": { "$ref": "#/groups/178" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 87, "bbox": { "l": 85.07999999999998, "t": 437.96029999999996, "r": 513.6192, "b": 382.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "(a) efficient and effective isolation of electricity supply from the electrical installation, or part thereof, by persons, including emergency services personnel, in the event of an emergency arising that requires prompt isolation; and", "text": "(a) efficient and effective isolation of electricity supply from the electrical installation, or part thereof, by persons, including emergency services personnel, in the event of an emergency arising that requires prompt isolation; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1604", "parent": { "$ref": "#/groups/178" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 87, "bbox": { "l": 85.07999999999998, "t": 375.9202999999999, "r": 513.6264000000001, "b": 334.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 177 ] } ], "orig": "(b) maintenance of supply to safety services during an emergency that may require, or result in, isolation of supply from other portions of the electrical installation.", "text": "(b) maintenance of supply to safety services during an emergency that may require, or result in, isolation of supply from other portions of the electrical installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1605", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 87, "bbox": { "l": 85.07999999999996, "t": 327.92029999999977, "r": 182.9376, "b": 314.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "2.3.3.2 General", "text": "2.3.3.2 General", "level": 1 }, { "self_ref": "#/texts/1606", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 87, "bbox": { "l": 85.07999999999993, "t": 307.94029999999975, "r": 513.6767999999994, "b": 266.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 181 ] } ], "orig": "The supply to every electrical installation shall be controlled on the main switchboard by a main switch or switches that control the whole of the electrical installation.", "text": "The supply to every electrical installation shall be controlled on the main switchboard by a main switch or switches that control the whole of the electrical installation." }, { "self_ref": "#/texts/1607", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 87, "bbox": { "l": 85.07999999999993, "t": 259.94029999999975, "r": 513.6204000000004, "b": 232.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "Where multiple supplies are provided, each supply shall be controlled by a main switch or switches on the main switchboard for each supply.", "text": "Where multiple supplies are provided, each supply shall be controlled by a main switch or switches on the main switchboard for each supply." }, { "self_ref": "#/texts/1608", "parent": { "$ref": "#/groups/179" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 87, "bbox": { "l": 66.6, "t": 227.35220000000004, "r": 513.6552000000014, "b": 170.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 244 ] } ], "orig": "Exception: Main switches for alternative or supplementary supplies may be located at any switchboard within the installation, provided they are installed in accordance with an applicable standard, for example, AS/NZS 3010 or AS/NZS 4777.1. *", "text": "Exception: Main switches for alternative or supplementary supplies may be located at any switchboard within the installation, provided they are installed in accordance with an applicable standard, for example, AS/NZS 3010 or AS/NZS 4777.1. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1609", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 87, "bbox": { "l": 85.0799999999999, "t": 163.94029999999975, "r": 513.6468000000004, "b": 108.54829999999981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 275 ] } ], "orig": "Each part of an electrical installation supplying a safety service in accordance with Clause 7.2 shall be controlled by a main switch or switches, separate from those used to control the remainder of the electrical installation, as required by Clause 7.2.3.", "text": "Each part of an electrical installation supplying a safety service in accordance with Clause 7.2 shall be controlled by a main switch or switches, separate from those used to control the remainder of the electrical installation, as required by Clause 7.2.3." }, { "self_ref": "#/texts/1610", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 87, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/1611", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 87, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1612", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 88, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1613", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 88, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "84", "text": "84" }, { "self_ref": "#/texts/1614", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 88, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/1615", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 88, "bbox": { "l": 85.07999999999998, "t": 751.9403, "r": 513.6120000000005, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "Every main switch shall satisfy the requirements of Clause 2.3.2.2 for isolating devices.", "text": "Every main switch shall satisfy the requirements of Clause 2.3.2.2 for isolating devices." }, { "self_ref": "#/texts/1616", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 88, "bbox": { "l": 85.07999999999996, "t": 717.9203, "r": 513.6252000000002, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 202 ] } ], "orig": "Main switches shall be located, arranged and legibly and permanently identified, in accordance with Clauses 2.3.3.3 to 2.3.3.5, to allow for their effective operation in an emergency.", "text": "Main switches shall be located, arranged and legibly and permanently identified, in accordance with Clauses 2.3.3.3 to 2.3.3.5, to allow for their effective operation in an emergency." }, { "self_ref": "#/texts/1617", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 88, "bbox": { "l": 85.07999999999996, "t": 669.9203, "r": 461.72400000000073, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "Exceptions: The following need not be controlled by a main switch:", "text": "Exceptions: The following need not be controlled by a main switch:" }, { "self_ref": "#/texts/1618", "parent": { "$ref": "#/groups/180" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 88, "bbox": { "l": 85.07999999999996, "t": 649.9403, "r": 215.3424, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "1 Consumer mains.", "text": "1 Consumer mains.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1619", "parent": { "$ref": "#/groups/180" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 88, "bbox": { "l": 85.07999999999996, "t": 629.9603, "r": 513.6408000000011, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 141 ] } ], "orig": "2 Equipment installed as required by an electricity distributor for service protection, control or electricity consumption metering purposes.", "text": "2 Equipment installed as required by an electricity distributor for service protection, control or electricity consumption metering purposes.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1620", "parent": { "$ref": "#/groups/180" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 88, "bbox": { "l": 85.07999999999993, "t": 595.9403, "r": 513.6024000000011, "b": 540.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 240 ] } ], "orig": "3 Ancillary equipment, measuring devices and associated wiring that is required to be connected to the supply side of the main switch or switches, provided that this wiring and equipment is confined within or on the switchboard.", "text": "3 Ancillary equipment, measuring devices and associated wiring that is required to be connected to the supply side of the main switch or switches, provided that this wiring and equipment is confined within or on the switchboard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1621", "parent": { "$ref": "#/groups/180" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 88, "bbox": { "l": 85.07999999999998, "t": 533.9603, "r": 513.6636000000001, "b": 492.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 174 ] } ], "orig": "4 Equipment, such as voltage sensing equipment, associated with a safety service that is connected on the supply side of a main switch, in accordance with Clause 7.2.", "text": "4 Equipment, such as voltage sensing equipment, associated with a safety service that is connected on the supply side of a main switch, in accordance with Clause 7.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1622", "parent": { "$ref": "#/groups/180" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 88, "bbox": { "l": 85.07999999999996, "t": 485.9602999999999, "r": 513.621600000001, "b": 444.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 197 ] } ], "orig": "5 Equipment, such as voltage sensing equipment, associated with an alternative supply system that is connected on the supply side of a main switch, in accordance with Clause 7.3.", "text": "5 Equipment, such as voltage sensing equipment, associated with an alternative supply system that is connected on the supply side of a main switch, in accordance with Clause 7.3.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1623", "parent": { "$ref": "#/groups/180" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 88, "bbox": { "l": 85.07999999999993, "t": 437.96029999999985, "r": 236.39519999999996, "b": 424.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "6 Fault-current limiters.", "text": "6 Fault-current limiters.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1624", "parent": { "$ref": "#/groups/180" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 88, "bbox": { "l": 85.07999999999993, "t": 417.9202999999998, "r": 513.6336000000001, "b": 390.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "7 Surge diverters installed to protect consumer mains or main switchboards.", "text": "7 Surge diverters installed to protect consumer mains or main switchboards.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1625", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 88, "bbox": { "l": 85.07999999999993, "t": 383.9602999999998, "r": 279.8544000000001, "b": 370.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "2.3.3.3 Number of main switches", "text": "2.3.3.3 Number of main switches", "level": 1 }, { "self_ref": "#/texts/1626", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 88, "bbox": { "l": 85.07999999999993, "t": 363.92029999999977, "r": 513.6648000000006, "b": 336.54829999999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "The number of main switches shall be kept to the minimum practicable to provide for effective operation in an emergency.", "text": "The number of main switches shall be kept to the minimum practicable to provide for effective operation in an emergency." }, { "self_ref": "#/texts/1627", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 88, "bbox": { "l": 85.07999999999993, "t": 329.96029999999973, "r": 513.6047999999995, "b": 288.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 210 ] } ], "orig": "Domestic electrical installations, including each separate domestic electrical installation forming part of a multiple electrical installation, shall be provided with not more than one main switch for-", "text": "Domestic electrical installations, including each separate domestic electrical installation forming part of a multiple electrical installation, shall be provided with not more than one main switch for-" }, { "self_ref": "#/texts/1628", "parent": { "$ref": "#/groups/181" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 88, "bbox": { "l": 85.07999999999993, "t": 281.96029999999973, "r": 314.47079999999977, "b": 268.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "(a) each separately metered supply; or", "text": "(a) each separately metered supply; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1629", "parent": { "$ref": "#/groups/181" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 88, "bbox": { "l": 85.07999999999993, "t": 261.92029999999966, "r": 513.5639999999999, "b": 234.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "(b) where there is more than one separately controlled supply from a meter, a main switch for each of the separately controlled supplies.", "text": "(b) where there is more than one separately controlled supply from a meter, a main switch for each of the separately controlled supplies.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1630", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 88, "bbox": { "l": 66.6, "t": 229.21220000000005, "r": 266.83200000000016, "b": 213.61051999999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "2.3.3.4 Location and operation *", "text": "2.3.3.4 Location and operation *", "level": 1 }, { "self_ref": "#/texts/1631", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 88, "bbox": { "l": 85.07999999999993, "t": 207.92029999999977, "r": 340.70640000000003, "b": 194.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "Main switches shall be accessible as follows:", "text": "Main switches shall be accessible as follows:" }, { "self_ref": "#/texts/1632", "parent": { "$ref": "#/groups/182" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 88, "bbox": { "l": 85.07999999999993, "t": 187.94029999999975, "r": 513.6552000000011, "b": 146.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 176 ] } ], "orig": "(a) General Main switches shall be readily accessible and the means of operating such switches shall be not more than two metres above the ground, floor or a suitable platform.", "text": "(a) General Main switches shall be readily accessible and the means of operating such switches shall be not more than two metres above the ground, floor or a suitable platform.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1633", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 88, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1634", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 89, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1635", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 89, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "85", "text": "85" }, { "self_ref": "#/texts/1636", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 89, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/1637", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 89, "bbox": { "l": 113.46, "t": 751.9403, "r": 513.649200000001, "b": 710.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 177 ] } ], "orig": "Exception: A main switch need not be located on a switchboard nor be readily accessible where unauthorized operation may impair safety and the electrical installation is-", "text": "Exception: A main switch need not be located on a switchboard nor be readily accessible where unauthorized operation may impair safety and the electrical installation is-" }, { "self_ref": "#/texts/1638", "parent": { "$ref": "#/groups/183" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 89, "bbox": { "l": 113.4, "t": 703.9403, "r": 296.05200000000036, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "(i) located on public land; and", "text": "(i) located on public land; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1639", "parent": { "$ref": "#/groups/183" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 89, "bbox": { "l": 113.4, "t": 683.9603, "r": 513.600000000001, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] } ], "orig": "(ii) associated with telephone cabinets, traffic control signals and street furniture, such as bus shelters, and the like; and", "text": "(ii) associated with telephone cabinets, traffic control signals and street furniture, such as bus shelters, and the like; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1640", "parent": { "$ref": "#/groups/183" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 89, "bbox": { "l": 113.39999999999998, "t": 649.9403, "r": 513.5856000000005, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "(iii) otherwise controlled and protected in accordance with the requirements of this Standard.", "text": "(iii) otherwise controlled and protected in accordance with the requirements of this Standard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1641", "parent": { "$ref": "#/groups/183" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 89, "bbox": { "l": 66.6, "t": 616.0921999999999, "r": 513.6540000000006, "b": 546.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 326 ] } ], "orig": "(b) Operating handles or controls associated with a main switch shall be manually operated, single action and mechanical. They shall consist of a handle, lever, push-buttons or similar device. Electronic touch screens, programmable control systems or the like shall not be used as a means of operating main switches. *", "text": "(b) Operating handles or controls associated with a main switch shall be manually operated, single action and mechanical. They shall consist of a handle, lever, push-buttons or similar device. Electronic touch screens, programmable control systems or the like shall not be used as a means of operating main switches. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1642", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 89, "bbox": { "l": 113.45999999999998, "t": 539.9603, "r": 513.6444000000009, "b": 512.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "Electronic touch screens may be used for remote control of main switch/s as per Clause 2.3.3.6.", "text": "Electronic touch screens may be used for remote control of main switch/s as per Clause 2.3.3.6." }, { "self_ref": "#/texts/1643", "parent": { "$ref": "#/groups/184" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 89, "bbox": { "l": 85.07999999999998, "t": 505.9403, "r": 513.7380000000002, "b": 450.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 237 ] } ], "orig": "(c) Electrical installations with more than one occupier Each individual occupier shall have readily available access to an isolating switch or switches that isolate that occupier's portion of the electrical installation.", "text": "(c) Electrical installations with more than one occupier Each individual occupier shall have readily available access to an isolating switch or switches that isolate that occupier's portion of the electrical installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1644", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 89, "bbox": { "l": 113.45999999999998, "t": 443.9602999999999, "r": 513.6948000000014, "b": 374.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 317 ] } ], "orig": "The isolating switch or switches need not control the submains supplying that portion of the electrical installation but shall be mounted on a switchboard located either in the individual portion of the electrical installation or within easy access from an entrance to the individual premises.", "text": "The isolating switch or switches need not control the submains supplying that portion of the electrical installation but shall be mounted on a switchboard located either in the individual portion of the electrical installation or within easy access from an entrance to the individual premises." }, { "self_ref": "#/texts/1645", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 89, "bbox": { "l": 113.45999999999998, "t": 367.9402999999998, "r": 513.5664000000003, "b": 340.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "The number of such switches shall be in accordance with Clause 2.3.3.3 for main switches.", "text": "The number of such switches shall be in accordance with Clause 2.3.3.3 for main switches." }, { "self_ref": "#/texts/1646", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 89, "bbox": { "l": 113.45999999999998, "t": 333.92029999999977, "r": 513.6252000000001, "b": 292.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 168 ] } ], "orig": "Exception: This requirement need not apply where the main switch or switches for the electrical installation are readily accessible to the individual occupier.", "text": "Exception: This requirement need not apply where the main switch or switches for the electrical installation are readily accessible to the individual occupier." }, { "self_ref": "#/texts/1647", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 89, "bbox": { "l": 85.07999999999998, "t": 285.92029999999977, "r": 209.78039999999987, "b": 272.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "2.3.3.5 Identification", "text": "2.3.3.5 Identification", "level": 1 }, { "self_ref": "#/texts/1648", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 89, "bbox": { "l": 85.07999999999998, "t": 265.94029999999975, "r": 332.7287999999997, "b": 252.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "Main switches shall be identified as follows:", "text": "Main switches shall be identified as follows:" }, { "self_ref": "#/texts/1649", "parent": { "$ref": "#/groups/185" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 89, "bbox": { "l": 85.07999999999998, "t": 245.96029999999973, "r": 513.6192000000001, "b": 190.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 253 ] } ], "orig": "(a) Each main switch shall be marked 'MAIN SWITCH' and shall be readily distinguishable from other switchgear by means of grouping, contrasting colouring or other suitable means to provide for prompt operation in an emergency.", "text": "(a) Each main switch shall be marked 'MAIN SWITCH' and shall be readily distinguishable from other switchgear by means of grouping, contrasting colouring or other suitable means to provide for prompt operation in an emergency.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1650", "parent": { "$ref": "#/groups/185" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 89, "bbox": { "l": 85.07999999999998, "t": 183.92029999999977, "r": 513.6972, "b": 142.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 173 ] } ], "orig": "(b) Where there is more than one main switch, each main switch shall be marked to indicate the electrical installation or portion of the electrical installation it controls.", "text": "(b) Where there is more than one main switch, each main switch shall be marked to indicate the electrical installation or portion of the electrical installation it controls.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1651", "parent": { "$ref": "#/groups/185" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 89, "bbox": { "l": 85.07999999999998, "t": 135.92029999999977, "r": 513.6384, "b": 94.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 212 ] } ], "orig": "(c) Where the opening of a main switch brings into operation or isolates an alternative supply, a notice shall be provided to indicate the position of the main switch controlling the alternative supply.", "text": "(c) Where the opening of a main switch brings into operation or isolates an alternative supply, a notice shall be provided to indicate the position of the main switch controlling the alternative supply.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1652", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 89, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1653", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 90, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1654", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 90, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "86", "text": "86" }, { "self_ref": "#/texts/1655", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 90, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/1656", "parent": { "$ref": "#/groups/186" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 90, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.6480000000001, "b": 696.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 240 ] } ], "orig": "(d) Where supply is provided at more than one point in any building, a prominent notice shall be provided at each main switchboard, indicating the presence of other supplies and the location of other main switchboards.", "text": "(d) Where supply is provided at more than one point in any building, a prominent notice shall be provided at each main switchboard, indicating the presence of other supplies and the location of other main switchboards.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1657", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 90, "bbox": { "l": 66.6, "t": 691.4522, "r": 74.862, "b": 675.85052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/1658", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 90, "bbox": { "l": 66.6, "t": 280.33230000000003, "r": 74.862, "b": 264.73062000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/1659", "parent": { "$ref": "#/groups/187" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 90, "bbox": { "l": 85.08000000000004, "t": 689.9603, "r": 513.5952000000005, "b": 662.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "(e) Main switches for supplementary or alternative supplies shall be labelled to indicate the energy source.", "text": "(e) Main switches for supplementary or alternative supplies shall be labelled to indicate the energy source.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1660", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 90, "bbox": { "l": 96.42, "t": 658.8572, "r": 513.3679319999995, "b": 633.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "NOTE: Marking requirements for other switches are contained in Clause 2.3.4.4.", "text": "NOTE: Marking requirements for other switches are contained in Clause 2.3.4.4." }, { "self_ref": "#/texts/1661", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 90, "bbox": { "l": 85.08, "t": 626.9603, "r": 223.8228000000002, "b": 613.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "2.3.3.6 Remote control", "text": "2.3.3.6 Remote control", "level": 1 }, { "self_ref": "#/texts/1662", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 90, "bbox": { "l": 85.07999999999998, "t": 606.9203, "r": 513.6096000000003, "b": 579.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "Where provision is made for remote control of the main switch or switches, the following applies:", "text": "Where provision is made for remote control of the main switch or switches, the following applies:" }, { "self_ref": "#/texts/1663", "parent": { "$ref": "#/groups/188" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 90, "bbox": { "l": 85.07999999999998, "t": 572.9603, "r": 513.4956000000002, "b": 545.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 119 ] } ], "orig": "(a) Remote control facilities shall be located and identified in accordance with Clauses 2.3.3.4, 2.3.3.5 and 2.10.2.4.", "text": "(a) Remote control facilities shall be located and identified in accordance with Clauses 2.3.3.4, 2.3.3.5 and 2.10.2.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1664", "parent": { "$ref": "#/groups/188" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 90, "bbox": { "l": 85.07999999999998, "t": 538.9403, "r": 513.6684000000008, "b": 511.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "(b) Operation of remote control facilities shall cause the main switch to isolate supply to the associated parts of the installation.", "text": "(b) Operation of remote control facilities shall cause the main switch to isolate supply to the associated parts of the installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1665", "parent": { "$ref": "#/groups/188" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 90, "bbox": { "l": 85.07999999999998, "t": 504.92029999999994, "r": 513.6072000000005, "b": 477.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "(c) Where remote control facilities also provide the capability for a main switch to be closed-", "text": "(c) Where remote control facilities also provide the capability for a main switch to be closed-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1666", "parent": { "$ref": "#/groups/188" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 90, "bbox": { "l": 113.40000000000003, "t": 470.9602999999999, "r": 513.5928000000005, "b": 429.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 184 ] } ], "orig": "(i) the facilities shall be designed, arranged and installed to prevent inadvertent closing because of a fault or malfunction in the control circuit wiring or auxiliaries; and", "text": "(i) the facilities shall be designed, arranged and installed to prevent inadvertent closing because of a fault or malfunction in the control circuit wiring or auxiliaries; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1667", "parent": { "$ref": "#/groups/188" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 90, "bbox": { "l": 113.40000000000003, "t": 422.96029999999985, "r": 513.6144, "b": 381.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 149 ] } ], "orig": "(ii) the main switch shall have facility for a suitable device to enable it to be locked in the open position, in accordance with Clause 2.3.2.2; and", "text": "(ii) the main switch shall have facility for a suitable device to enable it to be locked in the open position, in accordance with Clause 2.3.2.2; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1668", "parent": { "$ref": "#/groups/188" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 90, "bbox": { "l": 113.40000000000006, "t": 374.9602999999998, "r": 513.614400000001, "b": 347.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 129 ] } ], "orig": "(iii) the main switch shall not be capable of being overridden or bypassed by programmable control systems or the like.", "text": "(iii) the main switch shall not be capable of being overridden or bypassed by programmable control systems or the like.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1669", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 90, "bbox": { "l": 113.46000000000004, "t": 340.94029999999975, "r": 513.6504000000014, "b": 285.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 222 ] } ], "orig": "Where provision is made for remote control of general installation main switches, remote control facilities need not be provided for separate main switches supplying safety services, in accordance with Clause 7.2.", "text": "Where provision is made for remote control of general installation main switches, remote control facilities need not be provided for separate main switches supplying safety services, in accordance with Clause 7.2." }, { "self_ref": "#/texts/1670", "parent": { "$ref": "#/groups/189" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 90, "bbox": { "l": 85.08000000000004, "t": 278.96029999999973, "r": 513.5844000000004, "b": 237.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 219 ] } ], "orig": "(d) Where an electronic touch screen, programmable control system or the like is used for the remote control of a main switch(es), the requirements for main switches in Clause 2.3.3.4(b) shall apply.", "text": "(d) Where an electronic touch screen, programmable control system or the like is used for the remote control of a main switch(es), the requirements for main switches in Clause 2.3.3.4(b) shall apply.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1671", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 90, "bbox": { "l": 85.08000000000004, "t": 230.96029999999973, "r": 301.4688, "b": 217.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "2.3.4 Additional isolating switches", "text": "2.3.4 Additional isolating switches", "level": 1 }, { "self_ref": "#/texts/1672", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 90, "bbox": { "l": 85.08000000000006, "t": 210.92029999999977, "r": 350.0448000000007, "b": 197.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "2.3.4.1 Electrical installation in an outbuilding", "text": "2.3.4.1 Electrical installation in an outbuilding", "level": 1 }, { "self_ref": "#/texts/1673", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 90, "bbox": { "l": 85.08000000000007, "t": 190.94029999999975, "r": 495.0839999999995, "b": 177.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "An electrical installation in an outbuilding shall comply with the following:", "text": "An electrical installation in an outbuilding shall comply with the following:" }, { "self_ref": "#/texts/1674", "parent": { "$ref": "#/groups/190" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 90, "bbox": { "l": 85.08000000000004, "t": 170.96029999999973, "r": 513.5507999999996, "b": 143.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 118 ] } ], "orig": "(a) General An electrical installation in an outbuilding shall be treated as a separate electrical installation if it-", "text": "(a) General An electrical installation in an outbuilding shall be treated as a separate electrical installation if it-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1675", "parent": { "$ref": "#/groups/190" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 90, "bbox": { "l": 113.40000000000003, "t": 136.94029999999975, "r": 468.42240000000106, "b": 123.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "(i) has a maximum demand of 100 A or more per phase; and", "text": "(i) has a maximum demand of 100 A or more per phase; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1676", "parent": { "$ref": "#/groups/190" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 90, "bbox": { "l": 113.40000000000003, "t": 116.96029999999973, "r": 317.7624000000002, "b": 103.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "(ii) is provided with a switchboard.", "text": "(ii) is provided with a switchboard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1677", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 90, "bbox": { "l": 46.8, "t": 444.5453, "r": 60.880500000000005, "b": 434.5013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/1678", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 90, "bbox": { "l": 46.68, "t": 375.3653, "r": 60.7605, "b": 365.3213, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/1679", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 90, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1680", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 91, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1681", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 91, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "87", "text": "87" }, { "self_ref": "#/texts/1682", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 91, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/1683", "parent": { "$ref": "#/groups/191" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 91, "bbox": { "l": 85.08, "t": 751.9403, "r": 199.65840000000003, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "(b) Main switches :", "text": "(b) Main switches :", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1684", "parent": { "$ref": "#/groups/191" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 91, "bbox": { "l": 113.39999999999999, "t": 731.9603, "r": 513.604800000001, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 175 ] } ], "orig": "(i) General A main or isolating switch or switches shall be installed on the switchboard in the outbuilding to control the electrical installation in the outbuilding.", "text": "(i) General A main or isolating switch or switches shall be installed on the switchboard in the outbuilding to control the electrical installation in the outbuilding.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1685", "parent": { "$ref": "#/groups/191" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 91, "bbox": { "l": 113.39999999999998, "t": 683.9603, "r": 513.658800000001, "b": 614.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 269 ] } ], "orig": "(ii) Supply by more than one submain Where the electrical installation in the outbuilding is supplied through more than one submain, the supply through each such submain shall be controlled by a main switch or switches, in accordance with Item (b)(i).", "text": "(ii) Supply by more than one submain Where the electrical installation in the outbuilding is supplied through more than one submain, the supply through each such submain shall be controlled by a main switch or switches, in accordance with Item (b)(i).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1686", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 91, "bbox": { "l": 141.77999999999997, "t": 607.9403, "r": 513.6228000000001, "b": 524.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 336 ] } ], "orig": "The main switch or switches associated with each submain need not be mounted on the same switchboard as those associated with other submains, provided that the location of all other main switches within the outbuilding is indicated on a prominent and indelible notice adjacent to each main switch or group of switches.", "text": "The main switch or switches associated with each submain need not be mounted on the same switchboard as those associated with other submains, provided that the location of all other main switches within the outbuilding is indicated on a prominent and indelible notice adjacent to each main switch or group of switches." }, { "self_ref": "#/texts/1687", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 91, "bbox": { "l": 85.08000000000001, "t": 517.9403, "r": 417.6948000000009, "b": 504.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "2.3.4.2 Submains and final subcircuits greater than 100 A", "text": "2.3.4.2 Submains and final subcircuits greater than 100 A", "level": 1 }, { "self_ref": "#/texts/1688", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 91, "bbox": { "l": 85.07999999999993, "t": 497.96029999999996, "r": 513.5832000000012, "b": 456.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 189 ] } ], "orig": "Every submain and final subcircuit having a rating exceeding 100 A per phase shall be controlled by a separate isolating switch on the switchboard at which the circuit originates.", "text": "Every submain and final subcircuit having a rating exceeding 100 A per phase shall be controlled by a separate isolating switch on the switchboard at which the circuit originates." }, { "self_ref": "#/texts/1689", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 91, "bbox": { "l": 85.07999999999993, "t": 449.9602999999999, "r": 513.6528000000006, "b": 408.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 199 ] } ], "orig": "Exception: This requirement need not apply where fault-current limiters or fuses protect small submains that are teed off larger submains, e.g. teeing off large rising submains at each floor.", "text": "Exception: This requirement need not apply where fault-current limiters or fuses protect small submains that are teed off larger submains, e.g. teeing off large rising submains at each floor." }, { "self_ref": "#/texts/1690", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 91, "bbox": { "l": 85.07999999999993, "t": 401.96029999999985, "r": 238.29359999999974, "b": 388.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "2.3.4.3 Alternative supply", "text": "2.3.4.3 Alternative supply", "level": 1 }, { "self_ref": "#/texts/1691", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 91, "bbox": { "l": 85.07999999999993, "t": 381.9202999999998, "r": 513.6312000000003, "b": 326.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 247 ] } ], "orig": "Where an electrical installation, or part thereof, is provided with an alternative supply in accordance with Clause 7.3, an isolating switch shall be provided at the source of supply or at a switchboard, in accordance with Clause 7.3.", "text": "Where an electrical installation, or part thereof, is provided with an alternative supply in accordance with Clause 7.3, an isolating switch shall be provided at the source of supply or at a switchboard, in accordance with Clause 7.3." }, { "self_ref": "#/texts/1692", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 91, "bbox": { "l": 85.07999999999998, "t": 319.94029999999975, "r": 209.78039999999987, "b": 306.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "2.3.4.4 Identification", "text": "2.3.4.4 Identification", "level": 1 }, { "self_ref": "#/texts/1693", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 91, "bbox": { "l": 85.07999999999998, "t": 299.96029999999973, "r": 513.712800000001, "b": 258.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 172 ] } ], "orig": "Isolating switches required by this Clause (Clause 2.3.4) shall be legibly and permanently identified, e.g. by marking, to indicate the circuits that they isolate.", "text": "Isolating switches required by this Clause (Clause 2.3.4) shall be legibly and permanently identified, e.g. by marking, to indicate the circuits that they isolate." }, { "self_ref": "#/texts/1694", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 91, "bbox": { "l": 85.07999999999998, "t": 251.96029999999973, "r": 513.7019999999999, "b": 196.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 253 ] } ], "orig": "Where, for functional reasons, a circuit for the control of an isolating device cannot be isolated in a distribution board or a switchgear assembly, a warning notice with suitable wording shall be affixed to that board or assembly.", "text": "Where, for functional reasons, a circuit for the control of an isolating device cannot be isolated in a distribution board or a switchgear assembly, a warning notice with suitable wording shall be affixed to that board or assembly." }, { "self_ref": "#/texts/1695", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 91, "bbox": { "l": 85.07999999999998, "t": 189.92029999999977, "r": 513.6179999999997, "b": 162.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 153 ] } ], "orig": "Where the operation of a switch automatically brings into service an alternative supply, the purpose of the switch shall be marked accordingly.", "text": "Where the operation of a switch automatically brings into service an alternative supply, the purpose of the switch shall be marked accordingly." }, { "self_ref": "#/texts/1696", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 91, "bbox": { "l": 85.07999999999998, "t": 155.96029999999973, "r": 294.7920000000001, "b": 142.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "2.3.4.5 Appliances and accessories", "text": "2.3.4.5 Appliances and accessories", "level": 1 }, { "self_ref": "#/texts/1697", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 91, "bbox": { "l": 85.07999999999998, "t": 135.92029999999977, "r": 513.6252000000001, "b": 94.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "Appliances and accessories, including motors, shall be provided with devices for isolation and switching, in accordance with relevant clauses of Sections 4 and 7.", "text": "Appliances and accessories, including motors, shall be provided with devices for isolation and switching, in accordance with relevant clauses of Sections 4 and 7." }, { "self_ref": "#/texts/1698", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 91, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1699", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 92, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1700", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 92, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "88", "text": "88" }, { "self_ref": "#/texts/1701", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 92, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/1702", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 92, "bbox": { "l": 85.08, "t": 751.9403, "r": 291.21360000000016, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "These clauses include the following:", "text": "These clauses include the following:" }, { "self_ref": "#/texts/1703", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 92, "bbox": { "l": 85.08000000000038, "t": 457.9402999999999, "r": 442.61040000000077, "b": 444.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "2.3.5 Emergency switching including emergency stopping", "text": "2.3.5 Emergency switching including emergency stopping", "level": 1 }, { "self_ref": "#/texts/1704", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 92, "bbox": { "l": 85.08000000000035, "t": 437.9602999999999, "r": 182.9376000000004, "b": 424.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "2.3.5.1 General", "text": "2.3.5.1 General", "level": 1 }, { "self_ref": "#/texts/1705", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 92, "bbox": { "l": 85.08000000000035, "t": 417.9202999999999, "r": 513.6408000000004, "b": 376.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 180 ] } ], "orig": "Means shall be provided for emergency switching of any part of an electrical installation where it may be necessary to control the supply to remove an unexpected danger.", "text": "Means shall be provided for emergency switching of any part of an electrical installation where it may be necessary to control the supply to remove an unexpected danger." }, { "self_ref": "#/texts/1706", "parent": { "$ref": "#/groups/192" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 92, "bbox": { "l": 66.6, "t": 369.9202999999998, "r": 513.5892000000007, "b": 342.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 127 ] } ], "orig": "Where required, because of the risk of electric shock, the emergency switching device shall be an isolating device. *", "text": "Where required, because of the risk of electric shock, the emergency switching device shall be an isolating device. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1707", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 92, "bbox": { "l": 85.08000000000037, "t": 335.9602999999998, "r": 513.7080000000012, "b": 294.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 204 ] } ], "orig": "The arrangement of the emergency switching shall be such that its operation does not introduce a further danger or interfere adversely with the complete operation necessary to remove the danger.", "text": "The arrangement of the emergency switching shall be such that its operation does not introduce a further danger or interfere adversely with the complete operation necessary to remove the danger." }, { "self_ref": "#/texts/1708", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 92, "bbox": { "l": 96.42, "t": 290.8773, "r": 145.63345799999996, "b": 278.6236200000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/1709", "parent": { "$ref": "#/groups/193" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 92, "bbox": { "l": 96.42, "t": 274.85748, "r": 457.1986440000006, "b": 262.6038000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "1 Emergency switching may require switching OFF or switching ON.", "text": "1 Emergency switching may require switching OFF or switching ON.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1710", "parent": { "$ref": "#/groups/193" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 92, "bbox": { "l": 96.42, "t": 258.83766, "r": 513.3020519999993, "b": 233.62428599999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "2 Examples of electrical installations where means for emergency switching are used are as follows:", "text": "2 Examples of electrical installations where means for emergency switching are used are as follows:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1711", "parent": { "$ref": "#/groups/193" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 92, "bbox": { "l": 113.399472, "t": 229.85814600000003, "r": 201.60949799999992, "b": 217.604466, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "(a) Machinery.", "text": "(a) Machinery.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1712", "parent": { "$ref": "#/groups/193" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 92, "bbox": { "l": 113.399472, "t": 213.83832600000005, "r": 203.4387659999999, "b": 201.58464600000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "(b) Conveyors.", "text": "(b) Conveyors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1713", "parent": { "$ref": "#/groups/193" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 92, "bbox": { "l": 113.399472, "t": 197.87779799999998, "r": 252.031854, "b": 185.62411799999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "(c) Groups of machines.", "text": "(c) Groups of machines.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1714", "parent": { "$ref": "#/groups/193" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 92, "bbox": { "l": 113.399472, "t": 181.857978, "r": 349.6144080000003, "b": 169.60429799999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "(d) Pumping facilities for flammable liquids.", "text": "(d) Pumping facilities for flammable liquids.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1715", "parent": { "$ref": "#/groups/193" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 92, "bbox": { "l": 113.399472, "t": 165.83815800000002, "r": 248.63134799999992, "b": 153.584478, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "(e) Ventilation systems.", "text": "(e) Ventilation systems.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1716", "parent": { "$ref": "#/groups/193" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 92, "bbox": { "l": 113.399472, "t": 149.87762999999995, "r": 387.84127800000033, "b": 137.62394999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "(f) Certain large buildings, e.g. department stores.", "text": "(f) Certain large buildings, e.g. department stores.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1717", "parent": { "$ref": "#/groups/193" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 92, "bbox": { "l": 113.399472, "t": 133.85780999999997, "r": 350.2325820000003, "b": 121.60412999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "(g) Electrical testing and research facilities.", "text": "(g) Electrical testing and research facilities.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1718", "parent": { "$ref": "#/groups/193" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 92, "bbox": { "l": 113.399472, "t": 117.83798999999999, "r": 213.50523000000013, "b": 105.58430999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "(h) Boiler rooms.", "text": "(h) Boiler rooms.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1719", "parent": { "$ref": "#/groups/193" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 92, "bbox": { "l": 113.399472, "t": 101.87746199999992, "r": 223.94721000000013, "b": 89.623782, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "(i) Large kitchens.", "text": "(i) Large kitchens.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1720", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 92, "bbox": { "l": 66.6, "t": 558.2521999999999, "r": 74.862, "b": 542.6505199999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/1721", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 92, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1722", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 93, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1723", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 93, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "89", "text": "89" }, { "self_ref": "#/texts/1724", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 93, "bbox": { "l": 66.6, "t": 575.6522, "r": 74.862, "b": 560.05052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/1725", "parent": { "$ref": "#/groups/194" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 93, "bbox": { "l": 113.4, "t": 751.8572, "r": 260.2509120000002, "b": 739.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "(j) Teaching laboratories.", "text": "(j) Teaching laboratories.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1726", "parent": { "$ref": "#/groups/194" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 93, "bbox": { "l": 113.4, "t": 735.83738, "r": 393.7710060000001, "b": 723.5837, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "(k) High-voltage discharge lighting, e.g. neon signs.", "text": "(k) High-voltage discharge lighting, e.g. neon signs.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1727", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 93, "bbox": { "l": 85.08, "t": 716.9603, "r": 303.6647999999998, "b": 703.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "2.3.5.2 Emergency switching devices", "text": "2.3.5.2 Emergency switching devices", "level": 1 }, { "self_ref": "#/texts/1728", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 93, "bbox": { "l": 85.08000000000001, "t": 696.9203, "r": 365.2092, "b": 683.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "Means for emergency switching shall consist of-", "text": "Means for emergency switching shall consist of-" }, { "self_ref": "#/texts/1729", "parent": { "$ref": "#/groups/195" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 93, "bbox": { "l": 85.08000000000001, "t": 676.9403, "r": 501.55200000000104, "b": 663.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "(a) a single switching device directly interrupting the incoming supply; or", "text": "(a) a single switching device directly interrupting the incoming supply; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1730", "parent": { "$ref": "#/groups/195" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 93, "bbox": { "l": 85.08000000000004, "t": 656.9603, "r": 513.7092000000002, "b": 615.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "(b) a combination of several items of electrical equipment operated by one single action resulting in the removal of the hazard by interrupting the appropriate supply.", "text": "(b) a combination of several items of electrical equipment operated by one single action resulting in the removal of the hazard by interrupting the appropriate supply.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1731", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 93, "bbox": { "l": 85.0800000000001, "t": 608.9603, "r": 513.5748000000007, "b": 581.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "Exception: Emergency stopping may include the retention of supply for electric braking facilities.", "text": "Exception: Emergency stopping may include the retention of supply for electric braking facilities." }, { "self_ref": "#/texts/1732", "parent": { "$ref": "#/groups/196" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 93, "bbox": { "l": 85.0800000000001, "t": 574.9403, "r": 315.2412000000005, "b": 561.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "Devices for emergency switching shall-", "text": "Devices for emergency switching shall-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1733", "parent": { "$ref": "#/groups/196" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 93, "bbox": { "l": 85.0800000000001, "t": 554.9603, "r": 513.6600000000008, "b": 513.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 174 ] } ], "orig": "(i) be capable of breaking the full-load current of the relevant parts of the electrical installation, taking account of stalled motor currents where appropriate; and", "text": "(i) be capable of breaking the full-load current of the relevant parts of the electrical installation, taking account of stalled motor currents where appropriate; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1734", "parent": { "$ref": "#/groups/196" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 93, "bbox": { "l": 85.0800000000001, "t": 506.96029999999996, "r": 513.6780000000002, "b": 451.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 282 ] } ], "orig": "(ii) be manually operated directly interrupting the main circuit, where practicable. A device, such as a circuit-breaker or a contactor operated by remote control, shall open on de-energization of the coil, or another technique of suitable reliability shall be employed; and", "text": "(ii) be manually operated directly interrupting the main circuit, where practicable. A device, such as a circuit-breaker or a contactor operated by remote control, shall open on de-energization of the coil, or another technique of suitable reliability shall be employed; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1735", "parent": { "$ref": "#/groups/196" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 93, "bbox": { "l": 85.0800000000001, "t": 444.9202999999999, "r": 513.5759999999999, "b": 417.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 128 ] } ], "orig": "(iii) be provided with means of operation capable of latching or being restrained in the 'OFF' or 'STOP' position; and", "text": "(iii) be provided with means of operation capable of latching or being restrained in the 'OFF' or 'STOP' position; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1736", "parent": { "$ref": "#/groups/196" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 93, "bbox": { "l": 85.0800000000001, "t": 410.96029999999985, "r": 513.5988000000003, "b": 383.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "(iv) not re-energize the relevant part of the electrical installation upon release of the device; and", "text": "(iv) not re-energize the relevant part of the electrical installation upon release of the device; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1737", "parent": { "$ref": "#/groups/196" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 93, "bbox": { "l": 85.0800000000001, "t": 376.9402999999998, "r": 513.5784000000002, "b": 349.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "(v) where danger is likely to occur, require manual reset before the electrical equipment can be started.", "text": "(v) where danger is likely to occur, require manual reset before the electrical equipment can be started.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1738", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 93, "bbox": { "l": 85.0800000000001, "t": 342.92029999999977, "r": 513.5856000000009, "b": 315.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "Plugs and socket-outlets shall not be provided for use as a means for emergency switching.", "text": "Plugs and socket-outlets shall not be provided for use as a means for emergency switching." }, { "self_ref": "#/texts/1739", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 93, "bbox": { "l": 85.08000000000013, "t": 308.96029999999973, "r": 513.638400000001, "b": 267.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 161 ] } ], "orig": "Exception: Where electrical equipment is energized from a socket-outlet, a switch associated with the socket-outlet may be used for emergency switching.", "text": "Exception: Where electrical equipment is energized from a socket-outlet, a switch associated with the socket-outlet may be used for emergency switching." }, { "self_ref": "#/texts/1740", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 93, "bbox": { "l": 85.08000000000015, "t": 260.96029999999973, "r": 199.07880000000026, "b": 247.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "2.3.5.3 Installation", "text": "2.3.5.3 Installation", "level": 1 }, { "self_ref": "#/texts/1741", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 93, "bbox": { "l": 85.08000000000015, "t": 240.92029999999977, "r": 513.6120000000008, "b": 185.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 270 ] } ], "orig": "Devices for emergency switching, including stopping, shall be so placed as to be readily accessible and identifiable at places where danger might occur, and at any additional remote position from which a device may need to be operated in the case of emergency.", "text": "Devices for emergency switching, including stopping, shall be so placed as to be readily accessible and identifiable at places where danger might occur, and at any additional remote position from which a device may need to be operated in the case of emergency." }, { "self_ref": "#/texts/1742", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 93, "bbox": { "l": 85.08000000000018, "t": 178.94029999999975, "r": 209.78040000000007, "b": 165.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "2.3.5.4 Identification", "text": "2.3.5.4 Identification", "level": 1 }, { "self_ref": "#/texts/1743", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 93, "bbox": { "l": 85.08000000000015, "t": 158.96029999999973, "r": 513.6492000000005, "b": 117.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 169 ] } ], "orig": "Devices for emergency switching, including emergency stopping, shall be so placed and marked as to be readily identifiable and convenient for their intended use.", "text": "Devices for emergency switching, including emergency stopping, shall be so placed and marked as to be readily identifiable and convenient for their intended use." }, { "self_ref": "#/texts/1744", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 93, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/1745", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 93, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1746", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 94, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1747", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 94, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "90", "text": "90" }, { "self_ref": "#/texts/1748", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 94, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/1749", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 94, "bbox": { "l": 85.07999999999998, "t": 751.9403, "r": 513.6276000000013, "b": 710.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 194 ] } ], "orig": "The means of operating these devices, such as handles or push-buttons for emergency switching, shall be legibly and permanently identified and coloured red with a contrasting background.", "text": "The means of operating these devices, such as handles or push-buttons for emergency switching, shall be legibly and permanently identified and coloured red with a contrasting background." }, { "self_ref": "#/texts/1750", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 94, "bbox": { "l": 85.08000000000001, "t": 703.9403, "r": 513.6960000000001, "b": 662.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 185 ] } ], "orig": "Exception: A lanyard, chain or rope used to provide a facility for remote operation of an emergency stopping device need not be coloured red, e.g. a lanyard above a conveyor.", "text": "Exception: A lanyard, chain or rope used to provide a facility for remote operation of an emergency stopping device need not be coloured red, e.g. a lanyard above a conveyor." }, { "self_ref": "#/texts/1751", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 94, "bbox": { "l": 85.08000000000007, "t": 655.9403, "r": 387.7319999999999, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "2.3.6 Shutting down for mechanical maintenance", "text": "2.3.6 Shutting down for mechanical maintenance", "level": 1 }, { "self_ref": "#/texts/1752", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 94, "bbox": { "l": 85.08000000000007, "t": 635.9603, "r": 182.93760000000012, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "2.3.6.1 General", "text": "2.3.6.1 General", "level": 1 }, { "self_ref": "#/texts/1753", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 94, "bbox": { "l": 85.08000000000007, "t": 615.9203, "r": 513.676800000001, "b": 574.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 187 ] } ], "orig": "Means of disconnecting electricity supply (shutting down) shall be provided where mechanical maintenance of electrically powered equipment might involve a risk of physical injury.", "text": "Means of disconnecting electricity supply (shutting down) shall be provided where mechanical maintenance of electrically powered equipment might involve a risk of physical injury." }, { "self_ref": "#/texts/1754", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 94, "bbox": { "l": 96.42, "t": 570.8372, "r": 145.63345799999996, "b": 558.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/1755", "parent": { "$ref": "#/groups/197" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 94, "bbox": { "l": 96.42, "t": 554.8766720000001, "r": 513.2932680000005, "b": 529.6029080000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "1 Such injuries include burns and those caused by radiated heat and unexpected mechanical movements.", "text": "1 Such injuries include burns and those caused by radiated heat and unexpected mechanical movements.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1756", "parent": { "$ref": "#/groups/197" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 94, "bbox": { "l": 96.42, "t": 525.8367680000001, "r": 513.1856639999996, "b": 500.6233940000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "2 Electrically powered mechanical equipment may include rotating machines, heating elements and electromagnetic equipment.", "text": "2 Electrically powered mechanical equipment may include rotating machines, heating elements and electromagnetic equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1757", "parent": { "$ref": "#/groups/197" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 94, "bbox": { "l": 96.42, "t": 496.85725400000007, "r": 513.3284040000007, "b": 458.6237960000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 183 ] } ], "orig": "3 Examples of electrical installations where means of shutting down for mechanical maintenance are used include cranes, lifts, escalators, conveyors, machine tools and pumps.", "text": "3 Examples of electrical installations where means of shutting down for mechanical maintenance are used include cranes, lifts, escalators, conveyors, machine tools and pumps.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1758", "parent": { "$ref": "#/groups/197" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 94, "bbox": { "l": 96.42, "t": 454.8576560000001, "r": 513.3690299999992, "b": 416.6241980000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 228 ] } ], "orig": "4 Systems powered by other means, e.g. pneumatic, hydraulic or steam, are not within the scope of this Clause. In such cases, shutting down any associated supply of electricity may not be sufficient to ensure safety.", "text": "4 Systems powered by other means, e.g. pneumatic, hydraulic or steam, are not within the scope of this Clause. In such cases, shutting down any associated supply of electricity may not be sufficient to ensure safety.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1759", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 94, "bbox": { "l": 85.07999999999998, "t": 409.94030000000004, "r": 513.6336000000002, "b": 326.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 430 ] } ], "orig": "Suitable means, such as facilities for locking the means of shutting down in the open position, the enclosure of the means of shutting down in a lockable enclosure or facilities for the attachment of a warning notice or notices, shall be provided to prevent operation of the means of shutting down and electrically powered equipment from being inadvertently started during mechanical maintenance.", "text": "Suitable means, such as facilities for locking the means of shutting down in the open position, the enclosure of the means of shutting down in a lockable enclosure or facilities for the attachment of a warning notice or notices, shall be provided to prevent operation of the means of shutting down and electrically powered equipment from being inadvertently started during mechanical maintenance." }, { "self_ref": "#/texts/1760", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 94, "bbox": { "l": 85.07999999999998, "t": 319.9403, "r": 513.5628000000002, "b": 278.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 192 ] } ], "orig": "Exception: Locking facilities or a lockable enclosure need not be provided where the means of shutting down is continuously under the control of the person performing such maintenance.", "text": "Exception: Locking facilities or a lockable enclosure need not be provided where the means of shutting down is continuously under the control of the person performing such maintenance." }, { "self_ref": "#/texts/1761", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 94, "bbox": { "l": 85.07999999999998, "t": 271.94029999999987, "r": 283.2312000000002, "b": 258.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "2.3.6.2 Devices for shutting down", "text": "2.3.6.2 Devices for shutting down", "level": 1 }, { "self_ref": "#/texts/1762", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 94, "bbox": { "l": 85.07999999999998, "t": 251.96029999999985, "r": 436.8888000000008, "b": 238.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "Devices for shutting down for mechanical maintenance shall-", "text": "Devices for shutting down for mechanical maintenance shall-" }, { "self_ref": "#/texts/1763", "parent": { "$ref": "#/groups/198" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 94, "bbox": { "l": 85.07999999999998, "t": 231.92029999999988, "r": 285.57720000000023, "b": 218.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "(a) require manual operation; and", "text": "(a) require manual operation; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1764", "parent": { "$ref": "#/groups/198" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 94, "bbox": { "l": 85.07999999999998, "t": 211.94029999999987, "r": 400.88159999999993, "b": 198.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "(b) clearly and reliably indicate the 'OFF' position; and", "text": "(b) clearly and reliably indicate the 'OFF' position; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1765", "parent": { "$ref": "#/groups/198" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 94, "bbox": { "l": 85.07999999999998, "t": 191.96029999999996, "r": 468.1620000000007, "b": 178.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(c) be designed or installed so as to prevent unintentional closure.", "text": "(c) be designed or installed so as to prevent unintentional closure.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1766", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 94, "bbox": { "l": 96.42, "t": 174.83719999999994, "r": 455.48686200000066, "b": 162.58352000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "NOTE: Such closure might be caused by impact, vibration or the like.", "text": "NOTE: Such closure might be caused by impact, vibration or the like." }, { "self_ref": "#/texts/1767", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 94, "bbox": { "l": 85.08, "t": 155.96029999999996, "r": 199.07880000000011, "b": 142.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "2.3.6.3 Installation", "text": "2.3.6.3 Installation", "level": 1 }, { "self_ref": "#/texts/1768", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 94, "bbox": { "l": 85.07999999999998, "t": 135.9203, "r": 513.5339999999999, "b": 108.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "Devices for shutting down for mechanical maintenance shall be inserted in the main circuit.", "text": "Devices for shutting down for mechanical maintenance shall be inserted in the main circuit." }, { "self_ref": "#/texts/1769", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 94, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1770", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 95, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1771", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 95, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "91", "text": "91" }, { "self_ref": "#/texts/1772", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 95, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/1773", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 95, "bbox": { "l": 85.07999999999993, "t": 751.9403, "r": 513.6696000000003, "b": 710.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 216 ] } ], "orig": "Where switches are provided for this purpose, they shall be capable of interrupting the full-load current of the relevant part of the electrical installation. They need not interrupt all live conductors.", "text": "Where switches are provided for this purpose, they shall be capable of interrupting the full-load current of the relevant part of the electrical installation. They need not interrupt all live conductors." }, { "self_ref": "#/texts/1774", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 95, "bbox": { "l": 85.07999999999993, "t": 703.9403, "r": 513.6299999999998, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "Exception: Interruption of the control circuit of a drive or the like may occur where-", "text": "Exception: Interruption of the control circuit of a drive or the like may occur where-" }, { "self_ref": "#/texts/1775", "parent": { "$ref": "#/groups/199" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 95, "bbox": { "l": 85.07999999999996, "t": 669.9203, "r": 513.5712000000004, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "(a) supplementary safeguards, such as mechanical restrainers are provided; or", "text": "(a) supplementary safeguards, such as mechanical restrainers are provided; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1776", "parent": { "$ref": "#/groups/199" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 95, "bbox": { "l": 85.07999999999996, "t": 635.9603, "r": 496.7939999999999, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(b) direct interruption of the main supply is achieved by another means.", "text": "(b) direct interruption of the main supply is achieved by another means.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1777", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 95, "bbox": { "l": 96.42, "t": 618.8372, "r": 513.2350739999985, "b": 593.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": "NOTE: Shutting down for mechanical maintenance may be achieved by devices, such as switches, circuit-breakers or plugs and sockets.", "text": "NOTE: Shutting down for mechanical maintenance may be achieved by devices, such as switches, circuit-breakers or plugs and sockets." }, { "self_ref": "#/texts/1778", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 95, "bbox": { "l": 85.07999999999998, "t": 586.9403, "r": 513.6336000000014, "b": 545.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 200 ] } ], "orig": "A device located remotely from the electrical equipment it controls, which is used for shutting down for mechanical maintenance, shall be provided with facilities for securing it in the open position.", "text": "A device located remotely from the electrical equipment it controls, which is used for shutting down for mechanical maintenance, shall be provided with facilities for securing it in the open position." }, { "self_ref": "#/texts/1779", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 95, "bbox": { "l": 85.07999999999998, "t": 538.9403, "r": 209.78039999999987, "b": 525.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "2.3.6.4 Identification", "text": "2.3.6.4 Identification", "level": 1 }, { "self_ref": "#/texts/1780", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 95, "bbox": { "l": 85.07999999999998, "t": 518.9603, "r": 513.6720000000004, "b": 477.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 162 ] } ], "orig": "Devices for shutting down for mechanical maintenance shall be placed and marked so as to be readily identifiable and convenient for their intended use.", "text": "Devices for shutting down for mechanical maintenance shall be placed and marked so as to be readily identifiable and convenient for their intended use." }, { "self_ref": "#/texts/1781", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 95, "bbox": { "l": 85.07999999999998, "t": 470.9602999999999, "r": 307.96680000000026, "b": 457.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "2.3.7 Functional (control) switching", "text": "2.3.7 Functional (control) switching", "level": 1 }, { "self_ref": "#/texts/1782", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 95, "bbox": { "l": 85.07999999999998, "t": 450.9202999999999, "r": 182.93760000000003, "b": 437.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "2.3.7.1 General", "text": "2.3.7.1 General", "level": 1 }, { "self_ref": "#/texts/1783", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 95, "bbox": { "l": 85.07999999999993, "t": 430.94029999999987, "r": 513.6083999999997, "b": 389.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 192 ] } ], "orig": "Functional switching may be used where switching of electrical equipment, or part of an electrical installation, is required for operational control only and not for safety reasons.", "text": "Functional switching may be used where switching of electrical equipment, or part of an electrical installation, is required for operational control only and not for safety reasons." }, { "self_ref": "#/texts/1784", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 95, "bbox": { "l": 96.42, "t": 385.8572, "r": 516.5642100000006, "b": 360.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "NOTE: Functional switching devices may be switches, semiconductor (solid-state) devices, or contactors.", "text": "NOTE: Functional switching devices may be switches, semiconductor (solid-state) devices, or contactors." }, { "self_ref": "#/texts/1785", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 95, "bbox": { "l": 85.07999999999998, "t": 353.9603, "r": 513.6468000000011, "b": 312.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 218 ] } ], "orig": "A functional switching device shall be provided for each part of a circuit or item of apparatus that may be required to be controlled independently of other parts of the electrical installation or apparatus.", "text": "A functional switching device shall be provided for each part of a circuit or item of apparatus that may be required to be controlled independently of other parts of the electrical installation or apparatus." }, { "self_ref": "#/texts/1786", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 95, "bbox": { "l": 85.07999999999998, "t": 305.96029999999996, "r": 513.6324, "b": 278.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 111 ] } ], "orig": "A single functional switching device may control several items of apparatus intended to operate simultaneously.", "text": "A single functional switching device may control several items of apparatus intended to operate simultaneously." }, { "self_ref": "#/texts/1787", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 95, "bbox": { "l": 96.42, "t": 274.8571999999999, "r": 412.0719420000004, "b": 262.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "NOTE: The switching device may form part of the apparatus.", "text": "NOTE: The switching device may form part of the apparatus." }, { "self_ref": "#/texts/1788", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 95, "bbox": { "l": 85.08, "t": 255.9203, "r": 298.7279999999998, "b": 242.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "2.3.7.2 Functional switching devices", "text": "2.3.7.2 Functional switching devices", "level": 1 }, { "self_ref": "#/texts/1789", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 95, "bbox": { "l": 85.08000000000001, "t": 235.94029999999998, "r": 485.29200000000014, "b": 222.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "Disconnectors, fuses or links shall not be used for functional switching.", "text": "Disconnectors, fuses or links shall not be used for functional switching." }, { "self_ref": "#/texts/1790", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 95, "bbox": { "l": 85.07999999999998, "t": 215.96029999999996, "r": 513.662400000001, "b": 188.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "Functional switching devices shall be suitable for the most onerous of the duties that they might be required to perform.", "text": "Functional switching devices shall be suitable for the most onerous of the duties that they might be required to perform." }, { "self_ref": "#/texts/1791", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 95, "bbox": { "l": 96.42, "t": 184.85720000000003, "r": 513.3558540000001, "b": 120.583574, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 346 ] } ], "orig": "NOTE: The type of loading, the frequency of operation, and the anticipated number of operations should be taken into account when assessing the most onerous duty. (Systems of duty classification are found in the Standards relevant to the electrical equipment concerned, or in the switch manufacturer's information.)", "text": "NOTE: The type of loading, the frequency of operation, and the anticipated number of operations should be taken into account when assessing the most onerous duty. (Systems of duty classification are found in the Standards relevant to the electrical equipment concerned, or in the switch manufacturer's information.)" }, { "self_ref": "#/texts/1792", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 95, "bbox": { "l": 85.08, "t": 113.96029999999996, "r": 510.7343999999996, "b": 100.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "Functional switching devices need not switch all live conductors of a circuit.", "text": "Functional switching devices need not switch all live conductors of a circuit." }, { "self_ref": "#/texts/1793", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 95, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1794", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 96, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1795", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 96, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "92", "text": "92" }, { "self_ref": "#/texts/1796", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 96, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/1797", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 96, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.6468000000001, "b": 710.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 188 ] } ], "orig": "Functional switching devices controlling loads having a significantly low power factor, such as motors or fluorescent lighting, shall be subject to an appropriate de-rating factor.", "text": "Functional switching devices controlling loads having a significantly low power factor, such as motors or fluorescent lighting, shall be subject to an appropriate de-rating factor." }, { "self_ref": "#/texts/1798", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 96, "bbox": { "l": 85.08000000000004, "t": 703.9403, "r": 513.6024000000008, "b": 648.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 296 ] } ], "orig": "Exception: No de-rating factor need apply where the device has been designed for the purpose, e.g. switches having a utilization category of AC23A in accordance with AS/NZS IEC 60947.3, used to control circuits of fluorescent lighting are deemed to be designed for the purpose.", "text": "Exception: No de-rating factor need apply where the device has been designed for the purpose, e.g. switches having a utilization category of AC23A in accordance with AS/NZS IEC 60947.3, used to control circuits of fluorescent lighting are deemed to be designed for the purpose." }, { "self_ref": "#/texts/1799", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 96, "bbox": { "l": 85.08000000000007, "t": 641.9603, "r": 209.78039999999996, "b": 628.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "2.3.7.3 Identification", "text": "2.3.7.3 Identification", "level": 1 }, { "self_ref": "#/texts/1800", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 96, "bbox": { "l": 85.08000000000007, "t": 621.9203, "r": 513.5664000000011, "b": 594.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "Functional switching devices need not be identified to indicate the 'ON' or 'OFF' position.", "text": "Functional switching devices need not be identified to indicate the 'ON' or 'OFF' position." }, { "self_ref": "#/texts/1801", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 96, "bbox": { "l": 85.0800000000001, "t": 587.9603, "r": 513.6072000000004, "b": 560.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "Exception: Appliance switches shall be identified to include the 'OFF' position, in accordance with AS/NZS 61058.1.", "text": "Exception: Appliance switches shall be identified to include the 'OFF' position, in accordance with AS/NZS 61058.1." }, { "self_ref": "#/texts/1802", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 96, "bbox": { "l": 85.0800000000001, "t": 553.9403, "r": 222.33120000000028, "b": 540.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "2.3.7.4 Control circuits", "text": "2.3.7.4 Control circuits", "level": 1 }, { "self_ref": "#/texts/1803", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 96, "bbox": { "l": 85.08000000000007, "t": 533.9603, "r": 513.6204000000015, "b": 478.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 248 ] } ], "orig": "Control circuits shall be designed, arranged and protected to limit dangers resulting from a fault between the control circuit and other conductive parts liable to cause malfunction, e.g. inadvertent operations of the controlled apparatus.", "text": "Control circuits shall be designed, arranged and protected to limit dangers resulting from a fault between the control circuit and other conductive parts liable to cause malfunction, e.g. inadvertent operations of the controlled apparatus." }, { "self_ref": "#/texts/1804", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 96, "bbox": { "l": 85.0800000000001, "t": 463.9402999999999, "r": 243.16799999999995, "b": 450.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "2.4 FAULT PROTECTION", "text": "2.4 FAULT PROTECTION", "level": 1 }, { "self_ref": "#/texts/1805", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 96, "bbox": { "l": 85.0800000000001, "t": 443.9602999999999, "r": 174.24600000000015, "b": 430.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "2.4.1 General", "text": "2.4.1 General", "level": 1 }, { "self_ref": "#/texts/1806", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 96, "bbox": { "l": 85.0800000000001, "t": 423.9202999999999, "r": 498.8304000000012, "b": 410.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "The following methods of fault protection are recognized in this Standard:", "text": "The following methods of fault protection are recognized in this Standard:" }, { "self_ref": "#/texts/1807", "parent": { "$ref": "#/groups/200" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 96, "bbox": { "l": 66.6, "t": 403.94029999999987, "r": 513.6240000000014, "b": 376.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(a) Automatic disconnection of supply, in accordance with Clause 1.5.5.3 and Clause 5.7. *", "text": "(a) Automatic disconnection of supply, in accordance with Clause 1.5.5.3 and Clause 5.7. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1808", "parent": { "$ref": "#/groups/200" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 96, "bbox": { "l": 85.0800000000001, "t": 369.9202999999998, "r": 513.6575999999998, "b": 342.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "(b) The use of Class II equipment or equivalent insulation, in accordance with Clause 1.5.5.4.", "text": "(b) The use of Class II equipment or equivalent insulation, in accordance with Clause 1.5.5.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1809", "parent": { "$ref": "#/groups/200" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 96, "bbox": { "l": 85.0800000000001, "t": 335.9602999999998, "r": 484.14, "b": 322.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "(c) Electrical separation, in accordance with Clauses 1.5.5.5 and 7.4.", "text": "(c) Electrical separation, in accordance with Clauses 1.5.5.5 and 7.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1810", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 96, "bbox": { "l": 85.0800000000001, "t": 315.92029999999977, "r": 513.6516, "b": 288.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "The requirements for protection by means of automatic disconnection of supply are set out in Clauses 2.4.2, 2.4.3, 2.5 and 2.6.", "text": "The requirements for protection by means of automatic disconnection of supply are set out in Clauses 2.4.2, 2.4.3, 2.5 and 2.6." }, { "self_ref": "#/texts/1811", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 96, "bbox": { "l": 85.0800000000001, "t": 281.96029999999973, "r": 416.2020000000006, "b": 268.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "2.4.2 Protection by automatic disconnection of supply", "text": "2.4.2 Protection by automatic disconnection of supply", "level": 1 }, { "self_ref": "#/texts/1812", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 96, "bbox": { "l": 85.08000000000001, "t": 261.92029999999977, "r": 513.6936000000003, "b": 206.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 285 ] } ], "orig": "Protection by means of automatic disconnection of supply is intended to limit the prospective touch voltage arising between simultaneously accessible conductive parts in the event of a fault between a live part and exposed conductive parts or a protective earthing conductor.", "text": "Protection by means of automatic disconnection of supply is intended to limit the prospective touch voltage arising between simultaneously accessible conductive parts in the event of a fault between a live part and exposed conductive parts or a protective earthing conductor." }, { "self_ref": "#/texts/1813", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 96, "bbox": { "l": 85.07999999999998, "t": 199.94029999999975, "r": 302.2680000000002, "b": 186.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "This protection shall be achieved by-", "text": "This protection shall be achieved by-" }, { "self_ref": "#/texts/1814", "parent": { "$ref": "#/groups/201" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 96, "bbox": { "l": 85.07999999999998, "t": 179.96029999999973, "r": 513.6072000000007, "b": 138.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "(a) provision of a system of earthing in which exposed conductive parts are connected to a protective earthing conductor, in accordance with Section 5; and", "text": "(a) provision of a system of earthing in which exposed conductive parts are connected to a protective earthing conductor, in accordance with Section 5; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1815", "parent": { "$ref": "#/groups/201" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 96, "bbox": { "l": 85.08000000000001, "t": 131.96029999999973, "r": 513.6096000000007, "b": 104.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "(b) disconnection of the fault by an overcurrent protective device or an RCD.", "text": "(b) disconnection of the fault by an overcurrent protective device or an RCD.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1816", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 96, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1817", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 97, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1818", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 97, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "93", "text": "93" }, { "self_ref": "#/texts/1819", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 97, "bbox": { "l": 85.08, "t": 751.9403, "r": 229.0176000000002, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "2.4.3 Types of devices", "text": "2.4.3 Types of devices", "level": 1 }, { "self_ref": "#/texts/1820", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 97, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 513.6024, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 208 ] } ], "orig": "A device used for protection by automatic disconnection of supply shall not be capable of automatically re-closing. The following types of devices may be employed to provide automatic disconnection of supply:", "text": "A device used for protection by automatic disconnection of supply shall not be capable of automatically re-closing. The following types of devices may be employed to provide automatic disconnection of supply:" }, { "self_ref": "#/texts/1821", "parent": { "$ref": "#/groups/202" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 97, "bbox": { "l": 85.07999999999996, "t": 683.9603, "r": 513.6168000000002, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "(a) Enclosed fuse-links complying with the appropriate part(s) of the IEC 60269 series.", "text": "(a) Enclosed fuse-links complying with the appropriate part(s) of the IEC 60269 series.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1822", "parent": { "$ref": "#/groups/202" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 97, "bbox": { "l": 85.07999999999993, "t": 649.9403, "r": 513.5867999999996, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "(b) Miniature overcurrent circuit-breakers complying with AS/NZS 60898 series or AS/NZS 3111.", "text": "(b) Miniature overcurrent circuit-breakers complying with AS/NZS 60898 series or AS/NZS 3111.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1823", "parent": { "$ref": "#/groups/202" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 97, "bbox": { "l": 85.07999999999993, "t": 615.9203, "r": 498.7272000000003, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(c) Moulded-case circuit-breakers complying with AS/NZS IEC 60947.2.", "text": "(c) Moulded-case circuit-breakers complying with AS/NZS IEC 60947.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1824", "parent": { "$ref": "#/groups/202" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 97, "bbox": { "l": 85.07999999999993, "t": 595.9403, "r": 513.6144000000005, "b": 568.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "(d) Fixed setting RCDs complying with AS/NZS 3190, AS/NZS 61008.1 or AS/NZS 61009.1.", "text": "(d) Fixed setting RCDs complying with AS/NZS 3190, AS/NZS 61008.1 or AS/NZS 61009.1.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1825", "parent": { "$ref": "#/groups/202" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 97, "bbox": { "l": 85.07999999999993, "t": 561.9203, "r": 513.6588, "b": 534.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "(e) Other devices, with no automatic reclose function, having characteristics similar to any of the devices listed in Items (a) to (d).", "text": "(e) Other devices, with no automatic reclose function, having characteristics similar to any of the devices listed in Items (a) to (d).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1826", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 97, "bbox": { "l": 85.07999999999998, "t": 527.9603, "r": 370.50000000000017, "b": 514.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "Semi-enclosed rewireable fuses shall not be used.", "text": "Semi-enclosed rewireable fuses shall not be used." }, { "self_ref": "#/texts/1827", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 97, "bbox": { "l": 85.07999999999996, "t": 507.92029999999994, "r": 513.5340000000004, "b": 466.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 175 ] } ], "orig": "Exception: Devices with an automatic reclose function of the type that automatically verifies the insulation is satisfactory before the device recloses are permitted.", "text": "Exception: Devices with an automatic reclose function of the type that automatically verifies the insulation is satisfactory before the device recloses are permitted." }, { "self_ref": "#/texts/1828", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 97, "bbox": { "l": 85.07999999999996, "t": 459.9202999999999, "r": 254.2968, "b": 446.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "2.4.4 Auto-reclose devices", "text": "2.4.4 Auto-reclose devices", "level": 1 }, { "self_ref": "#/texts/1829", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 97, "bbox": { "l": 85.07999999999996, "t": 439.94029999999987, "r": 513.5616000000007, "b": 412.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "A device may be of the auto-reclose type provided that the following conditions are met:", "text": "A device may be of the auto-reclose type provided that the following conditions are met:" }, { "self_ref": "#/texts/1830", "parent": { "$ref": "#/groups/203" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 97, "bbox": { "l": 85.07999999999998, "t": 405.9202999999998, "r": 513.516000000001, "b": 378.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "(a) The device shall not be installed to meet the requirements of Clause 1.5.6.", "text": "(a) The device shall not be installed to meet the requirements of Clause 1.5.6.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1831", "parent": { "$ref": "#/groups/203" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 97, "bbox": { "l": 85.07999999999998, "t": 371.9602999999998, "r": 513.6192000000012, "b": 344.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(b) The automatic reclose function cannot be engaged after manually switching off.", "text": "(b) The automatic reclose function cannot be engaged after manually switching off.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1832", "parent": { "$ref": "#/groups/203" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 97, "bbox": { "l": 85.07999999999996, "t": 337.94029999999975, "r": 513.6540000000007, "b": 282.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 280 ] } ], "orig": "(c) A warning notice is clearly displayed indicating that the automatic reclose function of the device must be disengaged, the device manually switched off, and the requirements of Clause 2.3.2 applied before performing any work on the electrical installation.", "text": "(c) A warning notice is clearly displayed indicating that the automatic reclose function of the device must be disengaged, the device manually switched off, and the requirements of Clause 2.3.2 applied before performing any work on the electrical installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1833", "parent": { "$ref": "#/groups/203" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 97, "bbox": { "l": 85.07999999999987, "t": 275.96029999999973, "r": 493.9871999999997, "b": 262.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "(d) There is a time delay before the first automatic reclose (e.g. 3 min).", "text": "(d) There is a time delay before the first automatic reclose (e.g. 3 min).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1834", "parent": { "$ref": "#/groups/203" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 97, "bbox": { "l": 85.07999999999987, "t": 255.92029999999966, "r": 430.9692000000001, "b": 242.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "(e) The number of reclosing operations is limited (e.g. to 3).", "text": "(e) The number of reclosing operations is limited (e.g. to 3).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1835", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 97, "bbox": { "l": 85.07999999999984, "t": 235.94029999999975, "r": 513.678000000001, "b": 194.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 148 ] } ], "orig": "Exception: Item (a) need not apply if the device is of a type that automatically verifies the insulation is satisfactory before the device recloses.", "text": "Exception: Item (a) need not apply if the device is of a type that automatically verifies the insulation is satisfactory before the device recloses." }, { "self_ref": "#/texts/1836", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 97, "bbox": { "l": 85.07999999999984, "t": 179.96029999999973, "r": 358.0068000000001, "b": 166.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "2.5 PROTECTION AGAINST OVERCURRENT", "text": "2.5 PROTECTION AGAINST OVERCURRENT", "level": 1 }, { "self_ref": "#/texts/1837", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 97, "bbox": { "l": 85.07999999999984, "t": 159.92029999999977, "r": 174.2459999999999, "b": 146.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "2.5.1 General", "text": "2.5.1 General", "level": 1 }, { "self_ref": "#/texts/1838", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 97, "bbox": { "l": 66.6, "t": 141.97220000000004, "r": 260.2176, "b": 126.37051999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "2.5.1.1 General requirements *", "text": "2.5.1.1 General requirements *", "level": 1 }, { "self_ref": "#/texts/1839", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 97, "bbox": { "l": 85.07999999999984, "t": 119.96029999999973, "r": 513.7380000000005, "b": 92.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "Active conductors shall be protected by one or more devices that automatically disconnect the supply in the event of overcurrent,", "text": "Active conductors shall be protected by one or more devices that automatically disconnect the supply in the event of overcurrent," }, { "self_ref": "#/texts/1840", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 97, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/1841", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 97, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1842", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 98, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1843", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 98, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "94", "text": "94" }, { "self_ref": "#/texts/1844", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 98, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/1845", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 98, "bbox": { "l": 85.07999999999998, "t": 751.9403, "r": 513.6984000000006, "b": 696.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 218 ] } ], "orig": "before such overcurrent attains a magnitude or duration that could cause injury to persons or livestock or damage because of excessive temperatures or electromechanical stresses in the electrical installation.", "text": "before such overcurrent attains a magnitude or duration that could cause injury to persons or livestock or damage because of excessive temperatures or electromechanical stresses in the electrical installation.", "level": 1 }, { "self_ref": "#/texts/1846", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 98, "bbox": { "l": 85.07999999999998, "t": 689.9603, "r": 513.6180000000013, "b": 648.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 201 ] } ], "orig": "No fuse shall be inserted in a neutral conductor. Protective devices that incorporate a switching function in the neutral conductor shall comply with the requirements of Clause 2.3.2.1.2(b).", "text": "No fuse shall be inserted in a neutral conductor. Protective devices that incorporate a switching function in the neutral conductor shall comply with the requirements of Clause 2.3.2.1.2(b)." }, { "self_ref": "#/texts/1847", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 98, "bbox": { "l": 85.07999999999998, "t": 641.9603, "r": 460.71120000000025, "b": 628.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "Protection against overcurrent shall consist of protection against-", "text": "Protection against overcurrent shall consist of protection against-" }, { "self_ref": "#/texts/1848", "parent": { "$ref": "#/groups/204" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 98, "bbox": { "l": 85.07999999999998, "t": 621.9203, "r": 485.80200000000036, "b": 608.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "(a) overload current, in accordance with Clauses 2.5.2 and 2.5.3; and", "text": "(a) overload current, in accordance with Clauses 2.5.2 and 2.5.3; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1849", "parent": { "$ref": "#/groups/204" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 98, "bbox": { "l": 85.07999999999998, "t": 601.9403, "r": 478.7484000000006, "b": 588.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "(b) short-circuit current, in accordance with Clauses 2.5.2 and 2.5.4.", "text": "(b) short-circuit current, in accordance with Clauses 2.5.2 and 2.5.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1850", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 98, "bbox": { "l": 85.07999999999998, "t": 581.9603, "r": 513.6875999999997, "b": 554.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "Protection against overload current and short-circuit current shall be coordinated, in accordance with Clause 2.5.6.", "text": "Protection against overload current and short-circuit current shall be coordinated, in accordance with Clause 2.5.6." }, { "self_ref": "#/texts/1851", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 98, "bbox": { "l": 96.42, "t": 550.8572, "r": 145.63345799999996, "b": 538.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/1852", "parent": { "$ref": "#/groups/205" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 98, "bbox": { "l": 96.42, "t": 534.83738, "r": 513.2921699999991, "b": 509.624006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "1 Overcurrent protection is inseparably linked to the current-carrying capacity and temperature limits of the protected cable.", "text": "1 Overcurrent protection is inseparably linked to the current-carrying capacity and temperature limits of the protected cable.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1853", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 98, "bbox": { "l": 113.459862, "t": 505.857866, "r": 513.2460539999994, "b": 480.58410200000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Reduction in current-carrying capacity of conductors may occur by a change in cross-sectional area, method of installation, or type of cable or conductor.", "text": "Reduction in current-carrying capacity of conductors may occur by a change in cross-sectional area, method of installation, or type of cable or conductor." }, { "self_ref": "#/texts/1854", "parent": { "$ref": "#/groups/206" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 98, "bbox": { "l": 96.42, "t": 476.877254, "r": 513.2833860000005, "b": 451.60349, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "2 Appendix I provides guidance on the ratings of overload protective devices where alterations or repairs involve the use of existing imperial conductors.", "text": "2 Appendix I provides guidance on the ratings of overload protective devices where alterations or repairs involve the use of existing imperial conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1855", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 98, "bbox": { "l": 85.08, "t": 444.9203, "r": 233.1191999999999, "b": 431.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "2.5.1.2 Consumer mains", "text": "2.5.1.2 Consumer mains", "level": 1 }, { "self_ref": "#/texts/1856", "parent": { "$ref": "#/groups/207" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 98, "bbox": { "l": 66.6, "t": 424.9403, "r": 513.6024000000011, "b": 397.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "Overcurrent protection of consumer mains shall be arranged in accordance with one of the following: *", "text": "Overcurrent protection of consumer mains shall be arranged in accordance with one of the following: *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1857", "parent": { "$ref": "#/groups/207" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 98, "bbox": { "l": 85.08000000000001, "t": 390.92029999999994, "r": 513.5544000000012, "b": 349.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 168 ] } ], "orig": "(a) Short-circuit protection and overload protection shall be provided at the origin of the consumer mains (the point of supply) (see Notes 1 and 2).", "text": "(a) Short-circuit protection and overload protection shall be provided at the origin of the consumer mains (the point of supply) (see Notes 1 and 2).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1858", "parent": { "$ref": "#/groups/207" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 98, "bbox": { "l": 85.07999999999998, "t": 342.9202999999999, "r": 513.594, "b": 301.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 173 ] } ], "orig": "(b) Short-circuit protection shall be provided at the origin of the consumer mains and overload protection shall be provided at the main switchboard (see Notes 1, 3, and 4.)", "text": "(b) Short-circuit protection shall be provided at the origin of the consumer mains and overload protection shall be provided at the main switchboard (see Notes 1, 3, and 4.)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1859", "parent": { "$ref": "#/groups/207" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 98, "bbox": { "l": 85.08000000000001, "t": 294.92029999999977, "r": 513.6120000000004, "b": 239.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 230 ] } ], "orig": "(c) Short-circuit protection need not be provided where overload protection is provided at the main switchboard and the consumer mains are constructed and installed in accordance with Clause 3.9.7.1.2 (see Notes 1 and 5).", "text": "(c) Short-circuit protection need not be provided where overload protection is provided at the main switchboard and the consumer mains are constructed and installed in accordance with Clause 3.9.7.1.2 (see Notes 1 and 5).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1860", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 98, "bbox": { "l": 113.46000000000004, "t": 232.94029999999975, "r": 469.28280000000046, "b": 219.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "This arrangement is regarded as unprotected consumer mains.", "text": "This arrangement is regarded as unprotected consumer mains." }, { "self_ref": "#/texts/1861", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 98, "bbox": { "l": 113.46000000000004, "t": 212.96029999999973, "r": 513.6335999999998, "b": 157.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 259 ] } ], "orig": "Unprotected consumer mains are those that are not protected by a service protective device as shown in Figure 2.1. Refer to Figures 5.6(A), 5.6(B) and 5.6(C) for the earthing requirements for enclosures containing service protection devices.", "text": "Unprotected consumer mains are those that are not protected by a service protective device as shown in Figure 2.1. Refer to Figures 5.6(A), 5.6(B) and 5.6(C) for the earthing requirements for enclosures containing service protection devices." }, { "self_ref": "#/texts/1862", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 98, "bbox": { "l": 46.74, "t": 213.60529999999994, "r": 60.8205, "b": 203.56129999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/1863", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 98, "bbox": { "l": 66.6, "t": 505.8122, "r": 74.862, "b": 490.21052000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/1864", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 98, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1865", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 99, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1866", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 99, "bbox": { "l": 96.42051599999998, "t": 358.85711599999996, "r": 145.63397399999994, "b": 346.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/1867", "parent": { "$ref": "#/groups/208" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 99, "bbox": { "l": 96.42051599999998, "t": 342.837296, "r": 513.322332000001, "b": 304.603838, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 208 ] } ], "orig": "1 Where consumer mains provide supply to safety services, compliance with Clause 7.2.2 is also required. Negotiation with the electricity distributor during installation planning stage is recommended.", "text": "1 Where consumer mains provide supply to safety services, compliance with Clause 7.2.2 is also required. Negotiation with the electricity distributor during installation planning stage is recommended.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1868", "parent": { "$ref": "#/groups/208" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 99, "bbox": { "l": 96.42051599999998, "t": 300.83769800000005, "r": 513.2882939999994, "b": 249.584156, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 320 ] } ], "orig": "2 An electricity distributor's low voltage service protective device may provide overload and short-circuit protection for consumer mains and may satisfy Clauses 2.5.3.3 and 2.5.4.3 under certain conditions. Negotiation with the electricity distributor during installation planning stage is recommended.", "text": "2 An electricity distributor's low voltage service protective device may provide overload and short-circuit protection for consumer mains and may satisfy Clauses 2.5.3.3 and 2.5.4.3 under certain conditions. Negotiation with the electricity distributor during installation planning stage is recommended.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1869", "parent": { "$ref": "#/groups/208" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 99, "bbox": { "l": 96.42051599999998, "t": 245.87730799999997, "r": 513.3102540000009, "b": 194.62376599999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 259 ] } ], "orig": "3 An electricity distributor's low voltage service protective device may provide short-circuit protection only for consumer mains under certain conditions. Negotiation with the electricity distributor during installation planning stage is recommended.", "text": "3 An electricity distributor's low voltage service protective device may provide short-circuit protection only for consumer mains under certain conditions. Negotiation with the electricity distributor during installation planning stage is recommended.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1870", "parent": { "$ref": "#/groups/208" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 99, "bbox": { "l": 96.42051599999998, "t": 190.85762599999998, "r": 513.3640560000007, "b": 126.58400000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 396 ] } ], "orig": "4 Where no low voltage service protection device is installed on the secondary side of an electricity distributor's transformer, an appropriately sized high voltage fuse or circuit-breaker may provide short-circuit protection for the consumer mains under certain conditions. Negotiation with the electricity distributor during installation planning stage is recommended.", "text": "4 Where no low voltage service protection device is installed on the secondary side of an electricity distributor's transformer, an appropriately sized high voltage fuse or circuit-breaker may provide short-circuit protection for the consumer mains under certain conditions. Negotiation with the electricity distributor during installation planning stage is recommended.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1871", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 99, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "95", "text": "95" }, { "self_ref": "#/texts/1872", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 99, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/1873", "parent": { "$ref": "#/pictures/15" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 99, "bbox": { "l": 148.2, "t": 393.8372, "r": 450.2477219999992, "b": 368.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "FIGURE 2.1 TYPICAL EXAMPLES OF UNPROTECTED AND PROTECTED CONSUMER MAINS", "text": "FIGURE 2.1 TYPICAL EXAMPLES OF UNPROTECTED AND PROTECTED CONSUMER MAINS" }, { "self_ref": "#/texts/1874", "parent": { "$ref": "#/pictures/15" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 99, "bbox": { "l": 412.1273, "t": 738.318484, "r": 438.0283234999999, "b": 730.805368, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "DSPD", "text": "DSPD" }, { "self_ref": "#/texts/1875", "parent": { "$ref": "#/pictures/15" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 99, "bbox": { "l": 181.68129514999998, "t": 743.0677252, "r": 192.9453077, "b": 735.5546092000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "SL", "text": "SL" }, { "self_ref": "#/texts/1876", "parent": { "$ref": 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"parent": { "$ref": "#/pictures/15" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 99, "bbox": { "l": 163.89546660000002, "t": 524.5517565, "r": 475.05371894999894, "b": 517.0386405, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "Service protective device - provides short-circuit protection but not", "text": "Service protective device - provides short-circuit protection but not" }, { "self_ref": "#/texts/1895", "parent": { "$ref": "#/pictures/15" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 99, "bbox": { "l": 163.89546660000002, "t": 514.3529565, "r": 378.92836484999987, "b": 506.8398405, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "necessarily overload and earth fault protetction", "text": "necessarily overload and earth fault protetction" }, { "self_ref": "#/texts/1896", "parent": { "$ref": "#/pictures/15" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 99, "bbox": { "l": 163.89546660000002, "t": 496.3877703, "r": 242.62539750000016, "b": 488.8746543, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Main switchboard", "text": "Main switchboard" }, { "self_ref": "#/texts/1897", "parent": { "$ref": "#/pictures/15" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 99, "bbox": { "l": 163.89546660000002, "t": 477.3899556, "r": 231.02221500000005, "b": 469.8768396, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "Point of supply", "text": "Point of supply" }, { "self_ref": "#/texts/1898", "parent": { "$ref": "#/pictures/15" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 99, "bbox": { "l": 163.89546660000002, "t": 458.3921409, "r": 217.33045965000008, "b": 450.8790249, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "Service line", "text": "Service line" }, { "self_ref": "#/texts/1899", "parent": { "$ref": "#/pictures/15" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 99, "bbox": { "l": 163.89546660000002, "t": 439.3943262, "r": 284.02453260000016, "b": 431.8812102, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "Protected consumer mains", "text": "Protected consumer mains" }, { "self_ref": "#/texts/1900", "parent": { "$ref": "#/pictures/15" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 99, "bbox": { "l": 163.89546660000002, "t": 420.39651150000003, "r": 295.7900746500001, "b": 412.8833955, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "Unprotected consumer mains", "text": "Unprotected consumer mains" }, { "self_ref": "#/texts/1901", "parent": { "$ref": "#/pictures/15" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 99, "bbox": { "l": 129.92831865000002, "t": 458.3921409, "r": 141.19233120000004, "b": 450.8790249, 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444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1908", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 100, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "96", "text": "96" }, { "self_ref": "#/texts/1909", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 100, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/1910", "parent": { "$ref": "#/groups/209" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 100, "bbox": { "l": 96.42, "t": 751.8572, "r": 513.3931859999993, "b": 700.603658, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 310 ] } ], "orig": "5 Consumer mains supplying one or more circuits that are individually protected against overload should be provided with overload protection where the sum of the current ratings of the individual circuit-breakers so supplied exceeds the current-carrying capacity of the consumer mains.", "text": "5 Consumer mains supplying one or more circuits that are individually protected against overload should be provided with overload protection where the sum of the current ratings of the individual circuit-breakers so supplied exceeds the current-carrying capacity of the consumer mains.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1911", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 100, "bbox": { "l": 85.08, "t": 693.9203, "r": 441.3408000000008, "b": 680.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "2.5.1.3 Submains and final subcircuits-General arrangement", "text": "2.5.1.3 Submains and final subcircuits-General arrangement", "level": 1 }, { "self_ref": "#/texts/1912", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 100, "bbox": { "l": 85.08000000000001, "t": 673.9403, "r": 513.5892000000013, "b": 618.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 286 ] } ], "orig": "An overcurrent protective device or devices ensuring protection against overload current and short-circuit current shall be placed at the origin of every circuit and at each point where a reduction occurs in the currentcarrying capacity of the conductors.", "text": "An overcurrent protective device or devices ensuring protection against overload current and short-circuit current shall be placed at the origin of every circuit and at each point where a reduction occurs in the currentcarrying capacity of the conductors." }, { "self_ref": "#/texts/1913", "parent": { "$ref": "#/groups/210" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 100, "bbox": { "l": 66.0, "t": 615.1922, "r": 513.3492659999998, "b": 589.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "NOTE: The general arrangement of protective devices is shown in Figures 2.2(A) and 2.2(B). *", "text": "NOTE: The general arrangement of protective devices is shown in Figures 2.2(A) and 2.2(B). *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1914", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 100, "bbox": { "l": 85.08, "t": 582.9203, "r": 153.77040000000008, "b": 569.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:" }, { "self_ref": "#/texts/1915", "parent": { "$ref": "#/groups/211" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 100, "bbox": { "l": 85.08, "t": 562.9403, "r": 513.6360000000006, "b": 521.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 191 ] } ], "orig": "1 Overcurrent protective devices shall not be provided on circuits where the unexpected interruption of the supply could cause a greater danger than overcurrent (see Clause 2.5.1.4).", "text": "1 Overcurrent protective devices shall not be provided on circuits where the unexpected interruption of the supply could cause a greater danger than overcurrent (see Clause 2.5.1.4).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1916", "parent": { "$ref": "#/groups/211" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 100, "bbox": { "l": 85.08000000000007, "t": 514.9403, "r": 513.6612000000013, "b": 487.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": "2 Overcurrent protective devices may be located at an alternative position in accordance with Clauses 2.5.3.3 and 2.5.4.4.", "text": "2 Overcurrent protective devices may be located at an alternative position in accordance with Clauses 2.5.3.3 and 2.5.4.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1917", "parent": { "$ref": "#/groups/211" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 100, "bbox": { "l": 85.08000000000004, "t": 480.92029999999994, "r": 513.6132000000008, "b": 453.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "3 Overcurrent protective devices may be omitted in accordance with Clauses 2.5.3.4 and 2.5.4.5.", "text": "3 Overcurrent protective devices may be omitted in accordance with Clauses 2.5.3.4 and 2.5.4.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1918", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 100, "bbox": { "l": 85.08000000000004, "t": 446.9602999999999, "r": 408.0336000000001, "b": 433.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "2.5.1.4 Omission of protective device for safety reasons", "text": "2.5.1.4 Omission of protective device for safety reasons", "level": 1 }, { "self_ref": "#/texts/1919", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 100, "bbox": { "l": 85.08000000000001, "t": 426.9202999999999, "r": 513.66, "b": 385.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 164 ] } ], "orig": "Devices for protection against overcurrent shall not be provided for circuits where unexpected opening of the circuit could cause a danger greater than overcurrent.", "text": "Devices for protection against overcurrent shall not be provided for circuits where unexpected opening of the circuit could cause a danger greater than overcurrent." }, { "self_ref": "#/texts/1920", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 100, "bbox": { "l": 96.42, "t": 381.8372, "r": 145.63345799999996, "b": 369.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/1921", "parent": { "$ref": "#/groups/212" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 100, "bbox": { "l": 96.42, "t": 365.876672, "r": 513.2932680000007, "b": 314.62312999999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "1 Examples of such circuits are certain safety system supplies, lifting magnets, exciter circuits of machines and the secondary circuits of current transformers. In such cases, the provision of an overload alarm is strongly recommended.", "text": "1 Examples of such circuits are certain safety system supplies, lifting magnets, exciter circuits of machines and the secondary circuits of current transformers. In such cases, the provision of an overload alarm is strongly recommended.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1922", "parent": { "$ref": "#/groups/212" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 100, "bbox": { "l": 96.42, "t": 310.85699, "r": 415.77988800000054, "b": 298.60330999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "2 The omission of protective devices is shown in Figure 2.3.", "text": "2 The omission of protective devices is shown in Figure 2.3.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1923", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 100, "bbox": { "l": 66.6, "t": 291.9204, "r": 513.6191999999999, "b": 264.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "2.5.2 Devices for protection against both overload and short-circuit currents *", "text": "2.5.2 Devices for protection against both overload and short-circuit currents *", "level": 1 }, { "self_ref": "#/texts/1924", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 100, "bbox": { "l": 85.07999999999998, "t": 257.96039999999994, "r": 513.5952, "b": 202.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 252 ] } ], "orig": "Protective devices providing protection against both overload and shortcircuit current shall be capable of breaking any overcurrent up to and including the prospective short-circuit current at the point where the device is installed.", "text": "Protective devices providing protection against both overload and shortcircuit current shall be capable of breaking any overcurrent up to and including the prospective short-circuit current at the point where the device is installed." }, { "self_ref": "#/texts/1925", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 100, "bbox": { "l": 85.07999999999998, "t": 195.92039999999997, "r": 503.2463999999997, "b": 182.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "The device shall comply with the requirements of Clauses 2.5.3 and 2.5.4.", "text": "The device shall comply with the requirements of Clauses 2.5.3 and 2.5.4." }, { "self_ref": "#/texts/1926", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 100, "bbox": { "l": 85.07999999999998, "t": 175.94040000000007, "r": 513.644400000001, "b": 134.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 206 ] } ], "orig": "Exception: A protective device having a breaking capacity below the value of the prospective short-circuit current may be used in conjunction with another device in accordance with Clause 2.5.7.2.", "text": "Exception: A protective device having a breaking capacity below the value of the prospective short-circuit current may be used in conjunction with another device in accordance with Clause 2.5.7.2." }, { "self_ref": "#/texts/1927", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 100, "bbox": { "l": 85.08000000000001, "t": 127.94040000000007, "r": 352.6692000000001, "b": 114.54840000000013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "Protective devices may be one of the following:", "text": "Protective devices may be one of the following:" }, { "self_ref": "#/texts/1928", "parent": { "$ref": "#/groups/213" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 100, "bbox": { "l": 85.08000000000001, "t": 107.96040000000005, "r": 484.2551999999997, "b": 94.56840000000011, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "(a) Circuit-breakers incorporating short-circuit and overload releases.", "text": "(a) Circuit-breakers incorporating short-circuit and overload releases.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1929", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 100, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1930", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 101, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/1931", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 101, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1932", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 101, "bbox": { "l": 66.6, "t": 543.5522, "r": 74.862, "b": 527.95052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/1933", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 101, "bbox": { "l": 96.42, "t": 192.83719999999994, "r": 145.63345799999996, "b": 180.58352000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/1934", "parent": { "$ref": "#/groups/214" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 101, "bbox": { "l": 96.42, "t": 176.87720000000002, "r": 513.349104, "b": 151.41908, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "1 To satisfy Equation 2.2, the nominal current I N of a fuse should not exceed 90% of I Z (1.45/1.6 = 0.9), therefore-", "text": "1 To satisfy Equation 2.2, the nominal current I N of a fuse should not exceed 90% of I Z (1.45/1.6 = 0.9), therefore-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1935", "parent": { "$ref": "#/groups/215" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 101, "bbox": { "l": 113.45973000000001, "t": 147.83737999999994, "r": 213.54901800000022, "b": 135.58370000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "for circuit-breakers", "text": "for circuit-breakers" }, { "self_ref": "#/texts/1936", "parent": { "$ref": "#/groups/215" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 101, "bbox": { "l": 255.13906200000022, "t": 147.83737999999994, "r": 363.8761980000003, "b": 135.58370000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "Equation 2.1 applies", "text": "Equation 2.1 applies" }, { "self_ref": "#/texts/1937", "parent": { "$ref": "#/groups/215" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 101, "bbox": { "l": 113.45973000000001, "t": 131.87685199999999, "r": 189.53466000000003, "b": 119.62317199999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "for HRC fuses", "text": "for HRC fuses" }, { "self_ref": "#/texts/1938", "parent": { "$ref": "#/groups/215" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 101, "bbox": { "l": 255.179688, "t": 132.97519999999997, "r": 322.16922, "b": 119.43907999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "I B  I N  0.9 I Z", "text": "I B  I N  0.9 I Z" }, { "self_ref": "#/texts/1939", "parent": { "$ref": "#/groups/215" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 101, "bbox": { "l": 473.94204, "t": 131.87720000000002, "r": 509.995968, "b": 119.62351999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": ". . . 2.3", "text": ". . . 2.3" }, { "self_ref": "#/texts/1940", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 101, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "97", "text": "97" }, { "self_ref": "#/texts/1941", "parent": { "$ref": "#/groups/216" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 101, "bbox": { "l": 85.08, "t": 751.9403, "r": 318.7055999999997, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "(b) Fuse-combination units (CFS units).", "text": "(b) Fuse-combination units (CFS units).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1942", "parent": { "$ref": "#/groups/216" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 101, "bbox": { "l": 85.08, "t": 731.9603, "r": 379.5432000000001, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "(c) Fuses having enclosed fuse-links (HRC fuses).", "text": "(c) Fuses having enclosed fuse-links (HRC fuses).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1943", "parent": { "$ref": "#/groups/216" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 101, "bbox": { "l": 85.08, "t": 711.9203, "r": 351.02640000000036, "b": 698.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "(d) Circuit-breakers in conjunction with fuses.", "text": "(d) Circuit-breakers in conjunction with fuses.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1944", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 101, "bbox": { "l": 85.08, "t": 691.9403, "r": 370.50000000000017, "b": 678.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "Semi-enclosed rewireable fuses shall not be used.", "text": "Semi-enclosed rewireable fuses shall not be used." }, { "self_ref": "#/texts/1945", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 101, "bbox": { "l": 96.42, "t": 674.8772, "r": 145.63345799999996, "b": 662.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/1946", "parent": { "$ref": "#/groups/217" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 101, "bbox": { "l": 96.42, "t": 658.85738, "r": 513.3141300000008, "b": 633.583616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 140 ] } ], "orig": "1 General-purpose fuses (Type gG) and overcurrent circuit-breakers normally combine overload and short-circuit protection in the one device.", "text": "1 General-purpose fuses (Type gG) and overcurrent circuit-breakers normally combine overload and short-circuit protection in the one device.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1947", "parent": { "$ref": "#/groups/217" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 101, "bbox": { "l": 96.42000000000002, "t": 629.8767680000001, "r": 483.5462520000007, "b": 617.623088, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "2 A fuse comprises all the parts that form the complete protective device.", "text": "2 A fuse comprises all the parts that form the complete protective device.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1948", "parent": { "$ref": "#/groups/217" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 101, "bbox": { "l": 96.42000000000002, "t": 613.8569480000001, "r": 513.3393840000001, "b": 549.5833220000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 381 ] } ], "orig": "3 Circuit-breakers that meet the requirements for the type of protection required and replace a fuse-carrier by insertion in a fuse base are acceptable. However, because of interchangeability with semi-enclosed rewireable fuse-carriers, such circuit-breakers should be rated at not more than 80% of the current-carrying capacity of the protected conductor.", "text": "3 Circuit-breakers that meet the requirements for the type of protection required and replace a fuse-carrier by insertion in a fuse base are acceptable. However, because of interchangeability with semi-enclosed rewireable fuse-carriers, such circuit-breakers should be rated at not more than 80% of the current-carrying capacity of the protected conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1949", "parent": { "$ref": "#/groups/217" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 101, "bbox": { "l": 96.42000000000002, "t": 545.8764740000001, "r": 513.441497999999, "b": 520.6027100000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "4 Screw-type fuses of the enclosed type that meet the requirements of IEC 60269-3 System A Type D are acceptable.", "text": "4 Screw-type fuses of the enclosed type that meet the requirements of IEC 60269-3 System A Type D are acceptable.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1950", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 101, "bbox": { "l": 85.08, "t": 513.9203, "r": 340.79759999999976, "b": 500.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "2.5.3 Protection against overload current", "text": "2.5.3 Protection against overload current", "level": 1 }, { "self_ref": "#/texts/1951", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 101, "bbox": { "l": 85.08, "t": 493.9403, "r": 455.8356000000004, "b": 480.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "2.5.3.1 Coordination between conductors and protective devices", "text": "2.5.3.1 Coordination between conductors and protective devices", "level": 1 }, { "self_ref": "#/texts/1952", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 101, "bbox": { "l": 85.08000000000001, "t": 473.96029999999996, "r": 513.5712000000016, "b": 446.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "The operating characteristics of a device protecting a conductor against overload shall satisfy the following two conditions:", "text": "The operating characteristics of a device protecting a conductor against overload shall satisfy the following two conditions:" }, { "self_ref": "#/texts/1953", "parent": { "$ref": "#/groups/218" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 101, "bbox": { "l": 113.46000000000004, "t": 441.1403, "r": 172.89600000000002, "b": 426.45230000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "I B  I N  I Z", "text": "I B  I N  I Z" }, { "self_ref": "#/texts/1954", "parent": { "$ref": "#/groups/218" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 101, "bbox": { "l": 470.9424, "t": 439.94030000000004, "r": 510.0756000000002, "b": 426.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": ". . . 2.1", "text": ". . . 2.1" }, { "self_ref": "#/texts/1955", "parent": { "$ref": "#/groups/218" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 101, "bbox": { "l": 113.46000000000001, "t": 421.1603, "r": 186.876, "b": 406.4723, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "I 2  1.45  I Z", "text": "I 2  1.45  I Z" }, { "self_ref": "#/texts/1956", "parent": { "$ref": "#/groups/218" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 101, "bbox": { "l": 470.9424, "t": 419.9603, "r": 510.0756000000002, "b": 406.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": ". . . 2.2", "text": ". . . 2.2" }, { "self_ref": "#/texts/1957", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 101, "bbox": { "l": 85.07999999999998, "t": 399.9203, "r": 122.63999999999999, "b": 386.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "where", "text": "where", "level": 1 }, { "self_ref": "#/texts/1958", "parent": { "$ref": "#/groups/219" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 101, "bbox": { "l": 113.45999999999998, "t": 379.94030000000004, "r": 509.9256000000006, "b": 352.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "I B = the current for which the circuit is designed, e.g. maximum demand", "text": "I B = the current for which the circuit is designed, e.g. maximum demand", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1959", "parent": { "$ref": "#/groups/219" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 101, "bbox": { "l": 113.46000000000001, "t": 345.92040000000003, "r": 394.83120000000036, "b": 332.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "I N = the nominal current of the protective device", "text": "I N = the nominal current of the protective device", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1960", "parent": { "$ref": "#/groups/219" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 101, "bbox": { "l": 113.46000000000001, "t": 325.94039999999995, "r": 509.9423999999999, "b": 298.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "I Z = the continuous current-carrying capacity of the conductor (see the AS/NZS 3008.1 series)", "text": "I Z = the continuous current-carrying capacity of the conductor (see the AS/NZS 3008.1 series)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1961", "parent": { "$ref": "#/groups/219" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 101, "bbox": { "l": 113.46000000000004, "t": 291.9204, "r": 509.8176000000005, "b": 264.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "I 2 = the current ensuring effective operation of the protective device and may be taken as equal to either-", "text": "I 2 = the current ensuring effective operation of the protective device and may be taken as equal to either-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1962", "parent": { "$ref": "#/groups/219" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 101, "bbox": { "l": 148.86480000000003, "t": 257.96039999999994, "r": 509.9040000000007, "b": 230.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "(a) the operating current in conventional time for circuitbreakers (1.45 I N); or", "text": "(a) the operating current in conventional time for circuitbreakers (1.45 I N); or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1963", "parent": { "$ref": "#/groups/219" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 101, "bbox": { "l": 148.86479999999997, "t": 223.94029999999998, "r": 513.5784, "b": 196.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "(b) the fusing current in conventional time for fuses (1.6 I N for fuses in accordance with the IEC 60269 series).", "text": "(b) the fusing current in conventional time for fuses (1.6 I N for fuses in accordance with the IEC 60269 series).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1964", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 101, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/1965", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 101, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1966", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 102, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1967", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 102, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "98", "text": "98" }, { "self_ref": "#/texts/1968", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 102, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/1969", "parent": { "$ref": "#/groups/220" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 102, "bbox": { "l": 96.42, "t": 751.8572, "r": 510.8704439999996, "b": 739.41908, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "2 For adjustable devices, the nominal current I N is the current setting selected.", "text": "2 For adjustable devices, the nominal current I N is the current setting selected.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1970", "parent": { "$ref": "#/groups/220" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 102, "bbox": { "l": 96.42046200000001, "t": 735.83738, "r": 513.3637200000001, "b": 658.603574, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 431 ] } ], "orig": "3 Protection in accordance with this Clause will not ensure complete protection in certain cases, e.g. against sustained overcurrent less than I Z , nor will it necessarily result in an economical solution. Therefore, it is assumed that the circuit is so designed that small overloads of long duration will not frequently occur. Such overloads can cause premature ageing of the insulation.", "text": "3 Protection in accordance with this Clause will not ensure complete protection in certain cases, e.g. against sustained overcurrent less than I Z , nor will it necessarily result in an economical solution. Therefore, it is assumed that the circuit is so designed that small overloads of long duration will not frequently occur. Such overloads can cause premature ageing of the insulation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1971", "parent": { "$ref": "#/groups/220" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 102, "bbox": { "l": 96.42017999999999, "t": 654.837434, "r": 421.19540399999977, "b": 642.583754, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "4 For further information, see Paragraph B3.2.1, Appendix B.", "text": "4 For further information, see Paragraph B3.2.1, Appendix B.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1972", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 102, "bbox": { "l": 66.6, "t": 635.9603, "r": 480.36719999999997, "b": 619.69052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "2.5.3.2 Position of overload protective device-General arrangement *", "text": "2.5.3.2 Position of overload protective device-General arrangement *", "level": 1 }, { "self_ref": "#/texts/1973", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 102, "bbox": { "l": 85.07999999999998, "t": 615.9203, "r": 513.6300000000007, "b": 574.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 247 ] } ], "orig": "In accordance with Clause 2.5.1.3, a device providing protection against overload shall be installed at the origin of every circuit and at each point where a reduction occurs in the current-carrying capacity of the conductors.", "text": "In accordance with Clause 2.5.1.3, a device providing protection against overload shall be installed at the origin of every circuit and at each point where a reduction occurs in the current-carrying capacity of the conductors." }, { "self_ref": "#/texts/1974", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 102, "bbox": { "l": 85.07999999999998, "t": 567.9203, "r": 517.2660000000011, "b": 526.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 186 ] } ], "orig": "Exception: In accordance with the conditions set out in Clauses 2.5.3.3 and 2.5.3.4, an overload protective device may be located in another position or may be omitted.", "text": "Exception: In accordance with the conditions set out in Clauses 2.5.3.3 and 2.5.3.4, an overload protective device may be located in another position or may be omitted." }, { "self_ref": "#/texts/1975", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 102, "bbox": { "l": 85.08000000000004, "t": 519.9202999999999, "r": 410.76840000000004, "b": 506.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "2.5.3.3 Alternative position of overload protective device", "text": "2.5.3.3 Alternative position of overload protective device", "level": 1 }, { "self_ref": "#/texts/1976", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 102, "bbox": { "l": 85.08000000000004, "t": 499.9402999999999, "r": 513.6096000000013, "b": 472.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 146 ] } ], "orig": "A device providing protection of a conductor against overload current may be placed at a point other than the origin of the circuit provided that-", "text": "A device providing protection of a conductor against overload current may be placed at a point other than the origin of the circuit provided that-" }, { "self_ref": "#/texts/1977", "parent": { "$ref": "#/groups/221" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 102, "bbox": { "l": 85.08000000000004, "t": 465.9202999999999, "r": 513.6084000000006, "b": 424.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "(a) the conductor has no branch circuits or socket-outlets connected between the origin of the conductor and the overload protective device; or", "text": "(a) the conductor has no branch circuits or socket-outlets connected between the origin of the conductor and the overload protective device; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1978", "parent": { "$ref": "#/groups/221" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 102, "bbox": { "l": 85.08000000000004, "t": 417.9202999999998, "r": 513.6588000000004, "b": 348.54829999999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 330 ] } ], "orig": "(b) the conductor supplies one or more circuits that are individually protected against overload, such as within a switchboard or busway, and the sum of the current ratings of the circuit protective devices supplied by the conductor does not exceed the current-carrying capacity of the conductor.", "text": "(b) the conductor supplies one or more circuits that are individually protected against overload, such as within a switchboard or busway, and the sum of the current ratings of the circuit protective devices supplied by the conductor does not exceed the current-carrying capacity of the conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1979", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 102, "bbox": { "l": 96.42, "t": 344.87719999999996, "r": 513.3778140000007, "b": 319.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "NOTE: Examples of alternative positions of overload protective devices are shown in Figures 2.4 and 2.5.", "text": "NOTE: Examples of alternative positions of overload protective devices are shown in Figures 2.4 and 2.5." }, { "self_ref": "#/texts/1980", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 102, "bbox": { "l": 66.6, "t": 314.17229999999995, "r": 355.7496, "b": 298.57061999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "2.5.3.4 Omission of overload protective device *", "text": "2.5.3.4 Omission of overload protective device *", "level": 1 }, { "self_ref": "#/texts/1981", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 102, "bbox": { "l": 85.08000000000001, "t": 292.94039999999995, "r": 210.35279999999986, "b": 279.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "The following applies:", "text": "The following applies:" }, { "self_ref": "#/texts/1982", "parent": { "$ref": "#/groups/222" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 102, "bbox": { "l": 85.08000000000001, "t": 272.96039999999994, "r": 513.6156000000001, "b": 231.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 188 ] } ], "orig": "(a) Where unexpected opening of the circuit could cause a danger greater than overload, devices for protection against overload current shall be omitted, in accordance with Clause 2.5.1.4.", "text": "(a) Where unexpected opening of the circuit could cause a danger greater than overload, devices for protection against overload current shall be omitted, in accordance with Clause 2.5.1.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1983", "parent": { "$ref": "#/groups/222" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 102, "bbox": { "l": 85.08000000000007, "t": 224.96039999999994, "r": 513.6468000000009, "b": 155.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 298 ] } ], "orig": "(b) Devices for protection against overload current may be omitted provided that the conductor is not situated in a location presenting a fire risk, or a risk of explosion, or where requirements for special installations and locations specify different conditions, and the conductor-", "text": "(b) Devices for protection against overload current may be omitted provided that the conductor is not situated in a location presenting a fire risk, or a risk of explosion, or where requirements for special installations and locations specify different conditions, and the conductor-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1984", "parent": { "$ref": "#/groups/222" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 102, "bbox": { "l": 113.40000000000015, "t": 148.94040000000007, "r": 513.6096000000003, "b": 93.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 225 ] } ], "orig": "(i) is situated on the load side of a change in current-carrying capacity that is effectively protected against overload by a protective device placed on the supply side of the origin of the conductor; or", "text": "(i) is situated on the load side of a change in current-carrying capacity that is effectively protected against overload by a protective device placed on the supply side of the origin of the conductor; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1985", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 102, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/1986", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 103, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/1987", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 103, "bbox": { "l": 296.161968, "t": 783.9884, "r": 310.644876, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "99", "text": "99" }, { "self_ref": "#/texts/1988", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 103, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/1989", "parent": { "$ref": "#/groups/223" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 103, "bbox": { "l": 113.4, "t": 751.9403, "r": 513.626400000001, "b": 696.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 241 ] } ], "orig": "(ii) supplies electrical equipment that is not capable of causing an overload current and the conductor has no branch circuits or socket-outlets connected between the origin of the conductor and the electrical equipment; or", "text": "(ii) supplies electrical equipment that is not capable of causing an overload current and the conductor has no branch circuits or socket-outlets connected between the origin of the conductor and the electrical equipment; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1990", "parent": { "$ref": "#/groups/223" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 103, "bbox": { "l": 113.39999999999998, "t": 689.9603, "r": 513.624, "b": 662.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "(iii) is provided for installations of telecommunications, control, signalling and the like.", "text": "(iii) is provided for installations of telecommunications, control, signalling and the like.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1991", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 103, "bbox": { "l": 96.42, "t": 658.8572, "r": 145.63345799999996, "b": 646.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/1992", "parent": { "$ref": "#/groups/224" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 103, "bbox": { "l": 96.42, "t": 642.83738, "r": 513.2625240000001, "b": 617.624006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "1 A heating appliance is an example of equipment not capable of causing an overload current.", "text": "1 A heating appliance is an example of equipment not capable of causing an overload current.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1993", "parent": { "$ref": "#/groups/224" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 103, "bbox": { "l": 96.42, "t": 613.8578660000001, "r": 516.5960519999993, "b": 588.584102, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "2 Examples of omission of overload protection are shown at Figures 2.6 and 2.7.", "text": "2 Examples of omission of overload protection are shown at Figures 2.6 and 2.7.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/1994", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 103, "bbox": { "l": 85.08, "t": 581.9603, "r": 362.2272000000003, "b": 568.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "2.5.4 Protection against short-circuit current", "text": "2.5.4 Protection against short-circuit current", "level": 1 }, { "self_ref": "#/texts/1995", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 103, "bbox": { "l": 96.42, "t": 564.8372, "r": 509.91362399999923, "b": 539.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 144 ] } ], "orig": "NOTE: The requirements of this Clause only take into account cases of shortcircuit anticipated between conductors belonging to the same circuit.", "text": "NOTE: The requirements of this Clause only take into account cases of shortcircuit anticipated between conductors belonging to the same circuit." }, { "self_ref": "#/texts/1996", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 103, "bbox": { "l": 85.08, "t": 532.9403, "r": 412.03079999999994, "b": 519.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "2.5.4.1 Determination of prospective short-circuit current", "text": "2.5.4.1 Determination of prospective short-circuit current", "level": 1 }, { "self_ref": "#/texts/1997", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 103, "bbox": { "l": 85.08000000000001, "t": 512.9603, "r": 513.6144000000002, "b": 485.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 153 ] } ], "orig": "The prospective short-circuit current at every relevant point of the electrical installation shall be determined either by calculation or by measurement.", "text": "The prospective short-circuit current at every relevant point of the electrical installation shall be determined either by calculation or by measurement." }, { "self_ref": "#/texts/1998", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 103, "bbox": { "l": 66.6, "t": 478.9402999999999, "r": 410.8248000000007, "b": 461.23052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "2.5.4.2 Characteristics of short-circuit protective devices *", "text": "2.5.4.2 Characteristics of short-circuit protective devices *", "level": 1 }, { "self_ref": "#/texts/1999", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 103, "bbox": { "l": 85.08000000000001, "t": 458.9602999999999, "r": 461.16480000000104, "b": 445.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "Short-circuit protective devices shall meet the following conditions:", "text": "Short-circuit protective devices shall meet the following conditions:" }, { "self_ref": "#/texts/2000", "parent": { "$ref": "#/groups/225" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 103, "bbox": { "l": 85.08000000000004, "t": 438.9202999999999, "r": 509.95920000000035, "b": 411.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 141 ] } ], "orig": "(a) The breaking capacity shall be not less than the prospective shortcircuit current at the point where the devices are installed.", "text": "(a) The breaking capacity shall be not less than the prospective shortcircuit current at the point where the devices are installed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2001", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 103, "bbox": { "l": 113.46000000000006, "t": 404.96029999999985, "r": 513.6912, "b": 307.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 473 ] } ], "orig": "Exception: A device having a lower breaking capacity is permitted if another protective device having the necessary breaking capacity is installed on the supply side. In this case, the characteristics of the devices shall be coordinated so that the energy let through by these two devices does not exceed that which can be withstood without damage by the device on the load side and the conductors protected by those devices.", "text": "Exception: A device having a lower breaking capacity is permitted if another protective device having the necessary breaking capacity is installed on the supply side. In this case, the characteristics of the devices shall be coordinated so that the energy let through by these two devices does not exceed that which can be withstood without damage by the device on the load side and the conductors protected by those devices." }, { "self_ref": "#/texts/2002", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 103, "bbox": { "l": 113.46, "t": 303.83719999999994, "r": 513.3439139999992, "b": 252.583658, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 296 ] } ], "orig": "NOTE: In certain cases, other characteristics may need to be taken into account, such as dynamic stresses and arcing energy, for the device on the load side. Details of the characteristics needing coordination should be obtained from the manufacturers of the devices concerned.", "text": "NOTE: In certain cases, other characteristics may need to be taken into account, such as dynamic stresses and arcing energy, for the device on the load side. Details of the characteristics needing coordination should be obtained from the manufacturers of the devices concerned." }, { "self_ref": "#/texts/2003", "parent": { "$ref": "#/groups/226" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 103, "bbox": { "l": 85.08, "t": 245.96029999999996, "r": 513.6168000000005, "b": 204.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 171 ] } ], "orig": "(b) All currents caused by a short-circuit occurring at any point of a circuit shall be interrupted before the temperature of the conductors reaches the permissible limit.", "text": "(b) All currents caused by a short-circuit occurring at any point of a circuit shall be interrupted before the temperature of the conductors reaches the permissible limit.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2004", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 103, "bbox": { "l": 113.45999999999998, "t": 197.96029999999996, "r": 513.6887999999999, "b": 128.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 309 ] } ], "orig": "For short-circuits of duration up to 5 s, the time in which a given shortcircuit current will raise the conductors from the highest permissible temperature in normal duty to the maximum permissible short-circuit temperature may, as an approximation, be calculated from the following equation:", "text": "For short-circuits of duration up to 5 s, the time in which a given shortcircuit current will raise the conductors from the highest permissible temperature in normal duty to the maximum permissible short-circuit temperature may, as an approximation, be calculated from the following equation:" }, { "self_ref": "#/texts/2005", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "formula", "prov": [ { "page_no": 103, "bbox": { "l": 143.04, "t": 120.47855649999997, "r": 510.01320000000015, "b": 89.46839999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "2 2 2 K S t I  . . . 2.4", "text": "" }, { "self_ref": "#/texts/2006", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 103, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/2007", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 104, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/2008", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 104, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "100", "text": "100" }, { "self_ref": "#/texts/2009", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 104, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/2010", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 104, "bbox": { "l": 113.46, "t": 745.9403, "r": 151.01999999999998, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "where", "text": "where", "level": 1 }, { "self_ref": "#/texts/2011", "parent": { "$ref": "#/groups/227" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 104, "bbox": { "l": 141.78, "t": 725.9603, "r": 286.88399999999996, "b": 712.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "t = duration, in seconds", "text": "t = duration, in seconds", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2012", "parent": { "$ref": "#/groups/227" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 104, "bbox": { "l": 141.78, "t": 705.9203, "r": 510.0095999999998, "b": 678.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "K = factor dependent on the material of the conductor, the insulation and the initial and the final temperatures", "text": "K = factor dependent on the material of the conductor, the insulation and the initial and the final temperatures", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2013", "parent": { "$ref": "#/groups/227" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 104, "bbox": { "l": 141.78000000000003, "t": 671.9603, "r": 427.476, "b": 658.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "S = cross-sectional area of the conductor, in mm 2", "text": "S = cross-sectional area of the conductor, in mm 2", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2014", "parent": { "$ref": "#/groups/227" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 104, "bbox": { "l": 141.77999999999997, "t": 651.9203, "r": 425.1840000000003, "b": 638.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "l = effective short-circuit current, in amps (r.m.s)", "text": "l = effective short-circuit current, in amps (r.m.s)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2015", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 104, "bbox": { "l": 96.42, "t": 634.8572, "r": 145.63345799999996, "b": 622.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/2016", "parent": { "$ref": "#/groups/228" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 104, "bbox": { "l": 96.42, "t": 618.83738, "r": 513.3152279999988, "b": 593.624006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "1 Values of K for conductors in various conditions of service are given in the AS/NZS 3008.1 series, e.g.-", "text": "1 Values of K for conductors in various conditions of service are given in the AS/NZS 3008.1 series, e.g.-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2017", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 104, "bbox": { "l": 113.45986200000002, "t": 589.8578660000001, "r": 513.3064440000003, "b": 564.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 132 ] } ], "orig": "For PVC insulated copper conductors of cross-sectional area not more than 300 mm 2 , K = 111 for 75°C initial conductor temperature.", "text": "For PVC insulated copper conductors of cross-sectional area not more than 300 mm 2 , K = 111 for 75°C initial conductor temperature." }, { "self_ref": "#/texts/2018", "parent": { "$ref": "#/groups/229" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 104, "bbox": { "l": 96.41980800000002, "t": 560.8766720000001, "r": 513.3371399999996, "b": 509.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 269 ] } ], "orig": "2 For very short duration (<0.1 s) where asymmetry of the current is of importance and for current limiting devices, K 2 S 2 should be greater than the value of the let-through energy ( I 2 t ) stated by the manufacturer of the protective device.", "text": "2 For very short duration (<0.1 s) where asymmetry of the current is of importance and for current limiting devices, K 2 S 2 should be greater than the value of the let-through energy ( I 2 t ) stated by the manufacturer of the protective device.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2019", "parent": { "$ref": "#/groups/229" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 104, "bbox": { "l": 96.42010199999996, "t": 505.857686, "r": 513.1868639999998, "b": 480.58392200000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "3 The nominal current of the short-circuit protective device may be greater than the current-carrying capacity of the cable.", "text": "3 The nominal current of the short-circuit protective device may be greater than the current-carrying capacity of the cable.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2020", "parent": { "$ref": "#/groups/229" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 104, "bbox": { "l": 96.42010199999996, "t": 476.877074, "r": 350.68176600000044, "b": 464.623394, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "4 Other methods of calculation are permissible.", "text": "4 Other methods of calculation are permissible.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2021", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 104, "bbox": { "l": 85.08, "t": 457.94030000000004, "r": 391.4556000000007, "b": 444.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "2.5.4.3 Position of devices for short-circuit protection", "text": "2.5.4.3 Position of devices for short-circuit protection", "level": 1 }, { "self_ref": "#/texts/2022", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 104, "bbox": { "l": 85.08000000000001, "t": 437.9603, "r": 513.6000000000014, "b": 396.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 239 ] } ], "orig": "In accordance with Clause 2.5.1.3, a device providing protection against short-circuit shall be installed at the origin of every circuit and at each point where a reduction occurs in the current-carrying capacity of the conductors.", "text": "In accordance with Clause 2.5.1.3, a device providing protection against short-circuit shall be installed at the origin of every circuit and at each point where a reduction occurs in the current-carrying capacity of the conductors." }, { "self_ref": "#/texts/2023", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 104, "bbox": { "l": 85.08000000000004, "t": 389.96029999999996, "r": 513.6504000000006, "b": 348.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 190 ] } ], "orig": "Exception: In accordance with the conditions set out in Clauses 2.5.4.4 and 2.5.4.5, a short-circuit protective device may be located in another position or may be omitted.", "text": "Exception: In accordance with the conditions set out in Clauses 2.5.4.4 and 2.5.4.5, a short-circuit protective device may be located in another position or may be omitted." }, { "self_ref": "#/texts/2024", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 104, "bbox": { "l": 96.42, "t": 344.87719999999996, "r": 513.5084759999987, "b": 319.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "NOTE: Such devices may be circuit-breakers with a short-circuit release or HRC fuses.", "text": "NOTE: Such devices may be circuit-breakers with a short-circuit release or HRC fuses." }, { "self_ref": "#/texts/2025", "parent": { "$ref": "#/groups/230" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 104, "bbox": { "l": 65.58, "t": 313.3923, "r": 428.2044000000009, "b": 297.79062, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "2.5.4.4 Alternative position of short-circuit protective device *", "text": "2.5.4.4 Alternative position of short-circuit protective device *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2026", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 104, "bbox": { "l": 85.08000000000001, "t": 292.94039999999995, "r": 193.4976000000001, "b": 279.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "2.5.4.4.1 General", "text": "2.5.4.4.1 General", "level": 1 }, { "self_ref": "#/texts/2027", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 104, "bbox": { "l": 85.07999999999998, "t": 272.96039999999994, "r": 517.2792000000007, "b": 231.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "A device providing protection against short-circuit current may be placed at another point in the circuit under the conditions of Clauses 2.5.4.4.2 or 2.5.4.4.3.", "text": "A device providing protection against short-circuit current may be placed at another point in the circuit under the conditions of Clauses 2.5.4.4.2 or 2.5.4.4.3." }, { "self_ref": "#/texts/2028", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 104, "bbox": { "l": 67.08, "t": 225.37220000000002, "r": 212.74560000000014, "b": 209.77052000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "2.5.4.4.2 Condition 1 *", "text": "2.5.4.4.2 Condition 1 *", "level": 1 }, { "self_ref": "#/texts/2029", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 104, "bbox": { "l": 85.07999999999998, "t": 204.92039999999997, "r": 513.6240000000013, "b": 163.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 158 ] } ], "orig": "The part of the conductor between the point of reduction of cross-sectional area or other change and the position of the protective device shall be such that-", "text": "The part of the conductor between the point of reduction of cross-sectional area or other change and the position of the protective device shall be such that-" }, { "self_ref": "#/texts/2030", "parent": { "$ref": "#/groups/231" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 104, "bbox": { "l": 85.07999999999998, "t": 156.92039999999997, "r": 366.7728000000001, "b": 143.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "(a) its length does not exceed three metres; and", "text": "(a) its length does not exceed three metres; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2031", "parent": { "$ref": "#/groups/231" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 104, "bbox": { "l": 85.07999999999998, "t": 136.94040000000007, "r": 513.5759999999996, "b": 109.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "(b) it is protected mechanically or otherwise so that the risk of short-circuit is reduced to a minimum; and", "text": "(b) it is protected mechanically or otherwise so that the risk of short-circuit is reduced to a minimum; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2032", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 104, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/2033", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 105, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/2034", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 105, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "101", "text": "101" }, { "self_ref": "#/texts/2035", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 105, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/2036", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 105, "bbox": { "l": 51.48, "t": 578.1052999999999, "r": 65.5605, "b": 568.0613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/2037", "parent": { "$ref": "#/groups/232" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 105, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.6192000000009, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] } ], "orig": "(c) it is installed in such a manner as to reduce to a minimum the risk of fire or other danger to persons, livestock and property.", "text": "(c) it is installed in such a manner as to reduce to a minimum the risk of fire or other danger to persons, livestock and property.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2038", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 105, "bbox": { "l": 96.42, "t": 720.8372, "r": 145.63345799999996, "b": 708.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/2039", "parent": { "$ref": "#/groups/233" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 105, "bbox": { "l": 96.42, "t": 704.87777, "r": 513.3316979999993, "b": 679.604006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "1 Insulated conductors in a metallic wiring enclosure are considered to comply with this requirement.", "text": "1 Insulated conductors in a metallic wiring enclosure are considered to comply with this requirement.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2040", "parent": { "$ref": "#/groups/233" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 105, "bbox": { "l": 96.42, "t": 675.8378660000001, "r": 513.3316979999989, "b": 650.624492, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "2 An example of the alternative position of a short-circuit protective device is shown at Figure 2.8.", "text": "2 An example of the alternative position of a short-circuit protective device is shown at Figure 2.8.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2041", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 105, "bbox": { "l": 85.08, "t": 643.9403, "r": 212.74560000000017, "b": 630.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "2.5.4.4.3 Condition 2", "text": "2.5.4.4.3 Condition 2", "level": 1 }, { "self_ref": "#/texts/2042", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 105, "bbox": { "l": 85.07999999999998, "t": 623.9603, "r": 513.6264000000002, "b": 568.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 298 ] } ], "orig": "A protective device may be placed on the supply side of the reduced crosssectional area or other change, provided that it possesses an operating characteristic such that it protects the circuit situated on the load side against short-circuit, in accordance with Clause 2.5.4.2.", "text": "A protective device may be placed on the supply side of the reduced crosssectional area or other change, provided that it possesses an operating characteristic such that it protects the circuit situated on the load side against short-circuit, in accordance with Clause 2.5.4.2." }, { "self_ref": "#/texts/2043", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 105, "bbox": { "l": 96.42, "t": 564.8372, "r": 513.3909900000004, "b": 526.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 173 ] } ], "orig": "NOTE: This may be verified by comparing the short-circuit current level just before the branch device with the performance characteristics of the preceding device.", "text": "NOTE: This may be verified by comparing the short-circuit current level just before the branch device with the performance characteristics of the preceding device." }, { "self_ref": "#/texts/2044", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 105, "bbox": { "l": 85.08, "t": 519.9203, "r": 398.66400000000067, "b": 506.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "2.5.4.5 Omission of devices for short-circuit protection", "text": "2.5.4.5 Omission of devices for short-circuit protection", "level": 1 }, { "self_ref": "#/texts/2045", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 105, "bbox": { "l": 85.07999999999998, "t": 499.9403, "r": 513.6252000000002, "b": 472.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "Devices for protection against short-circuit current may be omitted under the following conditions:", "text": "Devices for protection against short-circuit current may be omitted under the following conditions:" }, { "self_ref": "#/texts/2046", "parent": { "$ref": "#/groups/234" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 105, "bbox": { "l": 85.07999999999998, "t": 465.92029999999994, "r": 513.6264, "b": 424.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 198 ] } ], "orig": "(a) Where unexpected opening of the circuit could cause a danger greater than short-circuit, devices for protection against short-circuit shall be omitted, in accordance with Clause 2.5.1.4.", "text": "(a) Where unexpected opening of the circuit could cause a danger greater than short-circuit, devices for protection against short-circuit shall be omitted, in accordance with Clause 2.5.1.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2047", "parent": { "$ref": "#/groups/234" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 105, "bbox": { "l": 85.08000000000001, "t": 417.9202999999999, "r": 513.5580000000011, "b": 390.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "(b) Consumer mains constructed in accordance with Clause 3.9.7.1 need not be provided with short-circuit protection.", "text": "(b) Consumer mains constructed in accordance with Clause 3.9.7.1 need not be provided with short-circuit protection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2048", "parent": { "$ref": "#/groups/234" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 105, "bbox": { "l": 85.08000000000001, "t": 383.96029999999985, "r": 513.656400000001, "b": 342.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 182 ] } ], "orig": "(c) Conductors connecting generators, transformers, rectifiers or batteries to their associated switchboards need not be provided with shortcircuit protection provided that-", "text": "(c) Conductors connecting generators, transformers, rectifiers or batteries to their associated switchboards need not be provided with shortcircuit protection provided that-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2049", "parent": { "$ref": "#/groups/234" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 105, "bbox": { "l": 113.39999999999998, "t": 335.9602999999998, "r": 513.6432000000005, "b": 308.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "(i) the wiring is carried out in such a way as to reduce the risk of a short-circuit to a minimum; and", "text": "(i) the wiring is carried out in such a way as to reduce the risk of a short-circuit to a minimum; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2050", "parent": { "$ref": "#/groups/234" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 105, "bbox": { "l": 113.39999999999992, "t": 301.94029999999975, "r": 460.4568000000006, "b": 288.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "(ii) the wiring is not placed close to flammable material; and", "text": "(ii) the wiring is not placed close to flammable material; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2051", "parent": { "$ref": "#/groups/234" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 105, "bbox": { "l": 113.39999999999995, "t": 281.96029999999973, "r": 513.6264000000011, "b": 254.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "(iii) the short-circuit protective devices for the remainder of the circuit are placed on the associated switchboard.", "text": "(iii) the short-circuit protective devices for the remainder of the circuit are placed on the associated switchboard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2052", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 105, "bbox": { "l": 96.42, "t": 250.85720000000003, "r": 513.3734219999994, "b": 225.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "NOTE: Examples of the omission of devices for short-circuit protection are shown in Figures 2.3 and 2.9.", "text": "NOTE: Examples of the omission of devices for short-circuit protection are shown in Figures 2.3 and 2.9." }, { "self_ref": "#/texts/2053", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 105, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/2054", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 106, "bbox": { "l": 150.804918, "t": 831.2323482, "r": 466.84531079999954, "b": 825.5049210000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/2055", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 106, "bbox": { "l": 161.88381, "t": 819.2335482, "r": 454.91650379999936, "b": 801.507321, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/2056", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 106, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/2057", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 66.6, "t": 663.3721999999999, "r": 74.862, "b": 647.7705199999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/2058", "parent": { "$ref": "#/pictures/16" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "102", "text": "102" }, { "self_ref": "#/texts/2059", "parent": { "$ref": "#/pictures/16" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 231.4592, "t": 728.580036, "r": 244.14811496000002, "b": 722.4969, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "OL", "text": "OL" }, { "self_ref": "#/texts/2060", "parent": { "$ref": "#/pictures/16" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 235.32229988, "t": 718.384836, "r": 240.28501508, "b": 712.3017, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "+", "text": "+" }, { "self_ref": "#/texts/2061", "parent": { "$ref": "#/pictures/16" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 231.46259912, "t": 708.189636, "r": 244.14386606, "b": 702.1065, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "SC", "text": "SC" }, { "self_ref": "#/texts/2062", "parent": { "$ref": "#/pictures/16" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 196.5745, "t": 588.385036, "r": 209.26341496, "b": 582.3019, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "OL", "text": "OL" }, { "self_ref": "#/texts/2063", "parent": { "$ref": "#/pictures/16" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 200.43759988, "t": 578.189836, "r": 205.40031507999998, "b": 572.1067, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "+", "text": "+" }, { "self_ref": "#/texts/2064", "parent": { "$ref": "#/pictures/16" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 196.57789911999998, "t": 567.994636, "r": 209.25916605999998, "b": 561.9115, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "SC", "text": "SC" }, { "self_ref": "#/texts/2065", "parent": { "$ref": "#/pictures/16" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 263.8573, "t": 588.385036, "r": 276.54621496, "b": 582.3019, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "OL", "text": "OL" }, { "self_ref": "#/texts/2066", "parent": { "$ref": "#/pictures/16" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 267.72039988, "t": 578.189836, "r": 272.68311508, "b": 572.1067, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "+", "text": "+" }, { "self_ref": "#/texts/2067", "parent": { "$ref": "#/pictures/16" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 263.86069912, "t": 567.994636, "r": 276.54196606, "b": 561.9115, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "SC", "text": "SC" }, { "self_ref": "#/texts/2068", "parent": { "$ref": "#/pictures/16" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 261.004, "t": 726.532336, "r": 273.69291496, "b": 720.4492, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "OL", "text": "OL" }, { "self_ref": "#/texts/2069", "parent": { "$ref": "#/pictures/16" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 274.47471256, "t": 726.532336, "r": 369.8871611799994, "b": 719.021872, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": ": O verload protection", "text": ": O verload protection" }, { "self_ref": "#/texts/2070", "parent": { "$ref": "#/pictures/16" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 261.004, "t": 716.337136, "r": 273.68526694, "b": 710.254, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "SC", "text": "SC" }, { "self_ref": "#/texts/2071", "parent": { "$ref": "#/pictures/16" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 274.4262751, "t": 716.337136, "r": 385.4763752799992, "b": 708.826672, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": ": Short-circuit protection", "text": ": Short-circuit protection" }, { "self_ref": "#/texts/2072", "parent": { "$ref": "#/pictures/16" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 261.004, "t": 706.141936, "r": 407.840035539999, "b": 698.631472, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "Refer to Clauses 2.5.1 and 2.5.2", "text": "Refer to Clauses 2.5.1 and 2.5.2" }, { "self_ref": "#/texts/2073", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 85.08, "t": 531.7484, "r": 513.0863039999988, "b": 496.566176, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 223 ] } ], "orig": "NOTE: Protection is required by Clauses 2.5.2 and 2.5.3.2 to be at the origin of every circuit and at each point where a reduction in current-carrying capacity occurs, unless exceptions in Clauses 2.5.1.3 or 2.5.1.4 apply.", "text": "NOTE: Protection is required by Clauses 2.5.2 and 2.5.3.2 to be at the origin of every circuit and at each point where a reduction in current-carrying capacity occurs, unless exceptions in Clauses 2.5.1.3 or 2.5.1.4 apply." }, { "self_ref": "#/texts/2074", "parent": { "$ref": "#/pictures/17" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 106, "bbox": { "l": 107.28046800000001, "t": 477.8372, "r": 491.2455780000003, "b": 452.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "FIGURE 2.2(A) GENERAL PROTECTION AGAINST OVERLOAD (OL) AND SHORT-CIRCUIT (SC) FOR SUBMAINS AND FINAL SUBCIRCUITS", "text": "FIGURE 2.2(A) GENERAL PROTECTION AGAINST OVERLOAD (OL) AND SHORT-CIRCUIT (SC) FOR SUBMAINS AND FINAL SUBCIRCUITS" }, { "self_ref": "#/texts/2075", "parent": { "$ref": "#/pictures/17" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 241.7744, "t": 297.7812076, "r": 254.45375848, "b": 291.698, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "OL", "text": "OL" }, { "self_ref": "#/texts/2076", "parent": { "$ref": "#/pictures/17" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 245.63459044, "t": 287.5858876, "r": 250.59356804, "b": 281.50268000000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "+", "text": "+" }, { "self_ref": "#/texts/2077", "parent": { "$ref": "#/pictures/17" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 241.77779656, "t": 277.39056759999994, "r": 254.44951278000002, "b": 271.30736, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "SC", "text": "SC" }, { "self_ref": "#/texts/2078", "parent": { "$ref": "#/pictures/17" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 241.7778, "t": 348.8782076, "r": 254.44951622000002, "b": 342.795, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "SC", "text": "SC" }, { "self_ref": "#/texts/2079", "parent": { "$ref": "#/pictures/17" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 269.8454, "t": 409.1194076, "r": 380.95791641999966, "b": 401.6088552, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "Prospective short-circuit", "text": "Prospective short-circuit" }, { "self_ref": "#/texts/2080", "parent": { "$ref": "#/pictures/17" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 269.8454, "t": 398.9240876, "r": 341.38799242, "b": 391.4135352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "current is 30 kA", "text": "current is 30 kA" }, { "self_ref": "#/texts/2081", "parent": { "$ref": "#/pictures/17" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 278.3378, "t": 295.9710076, "r": 388.2182142799999, "b": 288.46045520000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "Breaking capacity of the", "text": "Breaking capacity of the" }, { "self_ref": "#/texts/2082", "parent": { "$ref": "#/pictures/17" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 278.3378, "t": 285.7748379899999, "r": 377.59886943999936, "b": 278.26428559, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "overcurrent protective", "text": "overcurrent protective" }, { "self_ref": "#/texts/2083", "parent": { "$ref": "#/pictures/17" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 278.3378, "t": 275.57951799, "r": 346.70800538000026, "b": 268.06896559000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "device is 15 kA", "text": "device is 15 kA" }, { "self_ref": "#/texts/2084", "parent": { "$ref": "#/pictures/17" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 278.3378, "t": 361.94060759999996, "r": 390.4845689399999, "b": 354.43005519999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "Breaking capacity of this", "text": "Breaking capacity of this" }, { "self_ref": "#/texts/2085", "parent": { "$ref": "#/pictures/17" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 278.3378, "t": 351.7452876, "r": 370.6316757400002, "b": 344.2347352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "additional protective", "text": "additional protective" }, { "self_ref": "#/texts/2086", "parent": { "$ref": "#/pictures/17" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 278.3378, "t": 341.5499676, "r": 342.19397714000024, "b": 334.0394152, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "device ≥30 kA", "text": "device ≥30 kA" }, { "self_ref": "#/texts/2087", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 85.07999999999998, "t": 233.78840000000002, "r": 513.0512339999998, "b": 186.606224, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 317 ] } ], "orig": "NOTE: Clause 2.5.4.2 requires that the characteristics of the devices be coordinated so that the energy let through by the two devices does not exceed that which can be withstood without damage by the device on the load side and the conductors protected by the two devices. Other characteristics may apply.", "text": "NOTE: Clause 2.5.4.2 requires that the characteristics of the devices be coordinated so that the energy let through by the two devices does not exceed that which can be withstood without damage by the device on the load side and the conductors protected by the two devices. Other characteristics may apply." }, { "self_ref": "#/texts/2088", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 106, "bbox": { "l": 106.08, "t": 167.87720000000002, "r": 492.3234599999998, "b": 129.583352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 132 ] } ], "orig": "FIGURE 2.2(B) PROTECTIVE DEVICE OF LOW BREAKING CAPACITY WITH A DEVICE OF REQUIRED BREAKING CAPACITY INSTALLED ON THE SUPPLY SIDE", "text": "FIGURE 2.2(B) PROTECTIVE DEVICE OF LOW BREAKING CAPACITY WITH A DEVICE OF REQUIRED BREAKING CAPACITY INSTALLED ON THE SUPPLY SIDE" }, { "self_ref": "#/texts/2089", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 106, "bbox": { "l": 66.6, "t": 347.89230000000003, "r": 74.862, "b": 332.29062000000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/2090", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 106, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/2091", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 107, "bbox": { "l": 150.804918, "t": 831.2323482, "r": 466.84531079999954, "b": 825.5049210000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/2092", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 107, "bbox": { "l": 161.88381, "t": 819.2335482, "r": 454.91650379999936, "b": 801.507321, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/2093", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 41.58, "t": 276.07220000000007, "r": 49.842000000000006, "b": 260.4705200000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/2094", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 66.6, "t": 628.0921999999999, "r": 74.862, "b": 612.49052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/2095", "parent": { "$ref": "#/pictures/18" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": 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"t": 517.2550888000001, "r": 329.7522837899999, "b": 509.7439176000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "circuit to a", "text": "circuit to a" }, { "self_ref": "#/texts/2132", "parent": { "$ref": "#/pictures/18" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 285.60824741, "t": 507.0580791200001, "r": 329.9043639799997, "b": 499.5469079200001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "protective", "text": "protective" }, { "self_ref": "#/texts/2133", "parent": { "$ref": "#/pictures/18" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 293.34904412, "t": 496.86276880000014, "r": 322.19585244999973, "b": 489.3515976000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "device", "text": "device" }, { "self_ref": "#/texts/2134", "parent": { "$ref": "#/pictures/18" }, "children": [], "content_layer": 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"self_ref": "#/texts/2137", "parent": { "$ref": "#/pictures/18" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 297.6649, "t": 731.2140088, "r": 317.20338117000006, "b": 725.1303, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "[OL]", "text": "[OL]" }, { "self_ref": "#/texts/2138", "parent": { "$ref": "#/pictures/18" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 317.96887978, "t": 731.2140088, "r": 340.1046187200001, "b": 723.7028376000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "and", "text": "and" }, { "self_ref": "#/texts/2139", "parent": { "$ref": "#/pictures/18" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 340.86926772, "t": 731.2140088, "r": 360.84869648, "b": 725.1303, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "[SC]", "text": "[SC]" }, { "self_ref": "#/texts/2140", "parent": { "$ref": "#/pictures/18" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 361.61334547999996, "t": 731.2140088, "r": 406.08278249000017, "b": 723.7028376000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "shall not", "text": "shall not" }, { "self_ref": "#/texts/2141", "parent": { "$ref": "#/pictures/18" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 297.6649, "t": 721.0178488, "r": 419.13109287000026, "b": 713.5066776000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "operate for an overcurrent", "text": "operate for an overcurrent" }, { "self_ref": "#/texts/2142", "parent": { "$ref": "#/pictures/18" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 297.6649, "t": 710.8216888000001, "r": 425.98404713000065, "b": 703.3105176000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "at B. Refer to Clause 2.5.1.3", "text": "at B. Refer to Clause 2.5.1.3" }, { "self_ref": "#/texts/2143", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 107, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/2144", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 85.07999999999998, "t": 480.7484, "r": 513.1253819999997, "b": 457.566128, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 177 ] } ], "orig": "NOTE: Figure 2.3 shows locations where overload and/or short-circuit protection are not permitted for safety reasons. Refer to Clauses 2.5.1.4, 2.5.3.4(a) and 2.5.4.4.", "text": "NOTE: Figure 2.3 shows locations where overload and/or short-circuit protection are not permitted for safety reasons. Refer to Clauses 2.5.1.4, 2.5.3.4(a) and 2.5.4.4." }, { "self_ref": "#/texts/2145", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 107, "bbox": { "l": 149.64, "t": 446.81719999999996, "r": 448.8746460000007, "b": 421.60382599999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "FIGURE 2.3 MANDATORY OMISSION OF OVERLOAD AND/OR SHORT-CIRCUIT PROTECTION", "text": "FIGURE 2.3 MANDATORY OMISSION OF OVERLOAD AND/OR SHORT-CIRCUIT PROTECTION", "level": 1 }, { "self_ref": "#/texts/2146", "parent": { "$ref": "#/pictures/19" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 294.8989, "t": 295.63964839999994, "r": 313.8777430800001, "b": 288.1301568, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "A-B:", "text": "A-B:" }, { "self_ref": "#/texts/2147", "parent": { "$ref": "#/pictures/19" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 294.8989, "t": 285.4457684, "r": 380.44012527999985, "b": 277.9362768000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "No branch circuits,", "text": "No branch circuits," }, { "self_ref": "#/texts/2148", "parent": { "$ref": "#/pictures/19" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 294.8989, "t": 275.25273789000005, "r": 374.0316737199996, "b": 267.7432462900001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "No socket-outlets", "text": "No socket-outlets" }, { "self_ref": "#/texts/2149", "parent": { "$ref": "#/pictures/19" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 294.8989, "t": 265.05800840000006, "r": 406.72591220000044, "b": 257.5485168, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "Refer to Clause 2.5.3.3(a)", "text": "Refer to Clause 2.5.3.3(a)" }, { "self_ref": "#/texts/2150", "parent": { "$ref": "#/pictures/19" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 269.1978, "t": 326.8648484, "r": 274.86756679999996, "b": 319.3553568, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/2151", "parent": { "$ref": "#/pictures/19" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 257.34909244, "t": 229.91170521000004, "r": 263.01885924, "b": 222.40221361, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "B", "text": "B" }, { "self_ref": "#/texts/2152", "parent": { "$ref": "#/pictures/19" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 248.6409, "t": 207.90364840000007, "r": 261.33369728, "b": 201.82130000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": 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verload protection", "text": ": O verload protection" }, { "self_ref": "#/texts/2159", "parent": { "$ref": "#/pictures/19" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 374.9232, "t": 375.99596840000004, "r": 387.60834692000003, "b": 369.91362000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "SC", "text": "SC" }, { "self_ref": "#/texts/2160", "parent": { "$ref": "#/pictures/19" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 388.3495818, "t": 375.99596840000004, "r": 499.44895975999987, "b": 368.48647680000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": ": Short-circuit protection", "text": ": Short-circuit protection" }, { "self_ref": "#/texts/2161", "parent": { "$ref": "#/pictures/19" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 374.9232, "t": 365.80208840000006, "r": 471.4894440799997, "b": 358.29259680000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "Refer to Clause 2.5.2", "text": "Refer to Clause 2.5.2" }, { "self_ref": "#/texts/2162", "parent": { "$ref": "#/pictures/19" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 64.7102, "t": 267.29274839999994, "r": 105.92693951999998, "b": 259.7832568, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Example:", "text": "Example:" }, { "self_ref": "#/texts/2163", "parent": { "$ref": "#/pictures/19" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 64.7102, "t": 257.09801891000006, "r": 99.38503168, "b": 249.58852731000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "A 100A", "text": "A 100A" }, { "self_ref": "#/texts/2164", "parent": { "$ref": "#/pictures/19" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 100.15006768, "t": 257.09801891000006, "r": 119.69843755999999, "b": 251.01567051000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "[OL]", "text": "[OL]" }, { "self_ref": "#/texts/2165", "parent": { "$ref": "#/pictures/19" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 120.46347356000001, "t": 257.09801891000006, "r": 203.2905211199999, "b": 249.58852731000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "relay at the motor", "text": "relay at the motor" }, { "self_ref": "#/texts/2166", "parent": { "$ref": "#/pictures/19" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 64.7102, "t": 246.90498839999998, "r": 179.15618543999992, "b": 239.39549680000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "also protects A-B against", "text": "also protects A-B against" }, { "self_ref": "#/texts/2167", "parent": { "$ref": "#/pictures/19" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 64.7102, "t": 236.71110840000006, "r": 162.44864924, "b": 229.2016168, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "overload according to", "text": "overload according to" }, { "self_ref": "#/texts/2168", "parent": { "$ref": "#/pictures/19" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 64.7102, "t": 226.51722840000002, "r": 132.24332787999995, "b": 219.00773679999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "Clause 2.5.3.1.", "text": "Clause 2.5.3.1." }, { "self_ref": "#/texts/2169", "parent": { "$ref": "#/pictures/19" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 64.7102, "t": 216.3233484, "r": 103.88344335999999, "b": 210.24099999999999, "coord_origin": 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"body", "label": "text", "prov": [ { "page_no": 107, "bbox": { "l": 85.07999999999998, "t": 133.76839999999993, "r": 513.066264, "b": 110.58612800000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 175 ] } ], "orig": "NOTE: Figure 2.4 shows a location where overload protection is at the end of a circuit. The overload protection can be at any point in a circuit subject to Clause 2.5.3.3(a).", "text": "NOTE: Figure 2.4 shows a location where overload protection is at the end of a circuit. The overload protection can be at any point in a circuit subject to Clause 2.5.3.3(a)." }, { "self_ref": "#/texts/2193", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 107, "bbox": { "l": 108.84, "t": 99.83719999999994, "r": 489.59785200000005, "b": 87.58352000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "FIGURE 2.4 ALTERNATIVE POSITION OF OVERLOAD PROTECTION", "text": "FIGURE 2.4 ALTERNATIVE POSITION OF OVERLOAD PROTECTION" }, { "self_ref": "#/texts/2194", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 107, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/2195", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 108, "bbox": { "l": 150.804918, "t": 831.2323482, "r": 466.84531079999954, "b": 825.5049210000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/2196", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 108, "bbox": { "l": 161.88381, "t": 819.2335482, "r": 454.91650379999936, "b": 801.507321, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/2197", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 48.48, "t": 639.5522, "r": 56.742000000000004, "b": 623.95052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/2198", "parent": { "$ref": "#/pictures/20" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 108, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/2199", "parent": { "$ref": "#/pictures/20" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, 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"label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 349.00602935, "t": 728.3180087999999, "r": 457.85415467999997, "b": 720.9747976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": ": Short-circuit protection", "text": ": Short-circuit protection" }, { "self_ref": "#/texts/2218", "parent": { "$ref": "#/pictures/20" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 335.8499, "t": 718.3498487999999, "r": 430.47158093000036, "b": 711.0066376, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "Refer to Clause 2.5.2", "text": "Refer to Clause 2.5.2" }, { "self_ref": "#/texts/2219", "parent": { "$ref": "#/pictures/20" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 296.767, "t": 700.7547688, "r": 308.94610245999996, "b": 693.4115576, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "AA", "text": "AA" }, { "self_ref": 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[ 0, 2 ] } ], "orig": "No", "text": "No" }, { "self_ref": "#/texts/2223", "parent": { "$ref": "#/pictures/20" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 346.19890958, "t": 627.0665488, "r": 365.3529678600001, "b": 621.11888, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "[OL]", "text": "[OL]" }, { "self_ref": "#/texts/2224", "parent": { "$ref": "#/pictures/20" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 366.10260486000004, "t": 627.0665488, "r": 386.2295253800001, "b": 619.7233376, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "at A", "text": "at A" }, { "self_ref": "#/texts/2225", "parent": { "$ref": "#/pictures/20" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 330.86800000000005, "t": 617.09921948, "r": 345.44843965000007, "b": 609.7560082800001, "coord_origin": 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"b": 611.15155068, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "[SC]", "text": "[SC]" }, { "self_ref": "#/texts/2229", "parent": { "$ref": "#/pictures/20" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 419.6200232200001, "t": 617.09921948, "r": 523.8145686400003, "b": 609.7560082800001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "at AA gives protection", "text": "at AA gives protection" }, { "self_ref": "#/texts/2230", "parent": { "$ref": "#/pictures/20" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 330.8680000000001, "t": 607.1302287999999, "r": 419.56588277000014, "b": 599.7870176, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "for short circuit at B", "text": "for short circuit at B" }, { "self_ref": "#/texts/2231", "parent": { "$ref": "#/pictures/20" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 332.8925, "t": 534.3559688, "r": 387.12373937, "b": 527.0127576000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Switchboard", "text": "Switchboard" }, { "self_ref": "#/texts/2232", "parent": { "$ref": "#/pictures/20" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 76.2868, "t": 562.5052688, "r": 116.67307691, "b": 555.1620576, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Example:", "text": "Example:" }, { "self_ref": "#/texts/2233", "parent": { "$ref": "#/pictures/20" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 76.2868, "t": 552.5371087999999, "r": 225.65197225000014, "b": 545.1938976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "A switchboard at B has 10 x 10 A", "text": "A switchboard at B has 10 x 10 A" }, { "self_ref": "#/texts/2234", "parent": { "$ref": "#/pictures/20" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 76.2868, "t": 542.5689487999999, "r": 135.57725618999996, "b": 535.2257376, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "circuits each", "text": "circuits each" }, { "self_ref": "#/texts/2235", "parent": { "$ref": "#/pictures/20" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 136.32606026, "t": 542.5689487999999, "r": 174.71080638000004, "b": 536.62128, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "[OL+SC]", "text": "[OL+SC]" }, { "self_ref": "#/texts/2236", "parent": { "$ref": "#/pictures/20" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 76.2868, "t": 532.60161948, "r": 177.37701530999996, "b": 525.25840828, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "overcurrent protection.", "text": "overcurrent protection." }, { "self_ref": "#/texts/2237", "parent": { "$ref": "#/pictures/20" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 76.2868, "t": 522.6334594799999, "r": 135.54976950000008, "b": 515.29024828, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "Sum = 100 A.", "text": "Sum = 100 A." }, { "self_ref": "#/texts/2238", "parent": { "$ref": "#/pictures/20" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 76.2868, "t": 512.6644688, "r": 90.86807257999999, "b": 505.32125759999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "No", "text": "No" }, { "self_ref": "#/texts/2239", "parent": { "$ref": "#/pictures/20" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 91.61770958, "t": 512.6644688, "r": 110.77260078999998, "b": 506.7168, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "[OL]", "text": "[OL]" }, { "self_ref": "#/texts/2240", "parent": { "$ref": "#/pictures/20" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 111.52140485999999, "t": 512.6644688, "r": 194.3529616400002, "b": 505.32125759999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "is required at A if", "text": "is required at A if" }, { "self_ref": "#/texts/2241", "parent": { "$ref": "#/pictures/20" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 76.2868, "t": 502.69630879999994, "r": 204.32396666999998, "b": 495.35309759999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "conductor A-B is rated 100 A", "text": "conductor A-B is rated 100 A" }, { "self_ref": "#/texts/2242", "parent": { "$ref": "#/pictures/20" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 286.5995, "t": 657.2768688, "r": 299.03681076, "b": 651.3292, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "OL", "text": "OL" }, { "self_ref": "#/texts/2243", "parent": { "$ref": "#/pictures/20" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 290.38599977999996, "t": 647.3087088, "r": 295.25031097999994, "b": 641.36104, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "+", "text": "+" }, { "self_ref": "#/texts/2244", "parent": { "$ref": "#/pictures/20" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 286.60366465, "t": 637.3405488, "r": 299.03347904000003, "b": 631.39288, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "SC", "text": "SC" }, { "self_ref": "#/texts/2245", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 85.07999999999998, "t": 480.7484, "r": 513.0802919999999, "b": 445.566176, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 217 ] } ], "orig": "NOTE: Figure 2.5 shows a location where the overload protection is at the load end of the submain, which is permitted if the conditions of Clause 2.5.3.3(b) and the exceptions are satisfied.", "text": "NOTE: Figure 2.5 shows a location where the overload protection is at the load end of the submain, which is permitted if the conditions of Clause 2.5.3.3(b) and the exceptions are satisfied." }, { "self_ref": "#/texts/2246", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 108, "bbox": { "l": 108.84, "t": 434.81719999999996, "r": 489.59785200000005, "b": 422.56352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "FIGURE 2.5 ALTERNATIVE POSITION OF OVERLOAD PROTECTION", "text": "FIGURE 2.5 ALTERNATIVE POSITION OF OVERLOAD PROTECTION" }, { "self_ref": "#/texts/2247", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 305.9552, "t": 298.4966988000001, "r": 454.95257234000076, "b": 291.3369176000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "B-C: Tee-off circuit with a smaller", "text": "B-C: Tee-off circuit with a smaller" }, { "self_ref": "#/texts/2248", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 305.9552, "t": 288.7775388, "r": 458.5163083400004, "b": 281.6177576, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "current carrying-capacity than A-B.", "text": "current carrying-capacity than A-B." }, { "self_ref": "#/texts/2249", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 305.9552, "t": 279.0583788000001, "r": 432.25562371999996, "b": 271.89859760000013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "No risk of fire or explosion or", "text": "No risk of fire or explosion or" }, { "self_ref": "#/texts/2250", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 305.9552, "t": 269.3392188, "r": 386.97025843999995, "b": 262.1794376, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "danger to persons.", "text": "danger to persons." }, { "self_ref": "#/texts/2251", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 88.7142, "t": 274.6817988, "r": 127.98576077999998, "b": 267.5220176, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Example:", "text": "Example:" }, { "self_ref": "#/texts/2252", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 88.7142, "t": 265.91946200000007, "r": 245.6739976, "b": 257.8020476700001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "A final subcircuit A-BB with 2.5 mm 2", "text": "A final subcircuit A-BB with 2.5 mm 2" }, { "self_ref": "#/texts/2253", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 88.7142, "t": 255.24339880000002, "r": 256.39850802000007, "b": 248.08361760000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "conductors rated at 20 A has a tee-off", "text": "conductors rated at 20 A has a tee-off" }, { "self_ref": "#/texts/2254", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 88.7142, "t": 245.52342886999998, "r": 271.2400350799998, "b": 238.36351760000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "circuit B-C with 1.5 mm 2 conductors rated", "text": "circuit B-C with 1.5 mm 2 conductors rated" }, { "self_ref": "#/texts/2255", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 88.71438650000002, "t": 235.80494872999998, "r": 121.64978666000003, "b": 228.64516752999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "at 16 A.", "text": "at 16 A." }, { "self_ref": "#/texts/2256", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 88.71438650000002, "t": 226.08578873, "r": 96.96929498000003, "b": 218.92600753, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "I f", "text": "I f" }, { "self_ref": "#/texts/2257", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 97.69824098000002, "t": 226.08578873, "r": 135.02351594, "b": 220.28668992999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "[OL+SC]", "text": "[OL+SC]" }, { "self_ref": "#/texts/2258", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 135.75246194000002, "t": 226.08578873, "r": 248.1478357399999, "b": 218.92600753, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "at A is rated 16 A and so", "text": "at A is rated 16 A and so" }, { "self_ref": "#/texts/2259", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 88.71438650000002, "t": 216.36581880000006, "r": 262.43760716, "b": 209.20603760000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "providing protection circuit B-C then no", "text": "providing protection circuit B-C then no" }, { "self_ref": "#/texts/2260", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 88.71438650000002, "t": 206.64746873, "r": 127.07881448, "b": 200.84836993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "[OC+SC]", "text": "[OC+SC]" }, { "self_ref": "#/texts/2261", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 127.80695054000002, "t": 206.64746873, "r": 199.81466624000007, "b": 199.48768753000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "i s required at B.", "text": "i s required at B." }, { "self_ref": "#/texts/2262", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 277.0499, "t": 164.17169880000006, "r": 297.38749339999987, "b": 157.01191760000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "Load", "text": "Load" }, { "self_ref": "#/texts/2263", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 444.3634, "t": 220.1999988, "r": 464.7009933999999, "b": 213.0402176, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "Load", "text": "Load" }, { "self_ref": "#/texts/2264", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 328.5154, "t": 391.21999880000004, "r": 340.60942407999994, "b": 385.4209, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "OL", "text": "OL" }, { "self_ref": "#/texts/2265", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 332.1965773, "t": 381.50083880000005, "r": 336.9266269, "b": 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461.7811320799995, "b": 384.06021760000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": ": O verload protection", "text": ": O verload protection" }, { "self_ref": "#/texts/2269", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 358.0019, "t": 381.50083880000005, "r": 370.08863461999994, "b": 375.70174000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "SC", "text": "SC" }, { "self_ref": "#/texts/2270", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 370.7949023, "t": 381.50083880000005, "r": 476.6532503600002, "b": 374.34105760000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": ": Short-circuit protection", "text": ": Short-circuit protection" }, { "self_ref": "#/texts/2271", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 358.0019, "t": 371.78167880000007, "r": 450.0135138200002, "b": 364.62189760000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "Refer to Clause 2.5.2", "text": "Refer to Clause 2.5.2" }, { "self_ref": "#/texts/2272", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 281.173, "t": 322.04259879999995, "r": 293.26702407999994, "b": 316.24350000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "OL", "text": "OL" }, { "self_ref": "#/texts/2273", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 284.85498724, "t": 312.32262887, "r": 289.58503684, "b": 306.52353007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "+", "text": "+" }, { "self_ref": "#/texts/2274", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 281.17623976, "t": 302.6042788, "r": 293.26297437999995, "b": 296.80518000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "SC", "text": "SC" }, { "self_ref": "#/texts/2275", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 308.0792, "t": 231.3303988, "r": 320.17322407999995, "b": 225.5313, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "OL", "text": "OL" }, { "self_ref": "#/texts/2276", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 311.76118724, "t": 221.61123880000002, "r": 316.49123684, "b": 215.81214, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "+", "text": "+" }, { "self_ref": "#/texts/2277", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 308.0832497, "t": 211.89288872999998, "r": 320.16998431999997, "b": 206.09378992999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "SC", "text": "SC" }, { "self_ref": "#/texts/2278", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 289.968, "t": 181.84729879999998, "r": 301.6189869, "b": 174.68751759999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "BB", "text": "BB" }, { "self_ref": "#/texts/2279", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 294.54335106, "t": 225.29599365, "r": 299.94565086, "b": 218.13621245000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "B", "text": "B" }, { "self_ref": "#/texts/2280", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 422.61025392, "t": 225.87266380999995, "r": 428.45802072, "b": 218.71288260999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "C", "text": "C" }, { "self_ref": "#/texts/2281", "parent": { "$ref": "#/pictures/21" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 294.54335105999996, "t": 333.93109462, "r": 299.94565085999994, "b": 326.77131342000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/2282", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 85.07999999999998, "t": 146.36850000000004, "r": 513.1043400000012, "b": 111.18627600000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 192 ] } ], "orig": "NOTE: The omission of overload protection shown in Figure 2.6 is permitted where a reduced section of tee-off conductor is protected by the upstream protection. Refer to Clause 2.5.3.4(b)(i).", "text": "NOTE: The omission of overload protection shown in Figure 2.6 is permitted where a reduced section of tee-off conductor is protected by the upstream protection. Refer to Clause 2.5.3.4(b)(i)." }, { "self_ref": "#/texts/2283", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 108, "bbox": { "l": 148.56, "t": 100.43719999999996, "r": 449.9236680000003, "b": 88.18352000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "FIGURE 2.6 OMISSION OF OVERLOAD PROTECTION", "text": "FIGURE 2.6 OMISSION OF OVERLOAD PROTECTION" }, { "self_ref": "#/texts/2284", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 108, "bbox": { "l": 66.6, "t": 290.11220000000003, "r": 74.862, "b": 274.51052000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/2285", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 108, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/2286", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 109, "bbox": { "l": 150.804918, "t": 831.2323482, "r": 466.84531079999954, "b": 825.5049210000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/2287", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 109, "bbox": { "l": 161.88381, "t": 819.2335482, "r": 454.91650379999936, "b": 801.507321, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/2288", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "105", "text": "105" }, { "self_ref": "#/texts/2289", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 109, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/2290", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 207.3159, "t": 532.7821471999999, "r": 359.42715783999927, "b": 525.2732744, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "Electrical equipment not capable", "text": "Electrical equipment not capable" }, { "self_ref": "#/texts/2291", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 207.3159, "t": 522.5891072, "r": 312.9801221999998, "b": 515.0802344, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "of causing an overload.", "text": "of causing an overload." }, { "self_ref": "#/texts/2292", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 207.3159, "t": 512.3960672, "r": 366.39833588, "b": 504.8871944, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "Example: Water heaters, resistive", "text": "Example: Water heaters, resistive" }, { "self_ref": "#/texts/2293", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 207.3159, "t": 502.20387662, "r": 243.38139712, "b": 494.69500382, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "heating.", "text": "heating." }, { "self_ref": "#/texts/2294", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 276.689, "t": 662.8733472, "r": 289.38179728000006, "b": 656.7915, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "OL", "text": "OL" }, { "self_ref": "#/texts/2295", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 280.55328184, "t": 652.6803072, "r": 285.51751544, "b": 646.59846, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "+", "text": "+" }, { "self_ref": "#/texts/2296", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 276.6932502, "t": 642.4872672, "r": 289.37839712000005, "b": 636.40542, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "SC", "text": "SC" }, { "self_ref": "#/texts/2297", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 326.3753, "t": 733.6453472, "r": 339.06809728, "b": 727.5635, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "OL", "text": "OL" }, { "self_ref": "#/texts/2298", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 330.2387318, "t": 723.4523072, "r": 335.2029654, "b": 717.37046, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "+", "text": "+" }, { "self_ref": "#/texts/2299", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 326.3795502, "t": 713.2592672, "r": 339.06469712, "b": 707.17742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "SC", "text": "SC" }, { "self_ref": "#/texts/2300", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 357.3227, "t": 733.6453472, "r": 370.01549728000003, "b": 727.5635, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "OL", "text": "OL" }, { "self_ref": "#/texts/2301", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 370.79838412, "t": 733.6453472, "r": 466.2391752400004, "b": 726.1364744, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": ": O verload protection", "text": ": O verload protection" }, { "self_ref": "#/texts/2302", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 357.3227, "t": 723.4523072, "r": 370.00699688000003, "b": 717.37046, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "SC", "text": "SC" }, { "self_ref": "#/texts/2303", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 370.7490818, "t": 723.4523072, "r": 481.85441003999966, "b": 715.9434344, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": ": Short-circuit protection", "text": ": Short-circuit protection" }, { "self_ref": "#/texts/2304", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 357.3227, "t": 713.2592672, "r": 453.89659444, "b": 705.7503944, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "Refer to Clause 2.5.2", "text": "Refer to Clause 2.5.2" }, { "self_ref": "#/texts/2305", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 291.91977236, "t": 674.75420918, "r": 297.58953916, "b": 667.24533638, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/2306", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 290.11768756000004, "t": 549.6439868, "r": 295.78745436, "b": 542.135114, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "B", "text": "B" }, { "self_ref": "#/texts/2307", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 308.72081296000005, "t": 705.5422864999999, "r": 321.15094788000005, "b": 698.0334137, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "AA", "text": "AA" }, { "self_ref": "#/texts/2308", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 326.7213, "t": 632.0813472, "r": 345.70184316, "b": 624.5724744, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "A-B:", "text": "A-B:" }, { "self_ref": "#/texts/2309", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 326.7213, "t": 621.8883072, "r": 486.10975028000064, "b": 614.3794344, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "No risk of fire or danger to persons", "text": "No risk of fire or danger to persons" }, { "self_ref": "#/texts/2310", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 326.7213, "t": 611.6952672, "r": 499.1782652400004, "b": 604.1863944, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "No special requirements or conditions", "text": "No special requirements or conditions" }, { "self_ref": "#/texts/2311", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 326.7213, "t": 601.50307662, "r": 412.21917323999975, "b": 593.99420382, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "No branch circuits", "text": "No branch circuits" }, { "self_ref": "#/texts/2312", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 326.7213, "t": 591.31003662, "r": 405.14599039999973, "b": 583.80116382, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "No socket outlets", "text": "No socket outlets" }, { "self_ref": "#/texts/2313", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 82.7102, "t": 607.3312472, "r": 108.80472792, "b": 599.8223744000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "I f t h e", "text": "I f t h e" }, { "self_ref": "#/texts/2314", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 109.56976392, "t": 607.3312472, "r": 129.55930456, "b": 601.2494, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "[SC]", "text": "[SC]" }, { "self_ref": "#/texts/2315", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 130.32349052, "t": 607.3312472, "r": 268.0537716399997, "b": 599.8223744000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "at A or AA gives short-circuit", "text": "at A or AA gives short-circuit" }, { "self_ref": "#/texts/2316", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 82.7102, "t": 597.1382072, "r": 258.56732524000006, "b": 589.6293344000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "protection for A-B and A-B is rated for", "text": "protection for A-B and A-B is rated for" }, { "self_ref": "#/texts/2317", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 82.7102, "t": 586.94431778, "r": 205.4415253199999, "b": 579.43544498, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "t he fixed load at B then no", "text": "t he fixed load at B then no" }, { "self_ref": "#/texts/2318", "parent": { "$ref": "#/pictures/22" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 109, "bbox": { "l": 206.22186204000002, "t": 586.94431778, "r": 225.77023192000001, "b": 580.86247058, "coord_origin": 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513.0792900000001, "b": 458.58612800000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 176 ] } ], "orig": "NOTE: The omission of overload protection shown in Figure 2.7 is permitted where the load current is fixed by the connected equipment in accordance with Clause 2.5.3.4(b)(ii).", "text": "NOTE: The omission of overload protection shown in Figure 2.7 is permitted where the load current is fixed by the connected equipment in accordance with Clause 2.5.3.4(b)(ii)." }, { "self_ref": "#/texts/2322", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 109, "bbox": { "l": 148.56, "t": 447.8372, "r": 449.9236680000003, "b": 435.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "FIGURE 2.7 OMISSION OF OVERLOAD PROTECTION", "text": "FIGURE 2.7 OMISSION OF OVERLOAD PROTECTION" }, { "self_ref": "#/texts/2323", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": 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"BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/2326", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 110, "bbox": { "l": 66.6, "t": 623.8922, "r": 74.862, "b": 608.29052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/2327", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 110, "bbox": { "l": 161.88381, "t": 819.2335482, "r": 454.91650379999936, "b": 801.507321, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/2328", "parent": { "$ref": "#/pictures/23" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 110, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "106", "text": "106" }, { "self_ref": "#/texts/2329", "parent": { "$ref": "#/pictures/23" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 110, "bbox": { "l": 209.9227, "t": 675.1011532, "r": 215.5909994, "b": 667.5891864, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/2330", "parent": { "$ref": "#/pictures/23" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 110, "bbox": { "l": 214.11911116, "t": 703.89221057, "r": 226.54517919999998, "b": 696.38024377, "coord_origin": "BOTTOMLEFT" }, 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1 ] } ], "orig": "+", "text": "+" }, { "self_ref": "#/texts/2348", "parent": { "$ref": "#/pictures/23" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 110, "bbox": { "l": 216.67119928, "t": 477.3349732, "r": 229.35306314, "b": 471.25061999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "SC", "text": "SC" }, { "self_ref": "#/texts/2349", "parent": { "$ref": "#/pictures/23" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 110, "bbox": { "l": 262.4913, "t": 733.2066532, "r": 275.18081224, "b": 727.1223, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "OL", "text": "OL" }, { "self_ref": "#/texts/2350", "parent": { "$ref": "#/pictures/23" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 110, "bbox": { "l": 275.96349646000004, "t": 733.2066532, "r": 371.3982824600003, "b": 725.6946864, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": ": O verload protection", "text": ": O verload protection" }, { "self_ref": "#/texts/2351", "parent": { "$ref": "#/pictures/23" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 110, "bbox": { "l": 262.4913, "t": 723.0094132, "r": 275.17316386000005, "b": 716.92506, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "SC", "text": "SC" }, { "self_ref": "#/texts/2352", "parent": { "$ref": "#/pictures/23" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 110, "bbox": { "l": 275.9142069, "t": 723.0094132, "r": 386.96613504000044, "b": 715.4974464000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": ": Short-circuit protection", "text": ": Short-circuit protection" }, { "self_ref": "#/texts/2353", "parent": { "$ref": "#/pictures/23" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 110, "bbox": { "l": 262.4913, "t": 712.8121732000001, "r": 359.0461487600001, "b": 705.3002064000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "Refer to Clause 2.5.2", "text": "Refer to Clause 2.5.2" }, { "self_ref": "#/texts/2354", "parent": { "$ref": "#/pictures/23" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 110, "bbox": { "l": 280.5825, "t": 497.3885532, "r": 301.9214802000001, "b": 489.8765864, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "Load", "text": "Load" }, { "self_ref": "#/texts/2355", "parent": { "$ref": "#/pictures/23" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 110, "bbox": { "l": 259.4919, "t": 475.2754532, "r": 396.6163057400005, "b": 467.76348640000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "Switchboard or individual load", "text": "Switchboard or individual load" }, { "self_ref": "#/texts/2356", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 110, "bbox": { "l": 85.08, "t": 446.7884, "r": 513.1263839999989, "b": 423.606128, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 172 ] } ], "orig": "NOTE: Location on the load side of the conductor is permitted if risk of short-circuit is minimized to the stated conditions. Refer to Clause 2.5.3.4(b)(ii).", "text": "NOTE: Location on the load side of the conductor is permitted if risk of short-circuit is minimized to the stated conditions. Refer to Clause 2.5.3.4(b)(ii)." }, { "self_ref": "#/texts/2357", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 110, "bbox": { "l": 134.46, "t": 404.87719999999996, "r": 463.9500359999994, "b": 379.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "FIGURE 2.8 ALTERNATIVE POSITION OF SHORT-CIRCUIT PROTECTIVE DEVICE", "text": "FIGURE 2.8 ALTERNATIVE POSITION OF SHORT-CIRCUIT PROTECTIVE DEVICE" }, { "self_ref": "#/texts/2358", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 110, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/2359", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 111, "bbox": { "l": 150.804918, "t": 831.2323482, "r": 466.84531079999954, "b": 825.5049210000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/2360", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 111, "bbox": { "l": 161.88381, "t": 819.2335482, "r": 454.91650379999936, "b": 801.507321, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/2361", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 111, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "107", "text": "107" }, { "self_ref": "#/texts/2362", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 111, "bbox": { "l": 66.6, "t": 583.3923, "r": 74.862, "b": 567.79062, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/2363", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 111, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], 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"BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "may be inherent, provided with", "text": "may be inherent, provided with" }, { "self_ref": "#/texts/2398", "parent": { "$ref": "#/pictures/24" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 111, "bbox": { "l": 284.5322, "t": 672.1736376, "r": 446.14327732000083, "b": 664.6608752000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "t h e equipment or be located in the", "text": "t h e equipment or be located in the" }, { "self_ref": "#/texts/2399", "parent": { "$ref": "#/pictures/24" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 111, "bbox": { "l": 284.5322, "t": 661.9753176, "r": 364.18617836000016, "b": 654.4625552000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "switchboard at B.", "text": "switchboard at B." }, { "self_ref": "#/texts/2400", "parent": { "$ref": "#/pictures/24" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 111, "bbox": { "l": 221.1187, "t": 498.3328976, "r": 338.1954135999998, "b": 490.82013520000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "Refer to Clause 2.5.5 for", "text": "Refer to Clause 2.5.5 for" }, { "self_ref": "#/texts/2401", "parent": { "$ref": "#/pictures/24" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 111, "bbox": { "l": 221.1187, "t": 488.1345776, "r": 344.2090229600003, "b": 480.6218152, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "switchboards rated ≤800 A", "text": "switchboards rated ≤800 A" }, { "self_ref": "#/texts/2402", "parent": { "$ref": "#/pictures/24" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 111, "bbox": { "l": 248.0412, "t": 424.4196976, "r": 304.22289502000007, "b": 416.9069352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Switchboard", "text": "Switchboard" }, { "self_ref": "#/texts/2403", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 111, "bbox": { "l": 100.32, "t": 370.76840000000004, "r": 497.74526399999877, "b": 359.58608000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "NOTE: Figure 2.9 shows conductors where short-circuit protection need not be provided.", "text": "NOTE: Figure 2.9 shows conductors where short-circuit protection need not be provided." }, { "self_ref": "#/texts/2404", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 111, "bbox": { "l": 114.6, "t": 340.8572, "r": 483.7179539999999, "b": 315.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "FIGURE 2.9 CONDUCTORS CONNECTING SOURCES OF SUPPLY TO THEIR ASSOCIATED SWITCHBOARD", "text": "FIGURE 2.9 CONDUCTORS CONNECTING SOURCES OF SUPPLY TO THEIR ASSOCIATED SWITCHBOARD" }, { "self_ref": "#/texts/2405", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 111, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/2406", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 112, "bbox": { "l": 150.804918, "t": 831.2323482, "r": 466.84531079999954, "b": 825.5049210000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/2407", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 112, "bbox": { "l": 161.88381, "t": 819.2335482, "r": 454.91650379999936, "b": 801.507321, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/2408", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 112, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "108", "text": "108" }, { "self_ref": "#/texts/2409", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 40.98, "t": 532.5722, "r": 49.242000000000004, "b": 516.97052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/2410", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 112, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/2411", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 112, "bbox": { "l": 101.82, "t": 259.8571999999999, "r": 496.62237000000056, "b": 234.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "FIGURE 2.10 REQUIRED LOCATIONS AND ALTERNATIVE LOCATIONS OF OVERLOAD AND SHORT-CIRCUIT PROTECTION", "text": "FIGURE 2.10 REQUIRED LOCATIONS AND ALTERNATIVE LOCATIONS OF OVERLOAD AND SHORT-CIRCUIT PROTECTION" }, { "self_ref": "#/texts/2412", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 97.8673, "t": 368.5351088, "r": 110.56009728, "b": 362.4514, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "OL", "text": "OL" }, { "self_ref": "#/texts/2413", "parent": { "$ref": "#/pictures/25" }, 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] } ], "orig": "No", "text": "No" }, { "self_ref": "#/texts/2440", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 351.7725862, "t": 735.1225488, "r": 371.32010604000004, "b": 729.03884, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "[OL]", "text": "[OL]" }, { "self_ref": "#/texts/2441", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 372.08684212, "t": 735.1225488, "r": 446.6693517199999, "b": 727.6113776000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "required at G if", "text": "required at G if" }, { "self_ref": "#/texts/2442", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 447.43098755999995, "t": 735.1225488, "r": 466.9785074, "b": 729.03884, "coord_origin": 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"bbox": { "l": 336.1275999999999, "t": 714.7302288000001, "r": 403.6632780000001, "b": 707.2190576000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "Clause 2.5.3.1.", "text": "Clause 2.5.3.1." }, { "self_ref": "#/texts/2446", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 336.1275999999999, "t": 704.5340688000001, "r": 496.29468692000034, "b": 697.0228976000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "A typical switchboard may have an", "text": "A typical switchboard may have an" }, { "self_ref": "#/texts/2447", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 336.1275999999999, "t": 694.3379088000002, "r": 355.6751198399999, "b": 688.2542000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "[OL]", "text": "[OL]" }, { "self_ref": 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"BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "at the motor.", "text": "at the motor." }, { "self_ref": "#/texts/2451", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 335.9946, "t": 642.1572087999999, "r": 421.1312062399996, "b": 634.6460376, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "Refer to Figure 2.4", "text": "Refer to Figure 2.4" }, { "self_ref": "#/texts/2452", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 335.9946, "t": 631.9610488, "r": 350.87455019999993, "b": 624.4498776, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "No", "text": "No" }, { "self_ref": "#/texts/2453", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 351.6395862, "t": 631.9610488, "r": 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"bbox": { "l": 335.9946, "t": 621.76573848, "r": 510.0776917600006, "b": 614.2545672800001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "devices comply with clause 2.5.3.3(b)", "text": "devices comply with clause 2.5.3.3(b)" }, { "self_ref": "#/texts/2457", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 335.9946, "t": 611.5687288, "r": 407.0842952399996, "b": 604.0575576000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "and exceptions.", "text": "and exceptions." }, { "self_ref": "#/texts/2458", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 335.9946, "t": 601.37341848, "r": 375.48065807999996, "b": 593.8622472800001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Also, no", "text": "Also, no" }, { "self_ref": "#/texts/2459", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 376.2482442, "t": 601.37341848, "r": 396.23778484, "b": 595.2897096800001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "[SC]", "text": "[SC]" }, { "self_ref": "#/texts/2460", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 397.00367088, "t": 601.37341848, "r": 470.6434861199999, "b": 593.8622472800001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "at E required if", "text": "at E required if" }, { "self_ref": "#/texts/2461", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 471.40427192000004, "t": 601.37341848, "r": 491.3929625200001, "b": 595.2897096800001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "[SC]", "text": "[SC]" }, { "self_ref": "#/texts/2462", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 492.15799852000004, "t": 601.37341848, "r": 522.5860303600001, "b": 593.8622472800001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "at AA", "text": "at AA" }, { "self_ref": "#/texts/2463", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 335.9946, "t": 591.1764088000001, "r": 504.29316956000014, "b": 583.6652376000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "gives protection for short circuit at F.", "text": "gives protection for short circuit at F." }, { "self_ref": "#/texts/2464", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 314.1267, "t": 421.4420088, "r": 468.6333705600007, "b": 413.93083759999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "Refer to Figures 2.2(A) and 2.2(B)", "text": "Refer to Figures 2.2(A) and 2.2(B)" }, { "self_ref": "#/texts/2465", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 314.1267, "t": 411.24499912, "r": 511.4048332399989, "b": 403.73382791999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "Required locations unless exceptions apply", "text": "Required locations unless exceptions apply" }, { "self_ref": "#/texts/2466", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 371.9961, "t": 521.6040088, "r": 499.0983310000004, "b": 514.0928376, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "Refer to Figures 2.4 and 2.7", "text": "Refer to Figures 2.4 and 2.7" }, { "self_ref": "#/texts/2467", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 371.9961, "t": 511.4078488, "r": 386.87605019999995, "b": 503.8966776, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "No", "text": "No" }, { "self_ref": "#/texts/2468", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 387.6410862, "t": 511.4078488, "r": 426.8126294800001, "b": 505.32414, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "[OL+SC]", "text": "[OL+SC]" }, { "self_ref": "#/texts/2469", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 427.58021560000003, "t": 511.4078488, "r": 522.0545112400002, "b": 503.8966776, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "at C if C-D complies", "text": "at C if C-D complies" }, { "self_ref": "#/texts/2470", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 64.5597, "t": 312.88230880000003, "r": 143.72647531999996, "b": 306.7986000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "Main or submain", "text": "Main or submain" }, { "self_ref": "#/texts/2471", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 64.5597, "t": 302.68614879999996, "r": 110.96253356000001, "b": 295.1749775999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Examples:", "text": "Examples:" }, { "self_ref": "#/texts/2472", "parent": { "$ref": "#/pictures/25" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 64.5597, "t": 292.4899888, "r": 180.96247752000005, "b": 284.97881759999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "Rising mains or submains", "text": "Rising mains or submains" }, { "self_ref": "#/texts/2473", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 112, "bbox": { "l": 66.6, "t": 221.96029999999996, "r": 490.50120000000027, "b": 206.29052000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "2.5.5 Protection against switchboard internal arcing fault currents *", "text": "2.5.5 Protection against switchboard internal arcing fault currents *", "level": 1 }, { "self_ref": "#/texts/2474", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 112, "bbox": { "l": 85.07999999999998, "t": 201.9203, "r": 182.93760000000003, "b": 188.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "2.5.5.1 General", "text": "2.5.5.1 General", "level": 1 }, { "self_ref": "#/texts/2475", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 85.07999999999998, "t": 181.94029999999998, "r": 513.6816, "b": 140.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 186 ] } ], "orig": "Protection against arcing fault currents while the equipment is in service, or is undergoing maintenance, shall be provided for switchboards rated at 800 A or greater per phase.", "text": "Protection against arcing fault currents while the equipment is in service, or is undergoing maintenance, shall be provided for switchboards rated at 800 A or greater per phase." }, { "self_ref": "#/texts/2476", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 112, "bbox": { "l": 85.07999999999993, "t": 133.94029999999998, "r": 513.5915999999996, "b": 92.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 211 ] } ], "orig": "The supply conductors up to the line side of the protective device(s) within the switchboard shall be provided with means to reduce the probability of initiation of arcing faults by insulation or by separation.", "text": "The supply conductors up to the line side of the protective device(s) within the switchboard shall be provided with means to reduce the probability of initiation of arcing faults by insulation or by separation." }, { "self_ref": "#/texts/2477", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 112, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/2478", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 113, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/2479", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 113, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "109", "text": "109" }, { "self_ref": "#/texts/2480", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 113, "bbox": { "l": 46.8, "t": 411.5453, "r": 60.880500000000005, "b": 401.5013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/2481", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 113, "bbox": { "l": 96.42, "t": 751.8572, "r": 145.63345799999996, "b": 739.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/2482", "parent": { "$ref": "#/groups/235" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 113, "bbox": { "l": 96.42, "t": 735.83738, "r": 513.2954639999986, "b": 710.624006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 127 ] } ], "orig": "1 Refer to AS/NZS 3439.1 or AS/NZS 61439.1 for switchboard requirements and AS/NZS 3439.2 or AS/NZS 61439.6 for busways.", "text": "1 Refer to AS/NZS 3439.1 or AS/NZS 61439.1 for switchboard requirements and AS/NZS 3439.2 or AS/NZS 61439.6 for busways.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2483", "parent": { "$ref": "#/groups/235" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 113, "bbox": { "l": 96.42, "t": 706.8578660000001, "r": 472.54539000000045, "b": 694.604186, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "2 See also Clause 2.5.1.2 regarding requirements for consumer mains.", "text": "2 See also Clause 2.5.1.2 regarding requirements for consumer mains.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2484", "parent": { "$ref": "#/groups/235" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 113, "bbox": { "l": 96.42, "t": 690.8380460000001, "r": 513.3349920000003, "b": 652.604588, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 220 ] } ], "orig": "3 Separation of live supply conductors from each other by insulation or barriers in accordance with this Clause (Clause 2.5.5.1) is not required, e.g. an IP2X enclosure with bare busbars is acceptable.", "text": "3 Separation of live supply conductors from each other by insulation or barriers in accordance with this Clause (Clause 2.5.5.1) is not required, e.g. an IP2X enclosure with bare busbars is acceptable.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2485", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 113, "bbox": { "l": 85.08, "t": 645.9203, "r": 459.0336000000009, "b": 632.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "In addition, the switchboard shall comply with one of the following:", "text": "In addition, the switchboard shall comply with one of the following:" }, { "self_ref": "#/texts/2486", "parent": { "$ref": "#/groups/236" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 113, "bbox": { "l": 85.07999999999998, "t": 625.9403, "r": 513.6348000000003, "b": 598.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "(a) Clause 2.5.5.2 to reduce the probability of initiation of a switchboard internal arcing fault.", "text": "(a) Clause 2.5.5.2 to reduce the probability of initiation of a switchboard internal arcing fault.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2487", "parent": { "$ref": "#/groups/236" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 113, "bbox": { "l": 85.07999999999993, "t": 591.9203, "r": 513.5831999999999, "b": 564.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "(b) Clause 2.5.5.3 to limit as far as practicable the harmful effects of an internal arcing fault.", "text": "(b) Clause 2.5.5.3 to limit as far as practicable the harmful effects of an internal arcing fault.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2488", "parent": { "$ref": "#/groups/236" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 113, "bbox": { "l": 85.07999999999993, "t": 557.9603, "r": 513.6240000000004, "b": 502.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 242 ] } ], "orig": "(c) One of the forms of internal separation required by Clause 2.5.5.2 together with Clause 2.5.5.3 to reduce the probability of initiation and limit, as far as practicable, the harmful effects of an internal arcing fault.", "text": "(c) One of the forms of internal separation required by Clause 2.5.5.2 together with Clause 2.5.5.3 to reduce the probability of initiation and limit, as far as practicable, the harmful effects of an internal arcing fault.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2489", "parent": { "$ref": "#/groups/236" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 113, "bbox": { "l": 66.6, "t": 495.92029999999994, "r": 513.5592000000008, "b": 468.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "2.5.5.2 Reduction of the probability of the initiation of a switchboard internal arcing fault *", "text": "2.5.5.2 Reduction of the probability of the initiation of a switchboard internal arcing fault *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2490", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 113, "bbox": { "l": 85.07999999999998, "t": 461.9602999999999, "r": 513.6036, "b": 420.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 158 ] } ], "orig": "Switchboards rated at 800 A or greater per phase shall be provided with internal separation in accordance with AS/NZS 3439.1 or AS/NZS 61439.2 for-", "text": "Switchboards rated at 800 A or greater per phase shall be provided with internal separation in accordance with AS/NZS 3439.1 or AS/NZS 61439.2 for-" }, { "self_ref": "#/texts/2491", "parent": { "$ref": "#/groups/237" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 113, "bbox": { "l": 85.07999999999998, "t": 413.96029999999985, "r": 307.13279999999986, "b": 400.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "(a) busbars from functional units; and", "text": "(a) busbars from functional units; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2492", "parent": { "$ref": "#/groups/237" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 113, "bbox": { "l": 85.07999999999998, "t": 393.9202999999998, "r": 450.0743999999996, "b": 380.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "(b) functional units from one another (refer to Figure 2.11); and", "text": "(b) functional units from one another (refer to Figure 2.11); and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2493", "parent": { "$ref": "#/groups/237" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 113, "bbox": { "l": 85.07999999999998, "t": 373.9402999999998, "r": 473.2560000000006, "b": 360.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "(c) terminals provided for external conductors from the busbar; and", "text": "(c) terminals provided for external conductors from the busbar; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2494", "parent": { "$ref": "#/groups/237" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 113, "bbox": { "l": 85.07999999999998, "t": 353.9602999999998, "r": 513.7284000000012, "b": 326.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 155 ] } ], "orig": "(d) a safety service circuit section of the switchboard, if any, from the general installation circuit's section, in accordance with Clause 7.2.", "text": "(d) a safety service circuit section of the switchboard, if any, from the general installation circuit's section, in accordance with Clause 7.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2495", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 113, "bbox": { "l": 96.42, "t": 322.8571999999999, "r": 145.63345799999996, "b": 310.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/2496", "parent": { "$ref": "#/groups/238" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 113, "bbox": { "l": 96.42, "t": 306.83737999999994, "r": 513.350363999999, "b": 242.624144, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 349 ] } ], "orig": "1 Separation in accordance with AS/NZS 3439.1 or AS/NZS 61439.2 may be achieved by the insulation of busbars, the use of barriers or by insulated housings, i.e. by the use of a Form 3b, Form 3bi, Form 3bh, Form 3bih, Form 4a, Form 4ah, Form 4aih or Form 4b, Form 4bi, Form 4bh, Form 4bih constructed switchboard.", "text": "1 Separation in accordance with AS/NZS 3439.1 or AS/NZS 61439.2 may be achieved by the insulation of busbars, the use of barriers or by insulated housings, i.e. by the use of a Form 3b, Form 3bi, Form 3bh, Form 3bih, Form 4a, Form 4ah, Form 4aih or Form 4b, Form 4bi, Form 4bh, Form 4bih constructed switchboard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2497", "parent": { "$ref": "#/groups/238" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 113, "bbox": { "l": 96.42, "t": 238.85800399999994, "r": 513.3382860000007, "b": 174.58437800000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 313 ] } ], "orig": "2 The required degree of protection, IP2X or IP1XB, is to prevent the entry of objects and contact with live parts by a person's finger. To prevent the entry of tools or wires, the degree of protection may be increased, i.e. small tools IP3X or IP2XC (2.5 mm diameter) and wires IP4X or IP3XD (1 mm diameter).", "text": "2 The required degree of protection, IP2X or IP1XB, is to prevent the entry of objects and contact with live parts by a person's finger. To prevent the entry of tools or wires, the degree of protection may be increased, i.e. small tools IP3X or IP2XC (2.5 mm diameter) and wires IP4X or IP3XD (1 mm diameter).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2498", "parent": { "$ref": "#/groups/238" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 113, "bbox": { "l": 96.42, "t": 170.87752999999998, "r": 513.4085579999996, "b": 93.58382000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 443 ] } ], "orig": "3 Internal arc fault testing of switchboard designs to Annex ZD of AS/NZS 3439.1:2002 or AS/NZS 61439, or IEC/TR 61641 is not required and is considered to be an enhancement of internal separation. These designs are intended to prevent the arc or products of the arc affecting other parts of the switchboard. Arc fault containment is achieved by the arrangement of the busbars and functional units of the switchboard in vented", "text": "3 Internal arc fault testing of switchboard designs to Annex ZD of AS/NZS 3439.1:2002 or AS/NZS 61439, or IEC/TR 61641 is not required and is considered to be an enhancement of internal separation. These designs are intended to prevent the arc or products of the arc affecting other parts of the switchboard. Arc fault containment is achieved by the arrangement of the busbars and functional units of the switchboard in vented", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2499", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 113, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/2500", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 113, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/2501", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 114, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/2502", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 114, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/2503", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 114, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "110", "text": "110" }, { "self_ref": "#/texts/2504", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 114, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/2505", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 114, "bbox": { "l": 113.46, "t": 751.8572, "r": 513.3263459999993, "b": 687.583574, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 341 ] } ], "orig": "compartments and relies, for its effectiveness, on compartment access doors being closed during a fault. It is not designed to prevent the initiation of a fault during maintenance and is also not designed to provide switching operator or maintenance personnel protection if any covers are not properly fixed in place.", "text": "compartments and relies, for its effectiveness, on compartment access doors being closed during a fault. It is not designed to prevent the initiation of a fault during maintenance and is also not designed to provide switching operator or maintenance personnel protection if any covers are not properly fixed in place." }, { "self_ref": "#/texts/2506", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 114, "bbox": { "l": 66.6, "t": 611.8922, "r": 74.862, "b": 596.29052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/2507", "parent": { "$ref": "#/pictures/26" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 114, "bbox": { "l": 170.34, "t": 507.8372, "r": 428.0614619999999, "b": 495.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "FIGURE 2.11 PARTS OF FUNCTIONAL UNITS", "text": "FIGURE 2.11 PARTS OF FUNCTIONAL UNITS" }, { "self_ref": "#/texts/2508", "parent": { "$ref": "#/pictures/26" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 114, "bbox": { "l": 314.0438, "t": 626.0735824, "r": 443.2179600000002, "b": 618.5318248, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "Functional unit compartment", "text": "Functional unit compartment" }, { "self_ref": "#/texts/2509", "parent": { "$ref": "#/pictures/26" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 114, "bbox": { "l": 314.0438, "t": 615.88453138, "r": 425.93326763000005, "b": 608.34277378, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "Requirements related to", "text": "Requirements related to" }, { "self_ref": "#/texts/2510", "parent": { "$ref": "#/pictures/26" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 114, "bbox": { "l": 314.0438, "t": 605.69548036, "r": 449.43786576999963, "b": 598.15372276, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "accessibility for maintenance", "text": "accessibility for maintenance" }, { "self_ref": "#/texts/2511", "parent": { "$ref": "#/pictures/26" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 114, "bbox": { "l": 154.13978719999997, "t": 590.5701613, "r": 202.0880456300001, "b": 583.0284037, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Not part of", "text": "Not part of" }, { "self_ref": "#/texts/2512", "parent": { "$ref": "#/pictures/26" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 114, "bbox": { "l": 144.65993354999998, "t": 580.38111028, "r": 211.5628003000002, "b": 572.83935268, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "Functional unit", "text": "Functional unit" }, { "self_ref": "#/texts/2513", "parent": { "$ref": "#/pictures/26" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 114, "bbox": { "l": 314.04295017, "t": 542.93423626, "r": 430.1764688199996, "b": 535.39247866, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "Element of functional unit", "text": "Element of functional unit" }, { "self_ref": "#/texts/2514", "parent": { "$ref": "#/pictures/26" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 114, "bbox": { "l": 314.0438, "t": 575.450756, "r": 444.0278479899996, "b": 567.922612, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "Additional protection subject", "text": "Additional protection subject" }, { "self_ref": "#/texts/2515", "parent": { "$ref": "#/pictures/26" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 114, "bbox": { "l": 314.0438, "t": 565.261362, "r": 373.11718296, "b": 557.733218, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "t o agreement", "text": "t o agreement" }, { "self_ref": "#/texts/2516", "parent": { "$ref": "#/pictures/26" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 114, "bbox": { "l": 314.0438, "t": 655.3878932, "r": 426.51625100999934, "b": 647.8597492, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "Tee off - not distribution", "text": "Tee off - not distribution" }, { "self_ref": "#/texts/2517", "parent": { "$ref": "#/pictures/26" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 114, "bbox": { "l": 314.0438, "t": 645.1984992, "r": 344.27055343999996, "b": 637.6703552, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "busbar", "text": "busbar" }, { "self_ref": "#/texts/2518", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 114, "bbox": { "l": 85.08, "t": 482.9603, "r": 513.6120000000002, "b": 455.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "2.5.5.3 Limitation of the harmful effects of a switchboard internal arcing fault", "text": "2.5.5.3 Limitation of the harmful effects of a switchboard internal arcing fault", "level": 1 }, { "self_ref": "#/texts/2519", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 114, "bbox": { "l": 85.08000000000001, "t": 448.9403, "r": 513.6672, "b": 407.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "Protective devices shall be provided to limit, as far as practicable, the harmful effects of a switchboard internal arcing fault by automatic disconnection.", "text": "Protective devices shall be provided to limit, as far as practicable, the harmful effects of a switchboard internal arcing fault by automatic disconnection." }, { "self_ref": "#/texts/2520", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 114, "bbox": { "l": 85.08000000000001, "t": 400.9402999999999, "r": 513.6060000000008, "b": 359.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 163 ] } ], "orig": "The arcing fault current between phases, or between phase and earth, is deemed to be in the range of 30% to 60% of the prospective short-circuit current.", "text": "The arcing fault current between phases, or between phase and earth, is deemed to be in the range of 30% to 60% of the prospective short-circuit current." }, { "self_ref": "#/texts/2521", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 114, "bbox": { "l": 85.08000000000004, "t": 352.94029999999987, "r": 513.6456000000006, "b": 325.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "Protection shall be initiated, i.e. pick up at a current less than 30% of the three-phase prospective fault level.", "text": "Protection shall be initiated, i.e. pick up at a current less than 30% of the three-phase prospective fault level." }, { "self_ref": "#/texts/2522", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 114, "bbox": { "l": 85.08000000000004, "t": 318.92029999999977, "r": 513.580800000001, "b": 291.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "To minimize damage to the switchboard, the interrupting time shall not exceed the value obtained from the following equation.", "text": "To minimize damage to the switchboard, the interrupting time shall not exceed the value obtained from the following equation." }, { "self_ref": "#/texts/2523", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 114, "bbox": { "l": 85.08000000000001, "t": 284.96029999999973, "r": 372.5111999999999, "b": 271.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "The general damage limit is given by the following:", "text": "The general damage limit is given by the following:" }, { "self_ref": "#/texts/2524", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "formula", "prov": [ { "page_no": 114, "bbox": { "l": 113.46000000000001, "t": 265.95125299999995, "r": 510.0732000000002, "b": 232.12827914000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "Clearing time e r 1.5 f k l t l   . . . 2.5", "text": "" }, { "self_ref": "#/texts/2525", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 114, "bbox": { "l": 85.08000000000004, "t": 224.72039999999993, "r": 122.64000000000004, "b": 211.3284, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "where", "text": "where" }, { "self_ref": "#/texts/2526", "parent": { "$ref": "#/groups/240" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 114, "bbox": { "l": 113.46000000000004, "t": 204.74040000000002, "r": 120.45840000000004, "b": 191.34839999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "t", "text": "t" }, { "self_ref": "#/texts/2527", "parent": { "$ref": "#/groups/240" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 114, "bbox": { "l": 134.70000000000005, "t": 204.74040000000002, "r": 291.79440000000034, "b": 191.34839999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "= clearing time, in seconds", "text": "= clearing time, in seconds" }, { "self_ref": "#/texts/2528", "parent": { "$ref": "#/groups/240" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 114, "bbox": { "l": 113.46000000000004, "t": 184.7604, "r": 118.61844, "b": 171.36840000000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "l f", "text": "l f" }, { "self_ref": "#/texts/2529", "parent": { "$ref": "#/groups/240" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 114, "bbox": { "l": 134.7, "t": 184.76029999999992, "r": 351.8015999999999, "b": 171.36829999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "= 30% of the prospective fault current", "text": "= 30% of the prospective fault current" }, { "self_ref": "#/texts/2530", "parent": { "$ref": "#/groups/240" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 114, "bbox": { "l": 113.45999999999998, "t": 164.72029999999995, "r": 119.05734000000001, "b": 151.3283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "l r", "text": "l r" }, { "self_ref": "#/texts/2531", "parent": { "$ref": "#/groups/240" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 114, "bbox": { "l": 134.70000000000002, "t": 164.72039999999993, "r": 333.6000000000006, "b": 151.3284, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "= current rating of the switchboard", "text": "= current rating of the switchboard" }, { "self_ref": "#/texts/2532", "parent": { "$ref": "#/groups/240" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 114, "bbox": { "l": 113.46000000000001, "t": 144.74040000000002, "r": 441.11760000000066, "b": 131.3483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "k e = 250 constant, based on acceptable volume damage", "text": "k e = 250 constant, based on acceptable volume damage" }, { "self_ref": "#/texts/2533", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 114, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/2534", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 115, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/2535", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 115, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/2536", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 115, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "111", "text": "111" }, { "self_ref": "#/texts/2537", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 115, "bbox": { "l": 85.08, "t": 751.9403, "r": 137.13600000000002, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Example :", "text": "Example :", "level": 1 }, { "self_ref": "#/texts/2538", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 115, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 513.6275999999995, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 148 ] } ], "orig": "The maximum arcing fault clearing time at a customer's 800 A-rated main switchboard with a prospective fault current at the switchboard of 16.67 kA.", "text": "The maximum arcing fault clearing time at a customer's 800 A-rated main switchboard with a prospective fault current at the switchboard of 16.67 kA." }, { "self_ref": "#/texts/2539", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 115, "bbox": { "l": 85.07999999999998, "t": 697.9403, "r": 155.42399999999998, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Therefore-", "text": "Therefore-" }, { "self_ref": "#/texts/2540", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "formula", "prov": [ { "page_no": 115, "bbox": { "l": 113.45999999999998, "t": 678.0203, "r": 270.0540000000003, "b": 637.0214786, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "If = 30% of 16.67 kA = 5 kA  250 800 s", "text": "" }, { "self_ref": "#/texts/2541", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "formula", "prov": [ { "page_no": 115, "bbox": { "l": 114.72157970000002, "t": 651.6511746, "r": 218.12682160000003, "b": 627.7215156, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "  1.5 0.57 5000 t", "text": "" }, { "self_ref": "#/texts/2542", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 115, "bbox": { "l": 85.0820081, "t": 621.1682299, "r": 513.6214157000009, "b": 593.7616119, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "i.e. the protective device settings are set to clear an arcing fault of 5 kA in less than 0.57 s.", "text": "i.e. the protective device settings are set to clear an arcing fault of 5 kA in less than 0.57 s.", "level": 1 }, { "self_ref": "#/texts/2543", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 115, "bbox": { "l": 96.42, "t": 590.0372, "r": 513.3547559999988, "b": 551.8037419999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 216 ] } ], "orig": "NOTE: Overcurrent protective devices should be set to as low an initiation current as possible while still maintaining the correct function of the installation, e.g. set higher than motor-starting currents.", "text": "NOTE: Overcurrent protective devices should be set to as low an initiation current as possible while still maintaining the correct function of the installation, e.g. set higher than motor-starting currents." }, { "self_ref": "#/texts/2544", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 115, "bbox": { "l": 85.08, "t": 545.148355, "r": 482.8693746999991, "b": 531.721759, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "Earth fault protective devices shall have a maximum setting of 1200 A.", "text": "Earth fault protective devices shall have a maximum setting of 1200 A." }, { "self_ref": "#/texts/2545", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 115, "bbox": { "l": 85.07999999999996, "t": 525.1684733000001, "r": 517.2696130000004, "b": 497.76185530000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "The settings of protective devices shall be verified by inspection [see Clause 8.2.2(c)(ii)].", "text": "The settings of protective devices shall be verified by inspection [see Clause 8.2.2(c)(ii)]." }, { "self_ref": "#/texts/2546", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 115, "bbox": { "l": 96.42, "t": 494.0372, "r": 513.3558540000007, "b": 442.783658, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 268 ] } ], "orig": "NOTE: The electricity distributor should be consulted for discrimination requirements between installation protective devices and the electricity distributor's service protective devices. The curves and settings of service protective devices will be required.", "text": "NOTE: The electricity distributor should be consulted for discrimination requirements between installation protective devices and the electricity distributor's service protective devices. The curves and settings of service protective devices will be required." }, { "self_ref": "#/texts/2547", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 115, "bbox": { "l": 85.08, "t": 436.188355, "r": 513.6386572000007, "b": 394.74155999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 202 ] } ], "orig": "Where arc detectors are used, immunity to extraneous light sources that may cause operation of the protection is necessary. Arc detectors do not obviate requirements for discrimination.", "text": "Where arc detectors are used, immunity to extraneous light sources that may cause operation of the protection is necessary. Arc detectors do not obviate requirements for discrimination." }, { "self_ref": "#/texts/2548", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 115, "bbox": { "l": 85.08, "t": 388.1603, "r": 494.54399999999987, "b": 374.7683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "2.5.6 Coordination of overload and short-circuit protective devices", "text": "2.5.6 Coordination of overload and short-circuit protective devices", "level": 1 }, { "self_ref": "#/texts/2549", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 115, "bbox": { "l": 85.07999999999998, "t": 368.148355, "r": 326.9291404999998, "b": 354.72175899999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "2.5.6.1 Protection afforded by one device", "text": "2.5.6.1 Protection afforded by one device", "level": 1 }, { "self_ref": "#/texts/2550", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 115, "bbox": { "l": 85.0795723, "t": 348.16847329999996, "r": 513.6671039000003, "b": 278.76163429999986, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 338 ] } ], "orig": "An overload protective device that complies with Clause 2.5.3 and has a breaking capacity not less than the value of the prospective short-circuit current at its point of installation may be deemed to protect the conductor on the load side of that point against short-circuit currents and overload currents.", "text": "An overload protective device that complies with Clause 2.5.3 and has a breaking capacity not less than the value of the prospective short-circuit current at its point of installation may be deemed to protect the conductor on the load side of that point against short-circuit currents and overload currents." }, { "self_ref": "#/texts/2551", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 115, "bbox": { "l": 96.42, "t": 275.0372, "r": 516.7190279999992, "b": 223.78365800000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 270 ] } ], "orig": "NOTE: This consideration may not be valid for short-circuit currents lower than the prospective value, or for certain types of circuit-breakers, especially non-current-limiting types. Its validity should be checked, in accordance with the requirements of Clause 2.5.4.2.", "text": "NOTE: This consideration may not be valid for short-circuit currents lower than the prospective value, or for certain types of circuit-breakers, especially non-current-limiting types. Its validity should be checked, in accordance with the requirements of Clause 2.5.4.2." }, { "self_ref": "#/texts/2552", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 115, "bbox": { "l": 66.6, "t": 217.3922, "r": 361.3775028, "b": 201.79052000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "2.5.6.2 Protection afforded by separate devices *", "text": "2.5.6.2 Protection afforded by separate devices *", "level": 1 }, { "self_ref": "#/texts/2553", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 115, "bbox": { "l": 85.0795723, "t": 197.14831830000003, "r": 513.6286047000002, "b": 169.74170030000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 149 ] } ], "orig": "The requirements of Clauses 2.5.3 and 2.5.4 apply respectively to the overload protective device and to the short-circuit protective device.", "text": "The requirements of Clauses 2.5.3 and 2.5.4 apply respectively to the overload protective device and to the short-circuit protective device." }, { "self_ref": "#/texts/2554", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 115, "bbox": { "l": 85.0795723, "t": 163.1884146, "r": 513.6610884, "b": 107.76159759999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 266 ] } ], "orig": "The characteristics of the devices shall be coordinated so that the energy let through by the short-circuit protective device does not exceed that which can be withstood without damage by the overload protective device in accordance with Clause 2.5.4.5(a).", "text": "The characteristics of the devices shall be coordinated so that the energy let through by the short-circuit protective device does not exceed that which can be withstood without damage by the overload protective device in accordance with Clause 2.5.4.5(a)." }, { "self_ref": "#/texts/2555", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 115, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/2556", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 115, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/2557", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 116, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/2558", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 116, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/2559", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 116, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "112", "text": "112", "level": 1 }, { "self_ref": "#/texts/2560", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 116, "bbox": { "l": 85.08, "t": 751.968355, "r": 517.2431448000004, "b": 724.561737, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "The selection of protective devices shall be verified by inspection [see Clause 8.2.2(c)(ii)].", "text": "The selection of protective devices shall be verified by inspection [see Clause 8.2.2(c)(ii)]." }, { "self_ref": "#/texts/2561", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 116, "bbox": { "l": 85.08, "t": 717.9203, "r": 247.2696000000003, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "2.5.7 Reliability of supply", "text": "2.5.7 Reliability of supply", "level": 1 }, { "self_ref": "#/texts/2562", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 116, "bbox": { "l": 85.08, "t": 697.968355, "r": 182.96017899999987, "b": 684.541759, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "2.5.7.1 General", "text": "2.5.7.1 General", "level": 1 }, { "self_ref": "#/texts/2563", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 116, "bbox": { "l": 85.0795723, "t": 677.9884733, "r": 513.6358233000007, "b": 608.5214793000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 351 ] } ], "orig": "The electrical installation shall be designed to provide a reliable supply by dividing the electrical installation into appropriate circuits and selecting protective devices with appropriate discrimination (selectivity) so that in the event of a fault occurring, the loss of supply resulting from operation of a protective device is minimized.", "text": "The electrical installation shall be designed to provide a reliable supply by dividing the electrical installation into appropriate circuits and selecting protective devices with appropriate discrimination (selectivity) so that in the event of a fault occurring, the loss of supply resulting from operation of a protective device is minimized." }, { "self_ref": "#/texts/2564", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 116, "bbox": { "l": 85.07957230000002, "t": 601.9681936000002, "r": 513.5901054999993, "b": 574.5615756000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "The selection and setting of protective devices shall be verified by inspection [see Clause 8.2.2(c)(ii)].", "text": "The selection and setting of protective devices shall be verified by inspection [see Clause 8.2.2(c)(ii)]." }, { "self_ref": "#/texts/2565", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 116, "bbox": { "l": 85.08, "t": 567.948355, "r": 329.22104599999994, "b": 554.521759, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "2.5.7.2 Coordination of protective devices", "text": "2.5.7.2 Coordination of protective devices", "level": 1 }, { "self_ref": "#/texts/2566", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 116, "bbox": { "l": 66.12, "t": 549.0722, "r": 193.52017899999987, "b": 533.47052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "2.5.7.2.1 General *", "text": "2.5.7.2.1 General *", "level": 1 }, { "self_ref": "#/texts/2567", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 116, "bbox": { "l": 85.07996359999999, "t": 527.9884733, "r": 513.6169650000006, "b": 500.52170029999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 129 ] } ], "orig": "Coordination of protective devices requires consideration of both discrimination (selectivity) and backup (cascading) protection.", "text": "Coordination of protective devices requires consideration of both discrimination (selectivity) and backup (cascading) protection." }, { "self_ref": "#/texts/2568", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 116, "bbox": { "l": 85.07996359999993, "t": 493.96841459999996, "r": 513.6807293000004, "b": 424.56157559999986, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 331 ] } ], "orig": "Discrimination (selectivity) between protective devices depends on the operating characteristics of two or more protective devices such that the protective device for the downstream circuit shall operate for a given fault current while the protective device(s) for the upstream circuit shall not operate.", "text": "Discrimination (selectivity) between protective devices depends on the operating characteristics of two or more protective devices such that the protective device for the downstream circuit shall operate for a given fault current while the protective device(s) for the upstream circuit shall not operate." }, { "self_ref": "#/texts/2569", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 116, "bbox": { "l": 85.0799635999999, "t": 417.9481348999999, "r": 513.6674952000006, "b": 362.5213178999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 292 ] } ], "orig": "Backup (cascading) depends on the characteristics of each of the two devices as well as the behaviour of the two devices when operating in series. This includes the energy let through when sharing the fault as well as the peak current withstand of the downstream device.", "text": "Backup (cascading) depends on the characteristics of each of the two devices as well as the behaviour of the two devices when operating in series. This includes the energy let through when sharing the fault as well as the peak current withstand of the downstream device." }, { "self_ref": "#/texts/2570", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 116, "bbox": { "l": 96.42, "t": 358.8572, "r": 473.2678740000001, "b": 346.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "NOTE: Manufacturer's instructions/data should be used where available.", "text": "NOTE: Manufacturer's instructions/data should be used where available." }, { "self_ref": "#/texts/2571", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 116, "bbox": { "l": 85.07999999999998, "t": 339.948455, "r": 513.6891874000003, "b": 312.541837, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "Figure 2.12 provides a generic overview of discrimination (selectivity) between protective devices.", "text": "Figure 2.12 provides a generic overview of discrimination (selectivity) between protective devices." }, { "self_ref": "#/texts/2572", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 116, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/2573", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 117, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/2574", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 117, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/2575", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 117, "bbox": { "l": 85.08, "t": 527.7883999999999, "r": 127.87241400000002, "b": 516.6060799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/2576", "parent": { "$ref": "#/groups/241" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 117, "bbox": { "l": 85.08, "t": 513.568016, "r": 513.093318, "b": 480.36574399999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 210 ] } ], "orig": "1 Discrimination (selectivity) is achieved when PD 1 remains intact while PD 2 clears a fault on the load side. Thus supply is maintained to PD 3 and the remainder of the electrical installation.", "text": "1 Discrimination (selectivity) is achieved when PD 1 remains intact while PD 2 clears a fault on the load side. Thus supply is maintained to PD 3 and the remainder of the electrical installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2577", "parent": { "$ref": "#/groups/241" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 117, "bbox": { "l": 85.07999999999998, "t": 477.56816, "r": 513.071274, "b": 455.345804, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "2 For examples and detailed requirements of compliant time-current curves, see Figures 2.13 to 2.18.", "text": "2 For examples and detailed requirements of compliant time-current curves, see Figures 2.13 to 2.18.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2578", "parent": { "$ref": "#/groups/241" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 117, "bbox": { "l": 85.07899800000004, "t": 451.767662, "r": 513.0953220000001, "b": 428.58538999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 151 ] } ], "orig": "3 Discrimination (selectivity) need not apply where protective devices are in series on the same circuits such as in UPS connected supplies.", "text": "3 Discrimination (selectivity) need not apply where protective devices are in series on the same circuits such as in UPS connected supplies.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2579", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 117, "bbox": { "l": 140.28, "t": 409.8572, "r": 458.11915799999986, "b": 384.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "FIGURE 2.12 DISCRIMINATION/SELECTIVITY BETWEEN PROTECTIVE DEVICES-GENERAL", "text": "FIGURE 2.12 DISCRIMINATION/SELECTIVITY BETWEEN PROTECTIVE DEVICES-GENERAL", "level": 1 }, { "self_ref": "#/texts/2580", "parent": { "$ref": "#/groups/242" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 117, "bbox": { "l": 66.6, "t": 371.988355, "r": 414.1121733000002, "b": 355.75052000000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "2.5.7.2.2 Safety service circuit discrimination (selectivity) *", "text": "2.5.7.2.2 Safety service circuit discrimination (selectivity) *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2581", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 117, "bbox": { "l": 85.07996359999999, "t": 351.9483183, "r": 403.5802359000008, "b": 338.52172229999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "A fault current up to the level of an arcing fault current-", "text": "A fault current up to the level of an arcing fault current-" }, { "self_ref": "#/texts/2582", "parent": { "$ref": "#/groups/243" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 117, "bbox": { "l": 85.07996359999999, "t": 331.96843659999996, "r": 513.6578704000007, "b": 304.5618185999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "(a) on one safety service circuit shall not result in loss of supply to other safety service circuits; and", "text": "(a) on one safety service circuit shall not result in loss of supply to other safety service circuits; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2583", "parent": { "$ref": "#/groups/243" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 117, "bbox": { "l": 85.07996359999999, "t": 297.94837789999997, "r": 513.6771200000004, "b": 270.5417599, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "(b) on the general electrical installation shall not result in loss of supply to safety services.", "text": "(b) on the general electrical installation shall not result in loss of supply to safety services.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2584", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 117, "bbox": { "l": 85.07996359999996, "t": 263.9884741999999, "r": 513.6855417000004, "b": 208.5616571999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 252 ] } ], "orig": "Discrimination (selectivity) shall be provided between protective devices up to the level of an arcing fault current, which is deemed to be in the range of 30% to 60% of the prospective short-circuit current in accordance with Clause 7.2.3.5.", "text": "Discrimination (selectivity) shall be provided between protective devices up to the level of an arcing fault current, which is deemed to be in the range of 30% to 60% of the prospective short-circuit current in accordance with Clause 7.2.3.5." }, { "self_ref": "#/texts/2585", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 117, "bbox": { "l": 96.41999999999999, "t": 204.83719999999994, "r": 513.3075419999993, "b": 179.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "NOTE: An example of protective devices and the arcing fault current is shown in Figure 2.13.", "text": "NOTE: An example of protective devices and the arcing fault current is shown in Figure 2.13." }, { "self_ref": "#/texts/2586", "parent": { "$ref": "#/groups/244" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 117, "bbox": { "l": 66.6, "t": 172.96845499999995, "r": 419.51168610000025, "b": 157.27052000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "2.5.7.2.3 General supply circuit discrimination (selectivity) *", "text": "2.5.7.2.3 General supply circuit discrimination (selectivity) *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2587", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 117, "bbox": { "l": 85.07996360000001, "t": 152.98857329999998, "r": 513.6482456000002, "b": 111.54177830000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 194 ] } ], "orig": "In accordance with Clause 2.5.7.1, to minimize loss of supply, discrimination (selectivity) shall be arranged between protective devices for outgoing circuits and the upstream protective device.", "text": "In accordance with Clause 2.5.7.1, to minimize loss of supply, discrimination (selectivity) shall be arranged between protective devices for outgoing circuits and the upstream protective device." }, { "self_ref": "#/texts/2588", "parent": { "$ref": "#/pictures/27" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 117, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "113", "text": "113" }, { "self_ref": "#/texts/2589", "parent": { "$ref": "#/pictures/27" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 117, "bbox": { "l": 311.5174, "t": 713.7531804, "r": 316.243956, "b": 706.2419208, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "1", "text": "1" }, { "self_ref": "#/texts/2590", "parent": { "$ref": "#/pictures/27" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 117, "bbox": { "l": 373.0369, "t": 608.0862804000001, "r": 377.763456, "b": 600.5750208000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "3", "text": "3" }, { "self_ref": "#/texts/2591", "parent": { "$ref": "#/pictures/27" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 117, "bbox": { "l": 255.017, "t": 609.3108804, "r": 259.743556, "b": 601.7996208, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "2", "text": "2" }, { "self_ref": "#/texts/2592", "parent": { "$ref": "#/pictures/27" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 117, "bbox": { "l": 286.8141404, "t": 710.7893571, "r": 299.31401079999995, "b": 703.2780975, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "PD", "text": "PD" }, { "self_ref": "#/texts/2593", "parent": { "$ref": "#/pictures/27" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 117, "bbox": { "l": 230.3334964, "t": 593.6765843999999, "r": 242.8333668, "b": 586.1653247999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "PD", "text": "PD" }, { "self_ref": "#/texts/2594", "parent": { "$ref": "#/pictures/27" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 117, "bbox": { "l": 345.23046209999995, "t": 593.6765843999999, "r": 357.7303324999999, "b": 586.1653247999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "PD", "text": "PD" }, { "self_ref": "#/texts/2595", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 117, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/2596", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 117, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/2597", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 118, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/2598", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 118, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "114", "text": "114" }, { "self_ref": "#/texts/2599", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 118, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/2600", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 118, "bbox": { "l": 85.08, "t": 751.968355, "r": 513.7276866000001, "b": 696.5415380000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 294 ] } ], "orig": "Discrimination is achieved using a discrimination study, the ratios shown below or manufacturer's data and tables. Circuit-breakers with curves shown in AS/NZS IEC 60947.2:2015 Figure K.1, current limiting and reflex tripping circuit-breakers may require special consideration.", "text": "Discrimination is achieved using a discrimination study, the ratios shown below or manufacturer's data and tables. Circuit-breakers with curves shown in AS/NZS IEC 60947.2:2015 Figure K.1, current limiting and reflex tripping circuit-breakers may require special consideration." }, { "self_ref": "#/texts/2601", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 118, "bbox": { "l": 85.07860879999996, "t": 689.988355, "r": 513.6468908000005, "b": 648.54156, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "Discrimination need not apply above the arcing fault current I arc which is deemed to be in the range of 30% to 60% of the prospective short-circuit current.", "text": "Discrimination need not apply above the arcing fault current I arc which is deemed to be in the range of 30% to 60% of the prospective short-circuit current." }, { "self_ref": "#/texts/2602", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 118, "bbox": { "l": 85.07860879999996, "t": 641.9882743000001, "r": 513.6168133000006, "b": 614.5215013000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "Discrimination need not apply where protective devices are in series on the same circuit such as in UPS connected supplies.", "text": "Discrimination need not apply where protective devices are in series on the same circuit such as in UPS connected supplies." }, { "self_ref": "#/texts/2603", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 118, "bbox": { "l": 85.07860879999996, "t": 607.9682156000001, "r": 204.84119829999972, "b": 594.5416196000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "Refer to Figure 2.13.", "text": "Refer to Figure 2.13." }, { "self_ref": "#/texts/2604", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 118, "bbox": { "l": 85.07860879999996, "t": 587.9883339000002, "r": 513.5987668000005, "b": 546.5415389000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "Downstream devices shall be selected to discriminate (provide selectivity) with upstream devices, using time-current curves, in accordance with the following:", "text": "Downstream devices shall be selected to discriminate (provide selectivity) with upstream devices, using time-current curves, in accordance with the following:" }, { "self_ref": "#/texts/2605", "parent": { "$ref": "#/groups/245" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 118, "bbox": { "l": 85.07860879999996, "t": 539.988355, "r": 513.6480793000002, "b": 512.521582, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 145 ] } ], "orig": "(a) Circuit-breakers Two circuit-breakers, connected such that C 2 is the downstream device and C 1 the upstream device, shall be selected:", "text": "(a) Circuit-breakers Two circuit-breakers, connected such that C 2 is the downstream device and C 1 the upstream device, shall be selected:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2606", "parent": { "$ref": "#/groups/245" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 118, "bbox": { "l": 113.39881319999995, "t": 505.96847329999997, "r": 513.6190917999996, "b": 464.52155999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 155 ] } ], "orig": "(i) For ratings of C 2 greater than or equal to 800 A, discrimination shall be provided by a coordination study using manufacturer's data.", "text": "(i) For ratings of C 2 greater than or equal to 800 A, discrimination shall be provided by a coordination study using manufacturer's data.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2607", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 118, "bbox": { "l": 141.78, "t": 460.8572, "r": 513.3245339999994, "b": 435.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "NOTE: Curve references are found in AS/NZS IEC 60947.2:2015, Figure K.1.", "text": "NOTE: Curve references are found in AS/NZS IEC 60947.2:2015, Figure K.1." }, { "self_ref": "#/texts/2608", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 118, "bbox": { "l": 141.78, "t": 428.988355, "r": 513.6148984000006, "b": 401.52158199999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "Allowance for tolerances on settings may be required. Refer to Figure 2.14.", "text": "Allowance for tolerances on settings may be required. Refer to Figure 2.14." }, { "self_ref": "#/texts/2609", "parent": { "$ref": "#/groups/246" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 118, "bbox": { "l": 113.4000741, "t": 394.96835500000003, "r": 513.6272404000003, "b": 367.561737, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 145 ] } ], "orig": "(ii) For ratings of C 2 greater than or equal to 250 A, and less than 800 A, discrimination shall be provided between overload curves.", "text": "(ii) For ratings of C 2 greater than or equal to 250 A, and less than 800 A, discrimination shall be provided between overload curves.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2610", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 118, "bbox": { "l": 141.780311, "t": 360.94829630000004, "r": 513.5767102000008, "b": 333.445611, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "Discrimination is deemed to be achieved if the overload setting of C 1  1.5  C 2, e.g. C 1 1000 A with C 2 630 A.", "text": "Discrimination is deemed to be achieved if the overload setting of C 1  1.5  C 2, e.g. C 1 1000 A with C 2 630 A." }, { "self_ref": "#/texts/2611", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 118, "bbox": { "l": 141.77934519999997, "t": 326.9885733, "r": 261.56719980000014, "b": 313.56197729999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "Refer to Figure 2.15.", "text": "Refer to Figure 2.15." }, { "self_ref": "#/texts/2612", "parent": { "$ref": "#/groups/247" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 118, "bbox": { "l": 113.39941929999996, "t": 306.9485366, "r": 513.644618, "b": 265.56183699999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 171 ] } ], "orig": "(iii) For ratings of C 2 less than 250 A, discrimination is deemed to be achieved if C 1  1.5  C 2, e.g. C 1 MCB marked C63 with MCB C 2 marked C40 (i.e. both C curves).", "text": "(iii) For ratings of C 2 less than 250 A, discrimination is deemed to be achieved if C 1  1.5  C 2, e.g. C 1 MCB marked C63 with MCB C 2 marked C40 (i.e. both C curves).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2613", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 118, "bbox": { "l": 141.778439, "t": 258.9483963, "r": 261.56629360000017, "b": 245.5218003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "Refer to Figure 2.16.", "text": "Refer to Figure 2.16." }, { "self_ref": "#/texts/2614", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 118, "bbox": { "l": 141.778439, "t": 240.14030000000002, "r": 509.056118000001, "b": 225.45229999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "Exception: For ratings of C2  80 A discrimination is not required.", "text": "Exception: For ratings of C2  80 A discrimination is not required." }, { "self_ref": "#/texts/2615", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 118, "bbox": { "l": 113.46, "t": 221.87720000000002, "r": 162.619656, "b": 209.62351999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/2616", "parent": { "$ref": "#/groups/248" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 118, "bbox": { "l": 113.46, "t": 205.85738000000003, "r": 513.3137160000008, "b": 180.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "1 I SD is not available on MCBs and only available on some MCCBs with electronic trip units.", "text": "1 I SD is not available on MCBs and only available on some MCCBs with electronic trip units.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2617", "parent": { "$ref": "#/groups/248" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 118, "bbox": { "l": 113.46054600000001, "t": 176.87658799999997, "r": 513.2917560000003, "b": 151.60282400000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "2 Where a circuit-breaker is installed for load limiting purposes, such as on submains, reliability of supply is not required.", "text": "2 Where a circuit-breaker is installed for load limiting purposes, such as on submains, reliability of supply is not required.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2618", "parent": { "$ref": "#/groups/248" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 118, "bbox": { "l": 85.08, "t": 144.948355, "r": 513.6847005000008, "b": 89.52166, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 242 ] } ], "orig": "(b) Fuses Two fuses connected such that F 2 is the downstream device and F 1 the upstream device shall be selected such that the characteristics of the devices provide discrimination (selectivity) on overload (see Figure 2.17).", "text": "(b) Fuses Two fuses connected such that F 2 is the downstream device and F 1 the upstream device shall be selected such that the characteristics of the devices provide discrimination (selectivity) on overload (see Figure 2.17).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2619", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 118, "bbox": { "l": 46.8, "t": 398.82529999999997, "r": 60.880500000000005, "b": 388.7813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/2620", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 118, "bbox": { "l": 46.8, "t": 265.0253, "r": 60.880500000000005, "b": 254.98129999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/2621", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 118, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/2622", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 119, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/2623", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 119, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "115", "text": "115" }, { "self_ref": "#/texts/2624", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 119, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/2625", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 119, "bbox": { "l": 113.46, "t": 751.968355, "r": 513.5821856000005, "b": 724.561737, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 80 ] } ], "orig": "Discrimination (selectivity) between HRC fuses is deemed to be achieved-", "text": "Discrimination (selectivity) between HRC fuses is deemed to be achieved-" }, { "self_ref": "#/texts/2626", "parent": { "$ref": "#/groups/249" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 119, "bbox": { "l": 113.399845, "t": 719.1514549999999, "r": 465.80394980000045, "b": 704.425511, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "(i) For overload when F 1  1.6  F 2, e.g. 16 A with 10 A; and", "text": "(i) For overload when F 1  1.6  F 2, e.g. 16 A with 10 A; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2627", "parent": { "$ref": "#/groups/249" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 119, "bbox": { "l": 113.3991164, "t": 699.1714549999999, "r": 513.3607679999997, "b": 655.41908, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 196 ] } ], "orig": "(ii) For short-circuit when F 1  2  F 2, e.g. 20 A with 10 A. NOTE: Overload curves are those for times >0.01 s. Short-circuit data is based on the total I 2 t of F 2  pre-arcing I 2 t of F 1 .", "text": "(ii) For short-circuit when F 1  2  F 2, e.g. 20 A with 10 A. NOTE: Overload curves are those for times >0.01 s. Short-circuit data is based on the total I 2 t of F 2  pre-arcing I 2 t of F 1 .", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2628", "parent": { "$ref": "#/groups/249" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 119, "bbox": { "l": 85.08, "t": 648.948355, "r": 513.6914929000003, "b": 565.561737, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 373 ] } ], "orig": "(c) Fuse and circuit-breaker A fuse and a circuit-breaker connected such that C 2 is the downstream device and F 1 the upstream device shall be selected such that the characteristics of the devices provide discrimination (selectivity) between the overload curve and the instantaneous setting or short delay setting ( I SD) of C 2 and the timecurrent curve of F 1.", "text": "(c) Fuse and circuit-breaker A fuse and a circuit-breaker connected such that C 2 is the downstream device and F 1 the upstream device shall be selected such that the characteristics of the devices provide discrimination (selectivity) between the overload curve and the instantaneous setting or short delay setting ( I SD) of C 2 and the timecurrent curve of F 1.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2629", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 119, "bbox": { "l": 113.45905630000001, "t": 558.9483183, "r": 378.4634871000002, "b": 545.5217223, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "Back up fuses are not required to discriminate.", "text": "Back up fuses are not required to discriminate." }, { "self_ref": "#/texts/2630", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 119, "bbox": { "l": 113.45905630000001, "t": 538.9684366, "r": 287.5897348000004, "b": 525.5418406, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "For service fuses refer Note 5.", "text": "For service fuses refer Note 5." }, { "self_ref": "#/texts/2631", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 119, "bbox": { "l": 96.42, "t": 521.8772, "r": 145.63345799999996, "b": 509.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/2632", "parent": { "$ref": "#/groups/250" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 119, "bbox": { "l": 96.42, "t": 505.85738, "r": 513.3690300000003, "b": 428.62406, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 432 ] } ], "orig": "1 A coordination study requires the calculation of the prospective short-circuit currents, and comparison of the operating time of various protective devices, taking into consideration the actual current seen by each protective device. Manufacturer's data should be used to assess coordination (discrimination and back up) in the short-circuit area (above the short delay or Instantaneous setting of the protective devices).", "text": "1 A coordination study requires the calculation of the prospective short-circuit currents, and comparison of the operating time of various protective devices, taking into consideration the actual current seen by each protective device. Manufacturer's data should be used to assess coordination (discrimination and back up) in the short-circuit area (above the short delay or Instantaneous setting of the protective devices).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2633", "parent": { "$ref": "#/groups/250" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 119, "bbox": { "l": 96.42, "t": 424.85792, "r": 513.4096559999991, "b": 386.624462, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 216 ] } ], "orig": "2 Detailed requirements for coordination (selectivity and back up) as well as symbols, figures and examples are given in relevant Standards as follows: MCCBs and ACBs-AS/NZS IEC 60947.2, MCBs-AS/NZS 60898.", "text": "2 Detailed requirements for coordination (selectivity and back up) as well as symbols, figures and examples are given in relevant Standards as follows: MCCBs and ACBs-AS/NZS IEC 60947.2, MCBs-AS/NZS 60898.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2634", "parent": { "$ref": "#/groups/250" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 119, "bbox": { "l": 96.41999999999999, "t": 382.858322, "r": 513.3316979999989, "b": 318.584696, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 393 ] } ], "orig": "3 If devices are to be installed above their rated short-circuit capacity, the backup protection (cascading) requirements for circuit-breaker or fuse selection needs to be determined from manufacturer's data. Discrimination (selectivity), when backup protection of a circuit-breaker is applied, is limited (partial) and the value needs to be obtained from the manufacturer.", "text": "3 If devices are to be installed above their rated short-circuit capacity, the backup protection (cascading) requirements for circuit-breaker or fuse selection needs to be determined from manufacturer's data. Discrimination (selectivity), when backup protection of a circuit-breaker is applied, is limited (partial) and the value needs to be obtained from the manufacturer.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2635", "parent": { "$ref": "#/groups/250" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 119, "bbox": { "l": 96.41999999999999, "t": 315.97584800000004, "r": 504.8551380000004, "b": 302.5363279999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "4 Refer to Clause 2.5.5 for other requirements for  800 A main switchboards.", "text": "4 Refer to Clause 2.5.5 for other requirements for  800 A main switchboards.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2636", "parent": { "$ref": "#/groups/250" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 119, "bbox": { "l": 96.42109799999997, "t": 298.858028, "r": 513.3679319999999, "b": 234.58440199999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 351 ] } ], "orig": "5 The electricity distributor should be consulted for discrimination requirements between installation protective devices and the electricity distributor's service protective devices. The curves and settings of service protective devices will be required. For example, a 100 A service fuse will discriminate with a 32 A MCB.", "text": "5 The electricity distributor should be consulted for discrimination requirements between installation protective devices and the electricity distributor's service protective devices. The curves and settings of service protective devices will be required. For example, a 100 A service fuse will discriminate with a 32 A MCB.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2637", "parent": { "$ref": "#/groups/250" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 119, "bbox": { "l": 96.421098, "t": 230.87755400000003, "r": 374.1700800000003, "b": 218.623874, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "6 Discrimination requirements are not retrospective.", "text": "6 Discrimination requirements are not retrospective.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2638", "parent": { "$ref": "#/groups/252" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 119, "bbox": { "l": 96.421098, "t": 214.85773399999994, "r": 389.16656400000016, "b": 202.60405400000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "7 The following terms are used in Figures 2.13 to 2.18:", "text": "7 The following terms are used in Figures 2.13 to 2.18:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2639", "parent": { "$ref": "#/groups/251" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 119, "bbox": { "l": 114.420612, "t": 198.83791399999996, "r": 158.697438, "b": 186.39908000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "I PSC =", "text": "I PSC =" }, { "self_ref": "#/texts/2640", "parent": { "$ref": "#/groups/251" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 119, "bbox": { "l": 163.98650400000002, "t": 198.83719999999994, "r": 435.29022600000064, "b": 186.58352000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "prospective short-circuit current (see Clause 1.4.43)", "text": "prospective short-circuit current (see Clause 1.4.43)" }, { "self_ref": "#/texts/2641", "parent": { "$ref": "#/groups/251" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 119, "bbox": { "l": 114.41949000000002, "t": 182.87667199999999, "r": 128.128884, "b": 170.43908, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "I arc", "text": "I arc" }, { "self_ref": "#/texts/2642", "parent": { "$ref": "#/groups/251" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 119, "bbox": { "l": 148.92162000000002, "t": 182.87720000000002, "r": 428.451828, "b": 170.43908, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "= deemed maximum arcing fault current (= 60% I PSC)", "text": "= deemed maximum arcing fault current (= 60% I PSC)" }, { "self_ref": "#/texts/2643", "parent": { "$ref": "#/groups/251" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 119, "bbox": { "l": 114.42163199999999, "t": 166.85738000000003, "r": 117.47407199999999, "b": 154.6037, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "I", "text": "I" }, { "self_ref": "#/texts/2644", "parent": { "$ref": "#/groups/251" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 119, "bbox": { "l": 117.78, "t": 166.85720000000003, "r": 158.70025199999998, "b": 154.41908, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "i =", "text": "i =" }, { "self_ref": "#/texts/2645", "parent": { "$ref": "#/groups/251" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 119, "bbox": { "l": 163.98931799999997, "t": 166.85720000000003, "r": 277.29193799999996, "b": 154.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "instantaneous setting", "text": "instantaneous setting" }, { "self_ref": "#/texts/2646", "parent": { "$ref": "#/groups/251" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 119, "bbox": { "l": 114.422304, "t": 150.83737999999994, "r": 262.00329600000015, "b": 138.39908000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "I SD = short delay setting", "text": "I SD = short delay setting" }, { "self_ref": "#/texts/2647", "parent": { "$ref": "#/groups/251" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 119, "bbox": { "l": 114.422214, "t": 134.87667199999999, "r": 315.0872039999999, "b": 122.62299199999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "0.01 s = the limit of fuse time-current.", "text": "0.01 s = the limit of fuse time-current." }, { "self_ref": "#/texts/2648", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 119, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/2649", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 120, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/2650", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 120, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/2651", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 120, "bbox": { "l": 66.6, "t": 617.8922, "r": 74.862, "b": 602.29052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/2652", "parent": { "$ref": "#/pictures/28" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 120, "bbox": { "l": 101.7, "t": 424.8572, "r": 496.77137999999934, "b": 399.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "FIGURE 2.13 CIRCUIT-BREAKER CURVES-GENERAL EXPLANATION, SETTINGS AND ZONES", "text": "FIGURE 2.13 CIRCUIT-BREAKER CURVES-GENERAL EXPLANATION, SETTINGS AND ZONES" }, { "self_ref": "#/texts/2653", "parent": { "$ref": "#/pictures/28" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 120, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "116", "text": "116" }, { "self_ref": "#/texts/2654", "parent": { "$ref": "#/pictures/28" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 120, "bbox": { "l": 335.7266, "t": 522.3693199999999, "r": 416.40131754999976, "b": 514.85974, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "Short-circuit zone", "text": "Short-circuit zone" }, { "self_ref": "#/texts/2655", "parent": { "$ref": "#/pictures/28" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 120, "bbox": { "l": 99.66, "t": 531.66392, "r": 126.42611344, "b": 524.15434, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "0.01 s", "text": "0.01 s" }, { "self_ref": "#/texts/2656", "parent": { "$ref": "#/pictures/28" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 120, "bbox": { "l": 123.15609239999999, "t": 680.7083564999998, "r": 130.66664479999997, "b": 657.9528, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "TIME", "text": "TIME" }, { "self_ref": "#/texts/2657", "parent": { "$ref": "#/pictures/28" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 120, "bbox": { "l": 196.8614, "t": 505.30922000000004, "r": 243.23991067999998, "b": 497.79964, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CURRENT", "text": "CURRENT" }, { "self_ref": "#/texts/2658", "parent": { "$ref": "#/pictures/28" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 120, "bbox": { "l": 461.93207351, "t": 718.644155, "r": 468.06625771, "b": 712.561735, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "C", "text": "C" }, { "self_ref": "#/texts/2659", "parent": { "$ref": "#/pictures/28" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 120, "bbox": { "l": 468.8111, "t": 713.992294, "r": 472.1177988, "b": 708.735588, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "1", "text": "1" }, { "self_ref": "#/texts/2660", "parent": { "$ref": "#/pictures/28" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 120, "bbox": { "l": 482.4179, "t": 648.2849199999999, "r": 488.55208419999997, "b": 642.2025, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "C", "text": "C" }, { "self_ref": "#/texts/2661", "parent": { "$ref": "#/pictures/28" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 120, "bbox": { "l": 489.5317, "t": 643.631794, "r": 492.8383988, "b": 638.375088, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "2", "text": "2" }, { "self_ref": "#/texts/2662", "parent": { "$ref": "#/pictures/28" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 120, "bbox": { "l": 190.0007, "t": 747.4934199999999, "r": 196.1348842, "b": 741.411, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "C", "text": "C" }, { "self_ref": "#/texts/2663", "parent": { "$ref": "#/pictures/28" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 120, "bbox": { "l": 196.8785, "t": 742.840294, "r": 200.1851988, "b": 737.583588, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "1", "text": "1" }, { "self_ref": "#/texts/2664", "parent": { "$ref": "#/pictures/28" }, "children": [], "content_layer": "body", "label": "text", 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"prov": [ { "page_no": 122, "bbox": { "l": 102.12, "t": 111.83719999999994, "r": 496.32615599999934, "b": 99.58352000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "FIGURE 2.17 FUSE CURVES WITH DISCRIMINATION REQUIREMENTS", "text": "FIGURE 2.17 FUSE CURVES WITH DISCRIMINATION REQUIREMENTS" }, { "self_ref": "#/texts/2867", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 122, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/2868", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 123, "bbox": { "l": 150.804918, "t": 831.2323482, "r": 466.84531079999954, "b": 801.507321, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/2869", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 123, "bbox": { "l": 66.6, "t": 638.0522, "r": 74.862, "b": 622.45052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/2870", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 123, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/2871", "parent": { "$ref": "#/pictures/33" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 123, "bbox": { "l": 147.48, "t": 473.87719999999996, "r": 450.9770820000003, "b": 448.603436, 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153.36635520999997, "b": 544.1228024000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "SD", "text": "SD" }, { "self_ref": "#/texts/2907", "parent": { "$ref": "#/pictures/33" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 123, "bbox": { "l": 153.599, "t": 554.0353384, "r": 198.86336869999985, "b": 546.5236368, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": ") settings", "text": ") settings" }, { "self_ref": "#/texts/2908", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 123, "bbox": { "l": 85.08, "t": 427.94030000000004, "r": 490.5048000000004, "b": 414.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "2.6 ADDITIONAL PROTECTION BY RESIDUAL CURRENT DEVICES", "text": "2.6 ADDITIONAL PROTECTION BY RESIDUAL CURRENT DEVICES", "level": 1 }, { "self_ref": "#/texts/2909", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 123, "bbox": { "l": 85.08, "t": 407.9603, "r": 174.26399999999992, "b": 394.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "2.6.1 General", "text": "2.6.1 General", "level": 1 }, { "self_ref": "#/texts/2910", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 123, "bbox": { "l": 85.07999999999998, "t": 387.948355, "r": 513.6326417000005, "b": 318.5415159999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 336 ] } ], "orig": "The use of fixed setting RCDs with a rated operating residual current not exceeding 30 mA is recognized as providing additional protection in areas where excessive earth leakage current in the event of failure of other measures of protection or carelessness by users could present a significant risk of electric shock.", "text": "The use of fixed setting RCDs with a rated operating residual current not exceeding 30 mA is recognized as providing additional protection in areas where excessive earth leakage current in the event of failure of other measures of protection or carelessness by users could present a significant risk of electric shock." }, { "self_ref": "#/texts/2911", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 123, "bbox": { "l": 96.41999999999999, "t": 314.8771999999999, "r": 513.3382859999997, "b": 289.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "NOTE: The use of RCDs is intended only to augment other measures of basic protection.", "text": "NOTE: The use of RCDs is intended only to augment other measures of basic protection." }, { "self_ref": "#/texts/2912", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 123, "bbox": { "l": 85.07999999999998, "t": 282.94845499999997, "r": 513.6482820000006, "b": 241.56181500000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 230 ] } ], "orig": "RCDs do not provide protection against faults between live conductors, nor do they provide protection against voltages imported into the electrical installation earthing system through the supply system neutral conductor.", "text": "RCDs do not provide protection against faults between live conductors, nor do they provide protection against voltages imported into the electrical installation earthing system through the supply system neutral conductor." }, { "self_ref": "#/texts/2913", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 123, "bbox": { "l": 85.07999999999996, "t": 234.94837430000007, "r": 513.6338448000006, "b": 193.5617343, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 159 ] } ], "orig": "The use of such devices is not recognized as a sole means of protection and does not obviate the need to apply the protective measures specified in Clause 2.4.", "text": "The use of such devices is not recognized as a sole means of protection and does not obviate the need to apply the protective measures specified in Clause 2.4." }, { "self_ref": "#/texts/2914", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 123, "bbox": { "l": 85.07999999999998, "t": 186.94829360000006, "r": 513.6723440000001, "b": 145.5616536, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 172 ] } ], "orig": "Additional protection shall be provided, where required by Clause 2.6.3, to automatically disconnect the supply when an earth leakage current reaches a predetermined value.", "text": "Additional protection shall be provided, where required by Clause 2.6.3, to automatically disconnect the supply when an earth leakage current reaches a predetermined value." }, { "self_ref": "#/texts/2915", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 123, "bbox": { "l": 96.42, "t": 141.83719999999994, "r": 145.63345799999996, "b": 129.58352000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/2916", "parent": { "$ref": "#/groups/254" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 123, "bbox": { "l": 96.42, "t": 125.87667199999999, "r": 513.2614259999999, "b": 100.60290799999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "1 The requirements in these rules are for RCDs with a maximum sensitivity of 30 mA (can be either 10 mA or 30 mA).", "text": "1 The requirements in these rules are for RCDs with a maximum sensitivity of 30 mA (can be either 10 mA or 30 mA).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2917", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 123, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/2918", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 124, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/2919", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 124, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "120", "text": "120" }, { "self_ref": "#/texts/2920", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 124, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/2921", "parent": { "$ref": "#/groups/255" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 124, "bbox": { "l": 96.42, "t": 751.8572, "r": 513.3075420000004, "b": 726.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "2 RCDs with a sensitivity of 30 mA are designed to operate before fibrillation of the heart occurs.", "text": "2 RCDs with a sensitivity of 30 mA are designed to operate before fibrillation of the heart occurs.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2922", "parent": { "$ref": "#/groups/255" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 124, "bbox": { "l": 96.42, "t": 722.8765880000001, "r": 513.3295019999993, "b": 684.5827400000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 226 ] } ], "orig": "3 RCDs with a sensitivity of 10 mA are designed to operate before muscular contraction, or inability to let go occurs. Muscular contraction can result in inability to breathe. Infants may be more prone to this risk.", "text": "3 RCDs with a sensitivity of 10 mA are designed to operate before muscular contraction, or inability to let go occurs. Muscular contraction can result in inability to breathe. Infants may be more prone to this risk.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2923", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 124, "bbox": { "l": 85.08, "t": 677.9603, "r": 354.4799999999998, "b": 664.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "2.6.2 Selection and arrangement of devices", "text": "2.6.2 Selection and arrangement of devices", "level": 1 }, { "self_ref": "#/texts/2924", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 124, "bbox": { "l": 85.08, "t": 657.948355, "r": 182.96017899999987, "b": 644.521759, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "2.6.2.1 General", "text": "2.6.2.1 General", "level": 1 }, { "self_ref": "#/texts/2925", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 124, "bbox": { "l": 85.0795723, "t": 637.9684733, "r": 513.5852931000006, "b": 596.5216783000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 219 ] } ], "orig": "Any device for the provision of additional protection shall be capable of interrupting the part of the circuit protected by the device when an earth leakage current is above a predetermined value.", "text": "Any device for the provision of additional protection shall be capable of interrupting the part of the circuit protected by the device when an earth leakage current is above a predetermined value." }, { "self_ref": "#/texts/2926", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 124, "bbox": { "l": 85.0795723, "t": 589.9683926000001, "r": 513.6478543000003, "b": 562.5617746000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "The load current rating of an RCD shall be not less than the greater of the following:", "text": "The load current rating of an RCD shall be not less than the greater of the following:" }, { "self_ref": "#/texts/2927", "parent": { "$ref": "#/groups/256" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 124, "bbox": { "l": 85.0795723, "t": 555.9483339000002, "r": 513.6538698000006, "b": 528.5417159000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "(a) The maximum demand of the portion of the electrical installation being protected by the device.", "text": "(a) The maximum demand of the portion of the electrical installation being protected by the device.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2928", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 124, "bbox": { "l": 113.45949820000001, "t": 521.9884302000002, "r": 128.08438180000002, "b": 508.5618342000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "or", "text": "or" }, { "self_ref": "#/texts/2929", "parent": { "$ref": "#/groups/257" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 124, "bbox": { "l": 85.07957230000001, "t": 501.9483935000002, "r": 513.6310109000001, "b": 474.54177550000014, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "(b) The highest current rating of any overload protective device on the portion of the electrical installation being protected.", "text": "(b) The highest current rating of any overload protective device on the portion of the electrical installation being protected.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2930", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 124, "bbox": { "l": 85.07957229999997, "t": 467.98848980000014, "r": 513.7284620000001, "b": 440.5217168000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "No earthing or protective bonding conductor shall pass through the magnetic circuit of an RCD.", "text": "No earthing or protective bonding conductor shall pass through the magnetic circuit of an RCD." }, { "self_ref": "#/texts/2931", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 124, "bbox": { "l": 85.07957229999991, "t": 433.9684311000001, "r": 513.6418388000003, "b": 378.5416141, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 270 ] } ], "orig": "RCDs shall be so selected, and the electrical circuits so subdivided, that any earth leakage current that may be expected to occur during normal operation of the connected load or loads will be unlikely to cause unnecessary tripping of the device.", "text": "RCDs shall be so selected, and the electrical circuits so subdivided, that any earth leakage current that may be expected to occur during normal operation of the connected load or loads will be unlikely to cause unnecessary tripping of the device." }, { "self_ref": "#/texts/2932", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 124, "bbox": { "l": 96.42, "t": 374.87719999999996, "r": 145.63345799999996, "b": 362.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/2933", "parent": { "$ref": "#/groups/258" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 124, "bbox": { "l": 96.42, "t": 358.85738, "r": 513.4151459999991, "b": 294.583754, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 389 ] } ], "orig": "1 To avoid unwanted tripping because of leakage currents and transient disturbances, care should be taken to ensure that the sum of the leakage currents of electrical equipment on the load side of an RCD is significantly less than its rated residual current. RCDs may operate at any value of residual current in excess of 50% of the rated residual current.", "text": "1 To avoid unwanted tripping because of leakage currents and transient disturbances, care should be taken to ensure that the sum of the leakage currents of electrical equipment on the load side of an RCD is significantly less than its rated residual current. RCDs may operate at any value of residual current in excess of 50% of the rated residual current.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2934", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 124, "bbox": { "l": 113.459862, "t": 290.8780039999999, "r": 513.2273879999998, "b": 265.60424, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "The loading of the circuit should be such that the leakage current does not exceed one-third of the rated residual current.", "text": "The loading of the circuit should be such that the leakage current does not exceed one-third of the rated residual current." }, { "self_ref": "#/texts/2935", "parent": { "$ref": "#/groups/259" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 124, "bbox": { "l": 96.42, "t": 261.83809999999994, "r": 513.3492659999991, "b": 197.624864, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 325 ] } ], "orig": "2 To avoid excessive leakage current causing unwanted tripping where socket-outlets are protected by one RCD having a rated residual current not greater than 30 mA, consideration should be given to the number of socketoutlets protected and the nature of electrical equipment likely to be connected to the socket-outlets.", "text": "2 To avoid excessive leakage current causing unwanted tripping where socket-outlets are protected by one RCD having a rated residual current not greater than 30 mA, consideration should be given to the number of socketoutlets protected and the nature of electrical equipment likely to be connected to the socket-outlets.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2936", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 124, "bbox": { "l": 85.08, "t": 190.96835499999997, "r": 217.28462200000007, "b": 177.54175899999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "2.6.2.2 Types of RCD", "text": "2.6.2.2 Types of RCD", "level": 1 }, { "self_ref": "#/texts/2937", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 124, "bbox": { "l": 85.08, "t": 170.98835499999996, "r": 193.52017899999987, "b": 157.56175899999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "2.6.2.2.1 General", "text": "2.6.2.2.1 General", "level": 1 }, { "self_ref": "#/texts/2938", "parent": { "$ref": "#/groups/260" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 124, "bbox": { "l": 66.6, "t": 151.3922, "r": 513.6229805000004, "b": 109.56167830000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "RCDs shall be fixed setting RCDs complying with AS/NZS 3190, AS/NZS 61008.1, AS/NZS 61009.1, or IEC 62423 and intended for use in electrical installations. *", "text": "RCDs shall be fixed setting RCDs complying with AS/NZS 3190, AS/NZS 61008.1, AS/NZS 61009.1, or IEC 62423 and intended for use in electrical installations. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2939", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 124, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/2940", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 125, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/2941", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 125, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/2942", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 125, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "121", "text": "121" }, { "self_ref": "#/texts/2943", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 125, "bbox": { "l": 46.8, "t": 560.5853, "r": 60.880500000000005, "b": 550.5413, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/2944", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 125, "bbox": { "l": 96.42, "t": 751.8572, "r": 145.63345799999996, "b": 739.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/2945", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 125, "bbox": { "l": 96.42, "t": 735.83738, "r": 418.1932920000003, "b": 723.5837, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "The following Notes apply to both Australia and New Zealand:", "text": "The following Notes apply to both Australia and New Zealand:" }, { "self_ref": "#/texts/2946", "parent": { "$ref": "#/groups/261" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 125, "bbox": { "l": 96.42, "t": 719.8768520000001, "r": 486.9533459999995, "b": 707.6231720000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "1 Common types of RCDs and their applications are described as follows:", "text": "1 Common types of RCDs and their applications are described as follows:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2947", "parent": { "$ref": "#/groups/261" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 125, "bbox": { "l": 113.399472, "t": 692.3372, "r": 513.3452699999999, "b": 667.42358, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "(a) Type AC RCD (marked with the symbol), for which tripping is ensured for residual sinusoidal alternating currents.", "text": "(a) Type AC RCD (marked with the symbol), for which tripping is ensured for residual sinusoidal alternating currents.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2948", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 125, "bbox": { "l": 141.77987399999998, "t": 663.8968040000001, "r": 513.244253999999, "b": 638.6230400000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "This is the general type used in Australia but is not used in New Zealand.", "text": "This is the general type used in Australia but is not used in New Zealand." }, { "self_ref": "#/texts/2949", "parent": { "$ref": "#/groups/262" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 125, "bbox": { "l": 113.39986799999997, "t": 620.3372, "r": 513.3343560000006, "b": 608.0832680000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "(b) Type A RCD (marked with the symbol), for which tripping is", "text": "(b) Type A RCD (marked with the symbol), for which tripping is", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2950", "parent": { "$ref": "#/groups/262" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 125, "bbox": { "l": 141.77994, "t": 607.73765, "r": 197.96899200000001, "b": 595.48397, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "ensured-", "text": "ensured-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2951", "parent": { "$ref": "#/groups/262" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 125, "bbox": { "l": 141.77994, "t": 591.897902, "r": 276.72194399999995, "b": 579.644222, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "(i) as for Type AC; and", "text": "(i) as for Type AC; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2952", "parent": { "$ref": "#/groups/262" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 125, "bbox": { "l": 141.77994, "t": 575.8780820000001, "r": 362.1726960000002, "b": 563.624402, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "(ii) for residual pulsating direct currents.", "text": "(ii) for residual pulsating direct currents.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2953", "parent": { "$ref": "#/groups/262" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 125, "bbox": { "l": 113.399934, "t": 560.6723000000001, "r": 369.85531799999967, "b": 547.3883000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "(c) Type I RCD, for which tripping is ensured-", "text": "(c) Type I RCD, for which tripping is ensured-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2954", "parent": { "$ref": "#/groups/262" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 125, "bbox": { "l": 141.779856, "t": 543.8973800000001, "r": 268.48576199999997, "b": 531.6437000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "(i) as for Type A; and", "text": "(i) as for Type A; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2955", "parent": { "$ref": "#/groups/262" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 125, "bbox": { "l": 141.779856, "t": 527.8775600000001, "r": 513.2431379999997, "b": 489.6441020000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 146 ] } ], "orig": "(ii) with rated residual alternating current not exceeding 10 mA with an interrupting time not exceeding 40 ms at rated residual current.", "text": "(ii) with rated residual alternating current not exceeding 10 mA with an interrupting time not exceeding 40 ms at rated residual current.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2956", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 125, "bbox": { "l": 141.779856, "t": 485.8779620000001, "r": 513.3990539999993, "b": 421.6647260000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 324 ] } ], "orig": "RCDs with rated residual currents not exceeding 10 mA but with an interrupting time exceeding 40 ms but not exceeding 300 ms at rated residual current are treated as Type A devices and marked 'General Type, Not for Patient Areas' in accordance with AS/NZS 3190, AS/NZS 61008.1 and AS/NZS 61009.1.", "text": "RCDs with rated residual currents not exceeding 10 mA but with an interrupting time exceeding 40 ms but not exceeding 300 ms at rated residual current are treated as Type A devices and marked 'General Type, Not for Patient Areas' in accordance with AS/NZS 3190, AS/NZS 61008.1 and AS/NZS 61009.1." }, { "self_ref": "#/texts/2957", "parent": { "$ref": "#/groups/263" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 125, "bbox": { "l": 112.980414, "t": 417.8985860000001, "r": 371.2113479999997, "b": 379.6651280000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 118 ] } ], "orig": "(d) Type F RCD, (F signifying frequency; marked with the symbols shown on right), for which tripping is ensured-", "text": "(d) Type F RCD, (F signifying frequency; marked with the symbols shown on right), for which tripping is ensured-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2958", "parent": { "$ref": "#/groups/263" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 125, "bbox": { "l": 141.78, "t": 375.8972, "r": 245.8682040000002, "b": 363.64352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "(i) as for Type A;", "text": "(i) as for Type A;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2959", "parent": { "$ref": "#/groups/263" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 125, "bbox": { "l": 141.78, "t": 359.87738, "r": 513.301476, "b": 321.643922, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 193 ] } ], "orig": "(ii) for composite residual currents, whether suddenly applied or slowly rising intended for circuit supplied between phase and neutral or phase and earthed middle conductor; and", "text": "(ii) for composite residual currents, whether suddenly applied or slowly rising intended for circuit supplied between phase and neutral or phase and earthed middle conductor; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2960", "parent": { "$ref": "#/groups/263" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 125, "bbox": { "l": 141.78, "t": 317.877782, "r": 513.2806140000001, "b": 292.6644080000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(iii) for residual pulsating direct currents superimposed on smooth direct current.", "text": "(iii) for residual pulsating direct currents superimposed on smooth direct current.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2961", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 125, "bbox": { "l": 141.78, "t": 288.89826800000003, "r": 513.3003779999991, "b": 250.66481, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 189 ] } ], "orig": "Type F RCDs are intended for the protection of circuits carrying high frequency leakage currents such as those associated with frequency converters and electronic ballasts.", "text": "Type F RCDs are intended for the protection of circuits carrying high frequency leakage currents such as those associated with frequency converters and electronic ballasts." }, { "self_ref": "#/texts/2962", "parent": { "$ref": "#/groups/264" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 125, "bbox": { "l": 113.39999399999999, "t": 180.35877200000004, "r": 307.0059420000002, "b": 155.50396999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "(e) Type B RCD (marked with the ensured-", "text": "(e) Type B RCD (marked with the ensured-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2963", "parent": { "$ref": "#/groups/264" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 125, "bbox": { "l": 141.780432, "t": 151.91790200000003, "r": 245.86863600000018, "b": 139.664222, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "(i) as for Type A;", "text": "(i) as for Type A;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2964", "parent": { "$ref": "#/groups/264" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 125, "bbox": { "l": 141.780432, "t": 135.89808199999993, "r": 469.0821540000002, "b": 123.64440200000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "(ii) for residual sinusoidal alternating currents up to 1000 Hz;", "text": "(ii) for residual sinusoidal alternating currents up to 1000 Hz;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2965", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 125, "bbox": { "l": 349.32, "t": 180.35720000000003, "r": 513.3612000000002, "b": 168.10352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "symbol), for which tripping is", "text": "symbol), for which tripping is" }, { "self_ref": "#/texts/2966", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 125, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/2967", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 125, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/2968", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 126, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/2969", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 126, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "122", "text": "122" }, { "self_ref": "#/texts/2970", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 126, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/2971", "parent": { "$ref": "#/groups/265" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 126, "bbox": { "l": 141.78, "t": 751.8572, "r": 513.2883000000005, "b": 713.43908, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "(iii) for residual alternating currents or pulsating direct currents superimposed on a smooth direct current of 0.4 times the rated residual current ( I dn); and", "text": "(iii) for residual alternating currents or pulsating direct currents superimposed on a smooth direct current of 0.4 times the rated residual current ( I dn); and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2972", "parent": { "$ref": "#/groups/265" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 126, "bbox": { "l": 141.779634, "t": 709.85738, "r": 508.95412800000094, "b": 697.6037, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "(iv) for residual direct currents that may result from rectifying circuits.", "text": "(iv) for residual direct currents that may result from rectifying circuits.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2973", "parent": { "$ref": "#/groups/265" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 126, "bbox": { "l": 113.39962799999998, "t": 691.358032, "r": 513.2854620000002, "b": 639.16409, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 226 ] } ], "orig": "(f) Type S RCD (S signifying selectivity and marked with the S symbol), a specially designed RCD for which tripping is ensured after a predetermined operating time delay corresponding to a given value of residual current.", "text": "(f) Type S RCD (S signifying selectivity and marked with the S symbol), a specially designed RCD for which tripping is ensured after a predetermined operating time delay corresponding to a given value of residual current.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2974", "parent": { "$ref": "#/groups/265" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 126, "bbox": { "l": 96.42097799999996, "t": 635.578022, "r": 513.3963600000005, "b": 558.344702, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 431 ] } ], "orig": "2 The waveform of a fault current to earth can affect the operation of an RCD and should be taken into account for the selection of the type of RCD. Users should consult the RCD manufacturer for correct selection. IEC 60755 Annex B contains a useful diagram of the likely form of the fault currents generated from circuits utilizing a variety of semiconductor devices and the selection of appropriate RCD types.", "text": "2 The waveform of a fault current to earth can affect the operation of an RCD and should be taken into account for the selection of the type of RCD. Users should consult the RCD manufacturer for correct selection. IEC 60755 Annex B contains a useful diagram of the likely form of the fault currents generated from circuits utilizing a variety of semiconductor devices and the selection of appropriate RCD types.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2975", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 126, "bbox": { "l": 85.08, "t": 551.688355, "r": 225.03297730000003, "b": 538.261759, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "2.6.2.2.2 Australia only", "text": "2.6.2.2.2 Australia only", "level": 1 }, { "self_ref": "#/texts/2976", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 126, "bbox": { "l": 85.07996360000001, "t": 531.7084733, "r": 328.14225660000034, "b": 518.2818773, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "In Australia, the following provisions apply:", "text": "In Australia, the following provisions apply:" }, { "self_ref": "#/texts/2977", "parent": { "$ref": "#/groups/266" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 126, "bbox": { "l": 85.07996360000001, "t": 511.66843660000006, "r": 513.6157618999994, "b": 484.2618186, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "(a) RCDs can have any number of poles but shall interrupt all active and neutral conductors in the following applications:", "text": "(a) RCDs can have any number of poles but shall interrupt all active and neutral conductors in the following applications:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2978", "parent": { "$ref": "#/groups/266" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 126, "bbox": { "l": 113.39973450000002, "t": 477.7085329, "r": 513.6205743000005, "b": 450.2417599, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "(i) RCDs used as leakage protection devices in medical treatment areas in accordance with AS/NZS 3003.", "text": "(i) RCDs used as leakage protection devices in medical treatment areas in accordance with AS/NZS 3003.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2979", "parent": { "$ref": "#/groups/266" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 126, "bbox": { "l": 113.39973449999998, "t": 443.6884742, "r": 513.6289959999995, "b": 416.28185619999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "(ii) RCDs incorporated into a socket-outlet (SRCDs) for alterations complying with Clause 2.6.3.2.5(a).", "text": "(ii) RCDs incorporated into a socket-outlet (SRCDs) for alterations complying with Clause 2.6.3.2.5(a).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2980", "parent": { "$ref": "#/groups/266" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 126, "bbox": { "l": 113.39973449999997, "t": 409.6684154999999, "r": 513.6735107000004, "b": 368.28177549999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "(iii) RCDs located beside a socket-outlet and specifically intended for the protection of that socket-outlet for alterations complying with Clause 2.6.3.2.5(a).", "text": "(iii) RCDs located beside a socket-outlet and specifically intended for the protection of that socket-outlet for alterations complying with Clause 2.6.3.2.5(a).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2981", "parent": { "$ref": "#/groups/266" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 126, "bbox": { "l": 85.08116670000004, "t": 361.6683347999999, "r": 513.6229804999994, "b": 334.2617167999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "(b) RCDs shall be of the type for which tripping is ensured for residual sinusoidal alternating current.", "text": "(b) RCDs shall be of the type for which tripping is ensured for residual sinusoidal alternating current.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2982", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 126, "bbox": { "l": 85.08, "t": 327.708355, "r": 249.65201259999992, "b": 314.28175899999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "2.6.2.2.3 New Zealand only", "text": "2.6.2.2.3 New Zealand only", "level": 1 }, { "self_ref": "#/texts/2983", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 126, "bbox": { "l": 85.07996360000001, "t": 307.6683183, "r": 404.4645144000006, "b": 294.2417223, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "In New Zealand, RCDs required by this Standard shall-", "text": "In New Zealand, RCDs required by this Standard shall-" }, { "self_ref": "#/texts/2984", "parent": { "$ref": "#/groups/267" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 126, "bbox": { "l": 85.07996360000001, "t": 287.68843659999993, "r": 408.70905120000043, "b": 274.2618405999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "(a) interrupt all live (active and neutral) conductors; and", "text": "(a) interrupt all live (active and neutral) conductors; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2985", "parent": { "$ref": "#/groups/267" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 126, "bbox": { "l": 85.07996360000001, "t": 267.70855489999997, "r": 513.6326053000001, "b": 226.26175990000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 179 ] } ], "orig": "(b) be of a Type that provides protection against electric shock that complies with the requirements of a Type A RCD in accordance with AS/NZS 61008.1 or AS/NZS 61009.1.", "text": "(b) be of a Type that provides protection against electric shock that complies with the requirements of a Type A RCD in accordance with AS/NZS 61008.1 or AS/NZS 61009.1.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2986", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 126, "bbox": { "l": 85.08, "t": 219.70835499999998, "r": 326.1699844000001, "b": 206.28175899999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "2.6.2.3 Protection against initiation of fire", "text": "2.6.2.3 Protection against initiation of fire", "level": 1 }, { "self_ref": "#/texts/2987", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 126, "bbox": { "l": 85.07957229999997, "t": 199.6683183, "r": 513.6442450000008, "b": 130.26147930000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 381 ] } ], "orig": "Although it is not a requirement of this Standard to provide additional protection against the initiation of fire caused by current leakage across insulation, a Type S RCD with a rated residual current in the range 100 mA to 300 mA may be used as a main switch in a domestic electrical installation, in addition to the requirements of Clause 2.6.3.", "text": "Although it is not a requirement of this Standard to provide additional protection against the initiation of fire caused by current leakage across insulation, a Type S RCD with a rated residual current in the range 100 mA to 300 mA may be used as a main switch in a domestic electrical installation, in addition to the requirements of Clause 2.6.3." }, { "self_ref": "#/texts/2988", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 126, "bbox": { "l": 96.42, "t": 126.59720000000004, "r": 513.2065259999995, "b": 88.30335200000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 201 ] } ], "orig": "NOTE: Protection is not afforded to separated circuits typically used for extralow voltage (ELV) lighting or against the initiation of fire from equipment operating at elevated temperatures.", "text": "NOTE: Protection is not afforded to separated circuits typically used for extralow voltage (ELV) lighting or against the initiation of fire from equipment operating at elevated temperatures." }, { "self_ref": "#/texts/2989", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 126, "bbox": { "l": 46.8, "t": 267.1853, "r": 60.880500000000005, "b": 257.1413, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/2990", "parent": { "$ref": "#/pictures/39" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 126, "bbox": { "l": 522.2999, "t": 555.8003, "r": 534.5735, "b": 542.4082999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/2991", "parent": { "$ref": "#/pictures/40" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 126, "bbox": { "l": 518.46, "t": 327.32040000000006, "r": 538.416, "b": 313.9284, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/2992", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 126, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/2993", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 127, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/2994", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 127, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/2995", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 127, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "123", "text": "123" }, { "self_ref": "#/texts/2996", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 127, "bbox": { "l": 85.08, "t": 751.968355, "r": 210.93947259999993, "b": 738.541759, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "2.6.2.4 Arrangement", "text": "2.6.2.4 Arrangement", "level": 1 }, { "self_ref": "#/texts/2997", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 127, "bbox": { "l": 85.0783692, "t": 731.9884733, "r": 513.6334171000002, "b": 704.5217003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Where additional protection of final subcircuits is required, in accordance with Clause 2.6.3, the final subcircuits shall be arranged as follows:", "text": "Where additional protection of final subcircuits is required, in accordance with Clause 2.6.3, the final subcircuits shall be arranged as follows:" }, { "self_ref": "#/texts/2998", "parent": { "$ref": "#/groups/268" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 127, "bbox": { "l": 85.0783692, "t": 697.9684146000001, "r": 318.28967939999984, "b": 684.5418186, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "(a) In all electrical installations where-", "text": "(a) In all electrical installations where-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/2999", "parent": { "$ref": "#/groups/268" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 127, "bbox": { "l": 113.39814009999999, "t": 677.9885329000001, "r": 413.4368429000006, "b": 664.5619369000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "(i) the number of RCDs installed exceeds one; and", "text": "(i) the number of RCDs installed exceeds one; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3000", "parent": { "$ref": "#/groups/268" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 127, "bbox": { "l": 113.3981401, "t": 657.9484962000001, "r": 374.46121530000045, "b": 644.5219002000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "(ii) more than one lighting circuit is installed,", "text": "(ii) more than one lighting circuit is installed,", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3001", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 127, "bbox": { "l": 113.4582951, "t": 637.9686145000002, "r": 401.8197092999995, "b": 624.5420185000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "lighting circuits shall be distributed between RCDs.", "text": "lighting circuits shall be distributed between RCDs." }, { "self_ref": "#/texts/3002", "parent": { "$ref": "#/groups/269" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 127, "bbox": { "l": 85.0783692, "t": 617.9887328000002, "r": 271.6262427999997, "b": 604.5621368000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "(b) In residential installations-", "text": "(b) In residential installations-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3003", "parent": { "$ref": "#/groups/269" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 127, "bbox": { "l": 113.39814009999999, "t": 597.9486961000002, "r": 513.6225892000003, "b": 570.5420781000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(i) not more than three final subcircuits shall be protected by any one RCD; and", "text": "(i) not more than three final subcircuits shall be protected by any one RCD; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3004", "parent": { "$ref": "#/groups/269" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 127, "bbox": { "l": 113.39814009999996, "t": 563.9887924000003, "r": 397.8181987000003, "b": 550.5621964000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "(ii) where there is more than one final subcircuit,", "text": "(ii) where there is more than one final subcircuit,", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3005", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 127, "bbox": { "l": 113.45829509999996, "t": 543.9487557000003, "r": 353.8761743000002, "b": 530.5221597000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "a minimum of two RCDs shall be installed.", "text": "a minimum of two RCDs shall be installed." }, { "self_ref": "#/texts/3006", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 127, "bbox": { "l": 96.42, "t": 526.8572, "r": 513.3262080000003, "b": 501.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "NOTE: These arrangements are intended to minimize the impact of the operation of a single RCD.", "text": "NOTE: These arrangements are intended to minimize the impact of the operation of a single RCD." }, { "self_ref": "#/texts/3007", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 127, "bbox": { "l": 85.08, "t": 494.9603, "r": 421.6272000000006, "b": 481.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "2.6.3 Additional protection by residual current devices", "text": "2.6.3 Additional protection by residual current devices", "level": 1 }, { "self_ref": "#/texts/3008", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 127, "bbox": { "l": 63.12, "t": 474.948355, "r": 182.96017899999987, "b": 458.77052000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "2.6.3.1 General *", "text": "2.6.3.1 General *", "level": 1 }, { "self_ref": "#/texts/3009", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 127, "bbox": { "l": 85.0795723, "t": 454.96847329999997, "r": 513.6081519999992, "b": 427.56185529999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 146 ] } ], "orig": "The requirements of this Clause for the installation of RCDs are in addition to the RCD requirements for electrical installations as specified in-", "text": "The requirements of this Clause for the installation of RCDs are in addition to the RCD requirements for electrical installations as specified in-" }, { "self_ref": "#/texts/3010", "parent": { "$ref": "#/groups/270" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 127, "bbox": { "l": 85.07957230000002, "t": 420.9484146, "r": 513.6274015999998, "b": 393.54179659999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "(a) other Australian and New Zealand Standards, e.g. AS/NZS 3001, AS/NZS 3002, AS/NZS 3003, AS/NZS 3004 series and AS/NZS 3012;", "text": "(a) other Australian and New Zealand Standards, e.g. AS/NZS 3001, AS/NZS 3002, AS/NZS 3003, AS/NZS 3004 series and AS/NZS 3012;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3011", "parent": { "$ref": "#/groups/270" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 127, "bbox": { "l": 85.07836920000005, "t": 386.98851089999994, "r": 331.04614870000023, "b": 373.5619148999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "(b) other Sections of this Standard, e.g.-", "text": "(b) other Sections of this Standard, e.g.-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3012", "parent": { "$ref": "#/groups/270" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 127, "bbox": { "l": 113.39814010000005, "t": 366.94847419999996, "r": 439.97001030000024, "b": 353.52187819999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "(i) Section 3 for protection against mechanical damage;", "text": "(i) Section 3 for protection against mechanical damage;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3013", "parent": { "$ref": "#/groups/270" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 127, "bbox": { "l": 113.39814010000005, "t": 346.96859249999994, "r": 486.7609755000006, "b": 333.5419964999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "(ii) Section 6 for baths, showers and other water containers; and", "text": "(ii) Section 6 for baths, showers and other water containers; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3014", "parent": { "$ref": "#/groups/270" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 127, "bbox": { "l": 113.39814010000006, "t": 326.9887107999999, "r": 411.9077028000004, "b": 313.5621147999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "(iii) Section 7 for special electrical installations; and", "text": "(iii) Section 7 for special electrical installations; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3015", "parent": { "$ref": "#/groups/270" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 127, "bbox": { "l": 85.07836920000007, "t": 306.94867409999995, "r": 513.6310109000004, "b": 279.54205609999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "(c) the requirements and regulations of legislation, such as work health and safety legislation.", "text": "(c) the requirements and regulations of legislation, such as work health and safety legislation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3016", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 127, "bbox": { "l": 96.42, "t": 275.8771999999999, "r": 538.416, "b": 250.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "NOTE: In New Zealand, attention is drawn to the requirements of NZECP 55 for wiring and fittings located near conductive thermal insulation. NZ", "text": "NOTE: In New Zealand, attention is drawn to the requirements of NZECP 55 for wiring and fittings located near conductive thermal insulation. NZ" }, { "self_ref": "#/texts/3017", "parent": { "$ref": "#/groups/271" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 127, "bbox": { "l": 65.58, "t": 244.87220000000002, "r": 364.9422881000003, "b": 229.27052000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "2.6.3.2 Installation requirements-Australia only *", "text": "2.6.3.2 Installation requirements-Australia only *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3018", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 127, "bbox": { "l": 85.08, "t": 223.96835499999997, "r": 193.52017899999987, "b": 210.54175899999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "2.6.3.2.1 General", "text": "2.6.3.2.1 General", "level": 1 }, { "self_ref": "#/texts/3019", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 127, "bbox": { "l": 85.07996360000001, "t": 203.9884733, "r": 513.6578704000005, "b": 176.52170030000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "RCD installation requirements, for Australia only, shall comply with Clauses 2.6.3.2.2 to 2.6.3.2.6.", "text": "RCD installation requirements, for Australia only, shall comply with Clauses 2.6.3.2.2 to 2.6.3.2.6." }, { "self_ref": "#/texts/3020", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 127, "bbox": { "l": 85.07996360000003, "t": 169.96841459999996, "r": 448.23208930000067, "b": 156.54181859999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "Exceptions: These requirements need not apply to the following:", "text": "Exceptions: These requirements need not apply to the following:" }, { "self_ref": "#/texts/3021", "parent": { "$ref": "#/groups/272" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 127, "bbox": { "l": 85.07996360000003, "t": 149.9885329, "r": 476.2390542000008, "b": 136.56193689999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "1 Final subcircuits supplied at ELV in accordance with Clause 7.5.", "text": "1 Final subcircuits supplied at ELV in accordance with Clause 7.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3022", "parent": { "$ref": "#/groups/272" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 127, "bbox": { "l": 85.07996360000003, "t": 129.94849620000002, "r": 513.6073402000005, "b": 102.54187820000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 83 ] } ], "orig": "2 Final subcircuits supplied from a separated supply in accordance with Clause 7.4.", "text": "2 Final subcircuits supplied from a separated supply in accordance with Clause 7.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3023", "parent": { "$ref": "#/pictures/41" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 127, "bbox": { "l": 522.2999, "t": 243.5004, "r": 534.5735, "b": 230.10839999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/3024", "parent": { "$ref": "#/groups/273" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 127, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3025", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 127, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3026", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 128, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/3027", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 128, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3028", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 128, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/3029", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 128, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "124", "text": "124" }, { "self_ref": "#/texts/3030", "parent": { "$ref": "#/groups/274" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 128, "bbox": { "l": 66.48, "t": 751.968355, "r": 446.17599140000067, "b": 735.97052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "2.6.3.2.2 Domestic and residential installations-Australia only *", "text": "2.6.3.2.2 Domestic and residential installations-Australia only *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3031", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 128, "bbox": { "l": 85.07996359999999, "t": 731.9884733, "r": 513.6374177000005, "b": 690.5416783000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 184 ] } ], "orig": "Additional protection by RCDs with a maximum rated residual current of 30 mA shall be provided for all final subcircuits in domestic and residential electrical installations.", "text": "Additional protection by RCDs with a maximum rated residual current of 30 mA shall be provided for all final subcircuits in domestic and residential electrical installations." }, { "self_ref": "#/texts/3032", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 128, "bbox": { "l": 85.07996360000001, "t": 683.9883926000001, "r": 513.6458394000008, "b": 656.5216196000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "Where protection of final subcircuits is required, RCDs shall be installed at the switchboard at which the final subcircuit originates.", "text": "Where protection of final subcircuits is required, RCDs shall be installed at the switchboard at which the final subcircuit originates." }, { "self_ref": "#/texts/3033", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 128, "bbox": { "l": 85.07996360000001, "t": 649.9683339000002, "r": 368.5652135000005, "b": 636.5417379000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "These installations include but are not limited to-", "text": "These installations include but are not limited to-" }, { "self_ref": "#/texts/3034", "parent": { "$ref": "#/groups/275" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 128, "bbox": { "l": 85.07996360000001, "t": 629.9884522000002, "r": 366.63664420000043, "b": 616.5618562000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "(a) individual domestic electrical installations; or", "text": "(a) individual domestic electrical installations; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3035", "parent": { "$ref": "#/groups/275" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 128, "bbox": { "l": 85.07996360000001, "t": 609.9484155000002, "r": 366.97712150000046, "b": 596.5218195000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "(b) residential areas of electrical installations; or", "text": "(b) residential areas of electrical installations; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3036", "parent": { "$ref": "#/groups/275" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 128, "bbox": { "l": 85.07996360000001, "t": 589.9685338000003, "r": 513.3340320000007, "b": 547.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 186 ] } ], "orig": "(c) common areas of multiple residential electrical installations; or NOTE: Common areas are those that are available for use by all residents, or groups of residents and their invitees.", "text": "(c) common areas of multiple residential electrical installations; or NOTE: Common areas are those that are available for use by all residents, or groups of residents and their invitees.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3037", "parent": { "$ref": "#/groups/275" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 128, "bbox": { "l": 85.08, "t": 540.948355, "r": 513.6579068000002, "b": 513.541737, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "(d) external lighting installations in common areas of multiple residential electrical installations.", "text": "(d) external lighting installations in common areas of multiple residential electrical installations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3038", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 128, "bbox": { "l": 85.08000000000003, "t": 506.9884513, "r": 513.6362510000009, "b": 479.52167829999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "Exception: RCD protection need not apply to repairs undertaken in accordance with Clause 2.6.3.2.6.", "text": "Exception: RCD protection need not apply to repairs undertaken in accordance with Clause 2.6.3.2.6." }, { "self_ref": "#/texts/3039", "parent": { "$ref": "#/groups/276" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 128, "bbox": { "l": 66.48, "t": 474.67220000000003, "r": 496.48482100000047, "b": 439.561759, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "2.6.3.2.3 Non-domestic and non-residential installations-Australia only 2.6.3.2.3.1 Types of installations *", "text": "2.6.3.2.3 Non-domestic and non-residential installations-Australia only 2.6.3.2.3.1 Types of installations *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3040", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 128, "bbox": { "l": 85.07899679999997, "t": 432.9483183, "r": 372.26618540000044, "b": 419.52172229999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "These installations include, but are not limited to-", "text": "These installations include, but are not limited to-" }, { "self_ref": "#/texts/3041", "parent": { "$ref": "#/groups/277" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 128, "bbox": { "l": 85.07899679999997, "t": 412.96843659999996, "r": 450.1380360000005, "b": 399.54184059999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(a) individual commercial or industrial electrical installations; or", "text": "(a) individual commercial or industrial electrical installations; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3042", "parent": { "$ref": "#/groups/277" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 128, "bbox": { "l": 85.07899679999997, "t": 392.98855489999994, "r": 513.5991548000007, "b": 365.5217818999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "(b) multiple commercial or industrial electrical installations that are provided for common use; or", "text": "(b) multiple commercial or industrial electrical installations that are provided for common use; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3043", "parent": { "$ref": "#/groups/277" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 128, "bbox": { "l": 85.07899679999996, "t": 358.9684961999999, "r": 513.5774990000006, "b": 331.56187819999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "(c) external lighting installations in common areas of multiple commercial or industrial electrical installations; or", "text": "(c) external lighting installations in common areas of multiple commercial or industrial electrical installations; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3044", "parent": { "$ref": "#/groups/277" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 128, "bbox": { "l": 85.07899679999993, "t": 324.94843749999984, "r": 424.73217330000034, "b": 311.5218414999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "(d) commercial or industrial portions of mixed installations.", "text": "(d) commercial or industrial portions of mixed installations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3045", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 128, "bbox": { "l": 85.08, "t": 304.96845499999995, "r": 307.56948289999974, "b": 291.54185899999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "2.6.3.2.3.2 Location of RCD protection", "text": "2.6.3.2.3.2 Location of RCD protection", "level": 1 }, { "self_ref": "#/texts/3046", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 128, "bbox": { "l": 85.07899679999997, "t": 284.9885733, "r": 513.6448726000008, "b": 257.5218003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "Where protection of final subcircuits is required, RCDs shall be installed at the switchboard at which the final subcircuit originates.", "text": "Where protection of final subcircuits is required, RCDs shall be installed at the switchboard at which the final subcircuit originates." }, { "self_ref": "#/texts/3047", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 128, "bbox": { "l": 85.07899679999997, "t": 250.96851459999993, "r": 513.6725439000004, "b": 167.52149859999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 424 ] } ], "orig": "Exception: Where the wiring system is installed with additional mechanical protection against mechanical damage, complying with the requirements of Clause 3.9.4.4(a) or Clause 3.9.4.4(b), the RCD protection specifically intended for the protection of that socket-outlet or direct connected electrical equipment can be installed at, or adjacent to the socket-outlet or direct connected electrical equipment (e.g. factory).", "text": "Exception: Where the wiring system is installed with additional mechanical protection against mechanical damage, complying with the requirements of Clause 3.9.4.4(a) or Clause 3.9.4.4(b), the RCD protection specifically intended for the protection of that socket-outlet or direct connected electrical equipment can be installed at, or adjacent to the socket-outlet or direct connected electrical equipment (e.g. factory)." }, { "self_ref": "#/texts/3048", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 128, "bbox": { "l": 45.36, "t": 629.3453, "r": 59.4405, "b": 619.3013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/3049", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 128, "bbox": { "l": 45.36, "t": 414.1853, "r": 59.4405, "b": 404.1413, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/3050", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 128, "bbox": { "l": 42.54, "t": 250.44529999999997, "r": 56.62050000000001, "b": 240.4013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/3051", "parent": { "$ref": "#/pictures/42" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 128, "bbox": { "l": 523.6799, "t": 750.6803, "r": 535.9535, "b": 737.2882999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/3052", "parent": { "$ref": "#/pictures/43" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 128, "bbox": { "l": 522.2999, "t": 473.7203, "r": 534.5735, "b": 460.3283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/3053", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 128, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3054", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 129, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3055", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 129, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "125", "text": "125" }, { "self_ref": "#/texts/3056", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 129, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3057", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 129, "bbox": { "l": 45.36, "t": 685.0853, "r": 59.4405, "b": 675.0413, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/3058", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 129, "bbox": { "l": 85.08, "t": 751.968355, "r": 369.85998540000037, "b": 738.541759, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "2.6.3.2.3.3 Requirements for additional protection", "text": "2.6.3.2.3.3 Requirements for additional protection", "level": 1 }, { "self_ref": "#/texts/3059", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 129, "bbox": { "l": 85.07899679999997, "t": 731.9884733, "r": 513.6364509000005, "b": 690.5416783000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 181 ] } ], "orig": "Additional protection by RCDs with a maximum rated residual current of 30 mA shall be provided for final subcircuits with a rating not exceeding 32 A supplying-", "text": "Additional protection by RCDs with a maximum rated residual current of 30 mA shall be provided for final subcircuits with a rating not exceeding 32 A supplying-" }, { "self_ref": "#/texts/3060", "parent": { "$ref": "#/groups/278" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 129, "bbox": { "l": 85.07899679999997, "t": 683.9883926000001, "r": 213.59413880000002, "b": 670.5617966000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "(a) socket-outlets; or", "text": "(a) socket-outlets; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3061", "parent": { "$ref": "#/groups/278" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 129, "bbox": { "l": 85.07899679999997, "t": 663.9483559000001, "r": 175.77589339999986, "b": 650.5217599000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "(b) lighting; or", "text": "(b) lighting; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3062", "parent": { "$ref": "#/groups/278" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 129, "bbox": { "l": 85.07899679999997, "t": 643.9684742000002, "r": 513.6508881000003, "b": 616.5618562000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "(c) direct connected hand-held electrical equipment, e.g. directly connected tools; or", "text": "(c) direct connected hand-held electrical equipment, e.g. directly connected tools; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3063", "parent": { "$ref": "#/groups/278" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 129, "bbox": { "l": 85.07899679999998, "t": 609.9484155000002, "r": 513.7375113000007, "b": 582.5417975000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "(d) direct connected electrical equipment that represents an increased risk of electric shock.", "text": "(d) direct connected electrical equipment that represents an increased risk of electric shock.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3064", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 129, "bbox": { "l": 113.45892269999999, "t": 575.9885118000003, "r": 513.6665284000004, "b": 548.5217388000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "Factors that may represent an increased risk of electric shock include but are not limited to-", "text": "Factors that may represent an increased risk of electric shock include but are not limited to-" }, { "self_ref": "#/texts/3065", "parent": { "$ref": "#/groups/279" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 129, "bbox": { "l": 113.3987677, "t": 541.9684531000004, "r": 399.1145650000003, "b": 528.5418571000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "(i) external influences (refer Clause 1.5.14); and", "text": "(i) external influences (refer Clause 1.5.14); and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3066", "parent": { "$ref": "#/groups/279" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 129, "bbox": { "l": 113.39876770000001, "t": 521.9885714000003, "r": 513.5955455000006, "b": 494.5217984000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 128 ] } ], "orig": "(ii) type of electrical installation and processes being conducted (e.g. workshops and particular industrial activities).", "text": "(ii) type of electrical installation and processes being conducted (e.g. workshops and particular industrial activities).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3067", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 129, "bbox": { "l": 96.42, "t": 490.8572, "r": 513.3207180000007, "b": 452.623742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 210 ] } ], "orig": "NOTE: For all other final subcircuits with a rating not exceeding 32 A for direct connected equipment, additional protection by RCDs with a maximum rated residual current of 30 mA should be considered.", "text": "NOTE: For all other final subcircuits with a rating not exceeding 32 A for direct connected equipment, additional protection by RCDs with a maximum rated residual current of 30 mA should be considered." }, { "self_ref": "#/texts/3068", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 129, "bbox": { "l": 85.08, "t": 445.96835500000003, "r": 448.23212570000067, "b": 432.541759, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "Exceptions: These requirements need not apply to the following:", "text": "Exceptions: These requirements need not apply to the following:" }, { "self_ref": "#/texts/3069", "parent": { "$ref": "#/groups/280" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 129, "bbox": { "l": 85.08, "t": 425.9884733, "r": 368.2103354000003, "b": 412.5618773, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "1 Repairs in accordance with Clause 2.6.3.2.6.", "text": "1 Repairs in accordance with Clause 2.6.3.2.6.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3070", "parent": { "$ref": "#/groups/280" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 129, "bbox": { "l": 85.07999999999998, "t": 405.94843660000004, "r": 513.5809083999997, "b": 378.5418186, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "2 Situations where the disconnection of a circuit by an RCD could cause a danger greater than earth leakage current (e.g. traffic signals).", "text": "2 Situations where the disconnection of a circuit by an RCD could cause a danger greater than earth leakage current (e.g. traffic signals).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3071", "parent": { "$ref": "#/groups/280" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 129, "bbox": { "l": 85.07999999999996, "t": 371.9885329, "r": 513.6747502000004, "b": 316.56171589999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 257 ] } ], "orig": "3 Final subcircuits installed for the connection of specific items of equipment, provided that the connected equipment is designed, constructed and installed in such a manner that is not likely to present a significant risk of electric shock and-", "text": "3 Final subcircuits installed for the connection of specific items of equipment, provided that the connected equipment is designed, constructed and installed in such a manner that is not likely to present a significant risk of electric shock and-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3072", "parent": { "$ref": "#/groups/280" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 129, "bbox": { "l": 113.39856780000004, "t": 309.9482751999999, "r": 513.6506882000006, "b": 254.52145819999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 228 ] } ], "orig": "(i) is required by the owner or operator to perform a function that is essential to the performance of the installation and that function would be adversely affected by a loss of supply caused by the RCD operation; or", "text": "(i) is required by the owner or operator to perform a function that is essential to the performance of the installation and that function would be adversely affected by a loss of supply caused by the RCD operation; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3073", "parent": { "$ref": "#/groups/280" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 129, "bbox": { "l": 113.39856779999998, "t": 247.9681724999998, "r": 513.6206107000006, "b": 206.52137749999986, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "(ii) may cause spurious nuisance tripping through high leakage current being generated in the normal operation of the equipment (e.g. VSDs).", "text": "(ii) may cause spurious nuisance tripping through high leakage current being generated in the normal operation of the equipment (e.g. VSDs).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3074", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 129, "bbox": { "l": 113.45872280000002, "t": 199.9680917999999, "r": 513.6555006000006, "b": 172.56147379999982, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "In addition where the specific item of equipment is connected by a plug and socket-outlet, that socket-outlet is-", "text": "In addition where the specific item of equipment is connected by a plug and socket-outlet, that socket-outlet is-" }, { "self_ref": "#/texts/3075", "parent": { "$ref": "#/groups/281" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 129, "bbox": { "l": 113.39856780000005, "t": 165.948355, "r": 510.030882, "b": 138.54185899999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "-located in a position that is not likely to be accessed for general use; and", "text": "-located in a position that is not likely to be accessed for general use; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3076", "parent": { "$ref": "#/groups/281" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 129, "bbox": { "l": 113.4000741, "t": 131.98857329999998, "r": 509.984618, "b": 104.52175899999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 132 ] } ], "orig": "-clearly marked to indicate the restricted use of that socket-outlet and that RCD protection is not provided for that socket-outlet.", "text": "-clearly marked to indicate the restricted use of that socket-outlet and that RCD protection is not provided for that socket-outlet.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3077", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 129, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3078", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 130, "bbox": { "l": 45.36, "t": 343.02529999999996, "r": 59.4405, "b": 332.9813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/3079", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 130, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3080", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 130, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "126", "text": "126" }, { "self_ref": "#/texts/3081", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 130, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/3082", "parent": { "$ref": "#/groups/282" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 130, "bbox": { "l": 85.08, "t": 751.968355, "r": 513.6133921000003, "b": 724.561737, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "4 Where other methods of protection are applied, e.g. a separated supply in accordance with Clause 7.4.", "text": "4 Where other methods of protection are applied, e.g. a separated supply in accordance with Clause 7.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3083", "parent": { "$ref": "#/groups/282" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 130, "bbox": { "l": 66.6, "t": 718.3322, "r": 369.0488597, "b": 702.73052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "2.6.3.2.4 Home care installations-Australia only *", "text": "2.6.3.2.4 Home care installations-Australia only *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3084", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 130, "bbox": { "l": 85.07996359999999, "t": 697.9684733, "r": 513.6241835999994, "b": 670.5618553, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "RCD requirements for medical electrical equipment in home care medical installations shall comply with AS/NZS 3003.", "text": "RCD requirements for medical electrical equipment in home care medical installations shall comply with AS/NZS 3003." }, { "self_ref": "#/texts/3085", "parent": { "$ref": "#/groups/283" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 130, "bbox": { "l": 66.6, "t": 667.8721999999999, "r": 145.63345799999996, "b": 652.2705199999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "NOTES: *", "text": "NOTES: *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3086", "parent": { "$ref": "#/groups/283" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 130, "bbox": { "l": 96.42, "t": 650.8766720000001, "r": 513.3130320000001, "b": 625.6029080000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "1 Some of these installations require a Type I RCD, with a maximum rated residual current of 10 mA.", "text": "1 Some of these installations require a Type I RCD, with a maximum rated residual current of 10 mA.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3087", "parent": { "$ref": "#/groups/283" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 130, "bbox": { "l": 96.42, "t": 621.8367680000001, "r": 439.2188939999996, "b": 609.5830880000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "2 See Appendix M for further information on continuity of supply.", "text": "2 See Appendix M for further information on continuity of supply.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3088", "parent": { "$ref": "#/groups/283" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 130, "bbox": { "l": 66.6, "t": 603.7922, "r": 534.4535, "b": 575.521582, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "2.6.3.2.5 Alterations to installations and replacement of switchboardsAustralia only A *", "text": "2.6.3.2.5 Alterations to installations and replacement of switchboardsAustralia only A *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3089", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 130, "bbox": { "l": 85.07996359999999, "t": 568.9682963, "r": 513.5929030000007, "b": 541.5616783, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Additional protection by RCDs shall be provided in existing electrical installations where alterations or a switchboard replacement is completed.", "text": "Additional protection by RCDs shall be provided in existing electrical installations where alterations or a switchboard replacement is completed." }, { "self_ref": "#/texts/3090", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 130, "bbox": { "l": 85.07996359999999, "t": 534.9482376000001, "r": 290.8798434, "b": 521.5216416000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "The following provisions shall apply:", "text": "The following provisions shall apply:" }, { "self_ref": "#/texts/3091", "parent": { "$ref": "#/groups/284" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 130, "bbox": { "l": 85.07996359999999, "t": 514.9683559, "r": 513.6566673000009, "b": 473.5215609, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 195 ] } ], "orig": "(a) Alterations RCD protection shall be provided as required by Clause 2.6.3.2.2, 2.6.3.2.3 or 2.6.3.2.4, as applicable, where any alteration to an existing final subcircuit is undertaken.", "text": "(a) Alterations RCD protection shall be provided as required by Clause 2.6.3.2.2, 2.6.3.2.3 or 2.6.3.2.4, as applicable, where any alteration to an existing final subcircuit is undertaken.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3092", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 130, "bbox": { "l": 113.45988949999997, "t": 466.9682752, "r": 513.6061371000001, "b": 425.5214801999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 206 ] } ], "orig": "Socket-outlets added to an existing circuit shall be protected by an RCD in accordance with the requirements for new subcircuits in the part of the installation in which they are located.", "text": "Socket-outlets added to an existing circuit shall be protected by an RCD in accordance with the requirements for new subcircuits in the part of the installation in which they are located." }, { "self_ref": "#/texts/3093", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 130, "bbox": { "l": 113.45988949999997, "t": 418.9681944999999, "r": 513.6566673000005, "b": 377.52139949999986, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 190 ] } ], "orig": "Where socket-outlets are added to an existing circuit and RCD protection is required, the RCD protection need only be fitted at the commencement of the additional wiring.", "text": "Where socket-outlets are added to an existing circuit and RCD protection is required, the RCD protection need only be fitted at the commencement of the additional wiring." }, { "self_ref": "#/texts/3094", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 130, "bbox": { "l": 113.45988949999997, "t": 370.96811379999986, "r": 513.6073402000002, "b": 343.5614957999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "Exception: Extensions to existing non-RCD-protected final subcircuits supplying lighting points only.", "text": "Exception: Extensions to existing non-RCD-protected final subcircuits supplying lighting points only." }, { "self_ref": "#/texts/3095", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 130, "bbox": { "l": 113.46, "t": 339.8372, "r": 513.383441999999, "b": 301.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 178 ] } ], "orig": "NOTE: For the purpose of this Clause, combination fan, light and heater units, smoke detectors, exhaust fans and ceiling sweep fans are all regarded as lighting points.", "text": "NOTE: For the purpose of this Clause, combination fan, light and heater units, smoke detectors, exhaust fans and ceiling sweep fans are all regarded as lighting points." }, { "self_ref": "#/texts/3096", "parent": { "$ref": "#/groups/285" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 130, "bbox": { "l": 85.08, "t": 294.94845499999997, "r": 513.7000153000006, "b": 239.52163799999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 249 ] } ], "orig": "(b) Switchboard replacement Where all of the circuit protection on a switchboard is replaced, additional protection by RCDs as required by this Clause (2.6) shall be provided for the final subcircuits supplied from that switchboard.", "text": "(b) Switchboard replacement Where all of the circuit protection on a switchboard is replaced, additional protection by RCDs as required by this Clause (2.6) shall be provided for the final subcircuits supplied from that switchboard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3097", "parent": { "$ref": "#/groups/285" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 130, "bbox": { "l": 66.6, "t": 233.29230000000007, "r": 280.8435831999998, "b": 217.69061999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "2.6.3.2.6 Repairs-Australia only *", "text": "2.6.3.2.6 Repairs-Australia only *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3098", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 130, "bbox": { "l": 85.07996359999999, "t": 212.9884733, "r": 510.03894560000055, "b": 171.54167830000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 229 ] } ], "orig": "The requirements of this Clause (2.6.3) need not apply where a socketoutlet, luminaire or single item of electrical equipment that is not RCDprotected is replaced with an equivalent item in the same location.", "text": "The requirements of this Clause (2.6.3) need not apply where a socketoutlet, luminaire or single item of electrical equipment that is not RCDprotected is replaced with an equivalent item in the same location." }, { "self_ref": "#/texts/3099", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 130, "bbox": { "l": 85.07996359999999, "t": 164.9883926, "r": 513.6301991000009, "b": 137.5216196, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 149 ] } ], "orig": "For the purpose of this Clause, the replacement of a single socket-outlet with a multiple socket-outlet assembly is deemed to be a repair.", "text": "For the purpose of this Clause, the replacement of a single socket-outlet with a multiple socket-outlet assembly is deemed to be a repair." }, { "self_ref": "#/texts/3100", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 130, "bbox": { "l": 96.42, "t": 133.85720000000003, "r": 513.3338940000006, "b": 95.623742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 186 ] } ], "orig": "NOTE: For purposes of this Clause, combination fan, light and heater units, smoke detectors, exhaust fans and ceiling sweep fans are all regarded as lighting points.", "text": "NOTE: For purposes of this Clause, combination fan, light and heater units, smoke detectors, exhaust fans and ceiling sweep fans are all regarded as lighting points." }, { "self_ref": "#/texts/3101", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 130, "bbox": { "l": 45.36, "t": 134.82529999999997, "r": 59.4405, "b": 124.78129999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/3102", "parent": { "$ref": "#/pictures/45" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 130, "bbox": { "l": 522.1799, "t": 715.7603, "r": 534.4535, "b": 702.3683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/3103", "parent": { "$ref": "#/pictures/46" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 130, "bbox": { "l": 522.2999, "t": 232.22029999999995, "r": 534.5735, "b": 218.8283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/3104", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 130, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3105", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 131, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/3106", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 131, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3107", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 131, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "127", "text": "127" }, { "self_ref": "#/texts/3108", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 131, "bbox": { "l": 45.36, "t": 642.3652999999999, "r": 59.4405, "b": 632.3213, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/3109", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 131, "bbox": { "l": 45.36, "t": 564.1853, "r": 59.4405, "b": 554.1413, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/3110", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 131, "bbox": { "l": 45.36, "t": 167.82529999999997, "r": 59.4405, "b": 157.7813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/3111", "parent": { "$ref": "#/groups/286" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 131, "bbox": { "l": 66.6, "t": 751.968355, "r": 389.5625265000005, "b": 735.67052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "2.6.3.3 Installation requirements-New Zealand only *", "text": "2.6.3.3 Installation requirements-New Zealand only *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3112", "parent": { "$ref": "#/groups/286" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 131, "bbox": { "l": 66.12, "t": 731.988355, "r": 394.88302600000014, "b": 715.69052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "2.6.3.3.1 Residential installations-New Zealand only *", "text": "2.6.3.3.1 Residential installations-New Zealand only *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3113", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 131, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3114", "parent": { "$ref": "#/pictures/47" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 131, "bbox": { "l": 518.46, "t": 744.7403, "r": 538.416, "b": 731.3483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/3115", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 131, "bbox": { "l": 85.07996359999999, "t": 711.9483183, "r": 513.5977154000005, "b": 684.5417003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "Additional protection by RCDs with a maximum rated residual current of 30 mA shall be provided for final subcircuits supplying-", "text": "Additional protection by RCDs with a maximum rated residual current of 30 mA shall be provided for final subcircuits supplying-" }, { "self_ref": "#/texts/3116", "parent": { "$ref": "#/groups/287" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 131, "bbox": { "l": 85.07996359999999, "t": 677.9884146, "r": 285.2806159999999, "b": 664.5618186, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "(a) one or more socket-outlets; or", "text": "(a) one or more socket-outlets; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3117", "parent": { "$ref": "#/groups/287" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 131, "bbox": { "l": 85.07996359999999, "t": 657.9483779000001, "r": 513.3417179999997, "b": 602.623742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 211 ] } ], "orig": "(b) one or more lighting points; or NOTE: For purposes of this Clause, combination fan, light and heater units, smoke detectors, exhaust fans and ceiling sweep fans are all regarded as lighting points.", "text": "(b) one or more lighting points; or NOTE: For purposes of this Clause, combination fan, light and heater units, smoke detectors, exhaust fans and ceiling sweep fans are all regarded as lighting points.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3118", "parent": { "$ref": "#/groups/287" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 131, "bbox": { "l": 85.08, "t": 595.968355, "r": 513.6795626000003, "b": 568.561737, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "(c) directly connected hand-held electrical equipment, e.g. directly connected hair dryers or tools forming part of-", "text": "(c) directly connected hand-held electrical equipment, e.g. directly connected hair dryers or tools forming part of-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3119", "parent": { "$ref": "#/groups/287" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 131, "bbox": { "l": 113.39977090000001, "t": 561.9482963, "r": 394.94201430000044, "b": 548.5217003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "(i) individual domestic electrical installations; or", "text": "(i) individual domestic electrical installations; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3120", "parent": { "$ref": "#/groups/287" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 131, "bbox": { "l": 113.39977090000001, "t": 541.9684146000001, "r": 513.5977518000005, "b": 514.5617966000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "(ii) residential areas of other electrical installations (see Note below); or", "text": "(ii) residential areas of other electrical installations (see Note below); or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3121", "parent": { "$ref": "#/groups/287" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 131, "bbox": { "l": 113.39977090000004, "t": 507.94835590000014, "r": 513.5700805000007, "b": 480.5417379000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "(iii) multiple residential electrical installations that are provided for common use; or", "text": "(iii) multiple residential electrical installations that are provided for common use; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3122", "parent": { "$ref": "#/groups/287" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 131, "bbox": { "l": 113.39977090000004, "t": 473.9884522000001, "r": 513.5953456000005, "b": 446.52167920000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "(iv) external lighting installations in common areas of multiple residential electrical installations.", "text": "(iv) external lighting installations in common areas of multiple residential electrical installations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3123", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 131, "bbox": { "l": 85.08000000000001, "t": 439.96839350000005, "r": 513.6458758000008, "b": 412.5617755, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "Where protection of final subcircuits is required, RCDs shall be installed at the switchboard at which the final subcircuit originates.", "text": "Where protection of final subcircuits is required, RCDs shall be installed at the switchboard at which the final subcircuit originates." }, { "self_ref": "#/texts/3124", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 131, "bbox": { "l": 85.08000000000001, "t": 405.9483348, "r": 153.78904100000003, "b": 392.5217388, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:", "level": 1 }, { "self_ref": "#/texts/3125", "parent": { "$ref": "#/groups/288" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 131, "bbox": { "l": 85.08000000000001, "t": 385.9684531, "r": 513.6458757999992, "b": 316.5616140999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 286 ] } ], "orig": "1 This requirement need not apply to a final subcircuit for which a method of fault protection other than automatic disconnection of supply is applied, e.g. a separated supply in accordance with Clause 7.4 or supply at extra low voltage in accordance with Clause 7.5.", "text": "1 This requirement need not apply to a final subcircuit for which a method of fault protection other than automatic disconnection of supply is applied, e.g. a separated supply in accordance with Clause 7.4 or supply at extra low voltage in accordance with Clause 7.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3126", "parent": { "$ref": "#/groups/288" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 131, "bbox": { "l": 85.08120309999997, "t": 309.94817339999986, "r": 513.7000153000007, "b": 254.52135639999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 253 ] } ], "orig": "2 This requirement need not apply to a final subcircuit supplying a socket-outlet or a connecting device specifically for the connection of a fixed or stationary electric cooking appliance, such as a range, oven or hotplate unit provided that-", "text": "2 This requirement need not apply to a final subcircuit supplying a socket-outlet or a connecting device specifically for the connection of a fixed or stationary electric cooking appliance, such as a range, oven or hotplate unit provided that-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3127", "parent": { "$ref": "#/groups/288" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 131, "bbox": { "l": 113.40217710000009, "t": 247.96807069999977, "r": 513.6952029000004, "b": 220.5614526999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "(a) the socket-outlet is located in a position that is not likely to be accessed for general purposes;", "text": "(a) the socket-outlet is located in a position that is not likely to be accessed for general purposes;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3128", "parent": { "$ref": "#/groups/288" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 131, "bbox": { "l": 113.40217710000009, "t": 213.94801199999984, "r": 513.5857208000006, "b": 186.54139399999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "(b) the socket-outlet is clearly marked to indicate the restricted purpose of the socket-outlet.", "text": "(b) the socket-outlet is clearly marked to indicate the restricted purpose of the socket-outlet.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3129", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 131, "bbox": { "l": 96.42, "t": 182.87720000000002, "r": 145.63345799999996, "b": 170.62351999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/3130", "parent": { "$ref": "#/groups/289" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 131, "bbox": { "l": 96.42, "t": 166.85738000000003, "r": 189.770862, "b": 154.6037, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "1 ' Text deleted '", "text": "1 ' Text deleted '", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3131", "parent": { "$ref": "#/groups/289" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 131, "bbox": { "l": 96.42000000000002, "t": 150.83755999999994, "r": 513.3635399999988, "b": 112.60410200000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 206 ] } ], "orig": "2 This requirement applies to complete final subcircuits, not to additions or alterations of existing final subcircuits. Requirements for additions and alterations are in Clause 2.6.3.3.4.", "text": "2 This requirement applies to complete final subcircuits, not to additions or alterations of existing final subcircuits. Requirements for additions and alterations are in Clause 2.6.3.3.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3132", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 131, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3133", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 132, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/3134", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 132, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3135", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 132, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "128", "text": "128" }, { "self_ref": "#/texts/3136", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 132, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/3137", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 132, "bbox": { "l": 66.6, "t": 751.968355, "r": 417.3424968000001, "b": 731.95052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "2.6.3.3.2 Non-residential installations-New Zealand only *", "text": "2.6.3.3.2 Non-residential installations-New Zealand only *", "level": 1 }, { "self_ref": "#/texts/3138", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 132, "bbox": { "l": 85.07876049999999, "t": 731.9884733, "r": 513.6205743, "b": 704.5217003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 80 ] } ], "orig": "In New Zealand, the following requirements apply to non-residential locations:", "text": "In New Zealand, the following requirements apply to non-residential locations:" }, { "self_ref": "#/texts/3139", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 132, "bbox": { "l": 85.07876049999999, "t": 697.9684146000001, "r": 297.45237870000005, "b": 684.5418186, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "(a) Education and childcare facilities", "text": "(a) Education and childcare facilities", "level": 1 }, { "self_ref": "#/texts/3140", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 132, "bbox": { "l": 113.4586864, "t": 677.9885329000001, "r": 513.6097463999995, "b": 636.5417379000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 203 ] } ], "orig": "Additional protection by an RCD with a maximum rated residual current of 30 mA shall be provided for final subcircuits supplying one or more socket-outlets having a rating not exceeding 30 A in-", "text": "Additional protection by an RCD with a maximum rated residual current of 30 mA shall be provided for final subcircuits supplying one or more socket-outlets having a rating not exceeding 30 A in-" }, { "self_ref": "#/texts/3141", "parent": { "$ref": "#/groups/290" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 132, "bbox": { "l": 113.3985314, "t": 629.9884522000002, "r": 249.91428840000015, "b": 616.5618562000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "(i) kindergartens; and", "text": "(i) kindergartens; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3142", "parent": { "$ref": "#/groups/290" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 132, "bbox": { "l": 113.3985314, "t": 609.9484155000002, "r": 391.7645908000006, "b": 596.5218195000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "(ii) day care centres for preschool children; and", "text": "(ii) day care centres for preschool children; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3143", "parent": { "$ref": "#/groups/290" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 132, "bbox": { "l": 113.3985314, "t": 589.9685338000003, "r": 480.7639133000006, "b": 576.5419378000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "(iii) schools for children up to and including school Year 13; and", "text": "(iii) schools for children up to and including school Year 13; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3144", "parent": { "$ref": "#/groups/290" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 132, "bbox": { "l": 113.3985314, "t": 569.9886521000003, "r": 513.5856844000004, "b": 542.5218791000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 128 ] } ], "orig": "(iv) areas in tertiary education or vocational training facilities that are primarily used or intended for teaching or training.", "text": "(iv) areas in tertiary education or vocational training facilities that are primarily used or intended for teaching or training.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3145", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 132, "bbox": { "l": 85.07876049999996, "t": 535.9685934000004, "r": 334.2082868000001, "b": 522.5419974000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "(b) Junior education and childcare facilities", "text": "(b) Junior education and childcare facilities", "level": 1 }, { "self_ref": "#/texts/3146", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 132, "bbox": { "l": 113.45868639999992, "t": 515.9887117000003, "r": 513.6843386000004, "b": 474.5419167000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 216 ] } ], "orig": "Additional protection by an RCD with a maximum rated residual current of 10 mA shall be provided for socket-outlets in areas within a building primarily for the purpose of teaching or caring for children in-", "text": "Additional protection by an RCD with a maximum rated residual current of 10 mA shall be provided for socket-outlets in areas within a building primarily for the purpose of teaching or caring for children in-" }, { "self_ref": "#/texts/3147", "parent": { "$ref": "#/groups/291" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 132, "bbox": { "l": 113.39853139999994, "t": 467.9886310000003, "r": 249.9142884000001, "b": 454.56203500000026, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "(i) kindergartens; and", "text": "(i) kindergartens; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3148", "parent": { "$ref": "#/groups/291" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 132, "bbox": { "l": 113.39853139999994, "t": 447.9485943000003, "r": 392.4479516000004, "b": 434.5219983000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "(ii) day-care centres for preschool children; and", "text": "(ii) day-care centres for preschool children; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3149", "parent": { "$ref": "#/groups/291" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 132, "bbox": { "l": 113.39853139999994, "t": 427.9687126000003, "r": 467.65132640000064, "b": 414.54211660000027, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "(iii) schools for children up to and including school year eight.", "text": "(iii) schools for children up to and including school year eight.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3150", "parent": { "$ref": "#/groups/291" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 132, "bbox": { "l": 113.46, "t": 410.87719999999996, "r": 513.3625799999995, "b": 398.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "NOTE: These RCDs need not be Type I as used for electrical medical", "text": "NOTE: These RCDs need not be Type I as used for electrical medical", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3151", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 132, "bbox": { "l": 113.46, "t": 397.85711599999996, "r": 159.28173600000002, "b": 385.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "devices.", "text": "devices." }, { "self_ref": "#/texts/3152", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 132, "bbox": { "l": 85.08, "t": 378.948355, "r": 198.39277039999982, "b": 365.521759, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "(c) Other locations", "text": "(c) Other locations", "level": 1 }, { "self_ref": "#/texts/3153", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 132, "bbox": { "l": 113.4599259, "t": 358.96847329999997, "r": 513.6831719000004, "b": 303.5416562999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 233 ] } ], "orig": "Socket-outlets with a rating not exceeding 30 A, and supplies to directly connected hand-held equipment, installed in the following locations, shall be protected by RCDs with a maximum rated residual current of 30 mA:", "text": "Socket-outlets with a rating not exceeding 30 A, and supplies to directly connected hand-held equipment, installed in the following locations, shall be protected by RCDs with a maximum rated residual current of 30 mA:" }, { "self_ref": "#/texts/3154", "parent": { "$ref": "#/groups/292" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 132, "bbox": { "l": 113.39977090000004, "t": 296.9883705999998, "r": 247.9785369000001, "b": 283.5617745999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "(i) Outdoor locations.", "text": "(i) Outdoor locations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3155", "parent": { "$ref": "#/groups/292" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 132, "bbox": { "l": 113.39977090000004, "t": 276.94833389999985, "r": 131.23452530000006, "b": 263.52173789999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "(ii)", "text": "(ii)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3156", "parent": { "$ref": "#/groups/292" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 132, "bbox": { "l": 141.75202550000006, "t": 276.94833389999985, "r": 513.3223379999993, "b": 234.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "Locations that have easy or unsupervised public access. NOTE: Typical examples include public areas of train stations, airports and shopping malls.", "text": "Locations that have easy or unsupervised public access. NOTE: Typical examples include public areas of train stations, airports and shopping malls.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3157", "parent": { "$ref": "#/groups/292" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 132, "bbox": { "l": 113.4, "t": 227.98835499999996, "r": 263.9547308999999, "b": 214.56175899999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "(iii) Amusement arcades.", "text": "(iii) Amusement arcades.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3158", "parent": { "$ref": "#/groups/292" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 132, "bbox": { "l": 113.4, "t": 207.94831829999998, "r": 513.6761824000004, "b": 180.5417003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "(iv) Sockets in damp situation zones as classified by Clauses 6.6 or 6.7.", "text": "(iv) Sockets in damp situation zones as classified by Clauses 6.6 or 6.7.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3159", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 132, "bbox": { "l": 85.08022910000003, "t": 173.98841460000006, "r": 277.31275019999975, "b": 160.56181860000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "(d) Particular types of equipment", "text": "(d) Particular types of equipment", "level": 1 }, { "self_ref": "#/texts/3160", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 132, "bbox": { "l": 113.46015500000001, "t": 153.94837789999997, "r": 513.6966350999996, "b": 112.56173790000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 151 ] } ], "orig": "Socket-outlets for and supplies to the following types of equipment shall be protected by RCDs with a maximum rated residual current of 30 mA:", "text": "Socket-outlets for and supplies to the following types of equipment shall be protected by RCDs with a maximum rated residual current of 30 mA:" }, { "self_ref": "#/texts/3161", "parent": { "$ref": "#/groups/293" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 132, "bbox": { "l": 113.40000000000002, "t": 105.94829720000007, "r": 236.30989910000017, "b": 92.52170120000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "(i) Children's rides.", "text": "(i) Children's rides.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3162", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 132, "bbox": { "l": 45.36, "t": 631.5054, "r": 59.4405, "b": 621.4614, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/3163", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 132, "bbox": { "l": 45.36, "t": 470.82529999999997, "r": 59.4405, "b": 460.7813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/3164", "parent": { "$ref": "#/pictures/48" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 132, "bbox": { "l": 518.46, "t": 744.2603, "r": 538.416, "b": 730.8683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/3165", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 132, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3166", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 133, "bbox": { "l": 40.8, "t": 302.5253, "r": 54.880500000000005, "b": 292.4812999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/3167", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 133, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3168", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 133, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "129", "text": "129" }, { "self_ref": "#/texts/3169", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 133, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3170", "parent": { "$ref": "#/groups/294" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 133, "bbox": { "l": 113.4, "t": 751.968355, "r": 252.27142679999992, "b": 738.541759, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "(ii) Vending machines.", "text": "(ii) Vending machines.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3171", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 133, "bbox": { "l": 85.08022910000001, "t": 731.9884733, "r": 153.7892701, "b": 718.5618773, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:", "level": 1 }, { "self_ref": "#/texts/3172", "parent": { "$ref": "#/groups/295" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 133, "bbox": { "l": 85.08022910000001, "t": 711.9484366, "r": 513.6701669000004, "b": 684.5418186, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "1 The requirements of Items (a), (b), (c) and (d) need not apply to the following:", "text": "1 The requirements of Items (a), (b), (c) and (d) need not apply to the following:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3173", "parent": { "$ref": "#/groups/295" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 133, "bbox": { "l": 113.40000000000005, "t": 679.1916329000001, "r": 513.6340739000009, "b": 622.5617159000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 241 ] } ], "orig": " Where other methods of fault protection other than automatic disconnection of supply are applied, e.g. a separated supply in accordance with Clause 7.4 or supply at extra low voltage in accordance with Clause 7.5.", "text": " Where other methods of fault protection other than automatic disconnection of supply are applied, e.g. a separated supply in accordance with Clause 7.4 or supply at extra low voltage in accordance with Clause 7.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3174", "parent": { "$ref": "#/groups/295" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 133, "bbox": { "l": 113.40120310000002, "t": 617.1513752000002, "r": 513.6424956000004, "b": 588.5416572000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": " Where the disconnection of a circuit by an RCD could cause a danger greater than earth leakage current.", "text": " Where the disconnection of a circuit by an RCD could cause a danger greater than earth leakage current.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3175", "parent": { "$ref": "#/groups/295" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 133, "bbox": { "l": 113.40240620000006, "t": 583.1914715000003, "r": 513.6689638000004, "b": 554.5215985000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": " Where socket-outlets that are part of a mining operation are supplied at reduced low voltage.", "text": " Where socket-outlets that are part of a mining operation are supplied at reduced low voltage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3176", "parent": { "$ref": "#/groups/295" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 133, "bbox": { "l": 85.08383840000008, "t": 547.9683128000004, "r": 513.6749793000009, "b": 520.5616948000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "2 The requirement of Item (b) for additional protection by 10 mA RCDs need not apply to the following:", "text": "2 The requirement of Item (b) for additional protection by 10 mA RCDs need not apply to the following:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3177", "parent": { "$ref": "#/groups/295" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 133, "bbox": { "l": 113.40360930000008, "t": 515.1513541000004, "r": 513.7098691999996, "b": 486.5416361000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": " Socket-outlets mounted above 1.8 m from the floor or above 1.8 m from a platform that is accessible to children.", "text": " Socket-outlets mounted above 1.8 m from the floor or above 1.8 m from a platform that is accessible to children.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3178", "parent": { "$ref": "#/groups/295" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 133, "bbox": { "l": 113.40481240000005, "t": 481.1914504000004, "r": 513.6461049000004, "b": 424.5615334000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 252 ] } ], "orig": " Socket-outlets specifically for the supply of electricity to information technology equipment or cleaning equipment that are clearly marked to indicate the restricted purpose of the socketoutlet and that 10 mA RCD protection is not provided.", "text": " Socket-outlets specifically for the supply of electricity to information technology equipment or cleaning equipment that are clearly marked to indicate the restricted purpose of the socketoutlet and that 10 mA RCD protection is not provided.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3179", "parent": { "$ref": "#/groups/295" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 133, "bbox": { "l": 113.40721860000005, "t": 419.1511927000003, "r": 513.6954320000003, "b": 390.54147470000026, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": " Socket-outlets in corridors, halls, gymnasiums and similar areas where portable appliances are not likely to be used by children.", "text": " Socket-outlets in corridors, halls, gymnasiums and similar areas where portable appliances are not likely to be used by children.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3180", "parent": { "$ref": "#/groups/295" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 133, "bbox": { "l": 113.40842170000008, "t": 385.19128900000027, "r": 513.6497142000004, "b": 356.5214160000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": " Areas occasionally used by children up to school year eight but primarily intended for the care or education of older age groups.", "text": " Areas occasionally used by children up to school year eight but primarily intended for the care or education of older age groups.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3181", "parent": { "$ref": "#/groups/295" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 133, "bbox": { "l": 113.4096248000001, "t": 351.1712303000002, "r": 513.6593390000007, "b": 308.52133530000015, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 174 ] } ], "orig": " A socket-outlet or a connecting device specifically for the connection of a fixed or stationary appliance for cooking, such as a range, oven or hotplate unit provided that-", "text": " A socket-outlet or a connecting device specifically for the connection of a fixed or stationary appliance for cooking, such as a range, oven or hotplate unit provided that-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3182", "parent": { "$ref": "#/groups/295" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 133, "bbox": { "l": 141.79075380000015, "t": 301.9680496000001, "r": 509.9309321000008, "b": 274.5614316000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "-the socket-outlet is located in a position that is not likely to be accessed for general purposes; and", "text": "-the socket-outlet is located in a position that is not likely to be accessed for general purposes; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3183", "parent": { "$ref": "#/groups/295" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 133, "bbox": { "l": 141.79195690000017, "t": 267.94845499999997, "r": 513.584618, "b": 240.54175899999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "-the socket-outlet is clearly marked to indicate the restricted purpose of the socket-outlet; and", "text": "-the socket-outlet is clearly marked to indicate the restricted purpose of the socket-outlet; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3184", "parent": { "$ref": "#/groups/295" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 133, "bbox": { "l": 141.7802956, "t": 233.9884733, "r": 510.0335653000009, "b": 206.52170030000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "-the socket is supplied by a dedicated circuit protected by a 30 mA RCD.", "text": "-the socket is supplied by a dedicated circuit protected by a 30 mA RCD.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3185", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 133, "bbox": { "l": 96.42, "t": 202.85720000000003, "r": 145.63345799999996, "b": 190.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/3186", "parent": { "$ref": "#/groups/296" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 133, "bbox": { "l": 96.42, "t": 187.79703199999994, "r": 513.3459720000003, "b": 162.583658, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "1 Childcare facilities include any premises registered with local authorities as a day-care centre and or registered or licensed family day-care premises.", "text": "1 Childcare facilities include any premises registered with local authorities as a day-care centre and or registered or licensed family day-care premises.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3187", "parent": { "$ref": "#/groups/296" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 133, "bbox": { "l": 96.42000000000002, "t": 159.83756000000005, "r": 513.3756179999996, "b": 108.58401800000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 289 ] } ], "orig": "2 Where one clause requires 30 mA RCD protection of the final subcircuit, and this Clause requires 10 mA RCD protection of the socket-outlet; 30 mA RCD at the switchboard and a 10 mA RCD in the same room as, or incorporated into, the socket-outlet(s) would satisfy both these requirements.", "text": "2 Where one clause requires 30 mA RCD protection of the final subcircuit, and this Clause requires 10 mA RCD protection of the socket-outlet; 30 mA RCD at the switchboard and a 10 mA RCD in the same room as, or incorporated into, the socket-outlet(s) would satisfy both these requirements.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3188", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 133, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3189", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 134, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/3190", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 134, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3191", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 134, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "130", "text": "130" }, { "self_ref": "#/texts/3192", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 134, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/3193", "parent": { "$ref": "#/groups/297" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 134, "bbox": { "l": 96.42, "t": 751.7972000000001, "r": 513.3624419999998, "b": 726.583826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "3 Care should be taken to avoid nuisance tripping by limiting the number of socket-outlets protected by the same 10 mA RCD.", "text": "3 Care should be taken to avoid nuisance tripping by limiting the number of socket-outlets protected by the same 10 mA RCD.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3194", "parent": { "$ref": "#/groups/297" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 134, "bbox": { "l": 96.41999999999999, "t": 723.8377280000001, "r": 352.8106860000004, "b": 711.584048, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "4 'Reduced low voltage' means either (a) or (b):", "text": "4 'Reduced low voltage' means either (a) or (b):", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3195", "parent": { "$ref": "#/groups/297" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 134, "bbox": { "l": 113.39947199999999, "t": 708.8379500000001, "r": 318.5168520000003, "b": 696.5842700000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "(a) A single-phase system in which-", "text": "(a) A single-phase system in which-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3196", "parent": { "$ref": "#/groups/297" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 134, "bbox": { "l": 141.77947799999998, "t": 693.8381720000001, "r": 502.4076960000003, "b": 681.5844920000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(i) the nominal line-to-line voltage does not exceed 110 V a.c.; and", "text": "(i) the nominal line-to-line voltage does not exceed 110 V a.c.; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3197", "parent": { "$ref": "#/groups/297" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 134, "bbox": { "l": 141.77947799999998, "t": 678.8383940000001, "r": 504.16010400000016, "b": 666.5847140000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "(ii) the nominal line-to-earth voltage does not exceed 55 V a.c.; and", "text": "(ii) the nominal line-to-earth voltage does not exceed 55 V a.c.; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3198", "parent": { "$ref": "#/groups/297" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 134, "bbox": { "l": 141.77947799999998, "t": 663.8386160000001, "r": 513.3273059999992, "b": 638.6252420000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "(iii) all exposed conductive parts are connected to the protective earthing conductor.", "text": "(iii) all exposed conductive parts are connected to the protective earthing conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3199", "parent": { "$ref": "#/groups/297" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 134, "bbox": { "l": 113.39947199999997, "t": 635.8187540000001, "r": 314.61346200000037, "b": 623.5650740000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "(b) A three-phase system in which-", "text": "(b) A three-phase system in which-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3200", "parent": { "$ref": "#/groups/297" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 134, "bbox": { "l": 141.77947799999998, "t": 620.8189760000001, "r": 502.4076960000003, "b": 608.5652960000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(i) the nominal line-to-line voltage does not exceed 110 V a.c.; and", "text": "(i) the nominal line-to-line voltage does not exceed 110 V a.c.; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3201", "parent": { "$ref": "#/groups/297" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 134, "bbox": { "l": 141.77947799999998, "t": 605.8191980000001, "r": 513.2153100000002, "b": 580.6058240000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "(ii) the nominal line-to-earth voltage does not exceed 63.5 V a.c.; and", "text": "(ii) the nominal line-to-earth voltage does not exceed 63.5 V a.c.; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3202", "parent": { "$ref": "#/groups/297" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 134, "bbox": { "l": 141.77947799999998, "t": 577.7993360000002, "r": 513.3273059999992, "b": 552.5859620000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "(iii) all exposed conductive parts are connected to the protective earthing conductor.", "text": "(iii) all exposed conductive parts are connected to the protective earthing conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3203", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 134, "bbox": { "l": 85.08, "t": 545.988355, "r": 393.6438330000003, "b": 532.5617589999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "2.6.3.3.3 Home care installations-New Zealand only", "text": "2.6.3.3.3 Home care installations-New Zealand only", "level": 1 }, { "self_ref": "#/texts/3204", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 134, "bbox": { "l": 85.07996359999999, "t": 525.9483183, "r": 513.6494487000004, "b": 498.54170029999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "The installation of medical electrical equipment in home care medical installations shall comply with AS/NZS 3003.", "text": "The installation of medical electrical equipment in home care medical installations shall comply with AS/NZS 3003." }, { "self_ref": "#/texts/3205", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 134, "bbox": { "l": 96.42, "t": 495.8372, "r": 145.63345799999996, "b": 483.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/3206", "parent": { "$ref": "#/groups/298" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 134, "bbox": { "l": 96.42, "t": 480.837422, "r": 513.3130320000001, "b": 455.624048, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "1 Some of these installations require a Type I RCD, with a maximum rated residual current of 10 mA and faster tripping time.", "text": "1 Some of these installations require a Type I RCD, with a maximum rated residual current of 10 mA and faster tripping time.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3207", "parent": { "$ref": "#/groups/298" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 134, "bbox": { "l": 96.42, "t": 452.81756, "r": 470.82372599999985, "b": 440.56388000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "2 Further information on reliability of supply is provided in Appendix M.", "text": "2 Further information on reliability of supply is provided in Appendix M.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3208", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 134, "bbox": { "l": 85.08, "t": 433.96835500000003, "r": 400.96589960000006, "b": 420.541759, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "2.6.3.3.4 Additions and alterations-New Zealand only", "text": "2.6.3.3.4 Additions and alterations-New Zealand only", "level": 1 }, { "self_ref": "#/texts/3209", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 134, "bbox": { "l": 85.07996360000001, "t": 413.9884733, "r": 277.7227418, "b": 400.5618773, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "The following requirements apply:", "text": "The following requirements apply:" }, { "self_ref": "#/texts/3210", "parent": { "$ref": "#/groups/299" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 134, "bbox": { "l": 85.07996360000001, "t": 393.94843660000004, "r": 513.6229804999992, "b": 338.52161959999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 243 ] } ], "orig": "(a) General Where all of the circuit protection on a switchboard is replaced, additional protection by RCDs as required by this Clause (Clause 2.6.3) shall be provided for the final subcircuits supplied from that switchboard.", "text": "(a) General Where all of the circuit protection on a switchboard is replaced, additional protection by RCDs as required by this Clause (Clause 2.6.3) shall be provided for the final subcircuits supplied from that switchboard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3211", "parent": { "$ref": "#/groups/299" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 134, "bbox": { "l": 85.08116669999997, "t": 331.96833389999995, "r": 513.7035882000007, "b": 276.5415168999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 241 ] } ], "orig": "(b) Socket-outlets Socket-outlets added to an existing circuit shall be protected by an RCD in accordance with the requirements for new subcircuits in the part of the installation in which the sockets are located.", "text": "(b) Socket-outlets Socket-outlets added to an existing circuit shall be protected by an RCD in accordance with the requirements for new subcircuits in the part of the installation in which the sockets are located.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3212", "parent": { "$ref": "#/groups/299" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 134, "bbox": { "l": 113.45999999999998, "t": 273.83719999999994, "r": 513.3779519999999, "b": 196.60388, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 409 ] } ], "orig": "NOTE: Where socket-outlets are added to an existing final subcircuit and RCD protection of the subcircuit is required, installing the RCD at the origin of the subcircuit is preferred; however, the RCD protection need only be fitted at the commencement of the additional wiring. The location of all such RCDs should be recorded at the switchboard from which the final subcircuit originates.", "text": "NOTE: Where socket-outlets are added to an existing final subcircuit and RCD protection of the subcircuit is required, installing the RCD at the origin of the subcircuit is preferred; however, the RCD protection need only be fitted at the commencement of the additional wiring. The location of all such RCDs should be recorded at the switchboard from which the final subcircuit originates.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3213", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 134, "bbox": { "l": 85.08, "t": 190.96835499999997, "r": 448.23212570000067, "b": 177.54175899999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "Exceptions: These requirements need not apply to the following:", "text": "Exceptions: These requirements need not apply to the following:" }, { "self_ref": "#/texts/3214", "parent": { "$ref": "#/groups/300" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 134, "bbox": { "l": 85.08, "t": 172.96877589999997, "r": 513.6230168999997, "b": 131.52198090000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 164 ] } ], "orig": "1 Where socket-outlets that are not RCD-protected are replaced, including the replacement of a single socket-outlet with a multiple socket-outlet assembly.", "text": "1 Where socket-outlets that are not RCD-protected are replaced, including the replacement of a single socket-outlet with a multiple socket-outlet assembly.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3215", "parent": { "$ref": "#/groups/300" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 134, "bbox": { "l": 85.08, "t": 126.94899780000003, "r": 513.6145952000003, "b": 85.56235779999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 164 ] } ], "orig": "2 Where socket-outlets are added to an existing subcircuit under circumstances where an exception from either Clause 2.6.3.3.1 or Clause 2.6.3.3.2 applies.", "text": "2 Where socket-outlets are added to an existing subcircuit under circumstances where an exception from either Clause 2.6.3.3.1 or Clause 2.6.3.3.2 applies.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3216", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 134, "bbox": { "l": 66.6, "t": 552.3721999999999, "r": 74.862, "b": 536.7705199999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/3217", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 134, "bbox": { "l": 61.62, "t": 273.2522, "r": 69.88199999999999, "b": 257.65052000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/3218", "parent": { "$ref": "#/pictures/49" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 134, "bbox": { "l": 518.46, "t": 544.7603, "r": 538.416, "b": 531.3683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/3219", "parent": { "$ref": "#/pictures/50" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 134, "bbox": { "l": 518.46, "t": 432.26030000000003, "r": 538.416, "b": 418.86830000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/3220", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 134, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3221", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 135, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3222", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 135, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "131", "text": "131" }, { "self_ref": "#/texts/3223", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 135, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3224", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 135, "bbox": { "l": 45.36, "t": 225.6653, "r": 59.4405, "b": 215.62130000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/3225", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 135, "bbox": { "l": 85.08, "t": 751.9403, "r": 357.3384000000002, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "2.7 PROTECTION AGAINST OVERVOLTAGE", "text": "2.7 PROTECTION AGAINST OVERVOLTAGE", "level": 1 }, { "self_ref": "#/texts/3226", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 135, "bbox": { "l": 85.08, "t": 731.9603, "r": 174.24600000000007, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "2.7.1 General", "text": "2.7.1 General", "level": 1 }, { "self_ref": "#/texts/3227", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 135, "bbox": { "l": 85.07999999999998, "t": 711.948355, "r": 513.6903905000001, "b": 670.561715, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 178 ] } ], "orig": "Where an electrical installation is protected against overvoltages that may cause danger to persons or property, the requirements of Clauses 2.7.2 and 2.7.3 shall apply.", "text": "Where an electrical installation is protected against overvoltages that may cause danger to persons or property, the requirements of Clauses 2.7.2 and 2.7.3 shall apply." }, { "self_ref": "#/texts/3228", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 135, "bbox": { "l": 96.42, "t": 666.8372, "r": 145.63345799999996, "b": 654.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/3229", "parent": { "$ref": "#/groups/301" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 135, "bbox": { "l": 96.42, "t": 650.8766720000001, "r": 502.5603179999996, "b": 638.6229920000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 80 ] } ], "orig": "1 The causes of overvoltage in an electrical installation include the following:", "text": "1 The causes of overvoltage in an electrical installation include the following:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3230", "parent": { "$ref": "#/groups/301" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 135, "bbox": { "l": 113.39947200000003, "t": 634.8568520000001, "r": 513.2767979999992, "b": 609.5830880000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "(a) An insulation fault between the electrical installation and a circuit of higher voltage.", "text": "(a) An insulation fault between the electrical installation and a circuit of higher voltage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3231", "parent": { "$ref": "#/groups/301" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 135, "bbox": { "l": 113.39947200000003, "t": 605.8762400000002, "r": 255.62670600000018, "b": 593.6225600000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "(b) Switching operations.", "text": "(b) Switching operations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3232", "parent": { "$ref": "#/groups/301" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 135, "bbox": { "l": 113.39947200000003, "t": 589.8564200000002, "r": 195.4947360000001, "b": 577.6027400000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "(c) Lightning.", "text": "(c) Lightning.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3233", "parent": { "$ref": "#/groups/301" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 135, "bbox": { "l": 113.39947200000003, "t": 573.8366000000002, "r": 261.8084460000003, "b": 561.5829200000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "(d) Resonant phenomena.", "text": "(d) Resonant phenomena.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3234", "parent": { "$ref": "#/groups/301" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 135, "bbox": { "l": 96.42000000000003, "t": 557.8760720000002, "r": 513.2746019999993, "b": 532.6023080000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "2 Protection against overvoltages should be provided in areas where lightning is prevalent.", "text": "2 Protection against overvoltages should be provided in areas where lightning is prevalent.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3235", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 135, "bbox": { "l": 85.08, "t": 525.9203, "r": 354.90720000000005, "b": 512.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "2.7.2 Protection by insulation or separation", "text": "2.7.2 Protection by insulation or separation", "level": 1 }, { "self_ref": "#/texts/3236", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 135, "bbox": { "l": 85.07999999999998, "t": 505.96835500000003, "r": 513.6434696000002, "b": 464.52155999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 178 ] } ], "orig": "Measures to prevent danger because of faults between live parts of the electrical installation and circuits supplied at higher voltages shall consist of the following:", "text": "Measures to prevent danger because of faults between live parts of the electrical installation and circuits supplied at higher voltages shall consist of the following:" }, { "self_ref": "#/texts/3237", "parent": { "$ref": "#/groups/302" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 135, "bbox": { "l": 85.07999999999998, "t": 457.96827429999996, "r": 513.6145952000003, "b": 430.5616562999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "(a) For conductors, the provision of adequate insulation screening or segregation of circuits in accordance with Clause 3.9.8.3.", "text": "(a) For conductors, the provision of adequate insulation screening or segregation of circuits in accordance with Clause 3.9.8.3.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3238", "parent": { "$ref": "#/groups/302" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 135, "bbox": { "l": 85.07999999999993, "t": 423.9482155999999, "r": 513.6085797000003, "b": 396.5415975999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "(b) For transformers, the provision of adequate insulation, screening or separation of windings.", "text": "(b) For transformers, the provision of adequate insulation, screening or separation of windings.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3239", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 135, "bbox": { "l": 85.0799999999999, "t": 389.98831189999987, "r": 513.6795626000003, "b": 320.52131789999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 346 ] } ], "orig": "Transformer windings that operate at different voltages shall be insulated from one another by insulation with a specified test voltage or alternatively separated from one another by means of a conductive screen connected to the protective earthing conductor so as to ensure automatic disconnection of the supply in the event of a fault.", "text": "Transformer windings that operate at different voltages shall be insulated from one another by insulation with a specified test voltage or alternatively separated from one another by means of a conductive screen connected to the protective earthing conductor so as to ensure automatic disconnection of the supply in the event of a fault." }, { "self_ref": "#/texts/3240", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 135, "bbox": { "l": 85.08, "t": 313.94039999999995, "r": 321.8808000000004, "b": 300.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "2.7.3 Protection by protective devices", "text": "2.7.3 Protection by protective devices", "level": 1 }, { "self_ref": "#/texts/3241", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 135, "bbox": { "l": 85.07999999999998, "t": 293.98835499999996, "r": 513.7204680000003, "b": 266.52158199999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 140 ] } ], "orig": "Protective devices may be used to protect against the effects of overvoltage arising from such causes as lightning and switching operations.", "text": "Protective devices may be used to protect against the effects of overvoltage arising from such causes as lightning and switching operations." }, { "self_ref": "#/texts/3242", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 135, "bbox": { "l": 85.07999999999998, "t": 259.9682963, "r": 298.0262937999998, "b": 246.5417003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "Where installed, such devices shall-", "text": "Where installed, such devices shall-" }, { "self_ref": "#/texts/3243", "parent": { "$ref": "#/groups/303" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 135, "bbox": { "l": 85.07999999999998, "t": 239.98841459999994, "r": 513.6639223000003, "b": 212.52164159999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 152 ] } ], "orig": "(a) limit the (transient) voltage to a value below the insulation level of the electrical installation or the part thereof that the device protects; and", "text": "(a) limit the (transient) voltage to a value below the insulation level of the electrical installation or the part thereof that the device protects; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3244", "parent": { "$ref": "#/groups/303" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 135, "bbox": { "l": 85.08000000000004, "t": 205.9683559, "r": 513.6206107000006, "b": 178.56173790000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "(b) operate at voltages not less than or equal to the highest voltage likely to occur in normal operation; and", "text": "(b) operate at voltages not less than or equal to the highest voltage likely to occur in normal operation; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3245", "parent": { "$ref": "#/groups/303" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 135, "bbox": { "l": 85.08000000000006, "t": 171.94829720000007, "r": 438.6963551000006, "b": 158.52170120000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "(c) cause no hazard to persons or livestock during operation.", "text": "(c) cause no hazard to persons or livestock during operation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3246", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 135, "bbox": { "l": 96.42, "t": 154.85720000000003, "r": 145.63345799999996, "b": 142.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/3247", "parent": { "$ref": "#/groups/304" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 135, "bbox": { "l": 96.42, "t": 138.83737999999994, "r": 513.348168, "b": 87.58383800000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 281 ] } ], "orig": "1 This Standard does not require installations to be protected against overvoltages from lightning. Reference should be made to AS/NZS 1768 for information that will assist in determining the risk of lightning for particular applications and suitable protection methods.", "text": "1 This Standard does not require installations to be protected against overvoltages from lightning. Reference should be made to AS/NZS 1768 for information that will assist in determining the risk of lightning for particular applications and suitable protection methods.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3248", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 135, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3249", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 136, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3250", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 136, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/3251", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 136, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "132", "text": "132", "level": 1 }, { "self_ref": "#/texts/3252", "parent": { "$ref": "#/groups/305" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 136, "bbox": { "l": 96.42, "t": 751.8572, "r": 513.3163259999991, "b": 713.623742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 212 ] } ], "orig": "2 This Standard does not require surge protection devices (SPDs) to be installed. Appendix F is provided to give guidance on the appropriate selection and installation method for these devices.", "text": "2 This Standard does not require surge protection devices (SPDs) to be installed. Appendix F is provided to give guidance on the appropriate selection and installation method for these devices.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3253", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 136, "bbox": { "l": 85.08, "t": 698.9603, "r": 366.3096000000003, "b": 685.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "2.8 PROTECTION AGAINST UNDERVOLTAGE", "text": "2.8 PROTECTION AGAINST UNDERVOLTAGE", "level": 1 }, { "self_ref": "#/texts/3254", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 136, "bbox": { "l": 85.08, "t": 678.9203, "r": 174.24600000000007, "b": 665.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "2.8.1 General", "text": "2.8.1 General", "level": 1 }, { "self_ref": "#/texts/3255", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 136, "bbox": { "l": 85.08, "t": 658.968355, "r": 383.61964020000033, "b": 645.541759, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "Suitable protective measures shall be taken where-", "text": "Suitable protective measures shall be taken where-" }, { "self_ref": "#/texts/3256", "parent": { "$ref": "#/groups/306" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 136, "bbox": { "l": 85.08, "t": 638.9884733, "r": 394.7254563000005, "b": 625.5618773, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "(a) the loss and subsequent restoration of voltage; or", "text": "(a) the loss and subsequent restoration of voltage; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3257", "parent": { "$ref": "#/groups/306" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 136, "bbox": { "l": 85.08000000000001, "t": 618.9484366, "r": 214.2351911999999, "b": 605.5218406, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "(b) a drop in voltage,", "text": "(b) a drop in voltage,", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3258", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 136, "bbox": { "l": 85.08000000000001, "t": 598.9685549000001, "r": 329.9830360000001, "b": 585.5419589, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "could cause danger to persons or property.", "text": "could cause danger to persons or property." }, { "self_ref": "#/texts/3259", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 136, "bbox": { "l": 85.07999999999998, "t": 578.9886732000001, "r": 513.5544402000005, "b": 551.5219002000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "Exception: Where potential damage to electrical equipment is considered an acceptable risk, undervoltage protection may be omitted.", "text": "Exception: Where potential damage to electrical equipment is considered an acceptable risk, undervoltage protection may be omitted." }, { "self_ref": "#/texts/3260", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 136, "bbox": { "l": 96.42, "t": 547.8572, "r": 145.63345799999996, "b": 535.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/3261", "parent": { "$ref": "#/groups/307" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 136, "bbox": { "l": 96.42, "t": 531.83738, "r": 513.3404819999998, "b": 480.583838, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 248 ] } ], "orig": "1 Examples where the loss and subsequent restoration of voltage might cause danger include unexpected restarting of equipment, such as a guillotine, press or electrically operated gates. See also Clause 4.13 regarding protection of motors.", "text": "1 Examples where the loss and subsequent restoration of voltage might cause danger include unexpected restarting of equipment, such as a guillotine, press or electrically operated gates. See also Clause 4.13 regarding protection of motors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3262", "parent": { "$ref": "#/groups/307" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 136, "bbox": { "l": 96.42, "t": 476.87699, "r": 513.3481679999994, "b": 438.583142, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 182 ] } ], "orig": "2 Failure to provide sufficient voltage will significantly reduce motor torque and will result either in an excessively long starting time or, for extreme cases, in failure to start.", "text": "2 Failure to provide sufficient voltage will significantly reduce motor torque and will result either in an excessively long starting time or, for extreme cases, in failure to start.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3263", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 136, "bbox": { "l": 85.08, "t": 431.988355, "r": 513.6266262000006, "b": 390.54155999999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "The requirements of Clause 2.8.2 shall apply where an electrical installation is protected against undervoltage that may cause danger to persons or property.", "text": "The requirements of Clause 2.8.2 shall apply where an electrical installation is protected against undervoltage that may cause danger to persons or property." }, { "self_ref": "#/texts/3264", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 136, "bbox": { "l": 96.42, "t": 386.87719999999996, "r": 513.2625239999999, "b": 361.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "NOTE: The causes of undervoltage in an electrical installation may include the following:", "text": "NOTE: The causes of undervoltage in an electrical installation may include the following:" }, { "self_ref": "#/texts/3265", "parent": { "$ref": "#/groups/308" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 136, "bbox": { "l": 96.42, "t": 357.837296, "r": 513.3053459999993, "b": 332.623922, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "(a) Overload, or conductors of inadequate cross-section, producing excessive voltage drop.", "text": "(a) Overload, or conductors of inadequate cross-section, producing excessive voltage drop.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3266", "parent": { "$ref": "#/groups/308" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 136, "bbox": { "l": 96.42, "t": 328.85778200000004, "r": 334.0228079999999, "b": 316.604102, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "(b) A fault in the high voltage supply system.", "text": "(b) A fault in the high voltage supply system.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3267", "parent": { "$ref": "#/groups/308" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 136, "bbox": { "l": 96.42, "t": 312.83796200000006, "r": 393.57832799999966, "b": 300.58428200000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "(c) Failure of, or high impedance in, a supply conductor.", "text": "(c) Failure of, or high impedance in, a supply conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3268", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 136, "bbox": { "l": 85.08, "t": 293.96029999999996, "r": 305.9855999999999, "b": 280.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "2.8.2 Selection of protective device", "text": "2.8.2 Selection of protective device", "level": 1 }, { "self_ref": "#/texts/3269", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 136, "bbox": { "l": 85.07999999999998, "t": 273.94845499999997, "r": 513.6879843, "b": 232.56181500000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 178 ] } ], "orig": "The characteristics of the undervoltage protective device shall be compatible with the requirements of the appropriate Standards for starting and the use of electrical equipment.", "text": "The characteristics of the undervoltage protective device shall be compatible with the requirements of the appropriate Standards for starting and the use of electrical equipment." }, { "self_ref": "#/texts/3270", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 136, "bbox": { "l": 85.07999999999998, "t": 225.94837430000007, "r": 513.5905332000006, "b": 198.5417563000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "Where the re-closure of a protective device is likely to create a dangerous situation, the re-closure shall not be automatic.", "text": "Where the re-closure of a protective device is likely to create a dangerous situation, the re-closure shall not be automatic." }, { "self_ref": "#/texts/3271", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 136, "bbox": { "l": 85.08000000000001, "t": 191.98847060000003, "r": 513.6170014000005, "b": 164.52169760000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 145 ] } ], "orig": "Instantaneous disconnection by the undervoltage device shall not be impaired by contacts that have intentional delays in their operation.", "text": "Instantaneous disconnection by the undervoltage device shall not be impaired by contacts that have intentional delays in their operation." }, { "self_ref": "#/texts/3272", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 136, "bbox": { "l": 85.08000000000001, "t": 157.9684119000001, "r": 513.6314386000003, "b": 116.52161690000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 193 ] } ], "orig": "Exception: The operation of undervoltage protective devices may be delayed if the operation of the protected electrical equipment allows a brief interruption or loss of voltage without danger.", "text": "Exception: The operation of undervoltage protective devices may be delayed if the operation of the protected electrical equipment allows a brief interruption or loss of voltage without danger." }, { "self_ref": "#/texts/3273", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 136, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3274", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 137, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3275", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 137, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "133", "text": "133" }, { "self_ref": "#/texts/3276", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 137, "bbox": { "l": 96.42, "t": 751.8572, "r": 145.63345799999996, "b": 739.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/3277", "parent": { "$ref": "#/groups/309" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 137, "bbox": { "l": 96.42, "t": 735.83738, "r": 513.2976600000009, "b": 697.603922, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 237 ] } ], "orig": "1 Protective devices having time-delay facilities should permit the starting of motors where the supply voltage exceeds 85% of rated voltage and continued operation where the voltage is within 10% of the rated voltage.", "text": "1 Protective devices having time-delay facilities should permit the starting of motors where the supply voltage exceeds 85% of rated voltage and continued operation where the voltage is within 10% of the rated voltage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3278", "parent": { "$ref": "#/groups/309" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 137, "bbox": { "l": 96.42, "t": 693.8377820000001, "r": 396.26623200000034, "b": 681.584102, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "2 Examples of protective devices for undervoltage are-", "text": "2 Examples of protective devices for undervoltage are-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3279", "parent": { "$ref": "#/groups/309" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 137, "bbox": { "l": 113.399472, "t": 677.8783520000001, "r": 513.3174240000006, "b": 652.604588, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 80 ] } ], "orig": "(a) undervoltage relays or releases operating a switch or a circuit-breaker; and", "text": "(a) undervoltage relays or releases operating a switch or a circuit-breaker; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3280", "parent": { "$ref": "#/groups/309" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 137, "bbox": { "l": 113.399472, "t": 648.8384480000001, "r": 266.04343199999994, "b": 636.584768, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "(b) non-latched contactors.", "text": "(b) non-latched contactors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3281", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 137, "bbox": { "l": 66.6, "t": 622.9921999999999, "r": 503.20319999999936, "b": 607.3905199999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "2.9 PROTECTION AGAINST FIRE HAZARD DUE TO ARCING FAULTS *", "text": "2.9 PROTECTION AGAINST FIRE HAZARD DUE TO ARCING FAULTS *", "level": 1 }, { "self_ref": "#/texts/3282", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 137, "bbox": { "l": 85.08, "t": 601.9403000000001, "r": 174.24600000000007, "b": 588.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "2.9.1 General", "text": "2.9.1 General", "level": 1 }, { "self_ref": "#/texts/3283", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 137, "bbox": { "l": 85.07999999999998, "t": 581.988355, "r": 513.7024215000005, "b": 540.54156, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 233 ] } ], "orig": "Protective devices, such as arc fault detection devices (AFDDs), may be used to protect against the effects of arc faults for final subcircuits, including fire hazards. Typical applications include the following:", "text": "Protective devices, such as arc fault detection devices (AFDDs), may be used to protect against the effects of arc faults for final subcircuits, including fire hazards. Typical applications include the following:" }, { "self_ref": "#/texts/3284", "parent": { "$ref": "#/groups/310" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 137, "bbox": { "l": 85.07999999999998, "t": 533.9882743000001, "r": 354.97623539999995, "b": 520.5616783, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "(a) In premises with sleeping accommodation.", "text": "(a) In premises with sleeping accommodation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3285", "parent": { "$ref": "#/groups/310" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 137, "bbox": { "l": 85.07999999999998, "t": 513.9482376000001, "r": 513.6915936000003, "b": 472.5615976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "(b) In locations with risks of fire due to the nature of processed or stored materials (e.g. barns, wood-working shops, stores of combustible materials).", "text": "(b) In locations with risks of fire due to the nature of processed or stored materials (e.g. barns, wood-working shops, stores of combustible materials).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3286", "parent": { "$ref": "#/groups/310" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 137, "bbox": { "l": 85.08120309999997, "t": 465.9481569000001, "r": 513.6157983000004, "b": 438.54153890000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "(c) In locations with combustible construction materials (e.g. wooden buildings).", "text": "(c) In locations with combustible construction materials (e.g. wooden buildings).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3287", "parent": { "$ref": "#/groups/310" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 137, "bbox": { "l": 85.08120309999997, "t": 431.98825320000003, "r": 282.1622171999999, "b": 418.5616572, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "(d) In fire propagating structures.", "text": "(d) In fire propagating structures.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3288", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 137, "bbox": { "l": 96.42, "t": 414.8372, "r": 309.47042999999974, "b": 402.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "NOTE: See Appendix O for more details.", "text": "NOTE: See Appendix O for more details." }, { "self_ref": "#/texts/3289", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 137, "bbox": { "l": 85.08, "t": 395.988355, "r": 513.6482820000004, "b": 368.52158199999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "Where AFDDs are installed, the requirements of Clauses 2.9.2 to 2.9.4 apply.", "text": "Where AFDDs are installed, the requirements of Clauses 2.9.2 to 2.9.4 apply." }, { "self_ref": "#/texts/3290", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 137, "bbox": { "l": 96.42, "t": 364.8572, "r": 513.3734219999989, "b": 339.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 132 ] } ], "orig": "NOTE: The use of AFDDs does not obviate the need to apply any other measures required by other clauses in this Standard.", "text": "NOTE: The use of AFDDs does not obviate the need to apply any other measures required by other clauses in this Standard." }, { "self_ref": "#/texts/3291", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 137, "bbox": { "l": 66.6, "t": 334.8122, "r": 156.71280000000004, "b": 319.2105200000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "2.9.2 Type *", "text": "2.9.2 Type *", "level": 1 }, { "self_ref": "#/texts/3292", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 137, "bbox": { "l": 85.08, "t": 312.94845499999997, "r": 294.66001999999986, "b": 299.52185899999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "AFDDs shall comply with IEC 62606.", "text": "AFDDs shall comply with IEC 62606." }, { "self_ref": "#/texts/3293", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 137, "bbox": { "l": 66.6, "t": 294.79230000000007, "r": 166.71, "b": 279.1906200000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "2.9.3 Rating *", "text": "2.9.3 Rating *", "level": 1 }, { "self_ref": "#/texts/3294", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 137, "bbox": { "l": 85.07999999999998, "t": 272.98835499999996, "r": 513.6037673000003, "b": 245.52158199999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "AFDDs shall have a load current rating no less than that of the associated circuit protective device.", "text": "AFDDs shall have a load current rating no less than that of the associated circuit protective device." }, { "self_ref": "#/texts/3295", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 137, "bbox": { "l": 66.6, "t": 240.31220000000008, "r": 205.56720000000013, "b": 224.71051999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "2.9.4 Arrangement *", "text": "2.9.4 Arrangement *", "level": 1 }, { "self_ref": "#/texts/3296", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 137, "bbox": { "l": 85.07999999999993, "t": 218.98835499999996, "r": 513.6085797000002, "b": 191.52158199999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "AFDDs shall be located at the switchboard from which the final subcircuit being protected originates.", "text": "AFDDs shall be located at the switchboard from which the final subcircuit being protected originates." }, { "self_ref": "#/texts/3297", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 137, "bbox": { "l": 66.6, "t": 185.29219999999998, "r": 193.56720000000016, "b": 169.69052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "2.9.5 Alterations *", "text": "2.9.5 Alterations *", "level": 1 }, { "self_ref": "#/texts/3298", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 137, "bbox": { "l": 85.08, "t": 164.98835499999996, "r": 513.6290324000004, "b": 123.54156, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 185 ] } ], "orig": "The installation of AFDDs should be considered when carrying out alterations to final subcircuits in situations where existing wiring systems may significantly deteriorate.", "text": "The installation of AFDDs should be considered when carrying out alterations to final subcircuits in situations where existing wiring systems may significantly deteriorate." }, { "self_ref": "#/texts/3299", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 137, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3300", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 137, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3301", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 138, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/3302", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 138, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3303", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 138, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/3304", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 138, "bbox": { "l": 96.42, "t": 751.8572, "r": 145.63345799999996, "b": 739.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/3305", "parent": { "$ref": "#/groups/311" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 138, "bbox": { "l": 96.42, "t": 736.7970320000001, "r": 400.47376799999984, "b": 724.543352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "1 Further guidance on AFDDs is provided in Appendix O.", "text": "1 Further guidance on AFDDs is provided in Appendix O.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3306", "parent": { "$ref": "#/groups/311" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 138, "bbox": { "l": 96.42, "t": 721.7972540000001, "r": 433.3314179999996, "b": 709.543574, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "2 AFDDs may be used to supplement protection of aged wiring.", "text": "2 AFDDs may be used to supplement protection of aged wiring.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3307", "parent": { "$ref": "#/groups/311" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 138, "bbox": { "l": 96.42, "t": 706.7974760000001, "r": 403.80949199999986, "b": 694.543796, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "3 Deterioration of circuits may include damage by vermin.", "text": "3 Deterioration of circuits may include damage by vermin.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3308", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 138, "bbox": { "l": 85.08, "t": 687.9203, "r": 300.6072000000004, "b": 674.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "2.9.6 Final subcircuits in Australia", "text": "2.9.6 Final subcircuits in Australia", "level": 1 }, { "self_ref": "#/texts/3309", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 138, "bbox": { "l": 85.08, "t": 667.968355, "r": 454.7697711000005, "b": 654.541759, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "In Australia, this Standard does not require installation of AFDDs.", "text": "In Australia, this Standard does not require installation of AFDDs." }, { "self_ref": "#/texts/3310", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 138, "bbox": { "l": 66.6, "t": 648.3122, "r": 323.2644000000001, "b": 632.71052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "2.9.7 Final subcircuits in New Zealand *", "text": "2.9.7 Final subcircuits in New Zealand *", "level": 1 }, { "self_ref": "#/texts/3311", "parent": { "$ref": "#/pictures/51" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 138, "bbox": { "l": 522.2999, "t": 686.7203000000001, "r": 534.5735, "b": 673.3283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/3312", "parent": { "$ref": "#/pictures/52" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 138, "bbox": { "l": 517.02, "t": 648.2603, "r": 536.976, "b": 634.8683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/3313", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 138, "bbox": { "l": 85.07999999999998, "t": 627.948355, "r": 513.6230169000003, "b": 600.541737, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "In New Zealand, all final subcircuits having a rating not exceeding 20 A supplying the following shall be protected by an AFDD:", "text": "In New Zealand, all final subcircuits having a rating not exceeding 20 A supplying the following shall be protected by an AFDD:" }, { "self_ref": "#/texts/3314", "parent": { "$ref": "#/groups/312" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 138, "bbox": { "l": 85.07999999999998, "t": 593.9884513000001, "r": 513.6446727000005, "b": 552.5416563000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 173 ] } ], "orig": "(a) Points in locations with the risk of fire due to the nature of processed or stored materials, e.g. barns, woodworking shops and stores of combustible materials.", "text": "(a) Points in locations with the risk of fire due to the nature of processed or stored materials, e.g. barns, woodworking shops and stores of combustible materials.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3315", "parent": { "$ref": "#/groups/312" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 138, "bbox": { "l": 85.07999999999997, "t": 545.9883706000002, "r": 394.20692020000035, "b": 532.5617746000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "(b) Points in locations containing irreplaceable items.", "text": "(b) Points in locations containing irreplaceable items.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3316", "parent": { "$ref": "#/groups/312" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 138, "bbox": { "l": 85.07999999999996, "t": 525.9483339000002, "r": 507.8469338000009, "b": 512.5217379000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "(c) Points in historic buildings constructed largely of flammable materials.", "text": "(c) Points in historic buildings constructed largely of flammable materials.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3317", "parent": { "$ref": "#/groups/312" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 138, "bbox": { "l": 85.07999999999998, "t": 505.9684522000002, "r": 470.54000590000044, "b": 492.54185620000015, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "(d) Final subcircuits supplying socket-outlets in school dormitories.", "text": "(d) Final subcircuits supplying socket-outlets in school dormitories.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3318", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 138, "bbox": { "l": 96.42, "t": 488.87719999999996, "r": 145.63345799999996, "b": 476.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/3319", "parent": { "$ref": "#/groups/313" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 138, "bbox": { "l": 96.42, "t": 472.85738, "r": 513.3185219999996, "b": 434.623922, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 162 ] } ], "orig": "1 When considering possible deterioration of circuits, circuits passing through an area should be considered as well as those supplying equipment within the area.", "text": "1 When considering possible deterioration of circuits, circuits passing through an area should be considered as well as those supplying equipment within the area.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3320", "parent": { "$ref": "#/groups/313" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 138, "bbox": { "l": 96.42, "t": 430.857782, "r": 400.47376799999984, "b": 418.604102, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "2 Further guidance on AFDDs is provided in Appendix O.", "text": "2 Further guidance on AFDDs is provided in Appendix O.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3321", "parent": { "$ref": "#/groups/313" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 138, "bbox": { "l": 96.42, "t": 414.837962, "r": 433.3314179999996, "b": 402.58428200000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "3 AFDDs may be used to supplement protection of aged wiring.", "text": "3 AFDDs may be used to supplement protection of aged wiring.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3322", "parent": { "$ref": "#/groups/313" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 138, "bbox": { "l": 96.42, "t": 398.877434, "r": 403.80949199999986, "b": 386.623754, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "4 Deterioration of circuits may include damage by vermin.", "text": "4 Deterioration of circuits may include damage by vermin.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3323", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 138, "bbox": { "l": 85.08, "t": 371.9603, "r": 226.82520000000008, "b": 358.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "2.10 SWITCHBOARDS", "text": "2.10 SWITCHBOARDS", "level": 1 }, { "self_ref": "#/texts/3324", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 138, "bbox": { "l": 66.6, "t": 352.33230000000003, "r": 181.21200000000007, "b": 336.73062000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "2.10.1 General *", "text": "2.10.1 General *", "level": 1 }, { "self_ref": "#/texts/3325", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 138, "bbox": { "l": 85.08, "t": 331.9403, "r": 513.7067999999999, "b": 290.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "A switchboard or switchboards shall be provided in an electrical installation for the mounting or the enclosure of switchgear and protective devices.", "text": "A switchboard or switchboards shall be provided in an electrical installation for the mounting or the enclosure of switchgear and protective devices." }, { "self_ref": "#/texts/3326", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 138, "bbox": { "l": 85.08, "t": 283.96845499999995, "r": 153.789041, "b": 270.54185899999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:", "level": 1 }, { "self_ref": "#/texts/3327", "parent": { "$ref": "#/groups/314" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 138, "bbox": { "l": 85.08, "t": 263.9885733, "r": 513.6952029000006, "b": 180.54155730000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 350 ] } ], "orig": "1 This requirement need not apply to switchgear and protective devices installed in a ground-mounted, cable-distribution cabinet in accordance with AS/NZS 3439.5 or AS/NZS 61439.5, that protect small submains teed off larger submains forming an underground reticulated wiring system and to which unskilled persons do not require access.", "text": "1 This requirement need not apply to switchgear and protective devices installed in a ground-mounted, cable-distribution cabinet in accordance with AS/NZS 3439.5 or AS/NZS 61439.5, that protect small submains teed off larger submains forming an underground reticulated wiring system and to which unskilled persons do not require access.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3328", "parent": { "$ref": "#/groups/314" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 138, "bbox": { "l": 85.07999999999991, "t": 173.98827160000008, "r": 513.6711409000002, "b": 90.5412556, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 414 ] } ], "orig": "2 Where it is necessary to connect small submains to larger submains, e.g. teeing-off large rising submains at each floor, or from large submains to a number of circuits at a switchboard, a short branch (length shall not exceed three metres) from a submain to a switchboard may be made with conductors of smaller current-carrying capacity, provided that such conductors comply with Clause 2.4.", "text": "2 Where it is necessary to connect small submains to larger submains, e.g. teeing-off large rising submains at each floor, or from large submains to a number of circuits at a switchboard, a short branch (length shall not exceed three metres) from a submain to a switchboard may be made with conductors of smaller current-carrying capacity, provided that such conductors comply with Clause 2.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3329", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 138, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "134", "text": "134" }, { "self_ref": "#/texts/3330", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 138, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3331", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 139, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3332", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 139, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "135", "text": "135" }, { "self_ref": "#/texts/3333", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 139, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3334", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 139, "bbox": { "l": 45.36, "t": 417.96529999999996, "r": 59.4405, "b": 407.9213, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/3335", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 139, "bbox": { "l": 45.36, "t": 238.32529999999997, "r": 59.4405, "b": 228.2813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/3336", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 139, "bbox": { "l": 113.45999999999995, "t": 751.968355, "r": 513.6772305000003, "b": 668.5213390000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 388 ] } ], "orig": "Alternatively, the small submains may be protected by fuses or circuitbreakers complying with Clause 2.4 of this Standard in relation to the smaller conductors and suitably mounted or fixed at the point of teeing-off. If there are more than two tee-offs per phase at any one point, the fuses or circuit-breakers shall be deemed to constitute a switchboard.", "text": "Alternatively, the small submains may be protected by fuses or circuitbreakers complying with Clause 2.4 of this Standard in relation to the smaller conductors and suitably mounted or fixed at the point of teeing-off. If there are more than two tee-offs per phase at any one point, the fuses or circuit-breakers shall be deemed to constitute a switchboard." }, { "self_ref": "#/texts/3337", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 139, "bbox": { "l": 85.08007409999996, "t": 661.9680533000002, "r": 513.5954197000004, "b": 620.5212583000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 186 ] } ], "orig": "A main switchboard shall be provided for each electrical installation for the primary control and protective devices of the electrical installation including the main switch or switches.", "text": "A main switchboard shall be provided for each electrical installation for the primary control and protective devices of the electrical installation including the main switch or switches." }, { "self_ref": "#/texts/3338", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 139, "bbox": { "l": 85.08007409999993, "t": 613.9679726000003, "r": 513.6808398000004, "b": 572.5211776000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 182 ] } ], "orig": "Exception: A main switch need not be located on a switchboard, or be readily accessible, where unauthorized operation may impair safety and the electrical installation is-", "text": "Exception: A main switch need not be located on a switchboard, or be readily accessible, where unauthorized operation may impair safety and the electrical installation is-" }, { "self_ref": "#/texts/3339", "parent": { "$ref": "#/groups/315" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 139, "bbox": { "l": 85.08007409999996, "t": 565.9678919000004, "r": 267.73591919999967, "b": 552.5412959000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "(a) located on public land; and", "text": "(a) located on public land; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3340", "parent": { "$ref": "#/groups/315" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 139, "bbox": { "l": 85.08007409999996, "t": 545.9880102000004, "r": 513.5833887000006, "b": 518.5212372000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 132 ] } ], "orig": "(b) associated with telephone cabinets, traffic control signals and street furniture, such as bus shelters and the like; and", "text": "(b) associated with telephone cabinets, traffic control signals and street furniture, such as bus shelters and the like; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3341", "parent": { "$ref": "#/groups/315" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 139, "bbox": { "l": 85.08007409999995, "t": 511.9679515000004, "r": 513.6459499000007, "b": 484.5613335000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "(c) otherwise controlled and protected in accordance with the requirements of this Standard.", "text": "(c) otherwise controlled and protected in accordance with the requirements of this Standard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3342", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 139, "bbox": { "l": 85.08, "t": 477.9203, "r": 287.1395999999999, "b": 464.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "2.10.2 Location of switchboards", "text": "2.10.2 Location of switchboards", "level": 1 }, { "self_ref": "#/texts/3343", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 139, "bbox": { "l": 85.08, "t": 457.96835500000003, "r": 189.92017899999988, "b": 444.541759, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "2.10.2.1 General", "text": "2.10.2.1 General", "level": 1 }, { "self_ref": "#/texts/3344", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 139, "bbox": { "l": 85.08, "t": 437.9603, "r": 233.77440000000016, "b": 424.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "Switchboards shall be-", "text": "Switchboards shall be-" }, { "self_ref": "#/texts/3345", "parent": { "$ref": "#/groups/316" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 139, "bbox": { "l": 85.08, "t": 417.9203, "r": 398.21759999999983, "b": 404.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "(a) installed in suitable well-ventilated places; and", "text": "(a) installed in suitable well-ventilated places; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3346", "parent": { "$ref": "#/groups/316" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 139, "bbox": { "l": 85.07999999999998, "t": 397.9403, "r": 513.6624000000008, "b": 370.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "(b) protected against the effects of moisture to which they may be exposed; and", "text": "(b) protected against the effects of moisture to which they may be exposed; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3347", "parent": { "$ref": "#/groups/316" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 139, "bbox": { "l": 85.07999999999998, "t": 363.92029999999994, "r": 513.7439999999998, "b": 308.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 248 ] } ], "orig": "(c) arranged so as to provide sufficient space for the initial installation and later replacement of individual items of the control and protective devices and accessibility for operation, testing, inspection, maintenance and repair.", "text": "(c) arranged so as to provide sufficient space for the initial installation and later replacement of individual items of the control and protective devices and accessibility for operation, testing, inspection, maintenance and repair.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3348", "parent": { "$ref": "#/groups/316" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 139, "bbox": { "l": 66.6, "t": 303.3122000000001, "r": 377.55685810000017, "b": 287.7105200000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "2.10.2.2 Accessibility and emergency exit facilities *", "text": "2.10.2.2 Accessibility and emergency exit facilities *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3349", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 139, "bbox": { "l": 85.07963880000001, "t": 281.9885733, "r": 223.71044559999984, "b": 268.56197729999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "Switchboards shall be-", "text": "Switchboards shall be-" }, { "self_ref": "#/texts/3350", "parent": { "$ref": "#/groups/317" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 139, "bbox": { "l": 85.07963880000001, "t": 261.9485365999999, "r": 513.6443115000006, "b": 220.56189659999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 179 ] } ], "orig": "(a) located so that the switchboard and access to it is not obstructed by the structure or contents of the building or by fittings and fixtures within the building; and", "text": "(a) located so that the switchboard and access to it is not obstructed by the structure or contents of the building or by fittings and fixtures within the building; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3351", "parent": { "$ref": "#/groups/317" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 139, "bbox": { "l": 85.07843570000004, "t": 213.9484559, "r": 513.6407021999997, "b": 172.56181590000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 205 ] } ], "orig": "(b) provided with adequate space around the switchboard on all sides where persons are to pass to enable all electrical equipment to be safely and effectively operated and adjusted; and", "text": "(b) provided with adequate space around the switchboard on all sides where persons are to pass to enable all electrical equipment to be safely and effectively operated and adjusted; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3352", "parent": { "$ref": "#/groups/317" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 139, "bbox": { "l": 85.07963880000001, "t": 165.9483752, "r": 513.6599518000004, "b": 138.5417572, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 140 ] } ], "orig": "(c) provided with sufficient exit facilities to enable a person to leave the vicinity of a switchboard under emergency conditions.", "text": "(c) provided with sufficient exit facilities to enable a person to leave the vicinity of a switchboard under emergency conditions.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3353", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 139, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3354", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 140, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3355", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 140, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "136", "text": "136" }, { "self_ref": "#/texts/3356", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 140, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/3357", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 140, "bbox": { "l": 85.08, "t": 751.968355, "r": 513.6049704000004, "b": 724.561737, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "Sufficient access and exit facilities shall be achieved by the provision of the following:", "text": "Sufficient access and exit facilities shall be achieved by the provision of the following:" }, { "self_ref": "#/texts/3358", "parent": { "$ref": "#/groups/318" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 140, "bbox": { "l": 85.08120309999998, "t": 717.9482963, "r": 513.6121890000005, "b": 676.5616563000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 215 ] } ], "orig": "(i) 1.0 m minimum distance from all faces of a closed switchboard that need to be accessible. In a domestic electrical installation this distance may be reduced to 0.6 m from the face of the switchboard.", "text": "(i) 1.0 m minimum distance from all faces of a closed switchboard that need to be accessible. In a domestic electrical installation this distance may be reduced to 0.6 m from the face of the switchboard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3359", "parent": { "$ref": "#/groups/318" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 140, "bbox": { "l": 85.08240619999992, "t": 669.9482156000001, "r": 513.6579068000003, "b": 628.5615756000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 174 ] } ], "orig": "(ii) Unimpeded space of at least 0.6 m around switchboards with switchgear doors in any position and with switchgear in a fully rackedout position (see Figures 2.19 to 2.23).", "text": "(ii) Unimpeded space of at least 0.6 m around switchboards with switchgear doors in any position and with switchgear in a fully rackedout position (see Figures 2.19 to 2.23).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3360", "parent": { "$ref": "#/groups/318" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 140, "bbox": { "l": 85.08240619999992, "t": 621.9481349000002, "r": 513.6759533000004, "b": 594.5415169000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "(iii) A minimum of two emergency exit paths, spaced well apart, where a switchboard-", "text": "(iii) A minimum of two emergency exit paths, spaced well apart, where a switchboard-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3361", "parent": { "$ref": "#/groups/318" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 140, "bbox": { "l": 113.40338019999989, "t": 587.9882312000003, "r": 513.6278293000001, "b": 560.5214582000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "(A) is rated as a circuit with a nominal capacity of not less than 800 A per phase; or", "text": "(A) is rated as a circuit with a nominal capacity of not less than 800 A per phase; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3362", "parent": { "$ref": "#/groups/318" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 140, "bbox": { "l": 113.40338019999989, "t": 553.9681725000004, "r": 294.72859669999974, "b": 540.5415765000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "(B) is more than 3 m in length.", "text": "(B) is more than 3 m in length.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3363", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 140, "bbox": { "l": 113.46353519999988, "t": 533.9882908000004, "r": 513.6603130000008, "b": 478.56147380000033, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 271 ] } ], "orig": "Exception: Where a clear space of at least 3 m is provided in front of the switchboard and its equipment, including switchboard doors, in all normal positions of operating, opening and withdrawal, only one emergency exit path need to be provided. See Figure 2.24.", "text": "Exception: Where a clear space of at least 3 m is provided in front of the switchboard and its equipment, including switchboard doors, in all normal positions of operating, opening and withdrawal, only one emergency exit path need to be provided. See Figure 2.24." }, { "self_ref": "#/texts/3364", "parent": { "$ref": "#/groups/319" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 140, "bbox": { "l": 85.08360929999995, "t": 471.9480331000003, "r": 513.6939998000004, "b": 415.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 246 ] } ], "orig": "(iv) Openings or doorways that are at least 0.9 m wide by 2.2 m high to allow persons necessary access to the switchboard room or enclosure. NOTE: Larger openings may be required to enable entry of prefabricated switchboards.", "text": "(iv) Openings or doorways that are at least 0.9 m wide by 2.2 m high to allow persons necessary access to the switchboard room or enclosure. NOTE: Larger openings may be required to enable entry of prefabricated switchboards.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3365", "parent": { "$ref": "#/groups/319" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 140, "bbox": { "l": 66.6, "t": 409.8122, "r": 513.6170014000004, "b": 381.54173699999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "Where switchboards are located opposite each other, the clearance shall be measured with all doors in the open position. See Figure 2.23. *", "text": "Where switchboards are located opposite each other, the clearance shall be measured with all doors in the open position. See Figure 2.23. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3366", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 140, "bbox": { "l": 85.07879690000004, "t": 374.98845129999995, "r": 513.6410634000002, "b": 333.5416562999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 184 ] } ], "orig": "Doors of switchrooms or other rooms dedicated to switchboards shall open in the direction of egress without the use, on the switchboard side of the door, of a key or tool.", "text": "Doors of switchrooms or other rooms dedicated to switchboards shall open in the direction of egress without the use, on the switchboard side of the door, of a key or tool." }, { "self_ref": "#/texts/3367", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 140, "bbox": { "l": 85.0787969000001, "t": 326.9883705999998, "r": 513.6386572000008, "b": 299.52159759999984, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "Where more than one switchroom door is provided for access to the same switchboard, the doors should be spaced well apart.", "text": "Where more than one switchroom door is provided for access to the same switchboard, the doors should be spaced well apart." }, { "self_ref": "#/texts/3368", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 140, "bbox": { "l": 85.07879690000004, "t": 292.9683118999999, "r": 513.6506882000002, "b": 251.52151689999982, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 217 ] } ], "orig": "Doors of enclosures dedicated to switchboards that open into a passage or narrow access way shall be capable of being secured in the open position to prevent workers being inadvertently pushed towards the switchboard.", "text": "Doors of enclosures dedicated to switchboards that open into a passage or narrow access way shall be capable of being secured in the open position to prevent workers being inadvertently pushed towards the switchboard." }, { "self_ref": "#/texts/3369", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 140, "bbox": { "l": 85.07879690000004, "t": 244.96823119999976, "r": 513.6446727, "b": 217.56161319999978, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Exception: The requirements for doors of switchrooms and for emergency exit facilities need not apply to single domestic electrical installations.", "text": "Exception: The requirements for doors of switchrooms and for emergency exit facilities need not apply to single domestic electrical installations." }, { "self_ref": "#/texts/3370", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 140, "bbox": { "l": 96.42, "t": 213.83719999999994, "r": 513.3657360000007, "b": 175.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 232 ] } ], "orig": "NOTE: Consideration should be given to providing means of escape from the immediate vicinity of the switchboard in more than one direction, in case of an arcing fault occurring while work is in progress at the switchboard.", "text": "NOTE: Consideration should be given to providing means of escape from the immediate vicinity of the switchboard in more than one direction, in case of an arcing fault occurring while work is in progress at the switchboard." }, { "self_ref": "#/texts/3371", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 140, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3372", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 141, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3373", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 141, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "137", "text": "137" }, { "self_ref": "#/texts/3374", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 141, "bbox": { "l": 66.6, "t": 636.7922, "r": 74.862, "b": 621.19052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/3375", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 141, "bbox": { "l": 66.6, "t": 333.7923, "r": 74.862, "b": 318.1906200000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/3376", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 141, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/3377", "parent": { "$ref": "#/pictures/53" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 141, "bbox": { "l": 112.13952599999999, "t": 464.87719999999996, "r": 486.25118399999985, "b": 439.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "FIGURE 2.19 ACCESS TO SWITCHBOARDSFREESTANDING SWITCHBOARD WITH SWITCHGEAR RACKED OUT", "text": "FIGURE 2.19 ACCESS TO SWITCHBOARDSFREESTANDING SWITCHBOARD WITH SWITCHGEAR RACKED OUT" }, { "self_ref": "#/texts/3378", "parent": { "$ref": "#/pictures/53" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 141, "bbox": { "l": 411.694, "t": 659.7303892, "r": 430.6365850300001, "b": 652.2219584000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "ACB", "text": "ACB" }, { "self_ref": "#/texts/3379", "parent": { "$ref": "#/pictures/53" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 141, "bbox": { "l": 124.548, "t": 498.7279892, "r": 228.35537127999999, "b": 491.2195584, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "Switchgear racked out", "text": "Switchgear racked out" }, { "self_ref": "#/texts/3380", "parent": { "$ref": "#/pictures/53" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 141, "bbox": { "l": 278.57323227999996, "t": 663.96952522, "r": 340.9742352600001, "b": 656.4610944200001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "Lift off panels", "text": "Lift off panels" }, { "self_ref": "#/texts/3381", "parent": { "$ref": "#/pictures/53" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 141, "bbox": { "l": 237.42007755999995, "t": 627.4321759300001, "r": 297.35947066999984, "b": 619.9237451300002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "Hinged doors", "text": "Hinged doors" }, { "self_ref": "#/texts/3382", "parent": { "$ref": "#/pictures/53" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 141, "bbox": { "l": 237.42007755999995, "t": 616.9399083200001, "r": 278.98534162999994, "b": 609.4314775200002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "or panels", "text": "or panels" }, { "self_ref": "#/texts/3383", "parent": { "$ref": "#/pictures/53" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 141, "bbox": { "l": 339.8486, "t": 604.7740891999999, "r": 434.47864575999995, "b": 597.2656584, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "Fused switches (CFS)", "text": "Fused switches (CFS)" }, { "self_ref": "#/texts/3384", "parent": { "$ref": "#/pictures/53" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 141, "bbox": { "l": 297.3091, "t": 591.6958892, "r": 344.31420749000023, "b": 584.1874584000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Dead front", "text": "Dead front" }, { "self_ref": "#/texts/3385", "parent": { "$ref": "#/pictures/53" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 141, "bbox": { "l": 199.4995, "t": 544.1272892, "r": 229.7516147, "b": 536.6188584, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "≥0.6 m", "text": "≥0.6 m" }, { "self_ref": "#/texts/3386", "parent": { "$ref": "#/pictures/53" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 141, "bbox": { "l": 158.9952, "t": 588.0085892, "r": 189.24791470000002, "b": 580.5001584, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "≥0.6 m", "text": "≥0.6 m" }, { "self_ref": "#/texts/3387", "parent": { "$ref": "#/pictures/53" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 141, "bbox": { "l": 295.0208, "t": 558.9581892, "r": 325.27401469999995, "b": 551.4497584000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "≥0.6 m", "text": "≥0.6 m" }, { "self_ref": "#/texts/3388", "parent": { "$ref": "#/pictures/53" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 141, "bbox": { "l": 137.3571, "t": 682.3719891999999, "r": 167.60981470000002, "b": 674.8635584, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "≥0.6 m", "text": "≥0.6 m" }, { "self_ref": "#/texts/3389", "parent": { "$ref": "#/pictures/53" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 141, "bbox": { "l": 252.1825, "t": 694.3469891999999, "r": 282.43461469999994, "b": 686.8385584, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "≥0.6 m", "text": "≥0.6 m" }, { "self_ref": "#/texts/3390", "parent": { "$ref": "#/pictures/53" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 141, "bbox": { "l": 442.37478871999997, "t": 613.1463678299999, "r": 472.6278635599999, "b": 605.63793703, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "≥0.6 m", "text": "≥0.6 m" }, { "self_ref": "#/texts/3391", "parent": { "$ref": "#/pictures/53" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 141, "bbox": { "l": 407.5904, "t": 692.0688892, "r": 434.86777999, "b": 684.5604584, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "≥0.6m", "text": "≥0.6m" }, { "self_ref": "#/texts/3392", "parent": { "$ref": "#/pictures/53" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 141, "bbox": { "l": 415.7996, "t": 565.0636892, "r": 446.0517147, "b": 557.5552584000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "≥0.6 m", "text": "≥0.6 m" }, { "self_ref": "#/texts/3393", "parent": { "$ref": "#/pictures/53" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 141, "bbox": { "l": 350.5669, "t": 544.5618892, "r": 379.68375447999995, "b": 537.0534584000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "≥1.0 m", "text": "≥1.0 m" }, { "self_ref": "#/texts/3394", "parent": { "$ref": "#/pictures/53" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 141, "bbox": { "l": 357.8124, "t": 710.5135892, "r": 386.92935448, "b": 703.0051584, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "≥1.0 m", "text": "≥1.0 m" }, { "self_ref": "#/texts/3395", "parent": { "$ref": "#/pictures/54" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 141, "bbox": { "l": 169.14, "t": 202.85720000000003, "r": 429.2605919999999, "b": 177.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "FIGURE 2.20 ACCESS TO SWITCHBOARDSSWITCHBOARD IN CORNER POSITION", "text": "FIGURE 2.20 ACCESS TO SWITCHBOARDSSWITCHBOARD IN CORNER POSITION" }, { "self_ref": "#/texts/3396", "parent": { "$ref": "#/pictures/54" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 141, "bbox": { "l": 302.3643, "t": 380.068146, "r": 332.62976425999994, "b": 372.559892, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "≥0.6 m", "text": "≥0.6 m" }, { "self_ref": "#/texts/3397", "parent": { "$ref": "#/pictures/54" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 141, "bbox": { "l": 241.4273, "t": 357.085446, "r": 270.55523522, "b": 349.57719199999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "≥1.0 m", "text": "≥1.0 m" }, { "self_ref": "#/texts/3398", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 141, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3399", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 142, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/3400", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 142, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3401", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 142, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "138", "text": "138" }, { "self_ref": "#/texts/3402", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 142, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/3403", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 142, "bbox": { "l": 66.6, "t": 601.3322, "r": 74.862, "b": 585.73052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/3404", "parent": { "$ref": "#/pictures/55" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 142, "bbox": { "l": 166.5597, "t": 380.87719999999996, "r": 431.85846, "b": 355.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "FIGURE 2.21 ACCESS TO SWITCHBOARDSSWITCHBOARD WITH ONE END AGAINST WALL", "text": "FIGURE 2.21 ACCESS TO SWITCHBOARDSSWITCHBOARD WITH ONE END AGAINST WALL" }, { "self_ref": "#/texts/3405", "parent": { "$ref": "#/pictures/55" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 142, "bbox": { "l": 318.199, "t": 713.3893396, "r": 348.4507719, "b": 705.8770192000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "≥0.6 m", "text": "≥0.6 m" }, { "self_ref": "#/texts/3406", "parent": { "$ref": "#/pictures/55" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 142, "bbox": { "l": 220.3054, "t": 687.3951396, "r": 249.42008129, "b": 679.8828192000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "≥1.0 m", "text": "≥1.0 m" }, { "self_ref": "#/texts/3407", "parent": { "$ref": "#/pictures/55" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 142, "bbox": { "l": 223.192, "t": 484.4550396, "r": 252.30668129000003, "b": 476.9427192, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "≥1.0 m", "text": "≥1.0 m" }, { "self_ref": "#/texts/3408", "parent": { "$ref": "#/pictures/56" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 142, "bbox": { "l": 103.68, "t": 134.87720000000002, "r": 494.8095600000003, "b": 109.60343599999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "FIGURE 2.22 ACCESS TO SWITCHBOARDS-SWITCHBOARD DOORS THAT OPEN INTO ACCESS WAYS OR NARROW PASSAGE WAYS", "text": "FIGURE 2.22 ACCESS TO SWITCHBOARDS-SWITCHBOARD DOORS THAT OPEN INTO ACCESS WAYS OR NARROW PASSAGE WAYS" }, { "self_ref": "#/texts/3409", "parent": { "$ref": "#/pictures/56" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 142, "bbox": { "l": 408.731, "t": 181.044716, "r": 438.9963285, "b": 173.52983199999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "≥0.6 m", "text": "≥0.6 m" }, { "self_ref": "#/texts/3410", "parent": { "$ref": "#/pictures/56" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 142, "bbox": { "l": 265.6073, "t": 218.382116, "r": 294.7358044, "b": 210.86723200000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "≥1.0 m", "text": "≥1.0 m" }, { "self_ref": "#/texts/3411", "parent": { "$ref": "#/pictures/56" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 142, "bbox": { "l": 165.3851, "t": 181.044716, "r": 195.6498285, "b": 173.52983199999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "≥0.6 m", "text": "≥0.6 m" }, { "self_ref": "#/texts/3412", "parent": { "$ref": "#/pictures/56" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 142, "bbox": { "l": 162.7453, "t": 234.31121600000006, "r": 223.37681634999987, "b": 226.796332, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "Bi-fold door/s", "text": "Bi-fold door/s" }, { "self_ref": "#/texts/3413", "parent": { "$ref": "#/pictures/56" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 142, "bbox": { "l": 301.0722, "t": 172.189616, "r": 359.55223979999965, "b": 164.67473199999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Passage way", "text": "Passage way" }, { "self_ref": "#/texts/3414", "parent": { "$ref": "#/pictures/56" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 142, "bbox": { "l": 361.27869135000003, "t": 227.3398535, "r": 390.4073546999999, "b": 219.82496949999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "≥1.0 m", "text": "≥1.0 m" }, { "self_ref": "#/texts/3415", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 142, "bbox": { "l": 66.12, "t": 252.73220000000003, "r": 74.38199999999999, "b": 237.13051999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/3416", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 142, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3417", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 143, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3418", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 143, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3419", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 143, "bbox": { "l": 66.6, "t": 638.2922, "r": 76.24480199999999, "b": 622.69052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/3420", "parent": { "$ref": "#/pictures/57" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 143, "bbox": { "l": 99.06, "t": 451.8572, "r": 499.4358180000003, "b": 439.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "FIGURE 2.23 ACCESS TO SWITCHBOARDS-FACING SWITCHBOARDS", "text": "FIGURE 2.23 ACCESS TO SWITCHBOARDS-FACING SWITCHBOARDS" }, { "self_ref": "#/texts/3421", "parent": { "$ref": "#/pictures/57" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 143, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "139", "text": "139" }, { "self_ref": "#/texts/3422", "parent": { "$ref": "#/pictures/57" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 143, "bbox": { "l": 277.9502, "t": 571.4988112, "r": 308.1902438, "b": 563.9864024, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "≥0.6 m", "text": "≥0.6 m" }, { "self_ref": "#/texts/3423", "parent": { "$ref": "#/pictures/57" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 143, "bbox": { "l": 280.19755364, "t": 496.7698895, "r": 309.30103808000007, "b": 489.2574807, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "≥1.0 m", "text": "≥1.0 m" }, { "self_ref": "#/texts/3424", "parent": { "$ref": "#/pictures/57" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 143, "bbox": { "l": 235.0223, "t": 665.3507112, "r": 265.26220136, "b": 657.8383024, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "≥0.6 m", "text": "≥0.6 m" }, { "self_ref": "#/texts/3425", "parent": { "$ref": "#/pictures/58" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 143, "bbox": { "l": 119.82, "t": 140.87720000000002, "r": 478.60467600000055, "b": 115.60343599999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "FIGURE 2.24 EXAMPLE OF EXCEPTION TO CLAUSE 2.10.2.2(iii) WHERE ONLY ONE EXIT PATH NEEDS TO BE PROVIDED", "text": "FIGURE 2.24 EXAMPLE OF EXCEPTION TO CLAUSE 2.10.2.2(iii) WHERE ONLY ONE EXIT PATH NEEDS TO BE PROVIDED" }, { "self_ref": "#/texts/3426", "parent": { "$ref": "#/pictures/58" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 143, "bbox": { "l": 243.0771, "t": 384.8895012, "r": 369.0212050499996, "b": 377.3748824, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "Switchboard complying with", "text": "Switchboard complying with" }, { "self_ref": "#/texts/3427", "parent": { "$ref": "#/pictures/58" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 143, "bbox": { "l": 242.96496468, "t": 374.6886612, "r": 369.1469325300002, "b": 367.1740424, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "Clause 2.10.2.2 (iii) A or B", "text": "Clause 2.10.2.2 (iii) A or B" }, { "self_ref": "#/texts/3428", "parent": { "$ref": "#/pictures/58" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 143, "bbox": { "l": 271.8071, "t": 260.8597012, "r": 342.69021440000034, "b": 253.34508240000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "Minimum of 3 m", "text": "Minimum of 3 m" }, { "self_ref": "#/texts/3429", "parent": { "$ref": "#/pictures/58" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 143, "bbox": { "l": 273.94701569, "t": 250.65801112999998, "r": 340.5316094899999, "b": 243.14339232999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "clearance path", "text": "clearance path" }, { "self_ref": "#/texts/3430", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 143, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3431", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 144, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3432", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 144, "bbox": { "l": 56.7, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "AS/NZS 3000:2018 140", "text": "AS/NZS 3000:2018 140", "level": 1 }, { "self_ref": "#/texts/3433", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 144, "bbox": { "l": 85.08, "t": 751.968355, "r": 309.07760920000004, "b": 738.541759, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "2.10.2.3 Location of main switchboard", "text": "2.10.2.3 Location of main switchboard", "level": 1 }, { "self_ref": "#/texts/3434", "parent": { "$ref": "#/groups/320" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 144, "bbox": { "l": 66.6, "t": 732.7922, "r": 476.69350120000087, "b": 717.19052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "A main switchboard shall be located in accordance with the following: *", "text": "A main switchboard shall be located in accordance with the following: *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3435", "parent": { "$ref": "#/groups/320" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 144, "bbox": { "l": 85.0796388, "t": 711.9484366, "r": 513.6154371000001, "b": 656.5216196000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 248 ] } ], "orig": "(a) General The main switchboard shall be readily accessible. The main switchboard, or a panel for the remote control of main switches in accordance with Clause 2.3.3.6, shall be located within easy access of an entrance to the building.", "text": "(a) General The main switchboard shall be readily accessible. The main switchboard, or a panel for the remote control of main switches in accordance with Clause 2.3.3.6, shall be located within easy access of an entrance to the building.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3436", "parent": { "$ref": "#/groups/320" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 144, "bbox": { "l": 85.07963880000001, "t": 649.9683339000002, "r": 513.6142340000006, "b": 594.5415169000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 250 ] } ], "orig": "(b) Multiple electrical installations In multiple electrical installations, the main switchboard shall not be located within any tenancy or single electrical installation of a multiple premise, either domestic or nondomestic.", "text": "(b) Multiple electrical installations In multiple electrical installations, the main switchboard shall not be located within any tenancy or single electrical installation of a multiple premise, either domestic or nondomestic.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3437", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 144, "bbox": { "l": 85.08, "t": 587.988355, "r": 332.82800630000014, "b": 574.5617589999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "2.10.2.4 Identification of main switchboard", "text": "2.10.2.4 Identification of main switchboard", "level": 1 }, { "self_ref": "#/texts/3438", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 144, "bbox": { "l": 85.0796388, "t": 567.9483183, "r": 513.6431084000002, "b": 540.5417003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "The main switchboard shall be legibly and permanently marked 'MAIN SWITCHBOARD'.", "text": "The main switchboard shall be legibly and permanently marked 'MAIN SWITCHBOARD'." }, { "self_ref": "#/texts/3439", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 144, "bbox": { "l": 85.0796388, "t": 533.9884146, "r": 513.6972479000004, "b": 478.56159759999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 242 ] } ], "orig": "Where a main switchboard is located within a room or enclosure, any door required for immediate personal access shall be prominently and permanently marked to identify the room or enclosure in which the main switchboard is located.", "text": "Where a main switchboard is located within a room or enclosure, any door required for immediate personal access shall be prominently and permanently marked to identify the room or enclosure in which the main switchboard is located." }, { "self_ref": "#/texts/3440", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 144, "bbox": { "l": 85.07963879999997, "t": 471.94815689999996, "r": 513.6166402000001, "b": 430.5615168999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 193 ] } ], "orig": "The location of the main switchboard shall be legibly and permanently indicated by a conspicuous notice at each entry to the building that may be used by emergency services personnel.", "text": "The location of the main switchboard shall be legibly and permanently indicated by a conspicuous notice at each entry to the building that may be used by emergency services personnel." }, { "self_ref": "#/texts/3441", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 144, "bbox": { "l": 85.07963879999997, "t": 423.94807619999995, "r": 513.6419053000004, "b": 382.5614361999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 164 ] } ], "orig": "Notices indicating the location of the main switchboard shall be of permanent construction and shall incorporate the term 'MAIN SWITCHBOARD' in contrasting colours.", "text": "Notices indicating the location of the main switchboard shall be of permanent construction and shall incorporate the term 'MAIN SWITCHBOARD' in contrasting colours." }, { "self_ref": "#/texts/3442", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 144, "bbox": { "l": 85.07963879999997, "t": 375.94799549999993, "r": 153.78867979999998, "b": 362.5213994999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:", "level": 1 }, { "self_ref": "#/texts/3443", "parent": { "$ref": "#/groups/321" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 144, "bbox": { "l": 85.07963879999997, "t": 355.9681137999999, "r": 513.6322805000005, "b": 328.5614957999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 127 ] } ], "orig": "1 Identification of the main switchboard and its room or enclosure need not apply in a single domestic electrical installation.", "text": "1 Identification of the main switchboard and its room or enclosure need not apply in a single domestic electrical installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3444", "parent": { "$ref": "#/groups/321" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 144, "bbox": { "l": 85.07963879999997, "t": 321.9480550999999, "r": 513.6286711999996, "b": 280.56141509999986, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 162 ] } ], "orig": "2 The location of the main switchboard need not be marked at an entry to a building where the location is clearly indicated at a fire indicator panel.", "text": "2 The location of the main switchboard need not be marked at an entry to a building where the location is clearly indicated at a fire indicator panel.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3445", "parent": { "$ref": "#/groups/321" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 144, "bbox": { "l": 85.07963879999996, "t": 273.9479743999999, "r": 513.6286712000001, "b": 232.56133439999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 191 ] } ], "orig": "3 The location of the main switchboard need not be marked where the location can be readily determined, e.g. where it is clearly visible from the main entrance to the electrical installation.", "text": "3 The location of the main switchboard need not be marked where the location can be readily determined, e.g. where it is clearly visible from the main entrance to the electrical installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3446", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 144, "bbox": { "l": 96.42, "t": 228.83719999999994, "r": 538.6125800000001, "b": 203.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "NOTE: In New Zealand, any notice indicating the location of the main switchboard needs to comply with the New Zealand Building Code. NZ", "text": "NOTE: In New Zealand, any notice indicating the location of the main switchboard needs to comply with the New Zealand Building Code. NZ" }, { "self_ref": "#/texts/3447", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 144, "bbox": { "l": 64.44, "t": 198.79219999999998, "r": 255.9282605, "b": 183.19052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "2.10.2.5 Restricted locations *", "text": "2.10.2.5 Restricted locations *", "level": 1 }, { "self_ref": "#/texts/3448", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 144, "bbox": { "l": 85.07963880000001, "t": 176.9884733, "r": 379.8391388000001, "b": 163.5618773, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "Restricted locations for switchboards are as follows:", "text": "Restricted locations for switchboards are as follows:" }, { "self_ref": "#/texts/3449", "parent": { "$ref": "#/groups/322" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 144, "bbox": { "l": 85.07963880000001, "t": 156.94843660000004, "r": 513.7164975000006, "b": 129.54181859999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 127 ] } ], "orig": "(a) Height above ground, floor or a platform A switchboard shall not be located within 1.2 m of the ground, floor or platform.", "text": "(a) Height above ground, floor or a platform A switchboard shall not be located within 1.2 m of the ground, floor or platform.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3450", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 144, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3451", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 145, "bbox": { "l": 45.36, "t": 450.4253, "r": 59.4405, "b": 440.3813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/3452", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 145, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3453", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 145, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "141", "text": "141" }, { "self_ref": "#/texts/3454", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 145, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3455", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 145, "bbox": { "l": 113.46, "t": 751.968355, "r": 513.7024956000005, "b": 710.52156, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 192 ] } ], "orig": "Exception: A switchboard may be located within 1.2 m of the ground, floor or a platform if access to live parts is arranged, in accordance with the requirements of Clause 2.10.3.1.", "text": "Exception: A switchboard may be located within 1.2 m of the ground, floor or a platform if access to live parts is arranged, in accordance with the requirements of Clause 2.10.3.1." }, { "self_ref": "#/texts/3456", "parent": { "$ref": "#/groups/323" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 145, "bbox": { "l": 85.08007410000002, "t": 703.9682743000001, "r": 513.6519654000002, "b": 662.5214793000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 180 ] } ], "orig": "(b) Water containers and fixed or stationary cooking appliances A switchboard shall not be installed above open water containers or fixed or stationary cooking appliances.", "text": "(b) Water containers and fixed or stationary cooking appliances A switchboard shall not be installed above open water containers or fixed or stationary cooking appliances.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3457", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 145, "bbox": { "l": 113.46, "t": 658.8572, "r": 394.92680999999976, "b": 646.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "NOTE: Refer to Item (d) below for baths and showers.", "text": "NOTE: Refer to Item (d) below for baths and showers." }, { "self_ref": "#/texts/3458", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 145, "bbox": { "l": 113.45999999999998, "t": 639.948355, "r": 513.6483561000001, "b": 584.5215380000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 237 ] } ], "orig": "Exception: A switchboard may be located in an area that may be affected by water splashing or by steam, provided that the switchboard is provided with a suitable enclosure or is installed in a cupboard with close-fitting doors.", "text": "Exception: A switchboard may be located in an area that may be affected by water splashing or by steam, provided that the switchboard is provided with a suitable enclosure or is installed in a cupboard with close-fitting doors." }, { "self_ref": "#/texts/3459", "parent": { "$ref": "#/groups/324" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 145, "bbox": { "l": 85.08007409999998, "t": 577.9682523000001, "r": 513.7277607000008, "b": 550.5616343000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "(c) In cupboards A switchboard installed in a cupboard or similar enclosure shall only be installed in an area set aside for the purpose.", "text": "(c) In cupboards A switchboard installed in a cupboard or similar enclosure shall only be installed in an area set aside for the purpose.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3460", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 145, "bbox": { "l": 113.45999999999998, "t": 543.9481936000002, "r": 513.6483561000001, "b": 488.52137660000017, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 280 ] } ], "orig": "The provisions of Clause 2.10.2.2 require that the switchboard be designed and located to provide readily available access for the purposes of operation and maintenance of equipment mounted on the switchboard. The following restrictions apply to all switchboards.", "text": "The provisions of Clause 2.10.2.2 require that the switchboard be designed and located to provide readily available access for the purposes of operation and maintenance of equipment mounted on the switchboard. The following restrictions apply to all switchboards." }, { "self_ref": "#/texts/3461", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 145, "bbox": { "l": 113.45999999999998, "t": 481.96809090000016, "r": 268.9654873999999, "b": 468.54149490000015, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "The switchboard shall be-", "text": "The switchboard shall be-" }, { "self_ref": "#/texts/3462", "parent": { "$ref": "#/groups/325" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 145, "bbox": { "l": 113.39984499999998, "t": 461.98820920000014, "r": 513.6603871000007, "b": 434.5214362000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "(i) installed in a section of the cupboard separated from other sections; and", "text": "(i) installed in a section of the cupboard separated from other sections; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3463", "parent": { "$ref": "#/groups/325" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 145, "bbox": { "l": 113.39984499999996, "t": 427.9681505000001, "r": 513.5833887000005, "b": 400.56153250000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "(ii) installed at the front of the switchboard section of the cupboard; and", "text": "(ii) installed at the front of the switchboard section of the cupboard; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3464", "parent": { "$ref": "#/groups/325" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 145, "bbox": { "l": 113.39984499999993, "t": 393.94809180000004, "r": 513.6748243000001, "b": 352.5614518, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 197 ] } ], "orig": "(iii) facing the cupboard access door with insufficient unused space between the switchboard and the cupboard door, when closed, to store extraneous objects in front of the switchboard; and", "text": "(iii) facing the cupboard access door with insufficient unused space between the switchboard and the cupboard door, when closed, to store extraneous objects in front of the switchboard; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3465", "parent": { "$ref": "#/groups/325" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 145, "bbox": { "l": 113.399845, "t": 345.94801110000003, "r": 513.6796367000002, "b": 304.5613711, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 194 ] } ], "orig": "(iv) arranged so that below the area of the switchboard panel or enclosure, there are no projections that obstruct access for the operation and maintenance of the switchboard.", "text": "(iv) arranged so that below the area of the switchboard panel or enclosure, there are no projections that obstruct access for the operation and maintenance of the switchboard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3466", "parent": { "$ref": "#/groups/325" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 145, "bbox": { "l": 85.07766789999997, "t": 297.9479304, "r": 513.6531685000002, "b": 256.56129039999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "(d) Near baths and showers A switchboard shall not be installed within any zone classified in accordance with Clause 6.2.2 for a bath or shower.", "text": "(d) Near baths and showers A switchboard shall not be installed within any zone classified in accordance with Clause 6.2.2 for a bath or shower.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3467", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 145, "bbox": { "l": 113.46, "t": 252.83719999999994, "r": 513.2714459999995, "b": 227.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 150 ] } ], "orig": "NOTE: Areas in the proximity of a shower are deemed unsuitable for switchboards because of the prevalence of high humidity and condensation.", "text": "NOTE: Areas in the proximity of a shower are deemed unsuitable for switchboards because of the prevalence of high humidity and condensation." }, { "self_ref": "#/texts/3468", "parent": { "$ref": "#/groups/326" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 145, "bbox": { "l": 85.08, "t": 221.98835499999996, "r": 513.7445300000004, "b": 180.54156, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 195 ] } ], "orig": "(e) Near swimming pools, spas or saunas A switchboard shall not be installed within or above any zone classified in accordance with Clause 6.3.2 for a swimming pool or spa pool.", "text": "(e) Near swimming pools, spas or saunas A switchboard shall not be installed within or above any zone classified in accordance with Clause 6.3.2 for a swimming pool or spa pool.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3469", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 145, "bbox": { "l": 113.46112899999994, "t": 175.00850309999998, "r": 403.2422012000005, "b": 161.58190709999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "A switchboard shall not be installed within a sauna.", "text": "A switchboard shall not be installed within a sauna." }, { "self_ref": "#/texts/3470", "parent": { "$ref": "#/groups/327" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 145, "bbox": { "l": 85.08120309999995, "t": 155.98869520000005, "r": 513.6254230999996, "b": 128.52192220000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "(f) Refrigeration rooms A switchboard shall not be installed within a refrigeration room.", "text": "(f) Refrigeration rooms A switchboard shall not be installed within a refrigeration room.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3471", "parent": { "$ref": "#/groups/327" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 145, "bbox": { "l": 85.08120309999991, "t": 122.98886530000004, "r": 513.7445300000002, "b": 95.52209230000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "(g) Sanitization or general hosing-down operations Switchboards installed in classified zones in locations subject to sanitization or", "text": "(g) Sanitization or general hosing-down operations Switchboards installed in classified zones in locations subject to sanitization or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3472", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 145, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3473", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 146, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3474", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 146, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/3475", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 146, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "142", "text": "142", "level": 1 }, { "self_ref": "#/texts/3476", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 146, "bbox": { "l": 113.46, "t": 751.968355, "r": 513.5894042000008, "b": 724.561737, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "hosing-down operations shall be provided with a minimum degree of protection of IPX6.", "text": "hosing-down operations shall be provided with a minimum degree of protection of IPX6." }, { "self_ref": "#/texts/3477", "parent": { "$ref": "#/groups/328" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 146, "bbox": { "l": 85.0800741, "t": 717.9482963, "r": 513.6844491000007, "b": 676.5616563000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 187 ] } ], "orig": "(h) Fire exits and egress paths Switchboards shall be located or arranged to minimize the impact of any smoke generated from a fault in the switchboard affecting egress from the building.", "text": "(h) Fire exits and egress paths Switchboards shall be located or arranged to minimize the impact of any smoke generated from a fault in the switchboard affecting egress from the building.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3478", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 146, "bbox": { "l": 113.45999999999998, "t": 669.9482156000001, "r": 513.7000894000003, "b": 642.5415976000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "A switchboard shall not be installed within a fire-isolated stairway, passage way or ramp.", "text": "A switchboard shall not be installed within a fire-isolated stairway, passage way or ramp." }, { "self_ref": "#/texts/3479", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 146, "bbox": { "l": 113.45999999999998, "t": 635.9883119000002, "r": 513.6808398000005, "b": 566.5213179000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 318 ] } ], "orig": "A switchboard may be installed within a cupboard, or similar compartment, in other forms of required exit, or in any corridor, hallway, lobby or the like leading to such an exit, provided that the cupboard or compartment doors are sealed against the spread of smoke from the switchboard.", "text": "A switchboard may be installed within a cupboard, or similar compartment, in other forms of required exit, or in any corridor, hallway, lobby or the like leading to such an exit, provided that the cupboard or compartment doors are sealed against the spread of smoke from the switchboard." }, { "self_ref": "#/texts/3480", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 146, "bbox": { "l": 113.46, "t": 562.8572, "r": 162.619656, "b": 550.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/3481", "parent": { "$ref": "#/groups/329" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 146, "bbox": { "l": 113.46, "t": 546.83738, "r": 513.3406200000003, "b": 508.603922, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 213 ] } ], "orig": "1 The compartment may be the switchboard enclosure, provided that the enclosure provides a seal to the ingress of dust to at least IP5X and is provided with a facility to be kept locked in normal service.", "text": "1 The compartment may be the switchboard enclosure, provided that the enclosure provides a seal to the ingress of dust to at least IP5X and is provided with a facility to be kept locked in normal service.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3482", "parent": { "$ref": "#/groups/329" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 146, "bbox": { "l": 113.46, "t": 504.837782, "r": 513.321953999999, "b": 466.604324, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 184 ] } ], "orig": "2 These restrictions are based on the provisions of national building codes to which reference should be made for definition of the terms and for exceptions that may apply.", "text": "2 These restrictions are based on the provisions of national building codes to which reference should be made for definition of the terms and for exceptions that may apply.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3483", "parent": { "$ref": "#/groups/329" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 146, "bbox": { "l": 85.08, "t": 459.948355, "r": 513.7060308000001, "b": 432.54173699999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "(i) Near fire-hose reels A switchboard shall not be installed within a cupboard containing a fire-hose reel.", "text": "(i) Near fire-hose reels A switchboard shall not be installed within a cupboard containing a fire-hose reel.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3484", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 146, "bbox": { "l": 113.46, "t": 428.87719999999996, "r": 513.3548940000006, "b": 390.583352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 183 ] } ], "orig": "NOTE: Information on the installation of fire hydrants and fire-hose reels in buildings is given in national building codes and the AS 2419 series, or NZS 4510 and AS 2441.", "text": "NOTE: Information on the installation of fire hydrants and fire-hose reels in buildings is given in national building codes and the AS 2419 series, or NZS 4510 and AS 2441." }, { "self_ref": "#/texts/3485", "parent": { "$ref": "#/groups/330" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 146, "bbox": { "l": 85.08, "t": 383.988355, "r": 513.7397176000006, "b": 342.54155999999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 164 ] } ], "orig": "(j) Near automatic fire-sprinklers The following types of switchboards shall not be installed in the vicinity of an automatic fire-sprinkler system:", "text": "(j) Near automatic fire-sprinklers The following types of switchboards shall not be installed in the vicinity of an automatic fire-sprinkler system:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3486", "parent": { "$ref": "#/groups/330" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 146, "bbox": { "l": 113.39977090000001, "t": 335.98827429999994, "r": 253.26014590000014, "b": 322.5616782999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "(i) Main switchboards.", "text": "(i) Main switchboards.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3487", "parent": { "$ref": "#/groups/330" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 146, "bbox": { "l": 113.39977090000001, "t": 315.94823759999997, "r": 513.6157983000005, "b": 288.5416195999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "(ii) Switchboards from which safety services originate in accordance with Clause 7.2.", "text": "(ii) Switchboards from which safety services originate in accordance with Clause 7.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3488", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 146, "bbox": { "l": 113.45872280000003, "t": 281.98833389999993, "r": 513.6939998, "b": 240.54153889999986, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 157 ] } ], "orig": "Exception: A switchboard may be installed in the vicinity of an automatic fire sprinkler system if at least one of the following conditions is satisfied:", "text": "Exception: A switchboard may be installed in the vicinity of an automatic fire sprinkler system if at least one of the following conditions is satisfied:" }, { "self_ref": "#/texts/3489", "parent": { "$ref": "#/groups/331" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 146, "bbox": { "l": 113.39856780000007, "t": 233.98825319999992, "r": 513.6506882000001, "b": 206.52148019999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "(i) The switchboard is provided with degree of protection IPX4, in accordance with AS 60529.", "text": "(i) The switchboard is provided with degree of protection IPX4, in accordance with AS 60529.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3490", "parent": { "$ref": "#/groups/331" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 146, "bbox": { "l": 113.39856780000001, "t": 199.96819449999998, "r": 513.6434696000005, "b": 172.5615764999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "(ii) The switchboard is provided with a shield to prevent water spraying on it.", "text": "(ii) The switchboard is provided with a shield to prevent water spraying on it.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3491", "parent": { "$ref": "#/groups/331" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 146, "bbox": { "l": 113.39977090000001, "t": 165.94813579999993, "r": 513.5881270000008, "b": 138.54151779999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "(iii) Sprinkler heads that could project water on the switchboard are provided with suitable deflectors.", "text": "(iii) Sprinkler heads that could project water on the switchboard are provided with suitable deflectors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3492", "parent": { "$ref": "#/groups/331" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 146, "bbox": { "l": 113.40097399999999, "t": 131.9882320999999, "r": 342.7034123000002, "b": 118.56163609999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "(iv) Sprinkler heads are of the dry type.", "text": "(iv) Sprinkler heads are of the dry type.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3493", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 146, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3494", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 147, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/3495", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 147, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3496", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 147, "bbox": { "l": 66.6, "t": 563.8322, "r": 74.862, "b": 548.23052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/3497", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 147, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "143", "text": "143" }, { "self_ref": "#/texts/3498", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 147, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3499", "parent": { "$ref": "#/groups/332" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 147, "bbox": { "l": 85.08, "t": 751.968355, "r": 513.6194076000005, "b": 724.561737, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "(k) Hazardous areas Switchboards shall not be installed in hazardous areas as defined in AS/NZS 60079.10.1 or AS/NZS 60079.10.2.", "text": "(k) Hazardous areas Switchboards shall not be installed in hazardous areas as defined in AS/NZS 60079.10.1 or AS/NZS 60079.10.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3500", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 147, "bbox": { "l": 113.45992589999997, "t": 717.9482963, "r": 513.6759533000004, "b": 676.5616563000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 153 ] } ], "orig": "Exception: Switchboards constructed in accordance with AS/NZS 60079.14 may be installed within a hazardous area for which they are specifically designed.", "text": "Exception: Switchboards constructed in accordance with AS/NZS 60079.14 may be installed within a hazardous area for which they are specifically designed." }, { "self_ref": "#/texts/3501", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 147, "bbox": { "l": 113.46, "t": 672.8372, "r": 162.619656, "b": 660.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/3502", "parent": { "$ref": "#/groups/333" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 147, "bbox": { "l": 113.46, "t": 656.8766720000001, "r": 437.2733760000004, "b": 644.6229920000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "1 The following situations may give rise to a hazardous area:", "text": "1 The following situations may give rise to a hazardous area:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3503", "parent": { "$ref": "#/groups/333" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 147, "bbox": { "l": 130.439472, "t": 640.8568520000001, "r": 513.2977980000004, "b": 615.5830880000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "(a) Heavier-than-air bottled flammable gas cylinders with an aggregate gas capacity exceeding 30 m 3 [e.g. liquid petroleum gas (LPG)].", "text": "(a) Heavier-than-air bottled flammable gas cylinders with an aggregate gas capacity exceeding 30 m 3 [e.g. liquid petroleum gas (LPG)].", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3504", "parent": { "$ref": "#/groups/333" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 147, "bbox": { "l": 130.44024, "t": 611.8766720000001, "r": 375.4710180000003, "b": 599.6229920000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "(b) Gas-tank filling or discharge connections.", "text": "(b) Gas-tank filling or discharge connections.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3505", "parent": { "$ref": "#/groups/333" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 147, "bbox": { "l": 130.44024, "t": 595.8568520000001, "r": 494.55351000000036, "b": 583.6031720000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(c) Pressure relief device discharge points fitted to gas installations.", "text": "(c) Pressure relief device discharge points fitted to gas installations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3506", "parent": { "$ref": "#/groups/333" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 147, "bbox": { "l": 113.46076799999999, "t": 579.8370320000001, "r": 505.10638800000055, "b": 567.5833520000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "2 Refer to AS/NZS 60079.10.1 for information regarding hazardous areas.", "text": "2 Refer to AS/NZS 60079.10.1 for information regarding hazardous areas.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3507", "parent": { "$ref": "#/groups/333" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 147, "bbox": { "l": 113.46076799999999, "t": 563.8765040000002, "r": 509.90135399999934, "b": 538.6027400000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "3 An example of the hazardous area/exclusion zone surrounding heavierthan-air gas cylinder is shown in Figure 4.18.", "text": "3 An example of the hazardous area/exclusion zone surrounding heavierthan-air gas cylinder is shown in Figure 4.18.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3508", "parent": { "$ref": "#/groups/333" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 147, "bbox": { "l": 113.46076799999999, "t": 534.8366000000002, "r": 513.3040560000005, "b": 496.60314200000016, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 161 ] } ], "orig": "4 In New Zealand only, an example of the hazardous area/exclusion zone surrounding a reticulated (natural) gas system regulator is shown in Figure 4.20.", "text": "4 In New Zealand only, an example of the hazardous area/exclusion zone surrounding a reticulated (natural) gas system regulator is shown in Figure 4.20.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3509", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 147, "bbox": { "l": 66.6, "t": 491.29220000000004, "r": 212.78399999999988, "b": 475.69052000000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "2.10.3 Construction *", "text": "2.10.3 Construction *", "level": 1 }, { "self_ref": "#/texts/3510", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 147, "bbox": { "l": 85.08, "t": 469.96835500000003, "r": 254.5615388999998, "b": 456.541759, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "2.10.3.1 Access to live parts", "text": "2.10.3.1 Access to live parts", "level": 1 }, { "self_ref": "#/texts/3511", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 147, "bbox": { "l": 85.07963880000001, "t": 449.9884733, "r": 513.5889688999991, "b": 422.52170029999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "Live parts shall be arranged so that basic protection is provided by enclosures, in accordance with the provisions of Clause 1.5.4.", "text": "Live parts shall be arranged so that basic protection is provided by enclosures, in accordance with the provisions of Clause 1.5.4." }, { "self_ref": "#/texts/3512", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 147, "bbox": { "l": 85.07963880000003, "t": 415.96841459999996, "r": 513.6527332000002, "b": 388.5617965999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "Exception: Live parts may be exposed in a non-domestic electrical installation provided that-", "text": "Exception: Live parts may be exposed in a non-domestic electrical installation provided that-" }, { "self_ref": "#/texts/3513", "parent": { "$ref": "#/groups/334" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 147, "bbox": { "l": 85.07963880000005, "t": 381.9483558999999, "r": 513.6370929000005, "b": 354.5417378999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "(a) the live parts are arranged so that basic protection is provided by barriers in accordance with the provisions of Clause 1.5.4.4; or", "text": "(a) the live parts are arranged so that basic protection is provided by barriers in accordance with the provisions of Clause 1.5.4.4; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3514", "parent": { "$ref": "#/groups/334" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 147, "bbox": { "l": 85.07963880000005, "t": 347.98845219999987, "r": 513.6358898000008, "b": 306.5416571999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 179 ] } ], "orig": "(b) the switchboard is installed in an area that is accessible only to authorized persons and the means of access to such areas is provided with facilities for locking.", "text": "(b) the switchboard is installed in an area that is accessible only to authorized persons and the means of access to such areas is provided with facilities for locking.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3515", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 147, "bbox": { "l": 85.0796388, "t": 299.98837149999986, "r": 513.5937813000007, "b": 258.5415764999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 179 ] } ], "orig": "In situations where the removal of covers and the like exposes live parts, such covers shall be identified in accordance with AS/NZS 3439.1 or AS/NZS 61439.1.", "text": "In situations where the removal of covers and the like exposes live parts, such covers shall be identified in accordance with AS/NZS 3439.1 or AS/NZS 61439.1." }, { "self_ref": "#/texts/3516", "parent": { "$ref": "#/groups/335" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 147, "bbox": { "l": 85.0796388, "t": 251.98829079999973, "r": 481.10526890000057, "b": 238.5616947999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "Exception: This requirement does not apply to domestic switchboards.", "text": "Exception: This requirement does not apply to domestic switchboards." }, { "self_ref": "#/texts/3517", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 147, "bbox": { "l": 66.6, "t": 233.29230000000007, "r": 199.87703459999986, "b": 217.69061999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "2.10.3.2 Suitability *", "text": "2.10.3.2 Suitability *", "level": 1 }, { "self_ref": "#/texts/3518", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 147, "bbox": { "l": 85.0784357, "t": 211.96847330000003, "r": 513.6852169000006, "b": 170.52167830000008, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 180 ] } ], "orig": "Switchboards shall be suitable to withstand the mechanical, electrical and thermal stresses that are likely to occur in service, and the environment in which it is to be installed.", "text": "Switchboards shall be suitable to withstand the mechanical, electrical and thermal stresses that are likely to occur in service, and the environment in which it is to be installed." }, { "self_ref": "#/texts/3519", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 147, "bbox": { "l": 85.0772326, "t": 163.96839260000002, "r": 513.6443115000003, "b": 122.52159760000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "Switchboards complying with the relevant requirements of the AS/NZS 3439 or AS/NZS 61439 series are considered to meet the requirements of this Clause (2.10.3).", "text": "Switchboards complying with the relevant requirements of the AS/NZS 3439 or AS/NZS 61439 series are considered to meet the requirements of this Clause (2.10.3)." }, { "self_ref": "#/texts/3520", "parent": { "$ref": "#/pictures/60" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 147, "bbox": { "l": 518.46, "t": 535.5203, "r": 538.416, "b": 522.1283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/3521", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 147, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3522", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 148, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3523", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 148, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "144", "text": "144" }, { "self_ref": "#/texts/3524", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 148, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/3525", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 148, "bbox": { "l": 96.42, "t": 751.8572, "r": 145.63345799999996, "b": 739.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/3526", "parent": { "$ref": "#/groups/336" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 148, "bbox": { "l": 96.42, "t": 735.83738, "r": 513.3953819999991, "b": 684.583838, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 252 ] } ], "orig": "1 Appendix K provides guidance on the relevant design verification and validity tests applicable to switchboards complying with AS/NZS 61439 series. Appendix K is not a substitution for the requirements of AS/NZS 3439 or the AS/NZS 61439 series.", "text": "1 Appendix K provides guidance on the relevant design verification and validity tests applicable to switchboards complying with AS/NZS 61439 series. Appendix K is not a substitution for the requirements of AS/NZS 3439 or the AS/NZS 61439 series.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3527", "parent": { "$ref": "#/groups/336" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 148, "bbox": { "l": 96.42, "t": 680.878088, "r": 509.35913400000044, "b": 668.624408, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "2 See also Clause 7.2 regarding segregation requirements for safety services.", "text": "2 See also Clause 7.2 regarding segregation requirements for safety services.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3528", "parent": { "$ref": "#/groups/336" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 148, "bbox": { "l": 96.42, "t": 664.8582680000001, "r": 513.331698, "b": 639.584504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "3 See also Clause 2.5.5 regarding requirements for protection against the effects of arcing fault currents.", "text": "3 See also Clause 2.5.5 regarding requirements for protection against the effects of arcing fault currents.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3529", "parent": { "$ref": "#/groups/336" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 148, "bbox": { "l": 66.6, "t": 632.988355, "r": 398.17077350000045, "b": 616.69052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "2.10.3.3 Minimum clearances and creepage distances *", "text": "2.10.3.3 Minimum clearances and creepage distances *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3530", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 148, "bbox": { "l": 85.07963879999997, "t": 612.9483183, "r": 513.6719828, "b": 543.5414793000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 346 ] } ], "orig": "All bare conductors and bare live parts of a switchboard shall be rigidly fixed so that a minimum clearance or creepage distance in air, in accordance with the AS/NZS 3439 or AS/NZS 61439 series, is maintained between such conductors or parts of opposite polarity or phase and between such conductors or parts and earth.", "text": "All bare conductors and bare live parts of a switchboard shall be rigidly fixed so that a minimum clearance or creepage distance in air, in accordance with the AS/NZS 3439 or AS/NZS 61439 series, is maintained between such conductors or parts of opposite polarity or phase and between such conductors or parts and earth." }, { "self_ref": "#/texts/3531", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 148, "bbox": { "l": 85.07963879999997, "t": 536.9881936000002, "r": 475.8224568000008, "b": 523.5615976000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "Smaller values of clearances and creepage distances may be used-", "text": "Smaller values of clearances and creepage distances may be used-" }, { "self_ref": "#/texts/3532", "parent": { "$ref": "#/groups/337" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 148, "bbox": { "l": 85.07963879999997, "t": 516.9481569000002, "r": 513.6419053000004, "b": 489.54153890000015, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "(a) for individual items of manufactured electrical equipment complying with the relevant standard; or", "text": "(a) for individual items of manufactured electrical equipment complying with the relevant standard; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3533", "parent": { "$ref": "#/groups/337" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 148, "bbox": { "l": 85.07963880000001, "t": 482.98825320000014, "r": 513.6322805000005, "b": 455.5214802000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "(b) between a neutral bar and earth, provided that the neutral bar is insulated from earth.", "text": "(b) between a neutral bar and earth, provided that the neutral bar is insulated from earth.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3534", "parent": { "$ref": "#/groups/337" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 148, "bbox": { "l": 85.08, "t": 448.96835500000003, "r": 442.15009400000054, "b": 435.541759, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "2.10.3.4 Orientation and location of fuses and circuit-breakers", "text": "2.10.3.4 Orientation and location of fuses and circuit-breakers", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3535", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 148, "bbox": { "l": 66.6, "t": 428.988355, "r": 322.50684770000015, "b": 413.23052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "2.10.3.4.1 Orientation of circuit-breakers *", "text": "2.10.3.4.1 Orientation of circuit-breakers *", "level": 1 }, { "self_ref": "#/texts/3536", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 148, "bbox": { "l": 85.07987510000001, "t": 408.9483183, "r": 513.6192826999994, "b": 367.5616782999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 215 ] } ], "orig": "Where two or more circuit-breakers are mounted in the same row, the operating mechanism of each shall cause the circuit to open when the operating means are orientated in one general direction.", "text": "Where two or more circuit-breakers are mounted in the same row, the operating mechanism of each shall cause the circuit to open when the operating means are orientated in one general direction." }, { "self_ref": "#/texts/3537", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 148, "bbox": { "l": 85.07987510000001, "t": 360.94823759999997, "r": 513.6722191000002, "b": 319.5615975999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "Other arrangements are permitted where the open circuit condition of each device is obvious or where each device is clearly marked to indicate the off position.", "text": "Other arrangements are permitted where the open circuit condition of each device is obvious or where each device is clearly marked to indicate the off position." }, { "self_ref": "#/texts/3538", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 148, "bbox": { "l": 66.6, "t": 312.94845499999997, "r": 366.59925960000004, "b": 297.1906200000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "2.10.3.4.2 Location of fuses and circuit-breakers *", "text": "2.10.3.4.2 Location of fuses and circuit-breakers *", "level": 1 }, { "self_ref": "#/texts/3539", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 148, "bbox": { "l": 85.07987509999998, "t": 292.9685733, "r": 453.1538829000005, "b": 279.5419773, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "Fuses and circuit-breakers shall be located in the following ways:", "text": "Fuses and circuit-breakers shall be located in the following ways:" }, { "self_ref": "#/texts/3540", "parent": { "$ref": "#/groups/338" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 148, "bbox": { "l": 85.07987509999998, "t": 272.98869160000004, "r": 513.6890625000005, "b": 231.54189659999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 162 ] } ], "orig": "(a) Grouping Fuses and circuit-breakers shall be grouped in such a manner as to indicate their relationship to each other, e.g. equipment-sump pump motor.", "text": "(a) Grouping Fuses and circuit-breakers shall be grouped in such a manner as to indicate their relationship to each other, e.g. equipment-sump pump motor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3541", "parent": { "$ref": "#/groups/338" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 148, "bbox": { "l": 85.07987509999994, "t": 224.98861090000003, "r": 513.6337199000008, "b": 183.54181589999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 179 ] } ], "orig": "(b) On the back of switchboards or behind switchboard escutcheons Fuses or circuit-breakers shall not be fixed on the back of, or behind, a switchboard panel, frame or escutcheon.", "text": "(b) On the back of switchboards or behind switchboard escutcheons Fuses or circuit-breakers shall not be fixed on the back of, or behind, a switchboard panel, frame or escutcheon.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3542", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 148, "bbox": { "l": 85.07987509999995, "t": 176.9885302, "r": 153.78891609999997, "b": 163.5619342, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:" }, { "self_ref": "#/texts/3543", "parent": { "$ref": "#/groups/339" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 148, "bbox": { "l": 85.07987509999995, "t": 156.94849350000004, "r": 513.6252981999994, "b": 129.54187550000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "1 Fuses used for the following purposes may be fixed on the back of or behind, a switchboard panel, frame or escutcheon:", "text": "1 Fuses used for the following purposes may be fixed on the back of or behind, a switchboard panel, frame or escutcheon:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3544", "parent": { "$ref": "#/groups/339" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 148, "bbox": { "l": 113.399646, "t": 124.19168979999995, "r": 351.0022712000005, "b": 109.46574580000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": " Used solely as a fault-current limiter.", "text": " Used solely as a fault-current limiter.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3545", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 148, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3546", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 149, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3547", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 149, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "145", "text": "145" }, { "self_ref": "#/texts/3548", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 149, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3549", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 149, "bbox": { "l": 42.54, "t": 721.8652999999999, "r": 56.62050000000001, "b": 711.8213, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/3550", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 149, "bbox": { "l": 45.36, "t": 347.2254, "r": 59.4405, "b": 337.1814, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/3551", "parent": { "$ref": "#/groups/340" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 149, "bbox": { "l": 113.4, "t": 753.1714549999999, "r": 513.6172305000005, "b": 724.561737, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": " Used to protect instruments or control equipment on the switchboard.", "text": " Used to protect instruments or control equipment on the switchboard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3552", "parent": { "$ref": "#/groups/340" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 149, "bbox": { "l": 85.08143220000005, "t": 717.9482963, "r": 513.6497142000004, "b": 676.5616563000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "2 Circuit-breakers and combination fuse switch (CFS) devices may be fixed on the back of, or behind, a switchboard panel frame or escutcheon-", "text": "2 Circuit-breakers and combination fuse switch (CFS) devices may be fixed on the back of, or behind, a switchboard panel frame or escutcheon-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3553", "parent": { "$ref": "#/groups/340" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 149, "bbox": { "l": 113.40120309999996, "t": 671.1513156000001, "r": 513.6196367000003, "b": 642.5415976000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": " provided that they may be operated from the front of the switchboard panel frame or escutcheon; or", "text": " provided that they may be operated from the front of the switchboard panel frame or escutcheon; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3554", "parent": { "$ref": "#/groups/340" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 149, "bbox": { "l": 113.40240620000002, "t": 637.1914119000002, "r": 373.9938662000001, "b": 622.4654679000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": " if used solely as a fault-current limiter; or", "text": " if used solely as a fault-current limiter; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3555", "parent": { "$ref": "#/groups/340" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 149, "bbox": { "l": 113.4024062, "t": 617.1513752000002, "r": 513.6497142000005, "b": 588.5416572000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 80 ] } ], "orig": " if used to protect instruments or control equipment on the switchboard.", "text": " if used to protect instruments or control equipment on the switchboard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3556", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 149, "bbox": { "l": 85.08, "t": 581.988355, "r": 228.13183809999995, "b": 568.5617589999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "2.10.3.5 Screw-in fuses", "text": "2.10.3.5 Screw-in fuses", "level": 1 }, { "self_ref": "#/texts/3557", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 149, "bbox": { "l": 85.0784357, "t": 561.9483183, "r": 513.6563425000002, "b": 534.5417003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "Fuses using screw-in carriers shall be connected so that the centre contact is on the supply side of the fuse base.", "text": "Fuses using screw-in carriers shall be connected so that the centre contact is on the supply side of the fuse base." }, { "self_ref": "#/texts/3558", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 149, "bbox": { "l": 85.0784357, "t": 527.9884146, "r": 380.2505990000003, "b": 514.5618186, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "These fuses include IEC 60269-3 System A Type D.", "text": "These fuses include IEC 60269-3 System A Type D." }, { "self_ref": "#/texts/3559", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 149, "bbox": { "l": 85.08, "t": 507.9203, "r": 162.37920000000003, "b": 494.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "2.10.4 Bars", "text": "2.10.4 Bars", "level": 1 }, { "self_ref": "#/texts/3560", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 149, "bbox": { "l": 66.6, "t": 488.8322, "r": 189.92017899999988, "b": 473.23052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "2.10.4.1 General *", "text": "2.10.4.1 General *", "level": 1 }, { "self_ref": "#/texts/3561", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 149, "bbox": { "l": 85.07963880000001, "t": 467.9884733, "r": 513.6262650000003, "b": 440.52170029999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "Bars shall be provided with facilities for securely terminating conductors in accordance with Clause 3.7.", "text": "Bars shall be provided with facilities for securely terminating conductors in accordance with Clause 3.7." }, { "self_ref": "#/texts/3562", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 149, "bbox": { "l": 96.42, "t": 436.8572, "r": 513.3602460000002, "b": 411.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "NOTE: Bars that comply with the relevant requirements of AS/NZS 5112 are deemed to comply with this Clause (2.10.4).", "text": "NOTE: Bars that comply with the relevant requirements of AS/NZS 5112 are deemed to comply with this Clause (2.10.4)." }, { "self_ref": "#/texts/3563", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 149, "bbox": { "l": 85.08, "t": 404.988355, "r": 266.8945170000001, "b": 391.561759, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "2.10.4.2 Tunnel-type terminals", "text": "2.10.4.2 Tunnel-type terminals", "level": 1 }, { "self_ref": "#/texts/3564", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 149, "bbox": { "l": 85.07963880000001, "t": 384.9483183, "r": 513.6250619000006, "b": 357.54170029999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "All screws that are in direct contact with conductors in tunnel-type terminals shall be of the type designed not to cut the conductor.", "text": "All screws that are in direct contact with conductors in tunnel-type terminals shall be of the type designed not to cut the conductor." }, { "self_ref": "#/texts/3565", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 149, "bbox": { "l": 85.07963880000003, "t": 350.98841459999994, "r": 513.6431084000005, "b": 323.52164159999984, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "Where tunnel-type terminals having clamping screws that are in direct contact with the conductors are provided for connection of-", "text": "Where tunnel-type terminals having clamping screws that are in direct contact with the conductors are provided for connection of-" }, { "self_ref": "#/texts/3566", "parent": { "$ref": "#/groups/341" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 149, "bbox": { "l": 85.07963880000003, "t": 316.9683558999999, "r": 339.2730130000002, "b": 303.5417598999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "(a) the main incoming neutral conductor; or", "text": "(a) the main incoming neutral conductor; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3567", "parent": { "$ref": "#/groups/341" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 149, "bbox": { "l": 85.07963880000003, "t": 296.9884741999999, "r": 292.1933038000001, "b": 283.5618781999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "(b) the main earthing conductor; or", "text": "(b) the main earthing conductor; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3568", "parent": { "$ref": "#/groups/341" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 149, "bbox": { "l": 85.07963880000003, "t": 276.94843749999984, "r": 513.6286712000006, "b": 249.54181949999986, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "(c) the connection between the main earthing terminal/connection or bar and the neutral bar (MEN connection); or", "text": "(c) the connection between the main earthing terminal/connection or bar and the neutral bar (MEN connection); or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3569", "parent": { "$ref": "#/groups/341" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 149, "bbox": { "l": 85.0796388000001, "t": 242.9885337999999, "r": 513.6539363000004, "b": 201.54173879999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 179 ] } ], "orig": "(d) a neutral conductor used as a combined protective earthing and neutral (PEN) conductor for protective earthing of any portion of an electrical installation,", "text": "(d) a neutral conductor used as a combined protective earthing and neutral (PEN) conductor for protective earthing of any portion of an electrical installation,", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3570", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 149, "bbox": { "l": 85.0796388000001, "t": 194.9884530999999, "r": 307.54726600000004, "b": 181.56185709999988, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "the terminal shall be of a type having-", "text": "the terminal shall be of a type having-" }, { "self_ref": "#/texts/3571", "parent": { "$ref": "#/groups/342" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 149, "bbox": { "l": 85.0796388000001, "t": 174.94841639999981, "r": 197.71867320000018, "b": 161.5218203999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "(i) two screws; or", "text": "(i) two screws; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3572", "parent": { "$ref": "#/groups/342" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 149, "bbox": { "l": 85.0796388000001, "t": 154.96853469999985, "r": 513.6431084000002, "b": 127.56191669999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "(ii) one screw with an outside diameter not less than 80% of the tunnel diameter.", "text": "(ii) one screw with an outside diameter not less than 80% of the tunnel diameter.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3573", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 149, "bbox": { "l": 113.46, "t": 123.83719999999994, "r": 513.3724619999992, "b": 85.60374200000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 163 ] } ], "orig": "NOTE: This requirement does not apply to connections arranged so that the conductor is clamped by suitable ferrules or plates in direct contact with the conductor.", "text": "NOTE: This requirement does not apply to connections arranged so that the conductor is clamped by suitable ferrules or plates in direct contact with the conductor." }, { "self_ref": "#/texts/3574", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 149, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3575", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 150, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3576", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 150, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "146", "text": "146" }, { "self_ref": "#/texts/3577", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 150, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/3578", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 150, "bbox": { "l": 85.08, "t": 751.968355, "r": 513.6579068000005, "b": 724.561737, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "Tunnel-type terminals that comply with AS/NZS 5112 are deemed to comply with the above requirements.", "text": "Tunnel-type terminals that comply with AS/NZS 5112 are deemed to comply with the above requirements." }, { "self_ref": "#/texts/3579", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 150, "bbox": { "l": 62.58, "t": 717.948355, "r": 207.82711940000016, "b": 701.11052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "2.10.4.3 Neutral bar *", "text": "2.10.4.3 Neutral bar *", "level": 1 }, { "self_ref": "#/texts/3580", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 150, "bbox": { "l": 85.07963880000001, "t": 697.9684733, "r": 513.6527332000006, "b": 670.5618553, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "Every switchboard, to which a neutral conductor is connected, shall be provided with a neutral bar that is-", "text": "Every switchboard, to which a neutral conductor is connected, shall be provided with a neutral bar that is-" }, { "self_ref": "#/texts/3581", "parent": { "$ref": "#/groups/343" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 150, "bbox": { "l": 45.36, "t": 663.9484146000001, "r": 513.2352119999995, "b": 621.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "(a) of adequate current-carrying capacity; and NOTE: The current-carrying capacity of the incoming neutral conductor may be used as a guide. A1", "text": "(a) of adequate current-carrying capacity; and NOTE: The current-carrying capacity of the incoming neutral conductor may be used as a guide. A1", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3582", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 150, "bbox": { "l": 45.36, "t": 588.7253, "r": 59.4405, "b": 578.6813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/3583", "parent": { "$ref": "#/groups/344" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 150, "bbox": { "l": 85.08, "t": 614.988355, "r": 513.6687347000005, "b": 573.54156, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 175 ] } ], "orig": "(b) located in an accessible position to allow all conductors to be safely connected without moving other cables or isolating the supply to the switchboard; and", "text": "(b) located in an accessible position to allow all conductors to be safely connected without moving other cables or isolating the supply to the switchboard; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3584", "parent": { "$ref": "#/groups/344" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 150, "bbox": { "l": 85.08000000000008, "t": 566.9882743000001, "r": 513.6278293000001, "b": 539.5215013000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "(c) designed such that the incoming neutral conductor cannot be inadvertently disconnected from the bar; and", "text": "(c) designed such that the incoming neutral conductor cannot be inadvertently disconnected from the bar; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3585", "parent": { "$ref": "#/groups/344" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 150, "bbox": { "l": 85.0800000000001, "t": 532.9682156000001, "r": 334.24922860000027, "b": 519.5416196000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "(d) provided with a separate terminal for-", "text": "(d) provided with a separate terminal for-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3586", "parent": { "$ref": "#/groups/344" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 150, "bbox": { "l": 113.39977090000009, "t": 512.9883339, "r": 513.621813800001, "b": 485.52156090000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "(i) the incoming neutral conductor terminating at the switchboard; and", "text": "(i) the incoming neutral conductor terminating at the switchboard; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3587", "parent": { "$ref": "#/groups/344" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 150, "bbox": { "l": 113.39977090000006, "t": 478.96827520000005, "r": 513.6555006000007, "b": 451.5616572, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "(ii) the neutral conductor(s) associated with each outgoing circuit originating at the switchboard.", "text": "(ii) the neutral conductor(s) associated with each outgoing circuit originating at the switchboard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3588", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 150, "bbox": { "l": 85.08000000000007, "t": 444.94821650000006, "r": 513.6579068000005, "b": 417.5415985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "Where tunnel-type terminals are provided, the provisions of Clause 2.10.4.2 shall apply.", "text": "Where tunnel-type terminals are provided, the provisions of Clause 2.10.4.2 shall apply." }, { "self_ref": "#/texts/3589", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 150, "bbox": { "l": 85.08000000000007, "t": 410.9883128, "r": 513.6855781000004, "b": 355.56149579999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 281 ] } ], "orig": "A neutral conductor or busbar connection may be used between the neutral bar and a number of multi-pole devices mounted on the switchboard. Where such an arrangement is used, the connection device shall comply with Clause 2.10.4.1 and, where appropriate, Clause 2.10.4.2.", "text": "A neutral conductor or busbar connection may be used between the neutral bar and a number of multi-pole devices mounted on the switchboard. Where such an arrangement is used, the connection device shall comply with Clause 2.10.4.1 and, where appropriate, Clause 2.10.4.2." }, { "self_ref": "#/texts/3590", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 150, "bbox": { "l": 85.08000000000006, "t": 348.9480550999999, "r": 513.6915936000001, "b": 293.5212380999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 253 ] } ], "orig": "Where a cable is used as the neutral conductor, and is looped between devices on the line side, the connection to each device shall be such that continuity remains when the device is removed. Twisting of conductors is not adequate.", "text": "Where a cable is used as the neutral conductor, and is looped between devices on the line side, the connection to each device shall be such that continuity remains when the device is removed. Twisting of conductors is not adequate." }, { "self_ref": "#/texts/3591", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 150, "bbox": { "l": 85.0800000000001, "t": 286.96795239999983, "r": 513.6723440000005, "b": 245.52115739999977, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 195 ] } ], "orig": "Exception: Where the connection is made at a terminal of switchgear in accordance with the manufacturer's specifications, the provisions of Clauses 2.10.4.1 and 2.10.4.2 need not apply.", "text": "Exception: Where the connection is made at a terminal of switchgear in accordance with the manufacturer's specifications, the provisions of Clauses 2.10.4.1 and 2.10.4.2 need not apply." }, { "self_ref": "#/texts/3592", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 150, "bbox": { "l": 85.08, "t": 238.94029999999998, "r": 281.7708000000001, "b": 225.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "2.10.5 Equipment identification", "text": "2.10.5 Equipment identification", "level": 1 }, { "self_ref": "#/texts/3593", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 150, "bbox": { "l": 85.08, "t": 218.98835499999996, "r": 189.92017899999988, "b": 205.56175899999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "2.10.5.1 General", "text": "2.10.5.1 General", "level": 1 }, { "self_ref": "#/texts/3594", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 150, "bbox": { "l": 85.07999999999998, "t": 198.9203, "r": 513.6492000000006, "b": 157.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 175 ] } ], "orig": "All equipment installed on a switchboard shall be legibly and indelibly identified in the English language in accordance with the requirements of Clauses 2.10.5.2 to 2.10.5.6.", "text": "All equipment installed on a switchboard shall be legibly and indelibly identified in the English language in accordance with the requirements of Clauses 2.10.5.2 to 2.10.5.6." }, { "self_ref": "#/texts/3595", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 150, "bbox": { "l": 96.42, "t": 153.83719999999994, "r": 513.3514619999996, "b": 128.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "NOTE: See Clauses 2.3.3 and 2.3.4 for the marking requirements for main switches and additional isolating switches.", "text": "NOTE: See Clauses 2.3.3 and 2.3.4 for the marking requirements for main switches and additional isolating switches." }, { "self_ref": "#/texts/3596", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 150, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3597", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 151, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3598", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 151, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3599", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 151, "bbox": { "l": 42.54, "t": 445.4453, "r": 56.62050000000001, "b": 435.4013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/3600", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 151, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "147", "text": "147", "level": 1 }, { "self_ref": "#/texts/3601", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 151, "bbox": { "l": 85.08, "t": 751.968355, "r": 345.4737904000004, "b": 738.541759, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "2.10.5.2 Relationship of electrical equipment", "text": "2.10.5.2 Relationship of electrical equipment", "level": 1 }, { "self_ref": "#/texts/3602", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 151, "bbox": { "l": 85.07963879999997, "t": 731.9884733, "r": 513.6142340000006, "b": 690.5416783000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 215 ] } ], "orig": "The relationship of switches, circuit-breakers, fuses, RCDs and similar electrical equipment to the various sections of the electrical installation shall be marked on or adjacent to the switchboard.", "text": "The relationship of switches, circuit-breakers, fuses, RCDs and similar electrical equipment to the various sections of the electrical installation shall be marked on or adjacent to the switchboard." }, { "self_ref": "#/texts/3603", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 151, "bbox": { "l": 85.07963879999997, "t": 683.9883926000001, "r": 513.6262650000007, "b": 656.5216196000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "The means of identification shall enable persons to readily identify equipment supplied and the corresponding circuit protective device.", "text": "The means of identification shall enable persons to readily identify equipment supplied and the corresponding circuit protective device." }, { "self_ref": "#/texts/3604", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 151, "bbox": { "l": 85.08, "t": 649.968355, "r": 170.9930097999999, "b": 636.541759, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "2.10.5.3 Bars", "text": "2.10.5.3 Bars", "level": 1 }, { "self_ref": "#/texts/3605", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 151, "bbox": { "l": 85.07963880000001, "t": 629.9884733, "r": 509.74145510000096, "b": 616.5618773, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "Bars shall be identified to indicate whether they are active, neutral or earth.", "text": "Bars shall be identified to indicate whether they are active, neutral or earth." }, { "self_ref": "#/texts/3606", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 151, "bbox": { "l": 85.07963879999997, "t": 609.9484366, "r": 513.6370929000002, "b": 568.5617966000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 189 ] } ], "orig": "Exception: Bars need not be identified at switchboards where the colour of the basic insulation of the conductors connected is visible and clearly indicates the nature of the bar.", "text": "Exception: Bars need not be identified at switchboards where the colour of the basic insulation of the conductors connected is visible and clearly indicates the nature of the bar." }, { "self_ref": "#/texts/3607", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 151, "bbox": { "l": 66.6, "t": 561.948355, "r": 348.22648320000025, "b": 545.59052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "2.10.5.4 Terminals of switchboard equipment *", "text": "2.10.5.4 Terminals of switchboard equipment *", "level": 1 }, { "self_ref": "#/texts/3608", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 151, "bbox": { "l": 85.07963880000001, "t": 541.9684733, "r": 513.6419053000004, "b": 500.5216783, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 223 ] } ], "orig": "Terminals of bars, circuit-breakers, fuses and other electrical equipment mounted on a switchboard shall be marked or arranged to identify the corresponding active and neutral connection for each circuit.", "text": "Terminals of bars, circuit-breakers, fuses and other electrical equipment mounted on a switchboard shall be marked or arranged to identify the corresponding active and neutral connection for each circuit." }, { "self_ref": "#/texts/3609", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 151, "bbox": { "l": 85.07963880000005, "t": 493.9683926, "r": 513.6382960000001, "b": 452.52159759999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 152 ] } ], "orig": "The terminals for the connection of the MEN connection and for the main neutral conductor shall be legibly and indelibly marked at the main neutral bar.", "text": "The terminals for the connection of the MEN connection and for the main neutral conductor shall be legibly and indelibly marked at the main neutral bar." }, { "self_ref": "#/texts/3610", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 151, "bbox": { "l": 85.07963880000005, "t": 445.96831189999995, "r": 402.09167640000067, "b": 432.54171589999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "Exception: This marking need not apply to the following:", "text": "Exception: This marking need not apply to the following:" }, { "self_ref": "#/texts/3611", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 151, "bbox": { "l": 85.07963880000005, "t": 425.9884301999999, "r": 513.6647642000004, "b": 384.54163519999986, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "Where the MEN connection is made at a terminal at one extremity of the bar and the main neutral conductor is connected to the next adjacent terminal.", "text": "Where the MEN connection is made at a terminal at one extremity of the bar and the main neutral conductor is connected to the next adjacent terminal." }, { "self_ref": "#/texts/3612", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 151, "bbox": { "l": 85.08084190000002, "t": 377.98834949999986, "r": 513.6840138000008, "b": 336.5415544999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 215 ] } ], "orig": "Where the MEN connection is made at another location, such as a substation, in accordance with Clause 5.3.5.1, the location of the connection shall be legibly and indelibly marked at the main switchboard.", "text": "Where the MEN connection is made at another location, such as a substation, in accordance with Clause 5.3.5.1, the location of the connection shall be legibly and indelibly marked at the main switchboard." }, { "self_ref": "#/texts/3613", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 151, "bbox": { "l": 85.0808419, "t": 329.9882687999998, "r": 450.8605380000006, "b": 316.56167279999977, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "Compliance with AS/NZS 5112 satisfies the above requirements.", "text": "Compliance with AS/NZS 5112 satisfies the above requirements." }, { "self_ref": "#/texts/3614", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 151, "bbox": { "l": 85.08, "t": 309.94845499999997, "r": 238.1211773999998, "b": 296.52185899999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "2.10.5.5 Common neutral", "text": "2.10.5.5 Common neutral", "level": 1 }, { "self_ref": "#/texts/3615", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 151, "bbox": { "l": 85.0796388, "t": 289.9685733, "r": 513.7718401000002, "b": 248.52177829999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Where a common neutral is used for two or more different circuits it shall be legibly and permanently marked to identify the associated active conductors.", "text": "Where a common neutral is used for two or more different circuits it shall be legibly and permanently marked to identify the associated active conductors." }, { "self_ref": "#/texts/3616", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 151, "bbox": { "l": 96.42, "t": 244.85720000000003, "r": 513.3185220000001, "b": 219.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "NOTE: The requirements of Clause 2.2.1.2 also apply to the use of a common neutral conductor.", "text": "NOTE: The requirements of Clause 2.2.1.2 also apply to the use of a common neutral conductor." }, { "self_ref": "#/texts/3617", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 151, "bbox": { "l": 85.08, "t": 212.98835499999996, "r": 173.02985809999996, "b": 199.56175899999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "2.10.5.6 Fuse", "text": "2.10.5.6 Fuse", "level": 1 }, { "self_ref": "#/texts/3618", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 151, "bbox": { "l": 85.07963880000001, "t": 192.94831829999998, "r": 513.6106247000009, "b": 137.52150129999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 278 ] } ], "orig": "Where the marking of the fuse base does not correctly indicate the rating of the associated fuse-element, the rating of the fuse-element shall be marked either on an exposed non-detachable portion of the fuse or on its enclosing case, or on the switchboard adjacent to the fuse.", "text": "Where the marking of the fuse base does not correctly indicate the rating of the associated fuse-element, the rating of the fuse-element shall be marked either on an exposed non-detachable portion of the fuse or on its enclosing case, or on the switchboard adjacent to the fuse." }, { "self_ref": "#/texts/3619", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 151, "bbox": { "l": 85.07843570000006, "t": 130.9682156, "r": 513.6154371000003, "b": 103.56159760000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "A number of fuses may be marked as a group, instead of independent marking adjacent to each fuse, where-", "text": "A number of fuses may be marked as a group, instead of independent marking adjacent to each fuse, where-" }, { "self_ref": "#/texts/3620", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 151, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3621", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 152, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3622", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 152, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "148", "text": "148" }, { "self_ref": "#/texts/3623", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 152, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/3624", "parent": { "$ref": "#/groups/345" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 152, "bbox": { "l": 85.08, "t": 751.968355, "r": 361.84112400000015, "b": 738.541759, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "(a) each fuse-element is of identical rating; and", "text": "(a) each fuse-element is of identical rating; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3625", "parent": { "$ref": "#/groups/345" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 152, "bbox": { "l": 85.08, "t": 731.9884733, "r": 375.0668023000004, "b": 718.5618773, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "(b) the fuses are mounted adjacent to each other.", "text": "(b) the fuses are mounted adjacent to each other.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3626", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 152, "bbox": { "l": 85.08, "t": 711.9203, "r": 173.60519999999997, "b": 698.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "2.10.6 Wiring", "text": "2.10.6 Wiring", "level": 1 }, { "self_ref": "#/texts/3627", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 152, "bbox": { "l": 85.07999999999998, "t": 691.968355, "r": 513.6615161000004, "b": 664.561737, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "Switchboard wiring shall be designed and installed to withstand any thermal and magnetic effects on the conductors.", "text": "Switchboard wiring shall be designed and installed to withstand any thermal and magnetic effects on the conductors." }, { "self_ref": "#/texts/3628", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 152, "bbox": { "l": 85.07879689999999, "t": 657.9482963, "r": 513.6603130000001, "b": 616.5616563000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 164 ] } ], "orig": "Where provision is made to hinge or remove switchboard panels, all conductors connected to electrical equipment on the switchboard panel shall be-", "text": "Where provision is made to hinge or remove switchboard panels, all conductors connected to electrical equipment on the switchboard panel shall be-" }, { "self_ref": "#/texts/3629", "parent": { "$ref": "#/groups/346" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 152, "bbox": { "l": 85.07879689999999, "t": 609.9482156000001, "r": 513.5616587999995, "b": 582.5415976000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "(a) provided with sufficient free length to allow the panel to be moved into a position to enable work to be carried out; and", "text": "(a) provided with sufficient free length to allow the panel to be moved into a position to enable work to be carried out; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3630", "parent": { "$ref": "#/groups/346" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 152, "bbox": { "l": 85.07879689999994, "t": 575.9883119000002, "r": 513.7048277000001, "b": 534.5415169000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 186 ] } ], "orig": "(b) suitably fixed or otherwise retained in position to avoid undue movement or stress at terminals of electrical equipment when the panel is moved or is fixed in position; and", "text": "(b) suitably fixed or otherwise retained in position to avoid undue movement or stress at terminals of electrical equipment when the panel is moved or is fixed in position; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3631", "parent": { "$ref": "#/groups/346" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 152, "bbox": { "l": 85.07999999999986, "t": 527.9882312000003, "r": 513.6157983000004, "b": 500.52145820000027, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "(c) arranged to prevent undue pressure on electrical equipment mounted behind the panel.", "text": "(c) arranged to prevent undue pressure on electrical equipment mounted behind the panel.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3632", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 152, "bbox": { "l": 85.08, "t": 493.94030000000004, "r": 284.43599999999986, "b": 480.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "2.10.7 Fire-protective measures", "text": "2.10.7 Fire-protective measures", "level": 1 }, { "self_ref": "#/texts/3633", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 152, "bbox": { "l": 85.08, "t": 473.988355, "r": 513.6278293000001, "b": 432.54155999999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 186 ] } ], "orig": "Wiring associated with switchboards shall be installed in such a manner that, in the event of fire originating at the switchboard, the spread of fire will be kept to a minimum.", "text": "Wiring associated with switchboards shall be installed in such a manner that, in the event of fire originating at the switchboard, the spread of fire will be kept to a minimum." }, { "self_ref": "#/texts/3634", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 152, "bbox": { "l": 85.08000000000004, "t": 425.98827429999994, "r": 513.6422665000008, "b": 384.5414792999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "Where a switchboard is enclosed in a case or surround, any wiring systems entering the switchboard enclosure shall pass through openings that provide a close fit.", "text": "Where a switchboard is enclosed in a case or surround, any wiring systems entering the switchboard enclosure shall pass through openings that provide a close fit." }, { "self_ref": "#/texts/3635", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 152, "bbox": { "l": 96.42, "t": 380.87719999999996, "r": 145.63345799999996, "b": 368.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/3636", "parent": { "$ref": "#/groups/347" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 152, "bbox": { "l": 96.42, "t": 364.85738, "r": 513.3481679999992, "b": 326.623922, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 184 ] } ], "orig": "1 See also Clause 2.10.2.5(h) regarding restricted location of switchboards in or near egress paths or fire exits and Clause 3.9.9 regarding requirements to prevent the spread of fire.", "text": "1 See also Clause 2.10.2.5(h) regarding restricted location of switchboards in or near egress paths or fire exits and Clause 3.9.9 regarding requirements to prevent the spread of fire.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3637", "parent": { "$ref": "#/groups/347" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 152, "bbox": { "l": 96.42, "t": 322.85778200000004, "r": 513.3800099999992, "b": 258.584156, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 326 ] } ], "orig": "2 There is a very high risk that wiring enclosures, especially those that enter at the top or sides of a switchboard, will contribute to the spread of fire and for this reason care needs to be taken to ensure that these wiring systems are provided with close-fitting entries. In some cases internal sealing should be provided.", "text": "2 There is a very high risk that wiring enclosures, especially those that enter at the top or sides of a switchboard, will contribute to the spread of fire and for this reason care needs to be taken to ensure that these wiring systems are provided with close-fitting entries. In some cases internal sealing should be provided.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3638", "parent": { "$ref": "#/groups/347" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 152, "bbox": { "l": 96.42, "t": 254.87730799999997, "r": 513.2998560000008, "b": 216.58346000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 197 ] } ], "orig": "3 An opening with less than 5 mm diameter of free space is considered to be a close fit. Therefore, any opening of 5 mm diameter or greater requires sealing with a fire-retardant sealant.", "text": "3 An opening with less than 5 mm diameter of free space is considered to be a close fit. Therefore, any opening of 5 mm diameter or greater requires sealing with a fire-retardant sealant.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3639", "parent": { "$ref": "#/groups/347" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 152, "bbox": { "l": 96.42, "t": 212.87661200000002, "r": 513.3723239999991, "b": 174.582764, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 181 ] } ], "orig": "4 Wiring enclosures, such as conduits, having an internal free space of greater than 5 mm diameter also require sealing to stop any draft effect that could allow the spread of fire.", "text": "4 Wiring enclosures, such as conduits, having an internal free space of greater than 5 mm diameter also require sealing to stop any draft effect that could allow the spread of fire.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3640", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 152, "bbox": { "l": 45.36, "t": 600.7253, "r": 59.4405, "b": 590.6813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/3641", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 152, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3642", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 153, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/3643", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 153, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3644", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 153, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "149", "text": "149" }, { "self_ref": "#/texts/3645", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 153, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3646", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 153, "bbox": { "l": 109.679376, "t": 728.0834, "r": 489.261852, "b": 698.552738, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "S E C T I O N 3 S E L E C T I O N A N D I N S T A L L A T I O N O F W I R I N G S Y S T E M S", "text": "S E C T I O N 3 S E L E C T I O N A N D I N S T A L L A T I O N O F W I R I N G S Y S T E M S", "level": 1 }, { "self_ref": "#/texts/3647", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 153, "bbox": { "l": 85.08, "t": 683.9603, "r": 177.6971999999999, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "3.1 GENERAL", "text": "3.1 GENERAL", "level": 1 }, { "self_ref": "#/texts/3648", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 153, "bbox": { "l": 85.08, "t": 663.9203, "r": 196.23120000000014, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "3.1.1 Application", "text": "3.1.1 Application", "level": 1 }, { "self_ref": "#/texts/3649", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 153, "bbox": { "l": 85.07999999999998, "t": 643.9403, "r": 513.6864000000011, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 169 ] } ], "orig": "This Section specifies the minimum requirements for the selection and installation of wiring systems that shall be achieved to satisfy Part 1 of this Standard.", "text": "This Section specifies the minimum requirements for the selection and installation of wiring systems that shall be achieved to satisfy Part 1 of this Standard." }, { "self_ref": "#/texts/3650", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 153, "bbox": { "l": 85.07999999999998, "t": 595.9403, "r": 280.0476000000002, "b": 582.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "3.1.2 Selection and installation", "text": "3.1.2 Selection and installation", "level": 1 }, { "self_ref": "#/texts/3651", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 153, "bbox": { "l": 85.07999999999998, "t": 575.9603, "r": 513.6624, "b": 562.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "Wiring systems shall be selected and installed to perform the", "text": "Wiring systems shall be selected and installed to perform the" }, { "self_ref": "#/texts/3652", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 153, "bbox": { "l": 85.07999999999998, "t": 561.9203, "r": 391.11600000000044, "b": 548.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "following functions or have the following features:", "text": "following functions or have the following features:" }, { "self_ref": "#/texts/3653", "parent": { "$ref": "#/groups/348" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 153, "bbox": { "l": 85.07999999999998, "t": 541.9403, "r": 513.5855999999999, "b": 514.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "(a) Protect against physical contact with live parts by durable insulation materials or by placing live parts out of reach.", "text": "(a) Protect against physical contact with live parts by durable insulation materials or by placing live parts out of reach.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3654", "parent": { "$ref": "#/groups/348" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 153, "bbox": { "l": 85.08000000000001, "t": 507.92029999999994, "r": 513.6312000000007, "b": 480.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "(b) Satisfy current-carrying capacity, voltage drop and other minimum size requirements for conductors.", "text": "(b) Satisfy current-carrying capacity, voltage drop and other minimum size requirements for conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3655", "parent": { "$ref": "#/groups/348" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 153, "bbox": { "l": 85.07999999999998, "t": 473.9602999999999, "r": 513.7019999999995, "b": 446.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(c) Provide reliability and electrical continuity of connections, joints and terminations.", "text": "(c) Provide reliability and electrical continuity of connections, joints and terminations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3656", "parent": { "$ref": "#/groups/348" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 153, "bbox": { "l": 85.08000000000004, "t": 439.94029999999987, "r": 506.5368000000005, "b": 426.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "(d) Provide adequate strength of supports, suspensions and fixings.", "text": "(d) Provide adequate strength of supports, suspensions and fixings.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3657", "parent": { "$ref": "#/groups/348" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 153, "bbox": { "l": 85.08000000000004, "t": 419.96029999999985, "r": 513.6239999999996, "b": 378.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 166 ] } ], "orig": "(e) Suit intended use, including applications requiring a particular type of wiring system, e.g. fire-resistance, explosion protection, safety services.", "text": "(e) Suit intended use, including applications requiring a particular type of wiring system, e.g. fire-resistance, explosion protection, safety services.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3658", "parent": { "$ref": "#/groups/348" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 153, "bbox": { "l": 85.08000000000007, "t": 371.9602999999998, "r": 513.6671999999998, "b": 344.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "(f) Protect against mechanical damage, environmental and other external influences by enclosure or other means.", "text": "(f) Protect against mechanical damage, environmental and other external influences by enclosure or other means.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3659", "parent": { "$ref": "#/groups/348" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 153, "bbox": { "l": 85.08000000000007, "t": 337.94029999999975, "r": 513.6288000000004, "b": 296.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 153 ] } ], "orig": "(g) Installed in accordance with the requirements of this Section and the additional requirements as specified in the manufacturer's instructions.", "text": "(g) Installed in accordance with the requirements of this Section and the additional requirements as specified in the manufacturer's instructions.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3660", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 153, "bbox": { "l": 85.08000000000004, "t": 289.94029999999975, "r": 513.6912000000009, "b": 276.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "Characteristics of wiring systems that shall be considered include conductor", "text": "Characteristics of wiring systems that shall be considered include conductor" }, { "self_ref": "#/texts/3661", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 153, "bbox": { "l": 85.08000000000004, "t": 275.96029999999973, "r": 513.5903999999997, "b": 248.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "materials, core identification, insulation properties, temperature rise, bending and tension limitations.", "text": "materials, core identification, insulation properties, temperature rise, bending and tension limitations." }, { "self_ref": "#/texts/3662", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 153, "bbox": { "l": 85.08000000000004, "t": 233.96029999999973, "r": 291.92280000000017, "b": 220.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "3.2 TYPES OF WIRING SYSTEMS", "text": "3.2 TYPES OF WIRING SYSTEMS", "level": 1 }, { "self_ref": "#/texts/3663", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 153, "bbox": { "l": 85.08000000000004, "t": 213.92029999999966, "r": 488.5439999999999, "b": 200.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "The type of wiring system and method of installation used shall either-", "text": "The type of wiring system and method of installation used shall either-" }, { "self_ref": "#/texts/3664", "parent": { "$ref": "#/groups/349" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 153, "bbox": { "l": 85.08000000000004, "t": 193.94029999999975, "r": 257.63520000000005, "b": 180.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "(a) comply with Table 3.1; or", "text": "(a) comply with Table 3.1; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3665", "parent": { "$ref": "#/groups/349" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 153, "bbox": { "l": 85.08000000000004, "t": 173.96029999999973, "r": 456.8844000000003, "b": 160.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "(b) have a degree of safety equivalent to that given in Table 3.1.", "text": "(b) have a degree of safety equivalent to that given in Table 3.1.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3666", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 153, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3667", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 154, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3668", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 154, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3669", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 154, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "150", "text": "150" }, { "self_ref": "#/texts/3670", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 154, "bbox": { "l": 85.08, "t": 745.9403, "r": 267.3563999999999, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "3.3 EXTERNAL INFLUENCES", "text": "3.3 EXTERNAL INFLUENCES", "level": 1 }, { "self_ref": "#/texts/3671", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 154, "bbox": { "l": 85.08, "t": 725.9603, "r": 174.24600000000007, "b": 712.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "3.3.1 General", "text": "3.3.1 General", "level": 1 }, { "self_ref": "#/texts/3672", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 154, "bbox": { "l": 85.07999999999998, "t": 705.9203, "r": 513.6899999999999, "b": 664.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 171 ] } ], "orig": "Wiring systems shall be able to operate safely and shall function properly in the conditions to which they are likely to be exposed at the point of installation.", "text": "Wiring systems shall be able to operate safely and shall function properly in the conditions to which they are likely to be exposed at the point of installation." }, { "self_ref": "#/texts/3673", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 154, "bbox": { "l": 85.07999999999996, "t": 657.9203, "r": 513.6552000000005, "b": 616.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 150 ] } ], "orig": "To effectively protect against the presence and extent of relevant environmental and other influences, characteristics of wiring systems may comprise-", "text": "To effectively protect against the presence and extent of relevant environmental and other influences, characteristics of wiring systems may comprise-" }, { "self_ref": "#/texts/3674", "parent": { "$ref": "#/groups/350" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 154, "bbox": { "l": 85.07999999999996, "t": 609.9203, "r": 432.1223999999998, "b": 596.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "(a) suitable design and construction of the wiring system; or", "text": "(a) suitable design and construction of the wiring system; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3675", "parent": { "$ref": "#/groups/350" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 154, "bbox": { "l": 85.07999999999993, "t": 589.9403, "r": 513.5544000000004, "b": 562.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "(b) additional means, provided as part of the electrical installation, that do not adversely affect their operation.", "text": "(b) additional means, provided as part of the electrical installation, that do not adversely affect their operation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3676", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 154, "bbox": { "l": 96.41999999999999, "t": 558.8372, "r": 513.3492659999993, "b": 520.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 233 ] } ], "orig": "NOTE: AS 60529 provides an IP classification and marking system for electrical equipment and enclosures that provide different degrees of protection against the entry of water and solid objects (see Appendix G for illustrations).", "text": "NOTE: AS 60529 provides an IP classification and marking system for electrical equipment and enclosures that provide different degrees of protection against the entry of water and solid objects (see Appendix G for illustrations)." }, { "self_ref": "#/texts/3677", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 154, "bbox": { "l": 85.08, "t": 513.9203, "r": 251.93160000000006, "b": 500.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "3.3.2 Particular influences", "text": "3.3.2 Particular influences", "level": 1 }, { "self_ref": "#/texts/3678", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 154, "bbox": { "l": 85.08, "t": 493.9403, "r": 255.918, "b": 480.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "3.3.2.1 Ambient temperature", "text": "3.3.2.1 Ambient temperature", "level": 1 }, { "self_ref": "#/texts/3679", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 154, "bbox": { "l": 85.08000000000001, "t": 473.96029999999996, "r": 513.6156000000004, "b": 446.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "Wiring systems shall be selected and installed so as to be suitable for the highest and lowest local ambient temperatures.", "text": "Wiring systems shall be selected and installed so as to be suitable for the highest and lowest local ambient temperatures." }, { "self_ref": "#/texts/3680", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 154, "bbox": { "l": 85.07999999999998, "t": 439.9402999999999, "r": 513.6048000000008, "b": 412.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 132 ] } ], "orig": "Where materials subject to temperature limitations are used above 60°C, or below 0°C, manufacturer's instructions shall be followed.", "text": "Where materials subject to temperature limitations are used above 60°C, or below 0°C, manufacturer's instructions shall be followed." }, { "self_ref": "#/texts/3681", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 154, "bbox": { "l": 85.07999999999998, "t": 405.9202999999999, "r": 513.5820000000008, "b": 378.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 128 ] } ], "orig": "Allowance shall be made for expansion of materials because of temperature variations that may occur in normal conditions of use.", "text": "Allowance shall be made for expansion of materials because of temperature variations that may occur in normal conditions of use." }, { "self_ref": "#/texts/3682", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 154, "bbox": { "l": 85.07999999999998, "t": 371.96029999999985, "r": 513.6216000000001, "b": 330.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 152 ] } ], "orig": "Where current-carrying capacity is selected in accordance with the AS/NZS 3008.1 series, the reference ambient temperatures shall be as follows:", "text": "Where current-carrying capacity is selected in accordance with the AS/NZS 3008.1 series, the reference ambient temperatures shall be as follows:" }, { "self_ref": "#/texts/3683", "parent": { "$ref": "#/groups/351" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 154, "bbox": { "l": 85.07999999999998, "t": 323.96029999999973, "r": 450.94200000000046, "b": 310.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "(a) For cables in air, irrespective of the method of installation-", "text": "(a) For cables in air, irrespective of the method of installation-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3684", "parent": { "$ref": "#/groups/351" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 154, "bbox": { "l": 113.4, "t": 303.92029999999977, "r": 276.59040000000005, "b": 290.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "(i) for Australia, 40°C; and", "text": "(i) for Australia, 40°C; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3685", "parent": { "$ref": "#/groups/351" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 154, "bbox": { "l": 113.4, "t": 283.94029999999975, "r": 276.5903999999998, "b": 270.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "(ii) for New Zealand, 30°C.", "text": "(ii) for New Zealand, 30°C.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3686", "parent": { "$ref": "#/groups/351" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 154, "bbox": { "l": 85.08000000000001, "t": 263.96029999999973, "r": 513.5748000000001, "b": 236.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "(b) For cables buried direct in the ground or installed in underground enclosures-", "text": "(b) For cables buried direct in the ground or installed in underground enclosures-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3687", "parent": { "$ref": "#/groups/351" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 154, "bbox": { "l": 113.40000000000003, "t": 229.94029999999975, "r": 276.59040000000005, "b": 216.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "(i) for Australia, 25°C; and", "text": "(i) for Australia, 25°C; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3688", "parent": { "$ref": "#/groups/351" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 154, "bbox": { "l": 113.40000000000003, "t": 209.96029999999973, "r": 276.5903999999999, "b": 196.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "(ii) for New Zealand, 15°C.", "text": "(ii) for New Zealand, 15°C.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3689", "parent": { "$ref": "#/pictures/61" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 154, "bbox": { "l": 522.2999, "t": 305.84030000000007, "r": 534.5735, "b": 292.4483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/3690", "parent": { "$ref": "#/pictures/62" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 154, "bbox": { "l": 518.46, "t": 285.5603000000001, "r": 538.416, "b": 272.16830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/3691", "parent": { "$ref": "#/pictures/63" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 154, "bbox": { "l": 522.2999, "t": 231.02030000000002, "r": 534.5735, "b": 217.62829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/3692", "parent": { "$ref": "#/pictures/64" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 154, "bbox": { "l": 518.46, "t": 210.6803, "r": 538.416, "b": 197.28829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/3693", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 154, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3694", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 155, "bbox": { "l": 50.77150000000001, "t": 313.519970703125, "r": 60.81550000000002, "b": 254.77517070312518, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3695", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 155, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3696", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 155, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "151", "text": "151" }, { "self_ref": "#/texts/3697", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 155, "bbox": { "l": 785.915818, "t": 145.3396227031251, "r": 797.098138, "b": 50.469260703125656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3698", "parent": { "$ref": "#/tables/21" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 155, "bbox": { "l": 232.61050000000003, "t": 496.759970703125, "r": 612.7657000000003, "b": 463.387970703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "TABLE 3.1 CABLE TYPES AND THEIR APPLICATION IN WIRING SYSTEMS", "text": "TABLE 3.1 CABLE TYPES AND THEIR APPLICATION IN WIRING SYSTEMS" }, { "self_ref": "#/texts/3699", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 155, "bbox": { "l": 673.0705, "t": 188.60807070312507, "r": 729.1965280000001, "b": 177.42575070312506, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "( continued )", "text": "( continued )" }, { "self_ref": "#/texts/3700", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 156, "bbox": { "l": 55.09150000000001, "t": 310.939970703125, "r": 65.13550000000001, "b": 252.1951707031252, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3701", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 156, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3702", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 156, "bbox": { "l": 786.756496, "t": 540.860084703125, "r": 797.938816, "b": 445.989722703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3703", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 156, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "152", "text": "152" }, { "self_ref": "#/texts/3704", "parent": { "$ref": "#/tables/22" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 156, "bbox": { "l": 333.8306, "t": 520.459970703125, "r": 477.6866, "b": 507.067970703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "TABLE 3.1 ( continued )", "text": "TABLE 3.1 ( continued )" }, { "self_ref": "#/texts/3705", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 157, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3706", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 157, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "153", "text": "153" }, { "self_ref": "#/texts/3707", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 157, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3708", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 157, "bbox": { "l": 85.08, "t": 745.9403, "r": 260.6280000000003, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "3.3.2.2 External heat sources", "text": "3.3.2.2 External heat sources", "level": 1 }, { "self_ref": "#/texts/3709", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 157, "bbox": { "l": 85.08000000000001, "t": 725.9603, "r": 513.6336000000003, "b": 698.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "Wiring systems shall be protected against the effects of heat from external sources, including solar gain, by one or more of the following methods:", "text": "Wiring systems shall be protected against the effects of heat from external sources, including solar gain, by one or more of the following methods:" }, { "self_ref": "#/texts/3710", "parent": { "$ref": "#/groups/352" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 157, "bbox": { "l": 85.08000000000004, "t": 691.9403, "r": 172.4160000000001, "b": 678.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "(a) Shielding.", "text": "(a) Shielding.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3711", "parent": { "$ref": "#/groups/352" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 157, "bbox": { "l": 85.08000000000004, "t": 671.9603, "r": 377.58720000000085, "b": 658.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "(b) Placing sufficiently far from the source of heat.", "text": "(b) Placing sufficiently far from the source of heat.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3712", "parent": { "$ref": "#/groups/352" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 157, "bbox": { "l": 85.08000000000004, "t": 651.9203, "r": 513.6048000000006, "b": 624.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(c) Selecting a system with due regard for the additional temperature rise that may occur.", "text": "(c) Selecting a system with due regard for the additional temperature rise that may occur.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3713", "parent": { "$ref": "#/groups/352" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 157, "bbox": { "l": 85.08000000000004, "t": 617.9603, "r": 513.5856000000001, "b": 590.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "(d) Limiting the current to be carried by the cable so as to reduce its operating temperature.", "text": "(d) Limiting the current to be carried by the cable so as to reduce its operating temperature.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3714", "parent": { "$ref": "#/groups/352" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 157, "bbox": { "l": 85.0800000000001, "t": 583.9403, "r": 434.684400000001, "b": 570.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "(e) Local reinforcement or substitution of insulating material.", "text": "(e) Local reinforcement or substitution of insulating material.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3715", "parent": { "$ref": "#/groups/352" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 157, "bbox": { "l": 85.0800000000001, "t": 563.9603, "r": 504.3120000000001, "b": 550.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "(f) A method equivalent to one or more of those listed in Items (a) to (e).", "text": "(f) A method equivalent to one or more of those listed in Items (a) to (e).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3716", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 157, "bbox": { "l": 85.08000000000015, "t": 543.9203, "r": 513.6228000000009, "b": 502.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 223 ] } ], "orig": "Parts of a cable or flexible cord within an accessory, appliance or luminaire shall be suitable for the temperatures likely to be encountered, or shall be provided with additional insulation suitable for those temperatures.", "text": "Parts of a cable or flexible cord within an accessory, appliance or luminaire shall be suitable for the temperatures likely to be encountered, or shall be provided with additional insulation suitable for those temperatures." }, { "self_ref": "#/texts/3717", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 157, "bbox": { "l": 66.6, "t": 495.92029999999994, "r": 264.828, "b": 479.89052000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "3.3.2.3 Water or high humidity *", "text": "3.3.2.3 Water or high humidity *", "level": 1 }, { "self_ref": "#/texts/3718", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 157, "bbox": { "l": 85.0800000000001, "t": 475.9402999999999, "r": 513.6048000000004, "b": 448.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "Wiring systems shall be selected and installed so that high humidity or the entry of water does not cause damage.", "text": "Wiring systems shall be selected and installed so that high humidity or the entry of water does not cause damage." }, { "self_ref": "#/texts/3719", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 157, "bbox": { "l": 85.0800000000001, "t": 441.9202999999999, "r": 513.6756000000007, "b": 400.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 198 ] } ], "orig": "Where water may collect or condensation may form in a wiring system, to the extent that it creates a hazard, provision shall be made for its harmless escape through suitably located drainage points.", "text": "Where water may collect or condensation may form in a wiring system, to the extent that it creates a hazard, provision shall be made for its harmless escape through suitably located drainage points." }, { "self_ref": "#/texts/3720", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 157, "bbox": { "l": 85.08000000000007, "t": 393.9202999999998, "r": 513.6143999999998, "b": 352.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 205 ] } ], "orig": "Where a wiring system may be subjected to wave action (water), protection against excessive flexing and mechanical damage shall be provided in accordance with Clauses 3.3.2.6, 3.3.2.7 and 3.3.2.8.", "text": "Where a wiring system may be subjected to wave action (water), protection against excessive flexing and mechanical damage shall be provided in accordance with Clauses 3.3.2.6, 3.3.2.7 and 3.3.2.8." }, { "self_ref": "#/texts/3721", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 157, "bbox": { "l": 66.6, "t": 348.6723, "r": 249.5904000000001, "b": 332.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "3.3.2.4 Solid foreign bodies *", "text": "3.3.2.4 Solid foreign bodies *", "level": 1 }, { "self_ref": "#/texts/3722", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 157, "bbox": { "l": 85.08000000000007, "t": 325.94029999999975, "r": 513.702, "b": 298.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 140 ] } ], "orig": "Wiring systems shall be selected and installed so as to minimize the entry of solid foreign bodies during installation, use and maintenance.", "text": "Wiring systems shall be selected and installed so as to minimize the entry of solid foreign bodies during installation, use and maintenance." }, { "self_ref": "#/texts/3723", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 157, "bbox": { "l": 85.08000000000007, "t": 291.92029999999977, "r": 513.6527999999997, "b": 236.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 251 ] } ], "orig": "In a location where dust or any other substance, in significant quantity, may be present, additional precautions shall be taken to prevent its accumulation in quantities that could adversely affect the heat dissipation from the wiring system.", "text": "In a location where dust or any other substance, in significant quantity, may be present, additional precautions shall be taken to prevent its accumulation in quantities that could adversely affect the heat dissipation from the wiring system." }, { "self_ref": "#/texts/3724", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 157, "bbox": { "l": 66.6, "t": 229.94029999999975, "r": 325.5263999999999, "b": 214.27052000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "3.3.2.5 Corrosive or polluting substances *", "text": "3.3.2.5 Corrosive or polluting substances *", "level": 1 }, { "self_ref": "#/texts/3725", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 157, "bbox": { "l": 85.0800000000001, "t": 209.96029999999973, "r": 513.6216000000003, "b": 154.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 257 ] } ], "orig": "Where the presence of corrosive or polluting substances is likely to cause corrosion or deterioration, those parts of the wiring system likely to be affected shall be suitably protected or manufactured from materials resistant to such substances.", "text": "Where the presence of corrosive or polluting substances is likely to cause corrosion or deterioration, those parts of the wiring system likely to be affected shall be suitably protected or manufactured from materials resistant to such substances." }, { "self_ref": "#/texts/3726", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 157, "bbox": { "l": 85.0800000000001, "t": 147.92029999999977, "r": 513.6336000000014, "b": 120.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 111 ] } ], "orig": "Dissimilar metals liable to initiate galvanic action shall not be placed in contact with each other.", "text": "Dissimilar metals liable to initiate galvanic action shall not be placed in contact with each other." }, { "self_ref": "#/texts/3727", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 157, "bbox": { "l": 85.08000000000013, "t": 113.96029999999973, "r": 513.580800000001, "b": 86.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 144 ] } ], "orig": "Materials liable to cause mutual or individual deterioration, or hazardous degradation, shall not be placed in contact with each other.", "text": "Materials liable to cause mutual or individual deterioration, or hazardous degradation, shall not be placed in contact with each other." }, { "self_ref": "#/texts/3728", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 157, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3729", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 158, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3730", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 158, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "154", "text": "154" }, { "self_ref": "#/texts/3731", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 158, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/3732", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 158, "bbox": { "l": 96.42, "t": 751.8572, "r": 513.3207179999993, "b": 713.623742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 200 ] } ], "orig": "NOTE: The effect of substances, such as esters, ketones, ethers, and aromatic and chlorinated hydrocarbons, should be considered when using insulating conduit, enclosures, cables or equipment.", "text": "NOTE: The effect of substances, such as esters, ketones, ethers, and aromatic and chlorinated hydrocarbons, should be considered when using insulating conduit, enclosures, cables or equipment." }, { "self_ref": "#/texts/3733", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 158, "bbox": { "l": 66.6, "t": 706.9403, "r": 250.62119999999982, "b": 690.55052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "3.3.2.6 Mechanical damage *", "text": "3.3.2.6 Mechanical damage *", "level": 1 }, { "self_ref": "#/texts/3734", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 158, "bbox": { "l": 85.07999999999998, "t": 686.9603, "r": 513.5976, "b": 659.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "Wiring systems shall be selected and installed so as to minimize the risk of mechanical damage.", "text": "Wiring systems shall be selected and installed so as to minimize the risk of mechanical damage." }, { "self_ref": "#/texts/3735", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 158, "bbox": { "l": 85.07999999999998, "t": 652.9403, "r": 513.6012000000005, "b": 625.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "Protection against mechanical damage shall be provided by one or any combination of the following:", "text": "Protection against mechanical damage shall be provided by one or any combination of the following:" }, { "self_ref": "#/texts/3736", "parent": { "$ref": "#/groups/353" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 158, "bbox": { "l": 85.07999999999998, "t": 618.9203, "r": 384.64560000000006, "b": 605.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "(a) Mechanical characteristics of the wiring system.", "text": "(a) Mechanical characteristics of the wiring system.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3737", "parent": { "$ref": "#/groups/353" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 158, "bbox": { "l": 85.07999999999998, "t": 598.9403, "r": 218.88959999999994, "b": 585.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "(b) Location selected.", "text": "(b) Location selected.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3738", "parent": { "$ref": "#/groups/353" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 158, "bbox": { "l": 85.07999999999998, "t": 578.9603, "r": 461.84040000000095, "b": 565.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "(c) Provision of additional local or general mechanical protection.", "text": "(c) Provision of additional local or general mechanical protection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3739", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 158, "bbox": { "l": 96.42, "t": 561.8372, "r": 488.464194, "b": 549.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "NOTE: Guide to adequacy and WS classification is provided in Appendix H.", "text": "NOTE: Guide to adequacy and WS classification is provided in Appendix H." }, { "self_ref": "#/texts/3740", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 158, "bbox": { "l": 85.08, "t": 542.9603, "r": 188.26440000000002, "b": 529.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "3.3.2.7 Vibration", "text": "3.3.2.7 Vibration", "level": 1 }, { "self_ref": "#/texts/3741", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 158, "bbox": { "l": 85.07999999999998, "t": 522.9203, "r": 513.6372000000008, "b": 481.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 194 ] } ], "orig": "Wiring systems subject to vibration that is likely to cause damage to the wiring system, including all cables, fixings and connections, shall be suitable for the conditions.", "text": "Wiring systems subject to vibration that is likely to cause damage to the wiring system, including all cables, fixings and connections, shall be suitable for the conditions." }, { "self_ref": "#/texts/3742", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 158, "bbox": { "l": 85.07999999999998, "t": 474.92029999999994, "r": 287.7648000000001, "b": 461.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "3.3.2.8 Other mechanical stresses", "text": "3.3.2.8 Other mechanical stresses", "level": 1 }, { "self_ref": "#/texts/3743", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 158, "bbox": { "l": 85.07999999999998, "t": 454.9402999999999, "r": 513.5832000000005, "b": 413.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "Wiring systems shall be selected and installed so as to minimize damage to the cable insulation, sheathing and connections during installation, operation and maintenance.", "text": "Wiring systems shall be selected and installed so as to minimize damage to the cable insulation, sheathing and connections during installation, operation and maintenance." }, { "self_ref": "#/texts/3744", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 158, "bbox": { "l": 85.07999999999998, "t": 406.94029999999987, "r": 475.4880000000006, "b": 393.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "Measures undertaken to minimize damage may include the following:", "text": "Measures undertaken to minimize damage may include the following:" }, { "self_ref": "#/texts/3745", "parent": { "$ref": "#/groups/354" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 158, "bbox": { "l": 85.07999999999998, "t": 386.96029999999985, "r": 513.5939999999997, "b": 359.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "(a) Provision of supports, continuous or at appropriate intervals suitable for the mass of the cable.", "text": "(a) Provision of supports, continuous or at appropriate intervals suitable for the mass of the cable.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3746", "parent": { "$ref": "#/groups/354" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 158, "bbox": { "l": 85.07999999999998, "t": 352.9402999999998, "r": 513.6312000000012, "b": 325.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "(b) Use of suitable fixings for the cable size and type that hold the cable in position without damage.", "text": "(b) Use of suitable fixings for the cable size and type that hold the cable in position without damage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3747", "parent": { "$ref": "#/groups/354" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 158, "bbox": { "l": 85.07999999999998, "t": 318.92029999999977, "r": 513.6084000000009, "b": 291.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 128 ] } ], "orig": "(c) Use of suitable connections for the cable size and type that reduce mechanical strain at joints and terminations.", "text": "(c) Use of suitable connections for the cable size and type that reduce mechanical strain at joints and terminations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3748", "parent": { "$ref": "#/groups/354" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 158, "bbox": { "l": 85.07999999999998, "t": 284.96029999999973, "r": 412.9752, "b": 271.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "(d) Attention to minimum bending radius limits of cables.", "text": "(d) Attention to minimum bending radius limits of cables.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3749", "parent": { "$ref": "#/groups/354" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 158, "bbox": { "l": 85.07999999999998, "t": 264.92029999999977, "r": 513.6168000000002, "b": 237.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "(e) Provision of flexibility to accommodate any movement or tension stresses.", "text": "(e) Provision of flexibility to accommodate any movement or tension stresses.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3750", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 158, "bbox": { "l": 64.92, "t": 232.0322, "r": 167.00400000000002, "b": 216.43052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "3.3.2.9 Flora *", "text": "3.3.2.9 Flora *", "level": 1 }, { "self_ref": "#/texts/3751", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 158, "bbox": { "l": 85.07999999999998, "t": 210.92029999999977, "r": 513.5951999999999, "b": 169.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 168 ] } ], "orig": "Where the presence of flora is expected to constitute a hazard, either the wiring system shall be selected accordingly, or special protective measures shall be adopted.", "text": "Where the presence of flora is expected to constitute a hazard, either the wiring system shall be selected accordingly, or special protective measures shall be adopted." }, { "self_ref": "#/texts/3752", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 158, "bbox": { "l": 66.6, "t": 164.41219999999998, "r": 180.71279999999996, "b": 148.81052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "3.3.2.10 Fauna *", "text": "3.3.2.10 Fauna *", "level": 1 }, { "self_ref": "#/texts/3753", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 158, "bbox": { "l": 85.07999999999998, "t": 142.94029999999975, "r": 513.6648000000014, "b": 101.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 168 ] } ], "orig": "Where the presence of fauna is expected to constitute a hazard, either the wiring system shall be selected accordingly, or special protective measures shall be adopted.", "text": "Where the presence of fauna is expected to constitute a hazard, either the wiring system shall be selected accordingly, or special protective measures shall be adopted." }, { "self_ref": "#/texts/3754", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 158, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3755", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 159, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3756", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 159, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "155", "text": "155" }, { "self_ref": "#/texts/3757", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 159, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3758", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 159, "bbox": { "l": 85.08, "t": 751.9403, "r": 317.7924000000002, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "3.3.2.11 Solar radiation (direct sunlight)", "text": "3.3.2.11 Solar radiation (direct sunlight)", "level": 1 }, { "self_ref": "#/texts/3759", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 159, "bbox": { "l": 85.08000000000001, "t": 731.9603, "r": 513.6012000000012, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 224 ] } ], "orig": "Where a wiring system is, or may be, exposed to direct sunlight, either a wiring system suitable for the conditions shall be selected and installed, or adequate shielding shall be provided, in accordance with Clause 3.3.2.2.", "text": "Where a wiring system is, or may be, exposed to direct sunlight, either a wiring system suitable for the conditions shall be selected and installed, or adequate shielding shall be provided, in accordance with Clause 3.3.2.2." }, { "self_ref": "#/texts/3760", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 159, "bbox": { "l": 96.42, "t": 686.8772, "r": 145.63345799999996, "b": 674.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/3761", "parent": { "$ref": "#/groups/355" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 159, "bbox": { "l": 96.42, "t": 670.85738, "r": 513.337187999999, "b": 632.623922, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 218 ] } ], "orig": "1 Sheathed cables exposed to direct sunlight do not require further protection from UV radiation, unless otherwise advised by the manufacturer, as the sheath is considered to provide the necessary protection.", "text": "1 Sheathed cables exposed to direct sunlight do not require further protection from UV radiation, unless otherwise advised by the manufacturer, as the sheath is considered to provide the necessary protection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3762", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 159, "bbox": { "l": 113.45986200000002, "t": 628.857782, "r": 513.227387999999, "b": 603.584018, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 150 ] } ], "orig": "Black insulated unsheathed cables, e.g. aerial conductors, with UV-resistant insulation complying with AS/NZS 3808, do not require further protection.", "text": "Black insulated unsheathed cables, e.g. aerial conductors, with UV-resistant insulation complying with AS/NZS 3808, do not require further protection." }, { "self_ref": "#/texts/3763", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 159, "bbox": { "l": 113.45986200000002, "t": 599.8771700000001, "r": 513.3053459999991, "b": 561.5833220000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 230 ] } ], "orig": "For insulated unsheathed cables with insulation colours other than black, the manufacturer's recommendation should be sought, or the cable should be provided with a physical barrier to prevent exposure to direct sunlight.", "text": "For insulated unsheathed cables with insulation colours other than black, the manufacturer's recommendation should be sought, or the cable should be provided with a physical barrier to prevent exposure to direct sunlight." }, { "self_ref": "#/texts/3764", "parent": { "$ref": "#/groups/356" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 159, "bbox": { "l": 96.42000000000002, "t": 557.8764740000001, "r": 513.332795999999, "b": 519.5826260000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 234 ] } ], "orig": "2 Guidance on the effect of direct sunlight on the current-carrying capacity of cables is given in the AS/NZS 3008.1 series. A correction factor for a temperature 20°C higher than the ambient air temperature may be applied.", "text": "2 Guidance on the effect of direct sunlight on the current-carrying capacity of cables is given in the AS/NZS 3008.1 series. A correction factor for a temperature 20°C higher than the ambient air temperature may be applied.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3765", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 159, "bbox": { "l": 85.08, "t": 512.9603, "r": 241.0944, "b": 499.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "3.3.2.12 Hazardous areas", "text": "3.3.2.12 Hazardous areas", "level": 1 }, { "self_ref": "#/texts/3766", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 159, "bbox": { "l": 85.07999999999998, "t": 492.9203, "r": 513.6059999999998, "b": 451.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 164 ] } ], "orig": "Wiring systems installed in areas subject to explosive gas atmospheres and explosive dust atmospheres shall be selected and installed in accordance with Clause 7.7.", "text": "Wiring systems installed in areas subject to explosive gas atmospheres and explosive dust atmospheres shall be selected and installed in accordance with Clause 7.7." }, { "self_ref": "#/texts/3767", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 159, "bbox": { "l": 64.86, "t": 445.5722, "r": 248.60999999999996, "b": 429.97052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "3.3.2.13 Thermal insulation *", "text": "3.3.2.13 Thermal insulation *", "level": 1 }, { "self_ref": "#/texts/3768", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 159, "bbox": { "l": 85.07999999999998, "t": 424.9402999999999, "r": 513.5556000000012, "b": 383.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 204 ] } ], "orig": "Where cables pass through bulk thermal insulation they shall be rated for current-carrying capacity, in accordance with the AS/NZS 3008.1 series, by length of cable passing through insulation, as follows:", "text": "Where cables pass through bulk thermal insulation they shall be rated for current-carrying capacity, in accordance with the AS/NZS 3008.1 series, by length of cable passing through insulation, as follows:" }, { "self_ref": "#/texts/3769", "parent": { "$ref": "#/groups/357" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 159, "bbox": { "l": 85.07999999999998, "t": 378.14029999999985, "r": 416.08079999999995, "b": 363.45229999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "(a)  150 mm-using the 'in air touching a surface' rating.", "text": "(a)  150 mm-using the 'in air touching a surface' rating.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3770", "parent": { "$ref": "#/groups/357" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 159, "bbox": { "l": 85.07999999999998, "t": 356.96029999999985, "r": 455.9820000000004, "b": 343.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "(b) >150 mm to 400 mm-using the 'partially surrounded' rating.", "text": "(b) >150 mm to 400 mm-using the 'partially surrounded' rating.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3771", "parent": { "$ref": "#/groups/357" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 159, "bbox": { "l": 85.07999999999998, "t": 336.9202999999998, "r": 103.29359999999996, "b": 323.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "(c)", "text": "(c)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3772", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 159, "bbox": { "l": 96.42, "t": 319.8571999999999, "r": 513.4008720000006, "b": 294.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 140 ] } ], "orig": "NOTE: In New Zealand, attention is drawn to the requirements of NZECP 55 for wiring and fittings located near conductive thermal insulation.", "text": "NOTE: In New Zealand, attention is drawn to the requirements of NZECP 55 for wiring and fittings located near conductive thermal insulation." }, { "self_ref": "#/texts/3773", "parent": { "$ref": "#/groups/358" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 159, "bbox": { "l": 113.45999999999997, "t": 336.9202999999998, "r": 538.416, "b": 308.0484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": ">400 mm-using the 'completely surrounded' rating. NZ", "text": ">400 mm-using the 'completely surrounded' rating. NZ", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3774", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 159, "bbox": { "l": 85.08, "t": 279.98040000000003, "r": 315.7895999999999, "b": 266.5884000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "3.4 CURRENT-CARRYING CAPACITY", "text": "3.4 CURRENT-CARRYING CAPACITY", "level": 1 }, { "self_ref": "#/texts/3775", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 159, "bbox": { "l": 85.08, "t": 259.94039999999995, "r": 174.24600000000007, "b": 246.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "3.4.1 General", "text": "3.4.1 General", "level": 1 }, { "self_ref": "#/texts/3776", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 159, "bbox": { "l": 85.08, "t": 239.96040000000005, "r": 513.6312000000008, "b": 198.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 157 ] } ], "orig": "Every conductor shall have a current-carrying capacity in accordance with the AS/NZS 3008.1 series, not less than the current to be carried by the conductor.", "text": "Every conductor shall have a current-carrying capacity in accordance with the AS/NZS 3008.1 series, not less than the current to be carried by the conductor." }, { "self_ref": "#/texts/3777", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 159, "bbox": { "l": 85.07999999999998, "t": 191.96040000000005, "r": 513.666, "b": 150.54840000000013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 223 ] } ], "orig": "In determining the required current-carrying capacity, provision shall be made for reasonably foreseeable changes to external influences, such as the installation of thermal insulation in ceiling spaces and walls.", "text": "In determining the required current-carrying capacity, provision shall be made for reasonably foreseeable changes to external influences, such as the installation of thermal insulation in ceiling spaces and walls." }, { "self_ref": "#/texts/3778", "parent": { "$ref": "#/groups/359" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 159, "bbox": { "l": 65.34, "t": 143.96040000000016, "r": 513.624, "b": 102.54840000000013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 201 ] } ], "orig": "Wiring systems in domestic installations shall be installed on the assumption that thermal insulation in ceilings, walls and under floors, if not currently installed, will be installed in the future. *", "text": "Wiring systems in domestic installations shall be installed on the assumption that thermal insulation in ceilings, walls and under floors, if not currently installed, will be installed in the future. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3779", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 159, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3780", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 160, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3781", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 160, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3782", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 160, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "156", "text": "156" }, { "self_ref": "#/texts/3783", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 160, "bbox": { "l": 45.36, "t": 752.1052999999999, "r": 513.6156000000004, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "Exception: This requirement does not apply to the existing wiring system when extending or altering the circuit. A1", "text": "Exception: This requirement does not apply to the existing wiring system when extending or altering the circuit. A1", "level": 1 }, { "self_ref": "#/texts/3784", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 160, "bbox": { "l": 96.42, "t": 720.8372, "r": 145.63345799999996, "b": 708.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/3785", "parent": { "$ref": "#/groups/360" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 160, "bbox": { "l": 96.42, "t": 704.87777, "r": 513.3382859999999, "b": 640.604144, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 327 ] } ], "orig": "1 Appendix C, Paragraph C3 provides a set of current ratings that may be assigned to circuits in typical simple installations as an alternative to compliance with the AS/NZS 3008.1 series. The ratings assign cable current-carrying capacities that are aligned with the current rating of protective devices.", "text": "1 Appendix C, Paragraph C3 provides a set of current ratings that may be assigned to circuits in typical simple installations as an alternative to compliance with the AS/NZS 3008.1 series. The ratings assign cable current-carrying capacities that are aligned with the current rating of protective devices.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3786", "parent": { "$ref": "#/groups/360" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 160, "bbox": { "l": 96.42, "t": 636.8380040000001, "r": 513.2987580000006, "b": 611.62463, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "2 National building codes contain mandatory requirements for the thermal insulation of ceilings and walls in certain situations.", "text": "2 National building codes contain mandatory requirements for the thermal insulation of ceilings and walls in certain situations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3787", "parent": { "$ref": "#/groups/360" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 160, "bbox": { "l": 96.42, "t": 607.8584900000001, "r": 513.365735999999, "b": 569.625032, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "3 The AS/NZS 5000 series of cable standards provide higher operating temperature materials for some cable insulation than was the case with their predecessors.", "text": "3 The AS/NZS 5000 series of cable standards provide higher operating temperature materials for some cable insulation than was the case with their predecessors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3788", "parent": { "$ref": "#/groups/360" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 160, "bbox": { "l": 96.42, "t": 565.8588920000001, "r": 513.3338940000003, "b": 527.625434, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 180 ] } ], "orig": "4 Current-carrying capacities for busbars and busways should be obtained from the manufacturer. Information relating to busways is given in AS/NZS 3439.2 or AS/NZS 61439.6.", "text": "4 Current-carrying capacities for busbars and busways should be obtained from the manufacturer. Information relating to busways is given in AS/NZS 3439.2 or AS/NZS 61439.6.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3789", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 160, "bbox": { "l": 85.08, "t": 520.9403, "r": 299.9495999999998, "b": 507.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "3.4.2 Operating temperature limits", "text": "3.4.2 Operating temperature limits", "level": 1 }, { "self_ref": "#/texts/3790", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 160, "bbox": { "l": 85.08, "t": 500.9603, "r": 513.5795999999997, "b": 473.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "The operating temperatures of conductors shall not exceed the limits given in Table 3.2.", "text": "The operating temperatures of conductors shall not exceed the limits given in Table 3.2." }, { "self_ref": "#/texts/3791", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 160, "bbox": { "l": 85.07999999999998, "t": 466.9403, "r": 513.6168000000002, "b": 425.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 149 ] } ], "orig": "Polymeric cables with normal use temperatures below 75°C (see Notes to Table 3.2) are deemed not suitable for Australian or New Zealand conditions.", "text": "Polymeric cables with normal use temperatures below 75°C (see Notes to Table 3.2) are deemed not suitable for Australian or New Zealand conditions." }, { "self_ref": "#/texts/3792", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 160, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3793", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 161, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3794", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 161, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "157", "text": "157" }, { "self_ref": "#/texts/3795", "parent": { "$ref": "#/groups/361" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 161, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3796", "parent": { "$ref": "#/tables/23" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 161, "bbox": { "l": 137.04, "t": 751.9403, "r": 461.6544, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "TABLE 3.2 LIMITING TEMPERATURES FOR INSULATED CABLES", "text": "TABLE 3.2 LIMITING TEMPERATURES FOR INSULATED CABLES" }, { "self_ref": "#/texts/3797", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 161, "bbox": { "l": 90.48, "t": 406.2884, "r": 270.869058, "b": 395.10608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "* Refer to manufacturer's information.", "text": "* Refer to manufacturer's information." }, { "self_ref": "#/texts/3798", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 161, "bbox": { "l": 90.48, "t": 389.2484, "r": 135.37561200000002, "b": 378.06608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/3799", "parent": { "$ref": "#/groups/362" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 161, "bbox": { "l": 90.48, "t": 374.24846, "r": 507.60758999999996, "b": 339.066236, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 172 ] } ], "orig": "1 The types of cable insulation given in Table 3.2 are included in relevant specifications, i.e. the AS/NZS 5000 series, AS/NZS 3191, AS/NZS 3808 and AS/NZS 60702.1.", "text": "1 The types of cable insulation given in Table 3.2 are included in relevant specifications, i.e. the AS/NZS 5000 series, AS/NZS 3191, AS/NZS 3808 and AS/NZS 60702.1.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3800", "parent": { "$ref": "#/groups/362" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 161, "bbox": { "l": 90.48100199999999, "t": 335.248616, "r": 507.6697139999991, "b": 276.06648799999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 385 ] } ], "orig": "2 Lower maximum temperatures will apply where materials used in the construction of the cables or in association therewith, such as coverings, sheathings, insulating sleeving on connections and sealing compounds, have maximum operating temperatures lower than the cable proper. However, the allowable operating temperatures for such materials shall not be exceeded.", "text": "2 Lower maximum temperatures will apply where materials used in the construction of the cables or in association therewith, such as coverings, sheathings, insulating sleeving on connections and sealing compounds, have maximum operating temperatures lower than the cable proper. However, the allowable operating temperatures for such materials shall not be exceeded.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3801", "parent": { "$ref": "#/groups/362" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 161, "bbox": { "l": 90.48100200000005, "t": 272.248868, "r": 507.52141799999896, "b": 249.066596, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 140 ] } ], "orig": "3 If manufacturer's recommendations permit, cables may be installed in locations where temperatures lower than specified may occur.", "text": "3 If manufacturer's recommendations permit, cables may be installed in locations where temperatures lower than specified may occur.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3802", "parent": { "$ref": "#/groups/362" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 161, "bbox": { "l": 90.48100200000005, "t": 245.24897599999997, "r": 507.65468399999895, "b": 186.06684799999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 393 ] } ], "orig": "4 The normal operating temperature of thermoplastic cables, including flexible cords installed as installation wiring, is based on a conductor temperature of 75°C. This is because of the risk of thermal deformation of insulation if the cables are clipped, fixed or otherwise installed in a manner that exposes cable to severe mechanical pressure at higher temperatures.", "text": "4 The normal operating temperature of thermoplastic cables, including flexible cords installed as installation wiring, is based on a conductor temperature of 75°C. This is because of the risk of thermal deformation of insulation if the cables are clipped, fixed or otherwise installed in a manner that exposes cable to severe mechanical pressure at higher temperatures.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3803", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 161, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3804", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 162, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3805", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 162, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "158", "text": "158" }, { "self_ref": "#/texts/3806", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 162, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/3807", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 162, "bbox": { "l": 108.65928600000001, "t": 748.7683999999999, "r": 507.5725199999999, "b": 689.5862719999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 351 ] } ], "orig": "V-90 and V-90HT insulated cables may be operated up to the maximum permissible temperatures of 90°C and 105°C, provided that the cable is installed in a manner that is not subject to, or is protected against, severe mechanical damage for temperatures higher than 75°C. Such applications also allow for cables to be installed in-", "text": "V-90 and V-90HT insulated cables may be operated up to the maximum permissible temperatures of 90°C and 105°C, provided that the cable is installed in a manner that is not subject to, or is protected against, severe mechanical damage for temperatures higher than 75°C. Such applications also allow for cables to be installed in-" }, { "self_ref": "#/texts/3808", "parent": { "$ref": "#/groups/363" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 162, "bbox": { "l": 108.66028800000004, "t": 685.7686519999999, "r": 507.60458399999885, "b": 650.5864279999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 185 ] } ], "orig": "(a) locations where the ambient temperature exceeds 40°C, e.g. equipment wiring in luminaires and heating appliances, or in roof spaces affected by high summer temperatures; and", "text": "(a) locations where the ambient temperature exceeds 40°C, e.g. equipment wiring in luminaires and heating appliances, or in roof spaces affected by high summer temperatures; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3809", "parent": { "$ref": "#/groups/363" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 162, "bbox": { "l": 108.66028800000005, "t": 646.7688079999998, "r": 507.6466679999989, "b": 623.5865359999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "(b) locations affected by bulk thermal insulation that restricts the dissipation of heat from the cable.", "text": "(b) locations affected by bulk thermal insulation that restricts the dissipation of heat from the cable.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3810", "parent": { "$ref": "#/groups/363" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 162, "bbox": { "l": 90.47899800000005, "t": 619.7689159999998, "r": 507.6226199999991, "b": 572.5867399999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 328 ] } ], "orig": "5 The current-carrying capacities for MIMS cables are based on an operating temperature of 100°C for the external surface of either bare metal-sheathed cables or served cables. Higher continuous operating temperatures are permissible for bare metal-sheathed cables, dependent on factors such as the following:", "text": "5 The current-carrying capacities for MIMS cables are based on an operating temperature of 100°C for the external surface of either bare metal-sheathed cables or served cables. Higher continuous operating temperatures are permissible for bare metal-sheathed cables, dependent on factors such as the following:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3811", "parent": { "$ref": "#/groups/363" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 162, "bbox": { "l": 107.45889000000008, "t": 568.7691199999997, "r": 399.47375400000016, "b": 557.5867999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "(a) The suitability of the cable terminations and mountings.", "text": "(a) The suitability of the cable terminations and mountings.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3812", "parent": { "$ref": "#/groups/363" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 162, "bbox": { "l": 107.45889000000008, "t": 553.7691799999997, "r": 416.0298000000002, "b": 542.5868599999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "(b) The location of the cable away from combustible materials.", "text": "(b) The location of the cable away from combustible materials.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3813", "parent": { "$ref": "#/groups/363" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 162, "bbox": { "l": 107.45889000000008, "t": 538.7692399999996, "r": 507.62462400000027, "b": 515.5869679999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] } ], "orig": "(c) The location of the cable away from areas where there is a reasonable chance of persons touching the exposed surface.", "text": "(c) The location of the cable away from areas where there is a reasonable chance of persons touching the exposed surface.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3814", "parent": { "$ref": "#/groups/363" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 162, "bbox": { "l": 107.45989200000008, "t": 511.7693479999997, "r": 350.7935880000002, "b": 500.5870279999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "(d) Other environmental and external influences.", "text": "(d) Other environmental and external influences.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3815", "parent": { "$ref": "#/groups/363" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 162, "bbox": { "l": 90.48000000000008, "t": 496.7694079999997, "r": 507.6697139999999, "b": 473.5871359999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "6 The minimum ambient temperature of use for MIMS cables depends on the cable seal used and manufacturer's recommendations should be followed.", "text": "6 The minimum ambient temperature of use for MIMS cables depends on the cable seal used and manufacturer's recommendations should be followed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3816", "parent": { "$ref": "#/groups/363" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 162, "bbox": { "l": 90.48100200000007, "t": 469.7695159999997, "r": 507.6847440000003, "b": 398.5874359999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 458 ] } ], "orig": "7 Current-carrying capacities determined in accordance with the AS/NZS 3008.1 series do not take into account the effect of temperature rise on the terminals of electrical equipment that can result in the temperature limits of the insulation of cables in the vicinity of the terminals exceeding the limits specified in Table 3.2. In such cases reference should be made to warnings given in the electrical equipment Standards.", "text": "7 Current-carrying capacities determined in accordance with the AS/NZS 3008.1 series do not take into account the effect of temperature rise on the terminals of electrical equipment that can result in the temperature limits of the insulation of cables in the vicinity of the terminals exceeding the limits specified in Table 3.2. In such cases reference should be made to warnings given in the electrical equipment Standards.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3817", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 162, "bbox": { "l": 85.08, "t": 391.94030000000004, "r": 260.86560000000026, "b": 378.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "3.4.3 Conductors in parallel", "text": "3.4.3 Conductors in parallel", "level": 1 }, { "self_ref": "#/texts/3818", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 162, "bbox": { "l": 85.07999999999998, "t": 371.9603, "r": 513.5819999999999, "b": 316.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 281 ] } ], "orig": "Current-carrying capacities for circuits comprising parallel multi-core cables or groups of single-core cables may be determined from the sum of the current-carrying capacity of the various cables connected in parallel provided that the following requirements are met:", "text": "Current-carrying capacities for circuits comprising parallel multi-core cables or groups of single-core cables may be determined from the sum of the current-carrying capacity of the various cables connected in parallel provided that the following requirements are met:" }, { "self_ref": "#/texts/3819", "parent": { "$ref": "#/groups/364" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 162, "bbox": { "l": 85.07999999999998, "t": 309.9204, "r": 322.1184, "b": 296.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "(a) Cables shall be not less than 4 mm 2 .", "text": "(a) Cables shall be not less than 4 mm 2 .", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3820", "parent": { "$ref": "#/groups/364" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 162, "bbox": { "l": 85.07999999999998, "t": 289.94039999999995, "r": 513.5844000000001, "b": 262.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 119 ] } ], "orig": "(b) Grouping of cables shall not affect the cooling of each parallel cable, or group, by the ambient air or the ground.", "text": "(b) Grouping of cables shall not affect the cooling of each parallel cable, or group, by the ambient air or the ground.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3821", "parent": { "$ref": "#/groups/364" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 162, "bbox": { "l": 85.07999999999993, "t": 255.92039999999997, "r": 513.5232000000001, "b": 228.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": "(c) The load current sharing between each parallel cable or group shall be sufficient to prevent overheating of any cable or group.", "text": "(c) The load current sharing between each parallel cable or group shall be sufficient to prevent overheating of any cable or group.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3822", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 162, "bbox": { "l": 85.07999999999993, "t": 221.96039999999994, "r": 140.85839999999996, "b": 208.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Example :", "text": "Example :", "level": 1 }, { "self_ref": "#/texts/3823", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 162, "bbox": { "l": 85.07999999999987, "t": 201.92039999999997, "r": 513.6528000000001, "b": 160.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 189 ] } ], "orig": "Equal load current sharing may be achieved by the selection and installation of cables to give the same impedance for each cable in the group. This condition is satisfied when-", "text": "Equal load current sharing may be achieved by the selection and installation of cables to give the same impedance for each cable in the group. This condition is satisfied when-" }, { "self_ref": "#/texts/3824", "parent": { "$ref": "#/groups/365" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 162, "bbox": { "l": 85.07999999999987, "t": 153.92039999999997, "r": 513.5975999999997, "b": 126.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "(i) conductors are of the same material and cross-sectional area with a minimum size of 4 mm 2 ;", "text": "(i) conductors are of the same material and cross-sectional area with a minimum size of 4 mm 2 ;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3825", "parent": { "$ref": "#/groups/365" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 162, "bbox": { "l": 85.07999999999998, "t": 119.96039999999994, "r": 445.99680000000103, "b": 106.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "(ii) cables follow the same route and achieve the same length;", "text": "(ii) cables follow the same route and achieve the same length;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3826", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 162, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3827", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 163, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3828", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 163, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "159", "text": "159" }, { "self_ref": "#/texts/3829", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 163, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3830", "parent": { "$ref": "#/groups/366" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 163, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.5928, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "(iii) conductors of each parallel cable, or group, are effectively joined together at each end; and", "text": "(iii) conductors of each parallel cable, or group, are effectively joined together at each end; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3831", "parent": { "$ref": "#/groups/366" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 163, "bbox": { "l": 85.07999999999998, "t": 717.9203, "r": 513.6180000000002, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "(iv) the relative position of phase and neutral conductors in and between parallel groups takes account of mutual impedance.", "text": "(iv) the relative position of phase and neutral conductors in and between parallel groups takes account of mutual impedance.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3832", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 163, "bbox": { "l": 85.07999999999998, "t": 683.9603, "r": 513.6360000000002, "b": 614.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 364 ] } ], "orig": "Exception: Unequal load current sharing between cables or groups may be permitted, in accordance with Part 1 of this Standard, provided that the design current and overcurrent protection requirements for each cable or group are considered individually. IEC 60364-4-43 provides further information on the conditions under which this is permitted.", "text": "Exception: Unequal load current sharing between cables or groups may be permitted, in accordance with Part 1 of this Standard, provided that the design current and overcurrent protection requirements for each cable or group are considered individually. IEC 60364-4-43 provides further information on the conditions under which this is permitted." }, { "self_ref": "#/texts/3833", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 163, "bbox": { "l": 96.42, "t": 610.8572, "r": 513.3942839999994, "b": 559.603658, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 298 ] } ], "orig": "NOTE: The AS/NZS 3008.1 series provides recommended circuit configurations for the installation of parallel single-core cables in electrically symmetrical groups. The recommended method is to use trefoil groups containing each of the three phase conductors and neutral in each group.", "text": "NOTE: The AS/NZS 3008.1 series provides recommended circuit configurations for the installation of parallel single-core cables in electrically symmetrical groups. The recommended method is to use trefoil groups containing each of the three phase conductors and neutral in each group." }, { "self_ref": "#/texts/3834", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 163, "bbox": { "l": 85.08, "t": 552.9203, "r": 471.04319999999973, "b": 539.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "3.4.4 Coordination between conductors and protective devices", "text": "3.4.4 Coordination between conductors and protective devices", "level": 1 }, { "self_ref": "#/texts/3835", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 163, "bbox": { "l": 85.08000000000001, "t": 532.9403, "r": 513.6480000000007, "b": 491.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 246 ] } ], "orig": "In accordance with Clause 2.5.3, the continuous current-carrying capacity of the cables shall be coordinated with the current for which the circuit is designed and the type and current rating of the overload protective device.", "text": "In accordance with Clause 2.5.3, the continuous current-carrying capacity of the cables shall be coordinated with the current for which the circuit is designed and the type and current rating of the overload protective device." }, { "self_ref": "#/texts/3836", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 163, "bbox": { "l": 85.08000000000004, "t": 484.9402999999999, "r": 513.6924000000004, "b": 443.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 169 ] } ], "orig": "Taking into account the different overload operating characteristics for fuses and circuit-breakers, one of the relevant following conditions shall be satisfied:", "text": "Taking into account the different overload operating characteristics for fuses and circuit-breakers, one of the relevant following conditions shall be satisfied:" }, { "self_ref": "#/texts/3837", "parent": { "$ref": "#/groups/367" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 163, "bbox": { "l": 85.08000000000004, "t": 436.94029999999987, "r": 513.5916000000013, "b": 409.4723, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "(a) The current rating of circuit-breakers shall not be greater than the cable current-carrying capacity ( I B  I N  I Z; see Clause 2.5.3.1).", "text": "(a) The current rating of circuit-breakers shall not be greater than the cable current-carrying capacity ( I B  I N  I Z; see Clause 2.5.3.1).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3838", "parent": { "$ref": "#/groups/367" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 163, "bbox": { "l": 85.08000000000004, "t": 402.9203, "r": 513.5856000000003, "b": 375.45230000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 148 ] } ], "orig": "(b) The current rating of HRC fuses shall not be greater than 90% of the cable current-carrying capacity ( I B  I N  0.9 I Z; see Clause 2.5.3.1).", "text": "(b) The current rating of HRC fuses shall not be greater than 90% of the cable current-carrying capacity ( I B  I N  0.9 I Z; see Clause 2.5.3.1).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3839", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 163, "bbox": { "l": 85.07999999999998, "t": 360.98030000000006, "r": 229.15200000000004, "b": 347.58830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "3.5 CONDUCTOR SIZE", "text": "3.5 CONDUCTOR SIZE", "level": 1 }, { "self_ref": "#/texts/3840", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 163, "bbox": { "l": 85.07999999999998, "t": 340.94030000000004, "r": 174.24600000000004, "b": 327.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "3.5.1 General", "text": "3.5.1 General", "level": 1 }, { "self_ref": "#/texts/3841", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 163, "bbox": { "l": 85.07999999999998, "t": 320.96029999999996, "r": 513.6456000000004, "b": 293.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "The nominal cross-sectional area of conductors shall be not less than the values given in Table 3.3.", "text": "The nominal cross-sectional area of conductors shall be not less than the values given in Table 3.3." }, { "self_ref": "#/texts/3842", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 163, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3843", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 164, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3844", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 164, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/3845", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 164, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3846", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 164, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "160", "text": "160" }, { "self_ref": "#/texts/3847", "parent": { "$ref": "#/tables/24" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 164, "bbox": { "l": 100.5, "t": 751.9403, "r": 498.2208000000005, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "TABLE 3.3 NOMINAL MINIMUM CROSS-SECTIONAL AREA OF CONDUCTORS", "text": "TABLE 3.3 NOMINAL MINIMUM CROSS-SECTIONAL AREA OF CONDUCTORS" }, { "self_ref": "#/texts/3848", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 164, "bbox": { "l": 85.08, "t": 519.9203, "r": 153.77040000000008, "b": 506.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:", "level": 1 }, { "self_ref": "#/texts/3849", "parent": { "$ref": "#/groups/369" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 164, "bbox": { "l": 85.08, "t": 499.9403, "r": 513.6551999999999, "b": 444.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 253 ] } ], "orig": "1 Smaller conductors may be used on subcircuits supplying socketoutlets, based on their suitability, in accordance with this Standard, and taking account of voltage drop, current-carrying capacity and reliability of connections.", "text": "1 Smaller conductors may be used on subcircuits supplying socketoutlets, based on their suitability, in accordance with this Standard, and taking account of voltage drop, current-carrying capacity and reliability of connections.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3850", "parent": { "$ref": "#/groups/369" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 164, "bbox": { "l": 85.07999999999998, "t": 437.9602999999999, "r": 513.6648000000004, "b": 410.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 83 ] } ], "orig": "2 Table 3.3 does not limit cable sizes for extra-low voltage or switchboard wiring.", "text": "2 Table 3.3 does not limit cable sizes for extra-low voltage or switchboard wiring.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3851", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 164, "bbox": { "l": 96.42, "t": 406.8572, "r": 513.3448739999993, "b": 381.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "NOTE: The size of unprotected consumer mains should be coordinated with the electricity distributor.", "text": "NOTE: The size of unprotected consumer mains should be coordinated with the electricity distributor." }, { "self_ref": "#/texts/3852", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 164, "bbox": { "l": 85.08, "t": 374.9603, "r": 235.97279999999986, "b": 361.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "3.5.2 Neutral conductor", "text": "3.5.2 Neutral conductor", "level": 1 }, { "self_ref": "#/texts/3853", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 164, "bbox": { "l": 85.08, "t": 354.9203, "r": 437.8248000000007, "b": 341.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "The minimum size of the neutral conductor shall be as follows:", "text": "The minimum size of the neutral conductor shall be as follows:" }, { "self_ref": "#/texts/3854", "parent": { "$ref": "#/groups/370" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 164, "bbox": { "l": 85.08, "t": 334.9403, "r": 513.6204000000005, "b": 293.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 184 ] } ], "orig": "(a) Single-phase two-wire circuit The neutral conductor or conductors of a single-phase consumer main, submain or final subcircuit shall have a current-carrying capacity not less than-", "text": "(a) Single-phase two-wire circuit The neutral conductor or conductors of a single-phase consumer main, submain or final subcircuit shall have a current-carrying capacity not less than-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3855", "parent": { "$ref": "#/groups/370" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 164, "bbox": { "l": 113.4, "t": 286.9403, "r": 513.5628000000015, "b": 259.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(i) the current-carrying capacity of the associated active conductor; or", "text": "(i) the current-carrying capacity of the associated active conductor; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3856", "parent": { "$ref": "#/groups/370" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 164, "bbox": { "l": 113.4, "t": 252.92029999999988, "r": 513.622800000001, "b": 225.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "(ii) the total current to be carried, where there is more than one active conductor.", "text": "(ii) the total current to be carried, where there is more than one active conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3857", "parent": { "$ref": "#/groups/370" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 164, "bbox": { "l": 85.08000000000007, "t": 218.96029999999996, "r": 513.6767999999997, "b": 177.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 174 ] } ], "orig": "(b) Multiphase circuit The current-carrying capacity of the neutral conductor of a multiphase circuit shall not be less than that determined in accordance with the following:", "text": "(b) Multiphase circuit The current-carrying capacity of the neutral conductor of a multiphase circuit shall not be less than that determined in accordance with the following:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3858", "parent": { "$ref": "#/groups/370" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 164, "bbox": { "l": 113.40000000000006, "t": 170.96029999999996, "r": 513.6707999999998, "b": 101.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 336 ] } ], "orig": "(i) Harmonic currents Where a consumer main, submain or final subcircuit supplies a substantial load that generates harmonic currents, e.g. fluorescent lighting, computers, soft starters, variable speed devices or other electronic devices, the third and any higher order harmonic current generated in the equipment", "text": "(i) Harmonic currents Where a consumer main, submain or final subcircuit supplies a substantial load that generates harmonic currents, e.g. fluorescent lighting, computers, soft starters, variable speed devices or other electronic devices, the third and any higher order harmonic current generated in the equipment", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3859", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 164, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3860", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 165, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3861", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 165, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "161", "text": "161" }, { "self_ref": "#/texts/3862", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 165, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3863", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 165, "bbox": { "l": 141.78, "t": 751.9403, "r": 513.6167999999998, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "shall be added to the maximum out-of-balance load to determine the current to be carried by the neutral conductor.", "text": "shall be added to the maximum out-of-balance load to determine the current to be carried by the neutral conductor." }, { "self_ref": "#/texts/3864", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 165, "bbox": { "l": 141.78, "t": 717.9203, "r": 513.6035999999998, "b": 660.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 193 ] } ], "orig": "For this purpose the third and any higher order harmonic current in the neutral conductor shall be taken as 100% of the highest load-generating harmonic currents on any phase. NOTES:", "text": "For this purpose the third and any higher order harmonic current in the neutral conductor shall be taken as 100% of the highest load-generating harmonic currents on any phase. NOTES:" }, { "self_ref": "#/texts/3865", "parent": { "$ref": "#/groups/371" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 165, "bbox": { "l": 141.78, "t": 656.8766720000001, "r": 513.360768, "b": 631.6029080000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "1 A harmonic current load that constitutes not less than 40% of the total load on any single-phase is regarded as substantial.", "text": "1 A harmonic current load that constitutes not less than 40% of the total load on any single-phase is regarded as substantial.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3866", "parent": { "$ref": "#/groups/371" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 165, "bbox": { "l": 141.78000000000003, "t": 627.8367680000001, "r": 513.3695519999991, "b": 563.6235320000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 343 ] } ], "orig": "2 The third harmonic currents (and odd multiples thereof) are additive to the normal 50 Hz current to be carried. Therefore, it may be necessary for the capacity of a neutral conductor to be greater than that of the associated active conductors. Further information can be obtained from a number of sources including IEC 60364-5-52.", "text": "2 The third harmonic currents (and odd multiples thereof) are additive to the normal 50 Hz current to be carried. Therefore, it may be necessary for the capacity of a neutral conductor to be greater than that of the associated active conductors. Further information can be obtained from a number of sources including IEC 60364-5-52.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3867", "parent": { "$ref": "#/groups/371" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 165, "bbox": { "l": 113.4, "t": 556.9403, "r": 513.6792, "b": 487.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 284 ] } ], "orig": "(ii) Consumer mains, submains and final subcircuits The currentcarrying capacity of the neutral conductor of multiphase consumer mains, submains or final subcircuit shall be not less than that of the current-carrying capacity of the largest associated active conductor.", "text": "(ii) Consumer mains, submains and final subcircuits The currentcarrying capacity of the neutral conductor of multiphase consumer mains, submains or final subcircuit shall be not less than that of the current-carrying capacity of the largest associated active conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3868", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 165, "bbox": { "l": 141.78, "t": 483.8372, "r": 513.3673560000007, "b": 406.60388, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 360 ] } ], "orig": "NOTE: Where more than one active conductor is connected to the one phase, the associated active conductor, for the purposes of this Clause, is the sum of the cross-sectional areas of all conductors connected to any one phase, e.g. conductors connected in parallel or separately metered portions of consumer mains operating on the same phase.", "text": "NOTE: Where more than one active conductor is connected to the one phase, the associated active conductor, for the purposes of this Clause, is the sum of the cross-sectional areas of all conductors connected to any one phase, e.g. conductors connected in parallel or separately metered portions of consumer mains operating on the same phase." }, { "self_ref": "#/texts/3869", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 165, "bbox": { "l": 141.78, "t": 399.9203, "r": 210.47040000000007, "b": 386.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:", "level": 1 }, { "self_ref": "#/texts/3870", "parent": { "$ref": "#/groups/372" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 165, "bbox": { "l": 141.78, "t": 379.9403, "r": 513.6564000000009, "b": 338.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 149 ] } ], "orig": "1 Out-of-balance currents that may arise from the operation of protective devices and other similar abnormal conditions need not be considered.", "text": "1 Out-of-balance currents that may arise from the operation of protective devices and other similar abnormal conditions need not be considered.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3871", "parent": { "$ref": "#/groups/372" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 165, "bbox": { "l": 141.78000000000003, "t": 331.9402999999999, "r": 513.6396000000007, "b": 262.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 299 ] } ], "orig": "2 The neutral conductor of a multiphase circuit may have a current-carrying capacity lower than that determined by this Clause, provided that a detection device is fitted and arranged so that the neutral current cannot exceed the current-carrying capacity of the neutral conductor.", "text": "2 The neutral conductor of a multiphase circuit may have a current-carrying capacity lower than that determined by this Clause, provided that a detection device is fitted and arranged so that the neutral current cannot exceed the current-carrying capacity of the neutral conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3872", "parent": { "$ref": "#/groups/372" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 165, "bbox": { "l": 141.78000000000003, "t": 255.92029999999977, "r": 513.6384000000006, "b": 172.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 354 ] } ], "orig": "3 The neutral conductor of a multiphase circuit may have a current-carrying capacity less than that of the largest associated active conductor, provided that the predominant load consists of multiphase equipment and the currentcarrying capacity is not less than the maximum out-ofbalance current, including any harmonic component.", "text": "3 The neutral conductor of a multiphase circuit may have a current-carrying capacity less than that of the largest associated active conductor, provided that the predominant load consists of multiphase equipment and the currentcarrying capacity is not less than the maximum out-ofbalance current, including any harmonic component.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3873", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 165, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3874", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 166, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3875", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 166, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/3876", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 166, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "162", "text": "162", "level": 1 }, { "self_ref": "#/texts/3877", "parent": { "$ref": "#/groups/373" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 166, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.7008000000005, "b": 696.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 267 ] } ], "orig": "(c) PEN conductors The minimum size of a combined protective earth and neutral (PEN) conductor of consumer mains, or of a submain to an outbuilding of an electrical installation forming a separate MEN installation in accordance with Clause 5.5.3.1, shall-", "text": "(c) PEN conductors The minimum size of a combined protective earth and neutral (PEN) conductor of consumer mains, or of a submain to an outbuilding of an electrical installation forming a separate MEN installation in accordance with Clause 5.5.3.1, shall-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3878", "parent": { "$ref": "#/groups/373" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 166, "bbox": { "l": 113.4, "t": 689.9603, "r": 513.6336000000001, "b": 662.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "(i) comply with the requirements of Item (a) or Item (b), as appropriate; and", "text": "(i) comply with the requirements of Item (a) or Item (b), as appropriate; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3879", "parent": { "$ref": "#/groups/373" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 166, "bbox": { "l": 113.40000000000006, "t": 655.9403, "r": 513.6336000000009, "b": 628.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "(ii) be not less than that of an earthing conductor as required by Clause 5.3.3.", "text": "(ii) be not less than that of an earthing conductor as required by Clause 5.3.3.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3880", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 166, "bbox": { "l": 85.0800000000001, "t": 621.9203, "r": 243.64079999999993, "b": 608.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "3.5.3 Earthing conductor", "text": "3.5.3 Earthing conductor", "level": 1 }, { "self_ref": "#/texts/3881", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 166, "bbox": { "l": 85.0800000000001, "t": 601.9403, "r": 513.5376000000015, "b": 574.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "The size of an earthing conductor shall be determined in accordance with Clause 5.3.3.", "text": "The size of an earthing conductor shall be determined in accordance with Clause 5.3.3." }, { "self_ref": "#/texts/3882", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 166, "bbox": { "l": 85.0800000000001, "t": 559.9403, "r": 216.504, "b": 546.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "3.6 VOLTAGE DROP", "text": "3.6 VOLTAGE DROP", "level": 1 }, { "self_ref": "#/texts/3883", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 166, "bbox": { "l": 85.0800000000001, "t": 539.9603, "r": 174.24600000000015, "b": 526.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "3.6.1 General", "text": "3.6.1 General", "level": 1 }, { "self_ref": "#/texts/3884", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 166, "bbox": { "l": 85.08000000000004, "t": 519.9202999999999, "r": 513.5784000000001, "b": 478.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 210 ] } ], "orig": "Under normal service conditions, the voltage at the terminals of any powerconsuming electrical equipment shall be not less than the lower limit specified in the relevant electrical equipment Standard.", "text": "Under normal service conditions, the voltage at the terminals of any powerconsuming electrical equipment shall be not less than the lower limit specified in the relevant electrical equipment Standard." }, { "self_ref": "#/texts/3885", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 166, "bbox": { "l": 85.08000000000004, "t": 471.9202999999999, "r": 513.6396000000001, "b": 430.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 203 ] } ], "orig": "Where the electrical equipment concerned is not covered by a Standard, the voltage at the terminals shall be such as not to impair the safe functioning of the electrical equipment.", "text": "Where the electrical equipment concerned is not covered by a Standard, the voltage at the terminals shall be such as not to impair the safe functioning of the electrical equipment." }, { "self_ref": "#/texts/3886", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 166, "bbox": { "l": 85.08000000000004, "t": 423.9202999999998, "r": 161.0232, "b": 410.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "3.6.2 Value", "text": "3.6.2 Value", "level": 1 }, { "self_ref": "#/texts/3887", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 166, "bbox": { "l": 85.08000000000004, "t": 403.9402999999998, "r": 513.6468000000001, "b": 334.56829999999974, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 292 ] } ], "orig": "The cross-sectional area of every current-carrying conductor shall be such that the voltage drop between the point of supply for the low voltage electrical installation and any point in that electrical installation does not exceed 5% of the nominal voltage at the point of supply.", "text": "The cross-sectional area of every current-carrying conductor shall be such that the voltage drop between the point of supply for the low voltage electrical installation and any point in that electrical installation does not exceed 5% of the nominal voltage at the point of supply." }, { "self_ref": "#/texts/3888", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 166, "bbox": { "l": 85.08000000000004, "t": 327.92029999999977, "r": 513.6096000000007, "b": 300.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "The value of current used for the calculation of voltage drop on a circuit need not exceed the-", "text": "The value of current used for the calculation of voltage drop on a circuit need not exceed the-" }, { "self_ref": "#/texts/3889", "parent": { "$ref": "#/groups/374" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 166, "bbox": { "l": 85.08000000000007, "t": 293.96029999999973, "r": 424.6380000000003, "b": 280.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "(a) total of the connected load supplied through the circuit;", "text": "(a) total of the connected load supplied through the circuit;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3890", "parent": { "$ref": "#/groups/374" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 166, "bbox": { "l": 85.08000000000007, "t": 273.92029999999966, "r": 310.76160000000027, "b": 260.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "(b) maximum demand of the circuit; or", "text": "(b) maximum demand of the circuit; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3891", "parent": { "$ref": "#/groups/374" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 166, "bbox": { "l": 85.08000000000007, "t": 253.94029999999964, "r": 366.6984000000006, "b": 240.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "(c) current rating of the circuit protective device.", "text": "(c) current rating of the circuit protective device.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3892", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 166, "bbox": { "l": 96.42, "t": 236.87720000000002, "r": 145.63345799999996, "b": 224.62351999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/3893", "parent": { "$ref": "#/groups/375" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 166, "bbox": { "l": 96.42, "t": 220.85738000000003, "r": 513.3284040000002, "b": 182.623922, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 199 ] } ], "orig": "1 Motor-starting, solenoid-closing and other similar applications which may cause high transient currents, causing an increased transient voltage drop are excluded from consideration.", "text": "1 Motor-starting, solenoid-closing and other similar applications which may cause high transient currents, causing an increased transient voltage drop are excluded from consideration.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3894", "parent": { "$ref": "#/groups/375" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 166, "bbox": { "l": 96.42, "t": 178.85778200000004, "r": 513.2855820000003, "b": 140.624324, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 213 ] } ], "orig": "2 A simplified method of estimating voltage drop is provided in Appendix C. Detailed information on choosing conductor sizes, taking into account voltage drop, is given in the AS/NZS 3008.1 series.", "text": "2 A simplified method of estimating voltage drop is provided in Appendix C. Detailed information on choosing conductor sizes, taking into account voltage drop, is given in the AS/NZS 3008.1 series.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3895", "parent": { "$ref": "#/groups/375" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 166, "bbox": { "l": 66.6, "t": 137.59220000000005, "r": 513.4162440000008, "b": 111.58442000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "3 For voltage rise (reverse voltage drop) in grid connected inverters, refer to AS/NZS 4777.1. *", "text": "3 For voltage rise (reverse voltage drop) in grid connected inverters, refer to AS/NZS 4777.1. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3896", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 166, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3897", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 167, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3898", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 167, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "163", "text": "163" }, { "self_ref": "#/texts/3899", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 167, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3900", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 167, "bbox": { "l": 85.08, "t": 751.9403, "r": 153.77040000000008, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:", "level": 1 }, { "self_ref": "#/texts/3901", "parent": { "$ref": "#/groups/376" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 167, "bbox": { "l": 85.08, "t": 731.9603, "r": 513.6132000000009, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 248 ] } ], "orig": "1 For final subcircuits, with the load distributed over the whole of the length of the circuit (such as socket-outlets or lighting points), half the current rating of the protective device may be used as the value of current.", "text": "1 For final subcircuits, with the load distributed over the whole of the length of the circuit (such as socket-outlets or lighting points), half the current rating of the protective device may be used as the value of current.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3902", "parent": { "$ref": "#/groups/376" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 167, "bbox": { "l": 85.08000000000001, "t": 669.9203, "r": 513.6192000000005, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "2 This Clause does not apply to high voltage or extra-low voltage circuits (see Clauses 7.6 and 7.5 respectively).", "text": "2 This Clause does not apply to high voltage or extra-low voltage circuits (see Clauses 7.6 and 7.5 respectively).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3903", "parent": { "$ref": "#/groups/376" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 167, "bbox": { "l": 85.07999999999998, "t": 635.9603, "r": 513.5928000000004, "b": 580.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 240 ] } ], "orig": "3 Where the point of supply is the low voltage terminals of a substation located on the premises containing the electrical installation and dedicated to the installation, the permissible voltage drop may be increased to 7%.", "text": "3 Where the point of supply is the low voltage terminals of a substation located on the premises containing the electrical installation and dedicated to the installation, the permissible voltage drop may be increased to 7%.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3904", "parent": { "$ref": "#/groups/376" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 167, "bbox": { "l": 85.08000000000004, "t": 573.9203, "r": 513.6468000000004, "b": 476.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 499 ] } ], "orig": "4 The 5% voltage drop limitation need not apply to stand-alone systems, in accordance with Clause 7.3, that are designed such that the combination of the output voltage from the source, together with the voltage drop within the installation, does not result in the utilization voltage, at equipment and appliances intended to operate at low voltage, falling more than a total of 11% below the nominal supply voltage under normal operating conditions.", "text": "4 The 5% voltage drop limitation need not apply to stand-alone systems, in accordance with Clause 7.3, that are designed such that the combination of the output voltage from the source, together with the voltage drop within the installation, does not result in the utilization voltage, at equipment and appliances intended to operate at low voltage, falling more than a total of 11% below the nominal supply voltage under normal operating conditions.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3905", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 167, "bbox": { "l": 85.0800000000001, "t": 469.9402999999999, "r": 260.82960000000014, "b": 456.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "3.6.3 Conductors in parallel", "text": "3.6.3 Conductors in parallel", "level": 1 }, { "self_ref": "#/texts/3906", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 167, "bbox": { "l": 85.0800000000001, "t": 449.9602999999999, "r": 513.6120000000011, "b": 380.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 361 ] } ], "orig": "The voltage drop for a circuit in which conductors are connected in parallel shall be taken as the voltage drop in one of the conductors when that conductor is carrying the current determined by dividing the value of the current of the circuit determined in accordance with Clause 3.6.2 by the number of conductors in parallel.", "text": "The voltage drop for a circuit in which conductors are connected in parallel shall be taken as the voltage drop in one of the conductors when that conductor is carrying the current determined by dividing the value of the current of the circuit determined in accordance with Clause 3.6.2 by the number of conductors in parallel." }, { "self_ref": "#/texts/3907", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 167, "bbox": { "l": 85.0800000000001, "t": 365.96029999999985, "r": 291.5808000000002, "b": 352.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "3.7 ELECTRICAL CONNECTIONS", "text": "3.7 ELECTRICAL CONNECTIONS", "level": 1 }, { "self_ref": "#/texts/3908", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 167, "bbox": { "l": 85.0800000000001, "t": 345.9202999999998, "r": 174.24600000000015, "b": 332.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "3.7.1 General", "text": "3.7.1 General", "level": 1 }, { "self_ref": "#/texts/3909", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 167, "bbox": { "l": 85.0800000000001, "t": 325.94029999999975, "r": 513.6816000000005, "b": 284.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 190 ] } ], "orig": "Connections between conductors and between conductors and other electrical equipment shall provide electrical continuity, an appropriate level of insulation and adequate mechanical strength.", "text": "Connections between conductors and between conductors and other electrical equipment shall provide electrical continuity, an appropriate level of insulation and adequate mechanical strength." }, { "self_ref": "#/texts/3910", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 167, "bbox": { "l": 85.08000000000015, "t": 277.94029999999975, "r": 513.7007999999997, "b": 236.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 180 ] } ], "orig": "The method of joining or connecting cables shall be suitable for the application and ensure that the conductivity of the joint or connection is not less than that of the conductor.", "text": "The method of joining or connecting cables shall be suitable for the application and ensure that the conductivity of the joint or connection is not less than that of the conductor." }, { "self_ref": "#/texts/3911", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 167, "bbox": { "l": 85.08000000000015, "t": 229.94029999999975, "r": 513.7656000000013, "b": 202.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "All cables and conductors shall be installed so that there is no undue mechanical stress on any connection.", "text": "All cables and conductors shall be installed so that there is no undue mechanical stress on any connection." }, { "self_ref": "#/texts/3912", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 167, "bbox": { "l": 85.08000000000015, "t": 195.92029999999977, "r": 252.2784000000003, "b": 182.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "3.7.2 Connection methods", "text": "3.7.2 Connection methods", "level": 1 }, { "self_ref": "#/texts/3913", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 167, "bbox": { "l": 85.08000000000015, "t": 175.94029999999975, "r": 182.9376000000002, "b": 162.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "3.7.2.1 General", "text": "3.7.2.1 General", "level": 1 }, { "self_ref": "#/texts/3914", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 167, "bbox": { "l": 85.08000000000015, "t": 155.96029999999973, "r": 276.5448000000001, "b": 142.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "3.7.2.1.1 Common requirements", "text": "3.7.2.1.1 Common requirements", "level": 1 }, { "self_ref": "#/texts/3915", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 167, "bbox": { "l": 85.08000000000015, "t": 135.92029999999977, "r": 513.6720000000003, "b": 108.54829999999981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "The selection of the method of connection shall take account of the following factors, as appropriate:", "text": "The selection of the method of connection shall take account of the following factors, as appropriate:" }, { "self_ref": "#/texts/3916", "parent": { "$ref": "#/groups/377" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 167, "bbox": { "l": 85.08000000000015, "t": 101.96029999999985, "r": 358.4964, "b": 88.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "(a) Material of the conductor and its insulation.", "text": "(a) Material of the conductor and its insulation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3917", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 167, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3918", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 168, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3919", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 168, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/3920", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 168, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "164", "text": "164", "level": 1 }, { "self_ref": "#/texts/3921", "parent": { "$ref": "#/groups/378" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 168, "bbox": { "l": 85.08, "t": 751.9403, "r": 421.8816, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "(b) Number and shape of the wires forming the conductor.", "text": "(b) Number and shape of the wires forming the conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3922", "parent": { "$ref": "#/groups/378" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 168, "bbox": { "l": 85.08, "t": 731.9603, "r": 330.8400000000002, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "(c) Cross-sectional area of the conductor.", "text": "(c) Cross-sectional area of the conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3923", "parent": { "$ref": "#/groups/378" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 168, "bbox": { "l": 85.08, "t": 711.9203, "r": 390.83760000000086, "b": 698.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "(d) Number of conductors being connected together.", "text": "(d) Number of conductors being connected together.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3924", "parent": { "$ref": "#/groups/378" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 168, "bbox": { "l": 85.08, "t": 691.9403, "r": 513.5688000000009, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 190 ] } ], "orig": "(e) Temperature attained by terminals in normal service such that the effectiveness of the insulation of the conductors is not impaired at the point where insulation is relied upon.", "text": "(e) Temperature attained by terminals in normal service such that the effectiveness of the insulation of the conductors is not impaired at the point where insulation is relied upon.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3925", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 168, "bbox": { "l": 113.46, "t": 646.8572, "r": 413.34575999999964, "b": 634.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "NOTE: Refer to AS/NZS 61439 for switchboard terminals.", "text": "NOTE: Refer to AS/NZS 61439 for switchboard terminals." }, { "self_ref": "#/texts/3926", "parent": { "$ref": "#/groups/379" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 168, "bbox": { "l": 85.08, "t": 627.9203, "r": 513.5952000000012, "b": 600.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "(f) Prevention of entry of moisture and the siphoning of water through any cable or wiring enclosure.", "text": "(f) Prevention of entry of moisture and the siphoning of water through any cable or wiring enclosure.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3927", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 168, "bbox": { "l": 85.08000000000001, "t": 593.9603, "r": 272.8560000000001, "b": 580.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "3.7.2.1.2 Aluminium conductors", "text": "3.7.2.1.2 Aluminium conductors", "level": 1 }, { "self_ref": "#/texts/3928", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 168, "bbox": { "l": 85.07999999999996, "t": 573.9203, "r": 513.6299999999999, "b": 532.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 203 ] } ], "orig": "Connections to, and joints in, aluminium conductors shall be made using components specifically designed for the connection of aluminium conductors and techniques specified by the manufacturer.", "text": "Connections to, and joints in, aluminium conductors shall be made using components specifically designed for the connection of aluminium conductors and techniques specified by the manufacturer." }, { "self_ref": "#/texts/3929", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 168, "bbox": { "l": 85.07999999999993, "t": 525.9203, "r": 513.6744000000001, "b": 498.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "When connecting aluminium conductors, the following special factors associated with aluminium should be considered:", "text": "When connecting aluminium conductors, the following special factors associated with aluminium should be considered:" }, { "self_ref": "#/texts/3930", "parent": { "$ref": "#/groups/380" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 168, "bbox": { "l": 85.07999999999993, "t": 491.96029999999996, "r": 439.00919999999974, "b": 478.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "(a) Removal of the aluminium oxide film from the conductors.", "text": "(a) Removal of the aluminium oxide film from the conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3931", "parent": { "$ref": "#/groups/380" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 168, "bbox": { "l": 85.07999999999996, "t": 471.92029999999994, "r": 312.7020000000003, "b": 458.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "(b) The relative softness of aluminium.", "text": "(b) The relative softness of aluminium.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3932", "parent": { "$ref": "#/groups/380" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 168, "bbox": { "l": 85.07999999999996, "t": 451.9402999999999, "r": 513.6072000000006, "b": 424.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "(c) The different coefficient of linear expansion of aluminium and other metals.", "text": "(c) The different coefficient of linear expansion of aluminium and other metals.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3933", "parent": { "$ref": "#/groups/380" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 168, "bbox": { "l": 85.08000000000001, "t": 417.9202999999999, "r": 513.6216000000003, "b": 390.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "(d) Avoiding contact with dissimilar metals that may initiate galvanic action.", "text": "(d) Avoiding contact with dissimilar metals that may initiate galvanic action.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3934", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 168, "bbox": { "l": 85.07999999999996, "t": 383.96029999999985, "r": 286.7832000000002, "b": 370.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "3.7.2.2 Preparation for connection", "text": "3.7.2.2 Preparation for connection", "level": 1 }, { "self_ref": "#/texts/3935", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 168, "bbox": { "l": 85.07999999999996, "t": 363.9202999999998, "r": 513.5652000000009, "b": 336.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "The insulation on a conductor shall not be removed any further than is necessary to make the connection.", "text": "The insulation on a conductor shall not be removed any further than is necessary to make the connection." }, { "self_ref": "#/texts/3936", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 168, "bbox": { "l": 85.07999999999996, "t": 329.96029999999973, "r": 513.6191999999998, "b": 288.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 217 ] } ], "orig": "For connections between insulated conductors, the connection shall be insulated to provide a degree of insulation not inferior to that of the conductors. Any damaged insulation shall be reinstated.", "text": "For connections between insulated conductors, the connection shall be insulated to provide a degree of insulation not inferior to that of the conductors. Any damaged insulation shall be reinstated." }, { "self_ref": "#/texts/3937", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 168, "bbox": { "l": 85.07999999999996, "t": 281.96029999999973, "r": 281.51520000000005, "b": 268.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "3.7.2.3 Loosening of connections", "text": "3.7.2.3 Loosening of connections", "level": 1 }, { "self_ref": "#/texts/3938", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 168, "bbox": { "l": 85.07999999999996, "t": 261.92029999999977, "r": 193.49760000000003, "b": 248.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "3.7.2.3.1 General", "text": "3.7.2.3.1 General", "level": 1 }, { "self_ref": "#/texts/3939", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 168, "bbox": { "l": 85.07999999999996, "t": 241.94029999999975, "r": 513.5892000000005, "b": 200.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 219 ] } ], "orig": "Connections shall be made so that no loosening is likely because of vibration, alteration of materials or temperature variations to which the connections are likely to be subjected in normal service.", "text": "Connections shall be made so that no loosening is likely because of vibration, alteration of materials or temperature variations to which the connections are likely to be subjected in normal service." }, { "self_ref": "#/texts/3940", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 168, "bbox": { "l": 85.07999999999996, "t": 193.94029999999975, "r": 332.6460000000004, "b": 180.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "3.7.2.3.2 Crimp joints (compression joints)", "text": "3.7.2.3.2 Crimp joints (compression joints)", "level": 1 }, { "self_ref": "#/texts/3941", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 168, "bbox": { "l": 85.07999999999996, "t": 173.96029999999973, "r": 513.6456000000012, "b": 118.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 271 ] } ], "orig": "Conductors joined or terminated by means of a crimp (compression) connection shall be securely retained within a suitable crimping device. The connection shall be made using a tool designed for the purpose and techniques specified by the manufacturer.", "text": "Conductors joined or terminated by means of a crimp (compression) connection shall be securely retained within a suitable crimping device. The connection shall be made using a tool designed for the purpose and techniques specified by the manufacturer." }, { "self_ref": "#/texts/3942", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 168, "bbox": { "l": 66.6, "t": 691.9921999999999, "r": 74.862, "b": 676.3905199999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/3943", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 168, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3944", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 169, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3945", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 169, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "165", "text": "165" }, { "self_ref": "#/texts/3946", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 169, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3947", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 169, "bbox": { "l": 85.08, "t": 751.9403, "r": 312.91920000000016, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "3.7.2.4 Mechanical connection devices", "text": "3.7.2.4 Mechanical connection devices", "level": 1 }, { "self_ref": "#/texts/3948", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 169, "bbox": { "l": 85.08000000000001, "t": 731.9603, "r": 513.5712, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "Mechanical connection devices that meet the following criteria may be used for the connection of conductors.", "text": "Mechanical connection devices that meet the following criteria may be used for the connection of conductors." }, { "self_ref": "#/texts/3949", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 169, "bbox": { "l": 85.08000000000001, "t": 697.9403, "r": 205.49759999999986, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "Such devices shall-", "text": "Such devices shall-" }, { "self_ref": "#/texts/3950", "parent": { "$ref": "#/groups/381" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 169, "bbox": { "l": 85.08000000000001, "t": 677.9603, "r": 326.3160000000003, "b": 664.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "(a) comply with an appropriate Standard;", "text": "(a) comply with an appropriate Standard;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3951", "parent": { "$ref": "#/groups/381" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 169, "bbox": { "l": 85.08000000000001, "t": 657.9203, "r": 513.5580000000011, "b": 630.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "(b) not be dependent upon compression of insulating material for an effective electrical connection;", "text": "(b) not be dependent upon compression of insulating material for an effective electrical connection;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3952", "parent": { "$ref": "#/groups/381" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 169, "bbox": { "l": 85.08000000000001, "t": 623.9603, "r": 414.6984000000009, "b": 610.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "(c) have a short-circuit rating suitable for the application;", "text": "(c) have a short-circuit rating suitable for the application;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3953", "parent": { "$ref": "#/groups/381" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 169, "bbox": { "l": 85.08000000000001, "t": 603.9203, "r": 513.6252000000009, "b": 576.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "(d) have a long-term current-carrying capacity not less than that of the conductors they are designed to connect;", "text": "(d) have a long-term current-carrying capacity not less than that of the conductors they are designed to connect;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3954", "parent": { "$ref": "#/groups/381" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 169, "bbox": { "l": 85.07999999999998, "t": 569.9603, "r": 513.583200000001, "b": 542.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "(e) if capable of being re-used, suffer no deterioration in performance when re-used;", "text": "(e) if capable of being re-used, suffer no deterioration in performance when re-used;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3955", "parent": { "$ref": "#/groups/381" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 169, "bbox": { "l": 85.07999999999998, "t": 535.9403, "r": 510.01440000000105, "b": 508.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "(f) include manufacturer's information regarding their correct use or reuse for users when supplied; and", "text": "(f) include manufacturer's information regarding their correct use or reuse for users when supplied; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3956", "parent": { "$ref": "#/groups/381" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 169, "bbox": { "l": 85.07999999999996, "t": 501.92029999999994, "r": 513.6816000000003, "b": 474.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "(g) be installed using the techniques specified by the manufacturer for the application.", "text": "(g) be installed using the techniques specified by the manufacturer for the application.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3957", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 169, "bbox": { "l": 85.07999999999993, "t": 467.9602999999999, "r": 324.5880000000002, "b": 454.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "3.7.2.5 Retention of stranded conductors", "text": "3.7.2.5 Retention of stranded conductors", "level": 1 }, { "self_ref": "#/texts/3958", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 169, "bbox": { "l": 85.07999999999993, "t": 447.9202999999999, "r": 513.6804000000003, "b": 406.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 220 ] } ], "orig": "The ends of stranded conductors shall be secured by suitable means, so as to prevent the spreading or escape of individual strands. They shall not be soft-soldered before clamping under a screw or between metal surfaces.", "text": "The ends of stranded conductors shall be secured by suitable means, so as to prevent the spreading or escape of individual strands. They shall not be soft-soldered before clamping under a screw or between metal surfaces." }, { "self_ref": "#/texts/3959", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 169, "bbox": { "l": 85.07999999999998, "t": 399.9202999999998, "r": 239.31120000000018, "b": 386.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "3.7.2.6 Mechanical stress", "text": "3.7.2.6 Mechanical stress", "level": 1 }, { "self_ref": "#/texts/3960", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 169, "bbox": { "l": 85.07999999999998, "t": 379.9402999999998, "r": 513.627600000001, "b": 352.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 119 ] } ], "orig": "All cables and conductors shall be installed so that there is no undue mechanical stress on any connection.", "text": "All cables and conductors shall be installed so that there is no undue mechanical stress on any connection." }, { "self_ref": "#/texts/3961", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 169, "bbox": { "l": 85.07999999999998, "t": 345.92029999999977, "r": 259.5959999999998, "b": 332.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "3.7.2.7 Soldered connections", "text": "3.7.2.7 Soldered connections", "level": 1 }, { "self_ref": "#/texts/3962", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 169, "bbox": { "l": 85.07999999999998, "t": 325.94029999999975, "r": 513.6432000000002, "b": 298.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 150 ] } ], "orig": "Where a soldered connection is used, the design shall take account of creep, mechanical stress and temperature rise under fault conditions.", "text": "Where a soldered connection is used, the design shall take account of creep, mechanical stress and temperature rise under fault conditions." }, { "self_ref": "#/texts/3963", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 169, "bbox": { "l": 85.07999999999998, "t": 291.92029999999977, "r": 513.5748000000006, "b": 264.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "Soft-soldered connections shall not be clamped under a screw or between metal surfaces.", "text": "Soft-soldered connections shall not be clamped under a screw or between metal surfaces." }, { "self_ref": "#/texts/3964", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 169, "bbox": { "l": 96.42, "t": 260.8772, "r": 513.343775999999, "b": 235.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "NOTE: Soldered connections are not permitted for aerial conductors in tension. (See Clause 3.7.2.9.1.)", "text": "NOTE: Soldered connections are not permitted for aerial conductors in tension. (See Clause 3.7.2.9.1.)" }, { "self_ref": "#/texts/3965", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 169, "bbox": { "l": 85.08, "t": 228.9203, "r": 216.45000000000002, "b": 215.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "3.7.2.8 Flexible cords", "text": "3.7.2.8 Flexible cords", "level": 1 }, { "self_ref": "#/texts/3966", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 169, "bbox": { "l": 85.08000000000001, "t": 208.94029999999998, "r": 513.7212000000001, "b": 167.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 180 ] } ], "orig": "Joints in flexible cords used as installation wiring shall be made in accordance with the requirements of Clauses 3.7.2.2 to 3.7.2.7 or by means of suitable cable couplers.", "text": "Joints in flexible cords used as installation wiring shall be made in accordance with the requirements of Clauses 3.7.2.2 to 3.7.2.7 or by means of suitable cable couplers." }, { "self_ref": "#/texts/3967", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 169, "bbox": { "l": 85.08000000000004, "t": 160.94029999999998, "r": 513.6072000000007, "b": 119.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 181 ] } ], "orig": "Connections between a flexible cord used as equipment wiring to installation wiring shall be made in a purpose-made device containing suitable screwed or crimped terminals.", "text": "Connections between a flexible cord used as equipment wiring to installation wiring shall be made in a purpose-made device containing suitable screwed or crimped terminals." }, { "self_ref": "#/texts/3968", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 169, "bbox": { "l": 96.42, "t": 115.85720000000003, "r": 459.8601959999993, "b": 103.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "NOTE: Requirements for conductor identification are detailed in 3.8.1.", "text": "NOTE: Requirements for conductor identification are detailed in 3.8.1." }, { "self_ref": "#/texts/3969", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 169, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3970", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 170, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3971", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 170, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "166", "text": "166" }, { "self_ref": "#/texts/3972", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 170, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/3973", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 170, "bbox": { "l": 85.07999999999998, "t": 751.9403, "r": 513.6648000000001, "b": 696.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 273 ] } ], "orig": "Any flexible cord shall be installed so that undue stress on its connections because of a pull on the cord is alleviated by a pillar, post, grip, tortuous path, or other effective means. Knotting of the flexible cord shall not be acceptable for this purpose.", "text": "Any flexible cord shall be installed so that undue stress on its connections because of a pull on the cord is alleviated by a pillar, post, grip, tortuous path, or other effective means. Knotting of the flexible cord shall not be acceptable for this purpose." }, { "self_ref": "#/texts/3974", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 170, "bbox": { "l": 85.07999999999998, "t": 689.9603, "r": 236.0496000000002, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "3.7.2.9 Aerial conductors", "text": "3.7.2.9 Aerial conductors", "level": 1 }, { "self_ref": "#/texts/3975", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 170, "bbox": { "l": 85.07999999999998, "t": 669.9203, "r": 277.44600000000025, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "3.7.2.9.1 Joints and connections", "text": "3.7.2.9.1 Joints and connections", "level": 1 }, { "self_ref": "#/texts/3976", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 170, "bbox": { "l": 85.07999999999998, "t": 649.9403, "r": 513.6000000000008, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "The following limitations and additional requirements apply to joints and connections in aerial conductors:", "text": "The following limitations and additional requirements apply to joints and connections in aerial conductors:" }, { "self_ref": "#/texts/3977", "parent": { "$ref": "#/groups/382" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 170, "bbox": { "l": 85.07999999999998, "t": 615.9203, "r": 513.6264000000002, "b": 588.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "(a) Connections or joints in aerial conductors in tension shall be made without soldering.", "text": "(a) Connections or joints in aerial conductors in tension shall be made without soldering.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3978", "parent": { "$ref": "#/groups/382" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 170, "bbox": { "l": 85.08000000000001, "t": 581.9603, "r": 513.6324000000009, "b": 540.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 209 ] } ], "orig": "(b) Connections to aerial conductors shall be reliable and adequately protected against the effects of movement, exposure to direct sunlight and entry of moisture, and shall be as short as practicable.", "text": "(b) Connections to aerial conductors shall be reliable and adequately protected against the effects of movement, exposure to direct sunlight and entry of moisture, and shall be as short as practicable.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3979", "parent": { "$ref": "#/groups/382" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 170, "bbox": { "l": 85.07999999999998, "t": 533.9603, "r": 513.5447999999997, "b": 492.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 156 ] } ], "orig": "(c) Where conductors of dissimilar metals are joined, means shall be taken to prevent galvanic action by the use of appropriate connecting devices.", "text": "(c) Where conductors of dissimilar metals are joined, means shall be taken to prevent galvanic action by the use of appropriate connecting devices.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3980", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 170, "bbox": { "l": 85.07999999999998, "t": 485.9602999999999, "r": 239.28360000000012, "b": 472.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "3.7.2.9.2 Prohibited joints", "text": "3.7.2.9.2 Prohibited joints", "level": 1 }, { "self_ref": "#/texts/3981", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 170, "bbox": { "l": 85.07999999999998, "t": 465.9202999999999, "r": 493.59960000000075, "b": 452.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "Joints shall not be made in the following types of cable, when in tension:", "text": "Joints shall not be made in the following types of cable, when in tension:" }, { "self_ref": "#/texts/3982", "parent": { "$ref": "#/groups/383" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 170, "bbox": { "l": 85.07999999999998, "t": 445.94029999999987, "r": 398.21879999999976, "b": 432.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "(a) Parallel-webbed or insulated twisted aerial cables.", "text": "(a) Parallel-webbed or insulated twisted aerial cables.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3983", "parent": { "$ref": "#/groups/383" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 170, "bbox": { "l": 85.07999999999998, "t": 425.96029999999985, "r": 257.3352000000001, "b": 412.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "(b) Neutral-screened cables.", "text": "(b) Neutral-screened cables.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3984", "parent": { "$ref": "#/groups/383" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 170, "bbox": { "l": 85.07999999999998, "t": 405.9202999999998, "r": 216.1464, "b": 392.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "(c) Multi-core cables.", "text": "(c) Multi-core cables.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3985", "parent": { "$ref": "#/groups/383" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 170, "bbox": { "l": 85.07999999999998, "t": 385.9402999999998, "r": 289.55040000000014, "b": 372.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "(d) Conductors of different metals.", "text": "(d) Conductors of different metals.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3986", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 170, "bbox": { "l": 85.07999999999998, "t": 365.9602999999998, "r": 258.5759999999999, "b": 352.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "3.7.2.10 Underground cables", "text": "3.7.2.10 Underground cables", "level": 1 }, { "self_ref": "#/texts/3987", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 170, "bbox": { "l": 85.07999999999998, "t": 345.92029999999977, "r": 513.6120000000003, "b": 318.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 83 ] } ], "orig": "Connections in underground wiring shall be sealed to prevent the entry of moisture.", "text": "Connections in underground wiring shall be sealed to prevent the entry of moisture." }, { "self_ref": "#/texts/3988", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 170, "bbox": { "l": 85.07999999999998, "t": 311.96029999999973, "r": 257.64719999999994, "b": 298.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "3.7.2.11 Earthing conductors", "text": "3.7.2.11 Earthing conductors", "level": 1 }, { "self_ref": "#/texts/3989", "parent": { "$ref": "#/groups/384" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 170, "bbox": { "l": 85.07999999999998, "t": 291.92029999999977, "r": 513.6888000000014, "b": 250.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 222 ] } ], "orig": "(a) Soldered connections Where soldering is used for the jointing or connection of earthing conductors, the earthing conductors shall be retained in position by acceptable means independently of the solder.", "text": "(a) Soldered connections Where soldering is used for the jointing or connection of earthing conductors, the earthing conductors shall be retained in position by acceptable means independently of the solder.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3990", "parent": { "$ref": "#/groups/384" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 170, "bbox": { "l": 85.07999999999998, "t": 243.92029999999977, "r": 513.6359999999997, "b": 202.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "(b) Tunnel-type connections All screws that are in direct contact with conductors in tunnel-type terminals shall be of the type designed not to cut the conductor.", "text": "(b) Tunnel-type connections All screws that are in direct contact with conductors in tunnel-type terminals shall be of the type designed not to cut the conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3991", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 170, "bbox": { "l": 85.07999999999993, "t": 195.92029999999977, "r": 513.5964000000005, "b": 168.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "To maintain effective clamping of conductors, tunnel terminals shall be of a type having-", "text": "To maintain effective clamping of conductors, tunnel terminals shall be of a type having-" }, { "self_ref": "#/texts/3992", "parent": { "$ref": "#/groups/385" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 170, "bbox": { "l": 85.07999999999993, "t": 161.96029999999973, "r": 182.79239999999987, "b": 148.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "(i) two screws;", "text": "(i) two screws;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3993", "parent": { "$ref": "#/groups/385" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 170, "bbox": { "l": 85.07999999999993, "t": 141.92029999999977, "r": 513.6288000000003, "b": 114.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "(ii) one screw with an outside diameter not less than 80% of the tunnel diameter; or", "text": "(ii) one screw with an outside diameter not less than 80% of the tunnel diameter; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/3994", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 170, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/3995", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 171, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/3996", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 171, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/3997", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 171, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "167", "text": "167" }, { "self_ref": "#/texts/3998", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 171, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/3999", "parent": { "$ref": "#/groups/386" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 171, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.6204000000002, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "(iii) the conductor clamped by suitable ferrules or plates in direct contact with the conductor.", "text": "(iii) the conductor clamped by suitable ferrules or plates in direct contact with the conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4000", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 171, "bbox": { "l": 85.07999999999998, "t": 717.9203, "r": 513.6336000000002, "b": 662.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 299 ] } ], "orig": "Exception: This requirement need not apply where one clamping screw, in direct contact with the conductor, is provided at the fixed terminals of electrical equipment, such as junction boxes, socket-outlets, and lampholders, provided that the screw is in direct contact with the conductor.", "text": "Exception: This requirement need not apply where one clamping screw, in direct contact with the conductor, is provided at the fixed terminals of electrical equipment, such as junction boxes, socket-outlets, and lampholders, provided that the screw is in direct contact with the conductor." }, { "self_ref": "#/texts/4001", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 171, "bbox": { "l": 96.42, "t": 658.8572, "r": 513.3909899999991, "b": 633.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "NOTE: Terminals in earth bars and links are required to comply with Clause 2.10.4.2.", "text": "NOTE: Terminals in earth bars and links are required to comply with Clause 2.10.4.2." }, { "self_ref": "#/texts/4002", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 171, "bbox": { "l": 85.08, "t": 626.9603, "r": 222.43439999999993, "b": 613.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "3.7.3 Joints in cables", "text": "3.7.3 Joints in cables", "level": 1 }, { "self_ref": "#/texts/4003", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 171, "bbox": { "l": 85.07999999999998, "t": 606.9203, "r": 513.6095999999999, "b": 579.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 140 ] } ], "orig": "Joints in cables shall be enclosed, e.g. in a junction box, to provide adequate protection against relevant external influences.", "text": "Joints in cables shall be enclosed, e.g. in a junction box, to provide adequate protection against relevant external influences." }, { "self_ref": "#/texts/4004", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 171, "bbox": { "l": 85.07999999999998, "t": 572.9603, "r": 503.5608000000006, "b": 559.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "Exception: Joints in cables need not be enclosed, provided that the joint-", "text": "Exception: Joints in cables need not be enclosed, provided that the joint-" }, { "self_ref": "#/texts/4005", "parent": { "$ref": "#/groups/387" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 171, "bbox": { "l": 85.07999999999998, "t": 552.9203, "r": 320.0256000000003, "b": 539.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "(a) is not subjected to any undue strain;", "text": "(a) is not subjected to any undue strain;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4006", "parent": { "$ref": "#/groups/387" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 171, "bbox": { "l": 85.07999999999998, "t": 532.9403, "r": 460.33200000000045, "b": 519.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "(b) is made in accordance with the requirements of Clause 3.7.2;", "text": "(b) is made in accordance with the requirements of Clause 3.7.2;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4007", "parent": { "$ref": "#/groups/387" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 171, "bbox": { "l": 85.07999999999996, "t": 512.9603, "r": 513.6084000000002, "b": 485.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "(c) has any mechanical protection that was removed or damaged reinstated; and", "text": "(c) has any mechanical protection that was removed or damaged reinstated; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4008", "parent": { "$ref": "#/groups/387" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 171, "bbox": { "l": 85.07999999999996, "t": 478.9402999999999, "r": 513.6107999999999, "b": 437.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "(d) is insulated and sheathed to provide the equivalent of the original cable insulation and sheathing, including the requirements in Clause 3.10.1.2.", "text": "(d) is insulated and sheathed to provide the equivalent of the original cable insulation and sheathing, including the requirements in Clause 3.10.1.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4009", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 171, "bbox": { "l": 85.08000000000004, "t": 430.94029999999987, "r": 250.48080000000027, "b": 417.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "3.7.4 Installation couplers", "text": "3.7.4 Installation couplers", "level": 1 }, { "self_ref": "#/texts/4010", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 171, "bbox": { "l": 85.08000000000004, "t": 410.96029999999985, "r": 513.6095999999994, "b": 355.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 248 ] } ], "orig": "An installation coupler, enclosed or unenclosed, complying with the requirements of AS/NZS 61535, is a suitable method for the electrical connection of cables, including flexible cords, flexible cables and rigid (solid or stranded) cables.", "text": "An installation coupler, enclosed or unenclosed, complying with the requirements of AS/NZS 61535, is a suitable method for the electrical connection of cables, including flexible cords, flexible cables and rigid (solid or stranded) cables." }, { "self_ref": "#/texts/4011", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 171, "bbox": { "l": 96.42, "t": 351.8372, "r": 145.63345799999996, "b": 339.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/4012", "parent": { "$ref": "#/groups/388" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 171, "bbox": { "l": 96.42, "t": 335.876672, "r": 513.2866800000004, "b": 297.5828240000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 187 ] } ], "orig": "1 Installation couplers are intended for permanent connection between sections of wiring, particularly in 'soft' wiring systems, and are considered equivalent to a junction box.", "text": "1 Installation couplers are intended for permanent connection between sections of wiring, particularly in 'soft' wiring systems, and are considered equivalent to a junction box.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4013", "parent": { "$ref": "#/groups/388" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 171, "bbox": { "l": 96.42, "t": 293.877074, "r": 513.2921700000004, "b": 255.58322599999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 188 ] } ], "orig": "2 Installation couplers require a deliberate act to disengage the latching mechanism and are not intended to be engaged or disconnected under load or to be used as socket-outlets.", "text": "2 Installation couplers require a deliberate act to disengage the latching mechanism and are not intended to be engaged or disconnected under load or to be used as socket-outlets.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4014", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 171, "bbox": { "l": 85.08, "t": 240.98029999999994, "r": 217.06080000000006, "b": 227.5883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "3.8 IDENTIFICATION", "text": "3.8 IDENTIFICATION", "level": 1 }, { "self_ref": "#/texts/4015", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 171, "bbox": { "l": 85.08, "t": 220.94029999999998, "r": 174.24600000000007, "b": 207.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "3.8.1 General", "text": "3.8.1 General", "level": 1 }, { "self_ref": "#/texts/4016", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 171, "bbox": { "l": 85.07999999999998, "t": 200.96029999999996, "r": 513.6695999999997, "b": 159.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 176 ] } ], "orig": "Installation wiring conductors shall be clearly identified to indicate their intended function as active, neutral, earthing or equipotential bonding conductors.", "text": "Installation wiring conductors shall be clearly identified to indicate their intended function as active, neutral, earthing or equipotential bonding conductors." }, { "self_ref": "#/texts/4017", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 171, "bbox": { "l": 85.07999999999998, "t": 152.96029999999996, "r": 513.648, "b": 125.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 128 ] } ], "orig": "Where identification is achieved using the colour of the conductor insulation, the colours specified in Table 3.4 shall be used.", "text": "Where identification is achieved using the colour of the conductor insulation, the colours specified in Table 3.4 shall be used." }, { "self_ref": "#/texts/4018", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 171, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4019", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 172, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/4020", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 172, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4021", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 172, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "168", "text": "168" }, { "self_ref": "#/texts/4022", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 172, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/4023", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 172, "bbox": { "l": 85.07999999999998, "t": 751.9403, "r": 538.416, "b": 696.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 267 ] } ], "orig": "Conductors with green, yellow or green/yellow combination coloured insulation or sheathing shall not be used as active or neutral conductors in installation wiring. In New Zealand, use of these colours is restricted for conductors but not for sheathing. NZ", "text": "Conductors with green, yellow or green/yellow combination coloured insulation or sheathing shall not be used as active or neutral conductors in installation wiring. In New Zealand, use of these colours is restricted for conductors but not for sheathing. NZ" }, { "self_ref": "#/texts/4024", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 172, "bbox": { "l": 85.07999999999993, "t": 689.9603, "r": 513.5712000000005, "b": 662.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 127 ] } ], "orig": "Exception: The colour identification provisions of Table 3.4 need not apply to the special applications listed in Clause 3.8.3.", "text": "Exception: The colour identification provisions of Table 3.4 need not apply to the special applications listed in Clause 3.8.3." }, { "self_ref": "#/texts/4025", "parent": { "$ref": "#/groups/390" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 172, "bbox": { "l": 65.88, "t": 656.2321999999999, "r": 419.89920000000086, "b": 640.6305199999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "In New Zealand, there is no restriction on sheathing colour. *", "text": "In New Zealand, there is no restriction on sheathing colour. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4026", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 172, "bbox": { "l": 96.42, "t": 638.8772, "r": 145.63345799999996, "b": 626.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/4027", "parent": { "$ref": "#/groups/391" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 172, "bbox": { "l": 96.42, "t": 622.85738, "r": 513.2691120000003, "b": 597.583616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "1 Internal wiring of equipment is not regarded as installation wiring but may be subject to particular equipment standards.", "text": "1 Internal wiring of equipment is not regarded as installation wiring but may be subject to particular equipment standards.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4028", "parent": { "$ref": "#/groups/391" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 172, "bbox": { "l": 96.42, "t": 593.8767680000001, "r": 513.3075419999993, "b": 555.5829200000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 201 ] } ], "orig": "2 Switchboard wiring is not regarded as installation wiring but the AS/NZS 3439 series and AS/NZS 61439 series restrict the green/yellow combination to the identification of earthing conductors.", "text": "2 Switchboard wiring is not regarded as installation wiring but the AS/NZS 3439 series and AS/NZS 61439 series restrict the green/yellow combination to the identification of earthing conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4029", "parent": { "$ref": "#/tables/25" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 172, "bbox": { "l": 136.86, "t": 541.9403, "r": 461.8464000000001, "b": 508.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "TABLE 3.4 CONDUCTOR COLOURS FOR INSTALLATION WIRING", "text": "TABLE 3.4 CONDUCTOR COLOURS FOR INSTALLATION WIRING" }, { "self_ref": "#/texts/4030", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 172, "bbox": { "l": 124.44, "t": 396.7484, "r": 169.335612, "b": 385.56608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/4031", "parent": { "$ref": "#/groups/392" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 172, "bbox": { "l": 124.44, "t": 381.74846, "r": 473.6309879999991, "b": 346.566236, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 185 ] } ], "orig": "1 When green/yellow is used, one colour shall cover not less than 30% and not more than 70% of the surface area, with the other colour covering the remainder of the surface.", "text": "1 When green/yellow is used, one colour shall cover not less than 30% and not more than 70% of the surface area, with the other colour covering the remainder of the surface.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4032", "parent": { "$ref": "#/groups/392" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 172, "bbox": { "l": 124.44, "t": 342.748616, "r": 333.446178, "b": 331.566296, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "2 Recommended colours for actives are-", "text": "2 Recommended colours for actives are-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4033", "parent": { "$ref": "#/groups/392" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 172, "bbox": { "l": 141.419892, "t": 327.74867600000005, "r": 330.9021000000002, "b": 316.56635600000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "(a) Red or brown for single-phase; or", "text": "(a) Red or brown for single-phase; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4034", "parent": { "$ref": "#/groups/392" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 172, "bbox": { "l": 141.419892, "t": 312.748736, "r": 331.7417759999997, "b": 301.5664160000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "(b) Red, white or blue for multiphase.", "text": "(b) Red, white or blue for multiphase.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4035", "parent": { "$ref": "#/groups/392" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 172, "bbox": { "l": 124.44, "t": 297.7487960000001, "r": 473.6710679999988, "b": 250.56662000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 255 ] } ], "orig": "3 Where colours are used for the identification of cable cores, Australian and New Zealand cable identification colours and European cable identification colours shall not be combined within the same wiring enclosure or the same multi-core cable.", "text": "3 Where colours are used for the identification of cable cores, Australian and New Zealand cable identification colours and European cable identification colours shall not be combined within the same wiring enclosure or the same multi-core cable.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4036", "parent": { "$ref": "#/groups/392" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 172, "bbox": { "l": 124.44, "t": 246.74900000000002, "r": 473.5668600000001, "b": 223.566728, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "4 In New Zealand domestic installations, the only permitted colour for neutral conductors is black.", "text": "4 In New Zealand domestic installations, the only permitted colour for neutral conductors is black.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4037", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 172, "bbox": { "l": 85.08, "t": 216.9203, "r": 250.50120000000004, "b": 203.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "3.8.2 Colour identification", "text": "3.8.2 Colour identification", "level": 1 }, { "self_ref": "#/texts/4038", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 172, "bbox": { "l": 85.08, "t": 196.94029999999998, "r": 405.3828000000003, "b": 183.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "3.8.2.1 Colour identification by sleeving or other means", "text": "3.8.2.1 Colour identification by sleeving or other means", "level": 1 }, { "self_ref": "#/texts/4039", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 172, "bbox": { "l": 85.07999999999996, "t": 176.96029999999996, "r": 513.6012000000011, "b": 135.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 196 ] } ], "orig": "Colour identification by sleeving or other means, using colours corresponding to those listed in Table 3.4 at each termination, may be used as a means of identification for the following purposes:", "text": "Colour identification by sleeving or other means, using colours corresponding to those listed in Table 3.4 at each termination, may be used as a means of identification for the following purposes:" }, { "self_ref": "#/texts/4040", "parent": { "$ref": "#/groups/393" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 172, "bbox": { "l": 85.07999999999998, "t": 128.96030000000007, "r": 513.6071999999998, "b": 101.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "(a) Conductors with black or light blue insulation used as active conductors.", "text": "(a) Conductors with black or light blue insulation used as active conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4041", "parent": { "$ref": "#/pictures/66" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 172, "bbox": { "l": 518.46, "t": 654.2603, "r": 538.416, "b": 640.8683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/4042", "parent": { "$ref": "#/pictures/67" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 172, "bbox": { "l": 518.46, "t": 246.8003, "r": 538.416, "b": 233.40830000000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/4043", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 172, "bbox": { "l": 66.6, "t": 595.7521999999999, "r": 74.862, "b": 580.1505199999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/4044", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 172, "bbox": { "l": 65.28, "t": 245.35220000000004, "r": 73.542, "b": 229.75052000000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/4045", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 172, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4046", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 173, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4047", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 173, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "169", "text": "169" }, { "self_ref": "#/texts/4048", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 173, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/4049", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 173, "bbox": { "l": 113.46, "t": 751.9403, "r": 128.0736, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "or", "text": "or" }, { "self_ref": "#/texts/4050", "parent": { "$ref": "#/groups/394" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 173, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 513.6324000000003, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 118 ] } ], "orig": "(b) Conductors with other than green, yellow, green/yellow, black or light blue insulation used as neutral conductors.", "text": "(b) Conductors with other than green, yellow, green/yellow, black or light blue insulation used as neutral conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4051", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 173, "bbox": { "l": 113.45999999999998, "t": 697.9403, "r": 128.07359999999997, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "or", "text": "or" }, { "self_ref": "#/texts/4052", "parent": { "$ref": "#/groups/395" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 173, "bbox": { "l": 85.07999999999998, "t": 677.9603, "r": 513.5484000000005, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "(c) Conductors within multi-core cables with other than green, yellow or green/yellow insulation used as earthing conductors.", "text": "(c) Conductors within multi-core cables with other than green, yellow or green/yellow insulation used as earthing conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4053", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 173, "bbox": { "l": 85.07999999999996, "t": 643.9403, "r": 513.6719999999996, "b": 616.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "Colour identification shall be of colour-fast, non-conductive material that is compatible with the cable and its location.", "text": "Colour identification shall be of colour-fast, non-conductive material that is compatible with the cable and its location." }, { "self_ref": "#/texts/4054", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 173, "bbox": { "l": 85.07999999999993, "t": 609.9203, "r": 513.6612000000001, "b": 568.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 174 ] } ], "orig": "Single-core cables with other than green, yellow or green/yellow insulation, used as earthing conductors, shall be identified continuously along their entire length.", "text": "Single-core cables with other than green, yellow or green/yellow insulation, used as earthing conductors, shall be identified continuously along their entire length." }, { "self_ref": "#/texts/4055", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 173, "bbox": { "l": 85.07999999999993, "t": 561.9203, "r": 513.5903999999997, "b": 520.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 200 ] } ], "orig": "Colour identification shall not be used at terminations or along the entire length, to identify a green, yellow or green/yellow colour-insulated conductor as an active or neutral conductor.", "text": "Colour identification shall not be used at terminations or along the entire length, to identify a green, yellow or green/yellow colour-insulated conductor as an active or neutral conductor." }, { "self_ref": "#/texts/4056", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 173, "bbox": { "l": 85.07999999999998, "t": 513.9202999999999, "r": 435.35519999999985, "b": 500.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "3.8.2.2 Sleeving of existing earthing and bonding conductors", "text": "3.8.2.2 Sleeving of existing earthing and bonding conductors", "level": 1 }, { "self_ref": "#/texts/4057", "parent": { "$ref": "#/groups/396" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 173, "bbox": { "l": 66.6, "t": 493.9402999999999, "r": 513.6792000000004, "b": 438.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 244 ] } ], "orig": "In electrical installations where earthing or bonding conductors have been previously installed using bare or green conductors, complying with previous editions of this Standard, such earthing or bonding conductors may remain. *", "text": "In electrical installations where earthing or bonding conductors have been previously installed using bare or green conductors, complying with previous editions of this Standard, such earthing or bonding conductors may remain. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4058", "parent": { "$ref": "#/groups/396" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 173, "bbox": { "l": 66.6, "t": 431.96029999999985, "r": 513.7236000000009, "b": 376.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 294 ] } ], "orig": "When alterations or repairs are carried out that result in new terminations or junctions to those existing bare or green conductors, such bare or green coloured conductors shall be sleeved with green/yellow sleeving within each of those new cable junctions or terminations. *", "text": "When alterations or repairs are carried out that result in new terminations or junctions to those existing bare or green conductors, such bare or green coloured conductors shall be sleeved with green/yellow sleeving within each of those new cable junctions or terminations. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4059", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 173, "bbox": { "l": 85.07999999999993, "t": 369.92029999999977, "r": 335.75760000000025, "b": 356.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "3.8.2.3 Sleeving of existing live conductors", "text": "3.8.2.3 Sleeving of existing live conductors", "level": 1 }, { "self_ref": "#/texts/4060", "parent": { "$ref": "#/groups/397" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 173, "bbox": { "l": 62.7, "t": 349.94029999999975, "r": 513.6540000000009, "b": 308.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 222 ] } ], "orig": "In electrical installations where conductors with yellow insulation have been previously installed as live conductors, complying with previous editions of this Standard, such conductors with yellow insulation may remain. *", "text": "In electrical installations where conductors with yellow insulation have been previously installed as live conductors, complying with previous editions of this Standard, such conductors with yellow insulation may remain. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4061", "parent": { "$ref": "#/groups/397" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 173, "bbox": { "l": 62.4, "t": 301.94029999999975, "r": 513.7236000000008, "b": 246.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 287 ] } ], "orig": "When alterations or repairs are carried out that result in new terminations or junctions to those existing live conductors with yellow insulation, such live conductors with yellow insulation shall be sleeved with white sleeving within each of those new cable junctions or terminations. *", "text": "When alterations or repairs are carried out that result in new terminations or junctions to those existing live conductors with yellow insulation, such live conductors with yellow insulation shall be sleeved with white sleeving within each of those new cable junctions or terminations. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4062", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 173, "bbox": { "l": 85.07999999999996, "t": 239.96029999999973, "r": 344.1132000000003, "b": 226.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "3.8.3 Exceptions and special applications", "text": "3.8.3 Exceptions and special applications", "level": 1 }, { "self_ref": "#/texts/4063", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 173, "bbox": { "l": 85.07999999999996, "t": 219.92029999999966, "r": 182.9376, "b": 206.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "3.8.3.1 General", "text": "3.8.3.1 General", "level": 1 }, { "self_ref": "#/texts/4064", "parent": { "$ref": "#/groups/398" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 173, "bbox": { "l": 64.86, "t": 199.94029999999975, "r": 513.6276000000007, "b": 172.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "The colour identification provisions of Table 3.4 need not apply to the applications described in Clauses 3.8.3.2 to 3.8.3.5. *", "text": "The colour identification provisions of Table 3.4 need not apply to the applications described in Clauses 3.8.3.2 to 3.8.3.5. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4065", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 173, "bbox": { "l": 85.07999999999996, "t": 165.92029999999977, "r": 409.42319999999984, "b": 152.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "3.8.3.2 Protective earthing and equipotential conductors", "text": "3.8.3.2 Protective earthing and equipotential conductors", "level": 1 }, { "self_ref": "#/texts/4066", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 173, "bbox": { "l": 85.07999999999996, "t": 145.94029999999975, "r": 513.5952000000005, "b": 118.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "An earthing conductor need not be coloured green/yellow in the following situations:", "text": "An earthing conductor need not be coloured green/yellow in the following situations:" }, { "self_ref": "#/texts/4067", "parent": { "$ref": "#/groups/399" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 173, "bbox": { "l": 85.07999999999996, "t": 111.92029999999966, "r": 491.7372000000004, "b": 98.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "(a) A bare or aerial conductor used as a protective earthing conductor.", "text": "(a) A bare or aerial conductor used as a protective earthing conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4068", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 173, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4069", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 174, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4070", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 174, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "170", "text": "170" }, { "self_ref": "#/texts/4071", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 174, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/4072", "parent": { "$ref": "#/groups/400" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 174, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.645600000001, "b": 696.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 265 ] } ], "orig": "(b) Where a suitable screen of a multi-core cable is used as a protective earthing conductor, it shall be acceptable to identify the portion of the screen, from the point of separation of the cores to the conductor termination, as the earthing conductor.", "text": "(b) Where a suitable screen of a multi-core cable is used as a protective earthing conductor, it shall be acceptable to identify the portion of the screen, from the point of separation of the cores to the conductor termination, as the earthing conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4073", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 174, "bbox": { "l": 113.46, "t": 692.8772, "r": 513.3043860000005, "b": 667.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "NOTE: Clause 5.3.2.4 sets out insulation requirements for earthing conductors.", "text": "NOTE: Clause 5.3.2.4 sets out insulation requirements for earthing conductors." }, { "self_ref": "#/texts/4074", "parent": { "$ref": "#/groups/401" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 174, "bbox": { "l": 85.08, "t": 660.9203, "r": 513.6240000000008, "b": 619.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 146 ] } ], "orig": "(c) An insulated protective earthing conductor is not normally manufactured in the green/yellow colour combination, e.g. silicon compounds.", "text": "(c) An insulated protective earthing conductor is not normally manufactured in the green/yellow colour combination, e.g. silicon compounds.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4075", "parent": { "$ref": "#/groups/401" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 174, "bbox": { "l": 85.08000000000001, "t": 612.9203, "r": 349.5660000000004, "b": 599.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "(d) A multi-core cable that has a green earth.", "text": "(d) A multi-core cable that has a green earth.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4076", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 174, "bbox": { "l": 85.08000000000001, "t": 592.9403, "r": 513.6804000000013, "b": 551.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 173 ] } ], "orig": "In such installations, sleeving should be used at terminations where it is otherwise not obvious that the conductor is being used for earthing purposes.", "text": "In such installations, sleeving should be used at terminations where it is otherwise not obvious that the conductor is being used for earthing purposes." }, { "self_ref": "#/texts/4077", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 174, "bbox": { "l": 85.08000000000004, "t": 544.9403, "r": 304.98480000000035, "b": 531.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "3.8.3.3 Active and neutral conductors", "text": "3.8.3.3 Active and neutral conductors", "level": 1 }, { "self_ref": "#/texts/4078", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 174, "bbox": { "l": 85.08000000000001, "t": 524.9603, "r": 513.6659999999997, "b": 497.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "An active or neutral conductor need not be coloured in accordance with the colours specified in Table 3.4 where-", "text": "An active or neutral conductor need not be coloured in accordance with the colours specified in Table 3.4 where-" }, { "self_ref": "#/texts/4079", "parent": { "$ref": "#/groups/402" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 174, "bbox": { "l": 85.08000000000001, "t": 490.9402999999999, "r": 513.6036, "b": 449.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 189 ] } ], "orig": "(a) insulated conductors within a multi-core cable, provided they are not yellow, have each core clearly identifiable by means of numbering, lettering or equivalent means;", "text": "(a) insulated conductors within a multi-core cable, provided they are not yellow, have each core clearly identifiable by means of numbering, lettering or equivalent means;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4080", "parent": { "$ref": "#/groups/402" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 174, "bbox": { "l": 85.0800000000001, "t": 442.94029999999987, "r": 513.597600000001, "b": 401.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 159 ] } ], "orig": "(b) conductors of flexible cords and flexible cables, provided they are not yellow, are identified by alternative colours in accordance with Clause 3.8.3.4; or", "text": "(b) conductors of flexible cords and flexible cables, provided they are not yellow, are identified by alternative colours in accordance with Clause 3.8.3.4; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4081", "parent": { "$ref": "#/groups/402" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 174, "bbox": { "l": 85.08000000000018, "t": 394.9402999999998, "r": 513.6336000000005, "b": 353.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 201 ] } ], "orig": "(c) the neutral conductor of an insulated aerial conductor is identified by multiple longitudinal ribs around the circumference and length that clearly distinguish it from the other conductors.", "text": "(c) the neutral conductor of an insulated aerial conductor is identified by multiple longitudinal ribs around the circumference and length that clearly distinguish it from the other conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4082", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 174, "bbox": { "l": 85.08000000000013, "t": 346.94029999999975, "r": 433.480800000001, "b": 333.54829999999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "3.8.3.4 Alternative and European cable identification colours", "text": "3.8.3.4 Alternative and European cable identification colours", "level": 1 }, { "self_ref": "#/texts/4083", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 174, "bbox": { "l": 85.0800000000001, "t": 326.96029999999973, "r": 513.6312000000005, "b": 285.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 203 ] } ], "orig": "Figure 3.1 demonstrates the coordination of conductor insulation colours of single-phase cables manufactured to current and superseded Australian and New Zealand Standards and typical European practices.", "text": "Figure 3.1 demonstrates the coordination of conductor insulation colours of single-phase cables manufactured to current and superseded Australian and New Zealand Standards and typical European practices." }, { "self_ref": "#/texts/4084", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 174, "bbox": { "l": 85.08000000000007, "t": 278.96029999999973, "r": 513.6000000000006, "b": 237.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 194 ] } ], "orig": "Figures 3.2 demonstrates the coordination of conductor insulation colours of multiphase cables manufactured to current Australian and New Zealand Standards and typical European practices.", "text": "Figures 3.2 demonstrates the coordination of conductor insulation colours of multiphase cables manufactured to current Australian and New Zealand Standards and typical European practices." }, { "self_ref": "#/texts/4085", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 174, "bbox": { "l": 96.42, "t": 233.87720000000002, "r": 145.63345799999996, "b": 221.62351999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/4086", "parent": { "$ref": "#/groups/403" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 174, "bbox": { "l": 96.42, "t": 217.85738000000003, "r": 513.2581319999993, "b": 192.583616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] } ], "orig": "1 Effective March 2006, British wiring practices were harmonized with Europe in relation to installation wiring and equipment wiring.", "text": "1 Effective March 2006, British wiring practices were harmonized with Europe in relation to installation wiring and equipment wiring.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4087", "parent": { "$ref": "#/groups/403" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 174, "bbox": { "l": 96.42, "t": 188.87676799999997, "r": 513.3986759999992, "b": 137.62322599999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 228 ] } ], "orig": "2 Care should be exercised when connecting imported equipment that does not use AS/NZS conductor colour codes. Detailed testing should be performed to verify the function and connection of wiring within the equipment.", "text": "2 Care should be exercised when connecting imported equipment that does not use AS/NZS conductor colour codes. Detailed testing should be performed to verify the function and connection of wiring within the equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4088", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 174, "bbox": { "l": 64.38, "t": 615.3122, "r": 72.642, "b": 599.71052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/4089", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 174, "bbox": { "l": 64.86, "t": 440.8322, "r": 73.122, "b": 425.23052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/4090", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 174, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4091", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 175, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4092", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 175, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "171", "text": "171" }, { "self_ref": "#/texts/4093", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 175, "bbox": { "l": 113.46, "t": 745.8572, "r": 240.18237599999986, "b": 733.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "SUPERSEDED AS/NZS", "text": "SUPERSEDED AS/NZS" }, { "self_ref": "#/texts/4094", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 175, "bbox": { "l": 113.46, "t": 732.8372, "r": 214.84053599999982, "b": 720.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "FLEXIBLE CORDS", "text": "FLEXIBLE CORDS" }, { "self_ref": "#/texts/4095", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 175, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/4096", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 175, "bbox": { "l": 265.74, "t": 745.8572, "r": 476.91857400000043, "b": 733.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "FUNCTION EUROPEAN CABLES AND", "text": "FUNCTION EUROPEAN CABLES AND" }, { "self_ref": "#/texts/4097", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 175, "bbox": { "l": 333.78, 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"t": 425.3460348, "r": 311.46962474999975, "b": 417.8361896, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "Neutral", "text": "Neutral" }, { "self_ref": "#/texts/4130", "parent": { "$ref": "#/pictures/69" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 175, "bbox": { "l": 280.36204499999997, "t": 408.77510262, "r": 304.25525039999997, "b": 401.26525742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "Earth", "text": "Earth" }, { "self_ref": "#/texts/4131", "parent": { "$ref": "#/pictures/69" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 175, "bbox": { "l": 369.93691379999996, "t": 425.3460348, "r": 389.5331164499999, "b": 417.8361896, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "Blue", "text": "Blue" }, { "self_ref": "#/texts/4132", "parent": { "$ref": "#/pictures/69" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 175, "bbox": { "l": 206.4927, "t": 444.3354348, "r": 226.08805260000008, "b": 436.8255896, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "Blue", "text": "Blue" }, { "self_ref": "#/texts/4133", "parent": { "$ref": "#/pictures/69" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 175, "bbox": { "l": 225.74038215000002, "t": 444.3354348, "r": 389.5297162499998, "b": 436.8255896, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "...............Phase/Line 3..............Grey", "text": "...............Phase/Line 3..............Grey" }, { "self_ref": "#/texts/4134", "parent": { "$ref": "#/pictures/69" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 175, "bbox": { "l": 330.78106065000003, "t": 408.77495853, "r": 389.70822675000005, "b": 401.26511333, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "Green/yellow", "text": "Green/yellow" }, { "self_ref": "#/texts/4135", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 175, "bbox": { "l": 85.08, "t": 348.74850000000004, "r": 254.92300800000015, "b": 337.56618000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "NOTES TO FIGURES 3.1 AND 3.2:", "text": "NOTES TO FIGURES 3.1 AND 3.2:", "level": 1 }, { "self_ref": "#/texts/4136", "parent": { "$ref": "#/groups/405" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 175, "bbox": { "l": 85.08, "t": 333.74856000000005, "r": 461.2899180000001, "b": 322.5662400000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "1 The neutral core may or may not be included in multi-core cables and cords.", "text": "1 The neutral core may or may not be included in multi-core cables and cords.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4137", "parent": { "$ref": "#/groups/405" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 175, "bbox": { "l": 85.08, "t": 318.7486200000001, "r": 513.0993300000001, "b": 295.56634800000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "2 The alternative European active colour for multiphase flexible cords and cables on all phases is brown.", "text": "2 The alternative European active colour for multiphase flexible cords and cables on all phases is brown.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4138", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 175, "bbox": { "l": 85.08, "t": 288.9204, "r": 285.41039999999975, "b": 275.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "3.8.3.5 Aerial earthing conductors", "text": "3.8.3.5 Aerial earthing conductors", "level": 1 }, { "self_ref": "#/texts/4139", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 175, "bbox": { "l": 85.08000000000001, "t": 269.0604000000001, "r": 513.627600000001, "b": 226.26829999999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 164 ] } ], "orig": "Aerial earthing conductors shall be identified immediately adjacent to their termination at each end of the run either by the letter 'E' or by the earthing symbol .", "text": "Aerial earthing conductors shall be identified immediately adjacent to their termination at each end of the run either by the letter 'E' or by the earthing symbol ." }, { "self_ref": "#/texts/4140", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 175, "bbox": { "l": 85.08000000000001, "t": 211.82029999999997, "r": 312.35400000000016, "b": 198.42830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "3.9 INSTALLATION REQUIREMENTS", "text": "3.9 INSTALLATION REQUIREMENTS", "level": 1 }, { "self_ref": "#/texts/4141", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 175, "bbox": { "l": 85.08000000000001, "t": 191.7803, "r": 174.24600000000007, "b": 178.38829999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "3.9.1 General", "text": "3.9.1 General", "level": 1 }, { "self_ref": "#/texts/4142", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 175, "bbox": { "l": 85.07999999999998, "t": 171.8003, "r": 513.6456000000004, "b": 102.42830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 340 ] } ], "orig": "Wiring systems shall be installed in accordance with the generally accepted principles of safe and sound practice, using methods that will protect the electrical installation against mechanical or electrical failure under ordinary use, wear and tear, and any abnormal conditions that may reasonably be anticipated.", "text": "Wiring systems shall be installed in accordance with the generally accepted principles of safe and sound practice, using methods that will protect the electrical installation against mechanical or electrical failure under ordinary use, wear and tear, and any abnormal conditions that may reasonably be anticipated." }, { "self_ref": "#/texts/4143", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 175, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4144", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 176, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4145", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 176, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "172", "text": "172" }, { "self_ref": "#/texts/4146", "parent": { "$ref": "#/groups/406" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 176, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/4147", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 176, "bbox": { "l": 85.08, "t": 751.9403, "r": 265.11360000000025, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "3.9.2 Methods of installation", "text": "3.9.2 Methods of installation", "level": 1 }, { "self_ref": "#/texts/4148", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 176, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 513.6420000000008, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "Installation methods for typical types of wiring systems are depicted in Table 3.1.", "text": "Installation methods for typical types of wiring systems are depicted in Table 3.1." }, { "self_ref": "#/texts/4149", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 176, "bbox": { "l": 85.07999999999998, "t": 697.9403, "r": 513.6408000000001, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "The effect of external influences at the installation shall be considered in accordance with Clause 3.3 and manufacturer's instructions.", "text": "The effect of external influences at the installation shall be considered in accordance with Clause 3.3 and manufacturer's instructions." }, { "self_ref": "#/texts/4150", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 176, "bbox": { "l": 85.07999999999998, "t": 663.9203, "r": 513.6336000000008, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 182 ] } ], "orig": "Installation methods and wiring systems that are not depicted in Table 3.1 may be used provided that compliance is maintained with the general requirements of this Section.", "text": "Installation methods and wiring systems that are not depicted in Table 3.1 may be used provided that compliance is maintained with the general requirements of this Section." }, { "self_ref": "#/texts/4151", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 176, "bbox": { "l": 85.08000000000004, "t": 615.9203, "r": 238.9200000000002, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "3.9.3 Support and fixing", "text": "3.9.3 Support and fixing", "level": 1 }, { "self_ref": "#/texts/4152", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 176, "bbox": { "l": 85.08000000000004, "t": 595.9403, "r": 182.9376000000001, "b": 582.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "3.9.3.1 General", "text": "3.9.3.1 General", "level": 1 }, { "self_ref": "#/texts/4153", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 176, "bbox": { "l": 85.08000000000004, "t": 575.9603, "r": 513.6216000000006, "b": 548.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "Wiring systems shall be supported by suitable means to comply with Clause 3.3.2.8.", "text": "Wiring systems shall be supported by suitable means to comply with Clause 3.3.2.8." }, { "self_ref": "#/texts/4154", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 176, "bbox": { "l": 85.08000000000001, "t": 541.9403, "r": 513.5951999999995, "b": 500.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 228 ] } ], "orig": "Wiring systems shall be fixed in position by suitable clips, saddles or clamps or by means that will not damage the wiring system and that will not be affected by the wiring system material or any external influences.", "text": "Wiring systems shall be fixed in position by suitable clips, saddles or clamps or by means that will not damage the wiring system and that will not be affected by the wiring system material or any external influences." }, { "self_ref": "#/texts/4155", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 176, "bbox": { "l": 85.08000000000001, "t": 493.9402999999999, "r": 513.6408000000005, "b": 452.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 231 ] } ], "orig": "For wiring systems installed in building elements, the positioning and size of openings and checks shall not reduce the structural strength of those building elements below the levels required by national building codes.", "text": "For wiring systems installed in building elements, the positioning and size of openings and checks shall not reduce the structural strength of those building elements below the levels required by national building codes." }, { "self_ref": "#/texts/4156", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 176, "bbox": { "l": 96.42, "t": 448.8572, "r": 145.63345799999996, "b": 436.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/4157", "parent": { "$ref": "#/groups/407" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 176, "bbox": { "l": 96.42, "t": 432.83738, "r": 513.3789120000004, "b": 407.624006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "1 Limits for the size of openings and checks made in structural members are contained in national building codes.", "text": "1 Limits for the size of openings and checks made in structural members are contained in national building codes.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4158", "parent": { "$ref": "#/groups/407" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 176, "bbox": { "l": 96.42, "t": 403.857866, "r": 453.2436480000003, "b": 391.604186, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "2 In New Zealand, this information may also be found in NZS 3604.", "text": "2 In New Zealand, this information may also be found in NZS 3604.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4159", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 176, "bbox": { "l": 85.07999999999998, "t": 384.9203, "r": 513.6240000000007, "b": 315.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 318 ] } ], "orig": "Where a wiring system consisting of sheathed cables is installed through metallic structural members, any aperture through which the cable passes shall be bushed or shaped to minimize abrasion of the cable. Where likely to be disturbed, the cable shall be fixed in position at a point adjacent to the aperture.", "text": "Where a wiring system consisting of sheathed cables is installed through metallic structural members, any aperture through which the cable passes shall be bushed or shaped to minimize abrasion of the cable. Where likely to be disturbed, the cable shall be fixed in position at a point adjacent to the aperture." }, { "self_ref": "#/texts/4160", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 176, "bbox": { "l": 96.42, "t": 311.8771999999999, "r": 513.3415800000007, "b": 286.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 158 ] } ], "orig": "NOTE: Fixing of individual cores of a cable may be required where the risk of contact with conductive structural building materials exists (see Clause 5.4.6).", "text": "NOTE: Fixing of individual cores of a cable may be required where the risk of contact with conductive structural building materials exists (see Clause 5.4.6)." }, { "self_ref": "#/texts/4161", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 176, "bbox": { "l": 85.08, "t": 279.9204, "r": 153.77040000000008, "b": 266.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:", "level": 1 }, { "self_ref": "#/texts/4162", "parent": { "$ref": "#/groups/408" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 176, "bbox": { "l": 85.08, "t": 259.94039999999995, "r": 513.5916000000005, "b": 232.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "1 Where a wiring system is resting on an immovable continuous surface, no further support is required.", "text": "1 Where a wiring system is resting on an immovable continuous surface, no further support is required.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4163", "parent": { "$ref": "#/groups/408" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 176, "bbox": { "l": 85.07999999999998, "t": 225.92039999999997, "r": 513.6072000000012, "b": 184.5684000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 185 ] } ], "orig": "2 Specific methods of fixing outlined in this Standard do not prohibit the use of alternative methods, provided that an equivalent degree of support and strength is maintained.", "text": "2 Specific methods of fixing outlined in this Standard do not prohibit the use of alternative methods, provided that an equivalent degree of support and strength is maintained.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4164", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 176, "bbox": { "l": 85.08000000000004, "t": 177.9204000000001, "r": 247.6656000000002, "b": 164.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "3.9.3.2 Suspended ceilings", "text": "3.9.3.2 Suspended ceilings", "level": 1 }, { "self_ref": "#/texts/4165", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 176, "bbox": { "l": 85.07999999999998, "t": 157.94040000000007, "r": 513.6672000000001, "b": 130.5684000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "The following conditions apply to the installation of wiring systems in suspended ceilings:", "text": "The following conditions apply to the installation of wiring systems in suspended ceilings:" }, { "self_ref": "#/texts/4166", "parent": { "$ref": "#/groups/409" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 176, "bbox": { "l": 85.07999999999998, "t": 123.92040000000009, "r": 513.5783999999998, "b": 96.54840000000013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 144 ] } ], "orig": "(a) Wiring systems may be supported by the suspended ceiling system unless this is not permitted by the suspended ceiling manufacturer.", "text": "(a) Wiring systems may be supported by the suspended ceiling system unless this is not permitted by the suspended ceiling manufacturer.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4167", "parent": { "$ref": "#/pictures/70" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 176, "bbox": { "l": 519.1199, "t": 401.3972, "r": 537.4125800000002, "b": 389.14352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/4168", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 176, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4169", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 177, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4170", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 177, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "173", "text": "173" }, { "self_ref": "#/texts/4171", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 177, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/4172", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 177, "bbox": { "l": 68.04, "t": 305.0522000000001, "r": 76.30199999999999, "b": 289.4505200000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/4173", "parent": { "$ref": "#/groups/410" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 177, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.5388000000004, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "(b) Cables shall be provided with additional protection against mechanical damage where in contact with conductive ceiling support runners.", "text": "(b) Cables shall be provided with additional protection against mechanical damage where in contact with conductive ceiling support runners.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4174", "parent": { "$ref": "#/groups/410" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 177, "bbox": { "l": 85.07999999999998, "t": 717.9203, "r": 513.6804000000003, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "(c) Wiring systems installed above suspended ceilings shall be fixed at suitable intervals to prevent undue sagging of cables.", "text": "(c) Wiring systems installed above suspended ceilings shall be fixed at suitable intervals to prevent undue sagging of cables.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4175", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 177, "bbox": { "l": 96.42, "t": 686.8772, "r": 145.63345799999996, "b": 674.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/4176", "parent": { "$ref": "#/groups/411" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 177, "bbox": { "l": 96.42, "t": 670.85738, "r": 513.2921699999995, "b": 645.583616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "1 Suspended ceilings referred to in this Clause do not include timber systems to AS/NZS 2589.1 and timber building Standards.", "text": "1 Suspended ceilings referred to in this Clause do not include timber systems to AS/NZS 2589.1 and timber building Standards.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4177", "parent": { "$ref": "#/groups/411" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 177, "bbox": { "l": 96.42, "t": 641.8767680000001, "r": 513.2339759999993, "b": 616.603004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "2 National building codes may restrict the use of suspended ceilings to support services.", "text": "2 National building codes may restrict the use of suspended ceilings to support services.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4178", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 177, "bbox": { "l": 85.08, "t": 609.9203, "r": 343.3440000000006, "b": 596.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "3.9.3.3 Wiring systems likely to be disturbed", "text": "3.9.3.3 Wiring systems likely to be disturbed", "level": 1 }, { "self_ref": "#/texts/4179", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 177, "bbox": { "l": 85.08000000000001, "t": 589.9403, "r": 196.54320000000016, "b": 576.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "3.9.3.3.1 Location", "text": "3.9.3.3.1 Location", "level": 1 }, { "self_ref": "#/texts/4180", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 177, "bbox": { "l": 85.08000000000001, "t": 569.9603, "r": 513.6288000000006, "b": 542.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "Wiring systems installed in the following locations are deemed likely to be disturbed:", "text": "Wiring systems installed in the following locations are deemed likely to be disturbed:" }, { "self_ref": "#/texts/4181", "parent": { "$ref": "#/groups/412" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 177, "bbox": { "l": 85.08000000000004, "t": 535.9403, "r": 471.45959999999985, "b": 522.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "(a) On the surface of a wall or on the underside of a ceiling or roof.", "text": "(a) On the surface of a wall or on the underside of a ceiling or roof.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4182", "parent": { "$ref": "#/groups/412" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 177, "bbox": { "l": 85.08000000000004, "t": 515.9603, "r": 513.5891999999998, "b": 488.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "(b) In a space between a floor and the ground to which a person may gain entry.", "text": "(b) In a space between a floor and the ground to which a person may gain entry.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4183", "parent": { "$ref": "#/groups/412" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 177, "bbox": { "l": 85.08000000000001, "t": 481.9402999999999, "r": 513.5831999999999, "b": 454.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "(c) In parts of a ceiling space where access is greater than 0.6 m in height.", "text": "(c) In parts of a ceiling space where access is greater than 0.6 m in height.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4184", "parent": { "$ref": "#/groups/412" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 177, "bbox": { "l": 85.08000000000001, "t": 447.9202999999999, "r": 513.6132000000001, "b": 420.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "(d) Within 2.0 m of any access to any space to which a person may gain entry.", "text": "(d) Within 2.0 m of any access to any space to which a person may gain entry.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4185", "parent": { "$ref": "#/groups/412" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 177, "bbox": { "l": 85.08000000000001, "t": 413.96029999999985, "r": 227.4755999999999, "b": 400.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "(e) Below raised floors.", "text": "(e) Below raised floors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4186", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 177, "bbox": { "l": 85.08000000000001, "t": 393.9202999999998, "r": 276.7560000000002, "b": 380.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "3.9.3.3.2 Support and protection", "text": "3.9.3.3.2 Support and protection", "level": 1 }, { "self_ref": "#/texts/4187", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 177, "bbox": { "l": 85.07999999999998, "t": 373.9402999999998, "r": 513.6276000000007, "b": 346.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "Wiring systems installed in positions where they are likely to be disturbed shall be-", "text": "Wiring systems installed in positions where they are likely to be disturbed shall be-" }, { "self_ref": "#/texts/4188", "parent": { "$ref": "#/groups/413" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 177, "bbox": { "l": 85.07999999999998, "t": 339.92029999999977, "r": 513.5927999999999, "b": 312.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "(a) supported at suitable intervals to prevent the undue sagging of cables; and", "text": "(a) supported at suitable intervals to prevent the undue sagging of cables; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4189", "parent": { "$ref": "#/groups/413" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 177, "bbox": { "l": 85.08000000000001, "t": 305.96029999999973, "r": 513.6251999999998, "b": 278.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 132 ] } ], "orig": "(b) supported to prevent accidental withdrawal of cables from electrical equipment exposing single-insulated conductors; and", "text": "(b) supported to prevent accidental withdrawal of cables from electrical equipment exposing single-insulated conductors; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4190", "parent": { "$ref": "#/groups/413" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 177, "bbox": { "l": 85.08000000000004, "t": 271.94029999999975, "r": 487.4532000000002, "b": 258.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(c) protected from mechanical damage as specified in Clause 3.3.2.6.", "text": "(c) protected from mechanical damage as specified in Clause 3.3.2.6.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4191", "parent": { "$ref": "#/groups/413" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 177, "bbox": { "l": 68.04, "t": 252.07220000000007, "r": 513.5495999999998, "b": 224.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "RCDs shall not be used in lieu of mechanical protection for wiring systems that are likely to be disturbed. *", "text": "RCDs shall not be used in lieu of mechanical protection for wiring systems that are likely to be disturbed. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4192", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 177, "bbox": { "l": 85.08000000000004, "t": 217.94029999999975, "r": 360.4511999999999, "b": 204.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "3.9.4 Protection against mechanical damage", "text": "3.9.4 Protection against mechanical damage", "level": 1 }, { "self_ref": "#/texts/4193", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 177, "bbox": { "l": 85.08000000000004, "t": 197.96029999999973, "r": 182.9376000000001, "b": 184.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "3.9.4.1 General", "text": "3.9.4.1 General", "level": 1 }, { "self_ref": "#/texts/4194", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 177, "bbox": { "l": 85.07999999999998, "t": 177.92029999999977, "r": 513.6564000000005, "b": 122.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 247 ] } ], "orig": "Wiring systems installed in positions where they may reasonably be expected to be subject to mechanical damage shall be adequately protected in accordance with Clause 3.3.2.6 and the applicable requirements of Clauses 3.9.4.2 to 3.9.4.4.", "text": "Wiring systems installed in positions where they may reasonably be expected to be subject to mechanical damage shall be adequately protected in accordance with Clause 3.3.2.6 and the applicable requirements of Clauses 3.9.4.2 to 3.9.4.4." }, { "self_ref": "#/texts/4195", "parent": { "$ref": "#/groups/414" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 177, "bbox": { "l": 66.6, "t": 120.25220000000002, "r": 488.464194, "b": 104.65052000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "NOTE: Guide to adequacy and WS classification is provided in Appendix H. *", "text": "NOTE: Guide to adequacy and WS classification is provided in Appendix H. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4196", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 177, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4197", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 178, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/4198", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 178, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4199", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 178, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "174", "text": "174" }, { "self_ref": "#/texts/4200", "parent": { "$ref": "#/groups/415" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 178, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/4201", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 178, "bbox": { "l": 85.08, "t": 751.9403, "r": 351.3216000000006, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "3.9.4.2 Wiring systems near building surfaces", "text": "3.9.4.2 Wiring systems near building surfaces", "level": 1 }, { "self_ref": "#/texts/4202", "parent": { "$ref": "#/groups/416" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 178, "bbox": { "l": 66.6, "t": 733.0921999999999, "r": 513.6336000000006, "b": 662.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 333 ] } ], "orig": "Wiring systems that are fixed in position by fasteners, or held in position by thermal insulation, or by passing through an opening in a structural member, shall be protected by one of the methods outlined in Clause 3.9.4.4 if they are concealed within 50 mm from the surface of a wall, floor, ceiling or roof. *", "text": "Wiring systems that are fixed in position by fasteners, or held in position by thermal insulation, or by passing through an opening in a structural member, shall be protected by one of the methods outlined in Clause 3.9.4.4 if they are concealed within 50 mm from the surface of a wall, floor, ceiling or roof. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4203", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 178, "bbox": { "l": 85.08000000000004, "t": 655.9403, "r": 513.6696000000005, "b": 614.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 231 ] } ], "orig": "Exception: This requirement need not apply to wiring systems that can move freely to a point not less than 50 mm from the surface in the event of a nail or screw penetrating the cavity at the location of the wiring system.", "text": "Exception: This requirement need not apply to wiring systems that can move freely to a point not less than 50 mm from the surface in the event of a nail or screw penetrating the cavity at the location of the wiring system." }, { "self_ref": "#/texts/4204", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 178, "bbox": { "l": 85.08000000000004, "t": 607.9403, "r": 513.5544000000008, "b": 580.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "Figures 3.3, 3.4 and 3.5 provide examples of protection of wiring systems near building surfaces.", "text": "Figures 3.3, 3.4 and 3.5 provide examples of protection of wiring systems near building surfaces." }, { "self_ref": "#/texts/4205", "parent": { "$ref": "#/pictures/71" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 178, "bbox": { "l": 73.6437, "t": 496.5282596, "r": 128.98980440000003, "b": 489.02035920000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Switchboard", "text": "Switchboard" }, { "self_ref": "#/texts/4206", "parent": { "$ref": "#/pictures/71" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 178, "bbox": { "l": 263.8755, "t": 497.6552596, "r": 354.28745448, "b": 490.14735920000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "Protection of cables", "text": "Protection of cables" }, { "self_ref": "#/texts/4207", "parent": { "$ref": "#/pictures/71" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 178, "bbox": { "l": 263.8755, "t": 487.46353960000005, "r": 322.3854532800001, "b": 479.95563920000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "at the rear of", "text": "at the rear of" }, { "self_ref": "#/texts/4208", "parent": { "$ref": "#/pictures/71" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 178, "bbox": { "l": 263.8755, "t": 477.2718196000001, "r": 355.74952328000006, "b": 469.7639192000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "electrical equipment", "text": "electrical equipment" }, { "self_ref": "#/texts/4209", "parent": { "$ref": "#/pictures/71" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 178, "bbox": { "l": 263.8755, "t": 467.0809489100001, "r": 347.99800851999987, "b": 459.5730485100001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "may be required in", "text": "may be required in" }, { "self_ref": "#/texts/4210", "parent": { "$ref": "#/pictures/71" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 178, "bbox": { "l": 263.8755, "t": 456.88837960000006, "r": 337.2968549599999, "b": 449.3804792000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "accordance with", "text": "accordance with" }, { "self_ref": "#/texts/4211", "parent": { "$ref": "#/pictures/71" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 178, "bbox": { "l": 263.8755, "t": 446.69581029000005, "r": 329.18322315999995, "b": 439.18790989000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "Clause 3.9.4.2", "text": "Clause 3.9.4.2" }, { "self_ref": "#/texts/4212", "parent": { "$ref": "#/pictures/71" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 178, "bbox": { "l": 66.48, "t": 468.0722, "r": 74.74199999999999, "b": 452.47052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/4213", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 178, "bbox": { "l": 121.4964, "t": 346.4708596, "r": 182.1170026, "b": 338.9629592, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "FRONT VIEW", "text": "FRONT VIEW" }, { "self_ref": "#/texts/4214", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 178, "bbox": { "l": 427.23793716, "t": 346.4708596, "r": 481.42203688000006, "b": 338.9629592, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "REAR VIEW", "text": "REAR VIEW" }, { "self_ref": "#/texts/4215", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 178, "bbox": { "l": 160.26, "t": 319.8571999999999, "r": 438.13964400000003, "b": 294.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "FIGURE 3.3 PROTECTION OF WIRING SYSTEMS WITHIN SOLID OR FRAMED WALLS", "text": "FIGURE 3.3 PROTECTION OF WIRING SYSTEMS WITHIN SOLID OR FRAMED WALLS" }, { "self_ref": "#/texts/4216", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 178, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4217", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 179, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4218", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 179, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/4219", "parent": { "$ref": "#/pictures/72" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 179, "bbox": { "l": 108.0, "t": 479.87719999999996, "r": 490.51245599999913, "b": 454.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "FIGURE 3.4 PROTECTION OF WIRING SYSTEMS WITHIN CEILINGS, FLOORS AND WALL SPACES", "text": "FIGURE 3.4 PROTECTION OF WIRING SYSTEMS WITHIN CEILINGS, FLOORS AND WALL SPACES" }, { "self_ref": "#/texts/4220", "parent": { "$ref": "#/pictures/72" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 179, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "175", "text": "175" }, { "self_ref": "#/texts/4221", "parent": { "$ref": "#/pictures/72" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 179, "bbox": { "l": 99.2409, "t": 719.3239951999999, "r": 283.74910000000017, "b": 711.3704703999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "Protection referred to in Clause 3.9.4.4", "text": "Protection referred to in Clause 3.9.4.4" }, { "self_ref": "#/texts/4222", "parent": { "$ref": "#/pictures/72" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 179, "bbox": { "l": 99.2409, "t": 708.5273551999999, "r": 283.3440820000002, "b": 700.5738303999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "i s required for cables in cavities if they", "text": "i s required for cables in cavities if they" }, { "self_ref": "#/texts/4223", "parent": { "$ref": "#/pictures/72" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 179, "bbox": { "l": 99.2409, "t": 697.7307151999998, "r": 285.23416600000013, "b": 689.7771903999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "are fixed or restrained less than 50 mm", "text": "are fixed or restrained less than 50 mm" }, { "self_ref": "#/texts/4224", "parent": { "$ref": "#/pictures/72" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 179, "bbox": { "l": 99.2409, "t": 686.9340751999998, "r": 279.19489760000016, "b": 678.9805503999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "from finished surfaces. This applies to", "text": "from finished surfaces. This applies to" }, { "self_ref": "#/texts/4225", "parent": { "$ref": "#/pictures/72" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 179, "bbox": { "l": 99.2409, "t": 676.1374351999998, "r": 200.6664076, "b": 668.1839103999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "each accessible side.", "text": "each accessible side." }, { "self_ref": "#/texts/4226", "parent": { "$ref": "#/pictures/73" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 179, "bbox": { "l": 155.81968799999999, "t": 297.83719999999994, "r": 442.5854459999996, "b": 272.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "FIGURE 3.5 PROTECTION OF WIRING SYSTEMS WITHIN CONCRETE ROOFS, CEILINGS OR FLOORS", "text": "FIGURE 3.5 PROTECTION OF WIRING SYSTEMS WITHIN CONCRETE ROOFS, CEILINGS OR FLOORS" }, { "self_ref": "#/texts/4227", "parent": { "$ref": "#/pictures/73" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 179, "bbox": { "l": 292.1301, "t": 363.56552, "r": 469.25269344000094, "b": 356.05593999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "Protection referred to in Clause 3.9.4.4", "text": "Protection referred to in Clause 3.9.4.4" }, { "self_ref": "#/texts/4228", "parent": { "$ref": "#/pictures/73" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 179, "bbox": { "l": 292.1301, "t": 353.37152, "r": 480.4055931199994, "b": 345.86193999999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "i s required within 50 mm of an accessible", "text": "i s required within 50 mm of an accessible" }, { "self_ref": "#/texts/4229", "parent": { "$ref": "#/pictures/73" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 179, "bbox": { "l": 292.1301, "t": 343.17751999999996, "r": 325.23448248000017, "b": 335.66793999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "surface", "text": "surface" }, { "self_ref": "#/texts/4230", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 179, "bbox": { "l": 85.08, "t": 259.9403, "r": 424.4424000000004, "b": 246.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "3.9.4.3 Wiring systems under wall lining or roofing material", "text": "3.9.4.3 Wiring systems under wall lining or roofing material", "level": 1 }, { "self_ref": "#/texts/4231", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 179, "bbox": { "l": 85.08000000000001, "t": 239.96029999999996, "r": 259.4736000000002, "b": 226.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "3.9.4.3.1 Prohibited locations", "text": "3.9.4.3.1 Prohibited locations", "level": 1 }, { "self_ref": "#/texts/4232", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 179, "bbox": { "l": 85.08000000000001, "t": 219.9203, "r": 513.6036, "b": 178.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "Wiring systems shall not be installed through any space formed between roofing or wall-lining material and its immediate supporting member (see Figure 3.6).", "text": "Wiring systems shall not be installed through any space formed between roofing or wall-lining material and its immediate supporting member (see Figure 3.6)." }, { "self_ref": "#/texts/4233", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 179, "bbox": { "l": 96.42, "t": 174.83719999999994, "r": 513.3130320000006, "b": 136.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 235 ] } ], "orig": "NOTE: Examples of these situations include those between tile battens and roofing tiles or between corrugated (or other profile) sheeting of a wall or roof and its supporting members. Examples are shown in Figures 3.6 and 3.7.", "text": "NOTE: Examples of these situations include those between tile battens and roofing tiles or between corrugated (or other profile) sheeting of a wall or roof and its supporting members. Examples are shown in Figures 3.6 and 3.7." }, { "self_ref": "#/texts/4234", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 179, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4235", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 180, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4236", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 180, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/4237", "parent": { "$ref": "#/pictures/74" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 180, "bbox": { "l": 139.5, "t": 529.8572, "r": 458.9620019999999, "b": 504.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "FIGURE 3.6 PROHIBITED WIRING SYSTEM LOCATIONROOF OR WALL-LINING MATERIALS", "text": "FIGURE 3.6 PROHIBITED WIRING SYSTEM LOCATIONROOF OR WALL-LINING MATERIALS" }, { "self_ref": "#/texts/4238", "parent": { "$ref": "#/pictures/74" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 180, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "176", "text": "176" }, { "self_ref": "#/texts/4239", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 180, "bbox": { "l": 85.08, "t": 491.9603, "r": 255.9072, "b": 478.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "3.9.4.3.2 Protection required", "text": "3.9.4.3.2 Protection required", "level": 1 }, { "self_ref": "#/texts/4240", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 180, "bbox": { "l": 85.07999999999998, "t": 471.9203, "r": 513.6108000000006, "b": 416.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 294 ] } ], "orig": "Wiring systems shall be protected by one of the methods outlined in Clause 3.9.4.4 if they pass through a structural member, or are fixed in position, within 50 mm from the face of the supporting member to which the lining or roofing material is attached (see Figure 3.7).", "text": "Wiring systems shall be protected by one of the methods outlined in Clause 3.9.4.4 if they pass through a structural member, or are fixed in position, within 50 mm from the face of the supporting member to which the lining or roofing material is attached (see Figure 3.7)." }, { "self_ref": "#/texts/4241", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 180, "bbox": { "l": 85.14, "t": 382.86919439999997, "r": 311.64731123999985, "b": 334.62197763999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 240 ] } ], "orig": "Protection referred to in Clause 3.9.4.4 is required if cables are fixed within 50 mm of the upper surface of the rafters or battens (excluding t he outer roofing material itself) or within 50 mm of the lower surface of the ceiling, if any.", "text": "Protection referred to in Clause 3.9.4.4 is required if cables are fixed within 50 mm of the upper surface of the rafters or battens (excluding t he outer roofing material itself) or within 50 mm of the lower surface of the ceiling, if any." }, { "self_ref": "#/texts/4242", "parent": { "$ref": "#/pictures/75" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 180, "bbox": { "l": 164.1, "t": 241.85720000000003, "r": 434.34744600000005, "b": 216.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "FIGURE 3.7 PROTECTION OF WIRING SYSTEM BELOW ROOFING MATERIAL", "text": "FIGURE 3.7 PROTECTION OF WIRING SYSTEM BELOW ROOFING MATERIAL" }, { "self_ref": "#/texts/4243", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 180, "bbox": { "l": 85.08, "t": 203.96029999999996, "r": 247.01279999999997, "b": 190.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "3.9.4.4 Protection methods", "text": "3.9.4.4 Protection methods", "level": 1 }, { "self_ref": "#/texts/4244", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 180, "bbox": { "l": 85.08000000000001, "t": 183.9203, "r": 513.5940000000002, "b": 156.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "Where protection of a wiring system is required, in accordance with Clauses 3.9.4.2 and 3.9.4.3.2, the wiring system shall be-", "text": "Where protection of a wiring system is required, in accordance with Clauses 3.9.4.2 and 3.9.4.3.2, the wiring system shall be-" }, { "self_ref": "#/texts/4245", "parent": { "$ref": "#/groups/417" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 180, "bbox": { "l": 66.6, "t": 149.96029999999996, "r": 513.619200000001, "b": 122.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": "(a) provided with adequate mechanical protection at a minimum of WSX3 to prevent damage (refer to Paragraph H5.4, Appendix H); or *", "text": "(a) provided with adequate mechanical protection at a minimum of WSX3 to prevent damage (refer to Paragraph H5.4, Appendix H); or *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4246", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 180, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4247", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 181, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4248", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 181, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "177", "text": "177", "level": 1 }, { "self_ref": "#/texts/4249", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 181, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/4250", "parent": { "$ref": "#/groups/418" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 181, "bbox": { "l": 66.6, "t": 751.9403, "r": 513.6984000000012, "b": 710.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "(b) provided with an earthed metallic armouring, screen, covering or enclosure, to operate a short circuit protective device under fault conditions; or *", "text": "(b) provided with an earthed metallic armouring, screen, covering or enclosure, to operate a short circuit protective device under fault conditions; or *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4251", "parent": { "$ref": "#/groups/418" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 181, "bbox": { "l": 85.07999999999998, "t": 703.9403, "r": 513.5855999999997, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "(c) protected by an RCD with a maximum rated operating residual current of 30 mA.", "text": "(c) protected by an RCD with a maximum rated operating residual current of 30 mA.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4252", "parent": { "$ref": "#/groups/418" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 181, "bbox": { "l": 66.6, "t": 672.8372, "r": 513.3218159999988, "b": 634.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 231 ] } ], "orig": "NOTE: Where conductive mechanical protection is installed to meet the requirements of 3.9.4.4(a), for the protection of double insulated conductors, earthing of the conductive mechanical protection need not be provided. *", "text": "NOTE: Where conductive mechanical protection is installed to meet the requirements of 3.9.4.4(a), for the protection of double insulated conductors, earthing of the conductive mechanical protection need not be provided. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4253", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 181, "bbox": { "l": 85.08, "t": 627.9203, "r": 334.18200000000013, "b": 614.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "3.9.5 Wiring systems installed vertically", "text": "3.9.5 Wiring systems installed vertically", "level": 1 }, { "self_ref": "#/texts/4254", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 181, "bbox": { "l": 85.08000000000001, "t": 607.9403, "r": 513.6264, "b": 552.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 285 ] } ], "orig": "Where wiring systems are installed vertically, they shall be installed in accordance with the requirements of Clauses 3.9.2 and 3.9.3 and in such a manner as to avoid damage to any part of the wiring system that may be caused by its own weight or method of support or fixing.", "text": "Where wiring systems are installed vertically, they shall be installed in accordance with the requirements of Clauses 3.9.2 and 3.9.3 and in such a manner as to avoid damage to any part of the wiring system that may be caused by its own weight or method of support or fixing." }, { "self_ref": "#/texts/4255", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 181, "bbox": { "l": 85.0800000000001, "t": 545.9603, "r": 513.6756000000009, "b": 504.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 229 ] } ], "orig": "Adequate provision shall be made for the support of cables enclosed in a wiring enclosure installed vertically. Cable supports shall be provided at intervals not exceeding 8 m or as recommended by the cable manufacturer.", "text": "Adequate provision shall be made for the support of cables enclosed in a wiring enclosure installed vertically. Cable supports shall be provided at intervals not exceeding 8 m or as recommended by the cable manufacturer." }, { "self_ref": "#/texts/4256", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 181, "bbox": { "l": 85.0800000000001, "t": 497.96029999999996, "r": 246.0240000000003, "b": 484.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "3.9.6 Change of direction", "text": "3.9.6 Change of direction", "level": 1 }, { "self_ref": "#/texts/4257", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 181, "bbox": { "l": 85.0800000000001, "t": 477.92029999999994, "r": 500.82720000000006, "b": 464.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "Where wiring systems change direction, the following requirements apply:", "text": "Where wiring systems change direction, the following requirements apply:" }, { "self_ref": "#/texts/4258", "parent": { "$ref": "#/groups/419" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 181, "bbox": { "l": 85.0800000000001, "t": 457.9402999999999, "r": 513.5532000000001, "b": 430.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "(a) Bends shall not cause damage, or place undue stress on their sheathing, insulation or terminations.", "text": "(a) Bends shall not cause damage, or place undue stress on their sheathing, insulation or terminations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4259", "parent": { "$ref": "#/groups/419" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 181, "bbox": { "l": 85.08000000000015, "t": 423.9202999999999, "r": 513.5160000000001, "b": 396.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "(b) The bending radius recommended by the cable manufacturer shall be observed.", "text": "(b) The bending radius recommended by the cable manufacturer shall be observed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4260", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 181, "bbox": { "l": 113.46000000000015, "t": 389.96029999999985, "r": 513.6228000000012, "b": 362.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "Where manufacturer's information is not available, the following minimum internal radii may be considered suitable:", "text": "Where manufacturer's information is not available, the following minimum internal radii may be considered suitable:" }, { "self_ref": "#/texts/4261", "parent": { "$ref": "#/groups/420" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 181, "bbox": { "l": 113.40000000000015, "t": 355.9402999999998, "r": 513.5808000000003, "b": 322.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "(i) Unarmoured sheathed cables ............. 6 times the cable diameter. or", "text": "(i) Unarmoured sheathed cables ............. 6 times the cable diameter. or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4262", "parent": { "$ref": "#/groups/420" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 181, "bbox": { "l": 113.40000000000015, "t": 315.92029999999977, "r": 513.6432000000003, "b": 302.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "(ii) Armoured sheathed cables ............... 12 times the cable diameter.", "text": "(ii) Armoured sheathed cables ............... 12 times the cable diameter.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4263", "parent": { "$ref": "#/groups/420" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 181, "bbox": { "l": 85.08000000000015, "t": 295.94029999999975, "r": 513.612000000001, "b": 268.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "(c) Supports in contact with cables under pressure from changes in direction shall not have sharp edges.", "text": "(c) Supports in contact with cables under pressure from changes in direction shall not have sharp edges.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4264", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 181, "bbox": { "l": 85.08000000000015, "t": 261.92029999999977, "r": 513.6240000000006, "b": 234.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "Exception: These requirements need not apply where the cable has been otherwise protected at the pressure point.", "text": "Exception: These requirements need not apply where the cable has been otherwise protected at the pressure point." }, { "self_ref": "#/texts/4265", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 181, "bbox": { "l": 85.08000000000015, "t": 227.96029999999973, "r": 339.7092000000001, "b": 214.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "3.9.7 Particular installation requirements", "text": "3.9.7 Particular installation requirements", "level": 1 }, { "self_ref": "#/texts/4266", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 181, "bbox": { "l": 85.08000000000015, "t": 207.92029999999977, "r": 233.11920000000003, "b": 194.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "3.9.7.1 Consumer mains", "text": "3.9.7.1 Consumer mains", "level": 1 }, { "self_ref": "#/texts/4267", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 181, "bbox": { "l": 85.08000000000015, "t": 187.94029999999975, "r": 202.7712000000003, "b": 174.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "3.9.7.1.1 Protected", "text": "3.9.7.1.1 Protected", "level": 1 }, { "self_ref": "#/texts/4268", "parent": { "$ref": "#/groups/421" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 181, "bbox": { "l": 66.6, "t": 169.1522, "r": 513.6540000000012, "b": 126.54829999999981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 194 ] } ], "orig": "Consumer mains protected on the supply side by a short-circuit protective device shall comply with the installation requirements of this Section relevant to the type of wiring system. *", "text": "Consumer mains protected on the supply side by a short-circuit protective device shall comply with the installation requirements of this Section relevant to the type of wiring system. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4269", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 181, "bbox": { "l": 96.42, "t": 122.87720000000002, "r": 513.3514620000009, "b": 97.60343599999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "NOTE: The electricity distributor's service protective device(s) may provide short-circuit protection.", "text": "NOTE: The electricity distributor's service protective device(s) may provide short-circuit protection." }, { "self_ref": "#/texts/4270", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 181, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4271", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 182, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4272", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 182, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "178", "text": "178" }, { "self_ref": "#/texts/4273", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 182, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/4274", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 182, "bbox": { "l": 85.08, "t": 751.9403, "r": 217.42079999999996, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "3.9.7.1.2 Unprotected", "text": "3.9.7.1.2 Unprotected", "level": 1 }, { "self_ref": "#/texts/4275", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 182, "bbox": { "l": 85.08000000000001, "t": 731.9603, "r": 513.6468000000003, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] } ], "orig": "Insulated, unsheathed cables enclosed in conductive wiring enclosures shall not be installed without short-circuit protection.", "text": "Insulated, unsheathed cables enclosed in conductive wiring enclosures shall not be installed without short-circuit protection." }, { "self_ref": "#/texts/4276", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 182, "bbox": { "l": 96.42, "t": 700.8572, "r": 513.2855820000008, "b": 675.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "NOTE: Sheathing of cables is not required within conductive switchboard surrounds.", "text": "NOTE: Sheathing of cables is not required within conductive switchboard surrounds." }, { "self_ref": "#/texts/4277", "parent": { "$ref": "#/groups/422" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 182, "bbox": { "l": 66.6, "t": 669.4921999999999, "r": 513.6504000000002, "b": 627.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 203 ] } ], "orig": "Consumer mains not provided with short-circuit protection on the supply side, shall comply with the installation requirements of this Section relevant to the type of wiring system and shall be-*", "text": "Consumer mains not provided with short-circuit protection on the supply side, shall comply with the installation requirements of this Section relevant to the type of wiring system and shall be-*", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4278", "parent": { "$ref": "#/groups/422" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 182, "bbox": { "l": 85.07999999999998, "t": 620.9603, "r": 513.5688000000005, "b": 593.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "(a) constructed in such a manner as to reduce the risk of short-circuit to a minimum; and", "text": "(a) constructed in such a manner as to reduce the risk of short-circuit to a minimum; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4279", "parent": { "$ref": "#/groups/422" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 182, "bbox": { "l": 85.08000000000001, "t": 586.9403, "r": 513.6120000000012, "b": 559.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "(b) installed in accordance with the relevant additional requirements of the electricity distributor.", "text": "(b) installed in accordance with the relevant additional requirements of the electricity distributor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4280", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 182, "bbox": { "l": 85.08000000000004, "t": 552.9203, "r": 513.6324000000012, "b": 525.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "The following wiring systems are deemed to reduce the risk of short-circuit to a minimum:", "text": "The following wiring systems are deemed to reduce the risk of short-circuit to a minimum:" }, { "self_ref": "#/texts/4281", "parent": { "$ref": "#/groups/423" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 182, "bbox": { "l": 85.08000000000004, "t": 518.9603, "r": 513.6036, "b": 477.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 168 ] } ], "orig": "(i) Insulated and sheathed cables enclosed in heavy-duty insulating conduit in accordance with either the AS/NZS 2053 series or the AS/NZS 61386 series.", "text": "(i) Insulated and sheathed cables enclosed in heavy-duty insulating conduit in accordance with either the AS/NZS 2053 series or the AS/NZS 61386 series.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4282", "parent": { "$ref": "#/groups/423" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 182, "bbox": { "l": 85.0800000000001, "t": 470.9602999999999, "r": 513.6072000000007, "b": 443.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "(ii) Insulated and sheathed cables installed in underground wiring enclosures.", "text": "(ii) Insulated and sheathed cables installed in underground wiring enclosures.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4283", "parent": { "$ref": "#/groups/423" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 182, "bbox": { "l": 85.08000000000013, "t": 436.94029999999987, "r": 513.6084000000003, "b": 409.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "(iii) Aerial conductors consisting of XLPE cables type X-90UV in accordance with the AS/NZS 3560 series.", "text": "(iii) Aerial conductors consisting of XLPE cables type X-90UV in accordance with the AS/NZS 3560 series.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4284", "parent": { "$ref": "#/groups/423" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 182, "bbox": { "l": 85.08000000000013, "t": 402.9202999999998, "r": 513.6672000000001, "b": 361.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 197 ] } ], "orig": "(iv) Busways and busbar systems, including joints and switchboard busbars, having insulation up to the first protective device in accordance with the AS/NZS 3439 series or the AS/NZS 61439 series.", "text": "(iv) Busways and busbar systems, including joints and switchboard busbars, having insulation up to the first protective device in accordance with the AS/NZS 3439 series or the AS/NZS 61439 series.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4285", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 182, "bbox": { "l": 85.0800000000001, "t": 354.92029999999977, "r": 309.5496000000003, "b": 341.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "3.9.7.2 Insulated and sheathed cables", "text": "3.9.7.2 Insulated and sheathed cables", "level": 1 }, { "self_ref": "#/texts/4286", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 182, "bbox": { "l": 85.0800000000001, "t": 334.94029999999975, "r": 398.9604000000003, "b": 321.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "The following applies to insulated and sheathed cables:", "text": "The following applies to insulated and sheathed cables:" }, { "self_ref": "#/texts/4287", "parent": { "$ref": "#/groups/424" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 182, "bbox": { "l": 85.0800000000001, "t": 314.96029999999973, "r": 513.6288000000001, "b": 273.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 150 ] } ], "orig": "(a) Armoured sheathed cables Armoured sheathed cables may be installed in concrete, plaster or cement render without protection of a wiring enclosure.", "text": "(a) Armoured sheathed cables Armoured sheathed cables may be installed in concrete, plaster or cement render without protection of a wiring enclosure.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4288", "parent": { "$ref": "#/groups/424" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 182, "bbox": { "l": 85.0800000000001, "t": 266.96029999999973, "r": 285.6384000000001, "b": 253.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "(b) Unarmoured sheathed cables :", "text": "(b) Unarmoured sheathed cables :", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4289", "parent": { "$ref": "#/groups/424" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 182, "bbox": { "l": 113.40000000000009, "t": 246.92029999999966, "r": 513.634800000001, "b": 205.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 184 ] } ], "orig": "(i) In concrete Unarmoured sheathed cables installed in concrete shall be contained within an appropriate wiring enclosure installed in accordance with Clauses 3.3.2.6 and 3.9.4.", "text": "(i) In concrete Unarmoured sheathed cables installed in concrete shall be contained within an appropriate wiring enclosure installed in accordance with Clauses 3.3.2.6 and 3.9.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4290", "parent": { "$ref": "#/groups/424" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 182, "bbox": { "l": 113.40000000000006, "t": 198.92029999999977, "r": 513.6623999999999, "b": 143.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 270 ] } ], "orig": "(ii) In plaster or cement render Unarmoured sheathed cables may be installed in plaster or cement render without protection of a wiring enclosure, provided that the cables are installed and protected in accordance with Clauses 3.3.2.6 and 3.9.4.", "text": "(ii) In plaster or cement render Unarmoured sheathed cables may be installed in plaster or cement render without protection of a wiring enclosure, provided that the cables are installed and protected in accordance with Clauses 3.3.2.6 and 3.9.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4291", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 182, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4292", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 183, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4293", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 183, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/4294", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 183, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "179", "text": "179", "level": 1 }, { "self_ref": "#/texts/4295", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 183, "bbox": { "l": 85.08, "t": 751.9403, "r": 402.4152000000006, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "3.9.7.3 Mineral insulated metal sheathed (MIMS) cable", "text": "3.9.7.3 Mineral insulated metal sheathed (MIMS) cable", "level": 1 }, { "self_ref": "#/texts/4296", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 183, "bbox": { "l": 85.08000000000001, "t": 731.9603, "r": 332.1215999999998, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "MIMS cable shall comply with the following:", "text": "MIMS cable shall comply with the following:" }, { "self_ref": "#/texts/4297", "parent": { "$ref": "#/groups/425" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 183, "bbox": { "l": 85.08000000000001, "t": 711.9203, "r": 513.7188000000011, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 150 ] } ], "orig": "(a) Protection against corrosion The type of MIMS cable shall be selected to suit the environmental conditions it is installed in where the cable is-", "text": "(a) Protection against corrosion The type of MIMS cable shall be selected to suit the environmental conditions it is installed in where the cable is-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4298", "parent": { "$ref": "#/groups/425" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 183, "bbox": { "l": 113.39999999999992, "t": 663.9203, "r": 464.07000000000005, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "(i) buried in concrete or plaster containing corrosive agents;", "text": "(i) buried in concrete or plaster containing corrosive agents;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4299", "parent": { "$ref": "#/groups/425" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 183, "bbox": { "l": 113.39999999999992, "t": 643.9403, "r": 468.4248000000005, "b": 630.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "(ii) installed underground, in accordance with Clause 3.11; or", "text": "(ii) installed underground, in accordance with Clause 3.11; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4300", "parent": { "$ref": "#/groups/425" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 183, "bbox": { "l": 113.39999999999992, "t": 623.9603, "r": 432.23760000000067, "b": 610.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "(iii) in other locations where corrosion is likely to occur.", "text": "(iii) in other locations where corrosion is likely to occur.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4301", "parent": { "$ref": "#/groups/425" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 183, "bbox": { "l": 85.07999999999993, "t": 603.9203, "r": 513.7140000000011, "b": 562.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 161 ] } ], "orig": "(b) Protection against vibration Movement caused by vibration shall be provided for by introducing a loop in the cable immediately before the termination.", "text": "(b) Protection against vibration Movement caused by vibration shall be provided for by introducing a loop in the cable immediately before the termination.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4302", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 183, "bbox": { "l": 113.45999999999987, "t": 555.9203, "r": 513.6444000000001, "b": 528.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "The size of the loop shall be determined by the cable size and severity of the vibration.", "text": "The size of the loop shall be determined by the cable size and severity of the vibration." }, { "self_ref": "#/texts/4303", "parent": { "$ref": "#/groups/426" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 183, "bbox": { "l": 85.07999999999987, "t": 521.9603, "r": 513.5640000000003, "b": 494.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "(c) Support and fixing MIMS cable shall be supported and, if necessary, fixed in position so as to provide adequate protection against damage.", "text": "(c) Support and fixing MIMS cable shall be supported and, if necessary, fixed in position so as to provide adequate protection against damage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4304", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 183, "bbox": { "l": 113.45999999999987, "t": 487.9402999999999, "r": 513.620400000001, "b": 446.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 162 ] } ], "orig": "The supports and fixings shall be suitable for use at the highest temperature attained by the cable according to the circumstances of its use.", "text": "The supports and fixings shall be suitable for use at the highest temperature attained by the cable according to the circumstances of its use." }, { "self_ref": "#/texts/4305", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 183, "bbox": { "l": 113.46, "t": 442.8572, "r": 513.3779519999991, "b": 417.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 111 ] } ], "orig": "NOTE: See Clause 4.2.2.3 for requirements concerning the effect of elevated temperatures on adjacent materials.", "text": "NOTE: See Clause 4.2.2.3 for requirements concerning the effect of elevated temperatures on adjacent materials." }, { "self_ref": "#/texts/4306", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 183, "bbox": { "l": 85.08, "t": 410.9603, "r": 364.84560000000045, "b": 397.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "3.9.7.4 Flexible cords used as installation wiring", "text": "3.9.7.4 Flexible cords used as installation wiring", "level": 1 }, { "self_ref": "#/texts/4307", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 183, "bbox": { "l": 85.07999999999998, "t": 390.9203, "r": 513.6240000000003, "b": 349.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "Flexible cords used as installation wiring shall be of the heavy-duty sheathed type and installed in the same manner as insulated and sheathed cables.", "text": "Flexible cords used as installation wiring shall be of the heavy-duty sheathed type and installed in the same manner as insulated and sheathed cables." }, { "self_ref": "#/texts/4308", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 183, "bbox": { "l": 85.07999999999998, "t": 342.92029999999994, "r": 450.5520000000008, "b": 329.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "Exception: Flexible cords need not be of the heavy-duty type if-", "text": "Exception: Flexible cords need not be of the heavy-duty type if-" }, { "self_ref": "#/texts/4309", "parent": { "$ref": "#/groups/427" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 183, "bbox": { "l": 85.07999999999998, "t": 322.9403, "r": 397.24320000000074, "b": 309.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "(a) used for the connection of pendant socket-outlets;", "text": "(a) used for the connection of pendant socket-outlets;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4310", "parent": { "$ref": "#/groups/427" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 183, "bbox": { "l": 85.07999999999998, "t": 302.96029999999996, "r": 348.79680000000025, "b": 289.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "(b) installed in a suitable wiring enclosure; or", "text": "(b) installed in a suitable wiring enclosure; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4311", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 183, "bbox": { "l": 113.46, "t": 285.83719999999994, "r": 463.0840619999993, "b": 273.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "NOTE: See Clause 3.10.1 for requirements for enclosure of cables.", "text": "NOTE: See Clause 3.10.1 for requirements for enclosure of cables." }, { "self_ref": "#/texts/4312", "parent": { "$ref": "#/groups/428" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 183, "bbox": { "l": 85.08, "t": 266.96029999999996, "r": 513.5519999999998, "b": 239.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "(c) installed for the connection of equipment, in accordance with the equipment wiring provisions of Clause 4.3.", "text": "(c) installed for the connection of equipment, in accordance with the equipment wiring provisions of Clause 4.3.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4313", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 183, "bbox": { "l": 85.08000000000004, "t": 232.94029999999998, "r": 513.5423999999997, "b": 205.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": "Flexible cords installed as follows shall be regarded as installation wiring and shall comply with this Clause (3.9.7.4):", "text": "Flexible cords installed as follows shall be regarded as installation wiring and shall comply with this Clause (3.9.7.4):" }, { "self_ref": "#/texts/4314", "parent": { "$ref": "#/groups/429" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 183, "bbox": { "l": 85.08000000000004, "t": 198.9203, "r": 513.6311999999998, "b": 157.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 158 ] } ], "orig": "(a) Permanently connected flexible cords, including flexible cords used as pendants for socket-outlets and those connected to an installation coupler.", "text": "(a) Permanently connected flexible cords, including flexible cords used as pendants for socket-outlets and those connected to an installation coupler.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4315", "parent": { "$ref": "#/groups/429" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 183, "bbox": { "l": 85.08000000000004, "t": 150.9203, "r": 294.51840000000027, "b": 137.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "(b) Flexible cords not open to view.", "text": "(b) Flexible cords not open to view.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4316", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 183, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4317", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 184, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4318", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 184, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "180", "text": "180" }, { "self_ref": "#/texts/4319", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 184, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/4320", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 184, "bbox": { "l": 85.08, "t": 751.9403, "r": 153.77040000000008, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:", "level": 1 }, { "self_ref": "#/texts/4321", "parent": { "$ref": "#/groups/430" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 184, "bbox": { "l": 85.08, "t": 731.9603, "r": 513.6299999999994, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 176 ] } ], "orig": "1 Flexible cords used as pendants for lamps, luminaires or provided with, and permanently connected to, an appliance shall not be regarded as installation wiring.", "text": "1 Flexible cords used as pendants for lamps, luminaires or provided with, and permanently connected to, an appliance shall not be regarded as installation wiring.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4322", "parent": { "$ref": "#/groups/430" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 184, "bbox": { "l": 85.08000000000004, "t": 683.9603, "r": 513.6048000000004, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "2 Flexible cords installed for the connection of a single appliance or luminaire shall not be regarded as installation wiring, provided that they-", "text": "2 Flexible cords installed for the connection of a single appliance or luminaire shall not be regarded as installation wiring, provided that they-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4323", "parent": { "$ref": "#/groups/430" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 184, "bbox": { "l": 113.39999999999998, "t": 637.1602999999999, "r": 339.48600000000033, "b": 622.4722999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": " do not exceed 2.5 m in length; and", "text": " do not exceed 2.5 m in length; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4324", "parent": { "$ref": "#/groups/430" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 184, "bbox": { "l": 113.39999999999998, "t": 617.1202999999999, "r": 427.59720000000056, "b": 602.4322999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": " have a current-carrying capacity of not less than-", "text": " have a current-carrying capacity of not less than-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4325", "parent": { "$ref": "#/groups/430" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 184, "bbox": { "l": 141.77999999999997, "t": 595.9403, "r": 513.5220000000007, "b": 568.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "-the current rating or setting of the circuit protective device; or", "text": "-the current rating or setting of the circuit protective device; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4326", "parent": { "$ref": "#/groups/430" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 184, "bbox": { "l": 141.77999999999997, "t": 561.9203, "r": 513.6444000000001, "b": 520.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "-the actual load of the appliance or luminaire, subject to the minimum cross-sectional area of any conductor being not less than 0.75 mm 2 .", "text": "-the actual load of the appliance or luminaire, subject to the minimum cross-sectional area of any conductor being not less than 0.75 mm 2 .", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4327", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 184, "bbox": { "l": 85.08000000000004, "t": 513.9202999999999, "r": 286.3896000000001, "b": 500.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "3.9.7.5 Low voltage track systems", "text": "3.9.7.5 Low voltage track systems", "level": 1 }, { "self_ref": "#/texts/4328", "parent": { "$ref": "#/groups/431" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 184, "bbox": { "l": 85.08000000000004, "t": 493.9402999999999, "r": 513.5880000000009, "b": 452.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 177 ] } ], "orig": "(a) Open to view A low voltage track system shall be installed so that the complete system is open to view throughout its entire length but not necessarily from one position.", "text": "(a) Open to view A low voltage track system shall be installed so that the complete system is open to view throughout its entire length but not necessarily from one position.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4329", "parent": { "$ref": "#/groups/431" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 184, "bbox": { "l": 85.0800000000001, "t": 445.94029999999987, "r": 513.6240000000001, "b": 418.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "(b) Position Track systems shall be installed so that the entry of dust or contamination is minimized.", "text": "(b) Position Track systems shall be installed so that the entry of dust or contamination is minimized.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4330", "parent": { "$ref": "#/groups/431" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 184, "bbox": { "l": 85.0800000000001, "t": 411.9202999999998, "r": 480.19680000000096, "b": 398.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "(c) Supports The supports for a suspended track system shall be-", "text": "(c) Supports The supports for a suspended track system shall be-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4331", "parent": { "$ref": "#/groups/431" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 184, "bbox": { "l": 113.40000000000015, "t": 391.9402999999998, "r": 267.8664000000003, "b": 378.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "(i) of appropriate design;", "text": "(i) of appropriate design;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4332", "parent": { "$ref": "#/groups/431" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 184, "bbox": { "l": 113.40000000000015, "t": 371.9602999999998, "r": 513.6444000000012, "b": 344.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "(ii) spaced at intervals not more than 1.5 m apart or as permitted in manufacturer's installation instructions; and", "text": "(ii) spaced at intervals not more than 1.5 m apart or as permitted in manufacturer's installation instructions; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4333", "parent": { "$ref": "#/groups/431" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 184, "bbox": { "l": 113.40000000000015, "t": 337.94029999999975, "r": 513.592800000001, "b": 310.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "(iii) arranged so that the system is held securely in position without sagging or undue stress.", "text": "(iii) arranged so that the system is held securely in position without sagging or undue stress.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4334", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 184, "bbox": { "l": 85.08000000000015, "t": 303.92029999999977, "r": 298.39440000000013, "b": 290.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "3.9.7.6 Under-carpet wiring systems", "text": "3.9.7.6 Under-carpet wiring systems", "level": 1 }, { "self_ref": "#/texts/4335", "parent": { "$ref": "#/groups/432" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 184, "bbox": { "l": 85.08000000000015, "t": 283.94029999999975, "r": 513.6863999999998, "b": 242.4322999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 172 ] } ], "orig": "(a) Position An under-carpet wiring system shall be installed only as a floor-mounted arrangement under carpet tiles of a size not greater than 1 m  1 m.", "text": "(a) Position An under-carpet wiring system shall be installed only as a floor-mounted arrangement under carpet tiles of a size not greater than 1 m  1 m.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4336", "parent": { "$ref": "#/groups/432" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 184, "bbox": { "l": 85.08000000000017, "t": 235.94029999999975, "r": 513.7344000000004, "b": 194.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 213 ] } ], "orig": "(b) Method of installation The under-carpet wiring system shall be installed as a total system, using specified component parts and installation tools, in accordance with the manufacturer's instructions.", "text": "(b) Method of installation The under-carpet wiring system shall be installed as a total system, using specified component parts and installation tools, in accordance with the manufacturer's instructions.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4337", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 184, "bbox": { "l": 113.46000000000018, "t": 187.94029999999975, "r": 513.5928000000002, "b": 132.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 254 ] } ], "orig": "Under-carpet wiring systems of differing configurations shall not be interconnected, e.g. to ensure that there is no interconnection between a five-core and a three-core system, the five-core system shall only be connected to a dedicated circuit.", "text": "Under-carpet wiring systems of differing configurations shall not be interconnected, e.g. to ensure that there is no interconnection between a five-core and a three-core system, the five-core system shall only be connected to a dedicated circuit." }, { "self_ref": "#/texts/4338", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 184, "bbox": { "l": 113.46000000000024, "t": 125.96029999999973, "r": 513.7404, "b": 98.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "Exception: Where manufacturer's instructions permit such interconnection, this requirement need not apply.", "text": "Exception: Where manufacturer's instructions permit such interconnection, this requirement need not apply." }, { "self_ref": "#/texts/4339", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 184, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4340", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 185, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4341", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 185, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "181", "text": "181" }, { "self_ref": "#/texts/4342", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 185, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/4343", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 185, "bbox": { "l": 85.08, "t": 751.9403, "r": 476.772000000001, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "3.9.8 Prevention of mutual detrimental effects between services", "text": "3.9.8 Prevention of mutual detrimental effects between services", "level": 1 }, { "self_ref": "#/texts/4344", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 185, "bbox": { "l": 85.08, "t": 731.9603, "r": 182.93760000000006, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "3.9.8.1 General", "text": "3.9.8.1 General", "level": 1 }, { "self_ref": "#/texts/4345", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 185, "bbox": { "l": 85.08000000000001, "t": 711.9203, "r": 513.6792, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 241 ] } ], "orig": "Wiring systems shall be selected and installed in accordance with Clauses 3.9.8.2 to 3.9.8.4 so as to avoid any detrimental effects arising from the installation and use of the wiring systems in the following situations:", "text": "Wiring systems shall be selected and installed in accordance with Clauses 3.9.8.2 to 3.9.8.4 so as to avoid any detrimental effects arising from the installation and use of the wiring systems in the following situations:" }, { "self_ref": "#/texts/4346", "parent": { "$ref": "#/groups/433" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 185, "bbox": { "l": 85.08000000000001, "t": 649.9403, "r": 343.1183999999997, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "(a) Between different electrical installations.", "text": "(a) Between different electrical installations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4347", "parent": { "$ref": "#/groups/433" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 185, "bbox": { "l": 85.08000000000001, "t": 629.9603, "r": 438.29999999999984, "b": 616.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "(b) Between different parts of the same electrical installation.", "text": "(b) Between different parts of the same electrical installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4348", "parent": { "$ref": "#/groups/433" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 185, "bbox": { "l": 85.07999999999998, "t": 609.9203, "r": 513.5808000000011, "b": 582.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "(c) Between circuits of an electrical installation operating at different voltages, such as extra-low voltage and low voltage.", "text": "(c) Between circuits of an electrical installation operating at different voltages, such as extra-low voltage and low voltage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4349", "parent": { "$ref": "#/groups/433" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 185, "bbox": { "l": 85.07999999999998, "t": 575.9603, "r": 513.6072000000003, "b": 548.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "(d) Between circuits of an electrical installation supplying different safety services.", "text": "(d) Between circuits of an electrical installation supplying different safety services.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4350", "parent": { "$ref": "#/groups/433" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 185, "bbox": { "l": 85.07999999999998, "t": 541.9403, "r": 513.5760000000005, "b": 514.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "(e) Between safety services and the remainder of the electrical installation.", "text": "(e) Between safety services and the remainder of the electrical installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4351", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 185, "bbox": { "l": 113.46, "t": 510.8372, "r": 513.3581879999991, "b": 485.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 140 ] } ], "orig": "NOTE: The regulations for safety services provide requirements for the segregation of such wiring systems from other wiring systems.", "text": "NOTE: The regulations for safety services provide requirements for the segregation of such wiring systems from other wiring systems." }, { "self_ref": "#/texts/4352", "parent": { "$ref": "#/groups/434" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 185, "bbox": { "l": 85.08, "t": 478.94030000000004, "r": 513.5639999999999, "b": 451.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "(f) Between electrical installations and non-electrical installations, such as gas and water supply.", "text": "(f) Between electrical installations and non-electrical installations, such as gas and water supply.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4353", "parent": { "$ref": "#/groups/434" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 185, "bbox": { "l": 85.07999999999998, "t": 444.9203, "r": 513.5484000000012, "b": 417.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "(g) Between electrical installations and telecommunications and data cable installations.", "text": "(g) Between electrical installations and telecommunications and data cable installations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4354", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 185, "bbox": { "l": 85.07999999999998, "t": 410.96029999999996, "r": 310.5623999999999, "b": 397.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "3.9.8.2 Different electrical installations", "text": "3.9.8.2 Different electrical installations", "level": 1 }, { "self_ref": "#/texts/4355", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 185, "bbox": { "l": 66.6, "t": 390.92029999999994, "r": 291.52920000000006, "b": 374.59052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "3.9.8.2.1 Common enclosure/cable *", "text": "3.9.8.2.1 Common enclosure/cable *", "level": 1 }, { "self_ref": "#/texts/4356", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 185, "bbox": { "l": 85.07999999999998, "t": 370.9402999999999, "r": 513.5820000000007, "b": 343.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 140 ] } ], "orig": "Conductors for the following applications shall not be installed within the same pipe, tube, conduit or the same multi-core cable:", "text": "Conductors for the following applications shall not be installed within the same pipe, tube, conduit or the same multi-core cable:" }, { "self_ref": "#/texts/4357", "parent": { "$ref": "#/groups/435" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 185, "bbox": { "l": 85.07999999999998, "t": 336.9202999999999, "r": 452.26200000000006, "b": 323.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(a) Conductors that form part of different electrical installations.", "text": "(a) Conductors that form part of different electrical installations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4358", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 185, "bbox": { "l": 113.45999999999998, "t": 316.94029999999987, "r": 128.07359999999997, "b": 303.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "or", "text": "or" }, { "self_ref": "#/texts/4359", "parent": { "$ref": "#/groups/436" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 185, "bbox": { "l": 66.6, "t": 296.96029999999985, "r": 513.5796000000003, "b": 269.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "(b) Conductors that form part of individual occupancies of single or multiple electrical installations. *", "text": "(b) Conductors that form part of individual occupancies of single or multiple electrical installations. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4360", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 185, "bbox": { "l": 45.36, "t": 262.94029999999975, "r": 513.6888000000004, "b": 235.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "Exception: These requirements need not apply to switchboards at which circuits are terminated. A1", "text": "Exception: These requirements need not apply to switchboards at which circuits are terminated. A1", "level": 1 }, { "self_ref": "#/texts/4361", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 185, "bbox": { "l": 96.42, "t": 231.83719999999994, "r": 513.354755999999, "b": 180.583658, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 267 ] } ], "orig": "NOTE: For the purposes of this Clause, wiring enclosures such as cable trays, with removable covers or with no covers at all, where the cables can be accessed without cutting or destroying the enclosure, are not considered to be pipes, tubes or conduits.", "text": "NOTE: For the purposes of this Clause, wiring enclosures such as cable trays, with removable covers or with no covers at all, where the cables can be accessed without cutting or destroying the enclosure, are not considered to be pipes, tubes or conduits." }, { "self_ref": "#/texts/4362", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 185, "bbox": { "l": 85.08, "t": 173.96029999999996, "r": 216.76079999999993, "b": 160.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "3.9.8.2.2 Segregation", "text": "3.9.8.2.2 Segregation", "level": 1 }, { "self_ref": "#/texts/4363", "parent": { "$ref": "#/groups/437" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 185, "bbox": { "l": 66.6, "t": 153.9203, "r": 513.6564, "b": 98.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 278 ] } ], "orig": "Where conductors for different electrical installations, or for individual occupancies forming part of single or multiple electrical installations are installed in a common enclosure, they shall be effectively segregated from each other within that enclosure. *", "text": "Where conductors for different electrical installations, or for individual occupancies forming part of single or multiple electrical installations are installed in a common enclosure, they shall be effectively segregated from each other within that enclosure. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4364", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 185, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4365", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 186, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4366", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 186, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "182", "text": "182" }, { "self_ref": "#/texts/4367", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 186, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/4368", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 186, "bbox": { "l": 85.07999999999998, "t": 751.9403, "r": 513.6708, "b": 710.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 159 ] } ], "orig": "Effective segregation may be achieved by the use of independently sheathed cables, barriers of fire-resisting material or by distance (minimum 50 mm).", "text": "Effective segregation may be achieved by the use of independently sheathed cables, barriers of fire-resisting material or by distance (minimum 50 mm)." }, { "self_ref": "#/texts/4369", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 186, "bbox": { "l": 85.07999999999998, "t": 703.9403, "r": 513.5976000000004, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "Exception: This requirement need not apply to switchboards at which such circuits originate or terminate.", "text": "Exception: This requirement need not apply to switchboards at which such circuits originate or terminate." }, { "self_ref": "#/texts/4370", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 186, "bbox": { "l": 85.07999999999998, "t": 669.9203, "r": 350.6976000000004, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "3.9.8.3 Segregation of different voltage levels", "text": "3.9.8.3 Segregation of different voltage levels", "level": 1 }, { "self_ref": "#/texts/4371", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 186, "bbox": { "l": 85.07999999999998, "t": 649.9403, "r": 513.5387999999999, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "Cables of high voltage circuits and cables of low or extra-low voltage circuits shall not be enclosed in the same wiring system.", "text": "Cables of high voltage circuits and cables of low or extra-low voltage circuits shall not be enclosed in the same wiring system." }, { "self_ref": "#/texts/4372", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 186, "bbox": { "l": 85.07999999999998, "t": 615.9203, "r": 513.6084000000004, "b": 574.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 185 ] } ], "orig": "Cables of low voltage circuits and cables of extra-low voltage circuits shall only be enclosed in the same wiring system where one of the following arrangements is employed:", "text": "Cables of low voltage circuits and cables of extra-low voltage circuits shall only be enclosed in the same wiring system where one of the following arrangements is employed:" }, { "self_ref": "#/texts/4373", "parent": { "$ref": "#/groups/438" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 186, "bbox": { "l": 85.07999999999998, "t": 567.9203, "r": 513.6360000000002, "b": 540.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "(a) The low voltage cables are of a type providing the equivalent of double insulation.", "text": "(a) The low voltage cables are of a type providing the equivalent of double insulation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4374", "parent": { "$ref": "#/groups/438" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 186, "bbox": { "l": 85.07999999999998, "t": 533.9603, "r": 513.5640000000003, "b": 506.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "(b) All cables or each conductor of a multi-core cable are insulated for the highest voltage present.", "text": "(b) All cables or each conductor of a multi-core cable are insulated for the highest voltage present.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4375", "parent": { "$ref": "#/groups/438" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 186, "bbox": { "l": 85.07999999999998, "t": 499.9402999999999, "r": 513.5736000000003, "b": 458.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 171 ] } ], "orig": "(c) The low voltage cables are installed in a separate compartment of a common cable trunking system having fixed and continuous barriers between compartments.", "text": "(c) The low voltage cables are installed in a separate compartment of a common cable trunking system having fixed and continuous barriers between compartments.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4376", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 186, "bbox": { "l": 85.07999999999998, "t": 451.94029999999987, "r": 333.72239999999965, "b": 438.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "3.9.8.4 Proximity to non-electrical services", "text": "3.9.8.4 Proximity to non-electrical services", "level": 1 }, { "self_ref": "#/texts/4377", "parent": { "$ref": "#/groups/439" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 186, "bbox": { "l": 85.07999999999998, "t": 431.96029999999985, "r": 513.5472000000007, "b": 404.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "(a) General The following conditions shall be satisfied when installing electrical services:", "text": "(a) General The following conditions shall be satisfied when installing electrical services:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4378", "parent": { "$ref": "#/groups/439" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 186, "bbox": { "l": 113.39999999999998, "t": 397.9402999999998, "r": 513.6156000000002, "b": 356.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "(i) Wiring systems shall not be installed in the vicinity of services that produce heat, smoke or fumes likely to be detrimental to the wiring system.", "text": "(i) Wiring systems shall not be installed in the vicinity of services that produce heat, smoke or fumes likely to be detrimental to the wiring system.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4379", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 186, "bbox": { "l": 141.78000000000003, "t": 349.94029999999975, "r": 513.6036000000008, "b": 294.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 226 ] } ], "orig": "Exception: Wiring systems may be installed in such locations where the wiring system is protected from harmful effects by shielding that does not affect the dissipation of heat from the wiring system.", "text": "Exception: Wiring systems may be installed in such locations where the wiring system is protected from harmful effects by shielding that does not affect the dissipation of heat from the wiring system." }, { "self_ref": "#/texts/4380", "parent": { "$ref": "#/groups/440" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 186, "bbox": { "l": 113.40000000000003, "t": 287.96029999999973, "r": 513.5879999999997, "b": 246.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 200 ] } ], "orig": "(ii) Where a wiring system is situated below services liable to cause condensation (such as water, steam or gas services), precautions shall be taken to protect the wiring system from harmful effects.", "text": "(ii) Where a wiring system is situated below services liable to cause condensation (such as water, steam or gas services), precautions shall be taken to protect the wiring system from harmful effects.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4381", "parent": { "$ref": "#/groups/440" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 186, "bbox": { "l": 113.39999999999998, "t": 239.96029999999973, "r": 513.6167999999998, "b": 184.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 254 ] } ], "orig": "(iii) Where electrical services are installed close to non-electrical services, they shall be so arranged that any reasonably foreseeable routine operation carried out on the other services will not cause damage to the electrical services.", "text": "(iii) Where electrical services are installed close to non-electrical services, they shall be so arranged that any reasonably foreseeable routine operation carried out on the other services will not cause damage to the electrical services.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4382", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 186, "bbox": { "l": 141.78, "t": 180.83719999999994, "r": 513.3355140000008, "b": 155.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "NOTE: This may be achieved by suitable spacing between the services or the use of mechanical or thermal shielding.", "text": "NOTE: This may be achieved by suitable spacing between the services or the use of mechanical or thermal shielding." }, { "self_ref": "#/texts/4383", "parent": { "$ref": "#/groups/441" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 186, "bbox": { "l": 113.4, "t": 148.94039999999995, "r": 513.6648000000001, "b": 121.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "(iv) Wiring systems shall be suitably protected against the hazards likely to arise from the presence of other services in normal use.", "text": "(iv) Wiring systems shall be suitably protected against the hazards likely to arise from the presence of other services in normal use.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4384", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 186, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4385", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 187, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/4386", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 187, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4387", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 187, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "183", "text": "183" }, { "self_ref": "#/texts/4388", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 187, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/4389", "parent": { "$ref": "#/groups/442" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 187, "bbox": { "l": 113.4, "t": 751.9403, "r": 513.7068000000004, "b": 696.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 240 ] } ], "orig": "(v) Cables without sheathing or further enclosure shall not be installed in enclosures where they are accessible to personal contact or where they may contact other services, such as water, gas, hydraulic or communications systems.", "text": "(v) Cables without sheathing or further enclosure shall not be installed in enclosures where they are accessible to personal contact or where they may contact other services, such as water, gas, hydraulic or communications systems.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4390", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 187, "bbox": { "l": 141.78, "t": 692.8772, "r": 513.3442980000004, "b": 654.583352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 185 ] } ], "orig": "NOTE: Metal parts of other services may require bonding to the earthing system in order to provide protection against earth faults, in accordance with Clause 5.6.2.3.", "text": "NOTE: Metal parts of other services may require bonding to the earthing system in order to provide protection against earth faults, in accordance with Clause 5.6.2.3." }, { "self_ref": "#/texts/4391", "parent": { "$ref": "#/groups/443" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 187, "bbox": { "l": 85.08, "t": 647.9603, "r": 513.6924000000014, "b": 592.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 230 ] } ], "orig": "(b) Gas and water services Requirements for the separation of distributed gas and water systems from low voltage wiring systems are provided in the AS/NZS 5601 series for gas services and the AS/NZS 3500 series for water services.", "text": "(b) Gas and water services Requirements for the separation of distributed gas and water systems from low voltage wiring systems are provided in the AS/NZS 5601 series for gas services and the AS/NZS 3500 series for water services.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4392", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 187, "bbox": { "l": 113.45999999999995, "t": 585.9203, "r": 513.6395999999999, "b": 530.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 221 ] } ], "orig": "Wiring systems shall maintain a separation of not less than 25 mm from any above-ground gas or water piping. Separation from underground gas and water services shall be in accordance with Clause 3.11.5.", "text": "Wiring systems shall maintain a separation of not less than 25 mm from any above-ground gas or water piping. Separation from underground gas and water services shall be in accordance with Clause 3.11.5." }, { "self_ref": "#/texts/4393", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 187, "bbox": { "l": 113.45999999999998, "t": 523.9403, "r": 452.3711999999999, "b": 510.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "Exception: This requirement does not apply to the following:", "text": "Exception: This requirement does not apply to the following:" }, { "self_ref": "#/texts/4394", "parent": { "$ref": "#/groups/444" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 187, "bbox": { "l": 113.4, "t": 503.96029999999996, "r": 513.6071999999999, "b": 476.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "1 An equipotential bonding conductor connected to the piping, in accordance with this or another Standard.", "text": "1 An equipotential bonding conductor connected to the piping, in accordance with this or another Standard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4395", "parent": { "$ref": "#/groups/444" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 187, "bbox": { "l": 113.39999999999998, "t": 469.9402999999999, "r": 250.89120000000003, "b": 456.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "2 Heat trace cabling.", "text": "2 Heat trace cabling.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4396", "parent": { "$ref": "#/groups/444" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 187, "bbox": { "l": 85.07999999999998, "t": 449.9602999999999, "r": 513.6324000000002, "b": 408.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "(c) Telecommunication services Requirements for the separation of telecommunications cables from low voltage and high voltage systems are provided-", "text": "(c) Telecommunication services Requirements for the separation of telecommunications cables from low voltage and high voltage systems are provided-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4397", "parent": { "$ref": "#/groups/444" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 187, "bbox": { "l": 113.39999999999995, "t": 401.96029999999985, "r": 332.5092000000003, "b": 388.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "(i) for Australia, in AS/CA S009; and", "text": "(i) for Australia, in AS/CA S009; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4398", "parent": { "$ref": "#/groups/444" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 187, "bbox": { "l": 113.39999999999995, "t": 381.9202999999998, "r": 513.5856000000006, "b": 354.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "(ii) for New Zealand in the NZ Telecommunications Forum (TCF) Premises Wiring Guidelines.", "text": "(ii) for New Zealand in the NZ Telecommunications Forum (TCF) Premises Wiring Guidelines.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4399", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 187, "bbox": { "l": 113.45999999999995, "t": 347.9602999999998, "r": 513.5735999999996, "b": 320.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "Separation from telecommunications services shall be as shown in Figures 3.8 and 3.9.", "text": "Separation from telecommunications services shall be as shown in Figures 3.8 and 3.9." }, { "self_ref": "#/texts/4400", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 187, "bbox": { "l": 113.46, "t": 316.8571999999999, "r": 513.2977979999991, "b": 278.623742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "NOTE: The documents listed in Item (c) contain distances and other measures for the separation of telecommunications cables from low voltage cables as follows:", "text": "NOTE: The documents listed in Item (c) contain distances and other measures for the separation of telecommunications cables from low voltage cables as follows:" }, { "self_ref": "#/texts/4401", "parent": { "$ref": "#/groups/445" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 187, "bbox": { "l": 113.46, "t": 274.85760200000004, "r": 513.4054019999987, "b": 249.58383800000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(a) On surfaces or concealed in walls, floors or ceilings, such as depicted in Figure 3.8.", "text": "(a) On surfaces or concealed in walls, floors or ceilings, such as depicted in Figure 3.8.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4402", "parent": { "$ref": "#/groups/445" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 187, "bbox": { "l": 113.46, "t": 245.87698999999998, "r": 279.32827200000025, "b": 233.62330999999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "(b) Cables in common ducting.", "text": "(b) Cables in common ducting.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4403", "parent": { "$ref": "#/groups/445" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 187, "bbox": { "l": 113.46, "t": 229.85717, "r": 431.65710600000034, "b": 217.60348999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "(c) In underground trenches, such as depicted in Figure 3.9.", "text": "(c) In underground trenches, such as depicted in Figure 3.9.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4404", "parent": { "$ref": "#/groups/445" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 187, "bbox": { "l": 113.46, "t": 213.83735000000001, "r": 244.1758020000002, "b": 201.58366999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "(d) Under-carpet wiring.", "text": "(d) Under-carpet wiring.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4405", "parent": { "$ref": "#/groups/445" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 187, "bbox": { "l": 113.46, "t": 197.87682199999995, "r": 209.3779860000001, "b": 185.62314199999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "(e) Aerial cables.", "text": "(e) Aerial cables.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4406", "parent": { "$ref": "#/pictures/76" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 187, "bbox": { "l": 522.2999, "t": 403.5803, "r": 534.5735, "b": 390.1883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/4407", "parent": { "$ref": "#/pictures/77" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 187, "bbox": { "l": 518.46, "t": 381.2003, "r": 538.416, "b": 367.80830000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/4408", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 187, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4409", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 188, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/4410", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 188, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4411", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 188, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/4412", "parent": { "$ref": "#/pictures/78" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 188, "bbox": { "l": 144.059496, "t": 561.8372, "r": 454.30269000000027, "b": 523.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": "FIGURE 3.8 SEPARATION OF LOW VOLTAGE CABLES FROM TELECOMMUNICATIONS CABLES ON SURFACES OR CONCEALED IN WALLS, FLOORS OR CEILINGS", "text": "FIGURE 3.8 SEPARATION OF LOW VOLTAGE CABLES FROM TELECOMMUNICATIONS CABLES ON SURFACES OR CONCEALED IN WALLS, FLOORS OR CEILINGS" }, { "self_ref": "#/texts/4413", "parent": { "$ref": "#/pictures/78" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 188, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "184", "text": "184" }, { "self_ref": "#/texts/4414", "parent": { "$ref": "#/pictures/78" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 188, "bbox": { "l": 111.06, "t": 745.9938436, "r": 238.15692585, "b": 738.4868272, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "Barrier of durable insulating", "text": "Barrier of durable insulating" }, { "self_ref": "#/texts/4415", "parent": { "$ref": "#/pictures/78" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 188, "bbox": { "l": 136.41954165, "t": 735.50355247, "r": 212.76338220000008, "b": 727.99653607, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "material or metal", "text": "material or metal" }, { "self_ref": "#/texts/4416", "parent": { "$ref": "#/pictures/78" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 188, "bbox": { "l": 116.2942, "t": 713.8802436, "r": 240.14988519999983, "b": 706.3732272, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "50 mm minimum separation", "text": "50 mm minimum separation" }, { "self_ref": "#/texts/4417", "parent": { "$ref": "#/pictures/78" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 188, "bbox": { "l": 156.9389, "t": 673.8032436, "r": 195.18944990000006, "b": 666.2962272, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "LV cable", "text": "LV cable" }, { "self_ref": "#/texts/4418", "parent": { "$ref": "#/pictures/78" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 188, "bbox": { "l": 171.42630215, "t": 724.35756411, "r": 185.01690155, "b": 716.85054771, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "OR", "text": "OR" }, { "self_ref": "#/texts/4419", "parent": { "$ref": "#/pictures/78" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 188, "bbox": { "l": 336.8331, "t": 599.0021436, "r": 428.7660074999995, "b": 591.4951272, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "Telecommunications", "text": "Telecommunications" }, { "self_ref": "#/texts/4420", "parent": { "$ref": "#/pictures/78" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 188, "bbox": { "l": 336.8331, "t": 588.51185247, "r": 360.66765195000005, "b": 581.00483607, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "cable", "text": "cable" }, { "self_ref": "#/texts/4421", "parent": { "$ref": "#/pictures/78" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 188, "bbox": { "l": 401.5546, "t": 681.0387436, "r": 483.1687505499994, "b": 673.5317272, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "Conduit is also an", "text": "Conduit is also an" }, { "self_ref": "#/texts/4422", "parent": { "$ref": "#/pictures/78" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 188, "bbox": { "l": 401.5546, "t": 670.54845247, "r": 473.5359839499995, "b": 663.04143607, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "effective barrier", "text": "effective barrier" }, { "self_ref": "#/texts/4423", "parent": { "$ref": "#/pictures/79" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 188, "bbox": { "l": 99.17984399999999, "t": 229.85720000000003, "r": 499.16806800000074, "b": 204.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "FIGURE 3.9 SEPARATION OF LOW VOLTAGE CABLES FROM TELECOMMUNICATIONS CABLES IN UNDERGROUND TRENCHES", "text": "FIGURE 3.9 SEPARATION OF LOW VOLTAGE CABLES FROM TELECOMMUNICATIONS CABLES IN UNDERGROUND TRENCHES" }, { "self_ref": "#/texts/4424", "parent": { "$ref": "#/pictures/79" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 188, "bbox": { "l": 259.641, "t": 438.2555952, "r": 291.2756107499999, "b": 430.7440704, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Shared", "text": "Shared" }, { "self_ref": "#/texts/4425", "parent": { "$ref": "#/pictures/79" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 188, "bbox": { "l": 261.48050820000003, "t": 427.75900404000004, "r": 289.43950275, "b": 420.24747924, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "t r e n c h", "text": "t r e n c h" }, { "self_ref": "#/texts/4426", "parent": { "$ref": "#/pictures/79" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 188, "bbox": { "l": 364.8996, "t": 313.83639519999997, "r": 414.49916744999973, "b": 306.3248704, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "LV cable in", "text": "LV cable in" }, { "self_ref": "#/texts/4427", "parent": { "$ref": "#/pictures/79" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 188, "bbox": { "l": 364.8996, "t": 303.33980404, "r": 432.1810574999997, "b": 295.82827924000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "orange conduit", "text": "orange conduit" }, { "self_ref": "#/texts/4428", "parent": { "$ref": "#/pictures/79" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 188, "bbox": { "l": 362.8995, "t": 266.8521952, "r": 482.56698884999923, "b": 259.3406703999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "Telecommunications cable", "text": "Telecommunications cable" }, { "self_ref": "#/texts/4429", "parent": { "$ref": "#/pictures/79" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 188, "bbox": { "l": 362.8995, "t": 256.3556040399999, "r": 433.9143770999998, "b": 248.84407923999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "i n white conduit", "text": "i n white conduit" }, { "self_ref": "#/texts/4430", "parent": { "$ref": "#/pictures/79" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 188, "bbox": { "l": 353.939973, "t": 426.71086851999996, "r": 393.50980050000004, "b": 419.19934371999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "Minimum", "text": "Minimum" }, { "self_ref": "#/texts/4431", "parent": { "$ref": "#/pictures/79" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 188, "bbox": { "l": 356.24615865, "t": 416.21427736, "r": 391.2027648, "b": 408.70275255999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "500 mm", "text": "500 mm" }, { "self_ref": "#/texts/4432", "parent": { "$ref": "#/pictures/79" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 188, "bbox": { "l": 126.095, "t": 378.00599520000003, "r": 199.32170719999982, "b": 370.4944704, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "In New Zealand,", "text": "In New Zealand," }, { "self_ref": "#/texts/4433", "parent": { "$ref": "#/pictures/79" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 188, "bbox": { "l": 126.65858315, "t": 367.50940404000005, "r": 199.35655924999995, "b": 359.99787924000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "minimum 50 mm", "text": "minimum 50 mm" }, { "self_ref": "#/texts/4434", "parent": { "$ref": "#/pictures/79" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 188, "bbox": { "l": 111.06016565, "t": 357.01281288000007, "r": 199.33955825000027, "b": 349.50128808000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "separation required", "text": "separation required" }, { "self_ref": "#/texts/4435", "parent": { "$ref": "#/pictures/79" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 188, "bbox": { "l": 300.5742, "t": 323.54019519999997, "r": 311.09866904999996, "b": 316.0286704, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "LV", "text": "LV" }, { "self_ref": "#/texts/4436", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 188, "bbox": { "l": 85.08, "t": 191.96029999999996, "r": 459.3420000000002, "b": 178.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "3.9.9 Selection and installation to minimize the spread of fire", "text": "3.9.9 Selection and installation to minimize the spread of fire", "level": 1 }, { "self_ref": "#/texts/4437", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 188, "bbox": { "l": 85.07999999999998, "t": 171.9203, "r": 182.93760000000003, "b": 158.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "3.9.9.1 General", "text": "3.9.9.1 General", "level": 1 }, { "self_ref": "#/texts/4438", "parent": { "$ref": "#/groups/446" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 188, "bbox": { "l": 85.07999999999998, "t": 151.94029999999998, "r": 513.5100000000008, "b": 124.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 140 ] } ], "orig": "(a) Precautions shall be taken to minimize the spread of fire by the selection of appropriate materials and installation methods.", "text": "(a) Precautions shall be taken to minimize the spread of fire by the selection of appropriate materials and installation methods.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4439", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 188, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4440", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 189, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4441", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 189, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "185", "text": "185" }, { "self_ref": "#/texts/4442", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 189, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/4443", "parent": { "$ref": "#/groups/447" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 189, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.6708000000008, "b": 696.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 261 ] } ], "orig": "(b) Wherever electrical equipment contains flammable liquid in significant quantity, precautions shall be taken to prevent burning liquid and the products of combustion of the liquid (flame, smoke, toxic gases) spreading to other parts of the building.", "text": "(b) Wherever electrical equipment contains flammable liquid in significant quantity, precautions shall be taken to prevent burning liquid and the products of combustion of the liquid (flame, smoke, toxic gases) spreading to other parts of the building.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4444", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 189, "bbox": { "l": 113.46, "t": 692.8772, "r": 162.619656, "b": 680.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/4445", "parent": { "$ref": "#/groups/448" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 189, "bbox": { "l": 113.46, "t": 676.85738, "r": 320.0574840000002, "b": 664.6037, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "1 Examples of such precautions are-", "text": "1 Examples of such precautions are-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4446", "parent": { "$ref": "#/groups/448" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 189, "bbox": { "l": 130.439472, "t": 660.83756, "r": 513.2714460000002, "b": 635.624186, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "(a) a drainage pit to collect leakages of liquid and ensure their extinction in the event of fire; or", "text": "(a) a drainage pit to collect leakages of liquid and ensure their extinction in the event of fire; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4447", "parent": { "$ref": "#/groups/448" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 189, "bbox": { "l": 130.439472, "t": 631.8580460000001, "r": 513.3208559999989, "b": 580.604504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 269 ] } ], "orig": "(b) installation of the equipment in a chamber of adequate fire-rating and the provision of sills or other means of preventing burning liquid spreading to other parts of the building, such a chamber being ventilated solely to the external atmosphere.", "text": "(b) installation of the equipment in a chamber of adequate fire-rating and the provision of sills or other means of preventing burning liquid spreading to other parts of the building, such a chamber being ventilated solely to the external atmosphere.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4448", "parent": { "$ref": "#/groups/448" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 189, "bbox": { "l": 113.458902, "t": 576.8383640000001, "r": 477.9443940000008, "b": 564.584684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "2 The generally accepted lower limit for a significant quantity is 25 L.", "text": "2 The generally accepted lower limit for a significant quantity is 25 L.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4449", "parent": { "$ref": "#/groups/448" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 189, "bbox": { "l": 85.08, "t": 557.9603, "r": 513.5952000000005, "b": 516.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 202 ] } ], "orig": "(c) In structures of shape and dimensions that facilitate the spread of fire, precautions shall be taken to ensure that the electrical installation cannot propagate a fire, e.g. chimney effect.", "text": "(c) In structures of shape and dimensions that facilitate the spread of fire, precautions shall be taken to ensure that the electrical installation cannot propagate a fire, e.g. chimney effect.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4450", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 189, "bbox": { "l": 113.46, "t": 512.8772, "r": 513.3823440000004, "b": 474.583352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 204 ] } ], "orig": "NOTE: Fire detectors may be provided that ensure the implementation of measures for preventing propagation of fire, e.g. the closing of fireproof shutters in ducts, troughs or trunking.", "text": "NOTE: Fire detectors may be provided that ensure the implementation of measures for preventing propagation of fire, e.g. the closing of fireproof shutters in ducts, troughs or trunking." }, { "self_ref": "#/texts/4451", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 189, "bbox": { "l": 85.08, "t": 467.9603, "r": 204.8208000000001, "b": 454.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "3.9.9.2 Precautions", "text": "3.9.9.2 Precautions", "level": 1 }, { "self_ref": "#/texts/4452", "parent": { "$ref": "#/groups/449" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 189, "bbox": { "l": 85.08000000000001, "t": 447.9203, "r": 513.5844000000011, "b": 420.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "(a) The risk of spread of fire shall be minimized by the selection of appropriate materials and installation.", "text": "(a) The risk of spread of fire shall be minimized by the selection of appropriate materials and installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4453", "parent": { "$ref": "#/groups/449" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 189, "bbox": { "l": 85.08000000000004, "t": 413.96029999999996, "r": 513.588, "b": 386.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "(b) Wiring systems shall be installed so that the general building structural performance and fire safety are not reduced.", "text": "(b) Wiring systems shall be installed so that the general building structural performance and fire safety are not reduced.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4454", "parent": { "$ref": "#/groups/449" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 189, "bbox": { "l": 85.08000000000004, "t": 379.9402999999999, "r": 513.5940000000002, "b": 338.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "(c) Cables and products having the necessary fire-rating for wiring systems, in accordance with AS/NZS 3013, may be installed without special precautions.", "text": "(c) Cables and products having the necessary fire-rating for wiring systems, in accordance with AS/NZS 3013, may be installed without special precautions.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4455", "parent": { "$ref": "#/groups/449" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 189, "bbox": { "l": 85.08000000000004, "t": 331.94029999999987, "r": 513.6108, "b": 276.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 234 ] } ], "orig": "(d) Cables not having the necessary fire-rating for wiring systems shall be limited to short lengths for connection of appliances to permanent wiring systems and shall not pass from one fire-segregated compartment to another.", "text": "(d) Cables not having the necessary fire-rating for wiring systems shall be limited to short lengths for connection of appliances to permanent wiring systems and shall not pass from one fire-segregated compartment to another.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4456", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 189, "bbox": { "l": 85.08000000000004, "t": 269.96029999999973, "r": 285.3276000000002, "b": 256.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "3.9.9.3 Penetration of fire barriers", "text": "3.9.9.3 Penetration of fire barriers", "level": 1 }, { "self_ref": "#/texts/4457", "parent": { "$ref": "#/groups/450" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 189, "bbox": { "l": 85.08000000000004, "t": 249.92029999999977, "r": 513.6504000000009, "b": 208.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 181 ] } ], "orig": "(a) Where a wiring system passes through elements of building construction, such as floors, walls, roofs, ceilings, partitions or cavity barriers that are required to be fire-rated-", "text": "(a) Where a wiring system passes through elements of building construction, such as floors, walls, roofs, ceilings, partitions or cavity barriers that are required to be fire-rated-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4458", "parent": { "$ref": "#/groups/450" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 189, "bbox": { "l": 113.40000000000003, "t": 201.92029999999977, "r": 513.5856000000006, "b": 174.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "(i) the opening shall be close-fitting to the wiring system and at least 50 mm from any other service opening;", "text": "(i) the opening shall be close-fitting to the wiring system and at least 50 mm from any other service opening;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4459", "parent": { "$ref": "#/groups/450" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 189, "bbox": { "l": 113.40000000000009, "t": 167.96029999999985, "r": 513.6396000000005, "b": 140.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 119 ] } ], "orig": "(ii) the cross-sectional area of the opening shall be not greater than 500 mm 2 , i.e. if circular, 25 mm diameter; and", "text": "(ii) the cross-sectional area of the opening shall be not greater than 500 mm 2 , i.e. if circular, 25 mm diameter; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4460", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 189, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4461", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 190, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4462", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 190, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "186", "text": "186" }, { "self_ref": "#/texts/4463", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 190, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/4464", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 190, "bbox": { "l": 85.07999999999998, "t": 751.9403, "r": 513.6599999999999, "b": 128.62330999999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2338 ] } ], "orig": "Exception: The cross-sectional area of the opening may be increased up to a maximum of 2000 mm 2 (50 mm diameter) for a single cable that leaves a gap of not more than 15 mm between the cable and the opening. (iii) the fire-rating of structures shall be reinstated where openings remain after passage of the wiring system, in accordance with the relevant provisions of national building codes. NOTE: Guidance on materials suitable for restoring fire-rated constructions is given in national building codes. (b) Wiring systems, such as conduits, cable ducting, cable trunking, busbars or busbar trunking systems, and flush boxes that penetrate elements of building construction required to have a specified firerating shall be internally sealed to the degree of fire-rating of the respective element before penetration and externally sealed as required by Item (a)(iii). (c) Conduit and trunking systems of material complying with the flame propagation test of AS/NZS 2053 series or AS/NZS 61386 series or AS/NZS 4296, as appropriate, and having a maximum internal crosssectioned area of 710 mm 2 , i.e. 30 mm internal diameter, need not be internally sealed provided that(i) the system satisfies the degree of protection IP33; and (ii) any termination of the system in one of the compartments separated by the building construction being penetrated satisfies the degree of protection IP33. (d) All sealing arrangements used in accordance with Items (a) to (c) shall comply with the following requirements. Sealing arrangements shall(i) be compatible with the materials of the wiring system with which they are in contact; (ii) permit thermal movement of the wiring system without reduction of the sealing quality; and (iii) be of adequate mechanical stability to withstand the stresses that may arise through damage to the support of the wiring system because of fire. NOTE: This requirement may be satisfied if(a) either cable clamps or cable supports are installed within 750 mm of the seal, and are able to withstand the mechanical loads expected following the collapse of the supports on the fire side of the seal to the extent that no strain is transferred to the seal; or (b) the design of the sealing system provides adequate support.", "text": "Exception: The cross-sectional area of the opening may be increased up to a maximum of 2000 mm 2 (50 mm diameter) for a single cable that leaves a gap of not more than 15 mm between the cable and the opening. (iii) the fire-rating of structures shall be reinstated where openings remain after passage of the wiring system, in accordance with the relevant provisions of national building codes. NOTE: Guidance on materials suitable for restoring fire-rated constructions is given in national building codes. (b) Wiring systems, such as conduits, cable ducting, cable trunking, busbars or busbar trunking systems, and flush boxes that penetrate elements of building construction required to have a specified firerating shall be internally sealed to the degree of fire-rating of the respective element before penetration and externally sealed as required by Item (a)(iii). (c) Conduit and trunking systems of material complying with the flame propagation test of AS/NZS 2053 series or AS/NZS 61386 series or AS/NZS 4296, as appropriate, and having a maximum internal crosssectioned area of 710 mm 2 , i.e. 30 mm internal diameter, need not be internally sealed provided that(i) the system satisfies the degree of protection IP33; and (ii) any termination of the system in one of the compartments separated by the building construction being penetrated satisfies the degree of protection IP33. (d) All sealing arrangements used in accordance with Items (a) to (c) shall comply with the following requirements. Sealing arrangements shall(i) be compatible with the materials of the wiring system with which they are in contact; (ii) permit thermal movement of the wiring system without reduction of the sealing quality; and (iii) be of adequate mechanical stability to withstand the stresses that may arise through damage to the support of the wiring system because of fire. NOTE: This requirement may be satisfied if(a) either cable clamps or cable supports are installed within 750 mm of the seal, and are able to withstand the mechanical loads expected following the collapse of the supports on the fire side of the seal to the extent that no strain is transferred to the seal; or (b) the design of the sealing system provides adequate support." }, { "self_ref": "#/texts/4465", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 190, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4466", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 191, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4467", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 191, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "187", "text": "187" }, { "self_ref": "#/texts/4468", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 191, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/4469", "parent": { "$ref": "#/groups/451" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 191, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.7499999999998, "b": 696.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 226 ] } ], "orig": "(e) Sealing arrangements intended to satisfy Items (a) and (b) above shall resist external influences to the same degree as the wiring system with which they are used and, in addition, shall meet the following requirements:", "text": "(e) Sealing arrangements intended to satisfy Items (a) and (b) above shall resist external influences to the same degree as the wiring system with which they are used and, in addition, shall meet the following requirements:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4470", "parent": { "$ref": "#/groups/451" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 191, "bbox": { "l": 113.39999999999998, "t": 689.9603, "r": 513.5952000000003, "b": 648.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 153 ] } ], "orig": "(i) They shall be resistant to the products of combustion to the same extent as the elements of building construction that have been penetrated.", "text": "(i) They shall be resistant to the products of combustion to the same extent as the elements of building construction that have been penetrated.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4471", "parent": { "$ref": "#/groups/451" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 191, "bbox": { "l": 113.39999999999998, "t": 641.9603, "r": 513.5844000000004, "b": 600.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 175 ] } ], "orig": "(ii) They shall provide the same degree of protection from water penetration as that required for the building construction element in which they have been installed.", "text": "(ii) They shall provide the same degree of protection from water penetration as that required for the building construction element in which they have been installed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4472", "parent": { "$ref": "#/groups/451" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 191, "bbox": { "l": 113.4, "t": 593.9603, "r": 513.6863999999998, "b": 524.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 292 ] } ], "orig": "(iii) The seal and the wiring system shall be protected from dripping water that may travel along the wiring system, or that may otherwise collect around the seal, unless the materials used in the seal are all resistant to moisture when finally assembled for use.", "text": "(iii) The seal and the wiring system shall be protected from dripping water that may travel along the wiring system, or that may otherwise collect around the seal, unless the materials used in the seal are all resistant to moisture when finally assembled for use.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4473", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 191, "bbox": { "l": 113.46, "t": 520.8572, "r": 513.3680700000001, "b": 495.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "NOTE: Materials and installation methods used for sealing will require the use of certified sealing products and installation methods.", "text": "NOTE: Materials and installation methods used for sealing will require the use of certified sealing products and installation methods." }, { "self_ref": "#/texts/4474", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 191, "bbox": { "l": 85.08, "t": 488.9603, "r": 390.71040000000056, "b": 475.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "3.9.10 Limitation of circulating and eddy currents", "text": "3.9.10 Limitation of circulating and eddy currents", "level": 1 }, { "self_ref": "#/texts/4475", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 191, "bbox": { "l": 85.08000000000001, "t": 468.9203, "r": 189.8976000000001, "b": 455.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "3.9.10.1 General", "text": "3.9.10.1 General", "level": 1 }, { "self_ref": "#/texts/4476", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 191, "bbox": { "l": 85.08000000000001, "t": 448.9403, "r": 447.0948000000009, "b": 435.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "Precautions shall be taken to limit circulating and eddy currents.", "text": "Precautions shall be taken to limit circulating and eddy currents." }, { "self_ref": "#/texts/4477", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 191, "bbox": { "l": 85.08000000000001, "t": 428.96029999999996, "r": 414.19200000000086, "b": 415.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "3.9.10.2 Cables for a.c. circuits-Electromagnetic effects", "text": "3.9.10.2 Cables for a.c. circuits-Electromagnetic effects", "level": 1 }, { "self_ref": "#/texts/4478", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 191, "bbox": { "l": 85.07999999999998, "t": 408.92029999999994, "r": 513.6024000000002, "b": 381.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "Single-core cables armoured with steel wire or tape shall not be used for a.c. circuits.", "text": "Single-core cables armoured with steel wire or tape shall not be used for a.c. circuits." }, { "self_ref": "#/texts/4479", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 191, "bbox": { "l": 85.07999999999998, "t": 374.9602999999999, "r": 513.6072000000012, "b": 319.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 278 ] } ], "orig": "Conductors of a.c. circuits installed in ferromagnetic enclosures shall be arranged so that the conductors of all phases and the neutral conductor (if any) and the appropriate protective earthing conductor of each circuit are contained in the same enclosure.", "text": "Conductors of a.c. circuits installed in ferromagnetic enclosures shall be arranged so that the conductors of all phases and the neutral conductor (if any) and the appropriate protective earthing conductor of each circuit are contained in the same enclosure." }, { "self_ref": "#/texts/4480", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 191, "bbox": { "l": 85.07999999999998, "t": 312.92029999999977, "r": 452.51280000000077, "b": 299.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "Where such conductors enter a ferrous enclosure they shall be-", "text": "Where such conductors enter a ferrous enclosure they shall be-" }, { "self_ref": "#/texts/4481", "parent": { "$ref": "#/groups/452" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 191, "bbox": { "l": 85.07999999999996, "t": 292.94029999999975, "r": 513.6348000000011, "b": 265.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "(a) arranged so that the conductors are not individually surrounded by a ferrous material; or", "text": "(a) arranged so that the conductors are not individually surrounded by a ferrous material; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4482", "parent": { "$ref": "#/groups/452" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 191, "bbox": { "l": 85.07999999999996, "t": 258.92029999999977, "r": 513.6060000000001, "b": 231.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "(b) provided with other means of limiting any excessive heating effects of eddy (induced) currents.", "text": "(b) provided with other means of limiting any excessive heating effects of eddy (induced) currents.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4483", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 191, "bbox": { "l": 96.42, "t": 227.87720000000002, "r": 145.63345799999996, "b": 215.62351999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/4484", "parent": { "$ref": "#/groups/453" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 191, "bbox": { "l": 96.42, "t": 211.85738000000003, "r": 513.3130319999991, "b": 173.623922, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 200 ] } ], "orig": "1 Particular care needs to be taken where single-core cables carrying current in excess of 300 A pass through ferrous metal wall lining, switchboard surrounds, or similar ferrous enclosures.", "text": "1 Particular care needs to be taken where single-core cables carrying current in excess of 300 A pass through ferrous metal wall lining, switchboard surrounds, or similar ferrous enclosures.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4485", "parent": { "$ref": "#/groups/453" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 191, "bbox": { "l": 96.42, "t": 169.85778200000004, "r": 513.3141300000001, "b": 105.58415600000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 367 ] } ], "orig": "2 The use of non-ferrous enclosures or gland plates or, where suitable, providing an air gap by slotting between individual core entries to break the magnetic circuit may be applied to eliminate this effect. A slot between individual core entries with a width of 20% of the individual core entries diameter is considered satisfactory.", "text": "2 The use of non-ferrous enclosures or gland plates or, where suitable, providing an air gap by slotting between individual core entries to break the magnetic circuit may be applied to eliminate this effect. A slot between individual core entries with a width of 20% of the individual core entries diameter is considered satisfactory.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4486", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 191, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4487", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 192, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4488", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 192, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "188", "text": "188" }, { "self_ref": "#/texts/4489", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 192, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/4490", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 192, "bbox": { "l": 85.08, "t": 751.9403, "r": 371.62799999999993, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "3.9.10.3 Cables with non-ferrous metal sheathing", "text": "3.9.10.3 Cables with non-ferrous metal sheathing", "level": 1 }, { "self_ref": "#/texts/4491", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 192, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 513.5352000000006, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 206 ] } ], "orig": "Single-core cables enclosed in lead, copper, aluminium or other nonferrous metal sheathing shall be used for alternating currents only where one of the following arrangements is employed:", "text": "Single-core cables enclosed in lead, copper, aluminium or other nonferrous metal sheathing shall be used for alternating currents only where one of the following arrangements is employed:" }, { "self_ref": "#/texts/4492", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 192, "bbox": { "l": 85.08000000000001, "t": 683.9603, "r": 212.25840000000002, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "(a) Trefoil formation :", "text": "(a) Trefoil formation :", "level": 1 }, { "self_ref": "#/texts/4493", "parent": { "$ref": "#/groups/454" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 192, "bbox": { "l": 113.39999999999998, "t": 663.9203, "r": 513.6108000000002, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 80 ] } ], "orig": "(i) The cables shall be run in trefoil formation throughout their entire length.", "text": "(i) The cables shall be run in trefoil formation throughout their entire length.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4494", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 192, "bbox": { "l": 141.77999999999997, "t": 629.9603, "r": 513.5616, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "Exception: A distance not exceeding two metres at each end to facilitate termination of the cables is permitted.", "text": "Exception: A distance not exceeding two metres at each end to facilitate termination of the cables is permitted." }, { "self_ref": "#/texts/4495", "parent": { "$ref": "#/groups/455" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 192, "bbox": { "l": 113.39999999999998, "t": 595.9403, "r": 513.6540000000014, "b": 540.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 243 ] } ], "orig": "(ii) The sheaths of the cables shall be bonded at the point where the trefoil formation ceases, or at the switchboard termination, and the conductivity of the bonding conductor shall be not less than that of the cable sheath.", "text": "(ii) The sheaths of the cables shall be bonded at the point where the trefoil formation ceases, or at the switchboard termination, and the conductivity of the bonding conductor shall be not less than that of the cable sheath.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4496", "parent": { "$ref": "#/groups/455" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 192, "bbox": { "l": 85.08000000000007, "t": 533.9603, "r": 271.5984000000001, "b": 520.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "(b) Other than trefoil formation :", "text": "(b) Other than trefoil formation :", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4497", "parent": { "$ref": "#/groups/455" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 192, "bbox": { "l": 113.40000000000006, "t": 513.9202999999999, "r": 513.6000000000006, "b": 486.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "(i) The cables shall be placed as near as practicable to each other (they may be touching).", "text": "(i) The cables shall be placed as near as practicable to each other (they may be touching).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4498", "parent": { "$ref": "#/groups/455" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 192, "bbox": { "l": 113.40000000000012, "t": 479.9602999999999, "r": 513.6024000000009, "b": 424.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 209 ] } ], "orig": "(ii) The sheathing of the cables shall be bonded at both ends and at intervals not exceeding 30 m along the cable run. The conductivity of the bonding conductor shall be not less than that of the cable sheath.", "text": "(ii) The sheathing of the cables shall be bonded at both ends and at intervals not exceeding 30 m along the cable run. The conductivity of the bonding conductor shall be not less than that of the cable sheath.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4499", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 192, "bbox": { "l": 141.78000000000006, "t": 417.9202999999998, "r": 513.6108000000006, "b": 390.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "Exception: Where the sheathing of cables is provided by a serving, the bonding need only be carried out at both ends.", "text": "Exception: Where the sheathing of cables is provided by a serving, the bonding need only be carried out at both ends." }, { "self_ref": "#/texts/4500", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 192, "bbox": { "l": 66.6, "t": 383.9602999999998, "r": 402.30000000000024, "b": 368.35052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "3.9.11 Minimization of electromagnetic interference *", "text": "3.9.11 Minimization of electromagnetic interference *", "level": 1 }, { "self_ref": "#/texts/4501", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 192, "bbox": { "l": 85.08000000000007, "t": 363.92029999999977, "r": 513.6192000000002, "b": 308.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 276 ] } ], "orig": "Certain types of electrical installations, e.g. those containing sensitive electronic equipment or systems, may require minimization of electromagnetic interference arising from magnetic fields developed from current flowing in cables. This may be addressed by-", "text": "Certain types of electrical installations, e.g. those containing sensitive electronic equipment or systems, may require minimization of electromagnetic interference arising from magnetic fields developed from current flowing in cables. This may be addressed by-" }, { "self_ref": "#/texts/4502", "parent": { "$ref": "#/groups/456" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 192, "bbox": { "l": 85.0800000000001, "t": 301.94029999999975, "r": 462.17999999999995, "b": 288.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "(a) selection of cables designed for low magnetic field emissions;", "text": "(a) selection of cables designed for low magnetic field emissions;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4503", "parent": { "$ref": "#/groups/456" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 192, "bbox": { "l": 85.0800000000001, "t": 281.96029999999973, "r": 513.6444000000001, "b": 254.5282999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "(b) installation of cables in enclosures that contain or shield magnetic fields; or", "text": "(b) installation of cables in enclosures that contain or shield magnetic fields; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4504", "parent": { "$ref": "#/groups/456" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 192, "bbox": { "l": 85.0800000000001, "t": 247.94029999999964, "r": 513.6612000000001, "b": 220.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "(c) installation of cables in configurations that produce low magnetic fields.", "text": "(c) installation of cables in configurations that produce low magnetic fields.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4505", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 192, "bbox": { "l": 96.42, "t": 216.83719999999994, "r": 513.3909900000003, "b": 165.583658, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 235 ] } ], "orig": "NOTE: The AS/NZS 3008.1 series details circuit configurations for the installation of parallel single-core cables in groups that produce reduced levels of magnetic field in comparison with other electrically symmetrical configurations.", "text": "NOTE: The AS/NZS 3008.1 series details circuit configurations for the installation of parallel single-core cables in groups that produce reduced levels of magnetic field in comparison with other electrically symmetrical configurations." }, { "self_ref": "#/texts/4506", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 192, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4507", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 193, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4508", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 193, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "189", "text": "189" }, { "self_ref": "#/texts/4509", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 193, "bbox": { "l": 85.08, "t": 751.9403, "r": 277.53719999999987, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "3.10 ENCLOSURE OF CABLES", "text": "3.10 ENCLOSURE OF CABLES", "level": 1 }, { "self_ref": "#/texts/4510", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 193, "bbox": { "l": 85.08, "t": 731.9603, "r": 181.21200000000007, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "3.10.1 General", "text": "3.10.1 General", "level": 1 }, { "self_ref": "#/texts/4511", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 193, "bbox": { "l": 85.08, "t": 711.9203, "r": 309.61200000000025, "b": 698.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "3.10.1.1 Insulated, unsheathed cables", "text": "3.10.1.1 Insulated, unsheathed cables", "level": 1 }, { "self_ref": "#/texts/4512", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 193, "bbox": { "l": 85.07999999999998, "t": 691.9403, "r": 513.5496000000004, "b": 664.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "Insulated, unsheathed cables shall be enclosed in a wiring enclosure throughout their entire length.", "text": "Insulated, unsheathed cables shall be enclosed in a wiring enclosure throughout their entire length." }, { "self_ref": "#/texts/4513", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 193, "bbox": { "l": 85.07999999999998, "t": 657.9203, "r": 513.648000000001, "b": 630.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "Exceptions: Wiring enclosures need not be provided for insulated, unsheathed cables installed as follows:", "text": "Exceptions: Wiring enclosures need not be provided for insulated, unsheathed cables installed as follows:" }, { "self_ref": "#/texts/4514", "parent": { "$ref": "#/groups/457" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 193, "bbox": { "l": 85.07999999999998, "t": 623.9603, "r": 418.2012000000001, "b": 610.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "1 As aerial conductors, in accordance with Clause 3.12.", "text": "1 As aerial conductors, in accordance with Clause 3.12.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4515", "parent": { "$ref": "#/groups/457" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 193, "bbox": { "l": 85.07999999999998, "t": 603.9203, "r": 513.6083999999997, "b": 562.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 179 ] } ], "orig": "2 In an enclosed wall cavity between an accessory and a wiring enclosure or sheathing terminated within 100 mm of the hole over or within which the accessory is mounted.", "text": "2 In an enclosed wall cavity between an accessory and a wiring enclosure or sheathing terminated within 100 mm of the hole over or within which the accessory is mounted.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4516", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 193, "bbox": { "l": 113.46, "t": 558.8372, "r": 413.2776839999996, "b": 546.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "NOTE: This exception does not apply within a roof space.", "text": "NOTE: This exception does not apply within a roof space." }, { "self_ref": "#/texts/4517", "parent": { "$ref": "#/groups/458" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 193, "bbox": { "l": 85.08, "t": 539.9603, "r": 513.6264, "b": 498.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 176 ] } ], "orig": "3 Within switchboards, metering and similar enclosures, provided that such cables are not exposed to touch during normal switching or meter-reading operations.", "text": "3 Within switchboards, metering and similar enclosures, provided that such cables are not exposed to touch during normal switching or meter-reading operations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4518", "parent": { "$ref": "#/groups/458" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 193, "bbox": { "l": 85.08000000000001, "t": 491.96029999999996, "r": 513.6336000000001, "b": 464.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "4 As earthing or equipotential bonding conductors installed in accordance with Section 5.", "text": "4 As earthing or equipotential bonding conductors installed in accordance with Section 5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4519", "parent": { "$ref": "#/groups/458" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 193, "bbox": { "l": 85.08000000000004, "t": 457.9402999999999, "r": 465.1728, "b": 444.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "5 As an extra-low voltage circuit, in accordance with Clause 7.5.", "text": "5 As an extra-low voltage circuit, in accordance with Clause 7.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4520", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 193, "bbox": { "l": 85.08000000000004, "t": 437.9602999999999, "r": 316.50960000000026, "b": 424.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "3.10.1.2 Insulated and sheathed cables", "text": "3.10.1.2 Insulated and sheathed cables", "level": 1 }, { "self_ref": "#/texts/4521", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 193, "bbox": { "l": 85.08000000000004, "t": 417.9202999999999, "r": 478.93559999999974, "b": 404.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "Cables of a sheathed type need not be installed in a wiring enclosure.", "text": "Cables of a sheathed type need not be installed in a wiring enclosure." }, { "self_ref": "#/texts/4522", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 193, "bbox": { "l": 85.08000000000001, "t": 397.94029999999987, "r": 513.625200000001, "b": 342.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 239 ] } ], "orig": "Exception: Cables having insulation or sheath that does not meet the combustion propagation requirements of the AS/NZS 5000 series, e.g. polyethylene-insulated unsheathed cables, shall be installed in firerated enclosures.", "text": "Exception: Cables having insulation or sheath that does not meet the combustion propagation requirements of the AS/NZS 5000 series, e.g. polyethylene-insulated unsheathed cables, shall be installed in firerated enclosures." }, { "self_ref": "#/texts/4523", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 193, "bbox": { "l": 85.07999999999998, "t": 335.9602999999998, "r": 513.624000000001, "b": 308.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 132 ] } ], "orig": "Where the sheath of a cable is removed, the exposed cores of the cable shall be enclosed in accordance with Clause 3.10.1.1.", "text": "Where the sheath of a cable is removed, the exposed cores of the cable shall be enclosed in accordance with Clause 3.10.1.1." }, { "self_ref": "#/texts/4524", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 193, "bbox": { "l": 85.07999999999998, "t": 301.94029999999975, "r": 243.63359999999986, "b": 288.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "3.10.2 Wiring enclosures", "text": "3.10.2 Wiring enclosures", "level": 1 }, { "self_ref": "#/texts/4525", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 193, "bbox": { "l": 85.07999999999998, "t": 281.96029999999973, "r": 179.31359999999998, "b": 268.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "3.10.2.1 Types", "text": "3.10.2.1 Types", "level": 1 }, { "self_ref": "#/texts/4526", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 193, "bbox": { "l": 85.07999999999998, "t": 261.92029999999977, "r": 513.6024000000006, "b": 234.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 132 ] } ], "orig": "The following types of wiring enclosures may be used for the protection of cables requiring enclosure as specified in Clause 3.10.1:", "text": "The following types of wiring enclosures may be used for the protection of cables requiring enclosure as specified in Clause 3.10.1:" }, { "self_ref": "#/texts/4527", "parent": { "$ref": "#/groups/459" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 193, "bbox": { "l": 66.6, "t": 229.6322, "r": 513.6156000000004, "b": 200.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(a) Conduits in accordance with AS/NZS 2053 series or the AS/NZS 61386 series, including-*", "text": "(a) Conduits in accordance with AS/NZS 2053 series or the AS/NZS 61386 series, including-*", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4528", "parent": { "$ref": "#/groups/459" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 193, "bbox": { "l": 113.4, "t": 193.94029999999975, "r": 405.7464000000007, "b": 180.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "(i) steel conduits or other metal tubing or conduit;", "text": "(i) steel conduits or other metal tubing or conduit;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4529", "parent": { "$ref": "#/groups/459" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 193, "bbox": { "l": 113.4, "t": 173.96029999999973, "r": 267.4536, "b": 160.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "(ii) flexible metal conduit;", "text": "(ii) flexible metal conduit;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4530", "parent": { "$ref": "#/groups/459" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 193, "bbox": { "l": 113.4, "t": 153.92029999999977, "r": 367.1448000000002, "b": 140.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "(iii) rigid and flexible insulating conduit; and", "text": "(iii) rigid and flexible insulating conduit; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4531", "parent": { "$ref": "#/groups/459" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 193, "bbox": { "l": 113.4, "t": 133.94029999999975, "r": 310.85280000000034, "b": 120.54829999999981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "(iv) corrugated insulating conduit.", "text": "(iv) corrugated insulating conduit.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4532", "parent": { "$ref": "#/groups/459" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 193, "bbox": { "l": 66.6, "t": 117.85220000000004, "r": 513.2846219999997, "b": 91.60343599999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 146 ] } ], "orig": "NOTE: Refer to Appendix N for information on compatibility of conduit classifications in the AS/NZS 2053 series and AS/NZS 61386 series. *", "text": "NOTE: Refer to Appendix N for information on compatibility of conduit classifications in the AS/NZS 2053 series and AS/NZS 61386 series. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4533", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 193, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/4534", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 193, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4535", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 194, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4536", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 194, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/4537", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 194, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "190", "text": "190", "level": 1 }, { "self_ref": "#/texts/4538", "parent": { "$ref": "#/groups/460" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 194, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.6096000000008, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "(b) Cable trunking systems in accordance with AS/NZS 4296, with or without compound filling.", "text": "(b) Cable trunking systems in accordance with AS/NZS 4296, with or without compound filling.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4539", "parent": { "$ref": "#/groups/460" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 194, "bbox": { "l": 85.08000000000001, "t": 717.9203, "r": 513.5424000000005, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "(c) Other wiring enclosures providing mechanical protection at least equivalent to those listed in Items (a) and (b).", "text": "(c) Other wiring enclosures providing mechanical protection at least equivalent to those listed in Items (a) and (b).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4540", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 194, "bbox": { "l": 85.08000000000001, "t": 683.9603, "r": 513.6600000000007, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 212 ] } ], "orig": "Covers of wiring enclosures containing unsheathed cables shall be effectively retained in position and, where installed in a readily accessible position, shall not be removable without the use of tools.", "text": "Covers of wiring enclosures containing unsheathed cables shall be effectively retained in position and, where installed in a readily accessible position, shall not be removable without the use of tools." }, { "self_ref": "#/texts/4541", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 194, "bbox": { "l": 85.08000000000004, "t": 635.9603, "r": 304.67640000000017, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "3.10.2.2 Change of wiring enclosures", "text": "3.10.2.2 Change of wiring enclosures", "level": 1 }, { "self_ref": "#/texts/4542", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 194, "bbox": { "l": 85.08000000000004, "t": 615.9203, "r": 500.19600000000014, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "Any change from one type of wiring enclosure to another shall be made-", "text": "Any change from one type of wiring enclosure to another shall be made-" }, { "self_ref": "#/texts/4543", "parent": { "$ref": "#/groups/461" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 194, "bbox": { "l": 85.08000000000004, "t": 595.9403, "r": 227.4888000000002, "b": 582.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "(a) at a switchboard; or", "text": "(a) at a switchboard; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4544", "parent": { "$ref": "#/groups/461" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 194, "bbox": { "l": 85.08000000000004, "t": 575.9603, "r": 513.6720000000003, "b": 534.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 164 ] } ], "orig": "(b) by means of a suitable device that provides for the complete protection of the conductor insulation and for continuity of conductive wiring enclosures.", "text": "(b) by means of a suitable device that provides for the complete protection of the conductor insulation and for continuity of conductive wiring enclosures.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4545", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 194, "bbox": { "l": 85.0800000000001, "t": 527.9603, "r": 223.38960000000023, "b": 514.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "3.10.2.3 Entry of water", "text": "3.10.2.3 Entry of water", "level": 1 }, { "self_ref": "#/texts/4546", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 194, "bbox": { "l": 85.0800000000001, "t": 507.92029999999994, "r": 248.51759999999993, "b": 494.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "Wiring enclosures shall be-", "text": "Wiring enclosures shall be-" }, { "self_ref": "#/texts/4547", "parent": { "$ref": "#/groups/462" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 194, "bbox": { "l": 85.0800000000001, "t": 487.9402999999999, "r": 513.6336, "b": 460.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "(a) installed in a manner that will prevent water from entering electrical equipment and enclosures; and", "text": "(a) installed in a manner that will prevent water from entering electrical equipment and enclosures; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4548", "parent": { "$ref": "#/groups/462" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 194, "bbox": { "l": 85.0800000000001, "t": 453.9202999999999, "r": 513.6048000000001, "b": 426.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "(b) where exposed to the weather, provided with adequate means to prevent the entry of rain.", "text": "(b) where exposed to the weather, provided with adequate means to prevent the entry of rain.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4549", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 194, "bbox": { "l": 96.42, "t": 422.87719999999996, "r": 513.3327960000005, "b": 371.623658, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 269 ] } ], "orig": "NOTE: The relationship between the height of each end of a wiring enclosure and the risk of entry of water should be considered, e.g. a conduit installed on a hill from an underground connection pit to a switchboard enclosure that is much lower than the connection pit.", "text": "NOTE: The relationship between the height of each end of a wiring enclosure and the risk of entry of water should be considered, e.g. a conduit installed on a hill from an underground connection pit to a switchboard enclosure that is much lower than the connection pit." }, { "self_ref": "#/texts/4550", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 194, "bbox": { "l": 85.08, "t": 364.94030000000004, "r": 327.648, "b": 351.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "3.10.3 Installation of wiring enclosures", "text": "3.10.3 Installation of wiring enclosures", "level": 1 }, { "self_ref": "#/texts/4551", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 194, "bbox": { "l": 85.08000000000001, "t": 344.9603, "r": 189.8976000000001, "b": 331.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "3.10.3.1 General", "text": "3.10.3.1 General", "level": 1 }, { "self_ref": "#/texts/4552", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 194, "bbox": { "l": 85.08000000000001, "t": 324.9203, "r": 513.6552000000001, "b": 283.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 183 ] } ], "orig": "Wiring enclosures shall be installed in accordance with safe and sound practice and provide adequate protection as required by Clauses 3.3 and 3.10.3.2 to 3.10.3.9.", "text": "Wiring enclosures shall be installed in accordance with safe and sound practice and provide adequate protection as required by Clauses 3.3 and 3.10.3.2 to 3.10.3.9." }, { "self_ref": "#/texts/4553", "parent": { "$ref": "#/groups/463" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 194, "bbox": { "l": 66.6, "t": 277.57220000000007, "r": 513.5652000000002, "b": 249.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "Wiring enclosures installed on roofing material shall not be installed in a manner that-*", "text": "Wiring enclosures installed on roofing material shall not be installed in a manner that-*", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4554", "parent": { "$ref": "#/groups/463" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 194, "bbox": { "l": 85.08000000000007, "t": 242.96029999999996, "r": 351.1728000000005, "b": 229.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "(a) obstructs the natural water drain paths; or", "text": "(a) obstructs the natural water drain paths; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4555", "parent": { "$ref": "#/groups/463" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 194, "bbox": { "l": 85.08000000000007, "t": 222.9203, "r": 324.35400000000044, "b": 209.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "(b) promotes the accumulation of debris.", "text": "(b) promotes the accumulation of debris.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4556", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 194, "bbox": { "l": 85.08000000000007, "t": 202.94029999999998, "r": 240.36960000000022, "b": 189.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "This may be achieved by-", "text": "This may be achieved by-" }, { "self_ref": "#/texts/4557", "parent": { "$ref": "#/groups/464" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 194, "bbox": { "l": 66.6, "t": 183.49220000000003, "r": 456.16080000000045, "b": 167.89052000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "(i) installing the enclosure across the roofing material profile; or *", "text": "(i) installing the enclosure across the roofing material profile; or *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4558", "parent": { "$ref": "#/groups/464" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 194, "bbox": { "l": 66.6, "t": 162.9203, "r": 513.6456000000004, "b": 121.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 195 ] } ], "orig": "(ii) installing the enclosure within the valley or tray of the roofing material using supports that prevent the obstruction or water or accumulation of debris, e.g. standoff brackets or blocks. *", "text": "(ii) installing the enclosure within the valley or tray of the roofing material using supports that prevent the obstruction or water or accumulation of debris, e.g. standoff brackets or blocks. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4559", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 194, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4560", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 195, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4561", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 195, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "191", "text": "191" }, { "self_ref": "#/texts/4562", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 195, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/4563", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 195, "bbox": { "l": 85.08, "t": 751.9403, "r": 189.28200000000012, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "3.10.3.2 Support", "text": "3.10.3.2 Support", "level": 1 }, { "self_ref": "#/texts/4564", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 195, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 513.6647999999997, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "Wiring enclosures shall be supported by suitable means to prevent damage to the enclosure or any associated cables.", "text": "Wiring enclosures shall be supported by suitable means to prevent damage to the enclosure or any associated cables." }, { "self_ref": "#/texts/4565", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 195, "bbox": { "l": 85.07999999999998, "t": 697.9403, "r": 201.53520000000015, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "3.10.3.3 Continuity", "text": "3.10.3.3 Continuity", "level": 1 }, { "self_ref": "#/texts/4566", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 195, "bbox": { "l": 85.07999999999998, "t": 677.9603, "r": 513.6216000000006, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "Mechanical and electrical continuity of conductive enclosures shall be maintained.", "text": "Mechanical and electrical continuity of conductive enclosures shall be maintained." }, { "self_ref": "#/texts/4567", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 195, "bbox": { "l": 85.07999999999998, "t": 643.9403, "r": 513.6168000000009, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 226 ] } ], "orig": "Exception: Continuity of conductive enclosures need not be maintained where, in accordance with this Standard, the enclosure is not required to be earthed, e.g. the enclosure contains insulated and sheathed cables only.", "text": "Exception: Continuity of conductive enclosures need not be maintained where, in accordance with this Standard, the enclosure is not required to be earthed, e.g. the enclosure contains insulated and sheathed cables only." }, { "self_ref": "#/texts/4568", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 195, "bbox": { "l": 85.07999999999998, "t": 595.9403, "r": 191.31959999999998, "b": 582.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "3.10.3.4 Bending", "text": "3.10.3.4 Bending", "level": 1 }, { "self_ref": "#/texts/4569", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 195, "bbox": { "l": 85.07999999999998, "t": 575.9603, "r": 513.6432000000009, "b": 548.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "The radius of every bend in a wiring system shall be such that conductors and cables will not suffer damage.", "text": "The radius of every bend in a wiring system shall be such that conductors and cables will not suffer damage." }, { "self_ref": "#/texts/4570", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 195, "bbox": { "l": 85.07999999999998, "t": 541.9403, "r": 513.5952000000002, "b": 514.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "Bends in rigid conduit shall be such that the internal diameter is not significantly reduced.", "text": "Bends in rigid conduit shall be such that the internal diameter is not significantly reduced." }, { "self_ref": "#/texts/4571", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 195, "bbox": { "l": 85.07999999999998, "t": 507.92029999999994, "r": 513.6000000000006, "b": 466.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 166 ] } ], "orig": "Changes of direction in trunking, ducts or similar applications shall permit the bending of cables laid therein, so as to comply with the requirements of this Clause.", "text": "Changes of direction in trunking, ducts or similar applications shall permit the bending of cables laid therein, so as to comply with the requirements of this Clause." }, { "self_ref": "#/texts/4572", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 195, "bbox": { "l": 96.42, "t": 462.8372, "r": 395.08368600000034, "b": 450.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "NOTE: See Clause 3.9.6 for cable-bending requirements.", "text": "NOTE: See Clause 3.9.6 for cable-bending requirements." }, { "self_ref": "#/texts/4573", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 195, "bbox": { "l": 85.08, "t": 443.9603, "r": 277.77600000000024, "b": 430.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "3.10.3.5 Passage for conductors", "text": "3.10.3.5 Passage for conductors", "level": 1 }, { "self_ref": "#/texts/4574", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 195, "bbox": { "l": 85.07999999999998, "t": 423.9203, "r": 513.6792000000004, "b": 368.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 279 ] } ], "orig": "Where conductors or cables, including flexible cables and flexible cords, are to be threaded through conduits, tubes or channels, or passed through openings formed in metalwork, such tubes, channels, conduit ends or openings shall be of adequate size and shall-", "text": "Where conductors or cables, including flexible cables and flexible cords, are to be threaded through conduits, tubes or channels, or passed through openings formed in metalwork, such tubes, channels, conduit ends or openings shall be of adequate size and shall-" }, { "self_ref": "#/texts/4575", "parent": { "$ref": "#/groups/465" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 195, "bbox": { "l": 85.07999999999998, "t": 361.9402999999999, "r": 460.5852000000009, "b": 348.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "(a) be provided with bushes that are securely fixed in position; or", "text": "(a) be provided with bushes that are securely fixed in position; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4576", "parent": { "$ref": "#/groups/465" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 195, "bbox": { "l": 85.07999999999998, "t": 341.9602999999999, "r": 513.6156000000011, "b": 300.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 155 ] } ], "orig": "(b) if not bushed, have no sharp angles or projecting edges that would be likely to damage a conductor or the insulation, braiding or sheathing of a cable.", "text": "(b) if not bushed, have no sharp angles or projecting edges that would be likely to damage a conductor or the insulation, braiding or sheathing of a cable.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4577", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 195, "bbox": { "l": 85.07999999999998, "t": 293.96029999999985, "r": 218.15999999999988, "b": 280.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "3.10.3.6 Terminations", "text": "3.10.3.6 Terminations", "level": 1 }, { "self_ref": "#/texts/4578", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 195, "bbox": { "l": 85.07999999999998, "t": 273.92029999999977, "r": 513.6324000000006, "b": 232.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 214 ] } ], "orig": "Terminations shall be arranged so that wiring enclosures terminate in, and are supported on, electrical equipment in such a manner as to fully protect the enclosed cables as they pass into the electrical equipment.", "text": "Terminations shall be arranged so that wiring enclosures terminate in, and are supported on, electrical equipment in such a manner as to fully protect the enclosed cables as they pass into the electrical equipment." }, { "self_ref": "#/texts/4579", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 195, "bbox": { "l": 85.07999999999998, "t": 225.92029999999977, "r": 513.6228000000002, "b": 198.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 132 ] } ], "orig": "Each end of flexible conduit shall be securely anchored to the fixed conduit, structure or electrical equipment where it terminates.", "text": "Each end of flexible conduit shall be securely anchored to the fixed conduit, structure or electrical equipment where it terminates." }, { "self_ref": "#/texts/4580", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 195, "bbox": { "l": 85.07999999999998, "t": 191.96029999999985, "r": 301.85520000000014, "b": 178.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "3.10.3.7 Installation in direct sunlight", "text": "3.10.3.7 Installation in direct sunlight", "level": 1 }, { "self_ref": "#/texts/4581", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 195, "bbox": { "l": 85.07999999999998, "t": 171.92029999999988, "r": 513.6084000000006, "b": 144.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "Rigid insulating conduit, conduit fittings and cable trunking systems installed in direct sunlight shall be-", "text": "Rigid insulating conduit, conduit fittings and cable trunking systems installed in direct sunlight shall be-" }, { "self_ref": "#/texts/4582", "parent": { "$ref": "#/groups/466" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 195, "bbox": { "l": 85.07999999999998, "t": 137.96029999999985, "r": 311.4624000000002, "b": 124.56829999999991, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "(a) of a type designed for such use; or", "text": "(a) of a type designed for such use; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4583", "parent": { "$ref": "#/groups/466" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 195, "bbox": { "l": 85.07999999999998, "t": 117.92029999999988, "r": 422.3064000000006, "b": 104.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "(b) painted with a light-coloured water-based acrylic paint.", "text": "(b) painted with a light-coloured water-based acrylic paint.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4584", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 195, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4585", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 196, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4586", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 196, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "192", "text": "192" }, { "self_ref": "#/texts/4587", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 196, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/4588", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 196, "bbox": { "l": 96.42, "t": 751.8572, "r": 145.63345799999996, "b": 739.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/4589", "parent": { "$ref": "#/groups/467" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 196, "bbox": { "l": 96.42, "t": 735.83738, "r": 513.3415799999988, "b": 710.624006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "1 AS/NZS 2053.1 and AS/NZS 61386.1 requires that conduits suitable for use in direct sunlight be marked with the letter 'T'.", "text": "1 AS/NZS 2053.1 and AS/NZS 61386.1 requires that conduits suitable for use in direct sunlight be marked with the letter 'T'.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4590", "parent": { "$ref": "#/groups/467" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 196, "bbox": { "l": 96.42, "t": 706.8578660000001, "r": 513.2625240000004, "b": 681.584102, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 128 ] } ], "orig": "2 AS/NZS 4296 recommends that cable trunking systems suitable for use in direct sunlight be marked with the letter 'T'.", "text": "2 AS/NZS 4296 recommends that cable trunking systems suitable for use in direct sunlight be marked with the letter 'T'.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4591", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 196, "bbox": { "l": 85.08, "t": 674.9603, "r": 276.8268000000003, "b": 661.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "3.10.3.8 Provision for expansion", "text": "3.10.3.8 Provision for expansion", "level": 1 }, { "self_ref": "#/texts/4592", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 196, "bbox": { "l": 85.08000000000001, "t": 654.9203, "r": 508.7339999999998, "b": 641.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "Provision for expansion shall be provided in runs of rigid insulating conduit.", "text": "Provision for expansion shall be provided in runs of rigid insulating conduit." }, { "self_ref": "#/texts/4593", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 196, "bbox": { "l": 96.42, "t": 637.8572, "r": 513.3009540000005, "b": 612.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 129 ] } ], "orig": "NOTE: The thermal expansion of rigid insulating conduit for a 10°C temperature rise is approximately 1 mm for each 1 m of length.", "text": "NOTE: The thermal expansion of rigid insulating conduit for a 10°C temperature rise is approximately 1 mm for each 1 m of length." }, { "self_ref": "#/texts/4594", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 196, "bbox": { "l": 85.08, "t": 605.9603, "r": 226.75800000000007, "b": 592.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "3.10.3.9 Cable trunking", "text": "3.10.3.9 Cable trunking", "level": 1 }, { "self_ref": "#/texts/4595", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 196, "bbox": { "l": 85.08000000000001, "t": 585.9203, "r": 400.9428000000004, "b": 572.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "Cable trunking installations shall be installed as follows:", "text": "Cable trunking installations shall be installed as follows:" }, { "self_ref": "#/texts/4596", "parent": { "$ref": "#/groups/468" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 196, "bbox": { "l": 85.08000000000001, "t": 565.9403, "r": 418.8432000000008, "b": 552.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "(a) Covers shall be able to be opened, where practicable.", "text": "(a) Covers shall be able to be opened, where practicable.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4597", "parent": { "$ref": "#/groups/468" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 196, "bbox": { "l": 85.08000000000001, "t": 545.9603, "r": 480.8412000000009, "b": 532.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(b) Covers shall be continuous when passing through walls or floors.", "text": "(b) Covers shall be continuous when passing through walls or floors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4598", "parent": { "$ref": "#/groups/468" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 196, "bbox": { "l": 85.08000000000001, "t": 525.9203, "r": 448.56720000000035, "b": 512.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "(c) Cable trunking shall be accessible through its entire length.", "text": "(c) Cable trunking shall be accessible through its entire length.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4599", "parent": { "$ref": "#/groups/468" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 196, "bbox": { "l": 85.08000000000004, "t": 505.9403, "r": 513.6804000000006, "b": 478.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "(d) Cables installed in a trunking shall not rely on any readily removable cover for support.", "text": "(d) Cables installed in a trunking shall not rely on any readily removable cover for support.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4600", "parent": { "$ref": "#/groups/468" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 196, "bbox": { "l": 85.08000000000007, "t": 471.92029999999994, "r": 513.5856000000011, "b": 444.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "(e) Non-hygroscopic trunking shall be used to enclose insulated, unsheathed conductors.", "text": "(e) Non-hygroscopic trunking shall be used to enclose insulated, unsheathed conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4601", "parent": { "$ref": "#/groups/468" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 196, "bbox": { "l": 85.0800000000001, "t": 437.9602999999999, "r": 513.5364000000012, "b": 410.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 144 ] } ], "orig": "(f) Live parts of accessories mounted on cable trunking shall be arranged so that basic protection is provided, in accordance with Clause 1.5.4.", "text": "(f) Live parts of accessories mounted on cable trunking shall be arranged so that basic protection is provided, in accordance with Clause 1.5.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4602", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 196, "bbox": { "l": 96.42, "t": 406.8572, "r": 513.3207180000004, "b": 381.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "NOTE: See Clause 3.9.9.3 for requirements for penetration of fire-rated constructions.", "text": "NOTE: See Clause 3.9.9.3 for requirements for penetration of fire-rated constructions." }, { "self_ref": "#/texts/4603", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 196, "bbox": { "l": 85.08, "t": 366.9803, "r": 336.35400000000004, "b": 353.5883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "3.11 UNDERGROUND WIRING SYSTEMS", "text": "3.11 UNDERGROUND WIRING SYSTEMS", "level": 1 }, { "self_ref": "#/texts/4604", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 196, "bbox": { "l": 85.08, "t": 346.9403, "r": 286.43280000000016, "b": 333.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "3.11.1 Suitability and protection", "text": "3.11.1 Suitability and protection", "level": 1 }, { "self_ref": "#/texts/4605", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 196, "bbox": { "l": 85.08, "t": 326.96029999999996, "r": 329.20560000000023, "b": 313.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "Cables installed underground shall be-", "text": "Cables installed underground shall be-" }, { "self_ref": "#/texts/4606", "parent": { "$ref": "#/groups/469" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 196, "bbox": { "l": 85.08, "t": 306.9203, "r": 440.57280000000094, "b": 293.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "(a) suitable for the environment in which they are placed;", "text": "(a) suitable for the environment in which they are placed;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4607", "parent": { "$ref": "#/groups/469" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 196, "bbox": { "l": 85.08, "t": 286.9403, "r": 513.6960000000012, "b": 259.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "(b) provided with protection against inadvertent damage likely to be caused by manual or mechanical excavation work; and", "text": "(b) provided with protection against inadvertent damage likely to be caused by manual or mechanical excavation work; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4608", "parent": { "$ref": "#/groups/469" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 196, "bbox": { "l": 85.08000000000001, "t": 252.92029999999988, "r": 513.6623999999996, "b": 211.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 182 ] } ], "orig": "(c) provided with suitable warnings, marking or other means to minimize the risk of inadvertent damage likely to be caused by manual or mechanical excavation works.", "text": "(c) provided with suitable warnings, marking or other means to minimize the risk of inadvertent damage likely to be caused by manual or mechanical excavation works.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4609", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 196, "bbox": { "l": 85.08000000000001, "t": 204.9203, "r": 326.78520000000043, "b": 191.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "3.11.2 Classification of wiring systems", "text": "3.11.2 Classification of wiring systems", "level": 1 }, { "self_ref": "#/texts/4610", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 196, "bbox": { "l": 85.08000000000001, "t": 184.94029999999998, "r": 480.0408000000005, "b": 171.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "Underground wiring systems are classified as one of three categories.", "text": "Underground wiring systems are classified as one of three categories." }, { "self_ref": "#/texts/4611", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 196, "bbox": { "l": 85.08000000000004, "t": 164.96029999999996, "r": 513.5376000000001, "b": 137.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "The type of cable and form of enclosure determine the category assigned to the underground wiring system.", "text": "The type of cable and form of enclosure determine the category assigned to the underground wiring system." }, { "self_ref": "#/texts/4612", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 196, "bbox": { "l": 85.08000000000001, "t": 130.94029999999998, "r": 513.5759999999999, "b": 103.56829999999991, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 152 ] } ], "orig": "Category A system-where the wiring system is inherently suitable for installation below ground and no further mechanical protection is required.", "text": "Category A system-where the wiring system is inherently suitable for installation below ground and no further mechanical protection is required." }, { "self_ref": "#/texts/4613", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 196, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4614", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 197, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4615", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 197, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "193", "text": "193" }, { "self_ref": "#/texts/4616", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 197, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/4617", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 197, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.6300000000008, "b": 710.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 186 ] } ], "orig": "Category B system-where the wiring system is suitable for installation below ground only with additional mechanical protection provided for the cable or cable enclosure.", "text": "Category B system-where the wiring system is suitable for installation below ground only with additional mechanical protection provided for the cable or cable enclosure." }, { "self_ref": "#/texts/4618", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 197, "bbox": { "l": 85.08000000000004, "t": 703.9403, "r": 513.672, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "Category C system-where the wiring system is laid within a channel chased in the surface of rock.", "text": "Category C system-where the wiring system is laid within a channel chased in the surface of rock." }, { "self_ref": "#/texts/4619", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 197, "bbox": { "l": 85.08000000000004, "t": 669.9203, "r": 261.5184000000001, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "Underground cables shall be-", "text": "Underground cables shall be-" }, { "self_ref": "#/texts/4620", "parent": { "$ref": "#/groups/470" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 197, "bbox": { "l": 85.08000000000004, "t": 649.9403, "r": 389.0064000000002, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "(a) of a type specified in Column 1 of Table 3.5; and", "text": "(a) of a type specified in Column 1 of Table 3.5; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4621", "parent": { "$ref": "#/groups/470" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 197, "bbox": { "l": 85.08000000000004, "t": 629.9603, "r": 513.6552000000014, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "(b) installed in accordance with a category specified in Columns 2 to 9 of Table 3.5.", "text": "(b) installed in accordance with a category specified in Columns 2 to 9 of Table 3.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4622", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 197, "bbox": { "l": 96.42, "t": 598.8572, "r": 447.2288040000004, "b": 586.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "NOTE: Underground wiring systems do not include those that are-", "text": "NOTE: Underground wiring systems do not include those that are-" }, { "self_ref": "#/texts/4623", "parent": { "$ref": "#/groups/471" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 197, "bbox": { "l": 96.42, "t": 582.83738, "r": 340.80625199999986, "b": 570.5837, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "(a) embedded in a concrete floor, slab or pad;", "text": "(a) embedded in a concrete floor, slab or pad;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4624", "parent": { "$ref": "#/groups/471" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 197, "bbox": { "l": 96.42, "t": 566.8768520000001, "r": 513.2054279999991, "b": 541.6030880000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "(b) laid on the surface of the ground either within the building or in outdoor locations;", "text": "(b) laid on the surface of the ground either within the building or in outdoor locations;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4625", "parent": { "$ref": "#/groups/471" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 197, "bbox": { "l": 96.42, "t": 537.8369480000001, "r": 327.6500160000003, "b": 525.5832680000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "(c) enclosed in a ventilated cable tunnel; or", "text": "(c) enclosed in a ventilated cable tunnel; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4626", "parent": { "$ref": "#/groups/471" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 197, "bbox": { "l": 96.42, "t": 521.87642, "r": 513.3130320000007, "b": 496.6026560000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "(d) enclosed in a trough with removable covers where air circulation is not restricted.", "text": "(d) enclosed in a trough with removable covers where air circulation is not restricted.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4627", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 197, "bbox": { "l": 85.08, "t": 489.9203, "r": 219.46799999999988, "b": 476.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "3.11.3 Arrangements", "text": "3.11.3 Arrangements", "level": 1 }, { "self_ref": "#/texts/4628", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 197, "bbox": { "l": 85.08, "t": 469.9403, "r": 369.6384000000005, "b": 456.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "3.11.3.1 Category A underground wiring systems", "text": "3.11.3.1 Category A underground wiring systems", "level": 1 }, { "self_ref": "#/texts/4629", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 197, "bbox": { "l": 85.08000000000001, "t": 449.96029999999996, "r": 513.612000000001, "b": 422.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "Category A underground wiring systems recognized by this Standard comprise one of the following arrangements:", "text": "Category A underground wiring systems recognized by this Standard comprise one of the following arrangements:" }, { "self_ref": "#/texts/4630", "parent": { "$ref": "#/groups/472" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 197, "bbox": { "l": 85.08000000000001, "t": 415.9402999999999, "r": 513.534, "b": 388.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "(a) A system where cables are enclosed in heavy-duty insulating conduit without further mechanical protection.", "text": "(a) A system where cables are enclosed in heavy-duty insulating conduit without further mechanical protection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4631", "parent": { "$ref": "#/groups/472" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 197, "bbox": { "l": 85.08000000000004, "t": 381.9202999999999, "r": 513.6336, "b": 354.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "(b) A system where cables are enclosed in insulating wiring enclosures encased in concrete.", "text": "(b) A system where cables are enclosed in insulating wiring enclosures encased in concrete.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4632", "parent": { "$ref": "#/groups/472" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 197, "bbox": { "l": 85.08000000000004, "t": 347.96029999999985, "r": 513.609600000001, "b": 320.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 111 ] } ], "orig": "(c) A system where sheathed cables are enclosed in galvanized steel pipe without further mechanical protection.", "text": "(c) A system where sheathed cables are enclosed in galvanized steel pipe without further mechanical protection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4633", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 197, "bbox": { "l": 113.46, "t": 316.8571999999999, "r": 400.82856000000044, "b": 304.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "NOTE: Metal conduits are not suitable for this purpose.", "text": "NOTE: Metal conduits are not suitable for this purpose." }, { "self_ref": "#/texts/4634", "parent": { "$ref": "#/groups/473" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 197, "bbox": { "l": 85.08, "t": 297.9204, "r": 513.5568000000006, "b": 270.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] } ], "orig": "(d) A system where armoured sheathed cables or neutral-screened cables are buried direct in the ground without mechanical protection.", "text": "(d) A system where armoured sheathed cables or neutral-screened cables are buried direct in the ground without mechanical protection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4635", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 197, "bbox": { "l": 96.41999999999999, "t": 266.8771999999999, "r": 513.3767160000004, "b": 241.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "NOTE: Examples of Category A underground wiring systems are given in Figures 3.10 to 3.12.", "text": "NOTE: Examples of Category A underground wiring systems are given in Figures 3.10 to 3.12." }, { "self_ref": "#/texts/4636", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 197, "bbox": { "l": 85.08, "t": 234.9203, "r": 369.6384000000005, "b": 221.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "3.11.3.2 Category B underground wiring systems", "text": "3.11.3.2 Category B underground wiring systems", "level": 1 }, { "self_ref": "#/texts/4637", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 197, "bbox": { "l": 85.08000000000001, "t": 214.94029999999998, "r": 513.612000000001, "b": 187.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "Category B underground wiring systems recognized by this Standard comprise one of the following arrangements:", "text": "Category B underground wiring systems recognized by this Standard comprise one of the following arrangements:" }, { "self_ref": "#/texts/4638", "parent": { "$ref": "#/groups/474" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 197, "bbox": { "l": 85.08000000000001, "t": 180.9203, "r": 513.6023999999996, "b": 153.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 119 ] } ], "orig": "(a) A system where cables are enclosed in medium-duty insulating conduit with additional mechanical protection.", "text": "(a) A system where cables are enclosed in medium-duty insulating conduit with additional mechanical protection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4639", "parent": { "$ref": "#/groups/474" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 197, "bbox": { "l": 85.08000000000001, "t": 146.96030000000007, "r": 513.554400000001, "b": 119.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "(b) A system where sheathed cables are buried direct in the ground with mechanical protection.", "text": "(b) A system where sheathed cables are buried direct in the ground with mechanical protection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4640", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 197, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4641", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 198, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/4642", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 198, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4643", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 198, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/4644", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 198, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "194", "text": "194", "level": 1 }, { "self_ref": "#/texts/4645", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 198, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.5928, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "Mechanical protection for a Category B underground wiring system is detailed in Clause 3.11.4.3.", "text": "Mechanical protection for a Category B underground wiring system is detailed in Clause 3.11.4.3." }, { "self_ref": "#/texts/4646", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 198, "bbox": { "l": 96.41999999999999, "t": 720.8372, "r": 513.3767160000004, "b": 695.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "NOTE: Examples of Category B underground wiring systems are given in Figures 3.13 to 3.15.", "text": "NOTE: Examples of Category B underground wiring systems are given in Figures 3.13 to 3.15." }, { "self_ref": "#/texts/4647", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 198, "bbox": { "l": 85.08, "t": 688.9403, "r": 364.0176000000002, "b": 675.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "3.11.3.3 Category C underground wiring system", "text": "3.11.3.3 Category C underground wiring system", "level": 1 }, { "self_ref": "#/texts/4648", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 198, "bbox": { "l": 85.07999999999998, "t": 668.9603, "r": 513.5820000000008, "b": 641.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 128 ] } ], "orig": "Category C underground wiring systems recognized by this Standard comprise cables chased in rock and covered with concrete.", "text": "Category C underground wiring systems recognized by this Standard comprise cables chased in rock and covered with concrete." }, { "self_ref": "#/texts/4649", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 198, "bbox": { "l": 96.42, "t": 637.8572, "r": 145.63345799999996, "b": 625.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/4650", "parent": { "$ref": "#/groups/475" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 198, "bbox": { "l": 96.42, "t": 621.83738, "r": 513.2581320000004, "b": 583.603922, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 166 ] } ], "orig": "1 A Category A underground wiring system laid in a channel chased in rock, in accordance with Category C system requirements, may be deemed to be Category C.", "text": "1 A Category A underground wiring system laid in a channel chased in rock, in accordance with Category C system requirements, may be deemed to be Category C.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4651", "parent": { "$ref": "#/groups/475" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 198, "bbox": { "l": 96.42, "t": 579.8377820000001, "r": 513.2614259999997, "b": 554.624408, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "2 An example of a Category C underground wiring system is given in Figure 3.16.", "text": "2 An example of a Category C underground wiring system is given in Figure 3.16.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4652", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 198, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4653", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 199, "bbox": { "l": 50.77150000000001, "t": 313.519970703125, "r": 60.81550000000002, "b": 254.77517070312518, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4654", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 199, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4655", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 199, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "195", "text": "195" }, { "self_ref": "#/texts/4656", "parent": { "$ref": "#/tables/26" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 199, "bbox": { "l": 275.8705, "t": 496.759970703125, "r": 569.3808999999998, "b": 463.387970703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "TABLE 3.5 UNDERGROUND WIRING SYSTEM CATEGORIES", "text": "TABLE 3.5 UNDERGROUND WIRING SYSTEM CATEGORIES" }, { "self_ref": "#/texts/4657", "parent": { "$ref": "#/tables/26" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 199, "bbox": { "l": 91.13060000000003, "t": 190.6480707031251, "r": 679.2815539999996, "b": 179.46575070312502, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "* These conduits and any associated fittings consist of insulating material only and do not have any conductive components.", "text": "* These conduits and any associated fittings consist of insulating material only and do not have any conductive components." }, { "self_ref": "#/texts/4658", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 199, "bbox": { "l": 91.13060000000003, "t": 175.68497070312497, "r": 115.35320000000004, "b": 165.640970703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "KEY:", "text": "KEY:" }, { "self_ref": "#/texts/4659", "parent": { "$ref": "#/groups/476" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 199, "bbox": { "l": 91.13060000000003, "t": 163.68527070312496, "r": 117.20540000000003, "b": 153.64127070312497, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "A =", "text": "A =" }, { "self_ref": "#/texts/4660", "parent": { "$ref": "#/groups/476" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 199, "bbox": { "l": 123.28490000000004, "t": 163.68527070312496, "r": 235.02080000000032, "b": 153.64127070312497, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "Category A wiring system", "text": "Category A wiring system" }, { "self_ref": "#/texts/4661", "parent": { "$ref": "#/groups/476" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 199, "bbox": { "l": 91.13060000000003, "t": 151.68557070312494, "r": 99.93170000000002, "b": 141.64157070312496, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "B", "text": "B" }, { "self_ref": "#/texts/4662", "parent": { "$ref": "#/groups/476" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 199, "bbox": { "l": 109.13150000000003, "t": 151.68557070312494, "r": 117.18560000000002, "b": 141.64157070312496, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "=", "text": "=" }, { "self_ref": "#/texts/4663", "parent": { "$ref": "#/groups/476" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 199, "bbox": { "l": 123.26510000000003, "t": 151.68557070312494, "r": 235.0127000000001, "b": 141.64157070312496, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "Category B wiring system", "text": "Category B wiring system" }, { "self_ref": "#/texts/4664", "parent": { "$ref": "#/groups/477" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 199, "bbox": { "l": 376.1606000000003, "t": 163.68527070312496, "r": 407.7704000000003, "b": 153.64127070312497, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "C =", "text": "C =" }, { "self_ref": "#/texts/4665", "parent": { "$ref": "#/groups/477" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 199, "bbox": { "l": 413.8499000000003, "t": 163.685270703125, "r": 526.0808000000006, "b": 153.64127070312497, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "Category C wiring system", "text": "Category C wiring system" }, { "self_ref": "#/texts/4666", "parent": { "$ref": "#/groups/477" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 199, "bbox": { "l": 376.1525000000001, "t": 151.68557070312494, "r": 407.7659, "b": 141.64157070312496, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "NP =", "text": "NP =" }, { "self_ref": "#/texts/4667", "parent": { "$ref": "#/groups/477" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 199, "bbox": { "l": 413.84540000000004, "t": 151.685570703125, "r": 474.3353, "b": 141.64157070312496, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Not permitted", "text": "Not permitted" }, { "self_ref": "#/texts/4668", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 199, "bbox": { "l": 785.915818, "t": 145.3396227031251, "r": 797.098138, "b": 50.469260703125656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/4669", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 200, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4670", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 200, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "196", "text": "196" }, { "self_ref": "#/texts/4671", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 200, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/4672", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 200, "bbox": { "l": 85.08, "t": 745.9403, "r": 284.5872, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "3.11.4 Installation requirements", "text": "3.11.4 Installation requirements", "level": 1 }, { "self_ref": "#/texts/4673", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 200, "bbox": { "l": 85.08, "t": 725.9603, "r": 189.8976000000001, "b": 712.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "3.11.4.1 General", "text": "3.11.4.1 General", "level": 1 }, { "self_ref": "#/texts/4674", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 200, "bbox": { "l": 85.08000000000001, "t": 705.9203, "r": 513.613200000001, "b": 678.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "Underground wiring systems shall be installed in accordance with the requirements of Clauses 3.11.4.2 to 3.11.4.6.", "text": "Underground wiring systems shall be installed in accordance with the requirements of Clauses 3.11.4.2 to 3.11.4.6." }, { "self_ref": "#/texts/4675", "parent": { "$ref": "#/groups/478" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 200, "bbox": { "l": 66.6, "t": 675.2521999999999, "r": 513.3657359999992, "b": 636.583352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 191 ] } ], "orig": "NOTE: Typical arrangements of underground wiring systems are shown, and measurement values also apply to any direction where the cover is relied upon to minimize risk of excavation. *", "text": "NOTE: Typical arrangements of underground wiring systems are shown, and measurement values also apply to any direction where the cover is relied upon to minimize risk of excavation. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4676", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 200, "bbox": { "l": 85.08, "t": 629.9603, "r": 251.61959999999985, "b": 616.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "3.11.4.2 Unenclosed cables", "text": "3.11.4.2 Unenclosed cables", "level": 1 }, { "self_ref": "#/texts/4677", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 200, "bbox": { "l": 85.07999999999993, "t": 609.9203, "r": 513.6648, "b": 554.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 272 ] } ], "orig": "Any Category A or Category B wiring system that comprises cables not installed in a wiring enclosure shall be laid on a bed of not less than 50 mm of sand or friable soil, free of sharp stone, and covered by not less than 50 mm of the same material.", "text": "Any Category A or Category B wiring system that comprises cables not installed in a wiring enclosure shall be laid on a bed of not less than 50 mm of sand or friable soil, free of sharp stone, and covered by not less than 50 mm of the same material." }, { "self_ref": "#/texts/4678", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 200, "bbox": { "l": 85.07999999999993, "t": 547.9403, "r": 414.8627999999998, "b": 534.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "3.11.4.3 Category B wiring system mechanical protection", "text": "3.11.4.3 Category B wiring system mechanical protection", "level": 1 }, { "self_ref": "#/texts/4679", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 200, "bbox": { "l": 85.07999999999987, "t": 527.9603, "r": 513.6348000000005, "b": 500.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "For a Category B wiring system, additional mechanical protection shall be provided as follows:", "text": "For a Category B wiring system, additional mechanical protection shall be provided as follows:" }, { "self_ref": "#/texts/4680", "parent": { "$ref": "#/groups/479" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 200, "bbox": { "l": 85.07999999999987, "t": 493.9402999999999, "r": 513.5616000000001, "b": 466.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "(a) The protection shall be placed not more than 75 mm above the wiring system.", "text": "(a) The protection shall be placed not more than 75 mm above the wiring system.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4681", "parent": { "$ref": "#/groups/479" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 200, "bbox": { "l": 85.07999999999993, "t": 459.9202999999999, "r": 402.6408000000004, "b": 446.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "(b) The protection shall be not less than 150 mm wide.", "text": "(b) The protection shall be not less than 150 mm wide.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4682", "parent": { "$ref": "#/groups/479" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 200, "bbox": { "l": 85.07999999999993, "t": 439.94029999999987, "r": 513.6348000000003, "b": 412.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "(c) The protection shall overlap the wiring system by at least 40 mm on each side.", "text": "(c) The protection shall overlap the wiring system by at least 40 mm on each side.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4683", "parent": { "$ref": "#/groups/479" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 200, "bbox": { "l": 85.07999999999993, "t": 405.9202999999998, "r": 498.7560000000004, "b": 392.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "(d) The protection shall consist of one or a combination of the following:", "text": "(d) The protection shall consist of one or a combination of the following:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4684", "parent": { "$ref": "#/groups/479" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 200, "bbox": { "l": 113.39999999999992, "t": 385.9402999999998, "r": 513.5916000000005, "b": 344.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 155 ] } ], "orig": "(i) Precast concrete slabs having a thickness of not less than 40 mm and a classification of not less than grade 20 in accordance with AS 3600 or NZS 3104.", "text": "(i) Precast concrete slabs having a thickness of not less than 40 mm and a classification of not less than grade 20 in accordance with AS 3600 or NZS 3104.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4685", "parent": { "$ref": "#/groups/479" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 200, "bbox": { "l": 113.39999999999995, "t": 337.94029999999975, "r": 513.6156000000008, "b": 310.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "(ii) Concrete slabs cast on-site having a thickness of not less than 100 mm.", "text": "(ii) Concrete slabs cast on-site having a thickness of not less than 100 mm.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4686", "parent": { "$ref": "#/groups/479" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 200, "bbox": { "l": 113.39999999999995, "t": 303.92029999999977, "r": 513.6312000000003, "b": 276.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "(iii) A continuous concrete pour having a thickness of not less than 75 mm.", "text": "(iii) A continuous concrete pour having a thickness of not less than 75 mm.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4687", "parent": { "$ref": "#/groups/479" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 200, "bbox": { "l": 113.39999999999995, "t": 269.96029999999973, "r": 508.18080000000054, "b": 256.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(iv) Fibrous cement slabs having a thickness of not less than 12 mm.", "text": "(iv) Fibrous cement slabs having a thickness of not less than 12 mm.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4688", "parent": { "$ref": "#/groups/479" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 200, "bbox": { "l": 113.39999999999995, "t": 249.92029999999966, "r": 513.6060000000006, "b": 222.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "(v) Bricks manufactured specifically for the protection of electric cables.", "text": "(v) Bricks manufactured specifically for the protection of electric cables.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4689", "parent": { "$ref": "#/groups/479" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 200, "bbox": { "l": 113.39999999999992, "t": 215.96029999999973, "r": 444.7908000000004, "b": 202.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "(vi) Polymeric cable cover strips complying with AS 4702.", "text": "(vi) Polymeric cable cover strips complying with AS 4702.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4690", "parent": { "$ref": "#/groups/479" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 200, "bbox": { "l": 113.39999999999992, "t": 195.92029999999977, "r": 513.5808000000006, "b": 168.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 111 ] } ], "orig": "(vii) Other materials that offer the same degree of protection afforded by the materials in Items (i) to (vi).", "text": "(vii) Other materials that offer the same degree of protection afforded by the materials in Items (i) to (vi).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4691", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 200, "bbox": { "l": 85.07999999999987, "t": 161.96029999999973, "r": 279.73799999999994, "b": 148.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "3.11.4.4 Minimum depth of cover", "text": "3.11.4.4 Minimum depth of cover", "level": 1 }, { "self_ref": "#/texts/4692", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 200, "bbox": { "l": 85.07999999999987, "t": 141.92029999999977, "r": 513.6072000000011, "b": 114.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "Underground wiring systems shall be installed with the minimum depth of cover and protection specified in Table 3.6.", "text": "Underground wiring systems shall be installed with the minimum depth of cover and protection specified in Table 3.6." }, { "self_ref": "#/texts/4693", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 200, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4694", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 201, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/4695", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 201, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4696", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 201, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "197", "text": "197" }, { "self_ref": "#/texts/4697", "parent": { "$ref": "#/groups/480" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 201, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/4698", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 201, "bbox": { "l": 85.08, "t": 751.9403, "r": 487.303200000001, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "These dimensions shall apply vertically between the upper surface of-", "text": "These dimensions shall apply vertically between the upper surface of-" }, { "self_ref": "#/texts/4699", "parent": { "$ref": "#/groups/481" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 201, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 454.56359999999984, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "(a) the wiring system for a Category A or Category C system; or", "text": "(a) the wiring system for a Category A or Category C system; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4700", "parent": { "$ref": "#/groups/481" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 201, "bbox": { "l": 85.07999999999998, "t": 711.9203, "r": 457.61519999999996, "b": 698.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "(b) the additional mechanical protection of a Category B system,", "text": "(b) the additional mechanical protection of a Category B system,", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4701", "parent": { "$ref": "#/groups/481" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 201, "bbox": { "l": 85.07999999999998, "t": 691.9403, "r": 513.5928000000006, "b": 678.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "and the surface of the ground or below any poured concrete laid on that", "text": "and the surface of the ground or below any poured concrete laid on that", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4702", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 201, "bbox": { "l": 85.08000000000001, "t": 677.9603, "r": 282.4236000000003, "b": 664.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "surface (see Figures 3.10 to 3.17).", "text": "surface (see Figures 3.10 to 3.17)." }, { "self_ref": "#/texts/4703", "parent": { "$ref": "#/groups/482" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 201, "bbox": { "l": 66.6, "t": 657.9203, "r": 513.6168000000001, "b": 630.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 159 ] } ], "orig": "Where cables are buried close to a sloping or vertical surface, these dimensions shall also apply perpendicular to that surface (see Figure 3.17). *", "text": "Where cables are buried close to a sloping or vertical surface, these dimensions shall also apply perpendicular to that surface (see Figure 3.17). *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4704", "parent": { "$ref": "#/tables/27" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 201, "bbox": { "l": 99.95999999999995, "t": 616.9403, "r": 498.6587999999999, "b": 583.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "TABLE 3.6 UNDERGROUND WIRING SYSTEMS-MINIMUM DEPTH OF COVER", "text": "TABLE 3.6 UNDERGROUND WIRING SYSTEMS-MINIMUM DEPTH OF COVER" }, { "self_ref": "#/texts/4705", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 201, "bbox": { "l": 85.08, "t": 407.9603, "r": 342.65160000000026, "b": 394.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "3.11.4.5 Identification of underground wiring", "text": "3.11.4.5 Identification of underground wiring", "level": 1 }, { "self_ref": "#/texts/4706", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 201, "bbox": { "l": 85.07999999999998, "t": 387.9203, "r": 513.6239999999999, "b": 304.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 401 ] } ], "orig": "Wiring systems installed underground shall be identified by an orange marker tape complying with AS/NZS 2648.1. In order to provide early detection of the presence of underground wiring during excavation work, marker tape shall be positioned at approximately 50% of the depth of cover above the wiring system or any additional mechanical protection provided for that system.", "text": "Wiring systems installed underground shall be identified by an orange marker tape complying with AS/NZS 2648.1. In order to provide early detection of the presence of underground wiring during excavation work, marker tape shall be positioned at approximately 50% of the depth of cover above the wiring system or any additional mechanical protection provided for that system." }, { "self_ref": "#/texts/4707", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 201, "bbox": { "l": 85.07999999999998, "t": 297.9202999999999, "r": 513.6888000000007, "b": 270.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "Where the wiring system is chased in rock, orange marker tape shall be laid directly on top of the wiring system before the concrete is poured.", "text": "Where the wiring system is chased in rock, orange marker tape shall be laid directly on top of the wiring system before the concrete is poured." }, { "self_ref": "#/texts/4708", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 201, "bbox": { "l": 85.07999999999998, "t": 263.96029999999985, "r": 513.5772000000006, "b": 236.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 118 ] } ], "orig": "Exception: Marker tape may be omitted where an underground wiring system is installed by boring provided that-", "text": "Exception: Marker tape may be omitted where an underground wiring system is installed by boring provided that-" }, { "self_ref": "#/texts/4709", "parent": { "$ref": "#/groups/483" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 201, "bbox": { "l": 85.07999999999998, "t": 229.94029999999987, "r": 513.6960000000006, "b": 188.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 205 ] } ], "orig": "(a) the location of the wiring system is marked and recorded in a suitable permanent location that is readily available to any person involved with excavation work at the location of the wiring system; and", "text": "(a) the location of the wiring system is marked and recorded in a suitable permanent location that is readily available to any person involved with excavation work at the location of the wiring system; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4710", "parent": { "$ref": "#/groups/483" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 201, "bbox": { "l": 85.07999999999996, "t": 181.94029999999998, "r": 513.5388, "b": 154.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "(b) if an enclosure is retained after boring operations, the enclosure is coloured orange.", "text": "(b) if an enclosure is retained after boring operations, the enclosure is coloured orange.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4711", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 201, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4712", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 202, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/4713", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 202, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4714", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 202, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/4715", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 202, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "198", "text": "198", "level": 1 }, { "self_ref": "#/texts/4716", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 202, "bbox": { "l": 193.0535, "t": 751.283452, "r": 402.0154330399993, "b": 733.2757599, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "75 mm (minimum) continuous poured concrete over underground cable position", "text": "75 mm (minimum) continuous poured concrete over underground cable position" }, { "self_ref": "#/texts/4717", "parent": { "$ref": "#/pictures/80" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 202, "bbox": { "l": 228.42, "t": 509.64529999999996, "r": 369.4328999999996, "b": 499.6013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "DIMENSIONS IN MILLIMETRES", "text": "DIMENSIONS IN MILLIMETRES" }, { "self_ref": "#/texts/4718", "parent": { "$ref": "#/pictures/80" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 202, "bbox": { "l": 344.997, "t": 605.602752, "r": 422.40249243999955, "b": 598.091404, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Bedding required", "text": "Bedding required" }, { "self_ref": "#/texts/4719", "parent": { "$ref": "#/pictures/80" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 202, "bbox": { "l": 344.997, "t": 595.1064079, "r": 411.72003975999985, "b": 587.5950599, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "for unenclosed", "text": "for unenclosed" }, { "self_ref": "#/texts/4720", "parent": { "$ref": "#/pictures/80" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 202, "bbox": { "l": 344.997, "t": 584.6100638, "r": 426.2344727600003, "b": 577.0987158, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "cables (Table 3.5,", "text": "cables (Table 3.5," }, { "self_ref": "#/texts/4721", "parent": { "$ref": "#/pictures/80" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 202, "bbox": { "l": 344.997, "t": 574.1137197, "r": 406.98446692, "b": 566.6023717, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "Column 8 and", "text": "Column 8 and" }, { "self_ref": "#/texts/4722", "parent": { "$ref": "#/pictures/80" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 202, "bbox": { "l": 344.997, "t": 563.6173756000001, "r": 417.3141529999999, "b": 556.1060276000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Clause 3.11.4.2)", "text": "Clause 3.11.4.2)" }, { "self_ref": "#/texts/4723", "parent": { "$ref": "#/pictures/80" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 202, "bbox": { "l": 339.6158, "t": 661.996552, "r": 393.2184723599997, "b": 654.485204, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Marker tape", "text": "Marker tape" }, { "self_ref": "#/texts/4724", "parent": { "$ref": "#/pictures/80" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 202, "bbox": { "l": 211.3723, "t": 646.886952, "r": 227.4975588, "b": 639.375604, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "300", "text": "300" }, { "self_ref": "#/texts/4725", "parent": { "$ref": "#/pictures/80" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 202, "bbox": { "l": 223.4038, "t": 536.375452, "r": 233.49100934, "b": 528.864104, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "50", "text": "50" }, { "self_ref": "#/texts/4726", "parent": { "$ref": "#/pictures/80" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 202, "bbox": { "l": 237.3954, "t": 676.724752, "r": 252.83977676000003, "b": 669.213404, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "150", "text": "150" }, { "self_ref": "#/texts/4727", "parent": { "$ref": "#/pictures/80" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 202, "bbox": { "l": 223.4038, "t": 575.037652, "r": 233.49100934, "b": 567.526304, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "50", "text": "50" }, { "self_ref": "#/texts/4728", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 202, "bbox": { "l": 126.72, "t": 480.8372, "r": 471.7467359999994, "b": 442.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "FIGURE 3.10 EXAMPLE OF A CATEGORY A WIRING SYSTEM WITH CABLE LOCATED BELOW POURED CONCRETE OF 75 mm MINIMUM THICKNESS", "text": "FIGURE 3.10 EXAMPLE OF A CATEGORY A WIRING SYSTEM WITH CABLE LOCATED BELOW POURED CONCRETE OF 75 mm MINIMUM THICKNESS", "level": 1 }, { "self_ref": "#/texts/4729", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 202, "bbox": { "l": 85.08, "t": 432.7484, "r": 513.0913139999989, "b": 409.566128, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "NOTE TO FIGURES 3.10 TO 3.17: Refer to Clause 3.11.4.2 for bedding requirements for underground cables not installed in a wiring enclosure.", "text": "NOTE TO FIGURES 3.10 TO 3.17: Refer to Clause 3.11.4.2 for bedding requirements for underground cables not installed in a wiring enclosure." }, { "self_ref": "#/texts/4730", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 202, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4731", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 203, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4732", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 203, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "199", "text": "199" }, { "self_ref": "#/texts/4733", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 203, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/4734", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 203, "bbox": { "l": 73.6668, "t": 750.4442484, "r": 521.3522665599999, "b": 742.9347568, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "Ground level no covering on surface of the ground or less than 75 mm continuous poured concrete", "text": "Ground level no covering on surface of the ground or less than 75 mm continuous poured concrete" }, { "self_ref": "#/texts/4735", "parent": { "$ref": "#/pictures/81" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 203, "bbox": { "l": 339.6158, "t": 663.4215484, "r": 393.2184723599997, "b": 655.9120568, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Marker tape", "text": "Marker tape" }, { "self_ref": "#/texts/4736", "parent": { "$ref": "#/pictures/81" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 203, "bbox": { "l": 237.19958063999997, "t": 697.06814832, "r": 253.03327572, "b": 689.5586567199999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "250", "text": "250" }, { "self_ref": "#/texts/4737", "parent": { "$ref": "#/pictures/81" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 203, "bbox": { "l": 211.4173, "t": 637.1251484000001, "r": 227.45245456000006, "b": 629.6156568, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "500", "text": "500" }, { "self_ref": "#/texts/4738", "parent": { "$ref": "#/pictures/81" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 203, "bbox": { "l": 223.4038, "t": 492.5135484, "r": 233.49100934, "b": 485.0040568, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "50", "text": "50" }, { "self_ref": "#/texts/4739", "parent": { "$ref": "#/pictures/81" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 203, "bbox": { "l": 223.4038, "t": 531.1664484, "r": 233.49100934, "b": 523.6569568, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "50", "text": "50" }, { "self_ref": "#/texts/4740", "parent": { "$ref": "#/pictures/81" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 203, "bbox": { "l": 344.997, "t": 569.7183484, "r": 422.40249243999955, "b": 562.2088567999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Bedding required", "text": "Bedding required" }, { "self_ref": "#/texts/4741", "parent": { "$ref": "#/pictures/81" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 203, "bbox": { "l": 344.997, "t": 559.22459843, "r": 411.72003975999985, "b": 551.71510683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "for unenclosed", "text": "for unenclosed" }, { "self_ref": "#/texts/4742", "parent": { "$ref": "#/pictures/81" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 203, "bbox": { "l": 344.997, "t": 548.7308484600001, "r": 426.2344727600003, "b": 541.22135686, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "cables (Table 3.5,", "text": "cables (Table 3.5," }, { "self_ref": "#/texts/4743", "parent": { "$ref": "#/pictures/81" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 203, "bbox": { "l": 344.997, "t": 538.2370984900001, "r": 406.98446692, "b": 530.7276068900001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "Column 8 and", "text": "Column 8 and" }, { "self_ref": "#/texts/4744", "parent": { "$ref": "#/pictures/81" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 203, "bbox": { "l": 344.997, "t": 527.7433485200002, "r": 417.3141529999999, "b": 520.2338569200001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Clause 3.11.4.2)", "text": "Clause 3.11.4.2)" }, { "self_ref": "#/texts/4745", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 203, "bbox": { "l": 228.42, "t": 465.6053, "r": 369.4328999999996, "b": 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Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. 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"prov": [ { "page_no": 204, "bbox": { "l": 344.997, "t": 535.9295530800001, "r": 417.3141529999999, "b": 528.41811668, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Clause 3.11.4.2)", "text": "Clause 3.11.4.2)" }, { "self_ref": "#/texts/4775", "parent": { "$ref": "#/pictures/83" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 204, "bbox": { "l": 223.4038, "t": 524.3756236, "r": 233.49100934, "b": 516.8641872, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "50", "text": "50" }, { "self_ref": "#/texts/4776", "parent": { "$ref": "#/pictures/83" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 204, "bbox": { "l": 223.4038, "t": 563.0384236000001, "r": 233.49100934, "b": 555.5269872, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "50", "text": "50" }, { "self_ref": "#/texts/4777", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": 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Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4798", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 205, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "201", "text": "201" }, { "self_ref": "#/texts/4799", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 205, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/4800", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 205, "bbox": { "l": 148.6368, "t": 750.5198720000001, "r": 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Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4826", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 206, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/4827", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 206, "bbox": { "l": 62.28, "t": 637.9322, "r": 70.542, "b": 622.33052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/4828", "parent": { "$ref": "#/pictures/87" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 206, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": 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"coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Marker tape", "text": "Marker tape" }, { "self_ref": "#/texts/4835", "parent": { "$ref": "#/pictures/87" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 206, "bbox": { "l": 351.6848, "t": 569.4115484, "r": 405.28747235999975, "b": 561.9020568, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Marker tape", "text": "Marker tape" }, { "self_ref": "#/texts/4836", "parent": { "$ref": "#/pictures/87" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 206, "bbox": { "l": 225.42580868, "t": 720.26738056, "r": 241.25950376000003, "b": 712.75788896, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "250", "text": "250" }, { "self_ref": "#/texts/4837", "parent": { "$ref": "#/pictures/87" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 206, "bbox": { "l": 309.9346, "t": 684.4224484, "r": 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453.51013531999996, "b": 527.0718568, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "50", "text": "50" }, { "self_ref": "#/texts/4841", "parent": { "$ref": "#/pictures/87" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 206, "bbox": { "l": 443.1966, "t": 508.3980484, "r": 453.51013531999996, "b": 500.8885568, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "50", "text": "50" }, { "self_ref": "#/texts/4842", "parent": { "$ref": "#/pictures/87" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 206, "bbox": { "l": 112.5247, "t": 509.7292484, "r": 293.4285127200003, "b": 502.2197568, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "Bedding required for unenclosed cables", "text": "Bedding required for unenclosed cables" }, { "self_ref": "#/texts/4843", "parent": { "$ref": "#/pictures/87" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 206, "bbox": { "l": 112.5247, "t": 499.53536840000004, "r": 303.00591339999977, "b": 492.02587680000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "( Table 3.5, Column 8 and Clause 3.11.4.2)", "text": "( Table 3.5, Column 8 and Clause 3.11.4.2)" }, { "self_ref": "#/texts/4844", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 206, "bbox": { "l": 228.42, "t": 465.6053, "r": 369.4328999999996, "b": 455.5613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "DIMENSIONS IN MILLIMETRES", "text": "DIMENSIONS IN MILLIMETRES" }, { "self_ref": "#/texts/4845", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 206, "bbox": { "l": 114.48, "t": 436.8572, "r": 483.97895999999963, "b": 411.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "FIGURE 3.17 EXAMPLE OF AN UNDERGROUND WIRING SYSTEM IN SLOPING GROUND", "text": "FIGURE 3.17 EXAMPLE OF AN UNDERGROUND WIRING SYSTEM IN SLOPING GROUND" }, { "self_ref": "#/texts/4846", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 206, "bbox": { "l": 85.08, "t": 398.9603, "r": 441.1644000000003, "b": 385.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "3.11.4.6 Marking and recording of underground cable location", "text": "3.11.4.6 Marking and recording of underground cable location", "level": 1 }, { "self_ref": "#/texts/4847", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 206, "bbox": { "l": 85.08000000000001, "t": 378.9203, "r": 513.5868000000011, "b": 337.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 186 ] } ], "orig": "To minimize damage to underground wiring systems during manual or mechanical excavation works, the location of underground wiring shall be marked or recorded as follows:", "text": "To minimize damage to underground wiring systems during manual or mechanical excavation works, the location of underground wiring shall be marked or recorded as follows:" }, { "self_ref": "#/texts/4848", "parent": { "$ref": "#/groups/487" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 206, "bbox": { "l": 85.08000000000007, "t": 330.92029999999994, "r": 513.571200000001, "b": 303.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "(a) Permanent cable marker signs shall be provided to indicate the point where a cable enters or leaves a structure.", "text": "(a) Permanent cable marker signs shall be provided to indicate the point where a cable enters or leaves a structure.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4849", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 206, "bbox": { "l": 113.45999999999998, "t": 296.96029999999996, "r": 513.5508, "b": 249.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "Exception: Cable entry signs need not be provided where the position of underground cable entry into the ground is obvious. or", "text": "Exception: Cable entry signs need not be provided where the position of underground cable entry into the ground is obvious. or" }, { "self_ref": "#/texts/4850", "parent": { "$ref": "#/groups/488" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 206, "bbox": { "l": 85.07999999999998, "t": 242.96029999999996, "r": 513.6420000000002, "b": 173.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 367 ] } ], "orig": "(b) The route of any underground cable shall be recorded on a plan to enable the location of the cable to be determined in the future. This plan shall be located at the switchboard from which the circuit originates. The plan locating the consumer mains shall be kept at the main switchboard of the installation to which it is connected.", "text": "(b) The route of any underground cable shall be recorded on a plan to enable the location of the cable to be determined in the future. This plan shall be located at the switchboard from which the circuit originates. The plan locating the consumer mains shall be kept at the main switchboard of the installation to which it is connected.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4851", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 206, "bbox": { "l": 113.45999999999998, "t": 166.94029999999998, "r": 513.6480000000007, "b": 139.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "Exception: Marking of underground wiring is not required within the confines of a building.", "text": "Exception: Marking of underground wiring is not required within the confines of a building." }, { "self_ref": "#/texts/4852", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 206, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4853", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 207, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/4854", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 207, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4855", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 207, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "203", "text": "203" }, { "self_ref": "#/texts/4856", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 207, "bbox": { "l": 85.08, "t": 751.9403, "r": 385.5600000000005, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "3.11.5 Spacing from other underground services", "text": "3.11.5 Spacing from other underground services", "level": 1 }, { "self_ref": "#/texts/4857", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 207, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 513.6336, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "All underground wiring systems shall be spaced not less than 100 mm from other underground services.", "text": "All underground wiring systems shall be spaced not less than 100 mm from other underground services." }, { "self_ref": "#/texts/4858", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 207, "bbox": { "l": 85.07999999999998, "t": 697.9403, "r": 513.6072, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 213 ] } ], "orig": "Wiring systems shall be suitably marked with warning tape in accordance with Clause 3.11.4.5 and maintain a separation from telecommunications, gas and water services in accordance with Table 3.7.", "text": "Wiring systems shall be suitably marked with warning tape in accordance with Clause 3.11.4.5 and maintain a separation from telecommunications, gas and water services in accordance with Table 3.7." }, { "self_ref": "#/texts/4859", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 207, "bbox": { "l": 85.07999999999996, "t": 649.9403, "r": 513.6791999999997, "b": 608.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 156 ] } ], "orig": "Further requirements for the separation of telecommunications, gas and water systems from low voltage wiring systems are provided in Clause 3.9.8.4.", "text": "Further requirements for the separation of telecommunications, gas and water systems from low voltage wiring systems are provided in Clause 3.9.8.4." }, { "self_ref": "#/texts/4860", "parent": { "$ref": "#/tables/28" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 207, "bbox": { "l": 131.69999999999996, "t": 594.9203, "r": 466.9848000000001, "b": 561.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "TABLE 3.7 MINIMUM SEPARATION OF UNDERGROUND SERVICES", "text": "TABLE 3.7 MINIMUM SEPARATION OF UNDERGROUND SERVICES" }, { "self_ref": "#/texts/4861", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 207, "bbox": { "l": 97.56, "t": 335.5484, "r": 142.45561200000003, "b": 324.36608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/4862", "parent": { "$ref": "#/groups/489" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 207, "bbox": { "l": 97.56, "t": 320.54846, "r": 500.5714139999988, "b": 285.3662360000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 203 ] } ], "orig": "1 Authorities, such as water and gas suppliers and electricity distributors, may require their services to be spaced at a greater distance from underground wiring systems. Also see Figure 3.10.", "text": "1 Authorities, such as water and gas suppliers and electricity distributors, may require their services to be spaced at a greater distance from underground wiring systems. Also see Figure 3.10.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4863", "parent": { "$ref": "#/groups/489" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 207, "bbox": { "l": 97.55999999999997, "t": 281.54861600000004, "r": 262.49120400000004, "b": 270.36629600000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "2 DN = internal diameter of pipe.", "text": "2 DN = internal diameter of pipe.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4864", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 207, "bbox": { "l": 85.08, "t": 263.7203999999999, "r": 153.77040000000008, "b": 250.3284, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:", "level": 1 }, { "self_ref": "#/texts/4865", "parent": { "$ref": "#/groups/490" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 207, "bbox": { "l": 85.08, "t": 243.68039999999996, "r": 513.6048000000005, "b": 216.3084, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "1 Two or more underground wiring systems may be grouped together where they are associated with the same electrical installation.", "text": "1 Two or more underground wiring systems may be grouped together where they are associated with the same electrical installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4866", "parent": { "$ref": "#/groups/490" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 207, "bbox": { "l": 85.07999999999998, "t": 209.72040000000004, "r": 513.612, "b": 154.3284000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 246 ] } ], "orig": "2 The requirements of this Clause (Clause 3.11.5) may be varied where a number of services are installed touching in a common trench, provided that each service is installed in a separate enclosure that identifies the service.", "text": "2 The requirements of this Clause (Clause 3.11.5) may be varied where a number of services are installed touching in a common trench, provided that each service is installed in a separate enclosure that identifies the service.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4867", "parent": { "$ref": "#/groups/490" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 207, "bbox": { "l": 85.08000000000004, "t": 147.68040000000008, "r": 513.5988, "b": 106.3284000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 164 ] } ], "orig": "3 Separation distances between conductive enclosures and the earthing electrode are not required where all conductive enclosures are bonded within the installation.", "text": "3 Separation distances between conductive enclosures and the earthing electrode are not required where all conductive enclosures are bonded within the installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4868", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 207, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/4869", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 207, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4870", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 208, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/4871", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 208, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4872", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 208, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "204", "text": "204" }, { "self_ref": "#/texts/4873", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 208, "bbox": { "l": 85.08, "t": 751.9403, "r": 283.61280000000016, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "3.12 AERIAL WIRING SYSTEMS", "text": "3.12 AERIAL WIRING SYSTEMS", "level": 1 }, { "self_ref": "#/texts/4874", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 208, "bbox": { "l": 96.42, "t": 734.8772, "r": 513.2833859999986, "b": 709.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "NOTE: The use of aerial wiring systems may be prohibited by the relevant regulatory authority in some areas, particularly those areas at risk of bushfire.", "text": "NOTE: The use of aerial wiring systems may be prohibited by the relevant regulatory authority in some areas, particularly those areas at risk of bushfire." }, { "self_ref": "#/texts/4875", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 208, "bbox": { "l": 85.08, "t": 702.9203, "r": 251.25479999999988, "b": 689.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "3.12.1 Types of conductor", "text": "3.12.1 Types of conductor", "level": 1 }, { "self_ref": "#/texts/4876", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 208, "bbox": { "l": 85.08, "t": 682.9403, "r": 360.40440000000007, "b": 669.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "Conductors used as aerial conductors shall be-", "text": "Conductors used as aerial conductors shall be-" }, { "self_ref": "#/texts/4877", "parent": { "$ref": "#/groups/492" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 208, "bbox": { "l": 85.08, "t": 662.9603, "r": 278.20320000000015, "b": 649.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "(a) hard-drawn bare conductors;", "text": "(a) hard-drawn bare conductors;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4878", "parent": { "$ref": "#/groups/492" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 208, "bbox": { "l": 85.08, "t": 642.9203, "r": 269.01600000000013, "b": 629.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "(b) polymeric insulated cables;", "text": "(b) polymeric insulated cables;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4879", "parent": { "$ref": "#/groups/492" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 208, "bbox": { "l": 85.08, "t": 622.9403, "r": 270.2879999999998, "b": 609.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "(c) neutral-screened cables; or", "text": "(c) neutral-screened cables; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4880", "parent": { "$ref": "#/groups/492" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 208, "bbox": { "l": 85.08, "t": 602.9603, "r": 414.1944000000007, "b": 589.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "(d) parallel-webbed, twisted or bundled insulated cables.", "text": "(d) parallel-webbed, twisted or bundled insulated cables.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4881", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 208, "bbox": { "l": 85.08000000000001, "t": 582.9203, "r": 219.4679999999999, "b": 569.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "3.12.2 Arrangements", "text": "3.12.2 Arrangements", "level": 1 }, { "self_ref": "#/texts/4882", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 208, "bbox": { "l": 85.08000000000001, "t": 562.9403, "r": 313.8720000000003, "b": 549.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "3.12.2.1 Insulation of aerial conductors", "text": "3.12.2.1 Insulation of aerial conductors", "level": 1 }, { "self_ref": "#/texts/4883", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 208, "bbox": { "l": 85.08000000000001, "t": 542.9603, "r": 436.7208000000009, "b": 529.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "Aerial conductors shall be insulated in the following situations:", "text": "Aerial conductors shall be insulated in the following situations:" }, { "self_ref": "#/texts/4884", "parent": { "$ref": "#/groups/493" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 208, "bbox": { "l": 85.08000000000001, "t": 522.9203, "r": 483.0960000000005, "b": 509.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "(a) For any conductor span that is attached to a building or structure.", "text": "(a) For any conductor span that is attached to a building or structure.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4885", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 208, "bbox": { "l": 113.46000000000001, "t": 502.9403, "r": 513.6264000000014, "b": 461.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 148 ] } ], "orig": "Exception: This requirement need not apply to aerial conductors between and supported by two independent poles or similar independent supports.", "text": "Exception: This requirement need not apply to aerial conductors between and supported by two independent poles or similar independent supports." }, { "self_ref": "#/texts/4886", "parent": { "$ref": "#/groups/494" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 208, "bbox": { "l": 85.08000000000004, "t": 454.9402999999999, "r": 513.6348000000006, "b": 427.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "(b) For any conductor span within arm's reach of any building, building opening or structure.", "text": "(b) For any conductor span within arm's reach of any building, building opening or structure.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4887", "parent": { "$ref": "#/groups/494" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 208, "bbox": { "l": 85.0800000000001, "t": 420.9202999999999, "r": 513.5676000000004, "b": 393.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "(c) Above areas where sailing craft or irrigation pipes are used (see Table 3.8).", "text": "(c) Above areas where sailing craft or irrigation pipes are used (see Table 3.8).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4888", "parent": { "$ref": "#/groups/494" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 208, "bbox": { "l": 85.0800000000001, "t": 386.96029999999985, "r": 513.6612000000008, "b": 345.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 161 ] } ], "orig": "(d) In areas declared by the responsible fire authority as being subject to bushfires, where required by the regulatory authority or the electricity distributor.", "text": "(d) In areas declared by the responsible fire authority as being subject to bushfires, where required by the regulatory authority or the electricity distributor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4889", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 208, "bbox": { "l": 85.0800000000001, "t": 338.9602999999998, "r": 222.0288000000003, "b": 325.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "3.12.2.2 Minimum size", "text": "3.12.2.2 Minimum size", "level": 1 }, { "self_ref": "#/texts/4890", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 208, "bbox": { "l": 85.0800000000001, "t": 318.92029999999977, "r": 415.2444000000007, "b": 305.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "The minimum size of aerial conductors shall be as follows:", "text": "The minimum size of aerial conductors shall be as follows:" }, { "self_ref": "#/texts/4891", "parent": { "$ref": "#/groups/495" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 208, "bbox": { "l": 85.0800000000001, "t": 298.94029999999975, "r": 513.6912000000009, "b": 243.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 239 ] } ], "orig": "(a) Copper and aluminium conductors Copper or aluminium conductors installed as aerial conductors shall have not less than seven strands and shall be not smaller than 6 mm 2 for copper or 16 mm 2 for aluminium.", "text": "(a) Copper and aluminium conductors Copper or aluminium conductors installed as aerial conductors shall have not less than seven strands and shall be not smaller than 6 mm 2 for copper or 16 mm 2 for aluminium.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4892", "parent": { "$ref": "#/groups/495" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 208, "bbox": { "l": 85.07999999999998, "t": 236.96040000000005, "r": 513.6852000000001, "b": 209.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "(b) Steel conductors Steel conductors installed as aerial conductors shall have not less than three strands.", "text": "(b) Steel conductors Steel conductors installed as aerial conductors shall have not less than three strands.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4893", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 208, "bbox": { "l": 85.07999999999996, "t": 202.94040000000007, "r": 201.55679999999987, "b": 189.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "3.12.3 Clearances", "text": "3.12.3 Clearances", "level": 1 }, { "self_ref": "#/texts/4894", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 208, "bbox": { "l": 85.07999999999996, "t": 182.96040000000005, "r": 189.89760000000004, "b": 169.5684000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "3.12.3.1 General", "text": "3.12.3.1 General", "level": 1 }, { "self_ref": "#/texts/4895", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 208, "bbox": { "l": 85.07999999999993, "t": 162.9204000000001, "r": 513.6132000000009, "b": 121.56840000000011, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 200 ] } ], "orig": "Aerial conductors for low voltage systems shall be installed such that clearances from ground, buildings and structures other than public roadways are not less than those given in Table 3.8.", "text": "Aerial conductors for low voltage systems shall be installed such that clearances from ground, buildings and structures other than public roadways are not less than those given in Table 3.8." }, { "self_ref": "#/texts/4896", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 208, "bbox": { "l": 96.42, "t": 117.83719999999994, "r": 513.2339759999991, "b": 92.62382600000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "NOTE: These clearances do not apply to pole supports or independent supports for the aerial conductors themselves.", "text": "NOTE: These clearances do not apply to pole supports or independent supports for the aerial conductors themselves." }, { "self_ref": "#/texts/4897", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 208, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4898", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 209, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4899", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 209, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "205", "text": "205" }, { "self_ref": "#/texts/4900", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 209, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/4901", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 209, "bbox": { "l": 85.07999999999998, "t": 751.9403, "r": 513.562800000001, "b": 710.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 210 ] } ], "orig": "Clearances shall be maintained in any direction from any position to which any part of such conductors may either sag at a maximum conductor temperature of 115°C or move as a result of wind pressure.", "text": "Clearances shall be maintained in any direction from any position to which any part of such conductors may either sag at a maximum conductor temperature of 115°C or move as a result of wind pressure." }, { "self_ref": "#/texts/4902", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 209, "bbox": { "l": 85.07999999999993, "t": 703.9403, "r": 513.5652000000006, "b": 662.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 188 ] } ], "orig": "When aerial conductors are being strung, an additional clearance shall be provided so that the distances specified in Table 3.8 are obtained up to a maximum conductor temperature of 115°C.", "text": "When aerial conductors are being strung, an additional clearance shall be provided so that the distances specified in Table 3.8 are obtained up to a maximum conductor temperature of 115°C." }, { "self_ref": "#/texts/4903", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 209, "bbox": { "l": 96.41999999999999, "t": 658.8572, "r": 513.370128, "b": 633.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "NOTE: Table D2 of Appendix D uses sag allowances that make provision for additional clearances.", "text": "NOTE: Table D2 of Appendix D uses sag allowances that make provision for additional clearances." }, { "self_ref": "#/texts/4904", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 209, "bbox": { "l": 85.07999999999998, "t": 626.9603, "r": 513.6180000000006, "b": 585.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 194 ] } ], "orig": "Where aerial conductors terminate above or to the side of a building or structure, a suitable clearance to prevent contact with the building or structure shall be provided.", "text": "Where aerial conductors terminate above or to the side of a building or structure, a suitable clearance to prevent contact with the building or structure shall be provided." }, { "self_ref": "#/texts/4905", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 209, "bbox": { "l": 85.07999999999998, "t": 578.9603, "r": 513.6492000000002, "b": 537.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 194 ] } ], "orig": "Connections between aerial conductors and circuit wiring shall not be regarded as aerial conductors but shall be out of arm's reach from the ground or from an elevated area.", "text": "Connections between aerial conductors and circuit wiring shall not be regarded as aerial conductors but shall be out of arm's reach from the ground or from an elevated area." }, { "self_ref": "#/texts/4906", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 209, "bbox": { "l": 96.42, "t": 533.8772, "r": 513.2504459999996, "b": 508.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "NOTE: Regulatory authorities may have additional requirements regarding aerial conductor clearances.", "text": "NOTE: Regulatory authorities may have additional requirements regarding aerial conductor clearances." }, { "self_ref": "#/texts/4907", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 209, "bbox": { "l": 85.08, "t": 501.9203, "r": 235.09560000000025, "b": 488.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "3.12.3.2 Safety warnings", "text": "3.12.3.2 Safety warnings", "level": 1 }, { "self_ref": "#/texts/4908", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 209, "bbox": { "l": 85.08000000000001, "t": 481.9403, "r": 513.6119999999996, "b": 454.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "Suitable devices or notices, warning of the presence of aerial conductors, shall be erected in locations where such conductors are erected-", "text": "Suitable devices or notices, warning of the presence of aerial conductors, shall be erected in locations where such conductors are erected-" }, { "self_ref": "#/texts/4909", "parent": { "$ref": "#/groups/496" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 209, "bbox": { "l": 85.08000000000004, "t": 447.92029999999994, "r": 305.7396000000001, "b": 434.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "(a) above areas used by sailing craft;", "text": "(a) above areas used by sailing craft;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4910", "parent": { "$ref": "#/groups/496" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 209, "bbox": { "l": 85.08000000000004, "t": 427.9402999999999, "r": 513.6252000000003, "b": 400.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 132 ] } ], "orig": "(b) where long lengths of conductive piping, such as irrigation pipes, may reasonably be expected to be raised or otherwise handled;", "text": "(b) where long lengths of conductive piping, such as irrigation pipes, may reasonably be expected to be raised or otherwise handled;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4911", "parent": { "$ref": "#/groups/496" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 209, "bbox": { "l": 85.0800000000001, "t": 393.9202999999999, "r": 472.0919999999999, "b": 380.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "(c) where loading or unloading of high vehicles is likely to occur; or", "text": "(c) where loading or unloading of high vehicles is likely to occur; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4912", "parent": { "$ref": "#/groups/496" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 209, "bbox": { "l": 85.0800000000001, "t": 373.94029999999987, "r": 513.6528000000009, "b": 346.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "(d) in other locations where the risk of inadvertent contact with aerial conductors may reasonably be anticipated.", "text": "(d) in other locations where the risk of inadvertent contact with aerial conductors may reasonably be anticipated.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4913", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 209, "bbox": { "l": 96.42, "t": 342.8372, "r": 145.63345799999996, "b": 330.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/4914", "parent": { "$ref": "#/groups/497" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 209, "bbox": { "l": 96.42, "t": 326.876672, "r": 513.2295839999996, "b": 301.60290800000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "1 The responsible water authority may have additional signage requirements where aerial conductors cross a waterway.", "text": "1 The responsible water authority may have additional signage requirements where aerial conductors cross a waterway.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4915", "parent": { "$ref": "#/groups/497" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 209, "bbox": { "l": 96.42, "t": 297.836768, "r": 513.2526419999996, "b": 272.62339399999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 158 ] } ], "orig": "2 The relevant authority may require aerial conductors in the vicinity of an aerodrome, airport or landing strip to carry aircraft warning devices.", "text": "2 The relevant authority may require aerial conductors in the vicinity of an aerodrome, airport or landing strip to carry aircraft warning devices.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4916", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 209, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4917", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 210, "bbox": { "l": 55.09150000000001, "t": 310.939970703125, "r": 65.13550000000001, "b": 252.1951707031252, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4918", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 210, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4919", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 210, "bbox": { "l": 786.756496, "t": 540.860084703125, "r": 797.938816, "b": 445.989722703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/4920", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 210, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "206", "text": "206" }, { "self_ref": "#/texts/4921", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 210, "bbox": { "l": 280.7305, "t": 496.759970703125, "r": 564.5161, "b": 463.387970703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "TABLE 3.8 MINIMUM AERIAL CONDUCTOR CLEARANCES", "text": "TABLE 3.8 MINIMUM AERIAL CONDUCTOR CLEARANCES" }, { "self_ref": "#/texts/4922", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 210, "bbox": { "l": 627.8305, "t": 453.62807070312505, "r": 756.1125520000007, "b": 442.44575070312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "All dimensions in metres", "text": "All dimensions in metres", "level": 1 }, { "self_ref": "#/texts/4923", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 210, "bbox": { "l": 88.43050000000002, "t": 237.628070703125, "r": 133.32611200000005, "b": 226.445750703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/4924", "parent": { "$ref": "#/groups/498" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 210, "bbox": { "l": 88.43050000000002, "t": 222.62813070312507, "r": 756.1342419999996, "b": 199.445858703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 198 ] } ], "orig": "1 When erecting aerial conductors an allowance for sag and sway under operating conditions needs to be added to ensure that the above clearances are maintained. (Refer Clause 3.12.3 and Appendix D.)", "text": "1 When erecting aerial conductors an allowance for sag and sway under operating conditions needs to be added to ensure that the above clearances are maintained. (Refer Clause 3.12.3 and Appendix D.)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4925", "parent": { "$ref": "#/groups/498" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 210, "bbox": { "l": 88.43050000000002, "t": 195.62823870312508, "r": 654.8811399999994, "b": 184.44591870312502, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "2 Further information regarding required clearances for crossing telecommunication lines is contained in AS/CA S009.", "text": "2 Further information regarding required clearances for crossing telecommunication lines is contained in AS/CA S009.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4926", "parent": { "$ref": "#/groups/498" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 210, "bbox": { "l": 88.43050000000008, "t": 180.62829870312504, "r": 431.73674199999897, "b": 169.44597870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "3 Warning notices shall be erected where required by Clause 3.12.3.2.", "text": "3 Warning notices shall be erected where required by Clause 3.12.3.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4927", "parent": { "$ref": "#/groups/498" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 210, "bbox": { "l": 88.43050000000008, "t": 165.62835870312506, "r": 388.7679759999994, "b": 154.44603870312505, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "4 Increased distances may be required over public roadways.", "text": "4 Increased distances may be required over public roadways.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4928", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 211, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/4929", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 211, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4930", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 211, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "207", "text": "207" }, { "self_ref": "#/texts/4931", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 211, "bbox": { "l": 85.08, "t": 745.9403, "r": 346.5647999999997, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "3.12.4 Distance between supports (spans)", "text": "3.12.4 Distance between supports (spans)", "level": 1 }, { "self_ref": "#/texts/4932", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 211, "bbox": { "l": 85.07999999999998, "t": 725.9603, "r": 513.6288000000008, "b": 698.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 149 ] } ], "orig": "The length of span of aerial conductors shall not exceed the values specified in Table 3.9 for the appropriate type and size of conductor.", "text": "The length of span of aerial conductors shall not exceed the values specified in Table 3.9 for the appropriate type and size of conductor." }, { "self_ref": "#/texts/4933", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 211, "bbox": { "l": 85.07999999999998, "t": 691.9403, "r": 513.5868000000008, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "Exception: Spans greater than the values specified in Table 3.9 may be used, provided that the design is in accordance with sound engineering practice.", "text": "Exception: Spans greater than the values specified in Table 3.9 may be used, provided that the design is in accordance with sound engineering practice." }, { "self_ref": "#/texts/4934", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 211, "bbox": { "l": 96.42, "t": 646.8572, "r": 145.63345799999996, "b": 634.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/4935", "parent": { "$ref": "#/groups/499" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 211, "bbox": { "l": 96.42, "t": 630.83738, "r": 513.3448740000007, "b": 605.624006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "1 An indication of acceptable stringing practice is given in Table D2 of Appendix D.", "text": "1 An indication of acceptable stringing practice is given in Table D2 of Appendix D.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4936", "parent": { "$ref": "#/groups/499" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 211, "bbox": { "l": 96.42, "t": 601.8578660000001, "r": 399.2407140000004, "b": 589.604186, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "2 More detailed information is available in AS/NZS 7000.", "text": "2 More detailed information is available in AS/NZS 7000.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4937", "parent": { "$ref": "#/tables/30" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 211, "bbox": { "l": 176.88, "t": 575.9003, "r": 421.8875999999997, "b": 542.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "TABLE 3.9 AERIAL CONDUCTOR MAXIMUM SPANS", "text": "TABLE 3.9 AERIAL CONDUCTOR MAXIMUM SPANS" }, { "self_ref": "#/texts/4938", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 211, "bbox": { "l": 85.08, "t": 257.7203999999999, "r": 292.0656000000003, "b": 244.3284, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "3.12.5 Aerial conductor supports", "text": "3.12.5 Aerial conductor supports", "level": 1 }, { "self_ref": "#/texts/4939", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 211, "bbox": { "l": 85.08, "t": 237.68039999999996, "r": 189.8976000000001, "b": 224.28840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "3.12.5.1 General", "text": "3.12.5.1 General", "level": 1 }, { "self_ref": "#/texts/4940", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 211, "bbox": { "l": 85.08000000000001, "t": 217.70039999999995, "r": 513.6288000000017, "b": 190.3284, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 144 ] } ], "orig": "Supports for aerial conductors shall be insulators or purpose-designed fittings suitable for the type of cable with which they are used.", "text": "Supports for aerial conductors shall be insulators or purpose-designed fittings suitable for the type of cable with which they are used." }, { "self_ref": "#/texts/4941", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 211, "bbox": { "l": 85.07999999999998, "t": 183.68039999999996, "r": 249.56879999999992, "b": 170.28840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "3.12.5.2 Pin-type insulators", "text": "3.12.5.2 Pin-type insulators", "level": 1 }, { "self_ref": "#/texts/4942", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 211, "bbox": { "l": 85.07999999999998, "t": 163.70040000000006, "r": 513.6120000000009, "b": 136.3284000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "Pin-type insulators shall not be used for supporting aerial conductors where-", "text": "Pin-type insulators shall not be used for supporting aerial conductors where-" }, { "self_ref": "#/texts/4943", "parent": { "$ref": "#/groups/500" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 211, "bbox": { "l": 85.07999999999998, "t": 129.68040000000008, "r": 513.523200000001, "b": 102.30840000000012, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "(a) the strain tends to lift or otherwise separate the conductors from the insulators; or", "text": "(a) the strain tends to lift or otherwise separate the conductors from the insulators; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4944", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 211, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/4945", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 211, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4946", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 212, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4947", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 212, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "208", "text": "208" }, { "self_ref": "#/texts/4948", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 212, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/4949", "parent": { "$ref": "#/groups/502" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 212, "bbox": { "l": 85.08, "t": 751.9403, "r": 455.1576000000008, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "(b) the direction of the conductors is changed by more than 30°.", "text": "(b) the direction of the conductors is changed by more than 30°.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4950", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 212, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 199.56240000000008, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "3.12.5.3 Hardware", "text": "3.12.5.3 Hardware", "level": 1 }, { "self_ref": "#/texts/4951", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 212, "bbox": { "l": 85.07999999999998, "t": 711.9203, "r": 513.6384000000005, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "Any hardware or fittings used in association with the aerial line shall be of corrosion-resistant material, or other material suitably protected against corrosion.", "text": "Any hardware or fittings used in association with the aerial line shall be of corrosion-resistant material, or other material suitably protected against corrosion." }, { "self_ref": "#/texts/4952", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 212, "bbox": { "l": 85.07999999999998, "t": 663.9203, "r": 307.0656000000002, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "3.12.5.4 Spacing between conductors", "text": "3.12.5.4 Spacing between conductors", "level": 1 }, { "self_ref": "#/texts/4953", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 212, "bbox": { "l": 85.07999999999998, "t": 643.9403, "r": 513.6264000000003, "b": 616.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "Conductors shall be adequately spaced to prevent contact with each other under all conditions of sag and sway.", "text": "Conductors shall be adequately spaced to prevent contact with each other under all conditions of sag and sway." }, { "self_ref": "#/texts/4954", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 212, "bbox": { "l": 85.07999999999998, "t": 609.9203, "r": 513.5988000000004, "b": 582.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 128 ] } ], "orig": "The spacing between conductors at supports, measured in any direction, shall be not less than that shown in Table 3.10.", "text": "The spacing between conductors at supports, measured in any direction, shall be not less than that shown in Table 3.10." }, { "self_ref": "#/texts/4955", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 212, "bbox": { "l": 85.08000000000001, "t": 575.9603, "r": 513.5963999999998, "b": 548.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "Exception: The spacing between conductors of a multi-core cable or cables operated in parallel may be less than that shown in Table 3.10.", "text": "Exception: The spacing between conductors of a multi-core cable or cables operated in parallel may be less than that shown in Table 3.10." }, { "self_ref": "#/texts/4956", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 212, "bbox": { "l": 96.42, "t": 544.8572, "r": 513.2471520000005, "b": 519.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 149 ] } ], "orig": "NOTE: The electricity distributor may require a minimum clearance between consumer aerial lines and any electricity distributor aerial lines.", "text": "NOTE: The electricity distributor may require a minimum clearance between consumer aerial lines and any electricity distributor aerial lines." }, { "self_ref": "#/texts/4957", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 212, "bbox": { "l": 211.38, "t": 505.94030000000004, "r": 387.3767999999997, "b": 472.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "TABLE 3.10 SPACING BETWEEN AERIAL", "text": "TABLE 3.10 SPACING BETWEEN AERIAL" }, { "self_ref": "#/texts/4958", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 212, "bbox": { "l": 207.06, "t": 471.9203, "r": 391.66319999999985, "b": 458.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "CONDUCTORS AT SUPPORTS", "text": "CONDUCTORS AT SUPPORTS", "level": 1 }, { "self_ref": "#/texts/4959", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 212, "bbox": { "l": 85.07999999999998, "t": 325.46029999999996, "r": 513.6695999999995, "b": 298.02829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "3.12.6 Poles and posts (including supports, struts and extensions to structures)", "text": "3.12.6 Poles and posts (including supports, struts and extensions to structures)", "level": 1 }, { "self_ref": "#/texts/4960", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 212, "bbox": { "l": 85.07999999999998, "t": 291.4403, "r": 513.6011999999995, "b": 264.0682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 118 ] } ], "orig": "Poles and posts shall be constructed of materials suitable for the conditions of use, taking account of the following:", "text": "Poles and posts shall be constructed of materials suitable for the conditions of use, taking account of the following:" }, { "self_ref": "#/texts/4961", "parent": { "$ref": "#/groups/503" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 212, "bbox": { "l": 85.08000000000001, "t": 257.4203, "r": 144.97560000000007, "b": 244.02829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "(a) Size.", "text": "(a) Size.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4962", "parent": { "$ref": "#/groups/503" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 212, "bbox": { "l": 85.08000000000001, "t": 237.44029999999998, "r": 210.30959999999996, "b": 224.04829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "(b) Depth in ground.", "text": "(b) Depth in ground.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4963", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 212, "bbox": { "l": 96.42, "t": 220.37720000000002, "r": 145.63345799999996, "b": 208.12351999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/4964", "parent": { "$ref": "#/groups/504" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 212, "bbox": { "l": 96.42, "t": 204.35738000000003, "r": 513.3174239999993, "b": 179.083616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "1 Guidance on the size of a typical range of poles and posts is given in Appendix D.", "text": "1 Guidance on the size of a typical range of poles and posts is given in Appendix D.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4965", "parent": { "$ref": "#/groups/504" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 212, "bbox": { "l": 96.42, "t": 175.37676799999997, "r": 513.3130319999991, "b": 150.10300400000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "2 Guidance on the depth in ground for a typical range of poles and posts of lengths up to 7 m above the ground is given in Appendix D.", "text": "2 Guidance on the depth in ground for a typical range of poles and posts of lengths up to 7 m above the ground is given in Appendix D.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4966", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 212, "bbox": { "l": 85.08, "t": 143.4203, "r": 513.6576000000005, "b": 102.06830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 191 ] } ], "orig": "The depth in ground may be reduced if the pole or post is set in solid rock, provided that the arrangement is not inferior to installation in accordance with the above requirements.", "text": "The depth in ground may be reduced if the pole or post is set in solid rock, provided that the arrangement is not inferior to installation in accordance with the above requirements." }, { "self_ref": "#/texts/4967", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 212, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4968", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 213, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4969", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 213, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "209", "text": "209" }, { "self_ref": "#/texts/4970", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 213, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/4971", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 213, "bbox": { "l": 85.07999999999998, "t": 751.9403, "r": 513.632400000001, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "If the support of the soil is poor, the pole or post shall be sunk to a greater depth or other means used to stabilize it.", "text": "If the support of the soil is poor, the pole or post shall be sunk to a greater depth or other means used to stabilize it." }, { "self_ref": "#/texts/4972", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 213, "bbox": { "l": 96.42, "t": 720.8372, "r": 420.67367399999995, "b": 708.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "NOTE: More detailed information is available in AS/NZS 7000.", "text": "NOTE: More detailed information is available in AS/NZS 7000." }, { "self_ref": "#/texts/4973", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 213, "bbox": { "l": 85.08, "t": 701.9603, "r": 275.1396000000001, "b": 688.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "3.12.7 Joints and connections", "text": "3.12.7 Joints and connections", "level": 1 }, { "self_ref": "#/texts/4974", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 213, "bbox": { "l": 85.07999999999998, "t": 681.9203, "r": 513.5892000000009, "b": 654.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "All joints and connections in aerial conductors shall be carried out in accordance with Clause 3.7.", "text": "All joints and connections in aerial conductors shall be carried out in accordance with Clause 3.7." }, { "self_ref": "#/texts/4975", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 213, "bbox": { "l": 85.07999999999998, "t": 639.9802999999999, "r": 362.28599999999966, "b": 626.5882999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "3.13 CABLES SUPPORTED BY A CATENARY", "text": "3.13 CABLES SUPPORTED BY A CATENARY", "level": 1 }, { "self_ref": "#/texts/4976", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 213, "bbox": { "l": 85.07999999999998, "t": 619.9403, "r": 229.01760000000016, "b": 606.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "3.13.1 Types of cables", "text": "3.13.1 Types of cables", "level": 1 }, { "self_ref": "#/texts/4977", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 213, "bbox": { "l": 85.07999999999998, "t": 599.9603, "r": 513.624, "b": 572.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "Cables supported by means of a catenary shall be stranded cables affording double insulation or the equivalent of double insulation.", "text": "Cables supported by means of a catenary shall be stranded cables affording double insulation or the equivalent of double insulation." }, { "self_ref": "#/texts/4978", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 213, "bbox": { "l": 85.07999999999998, "t": 565.9403, "r": 513.5652000000006, "b": 538.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "Cables and catenary supports installed out of doors shall be suitable for exposure to direct sunlight.", "text": "Cables and catenary supports installed out of doors shall be suitable for exposure to direct sunlight." }, { "self_ref": "#/texts/4979", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 213, "bbox": { "l": 96.42, "t": 534.8372, "r": 513.2767980000003, "b": 509.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 148 ] } ], "orig": "NOTE: Cables are considered to be adequately supported if supported by a catenary and thereby relieved from excessive mechanical stresses.", "text": "NOTE: Cables are considered to be adequately supported if supported by a catenary and thereby relieved from excessive mechanical stresses." }, { "self_ref": "#/texts/4980", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 213, "bbox": { "l": 85.08, "t": 502.94030000000004, "r": 245.63400000000016, "b": 489.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "3.13.2 Catenary supports", "text": "3.13.2 Catenary supports", "level": 1 }, { "self_ref": "#/texts/4981", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 213, "bbox": { "l": 85.08, "t": 482.9603, "r": 190.8624000000001, "b": 469.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "A catenary shall-", "text": "A catenary shall-" }, { "self_ref": "#/texts/4982", "parent": { "$ref": "#/groups/505" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 213, "bbox": { "l": 85.08, "t": 462.9203, "r": 253.3692000000002, "b": 449.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "(a) provide uniform support;", "text": "(a) provide uniform support;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4983", "parent": { "$ref": "#/groups/505" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 213, "bbox": { "l": 85.08, "t": 442.9403, "r": 477.15360000000067, "b": 429.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(b) consist of material equally resistant to corrosion or deterioration;", "text": "(b) consist of material equally resistant to corrosion or deterioration;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4984", "parent": { "$ref": "#/groups/505" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 213, "bbox": { "l": 85.08000000000001, "t": 422.96029999999996, "r": 294.73320000000007, "b": 409.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "(c) be effectively fixed at each end;", "text": "(c) be effectively fixed at each end;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4985", "parent": { "$ref": "#/groups/505" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 213, "bbox": { "l": 85.08000000000001, "t": 402.92029999999994, "r": 513.6096000000008, "b": 375.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "(d) be capable of withstanding mechanical stresses likely to occur, in particular, those because of wind or ice; and", "text": "(d) be capable of withstanding mechanical stresses likely to occur, in particular, those because of wind or ice; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4986", "parent": { "$ref": "#/groups/505" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 213, "bbox": { "l": 85.08000000000004, "t": 368.9602999999999, "r": 513.6024000000003, "b": 341.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "(e) be mounted at a sufficient height above the ground to prevent danger to persons or livestock, or damage to the cable being supported.", "text": "(e) be mounted at a sufficient height above the ground to prevent danger to persons or livestock, or damage to the cable being supported.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4987", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 213, "bbox": { "l": 96.42, "t": 337.8572, "r": 513.3316980000008, "b": 312.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": "NOTE: A catenary may form part of a cable, in which case it should be installed in accordance with the manufacturer's instructions.", "text": "NOTE: A catenary may form part of a cable, in which case it should be installed in accordance with the manufacturer's instructions." }, { "self_ref": "#/texts/4988", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 213, "bbox": { "l": 85.08, "t": 305.96029999999996, "r": 201.5567999999999, "b": 292.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "3.13.3 Clearances", "text": "3.13.3 Clearances", "level": 1 }, { "self_ref": "#/texts/4989", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 213, "bbox": { "l": 85.07999999999998, "t": 285.9203, "r": 513.5952000000005, "b": 258.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "Cables supported by a catenary wire shall maintain the following clearances:", "text": "Cables supported by a catenary wire shall maintain the following clearances:" }, { "self_ref": "#/texts/4990", "parent": { "$ref": "#/groups/506" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 213, "bbox": { "l": 85.07999999999998, "t": 251.96029999999996, "r": 509.9243999999997, "b": 224.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "(a) In an outdoor location, as specified in Clause 3.12.3 for a neutralscreened cable.", "text": "(a) In an outdoor location, as specified in Clause 3.12.3 for a neutralscreened cable.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4991", "parent": { "$ref": "#/groups/506" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 213, "bbox": { "l": 85.07999999999998, "t": 217.94029999999998, "r": 513.6228, "b": 190.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 129 ] } ], "orig": "(b) In an indoor location, not less than 100 mm from any moving parts or parts of equipment operating at an elevated temperature.", "text": "(b) In an indoor location, not less than 100 mm from any moving parts or parts of equipment operating at an elevated temperature.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/4992", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 213, "bbox": { "l": 85.08000000000004, "t": 175.94029999999998, "r": 239.79839999999982, "b": 162.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "3.14 SAFETY SERVICES", "text": "3.14 SAFETY SERVICES", "level": 1 }, { "self_ref": "#/texts/4993", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 213, "bbox": { "l": 85.08000000000001, "t": 155.96029999999996, "r": 513.672, "b": 114.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 158 ] } ], "orig": "Wiring systems for safety services shall, in addition to complying with this Section, be installed in accordance with the requirements of Clause 7.2.", "text": "Wiring systems for safety services shall, in addition to complying with this Section, be installed in accordance with the requirements of Clause 7.2." }, { "self_ref": "#/texts/4994", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 213, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/4995", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 214, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/4996", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 214, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/4997", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 214, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "210", "text": "210" }, { "self_ref": "#/texts/4998", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 214, "bbox": { "l": 85.08, "t": 751.9403, "r": 417.58200000000005, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "3.15 BUSWAYS, INCLUDING RISING MAINS SYSTEMS", "text": "3.15 BUSWAYS, INCLUDING RISING MAINS SYSTEMS", "level": 1 }, { "self_ref": "#/texts/4999", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 214, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 513.6264000000009, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "Busbar trunking systems (busways) shall comply with AS/NZS 3439.2 or AS/NZS 61439.6, and shall be installed in accordance with the manufacturer's instructions.", "text": "Busbar trunking systems (busways) shall comply with AS/NZS 3439.2 or AS/NZS 61439.6, and shall be installed in accordance with the manufacturer's instructions." }, { "self_ref": "#/texts/5000", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 214, "bbox": { "l": 85.07999999999998, "t": 683.9603, "r": 513.5915999999997, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "Where used as a wiring system, the installation shall be in accordance with the relevant requirements of Clause 3.9.", "text": "Where used as a wiring system, the installation shall be in accordance with the relevant requirements of Clause 3.9." }, { "self_ref": "#/texts/5001", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 214, "bbox": { "l": 96.42, "t": 652.8572, "r": 513.3207180000004, "b": 627.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "NOTE: See Clause 3.9.9.3 for requirements for penetration of fire-rated constructions.", "text": "NOTE: See Clause 3.9.9.3 for requirements for penetration of fire-rated constructions." }, { "self_ref": "#/texts/5002", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 214, "bbox": { "l": 85.08, "t": 612.9803, "r": 369.5363999999997, "b": 599.5883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "3.16 EARTH SHEATH RETURN (ESR) SYSTEM", "text": "3.16 EARTH SHEATH RETURN (ESR) SYSTEM", "level": 1 }, { "self_ref": "#/texts/5003", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 214, "bbox": { "l": 85.07999999999998, "t": 592.9403000000001, "r": 513.6576000000009, "b": 551.5283000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 222 ] } ], "orig": "The earth sheath return (ESR) system is one where the copper sheath of a MIMS cable forms a single conductor that is used as both a protective earthing (PE) conductor and a neutral (N) conductor simultaneously.", "text": "The earth sheath return (ESR) system is one where the copper sheath of a MIMS cable forms a single conductor that is used as both a protective earthing (PE) conductor and a neutral (N) conductor simultaneously." }, { "self_ref": "#/texts/5004", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 214, "bbox": { "l": 85.07999999999997, "t": 544.9403000000001, "r": 513.6096000000007, "b": 517.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "Only a copper sheath may be used as a combined protective earthing and neutral (PEN) conductor.", "text": "Only a copper sheath may be used as a combined protective earthing and neutral (PEN) conductor." }, { "self_ref": "#/texts/5005", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 214, "bbox": { "l": 85.07999999999998, "t": 510.92030000000005, "r": 513.5952000000012, "b": 483.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "These cables shall be installed in accordance with Clause 3.9.7.3 and the following:", "text": "These cables shall be installed in accordance with Clause 3.9.7.3 and the following:" }, { "self_ref": "#/texts/5006", "parent": { "$ref": "#/groups/507" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 214, "bbox": { "l": 85.07999999999998, "t": 476.9603, "r": 512.6663999999998, "b": 463.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "(a) The sheath shall be of adequate cross-sectional area and conductivity.", "text": "(a) The sheath shall be of adequate cross-sectional area and conductivity.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5007", "parent": { "$ref": "#/groups/507" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 214, "bbox": { "l": 85.07999999999996, "t": 456.9203, "r": 513.6143999999998, "b": 401.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 232 ] } ], "orig": "(b) The ESR system shall be used only in electrical installations where the MEN earthing system is used. It shall commence at the location where the neutral and earthing conductors are connected to form the MEN connection.", "text": "(b) The ESR system shall be used only in electrical installations where the MEN earthing system is used. It shall commence at the location where the neutral and earthing conductors are connected to form the MEN connection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5008", "parent": { "$ref": "#/groups/507" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 214, "bbox": { "l": 85.07999999999993, "t": 394.9402999999999, "r": 513.6155999999999, "b": 325.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 310 ] } ], "orig": "(c) Where the combined protective earthing and neutral (PEN) conductor is changed to provide a separate neutral and protective earth to electrical equipment, then the neutral and protective earth shall not be combined again to form a combined protective earthing and neutral (PEN) conductor.", "text": "(c) Where the combined protective earthing and neutral (PEN) conductor is changed to provide a separate neutral and protective earth to electrical equipment, then the neutral and protective earth shall not be combined again to form a combined protective earthing and neutral (PEN) conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5009", "parent": { "$ref": "#/groups/507" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 214, "bbox": { "l": 85.07999999999996, "t": 318.92029999999977, "r": 444.78000000000077, "b": 305.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "(d) The ESR system shall not be installed in hazardous areas.", "text": "(d) The ESR system shall not be installed in hazardous areas.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5010", "parent": { "$ref": "#/groups/507" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 214, "bbox": { "l": 85.07999999999996, "t": 298.94039999999995, "r": 510.8183, "b": 285.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "(e) Conductors used in an ESR system shall not be smaller than 2.5 mm 2 .", "text": "(e) Conductors used in an ESR system shall not be smaller than 2.5 mm 2 .", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5011", "parent": { "$ref": "#/groups/507" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 214, "bbox": { "l": 85.07990000000007, "t": 278.96039999999994, "r": 513.6215000000007, "b": 223.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 277 ] } ], "orig": "(f) At every joint in the sheathing, and at terminations, the continuity of the combined protective earthing and neutral (PEN) conductor shall be ensured by a bonding conductor in addition to the means used for sealing and clamping the external conductor.", "text": "(f) At every joint in the sheathing, and at terminations, the continuity of the combined protective earthing and neutral (PEN) conductor shall be ensured by a bonding conductor in addition to the means used for sealing and clamping the external conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5012", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 214, "bbox": { "l": 113.45990000000006, "t": 216.92039999999997, "r": 513.5639, "b": 189.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "The resistance of the bonding conductor at joints shall not exceed that of the cable sheath.", "text": "The resistance of the bonding conductor at joints shall not exceed that of the cable sheath." }, { "self_ref": "#/texts/5013", "parent": { "$ref": "#/groups/508" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 214, "bbox": { "l": 85.07990000000007, "t": 182.96040000000005, "r": 513.6683000000011, "b": 113.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 352 ] } ], "orig": "(g) Two conductors, one for protective earthing and one for the neutral, shall be used at terminations. The minimum size for the protective earthing conductor shall be in accordance with Clause 5.3.3 and Table 5.1, and the minimum size for the neutral conductor shall be 6 mm 2 , or in accordance with Clause 3.5.2.", "text": "(g) Two conductors, one for protective earthing and one for the neutral, shall be used at terminations. The minimum size for the protective earthing conductor shall be in accordance with Clause 5.3.3 and Table 5.1, and the minimum size for the neutral conductor shall be 6 mm 2 , or in accordance with Clause 3.5.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5014", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 214, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5015", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 215, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5016", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 215, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "211", "text": "211" }, { "self_ref": "#/texts/5017", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 215, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5018", "parent": { "$ref": "#/groups/509" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 215, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.6756000000012, "b": 710.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 168 ] } ], "orig": "(h) Where several cables are associated, e.g. single-core cables used in a multiphase circuit, the cables shall be arranged in accordance with Clause 3.9.10.3.", "text": "(h) Where several cables are associated, e.g. single-core cables used in a multiphase circuit, the cables shall be arranged in accordance with Clause 3.9.10.3.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5019", "parent": { "$ref": "#/groups/509" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 215, "bbox": { "l": 85.07999999999996, "t": 703.9403, "r": 513.5904000000005, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 148 ] } ], "orig": "(i) The circuit shall be clearly identified on the switchboard at which the circuit originates to indicate that the circuit is using the ESR system.", "text": "(i) The circuit shall be clearly identified on the switchboard at which the circuit originates to indicate that the circuit is using the ESR system.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5020", "parent": { "$ref": "#/groups/509" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 215, "bbox": { "l": 85.0799999999999, "t": 669.9203, "r": 513.5988000000001, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 118 ] } ], "orig": "(j) No switch shall operate in the combined protective earthing and neutral (PEN) conductor of an ESR system.", "text": "(j) No switch shall operate in the combined protective earthing and neutral (PEN) conductor of an ESR system.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5021", "parent": { "$ref": "#/groups/509" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 215, "bbox": { "l": 85.07999999999987, "t": 635.9603, "r": 513.5904000000007, "b": 608.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "(k) Only electrical fittings identified as suitable for use in conjunction with an ESR system shall be used.", "text": "(k) Only electrical fittings identified as suitable for use in conjunction with an ESR system shall be used.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5022", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 215, "bbox": { "l": 96.42, "t": 604.8572, "r": 498.19137599999937, "b": 592.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "NOTE: Circuits employing ESR systems are unable to be protected by RCDs.", "text": "NOTE: Circuits employing ESR systems are unable to be protected by RCDs." }, { "self_ref": "#/texts/5023", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 215, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5024", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 216, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5025", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 216, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5026", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 216, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "212", "text": "212" }, { "self_ref": "#/texts/5027", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 216, "bbox": { "l": 136.259706, "t": 722.0834, "r": 462.68021999999996, "b": 677.5523959999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 119 ] } ], "orig": "S E C T I O N 4 S E L E C T I O N A N D I N S T A L L A T I O N O F E L E C T R I C A L E Q U I P M E N T", "text": "S E C T I O N 4 S E L E C T I O N A N D I N S T A L L A T I O N O F E L E C T R I C A L E Q U I P M E N T", "level": 1 }, { "self_ref": "#/texts/5028", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 216, "bbox": { "l": 85.08, "t": 662.9603, "r": 177.6971999999999, "b": 649.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "4.1 GENERAL", "text": "4.1 GENERAL", "level": 1 }, { "self_ref": "#/texts/5029", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 216, "bbox": { "l": 85.08, "t": 642.9203, "r": 196.23120000000014, "b": 629.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "4.1.1 Application", "text": "4.1.1 Application", "level": 1 }, { "self_ref": "#/texts/5030", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 216, "bbox": { "l": 85.07999999999998, "t": 622.9403, "r": 513.6528000000009, "b": 581.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 203 ] } ], "orig": "This Section specifies the minimum requirements for the selection and installation of electrical equipment, including appliances and accessories that shall be achieved to satisfy Part 1 of this Standard.", "text": "This Section specifies the minimum requirements for the selection and installation of electrical equipment, including appliances and accessories that shall be achieved to satisfy Part 1 of this Standard." }, { "self_ref": "#/texts/5031", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 216, "bbox": { "l": 85.07999999999996, "t": 574.9403, "r": 280.0476000000002, "b": 561.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "4.1.2 Selection and installation", "text": "4.1.2 Selection and installation", "level": 1 }, { "self_ref": "#/texts/5032", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 216, "bbox": { "l": 85.07999999999996, "t": 554.9603, "r": 513.670800000001, "b": 527.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": "Electrical equipment shall be selected and installed to perform the following functions or to have the following features:", "text": "Electrical equipment shall be selected and installed to perform the following functions or to have the following features:" }, { "self_ref": "#/texts/5033", "parent": { "$ref": "#/groups/510" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 216, "bbox": { "l": 85.07999999999998, "t": 520.9403, "r": 513.6335999999995, "b": 493.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "(a) Enable the electrical equipment to function properly under external influences to which it is expected to be exposed.", "text": "(a) Enable the electrical equipment to function properly under external influences to which it is expected to be exposed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5034", "parent": { "$ref": "#/groups/510" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 216, "bbox": { "l": 85.07999999999993, "t": 486.92029999999994, "r": 513.666, "b": 459.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "(b) Prevent any adverse effects that the electrical equipment might cause on the electrical installation.", "text": "(b) Prevent any adverse effects that the electrical equipment might cause on the electrical installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5035", "parent": { "$ref": "#/groups/510" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 216, "bbox": { "l": 85.07999999999998, "t": 452.9602999999999, "r": 513.704400000001, "b": 425.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "(c) Operate safely when properly assembled, installed and connected to supply.", "text": "(c) Operate safely when properly assembled, installed and connected to supply.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5036", "parent": { "$ref": "#/groups/510" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 216, "bbox": { "l": 85.08000000000001, "t": 418.94029999999987, "r": 513.7032000000003, "b": 363.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 224 ] } ], "orig": "(d) Ensure that there is no danger from electric shock, fire, high temperature or physical injury in the event of reasonably expected conditions of overload, abnormal operation, fault or external influences.", "text": "(d) Ensure that there is no danger from electric shock, fire, high temperature or physical injury in the event of reasonably expected conditions of overload, abnormal operation, fault or external influences.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5037", "parent": { "$ref": "#/groups/510" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 216, "bbox": { "l": 85.08000000000004, "t": 356.9602999999998, "r": 513.6359999999999, "b": 315.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "(e) Installed in accordance with the requirements of this Section, and the additional requirements as specified in the manufacturer's instructions.", "text": "(e) Installed in accordance with the requirements of this Section, and the additional requirements as specified in the manufacturer's instructions.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5038", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 216, "bbox": { "l": 85.0800000000001, "t": 308.96029999999973, "r": 513.6240000000012, "b": 267.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 181 ] } ], "orig": "This Standard requires certain electrical equipment to satisfy these provisions through compliance with nominated Australian/New Zealand Standards or other relevant Standards.", "text": "This Standard requires certain electrical equipment to satisfy these provisions through compliance with nominated Australian/New Zealand Standards or other relevant Standards." }, { "self_ref": "#/texts/5039", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 216, "bbox": { "l": 85.08000000000011, "t": 260.96029999999973, "r": 398.2608000000005, "b": 247.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "The requirements of this Section relate to the following:", "text": "The requirements of this Section relate to the following:" }, { "self_ref": "#/texts/5040", "parent": { "$ref": "#/groups/511" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 216, "bbox": { "l": 85.0800000000001, "t": 240.92029999999977, "r": 395.73000000000087, "b": 227.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "(i) External influences and environmental conditions.", "text": "(i) External influences and environmental conditions.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5041", "parent": { "$ref": "#/groups/511" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 216, "bbox": { "l": 85.0800000000001, "t": 220.94029999999975, "r": 450.29760000000107, "b": 207.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "(ii) Adverse effects on the electrical installation and the supply.", "text": "(ii) Adverse effects on the electrical installation and the supply.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5042", "parent": { "$ref": "#/groups/511" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 216, "bbox": { "l": 85.0800000000001, "t": 200.96029999999973, "r": 308.6400000000003, "b": 187.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "(iii) Protection against thermal effects.", "text": "(iii) Protection against thermal effects.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5043", "parent": { "$ref": "#/groups/511" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 216, "bbox": { "l": 85.0800000000001, "t": 180.92029999999977, "r": 378.15840000000077, "b": 167.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "(iv) Methods of connection of electrical equipment.", "text": "(iv) Methods of connection of electrical equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5044", "parent": { "$ref": "#/groups/511" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 216, "bbox": { "l": 85.0800000000001, "t": 160.94029999999975, "r": 457.21920000000017, "b": 147.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "(v) Installation of socket-outlets, lighting and heating equipment.", "text": "(v) Installation of socket-outlets, lighting and heating equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5045", "parent": { "$ref": "#/groups/511" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 216, "bbox": { "l": 85.0800000000001, "t": 140.96029999999973, "r": 370.40160000000037, "b": 127.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "(vi) Electricity converters including UPS systems.", "text": "(vi) Electricity converters including UPS systems.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5046", "parent": { "$ref": "#/groups/511" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 216, "bbox": { "l": 85.0800000000001, "t": 120.92029999999977, "r": 453.24719999999985, "b": 107.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "(vii) Control, overload and overtemperature protection of motors.", "text": "(vii) Control, overload and overtemperature protection of motors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5047", "parent": { "$ref": "#/groups/511" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 216, "bbox": { "l": 85.08000000000007, "t": 100.94029999999975, "r": 195.3300000000002, "b": 87.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "(viii) Transformers.", "text": "(viii) Transformers.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5048", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 216, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5049", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 217, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/5050", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 217, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5051", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 217, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "213", "text": "213" }, { "self_ref": "#/texts/5052", "parent": { "$ref": "#/groups/512" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 217, "bbox": { "l": 85.08, "t": 751.9403, "r": 180.76199999999992, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "(ix) Capacitors.", "text": "(ix) Capacitors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5053", "parent": { "$ref": "#/groups/512" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 217, "bbox": { "l": 85.08, "t": 731.9603, "r": 389.4456000000002, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "(x) Electrical equipment containing liquid dielectrics.", "text": "(x) Electrical equipment containing liquid dielectrics.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5054", "parent": { "$ref": "#/groups/512" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 217, "bbox": { "l": 85.08000000000001, "t": 711.9203, "r": 260.99160000000006, "b": 698.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "(xi) Smoke and fire detectors.", "text": "(xi) Smoke and fire detectors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5055", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 217, "bbox": { "l": 96.42, "t": 694.8572, "r": 145.63345799999996, "b": 682.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/5056", "parent": { "$ref": "#/groups/513" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 217, "bbox": { "l": 96.42, "t": 678.83738, "r": 513.3525599999992, "b": 601.60406, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 447 ] } ], "orig": "1 Electrical equipment may be remotely switched. In particular, appliances, such as water heaters, room heaters or airconditioning systems may constitute a 'controlled hours' load. Therefore, care should be taken to ensure isolation of any circuit or equipment switched by an automatic or remote control system when working on such equipment, as electricity supply could be connected without warning.", "text": "1 Electrical equipment may be remotely switched. In particular, appliances, such as water heaters, room heaters or airconditioning systems may constitute a 'controlled hours' load. Therefore, care should be taken to ensure isolation of any circuit or equipment switched by an automatic or remote control system when working on such equipment, as electricity supply could be connected without warning.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5057", "parent": { "$ref": "#/groups/513" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 217, "bbox": { "l": 68.58, "t": 597.8521999999999, "r": 513.2087219999988, "b": 572.624546, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "2 Refer to Clause 4.7.3 and Figure 4.17 for clearance of socket-outlets and switches from open cooking surfaces. *", "text": "2 Refer to Clause 4.7.3 and Figure 4.17 for clearance of socket-outlets and switches from open cooking surfaces. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5058", "parent": { "$ref": "#/groups/513" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 217, "bbox": { "l": 68.28, "t": 568.8584060000001, "r": 513.2932679999992, "b": 530.624948, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "3 Refer to Section 6 for where electrical appliances and accessories are installed in locations containing a bath, shower or other fixed water container. *", "text": "3 Refer to Section 6 for where electrical appliances and accessories are installed in locations containing a bath, shower or other fixed water container. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5059", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 217, "bbox": { "l": 68.58, "t": 527.4721999999999, "r": 78.22340399999999, "b": 511.87052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/5060", "parent": { "$ref": "#/groups/514" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 217, "bbox": { "l": 96.41999999999999, "t": 526.8588080000001, "r": 513.3415800000007, "b": 501.58504400000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "4 In New Zealand, attention is drawn to the requirements of NZECP 55 for wiring and fittings located near conductive thermal insulation.", "text": "4 In New Zealand, attention is drawn to the requirements of NZECP 55 for wiring and fittings located near conductive thermal insulation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5061", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 217, "bbox": { "l": 85.08, "t": 494.9603, "r": 243.27480000000017, "b": 481.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "4.1.3 External influences", "text": "4.1.3 External influences", "level": 1 }, { "self_ref": "#/texts/5062", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 217, "bbox": { "l": 85.07999999999996, "t": 474.9203, "r": 513.7188, "b": 419.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 246 ] } ], "orig": "All electrical equipment shall have characteristics appropriate to the conditions to which it is likely to be exposed, to ensure that the electrical equipment is able to function properly at the intended point of installation.", "text": "All electrical equipment shall have characteristics appropriate to the conditions to which it is likely to be exposed, to ensure that the electrical equipment is able to function properly at the intended point of installation." }, { "self_ref": "#/texts/5063", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 217, "bbox": { "l": 85.07999999999996, "t": 412.9402999999999, "r": 288.92880000000014, "b": 399.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "The characteristics may comprise-", "text": "The characteristics may comprise-" }, { "self_ref": "#/texts/5064", "parent": { "$ref": "#/groups/515" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 217, "bbox": { "l": 85.07999999999996, "t": 392.9602999999999, "r": 513.6851999999996, "b": 365.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "(a) suitable design and construction properties of the electrical equipment; or", "text": "(a) suitable design and construction properties of the electrical equipment; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5065", "parent": { "$ref": "#/groups/515" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 217, "bbox": { "l": 85.07999999999993, "t": 358.94029999999987, "r": 513.6240000000006, "b": 303.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 253 ] } ], "orig": "(b) additional means, provided as part of the electrical installation that do not adversely affect the operation of the electrical equipment, to effectively protect against the presence and extent of relevant environmental and other influences.", "text": "(b) additional means, provided as part of the electrical installation that do not adversely affect the operation of the electrical equipment, to effectively protect against the presence and extent of relevant environmental and other influences.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5066", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 217, "bbox": { "l": 85.07999999999993, "t": 296.96029999999973, "r": 513.6276, "b": 255.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 176 ] } ], "orig": "Damage from external influences may include, but is not limited to, that arising from exposure to one or any combination of the following, as appropriate:", "text": "Damage from external influences may include, but is not limited to, that arising from exposure to one or any combination of the following, as appropriate:" }, { "self_ref": "#/texts/5067", "parent": { "$ref": "#/groups/516" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 217, "bbox": { "l": 85.07999999999996, "t": 248.96029999999973, "r": 232.86479999999978, "b": 235.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "(i) Mechanical damage.", "text": "(i) Mechanical damage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5068", "parent": { "$ref": "#/groups/516" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 217, "bbox": { "l": 85.07999999999996, "t": 228.92029999999977, "r": 463.8635999999998, "b": 215.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(ii) Weather, including rain, snow, ice and sunlight (UV radiation).", "text": "(ii) Weather, including rain, snow, ice and sunlight (UV radiation).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5069", "parent": { "$ref": "#/groups/516" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 217, "bbox": { "l": 85.07999999999993, "t": 208.94029999999975, "r": 488.8511999999998, "b": 195.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(iii) Water, including splashing, spraying, submersion or high humidity.", "text": "(iii) Water, including splashing, spraying, submersion or high humidity.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5070", "parent": { "$ref": "#/groups/516" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 217, "bbox": { "l": 85.0799999999999, "t": 188.96029999999973, "r": 457.21440000000007, "b": 175.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(iv) Flora, including vines, weeds, flowers and plants of all types.", "text": "(iv) Flora, including vines, weeds, flowers and plants of all types.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5071", "parent": { "$ref": "#/groups/516" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 217, "bbox": { "l": 85.0799999999999, "t": 168.92029999999977, "r": 381.7247999999997, "b": 155.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "(v) Fauna, including cats, dogs, horses, cattle, etc.", "text": "(v) Fauna, including cats, dogs, horses, cattle, etc.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5072", "parent": { "$ref": "#/groups/516" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 217, "bbox": { "l": 85.0799999999999, "t": 148.94029999999975, "r": 513.6804000000009, "b": 121.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "(vi) Excessive dampness, including wet areas and poorly sealed underground cellars, etc.", "text": "(vi) Excessive dampness, including wet areas and poorly sealed underground cellars, etc.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5073", "parent": { "$ref": "#/groups/516" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 217, "bbox": { "l": 85.07999999999993, "t": 114.92029999999977, "r": 513.6192000000007, "b": 87.54829999999981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 148 ] } ], "orig": "(vii) Corrosive fumes, liquids or polluting substances, particularly those used in a sanitization process associated with the food industry.", "text": "(vii) Corrosive fumes, liquids or polluting substances, particularly those used in a sanitization process associated with the food industry.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5074", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 217, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5075", "parent": { "$ref": "#/pictures/88" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 217, "bbox": { "l": 518.46, "t": 526.8803, "r": 538.416, "b": 513.4883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/5076", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 217, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5077", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 218, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5078", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 218, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "214", "text": "214" }, { "self_ref": "#/texts/5079", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 218, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/5080", "parent": { "$ref": "#/groups/517" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 218, "bbox": { "l": 85.08, "t": 745.9403, "r": 206.97119999999984, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "(viii) Galvanic action.", "text": "(viii) Galvanic action.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5081", "parent": { "$ref": "#/groups/517" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 218, "bbox": { "l": 85.08, "t": 725.9603, "r": 365.82480000000055, "b": 712.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "(ix) Accumulation of dust or solid foreign bodies.", "text": "(ix) Accumulation of dust or solid foreign bodies.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5082", "parent": { "$ref": "#/groups/517" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 218, "bbox": { "l": 85.08, "t": 705.9203, "r": 156.67199999999997, "b": 692.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "(x) Steam.", "text": "(x) Steam.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5083", "parent": { "$ref": "#/groups/517" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 218, "bbox": { "l": 85.08, "t": 685.9403, "r": 135.98279999999997, "b": 672.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "(xi) Oil.", "text": "(xi) Oil.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5084", "parent": { "$ref": "#/groups/517" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 218, "bbox": { "l": 85.08, "t": 665.9603, "r": 430.42440000000005, "b": 652.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "(xii) Temperature, including both high and low temperatures.", "text": "(xii) Temperature, including both high and low temperatures.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5085", "parent": { "$ref": "#/groups/517" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 218, "bbox": { "l": 85.08000000000001, "t": 645.9203, "r": 202.30680000000015, "b": 632.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "(xiii) Solar radiation.", "text": "(xiii) Solar radiation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5086", "parent": { "$ref": "#/groups/517" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 218, "bbox": { "l": 85.08000000000001, "t": 625.9403, "r": 473.79840000000115, "b": 612.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "(xiv) Explosive atmospheres (often referred to as 'hazardous areas').", "text": "(xiv) Explosive atmospheres (often referred to as 'hazardous areas').", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5087", "parent": { "$ref": "#/groups/517" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 218, "bbox": { "l": 85.08000000000001, "t": 605.9603, "r": 170.47559999999996, "b": 592.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "(xv) Vibration.", "text": "(xv) Vibration.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5088", "parent": { "$ref": "#/groups/517" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 218, "bbox": { "l": 85.08000000000001, "t": 585.9203, "r": 359.76240000000047, "b": 572.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "(xvi) Seismic activity (earthquakes and tremors).", "text": "(xvi) Seismic activity (earthquakes and tremors).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5089", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 218, "bbox": { "l": 96.42, "t": 568.8572, "r": 145.63345799999996, "b": 556.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/5090", "parent": { "$ref": "#/groups/518" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 218, "bbox": { "l": 96.42, "t": 552.83738, "r": 513.3404820000009, "b": 514.603922, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 207 ] } ], "orig": "1 AS 60529 provides an IP classification and marking system for electrical equipment and enclosures that provide different degrees of protection against the entry of water and solid objects.", "text": "1 AS 60529 provides an IP classification and marking system for electrical equipment and enclosures that provide different degrees of protection against the entry of water and solid objects.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5091", "parent": { "$ref": "#/groups/518" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 218, "bbox": { "l": 96.42, "t": 510.837782, "r": 513.4107539999995, "b": 485.624408, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "2 Purpose-made, anti-condensation and water drains that maintain the IP rating of the enclosure may be used.", "text": "2 Purpose-made, anti-condensation and water drains that maintain the IP rating of the enclosure may be used.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5092", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 218, "bbox": { "l": 66.6, "t": 513.3722, "r": 76.24480199999999, "b": 497.77052000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/5093", "parent": { "$ref": "#/groups/519" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 218, "bbox": { "l": 66.6, "t": 483.3722, "r": 513.2987579999993, "b": 456.58450400000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "3 Drilling a drain hole in the bottom of the enclosure alone destroys the IP rating of the enclosure. *", "text": "3 Drilling a drain hole in the bottom of the enclosure alone destroys the IP rating of the enclosure. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5094", "parent": { "$ref": "#/groups/519" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 218, "bbox": { "l": 66.6, "t": 450.0122, "r": 513.6180000000008, "b": 380.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 378 ] } ], "orig": "Electrical accessories not having any specific degree of protection marked on the product are considered to be protected from the weather when installed within the space contained by the soffit (the edge of the eave, verandah or similar overhang) and a plane from the outer edge of the soffit, at an angle of 30 degrees, continuing to the exterior wall. *", "text": "Electrical accessories not having any specific degree of protection marked on the product are considered to be protected from the weather when installed within the space contained by the soffit (the edge of the eave, verandah or similar overhang) and a plane from the outer edge of the soffit, at an angle of 30 degrees, continuing to the exterior wall. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5095", "parent": { "$ref": "#/groups/519" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 218, "bbox": { "l": 66.6, "t": 373.9402999999999, "r": 513.6552000000007, "b": 346.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "Electrical accessories installed outside that area shall have a minimum degree of protection of IP33. Refer to Figures 4.1 and 4.2. *", "text": "Electrical accessories installed outside that area shall have a minimum degree of protection of IP33. Refer to Figures 4.1 and 4.2. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5096", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 218, "bbox": { "l": 96.42, "t": 342.8372, "r": 442.90158600000046, "b": 330.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "NOTE: Refer to local service rules for any additional requirements.", "text": "NOTE: Refer to local service rules for any additional requirements." }, { "self_ref": "#/texts/5097", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 218, "bbox": { "l": 85.08, "t": 323.96029999999996, "r": 153.77040000000008, "b": 310.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:", "level": 1 }, { "self_ref": "#/texts/5098", "parent": { "$ref": "#/groups/520" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 218, "bbox": { "l": 66.6, "t": 303.9203, "r": 513.6672000000004, "b": 262.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 204 ] } ], "orig": "1 Metering enclosures and overhead line connector boxes complying with AS 3124 installed in the unprotected areas shown in Figures 4.1 and 4.2 need to have a minimum degree of protection of IP23. *", "text": "1 Metering enclosures and overhead line connector boxes complying with AS 3124 installed in the unprotected areas shown in Figures 4.1 and 4.2 need to have a minimum degree of protection of IP23. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5099", "parent": { "$ref": "#/groups/520" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 218, "bbox": { "l": 85.0800000000001, "t": 255.9203, "r": 513.5940000000011, "b": 214.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 158 ] } ], "orig": "2 Electrical accessories installed within metering enclosures need not comply with the requirements for unprotected areas shown in Figures 4.1 and 4.2.", "text": "2 Electrical accessories installed within metering enclosures need not comply with the requirements for unprotected areas shown in Figures 4.1 and 4.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5100", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 218, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5101", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 219, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5102", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 66.6, "t": 668.8922, "r": 76.24480199999999, "b": 653.29052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/5103", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 66.6, "t": 376.8722, "r": 76.24480199999999, "b": 361.27052000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/5104", "parent": { "$ref": "#/pictures/89" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 219, "bbox": { "l": 100.74, "t": 523.8572, "r": 497.76582000000076, "b": 498.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "FIGURE 4.1 AREA UNDER AN OVERHANG REQUIRING ACCESSORIES TO BE A MINIMUM OF IP33 (SIDE VIEW)", "text": "FIGURE 4.1 AREA UNDER AN OVERHANG REQUIRING ACCESSORIES TO BE A MINIMUM OF IP33 (SIDE VIEW)" }, { "self_ref": "#/texts/5105", "parent": { "$ref": "#/pictures/89" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "215", "text": "215" }, { "self_ref": "#/texts/5106", "parent": { "$ref": "#/pictures/89" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5107", "parent": { "$ref": "#/pictures/89" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 256.1901, "t": 622.6665731999999, "r": 303.2358123599997, "b": 615.1590263999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Unprotected", "text": "Unprotected" }, { "self_ref": "#/texts/5108", "parent": { "$ref": "#/pictures/89" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 256.99894775999996, "t": 612.4753331999999, "r": 302.4074231099999, "b": 604.9677863999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "area under", "text": "area under" }, { "self_ref": "#/texts/5109", "parent": { "$ref": "#/pictures/89" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 261.05253249, "t": 602.2840931999999, "r": 298.38102653999994, "b": 594.7765463999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "the outer", "text": "the outer" }, { "self_ref": "#/texts/5110", "parent": { "$ref": "#/pictures/89" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 258.36005502, "t": 592.0937024699999, "r": 301.0743536399997, "b": 584.5861556699999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "front edge", "text": "front edge" }, { "self_ref": "#/texts/5111", "parent": { "$ref": "#/pictures/89" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 275.5066, "t": 690.9037731999999, "r": 290.15422119999994, "b": 683.3962263999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "30°", "text": "30°" }, { "self_ref": "#/texts/5112", "parent": { "$ref": "#/pictures/89" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 335.7912, "t": 717.9821731999999, "r": 417.8238261300002, "b": 710.4746263999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "Eave, verandah or", "text": "Eave, verandah or" }, { "self_ref": "#/texts/5113", "parent": { "$ref": "#/pictures/89" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 335.7912, "t": 707.7909331999999, "r": 410.3530295399995, "b": 700.2833863999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "similar overhang", "text": "similar overhang" }, { "self_ref": "#/texts/5114", "parent": { "$ref": "#/pictures/89" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 335.7912, "t": 589.9245731999999, "r": 436.2905341799998, "b": 582.4170263999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "Shaded areas require", "text": "Shaded areas require" }, { "self_ref": "#/texts/5115", "parent": { "$ref": "#/pictures/89" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 335.7912, "t": 579.7333332, "r": 456.71394012000025, "b": 572.2257864, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "electrical equipment to be", "text": "electrical equipment to be" }, { "self_ref": "#/texts/5116", "parent": { "$ref": "#/pictures/89" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 335.7912, "t": 569.5420932, "r": 419.56556762999986, "b": 562.0345464, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "a minimum of IP33", "text": "a minimum of IP33" }, { "self_ref": "#/texts/5117", "parent": { "$ref": "#/pictures/89" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 137.64, "t": 671.5219731999999, "r": 230.32358780999982, "b": 664.0144263999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "Electrical equipment", "text": "Electrical equipment" }, { "self_ref": "#/texts/5118", "parent": { "$ref": "#/pictures/89" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 137.64, "t": 661.3307331999999, "r": 221.60808326999987, "b": 653.8231863999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "without IP marking", "text": "without IP marking" }, { "self_ref": "#/texts/5119", "parent": { "$ref": "#/pictures/89" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 137.64, "t": 651.1394932, "r": 234.36272883, "b": 643.6319464, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "permitted in this area", "text": "permitted in this area" }, { "self_ref": "#/texts/5120", "parent": { "$ref": "#/pictures/90" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 219, "bbox": { "l": 100.74, "t": 227.87720000000002, "r": 497.76582000000076, "b": 202.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "FIGURE 4.2 AREA UNDER AN OVERHANG REQUIRING ACCESSORIES TO BE A MINIMUM OF IP33 (FRONT VIEW)", "text": "FIGURE 4.2 AREA UNDER AN OVERHANG REQUIRING ACCESSORIES TO BE A MINIMUM OF IP33 (FRONT VIEW)" }, { "self_ref": "#/texts/5121", "parent": { "$ref": "#/pictures/90" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 294.1476, "t": 319.56798159999994, "r": 372.20370432000016, "b": 312.05610320000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Unprotected area", "text": "Unprotected area" }, { "self_ref": "#/texts/5122", "parent": { "$ref": "#/pictures/90" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 283.50080448, "t": 309.3708616, "r": 382.85304936000017, "b": 301.8589832, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "under the overhang to", "text": "under the overhang to" }, { "self_ref": "#/texts/5123", "parent": { "$ref": "#/pictures/90" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 300.4109208, "t": 299.17289184000003, "r": 365.9437828800001, "b": 291.66101344000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "t he outer edge", "text": "t he outer edge" }, { "self_ref": "#/texts/5124", "parent": { "$ref": "#/pictures/90" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 312.91971576, "t": 392.39241360000005, "r": 454.2166636800001, "b": 384.88053520000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "Electrical equipment without IP", "text": "Electrical equipment without IP" }, { "self_ref": "#/texts/5125", "parent": { "$ref": "#/pictures/90" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 312.91971576, "t": 382.19529360000007, "r": 448.92725952000006, "b": 374.68341520000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "marking permitted in this area", "text": "marking permitted in this area" }, { "self_ref": "#/texts/5126", "parent": { "$ref": "#/pictures/90" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 280.8332, "t": 395.0389816, "r": 295.4844416, "b": 387.5271032, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "30°", "text": "30°" }, { "self_ref": "#/texts/5127", "parent": { "$ref": "#/pictures/90" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 140.16, "t": 419.9597816, "r": 222.21290184000023, "b": 412.4479032, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "Eave, verandah or", "text": "Eave, verandah or" }, { "self_ref": "#/texts/5128", "parent": { "$ref": "#/pictures/90" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 140.16, "t": 409.7626616, "r": 214.74025872000004, "b": 402.2507832, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "similar overhang", "text": "similar overhang" }, { "self_ref": "#/texts/5129", "parent": { "$ref": "#/pictures/90" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 140.16, "t": 291.8286816, "r": 240.68417424000003, "b": 284.3168032, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "Shaded areas require", "text": "Shaded areas require" }, { "self_ref": "#/texts/5130", "parent": { "$ref": "#/pictures/90" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 140.16, "t": 281.63156159999994, "r": 261.11262816, "b": 274.11968320000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "electrical equipment to be", "text": "electrical equipment to be" }, { "self_ref": "#/texts/5131", "parent": { "$ref": "#/pictures/90" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 140.16, "t": 271.4344416, "r": 223.95592368000027, "b": 263.9225632, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "a minimum of IP33", "text": "a minimum of IP33" }, { "self_ref": "#/texts/5132", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 219, "bbox": { "l": 85.08, "t": 189.9203, "r": 323.20800000000037, "b": 176.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "4.1.4 Adverse effects and interference", "text": "4.1.4 Adverse effects and interference", "level": 1 }, { "self_ref": "#/texts/5133", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 85.07999999999998, "t": 169.94029999999998, "r": 513.6336000000006, "b": 128.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 169 ] } ], "orig": "All electrical equipment shall be selected so that, during normal operation, including switching, it will not cause harmful effects to other equipment.", "text": "All electrical equipment shall be selected so that, during normal operation, including switching, it will not cause harmful effects to other equipment." }, { "self_ref": "#/texts/5134", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 219, "bbox": { "l": 85.07999999999998, "t": 121.94029999999998, "r": 432.79439999999977, "b": 108.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "Factors that may need to be considered include the following:", "text": "Factors that may need to be considered include the following:" }, { "self_ref": "#/texts/5135", "parent": { "$ref": "#/groups/521" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 219, "bbox": { "l": 85.07999999999998, "t": 101.96030000000007, "r": 191.35080000000016, "b": 88.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "(a) Power factor.", "text": "(a) Power factor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5136", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 219, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5137", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 220, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5138", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 220, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "216", "text": "216" }, { "self_ref": "#/texts/5139", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 220, "bbox": { "l": 42.54, "t": 687.3053, "r": 56.62050000000001, "b": 677.2613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/5140", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 220, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/5141", "parent": { "$ref": "#/groups/522" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 220, "bbox": { "l": 85.08, "t": 745.9403, "r": 283.176, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "(b) Excessive voltage fluctuation.", "text": "(b) Excessive voltage fluctuation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5142", "parent": { "$ref": "#/groups/522" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 220, "bbox": { "l": 85.08, "t": 725.9603, "r": 337.3128000000004, "b": 712.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "(c) Severe distortion of current waveforms.", "text": "(c) Severe distortion of current waveforms.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5143", "parent": { "$ref": "#/groups/522" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 220, "bbox": { "l": 85.08, "t": 705.9203, "r": 264.25919999999996, "b": 692.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "(d) Electromagnetic emission.", "text": "(d) Electromagnetic emission.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5144", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 220, "bbox": { "l": 85.08, "t": 685.9403, "r": 262.8419999999999, "b": 672.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "4.1.5 Air extraction systems", "text": "4.1.5 Air extraction systems", "level": 1 }, { "self_ref": "#/texts/5145", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 220, "bbox": { "l": 85.07999999999998, "t": 665.9603, "r": 513.6648000000004, "b": 596.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 311 ] } ], "orig": "Air extraction systems may adversely affect the safe operation of combustion appliances, including those in other rooms, potentially resulting in carbon monoxide poisoning. Advise the customer to have their flued combustion appliances tested by a competent person to ensure correct operation.", "text": "Air extraction systems may adversely affect the safe operation of combustion appliances, including those in other rooms, potentially resulting in carbon monoxide poisoning. Advise the customer to have their flued combustion appliances tested by a competent person to ensure correct operation." }, { "self_ref": "#/texts/5146", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 220, "bbox": { "l": 85.07999999999998, "t": 581.9603, "r": 383.22960000000023, "b": 568.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "4.2 PROTECTION AGAINST THERMAL EFFECTS", "text": "4.2 PROTECTION AGAINST THERMAL EFFECTS", "level": 1 }, { "self_ref": "#/texts/5147", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 220, "bbox": { "l": 85.07999999999998, "t": 561.9203, "r": 174.24600000000004, "b": 548.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "4.2.1 General", "text": "4.2.1 General", "level": 1 }, { "self_ref": "#/texts/5148", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 220, "bbox": { "l": 85.07999999999993, "t": 541.9403, "r": 513.7164, "b": 472.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 329 ] } ], "orig": "The selection and installation of electrical equipment shall be such that the temperature characteristics of the electrical equipment, when properly installed and operated, do not adversely affect the electrical equipment, the electrical installation itself, or any other installation, whether electrical or not.", "text": "The selection and installation of electrical equipment shall be such that the temperature characteristics of the electrical equipment, when properly installed and operated, do not adversely affect the electrical equipment, the electrical installation itself, or any other installation, whether electrical or not." }, { "self_ref": "#/texts/5149", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 220, "bbox": { "l": 85.07999999999993, "t": 465.9202999999999, "r": 513.6407999999996, "b": 424.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 224 ] } ], "orig": "Adequate ventilation shall be provided, where necessary, in order to maintain operating temperatures within the rated or specified limits of the affected equipment if heat is generated in normal operation.", "text": "Adequate ventilation shall be provided, where necessary, in order to maintain operating temperatures within the rated or specified limits of the affected equipment if heat is generated in normal operation." }, { "self_ref": "#/texts/5150", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 220, "bbox": { "l": 96.42, "t": 420.8372, "r": 513.3360900000007, "b": 395.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "NOTE: Account should be taken of the influence that temperature might have on the operational or characteristic values of the electrical equipment.", "text": "NOTE: Account should be taken of the influence that temperature might have on the operational or characteristic values of the electrical equipment." }, { "self_ref": "#/texts/5151", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 220, "bbox": { "l": 85.08, "t": 388.94030000000004, "r": 275.7935999999998, "b": 375.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "4.2.2 Prevention of fire hazard", "text": "4.2.2 Prevention of fire hazard", "level": 1 }, { "self_ref": "#/texts/5152", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 220, "bbox": { "l": 85.08, "t": 368.9603, "r": 329.7528000000003, "b": 355.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "4.2.2.1 Installation of electrical equipment", "text": "4.2.2.1 Installation of electrical equipment", "level": 1 }, { "self_ref": "#/texts/5153", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 220, "bbox": { "l": 85.08000000000001, "t": 348.9203, "r": 513.6935999999997, "b": 321.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "Electrical equipment shall not be installed in a position where it might cause a fire hazard.", "text": "Electrical equipment shall not be installed in a position where it might cause a fire hazard." }, { "self_ref": "#/texts/5154", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 220, "bbox": { "l": 85.08000000000004, "t": 314.96029999999996, "r": 313.30799999999994, "b": 301.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "4.2.2.2 Storage of flammable materials", "text": "4.2.2.2 Storage of flammable materials", "level": 1 }, { "self_ref": "#/texts/5155", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 220, "bbox": { "l": 85.08000000000004, "t": 294.9203, "r": 513.6180000000007, "b": 253.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 197 ] } ], "orig": "Where there is a likelihood that an area will be used to store flammable materials, measures shall be taken to prevent ignition of such materials by sparks or high temperature sources.", "text": "Where there is a likelihood that an area will be used to store flammable materials, measures shall be taken to prevent ignition of such materials by sparks or high temperature sources." }, { "self_ref": "#/texts/5156", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 220, "bbox": { "l": 96.42, "t": 249.83719999999994, "r": 415.8402780000004, "b": 237.58352000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "NOTE: See Clause 7.7 for requirements for hazardous areas.", "text": "NOTE: See Clause 7.7 for requirements for hazardous areas." }, { "self_ref": "#/texts/5157", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 220, "bbox": { "l": 85.08, "t": 230.96029999999996, "r": 329.5248000000001, "b": 217.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "4.2.2.3 Protection from high temperatures", "text": "4.2.2.3 Protection from high temperatures", "level": 1 }, { "self_ref": "#/texts/5158", "parent": { "$ref": "#/groups/523" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 220, "bbox": { "l": 85.08000000000001, "t": 210.9203, "r": 513.5484000000001, "b": 169.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 190 ] } ], "orig": "(a) High surface temperature Where fixed electrical equipment could attain surface temperatures that would cause a fire hazard to adjacent materials, the electrical equipment shall be-", "text": "(a) High surface temperature Where fixed electrical equipment could attain surface temperatures that would cause a fire hazard to adjacent materials, the electrical equipment shall be-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5159", "parent": { "$ref": "#/groups/523" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 220, "bbox": { "l": 113.39999999999998, "t": 162.9203, "r": 513.5940000000006, "b": 135.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "(i) mounted on or within materials that will withstand such temperatures and are of low thermal conductance;", "text": "(i) mounted on or within materials that will withstand such temperatures and are of low thermal conductance;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5160", "parent": { "$ref": "#/groups/523" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 220, "bbox": { "l": 113.39999999999995, "t": 128.96030000000007, "r": 513.6132000000007, "b": 87.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 145 ] } ], "orig": "(ii) screened from combustible building elements by materials that will withstand such temperatures and are of low thermal conductance; or", "text": "(ii) screened from combustible building elements by materials that will withstand such temperatures and are of low thermal conductance; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5161", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 220, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5162", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 221, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5163", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 221, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "217", "text": "217" }, { "self_ref": "#/texts/5164", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 221, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5165", "parent": { "$ref": "#/groups/524" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 221, "bbox": { "l": 113.4, "t": 751.9403, "r": 513.616800000001, "b": 696.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 218 ] } ], "orig": "(iii) mounted at a sufficient distance from any material on which such temperatures could have deleterious thermal effects, any means of support being of low thermal conductance so as to allow safe dissipation of heat.", "text": "(iii) mounted at a sufficient distance from any material on which such temperatures could have deleterious thermal effects, any means of support being of low thermal conductance so as to allow safe dissipation of heat.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5166", "parent": { "$ref": "#/groups/524" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 221, "bbox": { "l": 85.08000000000001, "t": 689.9603, "r": 513.669600000001, "b": 620.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 302 ] } ], "orig": "(b) High radiant temperature Fixed electrical equipment causing a focusing or concentration of heat shall be placed at a sufficient distance from any fixed object or building element so that the object or element, in normal conditions, cannot be subjected to a dangerous temperature.", "text": "(b) High radiant temperature Fixed electrical equipment causing a focusing or concentration of heat shall be placed at a sufficient distance from any fixed object or building element so that the object or element, in normal conditions, cannot be subjected to a dangerous temperature.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5167", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 221, "bbox": { "l": 96.42, "t": 616.8572, "r": 145.63345799999996, "b": 604.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/5168", "parent": { "$ref": "#/groups/525" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 221, "bbox": { "l": 96.42, "t": 600.83738, "r": 513.3415800000008, "b": 549.583838, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 278 ] } ], "orig": "1 Some building materials can be affected by pyrolysis-the decomposition of organic material as a result of long-term exposure to elevated temperatures. Where exposed to high temperatures for a significant period of time such materials can degenerate and self-ignite.", "text": "1 Some building materials can be affected by pyrolysis-the decomposition of organic material as a result of long-term exposure to elevated temperatures. Where exposed to high temperatures for a significant period of time such materials can degenerate and self-ignite.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5169", "parent": { "$ref": "#/groups/525" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 221, "bbox": { "l": 96.42, "t": 545.8769900000001, "r": 513.3327960000006, "b": 520.6032260000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 155 ] } ], "orig": "2 Tungsten filament lamps, ELV halogen lamps, radiant heaters, infra-red lamps, ballasts and transformers are examples of high temperature sources.", "text": "2 Tungsten filament lamps, ELV halogen lamps, radiant heaters, infra-red lamps, ballasts and transformers are examples of high temperature sources.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5170", "parent": { "$ref": "#/groups/525" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 221, "bbox": { "l": 96.42, "t": 516.8370860000001, "r": 513.3349919999994, "b": 491.62371200000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "3 Restriction of heat dissipation from electrical equipment, e.g. by thermal insulation, can result in high temperatures in the electrical equipment itself.", "text": "3 Restriction of heat dissipation from electrical equipment, e.g. by thermal insulation, can result in high temperatures in the electrical equipment itself.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5171", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 221, "bbox": { "l": 85.08, "t": 484.94030000000004, "r": 286.7892, "b": 471.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "4.2.2.4 Emission of arcs or sparks", "text": "4.2.2.4 Emission of arcs or sparks", "level": 1 }, { "self_ref": "#/texts/5172", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 221, "bbox": { "l": 85.07999999999998, "t": 464.9603, "r": 513.5904000000012, "b": 437.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "Where arcs or sparks might be emitted by permanently connected electrical equipment in normal service, the electrical equipment shall be-", "text": "Where arcs or sparks might be emitted by permanently connected electrical equipment in normal service, the electrical equipment shall be-" }, { "self_ref": "#/texts/5173", "parent": { "$ref": "#/groups/526" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 221, "bbox": { "l": 85.07999999999998, "t": 430.9403, "r": 343.69440000000026, "b": 417.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "(a) totally enclosed in arc-resistant material;", "text": "(a) totally enclosed in arc-resistant material;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5174", "parent": { "$ref": "#/groups/526" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 221, "bbox": { "l": 85.07999999999998, "t": 410.96029999999996, "r": 513.6252, "b": 383.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "(b) screened by arc-resistant material from building elements on which the arcs could have deleterious thermal effects; or", "text": "(b) screened by arc-resistant material from building elements on which the arcs could have deleterious thermal effects; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5175", "parent": { "$ref": "#/groups/526" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 221, "bbox": { "l": 85.08000000000004, "t": 376.9402999999999, "r": 513.6084000000008, "b": 335.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 192 ] } ], "orig": "(c) mounted at sufficient distance from building elements on which the arcs or sparks could have deleterious thermal effects, to allow safe extinction of the arcs or sparks.", "text": "(c) mounted at sufficient distance from building elements on which the arcs or sparks could have deleterious thermal effects, to allow safe extinction of the arcs or sparks.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5176", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 221, "bbox": { "l": 85.08000000000004, "t": 328.94029999999987, "r": 317.0028, "b": 315.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "4.2.2.5 Electrical equipment enclosures", "text": "4.2.2.5 Electrical equipment enclosures", "level": 1 }, { "self_ref": "#/texts/5177", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 221, "bbox": { "l": 85.08000000000001, "t": 308.96029999999985, "r": 513.6360000000003, "b": 281.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 151 ] } ], "orig": "The materials of enclosures of electrical equipment shall withstand the highest temperature likely to be produced by the electrical equipment.", "text": "The materials of enclosures of electrical equipment shall withstand the highest temperature likely to be produced by the electrical equipment." }, { "self_ref": "#/texts/5178", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 221, "bbox": { "l": 85.08000000000001, "t": 274.94029999999975, "r": 513.589200000001, "b": 247.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "Flammable or readily combustible materials shall not be used for the construction of enclosures.", "text": "Flammable or readily combustible materials shall not be used for the construction of enclosures." }, { "self_ref": "#/texts/5179", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 221, "bbox": { "l": 85.08000000000004, "t": 240.92029999999977, "r": 290.6591999999999, "b": 227.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "4.2.2.6 Prevention of spread of fire", "text": "4.2.2.6 Prevention of spread of fire", "level": 1 }, { "self_ref": "#/texts/5180", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 221, "bbox": { "l": 85.07999999999998, "t": 220.94029999999975, "r": 513.6587999999998, "b": 151.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 332 ] } ], "orig": "Electrical equipment, including switches, socket-outlets and other accessories, shall be arranged to provide a separation of not less than 300 mm horizontally and 600 mm vertically from any opening or recess in the opposite side of a wall, ceiling or floor that is required to be fire-rated (e.g. a 'fire-rated barrier').", "text": "Electrical equipment, including switches, socket-outlets and other accessories, shall be arranged to provide a separation of not less than 300 mm horizontally and 600 mm vertically from any opening or recess in the opposite side of a wall, ceiling or floor that is required to be fire-rated (e.g. a 'fire-rated barrier')." }, { "self_ref": "#/texts/5181", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 221, "bbox": { "l": 85.07999999999998, "t": 144.92029999999988, "r": 513.5520000000005, "b": 117.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "The openings made for electrical equipment installed in fire-rated barriers shall not penetrate beyond 50% of the thickness of the barrier.", "text": "The openings made for electrical equipment installed in fire-rated barriers shall not penetrate beyond 50% of the thickness of the barrier." }, { "self_ref": "#/texts/5182", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 221, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5183", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 222, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/5184", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 222, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5185", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 222, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "218", "text": "218" }, { "self_ref": "#/texts/5186", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 222, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/5187", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 222, "bbox": { "l": 85.07999999999996, "t": 745.9403, "r": 513.6684000000002, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 227 ] } ], "orig": "Any gap between electrical equipment and a fire-rated barrier shall be sealed to the degree of fire-resistance prescribed for the barrier, in accordance with the relevant provisions of the national building codes.", "text": "Any gap between electrical equipment and a fire-rated barrier shall be sealed to the degree of fire-resistance prescribed for the barrier, in accordance with the relevant provisions of the national building codes." }, { "self_ref": "#/texts/5188", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 222, "bbox": { "l": 96.42, "t": 700.8572, "r": 145.63345799999996, "b": 688.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/5189", "parent": { "$ref": "#/groups/528" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 222, "bbox": { "l": 96.42, "t": 684.83738, "r": 513.3624420000004, "b": 659.624006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "1 Guidance on materials suitable for restoring fire-rated constructions is given in national building codes.", "text": "1 Guidance on materials suitable for restoring fire-rated constructions is given in national building codes.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5190", "parent": { "$ref": "#/groups/528" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 222, "bbox": { "l": 96.42, "t": 655.8578660000001, "r": 513.3053459999993, "b": 630.584102, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "2 National building codes may have requirements for restoring acoustic insulation that has been penetrated by electrical equipment.", "text": "2 National building codes may have requirements for restoring acoustic insulation that has been penetrated by electrical equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5191", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 222, "bbox": { "l": 85.08, "t": 623.9603, "r": 354.76920000000047, "b": 610.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "4.2.2.7 Thermal insulation-New Zealand only", "text": "4.2.2.7 Thermal insulation-New Zealand only", "level": 1 }, { "self_ref": "#/texts/5192", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 222, "bbox": { "l": 85.08000000000001, "t": 603.9203, "r": 513.5939999999996, "b": 562.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 232 ] } ], "orig": "In New Zealand only, appliances and accessories in domestic installations shall be installed on the assumption that thermal insulation in ceilings, walls and under floors, if not currently installed, will be installed in the future.", "text": "In New Zealand only, appliances and accessories in domestic installations shall be installed on the assumption that thermal insulation in ceilings, walls and under floors, if not currently installed, will be installed in the future." }, { "self_ref": "#/texts/5193", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 222, "bbox": { "l": 85.08000000000001, "t": 555.9203, "r": 276.10680000000025, "b": 542.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "4.2.3 Protection against burns", "text": "4.2.3 Protection against burns", "level": 1 }, { "self_ref": "#/texts/5194", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 222, "bbox": { "l": 85.08000000000001, "t": 535.9403, "r": 513.6000000000007, "b": 508.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 158 ] } ], "orig": "An accessible part of electrical equipment within arm's reach shall not attain a temperature in excess of the appropriate limit stated in Table 4.1.", "text": "An accessible part of electrical equipment within arm's reach shall not attain a temperature in excess of the appropriate limit stated in Table 4.1." }, { "self_ref": "#/texts/5195", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 222, "bbox": { "l": 85.08000000000004, "t": 501.92029999999994, "r": 513.6312000000003, "b": 446.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 244 ] } ], "orig": "Each accessible part of the electrical installation that may, even for a short period, attain a temperature exceeding the appropriate limit in Table 4.1 under normal load conditions shall be guarded so as to prevent accidental contact.", "text": "Each accessible part of the electrical installation that may, even for a short period, attain a temperature exceeding the appropriate limit in Table 4.1 under normal load conditions shall be guarded so as to prevent accidental contact." }, { "self_ref": "#/texts/5196", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 222, "bbox": { "l": 85.08000000000004, "t": 439.94029999999987, "r": 153.77040000000014, "b": 426.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:", "level": 1 }, { "self_ref": "#/texts/5197", "parent": { "$ref": "#/groups/529" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 222, "bbox": { "l": 85.08000000000004, "t": 419.96029999999985, "r": 513.5808000000006, "b": 392.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "1 This requirement need not apply to electrical equipment that complies with a limiting temperature specified in an appropriate Standard.", "text": "1 This requirement need not apply to electrical equipment that complies with a limiting temperature specified in an appropriate Standard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5198", "parent": { "$ref": "#/groups/529" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 222, "bbox": { "l": 85.08000000000001, "t": 385.9402999999998, "r": 433.5515999999997, "b": 372.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "2 This requirement does not apply to items such as lamps.", "text": "2 This requirement does not apply to items such as lamps.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5199", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 222, "bbox": { "l": 262.68000000000006, "t": 358.9402999999998, "r": 336.0372000000003, "b": 345.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "TABLE 4.1", "text": "TABLE 4.1" }, { "self_ref": "#/texts/5200", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 222, "bbox": { "l": 101.22000000000007, "t": 338.9602999999998, "r": 497.5872000000002, "b": 311.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "TEMPERATURE LIMITS IN NORMAL SERVICE FOR PARTS OF ELECTRICAL EQUIPMENT WITHIN ARM'S REACH", "text": "TEMPERATURE LIMITS IN NORMAL SERVICE FOR PARTS OF ELECTRICAL EQUIPMENT WITHIN ARM'S REACH", "level": 1 }, { "self_ref": "#/texts/5201", "parent": { "$ref": "#/pictures/91" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 222, "bbox": { "l": 518.46, "t": 623.7803, "r": 538.416, "b": 610.3883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/5202", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 222, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5203", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 223, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/5204", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 223, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5205", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 223, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "219", "text": "219" }, { "self_ref": "#/texts/5206", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 223, "bbox": { "l": 85.08, "t": 751.9403, "r": 381.9191999999999, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "4.3 CONNECTION OF ELECTRICAL EQUIPMENT", "text": "4.3 CONNECTION OF ELECTRICAL EQUIPMENT", "level": 1 }, { "self_ref": "#/texts/5207", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 223, "bbox": { "l": 85.08, "t": 731.9603, "r": 174.24600000000007, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "4.3.1 General", "text": "4.3.1 General", "level": 1 }, { "self_ref": "#/texts/5208", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 223, "bbox": { "l": 85.08, "t": 711.9203, "r": 513.5856000000001, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "Electrical equipment may be connected to the installation wiring by one of the methods detailed in Clauses 4.3.2 to 4.3.5.", "text": "Electrical equipment may be connected to the installation wiring by one of the methods detailed in Clauses 4.3.2 to 4.3.5." }, { "self_ref": "#/texts/5209", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 223, "bbox": { "l": 85.08000000000001, "t": 677.9603, "r": 513.6240000000006, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 231 ] } ], "orig": "In all cases, the point of connection to the installation wiring shall be as close as practicable to the electrical equipment and the connection shall be effectively protected against mechanical damage or interference.", "text": "In all cases, the point of connection to the installation wiring shall be as close as practicable to the electrical equipment and the connection shall be effectively protected against mechanical damage or interference." }, { "self_ref": "#/texts/5210", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 223, "bbox": { "l": 85.08000000000004, "t": 629.9603, "r": 513.6575999999999, "b": 574.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 255 ] } ], "orig": "Wiring within, and forming part of, an item of electrical equipment is considered to be equipment wiring. Such wiring shall be in accordance with the relevant product Standard or, where no relevant product Standard exists, AS/NZS 3100.", "text": "Wiring within, and forming part of, an item of electrical equipment is considered to be equipment wiring. Such wiring shall be in accordance with the relevant product Standard or, where no relevant product Standard exists, AS/NZS 3100." }, { "self_ref": "#/texts/5211", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 223, "bbox": { "l": 85.0800000000001, "t": 567.9203, "r": 233.99400000000026, "b": 554.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "4.3.2 Direct connection", "text": "4.3.2 Direct connection", "level": 1 }, { "self_ref": "#/texts/5212", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 223, "bbox": { "l": 85.0800000000001, "t": 547.9403, "r": 182.93760000000015, "b": 534.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "4.3.2.1 General", "text": "4.3.2.1 General", "level": 1 }, { "self_ref": "#/texts/5213", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 223, "bbox": { "l": 85.0800000000001, "t": 527.9603, "r": 513.6384000000006, "b": 486.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 166 ] } ], "orig": "The installation wiring of the electrical installation shall be directly connected to terminals provided on the electrical equipment for the purpose (see Figure 4.3).", "text": "The installation wiring of the electrical installation shall be directly connected to terminals provided on the electrical equipment for the purpose (see Figure 4.3)." }, { "self_ref": "#/texts/5214", "parent": { "$ref": "#/pictures/92" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 223, "bbox": { "l": 198.0, "t": 362.87719999999996, "r": 400.4163, "b": 350.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "FIGURE 4.3 DIRECT CONNECTION", "text": "FIGURE 4.3 DIRECT CONNECTION" }, { "self_ref": "#/texts/5215", "parent": { "$ref": "#/pictures/92" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 223, "bbox": { "l": 105.6605, "t": 451.1576312, "r": 160.99298608999996, "b": 443.6496424, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Switchboard", "text": "Switchboard" }, { "self_ref": "#/texts/5216", "parent": { "$ref": "#/pictures/92" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 223, "bbox": { "l": 428.3396, "t": 454.5318312, "r": 475.5957714800001, "b": 447.0238424, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Equipment", "text": "Equipment" }, { "self_ref": "#/texts/5217", "parent": { "$ref": "#/pictures/92" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 223, "bbox": { "l": 232.7491, "t": 394.9550312, "r": 316.0992503800003, "b": 387.4470424, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "I nstallation wiring", "text": "I nstallation wiring" }, { "self_ref": "#/texts/5218", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 223, "bbox": { "l": 85.08, "t": 337.9404, "r": 244.1856, "b": 324.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "4.3.2.2 Installation coupler", "text": "4.3.2.2 Installation coupler", "level": 1 }, { "self_ref": "#/texts/5219", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 223, "bbox": { "l": 85.07999999999998, "t": 317.96039999999994, "r": 513.6095999999999, "b": 262.5683999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 243 ] } ], "orig": "An installation coupler, enclosed or unenclosed, that meets the requirements of AS/NZS 61535 is a suitable method for the electrical connection of cables, including flexible cords, flexible cables and rigid (solid or stranded) cables.", "text": "An installation coupler, enclosed or unenclosed, that meets the requirements of AS/NZS 61535 is a suitable method for the electrical connection of cables, including flexible cords, flexible cables and rigid (solid or stranded) cables." }, { "self_ref": "#/texts/5220", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 223, "bbox": { "l": 96.42, "t": 258.83719999999994, "r": 145.63345799999996, "b": 246.58352000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/5221", "parent": { "$ref": "#/groups/530" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 223, "bbox": { "l": 96.42, "t": 242.87667199999999, "r": 513.2866800000004, "b": 204.58282399999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 197 ] } ], "orig": "1 Installation couplers are intended for permanent connection between sections of wiring, particularly in 'soft' wiring systems, in which case they are treated in the same manner as a junction box.", "text": "1 Installation couplers are intended for permanent connection between sections of wiring, particularly in 'soft' wiring systems, in which case they are treated in the same manner as a junction box.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5222", "parent": { "$ref": "#/groups/530" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 223, "bbox": { "l": 96.42, "t": 200.87597600000004, "r": 513.2921700000004, "b": 162.582128, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 188 ] } ], "orig": "2 Installation couplers require a deliberate act to disengage the latching mechanism and are not intended to be engaged or disconnected under load or to be used as socket-outlets.", "text": "2 Installation couplers require a deliberate act to disengage the latching mechanism and are not intended to be engaged or disconnected under load or to be used as socket-outlets.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5223", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 223, "bbox": { "l": 85.08, "t": 155.96029999999996, "r": 513.6035999999998, "b": 128.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "Wiring from an installation coupler to electrical equipment is regarded as installation wiring (see Figure 4.4).", "text": "Wiring from an installation coupler to electrical equipment is regarded as installation wiring (see Figure 4.4)." }, { "self_ref": "#/texts/5224", "parent": { "$ref": "#/groups/531" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 223, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5225", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 223, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5226", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 224, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/5227", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 224, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5228", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 224, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/5229", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 224, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "220", "text": "220" }, { "self_ref": "#/texts/5230", "parent": { "$ref": "#/pictures/93" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 224, "bbox": { "l": 116.76, "t": 652.8572, "r": 481.72971000000035, "b": 640.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "FIGURE 4.4 DIRECT CONNECTION BY INSTALLATION COUPLER", "text": "FIGURE 4.4 DIRECT CONNECTION BY INSTALLATION COUPLER" }, { "self_ref": "#/texts/5231", "parent": { "$ref": "#/pictures/93" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 224, "bbox": { "l": 428.7638, "t": 744.6147311999999, "r": 476.0294241599997, "b": 737.1067424, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Equipment", "text": "Equipment" }, { "self_ref": "#/texts/5232", "parent": { "$ref": "#/pictures/93" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 224, "bbox": { "l": 271.10518112, "t": 744.6147311999999, "r": 324.1680780800002, "b": 737.1067424, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "I nstallation", "text": "I nstallation" }, { "self_ref": "#/texts/5233", "parent": { "$ref": "#/pictures/93" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 224, "bbox": { "l": 281.1033516, "t": 734.1230812399999, "r": 314.15290680000004, "b": 726.61509244, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "coupler", "text": "coupler" }, { "self_ref": "#/texts/5234", "parent": { "$ref": "#/pictures/93" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 224, "bbox": { "l": 235.1007, "t": 684.9344312, "r": 318.48622384000026, "b": 677.4264424, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "I nstallation wiring", "text": "I nstallation wiring" }, { "self_ref": "#/texts/5235", "parent": { "$ref": "#/pictures/93" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 224, "bbox": { "l": 105.06, "t": 744.6147311999999, "r": 160.40355428000015, "b": 737.1067424, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Switchboard", "text": "Switchboard" }, { "self_ref": "#/texts/5236", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 224, "bbox": { "l": 85.0799999999999, "t": 627.9203, "r": 513.6323999999995, "b": 572.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 282 ] } ], "orig": "Exception: Where the manufacturer of an item of electrical equipment provides supply terminals for the equipment at a plug designed for connection to an installation coupler, the wiring between the plug and the equipment is regarded as equipment wiring (see Figure 4.5).", "text": "Exception: Where the manufacturer of an item of electrical equipment provides supply terminals for the equipment at a plug designed for connection to an installation coupler, the wiring between the plug and the equipment is regarded as equipment wiring (see Figure 4.5)." }, { "self_ref": "#/texts/5237", "parent": { "$ref": "#/pictures/94" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 224, "bbox": { "l": 146.1, "t": 414.8372, "r": 452.39808000000005, "b": 389.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "FIGURE 4.5 DIRECT CONNECTION BY INSTALLATION COUPLER-EXCEPTION", "text": "FIGURE 4.5 DIRECT CONNECTION BY INSTALLATION COUPLER-EXCEPTION" }, { "self_ref": "#/texts/5238", "parent": { "$ref": "#/pictures/94" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 224, "bbox": { "l": 428.7648, "t": 517.5327804, "r": 476.03042415999965, "b": 510.0215208, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Equipment", "text": "Equipment" }, { "self_ref": "#/texts/5239", "parent": { "$ref": "#/pictures/94" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 224, "bbox": { "l": 240.272, "t": 457.87648040000005, "r": 323.63882295999963, "b": 450.36522080000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "I nstallation wiring", "text": "I nstallation wiring" }, { "self_ref": "#/texts/5240", "parent": { "$ref": "#/pictures/94" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 224, "bbox": { "l": 414.618, "t": 540.4213804, "r": 467.6655962399998, "b": 532.9101208, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "I nstallation", "text": "I nstallation" }, { "self_ref": "#/texts/5241", "parent": { "$ref": "#/pictures/94" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 224, "bbox": { "l": 414.618, "t": 529.92515983, "r": 447.69050628000014, "b": 522.41390023, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "coupler", "text": "coupler" }, { "self_ref": "#/texts/5242", "parent": { "$ref": "#/pictures/94" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 224, "bbox": { "l": 425.3106, "t": 451.8913804, "r": 475.70607144000013, "b": 444.3801208, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Equipment", "text": "Equipment" }, { "self_ref": "#/texts/5243", "parent": { "$ref": "#/pictures/94" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 224, "bbox": { "l": 425.3106, "t": 441.39515983, "r": 454.86054052, "b": 433.88390023, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "wiring", "text": "wiring" }, { "self_ref": "#/texts/5244", "parent": { "$ref": "#/pictures/94" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 224, "bbox": { "l": 105.06, "t": 514.1033804, "r": 160.40355428000015, "b": 506.59212080000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Switchboard", "text": "Switchboard" }, { "self_ref": "#/texts/5245", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 224, "bbox": { "l": 66.6, "t": 379.8722, "r": 473.2068, "b": 363.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "4.3.3 Installation wiring connected by an installation coupler(s) *", "text": "4.3.3 Installation wiring connected by an installation coupler(s) *", "level": 1 }, { "self_ref": "#/texts/5246", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 224, "bbox": { "l": 66.6, "t": 357.85220000000004, "r": 182.9376000000001, "b": 342.25052000000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "4.3.3.1 General *", "text": "4.3.3.1 General *", "level": 1 }, { "self_ref": "#/texts/5247", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 224, "bbox": { "l": 85.08000000000004, "t": 336.9203, "r": 441.8424000000004, "b": 323.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "Cords or cables connected by an installation coupler shall be-", "text": "Cords or cables connected by an installation coupler shall be-" }, { "self_ref": "#/texts/5248", "parent": { "$ref": "#/groups/532" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 224, "bbox": { "l": 85.08000000000004, "t": 316.9403, "r": 513.5388000000007, "b": 289.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "(a) of heavy-duty sheathed type complying with AS/NZS 3191 and the requirements of Clause 3.9.7.4 or AS/NZS 5000;", "text": "(a) of heavy-duty sheathed type complying with AS/NZS 3191 and the requirements of Clause 3.9.7.4 or AS/NZS 5000;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5249", "parent": { "$ref": "#/groups/532" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 224, "bbox": { "l": 85.0800000000001, "t": 282.9203, "r": 325.86840000000035, "b": 269.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "(b) selected to suit the protection device;", "text": "(b) selected to suit the protection device;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5250", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 224, "bbox": { "l": 113.46000000000006, "t": 262.9403, "r": 513.6480000000006, "b": 207.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 280 ] } ], "orig": "Exception: For sections of installation wiring that terminate within a single piece of electrical equipment, such as a luminaire, single socket-outlet or SELV socket-outlet, the cable may be reduced to suit the rating of that single piece of electrical equipment.", "text": "Exception: For sections of installation wiring that terminate within a single piece of electrical equipment, such as a luminaire, single socket-outlet or SELV socket-outlet, the cable may be reduced to suit the rating of that single piece of electrical equipment." }, { "self_ref": "#/texts/5251", "parent": { "$ref": "#/groups/533" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 224, "bbox": { "l": 85.0800000000001, "t": 200.96029999999996, "r": 513.6612000000008, "b": 173.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "(c) adequately protected and installed to minimize the risk of mechanical damage in accordance with Clause 3.3.2.6;", "text": "(c) adequately protected and installed to minimize the risk of mechanical damage in accordance with Clause 3.3.2.6;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5252", "parent": { "$ref": "#/groups/533" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 224, "bbox": { "l": 85.08000000000007, "t": 166.94029999999998, "r": 513.5532000000012, "b": 139.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "(d) supported and fixed in position in accordance with Clause 3.3.2.8 and Clause 3.9.3.1; and", "text": "(d) supported and fixed in position in accordance with Clause 3.3.2.8 and Clause 3.9.3.1; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5253", "parent": { "$ref": "#/groups/533" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 224, "bbox": { "l": 85.08000000000004, "t": 132.9203, "r": 247.39920000000023, "b": 119.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "(e) as short as practicable.", "text": "(e) as short as practicable.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5254", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 224, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5255", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 225, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/5256", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 225, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5257", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 225, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "221", "text": "221" }, { "self_ref": "#/texts/5258", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 225, "bbox": { "l": 66.6, "t": 751.9403, "r": 218.43840000000023, "b": 735.97052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "4.3.3.2 Socket-outlets *", "text": "4.3.3.2 Socket-outlets *", "level": 1 }, { "self_ref": "#/texts/5259", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 225, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 513.550800000001, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "Socket-outlets supplied by installation couplers shall meet the following requirements:", "text": "Socket-outlets supplied by installation couplers shall meet the following requirements:" }, { "self_ref": "#/texts/5260", "parent": { "$ref": "#/groups/534" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 225, "bbox": { "l": 85.07999999999998, "t": 697.9403, "r": 513.5712000000004, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "(a) The socket-outlet shall be suitable for the intended application and comply with Clause 4.4.", "text": "(a) The socket-outlet shall be suitable for the intended application and comply with Clause 4.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5261", "parent": { "$ref": "#/groups/534" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 225, "bbox": { "l": 85.08000000000001, "t": 663.9203, "r": 513.5976000000004, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "(b) The socket-outlet shall be secured in position and installed in accordance with Clauses 4.4.2.1 and 4.4.2.2.", "text": "(b) The socket-outlet shall be secured in position and installed in accordance with Clauses 4.4.2.1 and 4.4.2.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5262", "parent": { "$ref": "#/groups/534" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 225, "bbox": { "l": 85.07999999999998, "t": 629.9603, "r": 513.6504000000001, "b": 588.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "(c) When installed on a horizontal surface, socket-outlets shall be designed or arranged to prevent the accumulation of dust or water in accordance with Clause 1.5.4.", "text": "(c) When installed on a horizontal surface, socket-outlets shall be designed or arranged to prevent the accumulation of dust or water in accordance with Clause 1.5.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5263", "parent": { "$ref": "#/groups/534" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 225, "bbox": { "l": 85.07999999999996, "t": 581.9603, "r": 513.6600000000004, "b": 526.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 296 ] } ], "orig": "(d) Where installed in a location that is not readily accessible, the socketoutlet shall be securely fixed to a structure or support to ensure that no mechanical strain is placed on the installation wiring connections when inserting or removing a plug from the socket-outlet.", "text": "(d) Where installed in a location that is not readily accessible, the socketoutlet shall be securely fixed to a structure or support to ensure that no mechanical strain is placed on the installation wiring connections when inserting or removing a plug from the socket-outlet.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5264", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 225, "bbox": { "l": 85.07999999999998, "t": 519.9202999999999, "r": 340.5767999999998, "b": 506.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "4.3.4 Socket-outlets in installation wiring", "text": "4.3.4 Socket-outlets in installation wiring", "level": 1 }, { "self_ref": "#/texts/5265", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 225, "bbox": { "l": 85.07999999999998, "t": 499.9402999999999, "r": 513.6156000000002, "b": 458.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 228 ] } ], "orig": "The installation wiring of the electrical installation shall terminate at a suitable socket-outlet, the wiring to the electrical equipment being continued by means of a plug and flexible cord or cable (see Figure 4.6).", "text": "The installation wiring of the electrical installation shall terminate at a suitable socket-outlet, the wiring to the electrical equipment being continued by means of a plug and flexible cord or cable (see Figure 4.6)." }, { "self_ref": "#/texts/5266", "parent": { "$ref": "#/pictures/95" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 225, "bbox": { "l": 161.94, "t": 329.8771999999999, "r": 436.44988199999943, "b": 317.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "FIGURE 4.6 CONNECTION BY SOCKET-OUTLET", "text": "FIGURE 4.6 CONNECTION BY SOCKET-OUTLET" }, { "self_ref": "#/texts/5267", "parent": { "$ref": "#/pictures/95" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 225, "bbox": { "l": 448.4922, "t": 420.66082079999995, "r": 495.7400308800001, "b": 413.1655616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Equipment", "text": "Equipment" }, { "self_ref": "#/texts/5268", "parent": { "$ref": "#/pictures/95" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 225, "bbox": { "l": 246.0819, "t": 426.72622079999996, "r": 351.2670393600003, "b": 419.2309616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "Socket-outlet and plug", "text": "Socket-outlet and plug" }, { "self_ref": "#/texts/5269", "parent": { "$ref": "#/pictures/95" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 225, "bbox": { "l": 266.46328392, "t": 416.25235915999997, "r": 330.87205992000014, "b": 408.75709996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "for connection", "text": "for connection" }, { "self_ref": "#/texts/5270", "parent": { "$ref": "#/pictures/95" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 225, "bbox": { "l": 177.4372, "t": 362.0524208, "r": 260.77688788000006, "b": 354.55716160000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "I nstallation wiring", "text": "I nstallation wiring" }, { "self_ref": "#/texts/5271", "parent": { "$ref": "#/pictures/95" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 225, "bbox": { "l": 338.18128156000006, "t": 362.0524208, "r": 415.7335265199997, "b": 354.55716160000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Equipment wiring", "text": "Equipment wiring" }, { "self_ref": "#/texts/5272", "parent": { "$ref": "#/pictures/95" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 225, "bbox": { "l": 85.14, "t": 418.1754208, "r": 140.46272003999994, "b": 410.6801616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Switchboard", "text": "Switchboard" }, { "self_ref": "#/texts/5273", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 225, "bbox": { "l": 85.08, "t": 304.94039999999995, "r": 281.36640000000006, "b": 291.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "4.3.5 Other connecting devices", "text": "4.3.5 Other connecting devices", "level": 1 }, { "self_ref": "#/texts/5274", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 225, "bbox": { "l": 85.07999999999998, "t": 284.96039999999994, "r": 513.6480000000005, "b": 229.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 276 ] } ], "orig": "Where wiring terminates at a suitable junction box, ceiling rose or terminating device for the connection of a specific item or items of equipment, the wiring from the connecting device to the electrical equipment is considered to be equipment wiring (see Figure 4.7).", "text": "Where wiring terminates at a suitable junction box, ceiling rose or terminating device for the connection of a specific item or items of equipment, the wiring from the connecting device to the electrical equipment is considered to be equipment wiring (see Figure 4.7)." }, { "self_ref": "#/texts/5275", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 225, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5276", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 225, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5277", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 226, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5278", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 226, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/5279", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 226, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5280", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 226, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "222", "text": "222" }, { "self_ref": "#/texts/5281", "parent": { "$ref": "#/pictures/96" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 226, "bbox": { "l": 123.0, "t": 577.8572, "r": 475.4503140000006, "b": 565.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "FIGURE 4.7 CONNECTION BY OTHER CONNECTING DEVICES", "text": "FIGURE 4.7 CONNECTION BY OTHER CONNECTING DEVICES" }, { "self_ref": "#/texts/5282", "parent": { "$ref": "#/pictures/96" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 226, "bbox": { "l": 412.8014, "t": 669.7716968, "r": 460.0598272799998, "b": 662.2667136, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Equipment", "text": "Equipment" }, { "self_ref": "#/texts/5283", "parent": { "$ref": "#/pictures/96" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 226, "bbox": { "l": 329.9093, "t": 686.5605968, "r": 390.1080001599999, "b": 679.0556136, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Junction box,", "text": "Junction box," }, { "self_ref": "#/texts/5284", "parent": { "$ref": "#/pictures/96" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 226, "bbox": { "l": 333.90883527999995, "t": 676.07314686, "r": 386.0863679999999, "b": 668.56816366, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "ceiling rose", "text": "ceiling rose" }, { "self_ref": "#/texts/5285", "parent": { "$ref": "#/pictures/96" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 226, "bbox": { "l": 330.15151579999997, "t": 665.5856969199999, "r": 389.84708699999976, "b": 658.08071372, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "or permanent", "text": "or permanent" }, { "self_ref": "#/texts/5286", "parent": { "$ref": "#/pictures/96" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 226, "bbox": { "l": 323.84370643999995, "t": 655.0982469799999, "r": 396.1370488799998, "b": 647.5932637799999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "connection unit", "text": "connection unit" }, { "self_ref": "#/texts/5287", "parent": { "$ref": "#/pictures/96" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 226, "bbox": { "l": 213.6131, "t": 611.1276968, "r": 296.96423111999997, "b": 603.6227136, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "I nstallation wiring", "text": "I nstallation wiring" }, { "self_ref": "#/texts/5288", "parent": { "$ref": "#/pictures/96" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 226, "bbox": { "l": 427.68767344, "t": 604.46829768, "r": 505.25452127999995, "b": 596.96331448, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Equipment wiring", "text": "Equipment wiring" }, { "self_ref": "#/texts/5289", "parent": { "$ref": "#/pictures/96" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 226, "bbox": { "l": 89.16, "t": 667.3077968, "r": 144.49313715999995, "b": 659.8028136, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Switchboard", "text": "Switchboard" }, { "self_ref": "#/texts/5290", "parent": { "$ref": "#/pictures/97" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 226, "bbox": { "l": 120.9, "t": 428.87719999999996, "r": 477.53149799999983, "b": 403.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "FIGURE 4.8 EQUIPMENT WIRING-EXCEPTION FOR PENDANT SOCKET-OUTLET", "text": "FIGURE 4.8 EQUIPMENT WIRING-EXCEPTION FOR PENDANT SOCKET-OUTLET" }, { "self_ref": "#/texts/5291", "parent": { "$ref": "#/pictures/97" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 226, "bbox": { "l": 436.071, "t": 528.1231535999999, "r": 475.77645920000026, "b": 520.6183471999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "Pendant", "text": "Pendant" }, { "self_ref": "#/texts/5292", "parent": { "$ref": "#/pictures/97" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 226, "bbox": { "l": 426.74378650000006, "t": 517.63595072, "r": 485.10792200000026, "b": 510.13114432, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "socket-outlet", "text": "socket-outlet" }, { "self_ref": "#/texts/5293", "parent": { "$ref": "#/pictures/97" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 226, "bbox": { "l": 363.39437224000005, "t": 509.76948735999997, "r": 420.3927827199999, "b": 502.26468095999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "Junction box", "text": "Junction box" }, { "self_ref": "#/texts/5294", "parent": { "$ref": "#/pictures/97" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 226, "bbox": { "l": 274.6406, "t": 461.0097536, "r": 357.9897696399996, "b": 453.5049472, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "I nstallation wiring", "text": "I nstallation wiring" }, { "self_ref": "#/texts/5295", "parent": { "$ref": "#/pictures/97" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 226, "bbox": { "l": 108.66, "t": 521.0526536, "r": 163.99183501999994, "b": 513.5478472, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Switchboard", "text": "Switchboard" }, { "self_ref": "#/texts/5296", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 226, "bbox": { "l": 85.08, "t": 390.9203, "r": 233.0615999999999, "b": 377.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "4.3.6 Equipment wiring", "text": "4.3.6 Equipment wiring", "level": 1 }, { "self_ref": "#/texts/5297", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 226, "bbox": { "l": 85.08, "t": 370.9403, "r": 362.58240000000063, "b": 357.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "Equipment wiring shall comply with the following:", "text": "Equipment wiring shall comply with the following:" }, { "self_ref": "#/texts/5298", "parent": { "$ref": "#/groups/537" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 226, "bbox": { "l": 85.08000000000001, "t": 350.96029999999996, "r": 103.9764, "b": 337.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "(a)", "text": "(a)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5299", "parent": { "$ref": "#/groups/537" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 226, "bbox": { "l": 113.46, "t": 350.96029999999996, "r": 499.2664559999991, "b": 321.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "Be as short as practicable. NOTE: A maximum flexible cord or cable length of 2.5 m is recommended.", "text": "Be as short as practicable. NOTE: A maximum flexible cord or cable length of 2.5 m is recommended.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5300", "parent": { "$ref": "#/groups/537" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 226, "bbox": { "l": 85.08, "t": 314.96029999999996, "r": 513.6900000000012, "b": 287.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "(b) Have a current-carrying capacity not less than the maximum load of the connected appliance or luminaire.", "text": "(b) Have a current-carrying capacity not less than the maximum load of the connected appliance or luminaire.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5301", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 226, "bbox": { "l": 113.46, "t": 283.8571999999999, "r": 513.3104160000003, "b": 245.623742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 174 ] } ], "orig": "NOTE: The minimum cross-sectional area of 0.75 mm 2 for flexible cords is recommended, other than those specified for portable or hand-held appliances and luminaires.", "text": "NOTE: The minimum cross-sectional area of 0.75 mm 2 for flexible cords is recommended, other than those specified for portable or hand-held appliances and luminaires." }, { "self_ref": "#/texts/5302", "parent": { "$ref": "#/groups/538" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 226, "bbox": { "l": 85.08, "t": 238.94029999999998, "r": 492.7200000000005, "b": 225.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(c) Be protected against short-circuit, in accordance with Clause 2.5.4.", "text": "(c) Be protected against short-circuit, in accordance with Clause 2.5.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5303", "parent": { "$ref": "#/groups/538" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 226, "bbox": { "l": 85.07999999999998, "t": 218.96029999999996, "r": 513.6468000000013, "b": 163.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 282 ] } ], "orig": "(d) Where earthing is required, be provided with a protective earthing conductor of suitable cross-sectional area that will ensure operation of the circuit protective device, in the event of a fault to earth, without damage to the protective earthing conductor.", "text": "(d) Where earthing is required, be provided with a protective earthing conductor of suitable cross-sectional area that will ensure operation of the circuit protective device, in the event of a fault to earth, without damage to the protective earthing conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5304", "parent": { "$ref": "#/groups/538" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 226, "bbox": { "l": 63.78, "t": 156.9203, "r": 513.6348000000002, "b": 87.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 315 ] } ], "orig": "(e) Installation wiring connected within a luminaire or passing through a luminaire shall be so selected and erected that the wiring and any associated connections within the luminaire will not suffer damage or deterioration due to heat or UV radiation generated by the luminaire or its lamps. *", "text": "(e) Installation wiring connected within a luminaire or passing through a luminaire shall be so selected and erected that the wiring and any associated connections within the luminaire will not suffer damage or deterioration due to heat or UV radiation generated by the luminaire or its lamps. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5305", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 226, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5306", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 227, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5307", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 227, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "223", "text": "223" }, { "self_ref": "#/texts/5308", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 227, "bbox": { "l": 66.6, "t": 486.85220000000004, "r": 76.24480199999999, "b": 471.25052000000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/5309", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 227, "bbox": { "l": 85.08, "t": 751.9403, "r": 153.77040000000008, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:", "level": 1 }, { "self_ref": "#/texts/5310", "parent": { "$ref": "#/groups/539" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 227, "bbox": { "l": 85.08, "t": 731.9603, "r": 513.6240000000003, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 264 ] } ], "orig": "1 Where an assessment is made of the effect of a fault in the electrical equipment and smaller conductors will meet the protection requirements, conductors with a cross-sectional area of not less than 20% of the rating of the circuit protective device may be used.", "text": "1 Where an assessment is made of the effect of a fault in the electrical equipment and smaller conductors will meet the protection requirements, conductors with a cross-sectional area of not less than 20% of the rating of the circuit protective device may be used.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5311", "parent": { "$ref": "#/groups/539" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 227, "bbox": { "l": 85.08000000000001, "t": 669.9203, "r": 513.6480000000008, "b": 628.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 151 ] } ], "orig": "2 Wiring between a terminating device and a pendant socket-outlet is considered to be installation wiring (see Clause 3.9.7.4 and Figure 4.8).", "text": "2 Wiring between a terminating device and a pendant socket-outlet is considered to be installation wiring (see Clause 3.9.7.4 and Figure 4.8).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5312", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 227, "bbox": { "l": 85.08000000000004, "t": 613.9403, "r": 231.14639999999986, "b": 600.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "4.4 SOCKET-OUTLETS", "text": "4.4 SOCKET-OUTLETS", "level": 1 }, { "self_ref": "#/texts/5313", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 227, "bbox": { "l": 85.08000000000004, "t": 593.9603, "r": 163.73400000000007, "b": 580.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "4.4.1 Types", "text": "4.4.1 Types", "level": 1 }, { "self_ref": "#/texts/5314", "parent": { "$ref": "#/groups/540" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 227, "bbox": { "l": 85.08000000000004, "t": 573.9203, "r": 182.9376000000001, "b": 560.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "4.4.1.1 General", "text": "4.4.1.1 General", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5315", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 227, "bbox": { "l": 85.08000000000004, "t": 553.9403, "r": 303.3624000000002, "b": 540.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "4.4.1.1.1 Socket-outlets-Application", "text": "4.4.1.1.1 Socket-outlets-Application", "level": 1 }, { "self_ref": "#/texts/5316", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 227, "bbox": { "l": 85.08000000000004, "t": 533.9603, "r": 513.6047999999996, "b": 492.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 189 ] } ], "orig": "Socket-outlets shall be suitable for the intended application and location of installation and shall comply with the requirements of the following Standards or Standards equivalent thereto:", "text": "Socket-outlets shall be suitable for the intended application and location of installation and shall comply with the requirements of the following Standards or Standards equivalent thereto:" }, { "self_ref": "#/texts/5317", "parent": { "$ref": "#/groups/541" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 227, "bbox": { "l": 85.08000000000004, "t": 485.9602999999999, "r": 309.8784000000003, "b": 472.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "(a) AS/NZS 3112 or AS/NZS 60884.1.", "text": "(a) AS/NZS 3112 or AS/NZS 60884.1.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5318", "parent": { "$ref": "#/groups/541" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 227, "bbox": { "l": 85.08000000000004, "t": 465.9202999999999, "r": 197.03519999999995, "b": 452.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "(b) AS/NZS 3123.", "text": "(b) AS/NZS 3123.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5319", "parent": { "$ref": "#/groups/541" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 227, "bbox": { "l": 85.08000000000004, "t": 445.94029999999987, "r": 179.8296000000001, "b": 432.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "(c) IEC 60309.", "text": "(c) IEC 60309.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5320", "parent": { "$ref": "#/groups/541" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 227, "bbox": { "l": 85.08000000000004, "t": 425.96029999999985, "r": 197.03519999999995, "b": 412.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "(d) AS/NZS 3131.", "text": "(d) AS/NZS 3131.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5321", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 227, "bbox": { "l": 66.6, "t": 407.35220000000004, "r": 404.26800000000026, "b": 391.75052000000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "4.4.1.1.2 Socket-outlets-Alternative pin configurations *", "text": "4.4.1.1.2 Socket-outlets-Alternative pin configurations *", "level": 1 }, { "self_ref": "#/texts/5322", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 227, "bbox": { "l": 85.08000000000001, "t": 385.9402999999998, "r": 513.6576000000009, "b": 358.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 141 ] } ], "orig": "Socket-outlets with alternative pin configurations, e.g. UK, French, German and USA types, shall only be used under the following conditions:", "text": "Socket-outlets with alternative pin configurations, e.g. UK, French, German and USA types, shall only be used under the following conditions:" }, { "self_ref": "#/texts/5323", "parent": { "$ref": "#/groups/542" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 227, "bbox": { "l": 85.08000000000001, "t": 351.92029999999977, "r": 513.6228000000007, "b": 296.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 291 ] } ], "orig": "(a) The socket-outlet shall be of the single set of apertures with an earthing contact and comply with the national Standard of the country, as shown in IEC/TR 60083. Single set of pin apertures of socketoutlets that accept multiple pin configurations shall not be used.", "text": "(a) The socket-outlet shall be of the single set of apertures with an earthing contact and comply with the national Standard of the country, as shown in IEC/TR 60083. Single set of pin apertures of socketoutlets that accept multiple pin configurations shall not be used.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5324", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 227, "bbox": { "l": 113.46000000000006, "t": 289.94029999999975, "r": 471.672, "b": 276.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "Exception: Shaver socket-outlets complying with AS/NZS 3194.", "text": "Exception: Shaver socket-outlets complying with AS/NZS 3194." }, { "self_ref": "#/texts/5325", "parent": { "$ref": "#/groups/543" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 227, "bbox": { "l": 85.08000000000007, "t": 269.96029999999973, "r": 490.9199999999998, "b": 256.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "(b) The installation of the socket-outlet shall comply with Clause 4.4.4.", "text": "(b) The installation of the socket-outlet shall comply with Clause 4.4.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5326", "parent": { "$ref": "#/groups/543" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 227, "bbox": { "l": 85.0800000000001, "t": 249.92029999999966, "r": 513.6540000000001, "b": 208.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 178 ] } ], "orig": "(c) The socket-outlet shall be rated at the voltage of the electrical installation, unless supplied at a lower voltage, in which case it may be rated at that lower voltage.", "text": "(c) The socket-outlet shall be rated at the voltage of the electrical installation, unless supplied at a lower voltage, in which case it may be rated at that lower voltage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5327", "parent": { "$ref": "#/groups/543" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 227, "bbox": { "l": 85.0800000000001, "t": 201.92029999999977, "r": 513.6468000000011, "b": 160.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "(d) Socket-outlets with alternative pin configurations normally supplying a voltage less than that of the electrical installation shall be supplied at that lower voltage.", "text": "(d) Socket-outlets with alternative pin configurations normally supplying a voltage less than that of the electrical installation shall be supplied at that lower voltage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5328", "parent": { "$ref": "#/groups/543" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 227, "bbox": { "l": 85.0800000000001, "t": 153.92029999999977, "r": 513.7308000000012, "b": 112.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 172 ] } ], "orig": "(e) The socket-outlet shall have been tested to the equivalent of the requirements of the Standards listed in Clause 4.4.1.1.1, Items (a), (b), (c) and (d) above.", "text": "(e) The socket-outlet shall have been tested to the equivalent of the requirements of the Standards listed in Clause 4.4.1.1.1, Items (a), (b), (c) and (d) above.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5329", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 227, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5330", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 227, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5331", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 228, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5332", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 228, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/5333", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 228, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "224", "text": "224", "level": 1 }, { "self_ref": "#/texts/5334", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 228, "bbox": { "l": 85.08, "t": 745.9403, "r": 437.4864, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "In New Zealand only, the following additional provisions apply.", "text": "In New Zealand only, the following additional provisions apply." }, { "self_ref": "#/texts/5335", "parent": { "$ref": "#/groups/544" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 228, "bbox": { "l": 85.08, "t": 725.9603, "r": 513.6096000000001, "b": 698.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "(i) Socket-outlets with alternative pin aperture configurations shall be used only in-", "text": "(i) Socket-outlets with alternative pin aperture configurations shall be used only in-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5336", "parent": { "$ref": "#/groups/544" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 228, "bbox": { "l": 113.4, "t": 691.9403, "r": 473.8944000000007, "b": 678.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(A) facilities directly associated with an international airport; or", "text": "(A) facilities directly associated with an international airport; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5337", "parent": { "$ref": "#/groups/544" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 228, "bbox": { "l": 113.4, "t": 671.9603, "r": 513.603600000001, "b": 644.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "(B) residential areas of non-domestic electrical installations providing accommodation for international visitors or guests.", "text": "(B) residential areas of non-domestic electrical installations providing accommodation for international visitors or guests.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5338", "parent": { "$ref": "#/groups/544" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 228, "bbox": { "l": 85.08000000000004, "t": 637.9403, "r": 513.622800000001, "b": 582.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 220 ] } ], "orig": "(ii) Socket-outlets with alternative pin configurations detailed in IEC TR 60083 as requiring a nominal voltage of 230 V supply, shall be protected by an RCD with a maximum rated residual current of 10 mA and by an AFDD.", "text": "(ii) Socket-outlets with alternative pin configurations detailed in IEC TR 60083 as requiring a nominal voltage of 230 V supply, shall be protected by an RCD with a maximum rated residual current of 10 mA and by an AFDD.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5339", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 228, "bbox": { "l": 113.46, "t": 578.8772, "r": 162.619656, "b": 566.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/5340", "parent": { "$ref": "#/groups/545" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 228, "bbox": { "l": 113.46, "t": 563.6123, "r": 501.18959999999953, "b": 550.3283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "1 These RCDs need not be Type I as used for electrical medical devices.", "text": "1 These RCDs need not be Type I as used for electrical medical devices.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5341", "parent": { "$ref": "#/groups/545" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 228, "bbox": { "l": 113.46054599999997, "t": 546.83738, "r": 513.2796780000006, "b": 521.624006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "2 Requirements for installation of AFDDs are in Clause 2.9, and further guidance is in Appendix O.", "text": "2 Requirements for installation of AFDDs are in Clause 2.9, and further guidance is in Appendix O.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5342", "parent": { "$ref": "#/groups/545" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 228, "bbox": { "l": 85.08, "t": 514.9403, "r": 513.621600000001, "b": 473.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "(iii) Socket-outlets with alternative pin configurations detailed in IEC TR 60083 as requiring a nominal voltage of 110 V supply shall be supplied at reduced low voltage.", "text": "(iii) Socket-outlets with alternative pin configurations detailed in IEC TR 60083 as requiring a nominal voltage of 110 V supply shall be supplied at reduced low voltage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5343", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 228, "bbox": { "l": 113.46, "t": 469.8572, "r": 420.2752379999998, "b": 457.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "NOTE: Reduced low voltage is defined in Clause 2.6.3.3.2.", "text": "NOTE: Reduced low voltage is defined in Clause 2.6.3.3.2." }, { "self_ref": "#/texts/5344", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 228, "bbox": { "l": 66.6, "t": 451.7522, "r": 322.1711999999999, "b": 436.15052000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "4.4.1.1.3 Low voltage fixed socket-outlet *", "text": "4.4.1.1.3 Low voltage fixed socket-outlet *", "level": 1 }, { "self_ref": "#/texts/5345", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 228, "bbox": { "l": 85.08000000000001, "t": 430.9403, "r": 513.6420000000002, "b": 389.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 203 ] } ], "orig": "A low voltage fixed switch or socket-outlet, or its faceplate, shall not incorporate a connecting device for telecommunications, data, television, radio or other similar wiring systems.", "text": "A low voltage fixed switch or socket-outlet, or its faceplate, shall not incorporate a connecting device for telecommunications, data, television, radio or other similar wiring systems." }, { "self_ref": "#/texts/5346", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 228, "bbox": { "l": 96.42, "t": 385.8572, "r": 454.2164759999992, "b": 373.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "NOTE: USB charging socket-outlets on the faceplate are acceptable.", "text": "NOTE: USB charging socket-outlets on the faceplate are acceptable." }, { "self_ref": "#/texts/5347", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 228, "bbox": { "l": 85.08, "t": 366.9203, "r": 236.0676000000002, "b": 353.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "4.4.1.2 Different systems", "text": "4.4.1.2 Different systems", "level": 1 }, { "self_ref": "#/texts/5348", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 228, "bbox": { "l": 85.07999999999998, "t": 346.9403, "r": 513.6095999999998, "b": 305.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 166 ] } ], "orig": "Where an ELV electrical installation and an electrical installation of greater than ELV are in the same premises, all socket-outlets supplied at ELV shall-", "text": "Where an ELV electrical installation and an electrical installation of greater than ELV are in the same premises, all socket-outlets supplied at ELV shall-" }, { "self_ref": "#/texts/5349", "parent": { "$ref": "#/groups/546" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 228, "bbox": { "l": 85.07999999999998, "t": 298.9403, "r": 373.4796000000001, "b": 285.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "(a) have their voltage conspicuously marked; and", "text": "(a) have their voltage conspicuously marked; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5350", "parent": { "$ref": "#/groups/546" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 228, "bbox": { "l": 85.07999999999998, "t": 278.96029999999996, "r": 509.93880000000127, "b": 251.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "(b) be of a form that will prevent insertion of an ELV plug into a socketoutlet connected to a circuit of greater than extra-low voltage.", "text": "(b) be of a form that will prevent insertion of an ELV plug into a socketoutlet connected to a circuit of greater than extra-low voltage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5351", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 228, "bbox": { "l": 96.42, "t": 247.85720000000003, "r": 513.3218160000005, "b": 222.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "NOTE: AS/NZS 3112 contains a specific plug and socket-outlet arrangement recommended for ELV applications.", "text": "NOTE: AS/NZS 3112 contains a specific plug and socket-outlet arrangement recommended for ELV applications." }, { "self_ref": "#/texts/5352", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 228, "bbox": { "l": 85.07999999999998, "t": 215.96029999999996, "r": 513.564000000001, "b": 188.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 141 ] } ], "orig": "Plugs and socket-outlets for SELV and PELV systems shall not be provided with an earthing contact or pin and shall comply with Clause 7.5.10.", "text": "Plugs and socket-outlets for SELV and PELV systems shall not be provided with an earthing contact or pin and shall comply with Clause 7.5.10." }, { "self_ref": "#/texts/5353", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 228, "bbox": { "l": 85.07999999999998, "t": 181.94029999999998, "r": 376.22880000000066, "b": 168.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "4.4.1.3 Socket-outlets for electric vehicle charging", "text": "4.4.1.3 Socket-outlets for electric vehicle charging", "level": 1 }, { "self_ref": "#/texts/5354", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 228, "bbox": { "l": 96.42, "t": 164.87720000000002, "r": 513.3042479999992, "b": 139.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "NOTE: Information for the installation and location of socket-outlets for electric vehicle charging stations is provided in Appendix P.", "text": "NOTE: Information for the installation and location of socket-outlets for electric vehicle charging stations is provided in Appendix P." }, { "self_ref": "#/texts/5355", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 228, "bbox": { "l": 85.07999999999998, "t": 132.9203, "r": 513.6228000000003, "b": 91.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 162 ] } ], "orig": "In New Zealand only, requirements for the installation and location of socket-outlets for electric vehicle charging stations are provided in Clause 7.9.", "text": "In New Zealand only, requirements for the installation and location of socket-outlets for electric vehicle charging stations are provided in Clause 7.9." }, { "self_ref": "#/texts/5356", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 228, "bbox": { "l": 49.56, "t": 563.1052999999999, "r": 63.6405, "b": 553.0613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/5357", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 228, "bbox": { "l": 66.6, "t": 183.49220000000003, "r": 76.243404, "b": 167.89052000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/5358", "parent": { "$ref": "#/pictures/98" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 228, "bbox": { "l": 518.58, "t": 744.8003, "r": 538.5360000000001, "b": 731.4082999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/5359", "parent": { "$ref": "#/pictures/99" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 228, "bbox": { "l": 518.58, "t": 133.40030000000002, "r": 538.5360000000001, "b": 120.00829999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/5360", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 228, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5361", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 229, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5362", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 229, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "225", "text": "225" }, { "self_ref": "#/texts/5363", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 229, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5364", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 229, "bbox": { "l": 66.6, "t": 463.2122, "r": 76.24480199999999, "b": 447.61052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/5365", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 229, "bbox": { "l": 85.08, "t": 751.9403, "r": 179.96399999999994, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "4.4.2 Location", "text": "4.4.2 Location", "level": 1 }, { "self_ref": "#/texts/5366", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 229, "bbox": { "l": 85.08, "t": 731.9603, "r": 207.48000000000008, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "4.4.2.1 Accessibility", "text": "4.4.2.1 Accessibility", "level": 1 }, { "self_ref": "#/texts/5367", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 229, "bbox": { "l": 85.08000000000001, "t": 711.9203, "r": 513.5652000000006, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 214 ] } ], "orig": "Each socket-outlet shall be installed so that any plug intended to be used with the socket-outlet can be conveniently inserted and withdrawn and not cause damage to any flexible cord or cable connected to the plug.", "text": "Each socket-outlet shall be installed so that any plug intended to be used with the socket-outlet can be conveniently inserted and withdrawn and not cause damage to any flexible cord or cable connected to the plug." }, { "self_ref": "#/texts/5368", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 229, "bbox": { "l": 85.07999999999993, "t": 663.9203, "r": 513.672000000001, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 174 ] } ], "orig": "Socket-outlets shall not be installed where the withdrawal of a plug from the socket-outlet is restricted by a permanent fixture or fitting within the installation.", "text": "Socket-outlets shall not be installed where the withdrawal of a plug from the socket-outlet is restricted by a permanent fixture or fitting within the installation." }, { "self_ref": "#/texts/5369", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 229, "bbox": { "l": 85.07999999999993, "t": 615.9203, "r": 513.6000000000005, "b": 588.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "The AS/NZS 5601 series requires that the means of electrical isolation for a gas appliance is accessible with the appliance installed.", "text": "The AS/NZS 5601 series requires that the means of electrical isolation for a gas appliance is accessible with the appliance installed." }, { "self_ref": "#/texts/5370", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 229, "bbox": { "l": 85.07999999999993, "t": 581.9603, "r": 291.37680000000023, "b": 568.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "4.4.2.2 Protection of socket-outlets", "text": "4.4.2.2 Protection of socket-outlets", "level": 1 }, { "self_ref": "#/texts/5371", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 229, "bbox": { "l": 85.07999999999993, "t": 561.9203, "r": 513.6048, "b": 534.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "Socket-outlets shall be installed so that they will not be subjected to undue mechanical stress or damage in normal service.", "text": "Socket-outlets shall be installed so that they will not be subjected to undue mechanical stress or damage in normal service." }, { "self_ref": "#/texts/5372", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 229, "bbox": { "l": 85.07999999999998, "t": 527.9603, "r": 272.4071999999997, "b": 514.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "In addition, the following applies:", "text": "In addition, the following applies:" }, { "self_ref": "#/texts/5373", "parent": { "$ref": "#/groups/547" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 229, "bbox": { "l": 85.07999999999998, "t": 507.92029999999994, "r": 513.6552000000007, "b": 466.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "(a) Where installed in a floor or other horizontal surface, socket-outlets shall be designed or arranged to prevent the accumulation of dust or water therein.", "text": "(a) Where installed in a floor or other horizontal surface, socket-outlets shall be designed or arranged to prevent the accumulation of dust or water therein.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5374", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 229, "bbox": { "l": 113.46, "t": 462.8372, "r": 509.92913399999964, "b": 437.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "NOTE: AS/NZS 3112 and AS/NZS 60884.1 contain requirements for socketoutlets intended to be mounted in a floor.", "text": "NOTE: AS/NZS 3112 and AS/NZS 60884.1 contain requirements for socketoutlets intended to be mounted in a floor." }, { "self_ref": "#/texts/5375", "parent": { "$ref": "#/groups/548" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 229, "bbox": { "l": 85.08, "t": 430.94030000000004, "r": 513.6827999999997, "b": 389.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 181 ] } ], "orig": "(b) Where installed within 75 mm of a floor, socket-outlets shall be installed so that any plug used with the socket-outlet is withdrawn in the horizontal plane.", "text": "(b) Where installed within 75 mm of a floor, socket-outlets shall be installed so that any plug used with the socket-outlet is withdrawn in the horizontal plane.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5376", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 229, "bbox": { "l": 113.45999999999998, "t": 382.9403, "r": 513.6756000000009, "b": 355.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "Exception: This requirement does not apply to a socket-outlet that complies with Items (a) and (d).", "text": "Exception: This requirement does not apply to a socket-outlet that complies with Items (a) and (d)." }, { "self_ref": "#/texts/5377", "parent": { "$ref": "#/groups/549" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 229, "bbox": { "l": 85.07999999999998, "t": 348.92029999999994, "r": 513.6048000000001, "b": 307.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 185 ] } ], "orig": "(c) Socket-outlets shall be so installed that a plug is not likely to become loose or to malfunction because of gravity, vibration or the weight of the flexible cord or cable.", "text": "(c) Socket-outlets shall be so installed that a plug is not likely to become loose or to malfunction because of gravity, vibration or the weight of the flexible cord or cable.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5378", "parent": { "$ref": "#/groups/549" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 229, "bbox": { "l": 85.07999999999998, "t": 300.9202999999999, "r": 513.6672000000003, "b": 231.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 366 ] } ], "orig": "(d) Where installed in a location that is not readily accessible for the connection of a fixed or stationary appliance or a luminaire, the socket-outlet shall be securely fixed to a structure or support to ensure that no mechanical strain is placed on the installation wiring connections when inserting or removing a plug from the socket-outlet.", "text": "(d) Where installed in a location that is not readily accessible for the connection of a fixed or stationary appliance or a luminaire, the socket-outlet shall be securely fixed to a structure or support to ensure that no mechanical strain is placed on the installation wiring connections when inserting or removing a plug from the socket-outlet.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5379", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 229, "bbox": { "l": 113.46000000000004, "t": 224.96029999999985, "r": 513.5903999999997, "b": 197.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "Exceptions: The socket-outlet need not be fixed in position where the installation meets the following conditions:", "text": "Exceptions: The socket-outlet need not be fixed in position where the installation meets the following conditions:" }, { "self_ref": "#/texts/5380", "parent": { "$ref": "#/groups/550" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 229, "bbox": { "l": 113.40000000000003, "t": 190.94029999999987, "r": 513.6360000000001, "b": 163.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "1 Cable connections are not subject to undue mechanical stress on any connection in accordance with Clause 3.7.2.6.", "text": "1 Cable connections are not subject to undue mechanical stress on any connection in accordance with Clause 3.7.2.6.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5381", "parent": { "$ref": "#/groups/550" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 229, "bbox": { "l": 113.40000000000006, "t": 156.92029999999988, "r": 513.5880000000001, "b": 129.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "2 The wiring system, where likely to be disturbed, is supported in accordance with Clause 3.9.3.3.", "text": "2 The wiring system, where likely to be disturbed, is supported in accordance with Clause 3.9.3.3.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5382", "parent": { "$ref": "#/groups/550" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 229, "bbox": { "l": 113.40000000000006, "t": 122.96029999999996, "r": 513.5736000000007, "b": 95.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "3 The wiring system, where installed in a suspended ceiling, is supported in accordance with Clause 3.9.3.2.", "text": "3 The wiring system, where installed in a suspended ceiling, is supported in accordance with Clause 3.9.3.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5383", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 229, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5384", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 230, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5385", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 230, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/5386", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 230, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "226", "text": "226", "level": 1 }, { "self_ref": "#/texts/5387", "parent": { "$ref": "#/groups/551" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 230, "bbox": { "l": 113.4, "t": 745.9403, "r": 373.57440000000054, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "4 Conductors are flexible or stranded type.", "text": "4 Conductors are flexible or stranded type.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5388", "parent": { "$ref": "#/groups/551" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 230, "bbox": { "l": 113.4, "t": 725.9603, "r": 513.6779999999998, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "5 Insulated, unsheathed cables, including exposed cores where sheathing is removed, are enclosed in accordance with Clause 3.10.1.1.", "text": "5 Insulated, unsheathed cables, including exposed cores where sheathing is removed, are enclosed in accordance with Clause 3.10.1.1.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5389", "parent": { "$ref": "#/groups/551" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 230, "bbox": { "l": 85.08000000000001, "t": 677.9603, "r": 513.6408000000007, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 245 ] } ], "orig": "(e) The use and location of socket-outlets is restricted in a number of particular situations, including adjacent to damp situations, in accordance with Section 6 and hazardous areas and other situations, in accordance with Section 7.", "text": "(e) The use and location of socket-outlets is restricted in a number of particular situations, including adjacent to damp situations, in accordance with Section 6 and hazardous areas and other situations, in accordance with Section 7.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5390", "parent": { "$ref": "#/groups/551" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 230, "bbox": { "l": 85.07999999999998, "t": 615.9203, "r": 513.6528000000011, "b": 574.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 208 ] } ], "orig": "(f) Where socket-outlets are installed in building surfaces that are required to provide fire-resistance or acoustic properties, measures shall be taken to ensure that these properties are maintained.", "text": "(f) Where socket-outlets are installed in building surfaces that are required to provide fire-resistance or acoustic properties, measures shall be taken to ensure that these properties are maintained.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5391", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 230, "bbox": { "l": 96.42, "t": 570.8372, "r": 513.410754, "b": 532.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 188 ] } ], "orig": "NOTE: Clause 4.2.2.6 and the national building codes have requirements for the installation of socket-outlets in building surfaces providing fire-resistance or acoustic properties.", "text": "NOTE: Clause 4.2.2.6 and the national building codes have requirements for the installation of socket-outlets in building surfaces providing fire-resistance or acoustic properties." }, { "self_ref": "#/texts/5392", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 230, "bbox": { "l": 85.08, "t": 525.9203, "r": 234.01919999999987, "b": 512.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "4.4.3 Earthing contacts", "text": "4.4.3 Earthing contacts", "level": 1 }, { "self_ref": "#/texts/5393", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 230, "bbox": { "l": 85.08, "t": 505.9403, "r": 436.9092, "b": 492.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "Every socket-outlet shall be provided with an earthing contact.", "text": "Every socket-outlet shall be provided with an earthing contact." }, { "self_ref": "#/texts/5394", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 230, "bbox": { "l": 96.42, "t": 488.87719999999996, "r": 364.18486800000034, "b": 476.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "NOTE: See Clause 5.4.2 for earthing requirements.", "text": "NOTE: See Clause 5.4.2 for earthing requirements." }, { "self_ref": "#/texts/5395", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 230, "bbox": { "l": 85.07999999999998, "t": 469.94030000000004, "r": 513.6192000000001, "b": 442.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 140 ] } ], "orig": "Exception: In accordance with Clause 7.5.10, socket-outlets for SELV and PELV systems shall not be provided with an earthing contact.", "text": "Exception: In accordance with Clause 7.5.10, socket-outlets for SELV and PELV systems shall not be provided with an earthing contact." }, { "self_ref": "#/texts/5396", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 230, "bbox": { "l": 85.07999999999998, "t": 435.9203, "r": 229.73759999999984, "b": 422.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "4.4.4 Switching device", "text": "4.4.4 Switching device", "level": 1 }, { "self_ref": "#/texts/5397", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 230, "bbox": { "l": 85.07999999999998, "t": 415.9403, "r": 182.93760000000003, "b": 402.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "4.4.4.1 General", "text": "4.4.4.1 General", "level": 1 }, { "self_ref": "#/texts/5398", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 230, "bbox": { "l": 85.07999999999998, "t": 395.96029999999996, "r": 513.6683999999999, "b": 354.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 198 ] } ], "orig": "Each socket-outlet shall be individually controlled by a separate switch that complies with either AS/NZS 3133, AS/NZS 60669.1 or AS/NZS 60947.3 and operates in all active conductors.", "text": "Each socket-outlet shall be individually controlled by a separate switch that complies with either AS/NZS 3133, AS/NZS 60669.1 or AS/NZS 60947.3 and operates in all active conductors." }, { "self_ref": "#/texts/5399", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 230, "bbox": { "l": 85.07999999999998, "t": 347.9602999999999, "r": 513.6996000000001, "b": 320.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "Switches controlling socket-outlets shall comply with Clauses 4.4.4.2 and 4.4.4.3.", "text": "Switches controlling socket-outlets shall comply with Clauses 4.4.4.2 and 4.4.4.3." }, { "self_ref": "#/texts/5400", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 230, "bbox": { "l": 85.07999999999998, "t": 313.94029999999987, "r": 153.77040000000008, "b": 300.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:", "level": 1 }, { "self_ref": "#/texts/5401", "parent": { "$ref": "#/groups/552" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 230, "bbox": { "l": 85.07999999999998, "t": 293.96029999999985, "r": 513.5892000000008, "b": 266.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "1 A single switch may be used for the control of two socket-outlets located immediately adjacent to each other.", "text": "1 A single switch may be used for the control of two socket-outlets located immediately adjacent to each other.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5402", "parent": { "$ref": "#/groups/552" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 230, "bbox": { "l": 85.07999999999998, "t": 259.94029999999975, "r": 513.6552000000015, "b": 204.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "2 A socket-outlet that is rated at not more than 10 A, installed for the connection of a fixed or stationary appliance or a luminaire and that is not readily accessible for other purposes, need not be controlled by a switch.", "text": "2 A socket-outlet that is rated at not more than 10 A, installed for the connection of a fixed or stationary appliance or a luminaire and that is not readily accessible for other purposes, need not be controlled by a switch.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5403", "parent": { "$ref": "#/groups/552" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 230, "bbox": { "l": 85.08000000000004, "t": 197.96029999999985, "r": 513.5436000000011, "b": 170.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 129 ] } ], "orig": "3 A socket-outlet that is switched by the insertion and withdrawal of the plug is deemed to meet the requirements of this Clause.", "text": "3 A socket-outlet that is switched by the insertion and withdrawal of the plug is deemed to meet the requirements of this Clause.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5404", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 230, "bbox": { "l": 85.08000000000004, "t": 163.94029999999987, "r": 174.70320000000012, "b": 150.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "4.4.4.2 Rating", "text": "4.4.4.2 Rating", "level": 1 }, { "self_ref": "#/texts/5405", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 230, "bbox": { "l": 85.08000000000004, "t": 143.96029999999996, "r": 513.6804, "b": 116.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 145 ] } ], "orig": "Each switch shall have a current rating, at its operating voltage, not less than the current rating of the socket-outlet it controls.", "text": "Each switch shall have a current rating, at its operating voltage, not less than the current rating of the socket-outlet it controls." }, { "self_ref": "#/texts/5406", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 230, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5407", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 231, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5408", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 231, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "227", "text": "227" }, { "self_ref": "#/texts/5409", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 231, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5410", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 231, "bbox": { "l": 85.07999999999998, "t": 751.9403, "r": 513.6143999999999, "b": 710.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 164 ] } ], "orig": "Where a single switch is used to control two socket-outlets, as permitted by Exception 1 to Clause 4.4.4.1, the current rating of the switch shall be not less than-", "text": "Where a single switch is used to control two socket-outlets, as permitted by Exception 1 to Clause 4.4.4.1, the current rating of the switch shall be not less than-" }, { "self_ref": "#/texts/5411", "parent": { "$ref": "#/groups/553" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 231, "bbox": { "l": 85.07999999999998, "t": 703.9403, "r": 376.5744000000006, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "(a) the total current rating of the socket-outlets; or", "text": "(a) the total current rating of the socket-outlets; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5412", "parent": { "$ref": "#/groups/553" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 231, "bbox": { "l": 85.07999999999998, "t": 683.9603, "r": 494.36160000000086, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "(b) the current rating of the overcurrent protective device on the circuit,", "text": "(b) the current rating of the overcurrent protective device on the circuit,", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5413", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 231, "bbox": { "l": 85.07999999999998, "t": 663.9203, "r": 254.1864000000002, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "whichever is the lesser value.", "text": "whichever is the lesser value." }, { "self_ref": "#/texts/5414", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 231, "bbox": { "l": 85.07999999999998, "t": 643.9403, "r": 258.9312000000001, "b": 630.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "4.4.4.3 Location and marking", "text": "4.4.4.3 Location and marking", "level": 1 }, { "self_ref": "#/texts/5415", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 231, "bbox": { "l": 85.07999999999998, "t": 623.9603, "r": 513.691200000001, "b": 596.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "Each switch, or means of operating the switch, for a socket-outlet shall be-", "text": "Each switch, or means of operating the switch, for a socket-outlet shall be-" }, { "self_ref": "#/texts/5416", "parent": { "$ref": "#/groups/554" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 231, "bbox": { "l": 85.07999999999998, "t": 589.9403, "r": 384.2832000000006, "b": 576.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "(a) as close as practicable to the socket-outlet; and", "text": "(a) as close as practicable to the socket-outlet; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5417", "parent": { "$ref": "#/groups/554" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 231, "bbox": { "l": 85.07999999999998, "t": 569.9603, "r": 513.5963999999999, "b": 542.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "(b) marked to indicate the socket-outlet(s) or the connected electrical equipment that it controls.", "text": "(b) marked to indicate the socket-outlet(s) or the connected electrical equipment that it controls.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5418", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 231, "bbox": { "l": 85.07999999999998, "t": 535.9403, "r": 513.5784000000006, "b": 508.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 127 ] } ], "orig": "Exception: Marking is not required where the socket-outlet controlled is obvious because of the location of the switch.", "text": "Exception: Marking is not required where the socket-outlet controlled is obvious because of the location of the switch." }, { "self_ref": "#/texts/5419", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 231, "bbox": { "l": 85.07999999999998, "t": 501.92029999999994, "r": 423.3060000000005, "b": 488.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "Where the switch is located remote from the socket-outlet-", "text": "Where the switch is located remote from the socket-outlet-" }, { "self_ref": "#/texts/5420", "parent": { "$ref": "#/groups/555" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 231, "bbox": { "l": 85.07999999999998, "t": 481.9402999999999, "r": 513.607200000001, "b": 454.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "(i) it shall be installed in a convenient and readily accessible position as close as practicable to the socket-outlet;", "text": "(i) it shall be installed in a convenient and readily accessible position as close as practicable to the socket-outlet;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5421", "parent": { "$ref": "#/groups/555" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 231, "bbox": { "l": 85.07999999999998, "t": 447.9202999999999, "r": 513.6072000000013, "b": 420.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "(ii) the location of the switch shall be clearly and permanently marked at the socket-outlet; and", "text": "(ii) the location of the switch shall be clearly and permanently marked at the socket-outlet; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5422", "parent": { "$ref": "#/groups/555" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 231, "bbox": { "l": 85.08000000000001, "t": 413.96029999999985, "r": 513.5976, "b": 386.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 145 ] } ], "orig": "(iii) both the switch and the socket-outlet shall be provided with legible, indelible and uniform labels indicating their relationship.", "text": "(iii) both the switch and the socket-outlet shall be provided with legible, indelible and uniform labels indicating their relationship.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5423", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 231, "bbox": { "l": 113.45999999999998, "t": 379.9402999999998, "r": 468.2352000000009, "b": 366.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "Exception: Marking is not required where the socket-outlet is-", "text": "Exception: Marking is not required where the socket-outlet is-" }, { "self_ref": "#/texts/5424", "parent": { "$ref": "#/groups/556" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 231, "bbox": { "l": 113.39999999999998, "t": 359.9602999999998, "r": 507.842400000001, "b": 346.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(a) located more than 2.5 m above the ground, floor or platform; and", "text": "(a) located more than 2.5 m above the ground, floor or platform; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5425", "parent": { "$ref": "#/groups/556" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 231, "bbox": { "l": 113.39999999999995, "t": 339.92029999999977, "r": 513.6444000000007, "b": 312.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "(b) provided for the connection of a specific lamp, luminaire or appliance; and", "text": "(b) provided for the connection of a specific lamp, luminaire or appliance; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5426", "parent": { "$ref": "#/groups/556" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 231, "bbox": { "l": 113.39999999999998, "t": 305.96029999999973, "r": 317.1720000000003, "b": 292.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "(c) not accessible for general use.", "text": "(c) not accessible for general use.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5427", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 231, "bbox": { "l": 85.07999999999998, "t": 285.92029999999977, "r": 288.7896000000004, "b": 272.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "4.4.4.4 Pendant-type socket-outlet", "text": "4.4.4.4 Pendant-type socket-outlet", "level": 1 }, { "self_ref": "#/texts/5428", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 231, "bbox": { "l": 85.07999999999996, "t": 265.94029999999975, "r": 513.5976000000002, "b": 238.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "A switch incorporated in a pendant-type socket-outlet attached to a flexible cord shall interrupt all live (active and neutral) conductors.", "text": "A switch incorporated in a pendant-type socket-outlet attached to a flexible cord shall interrupt all live (active and neutral) conductors." }, { "self_ref": "#/texts/5429", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 231, "bbox": { "l": 85.07999999999996, "t": 231.92029999999977, "r": 513.5916000000007, "b": 204.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "Exception: Pendant-type multiphase outlets with switching only in the active conductors may be used where-", "text": "Exception: Pendant-type multiphase outlets with switching only in the active conductors may be used where-" }, { "self_ref": "#/texts/5430", "parent": { "$ref": "#/groups/557" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 231, "bbox": { "l": 85.07999999999996, "t": 197.96029999999973, "r": 471.64320000000043, "b": 184.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(a) the outlet is not dependent on the supply cable for support; and", "text": "(a) the outlet is not dependent on the supply cable for support; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5431", "parent": { "$ref": "#/groups/557" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 231, "bbox": { "l": 85.07999999999993, "t": 177.92029999999977, "r": 489.76799999999974, "b": 164.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "(b) additional mechanical protection is provided where necessary; and", "text": "(b) additional mechanical protection is provided where necessary; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5432", "parent": { "$ref": "#/groups/557" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 231, "bbox": { "l": 85.07999999999996, "t": 157.94029999999975, "r": 513.6455999999998, "b": 130.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 129 ] } ], "orig": "(c) the supply cable or cord is selected to take into account any likelihood of vibration and movement expected during operation.", "text": "(c) the supply cable or cord is selected to take into account any likelihood of vibration and movement expected during operation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5433", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 231, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5434", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 232, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5435", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 232, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5436", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 232, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "228", "text": "228" }, { "self_ref": "#/texts/5437", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 232, "bbox": { "l": 85.08, "t": 745.9403, "r": 326.2908000000003, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "4.4.5 Polarization and phase sequence", "text": "4.4.5 Polarization and phase sequence", "level": 1 }, { "self_ref": "#/texts/5438", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 232, "bbox": { "l": 85.07999999999998, "t": 725.9603, "r": 513.6672000000008, "b": 698.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "Where socket-outlets of the same type form part of an electrical installation, the order of connection of the socket-outlets shall be the same.", "text": "Where socket-outlets of the same type form part of an electrical installation, the order of connection of the socket-outlets shall be the same." }, { "self_ref": "#/texts/5439", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 232, "bbox": { "l": 85.07999999999996, "t": 691.9403, "r": 513.7019999999998, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 287 ] } ], "orig": "All socket-outlets that accommodate three-pin/flat-pin plugs shall be connected so that, when viewed from the front of the socket-outlet, the order of connection commencing from the slot on the radial line shall be earth, active, neutral in a clockwise direction.", "text": "All socket-outlets that accommodate three-pin/flat-pin plugs shall be connected so that, when viewed from the front of the socket-outlet, the order of connection commencing from the slot on the radial line shall be earth, active, neutral in a clockwise direction." }, { "self_ref": "#/texts/5440", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 232, "bbox": { "l": 85.08000000000001, "t": 621.9802999999999, "r": 379.08840000000043, "b": 608.5882999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "4.5 LIGHTING EQUIPMENT AND ACCESSORIES", "text": "4.5 LIGHTING EQUIPMENT AND ACCESSORIES", "level": 1 }, { "self_ref": "#/texts/5441", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 232, "bbox": { "l": 85.08000000000001, "t": 601.9403, "r": 513.5436000000001, "b": 588.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "4.5.1 Lampholders, including lampholders incorporated in a luminaire", "text": "4.5.1 Lampholders, including lampholders incorporated in a luminaire", "level": 1 }, { "self_ref": "#/texts/5442", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 232, "bbox": { "l": 66.6, "t": 602.2321999999999, "r": 185.98320000000015, "b": 568.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "4.5.1.1 Location *", "text": "4.5.1.1 Location *", "level": 1 }, { "self_ref": "#/texts/5443", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 232, "bbox": { "l": 85.08000000000004, "t": 561.9203, "r": 513.6300000000001, "b": 534.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 118 ] } ], "orig": "All lampholders shall be located to be adequately protected against damage that might reasonably be expected.", "text": "All lampholders shall be located to be adequately protected against damage that might reasonably be expected.", "level": 1 }, { "self_ref": "#/texts/5444", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 232, "bbox": { "l": 85.08000000000007, "t": 527.9603, "r": 513.6252000000009, "b": 500.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 141 ] } ], "orig": "In order to protect against inadvertent contact with live parts, low voltage lampholders shall be located to minimize the risk of-", "text": "In order to protect against inadvertent contact with live parts, low voltage lampholders shall be located to minimize the risk of-" }, { "self_ref": "#/texts/5445", "parent": { "$ref": "#/groups/558" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 232, "bbox": { "l": 85.08000000000007, "t": 493.9402999999999, "r": 513.6048000000001, "b": 466.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "(a) direct contact with live parts of a lampholder when the lamp is removed; and", "text": "(a) direct contact with live parts of a lampholder when the lamp is removed; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5446", "parent": { "$ref": "#/groups/558" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 232, "bbox": { "l": 85.0800000000001, "t": 459.9202999999999, "r": 380.13720000000046, "b": 446.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "(b) mechanical damage to the lamp or lampholder.", "text": "(b) mechanical damage to the lamp or lampholder.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5447", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 232, "bbox": { "l": 85.0800000000001, "t": 439.94029999999987, "r": 324.83280000000036, "b": 426.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "These requirements may be satisfied by-", "text": "These requirements may be satisfied by-" }, { "self_ref": "#/texts/5448", "parent": { "$ref": "#/groups/559" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 232, "bbox": { "l": 85.0800000000001, "t": 419.96029999999985, "r": 504.68280000000107, "b": 406.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "(i) installation not less than 1.8 m above the ground, floor or platform; or", "text": "(i) installation not less than 1.8 m above the ground, floor or platform; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5449", "parent": { "$ref": "#/groups/559" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 232, "bbox": { "l": 85.0800000000001, "t": 399.9202999999998, "r": 456.83640000000116, "b": 386.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "(ii) provision of a suitable guard for the lamp and its lampholder.", "text": "(ii) provision of a suitable guard for the lamp and its lampholder.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5450", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 232, "bbox": { "l": 85.0800000000001, "t": 379.9402999999998, "r": 513.6348000000011, "b": 338.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 161 ] } ], "orig": "A pendant lampholder shall not be exposed to the effects of significant movement of air, e.g. outdoors or where exposed to the operation of fans, etc.", "text": "A pendant lampholder shall not be exposed to the effects of significant movement of air, e.g. outdoors or where exposed to the operation of fans, etc." }, { "self_ref": "#/texts/5451", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 232, "bbox": { "l": 85.0800000000001, "t": 331.94029999999975, "r": 285.4799999999999, "b": 318.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "4.5.1.2 Edison screw lampholders", "text": "4.5.1.2 Edison screw lampholders", "level": 1 }, { "self_ref": "#/texts/5452", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 232, "bbox": { "l": 85.0800000000001, "t": 311.96029999999973, "r": 513.6480000000012, "b": 270.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "Every low voltage Edison screw lampholder shall be connected to the supply so that, where a neutral conductor is required, it is connected to the outer contact.", "text": "Every low voltage Edison screw lampholder shall be connected to the supply so that, where a neutral conductor is required, it is connected to the outer contact." }, { "self_ref": "#/texts/5453", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 232, "bbox": { "l": 85.0800000000001, "t": 263.96029999999973, "r": 513.6936000000003, "b": 194.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 313 ] } ], "orig": "Exception: This requirement need not apply where an Edison screw lampholder is incorporated in an appliance in a manner permitted by the AS/NZS 60335 series or the AS/NZS 3350 series, or the luminaire and the lampholder is provided with a shroud or skirt that prevents contact with the outer contact.", "text": "Exception: This requirement need not apply where an Edison screw lampholder is incorporated in an appliance in a manner permitted by the AS/NZS 60335 series or the AS/NZS 3350 series, or the luminaire and the lampholder is provided with a shroud or skirt that prevents contact with the outer contact." }, { "self_ref": "#/texts/5454", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 232, "bbox": { "l": 85.0800000000001, "t": 187.94029999999975, "r": 227.74919999999992, "b": 174.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "4.5.1.3 Festoon lighting", "text": "4.5.1.3 Festoon lighting", "level": 1 }, { "self_ref": "#/texts/5455", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 232, "bbox": { "l": 85.08000000000004, "t": 167.96029999999973, "r": 513.5904000000003, "b": 140.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "Festoon lighting shall be located and supported so that no lamp will be within-", "text": "Festoon lighting shall be located and supported so that no lamp will be within-" }, { "self_ref": "#/texts/5456", "parent": { "$ref": "#/groups/560" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 232, "bbox": { "l": 85.08000000000004, "t": 133.94029999999975, "r": 436.7736000000004, "b": 120.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "(a) 0.15 m of flammable materials or structural metalwork; or", "text": "(a) 0.15 m of flammable materials or structural metalwork; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5457", "parent": { "$ref": "#/groups/560" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 232, "bbox": { "l": 85.08000000000001, "t": 113.96029999999973, "r": 513.5496000000005, "b": 86.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "(b) arm's reach of the ground or any other place on which a person is likely to stand.", "text": "(b) arm's reach of the ground or any other place on which a person is likely to stand.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5458", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 232, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5459", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 233, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5460", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 233, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "229", "text": "229" }, { "self_ref": "#/texts/5461", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 233, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5462", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 233, "bbox": { "l": 85.07999999999998, "t": 751.9403, "r": 513.6120000000005, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "Exception: Festoon lighting may be within arm's reach where installed immediately below a ceiling.", "text": "Exception: Festoon lighting may be within arm's reach where installed immediately below a ceiling." }, { "self_ref": "#/texts/5463", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 233, "bbox": { "l": 85.07999999999998, "t": 717.9203, "r": 260.23679999999985, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "4.5.2 Lamps and luminaires", "text": "4.5.2 Lamps and luminaires", "level": 1 }, { "self_ref": "#/texts/5464", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 233, "bbox": { "l": 85.07999999999998, "t": 697.9403, "r": 182.93760000000003, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "4.5.2.1 General", "text": "4.5.2.1 General", "level": 1 }, { "self_ref": "#/texts/5465", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 233, "bbox": { "l": 85.07999999999998, "t": 677.9603, "r": 513.6684000000005, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 169 ] } ], "orig": "Lamps, luminaires and their associated ancillary gear shall be installed so as not to cause undue temperature rise, ignition or deterioration of the materials-", "text": "Lamps, luminaires and their associated ancillary gear shall be installed so as not to cause undue temperature rise, ignition or deterioration of the materials-" }, { "self_ref": "#/texts/5466", "parent": { "$ref": "#/groups/561" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 233, "bbox": { "l": 85.07999999999998, "t": 629.9603, "r": 300.19919999999985, "b": 616.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "(a) on which they are mounted; or", "text": "(a) on which they are mounted; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5467", "parent": { "$ref": "#/groups/561" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 233, "bbox": { "l": 85.07999999999998, "t": 609.9203, "r": 235.76759999999993, "b": 596.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "(b) that they illuminate.", "text": "(b) that they illuminate.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5468", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 233, "bbox": { "l": 85.07999999999998, "t": 589.9403, "r": 192.18239999999997, "b": 576.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "Luminaires shall-", "text": "Luminaires shall-" }, { "self_ref": "#/texts/5469", "parent": { "$ref": "#/groups/562" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 233, "bbox": { "l": 85.07999999999998, "t": 569.9603, "r": 513.5940000000002, "b": 542.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "(i) be suitable for the highest temperatures to which they are likely to be subjected by external influences; and", "text": "(i) be suitable for the highest temperatures to which they are likely to be subjected by external influences; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5470", "parent": { "$ref": "#/groups/562" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 233, "bbox": { "l": 85.07999999999998, "t": 535.9403, "r": 513.6432000000002, "b": 508.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "(ii) be installed in accordance with the manufacturer's instructions, taking account of the highest rating of lamp to be used.", "text": "(ii) be installed in accordance with the manufacturer's instructions, taking account of the highest rating of lamp to be used.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5471", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 233, "bbox": { "l": 96.42, "t": 504.8372, "r": 145.63345799999996, "b": 492.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/5472", "parent": { "$ref": "#/groups/563" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 233, "bbox": { "l": 96.42, "t": 488.876672, "r": 513.3152280000006, "b": 437.62313, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 261 ] } ], "orig": "1 Some building materials can be affected by pyrolysis-the decomposition of organic material as a result of long-term exposure to elevated temperatures. Where exposed to high temperatures for a significant period of time, such materials can self-ignite.", "text": "1 Some building materials can be affected by pyrolysis-the decomposition of organic material as a result of long-term exposure to elevated temperatures. Where exposed to high temperatures for a significant period of time, such materials can self-ignite.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5473", "parent": { "$ref": "#/groups/563" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 233, "bbox": { "l": 96.42, "t": 433.85699, "r": 513.3130320000006, "b": 395.623532, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 173 ] } ], "orig": "2 Attention is drawn to the high temperatures that can be generated in luminaires. Cables with suitable insulation temperature ratings should be selected.", "text": "2 Attention is drawn to the high temperatures that can be generated in luminaires. Cables with suitable insulation temperature ratings should be selected.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5474", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 233, "bbox": { "l": 85.08, "t": 388.94030000000004, "r": 321.2940000000003, "b": 375.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "4.5.2.2 Lamps near flammable materials", "text": "4.5.2.2 Lamps near flammable materials", "level": 1 }, { "self_ref": "#/texts/5475", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 233, "bbox": { "l": 85.08000000000001, "t": 368.9603, "r": 386.54160000000047, "b": 355.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "Where lamps are located near flammable materials-", "text": "Where lamps are located near flammable materials-" }, { "self_ref": "#/texts/5476", "parent": { "$ref": "#/groups/564" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 233, "bbox": { "l": 85.08000000000001, "t": 348.9203, "r": 513.6252000000002, "b": 321.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": "(a) lamps shall be suitably shielded by a shade, reflector, guard or enclosure to prevent contact with the material; and", "text": "(a) lamps shall be suitably shielded by a shade, reflector, guard or enclosure to prevent contact with the material; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5477", "parent": { "$ref": "#/groups/564" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 233, "bbox": { "l": 85.08000000000001, "t": 314.96029999999996, "r": 513.5999999999999, "b": 273.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 192 ] } ], "orig": "(b) lamps, such as spotlights, that generate heat in the illuminated surface, shall be separated by such a distance that the material will not attain excessive temperature.", "text": "(b) lamps, such as spotlights, that generate heat in the illuminated surface, shall be separated by such a distance that the material will not attain excessive temperature.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5478", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 233, "bbox": { "l": 85.08000000000004, "t": 266.96029999999996, "r": 513.6336000000008, "b": 239.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "Where information is not otherwise provided with products, the minimum separation distances given in Table 4.2 shall be used.", "text": "Where information is not otherwise provided with products, the minimum separation distances given in Table 4.2 shall be used." }, { "self_ref": "#/texts/5479", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 233, "bbox": { "l": 85.08000000000004, "t": 232.94029999999998, "r": 513.5663999999996, "b": 205.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "Flammable shades shall not be installed where they are liable to come in contact with any lamp.", "text": "Flammable shades shall not be installed where they are liable to come in contact with any lamp." }, { "self_ref": "#/texts/5480", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 233, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5481", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 234, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5482", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 234, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "230", "text": "230" }, { "self_ref": "#/texts/5483", "parent": { "$ref": "#/groups/565" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 234, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5484", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 234, "bbox": { "l": 203.10000000000002, "t": 745.9403, "r": 395.6328000000003, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "TABLE 4.2 MINIMUM DISTANCE BETWEEN LAMP AND ILLUMINATED FLAMMABLE MATERIALS", "text": "TABLE 4.2 MINIMUM DISTANCE BETWEEN LAMP AND ILLUMINATED FLAMMABLE MATERIALS", "level": 1 }, { "self_ref": "#/texts/5485", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 234, "bbox": { "l": 85.08, "t": 588.4403, "r": 255.2831999999998, "b": 575.0482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "4.5.2.3 Recessed luminaires", "text": "4.5.2.3 Recessed luminaires", "level": 1 }, { "self_ref": "#/texts/5486", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 234, "bbox": { "l": 85.08000000000001, "t": 568.4603, "r": 270.7776000000001, "b": 555.0682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "4.5.2.3.1 General requirements", "text": "4.5.2.3.1 General requirements", "level": 1 }, { "self_ref": "#/texts/5487", "parent": { "$ref": "#/groups/566" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 234, "bbox": { "l": 85.08000000000001, "t": 548.4203, "r": 513.5747999999999, "b": 521.0482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "(a) Recessed luminaires and their auxiliary equipment shall be installed in a manner designed to prevent-", "text": "(a) Recessed luminaires and their auxiliary equipment shall be installed in a manner designed to prevent-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5488", "parent": { "$ref": "#/groups/566" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 234, "bbox": { "l": 113.40000000000003, "t": 514.4603, "r": 513.5568000000001, "b": 487.02829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "(i) excessive temperature rise of the luminaire and auxiliary equipment; and", "text": "(i) excessive temperature rise of the luminaire and auxiliary equipment; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5489", "parent": { "$ref": "#/groups/566" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 234, "bbox": { "l": 113.40000000000003, "t": 480.4402999999999, "r": 438.73080000000084, "b": 467.0482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "(ii) the risk of fire from ignition of combustible materials.", "text": "(ii) the risk of fire from ignition of combustible materials.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5490", "parent": { "$ref": "#/groups/566" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 234, "bbox": { "l": 85.08000000000004, "t": 460.4602999999999, "r": 513.6480000000015, "b": 433.0282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "(b) The requirement in (a) shall be satisfied by one of the following methods:", "text": "(b) The requirement in (a) shall be satisfied by one of the following methods:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5491", "parent": { "$ref": "#/groups/566" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 234, "bbox": { "l": 113.40000000000003, "t": 426.44029999999987, "r": 513.576, "b": 399.06829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "(i) The installation of a luminaire designed and certified by the manufacturer as being suitable for operation-", "text": "(i) The installation of a luminaire designed and certified by the manufacturer as being suitable for operation-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5492", "parent": { "$ref": "#/groups/566" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 234, "bbox": { "l": 141.78000000000003, "t": 392.4202999999998, "r": 398.5415999999998, "b": 379.02829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "(A) in contact with combustible materials; or", "text": "(A) in contact with combustible materials; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5493", "parent": { "$ref": "#/groups/566" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 234, "bbox": { "l": 141.78000000000003, "t": 372.4402999999998, "r": 513.5628, "b": 345.0682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 80 ] } ], "orig": "(B) in contact with, or enclosed/covered by, thermal insulation material.", "text": "(B) in contact with, or enclosed/covered by, thermal insulation material.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5494", "parent": { "$ref": "#/groups/566" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 234, "bbox": { "l": 113.40000000000005, "t": 338.42029999999977, "r": 513.5796000000012, "b": 297.0682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "(ii) The installation of a luminaire in combination with a barrier tested and classified in accordance with AS/NZS 5110 as being suitable for the installation conditions.", "text": "(ii) The installation of a luminaire in combination with a barrier tested and classified in accordance with AS/NZS 5110 as being suitable for the installation conditions.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5495", "parent": { "$ref": "#/groups/566" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 234, "bbox": { "l": 113.40000000000006, "t": 290.42029999999977, "r": 513.5892000000006, "b": 249.06829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 179 ] } ], "orig": "(iii) The installation of a luminaire with separation from thermal insulating materials, combustible building elements and loose combustible materials not less than-", "text": "(iii) The installation of a luminaire with separation from thermal insulating materials, combustible building elements and loose combustible materials not less than-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5496", "parent": { "$ref": "#/groups/566" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 234, "bbox": { "l": 141.78000000000003, "t": 242.42029999999977, "r": 513.5832000000007, "b": 201.06829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "(A) the minimum clearance specified by the manufacturer of the luminaire, which may require a barrier or guard constructed of fire-resistant materials; or", "text": "(A) the minimum clearance specified by the manufacturer of the luminaire, which may require a barrier or guard constructed of fire-resistant materials; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5497", "parent": { "$ref": "#/groups/566" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 234, "bbox": { "l": 141.7800000000001, "t": 194.42029999999977, "r": 513.6732000000009, "b": 153.06829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 132 ] } ], "orig": "(B) the default clearances as specified in Figure 4.9, which may require a barrier or guard constructed of fire-resistant materials.", "text": "(B) the default clearances as specified in Figure 4.9, which may require a barrier or guard constructed of fire-resistant materials.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5498", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 234, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5499", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 235, "bbox": { "l": 150.804918, "t": 831.2323482, "r": 444.2535701999993, "b": 800.1154602, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5500", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 42.54, "t": 752.1052999999999, "r": 56.62050000000001, "b": 742.0613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/5501", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "231", "text": "231" }, { "self_ref": "#/texts/5502", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 235, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/5503", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 235, "bbox": { "l": 165.48, "t": 227.69720000000007, "r": 432.9110759999998, "b": 202.48382600000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "FIGURE 4.9 DEFAULT MINIMUM CLEARANCES FOR RECESSED LUMINAIRES", "text": "FIGURE 4.9 DEFAULT MINIMUM CLEARANCES FOR RECESSED LUMINAIRES" }, { "self_ref": "#/texts/5504", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 114.5255, "t": 695.3971388, "r": 127.41539068, "b": 688.2421618, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "CG", "text": "CG" }, { "self_ref": "#/texts/5505", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", 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"prov": [ { "page_no": 235, "bbox": { "l": 387.0921, "t": 688.0884388000001, "r": 405.71502944, "b": 680.9816976000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "HCB", "text": "HCB" }, { "self_ref": "#/texts/5509", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 150.96, "t": 750.953728, "r": 225.48462528000005, "b": 742.592856, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "IC/IC-4 CLASS", "text": "IC/IC-4 CLASS" }, { "self_ref": "#/texts/5510", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 277.38381191999997, "t": 564.1582279999999, "r": 354.6059728799997, "b": 555.7973559999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "NON-IC CLASS", "text": "NON-IC CLASS" }, { "self_ref": "#/texts/5511", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 386.47416, "t": 750.9537279999998, "r": 439.19906496, "b": 742.5928559999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "CA CLASS", "text": "CA CLASS" }, { "self_ref": "#/texts/5512", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 320.4504, "t": 500.6057388, "r": 339.07332944, "b": 493.4989976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "HCB", "text": "HCB" }, { "self_ref": "#/texts/5513", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 133.6472, "t": 722.3523388, "r": 152.61583224, "b": 715.2455976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "SCG", "text": "SCG" }, { "self_ref": "#/texts/5514", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 439.2161, "t": 719.3967388, "r": 458.1847322399999, "b": 712.2899976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "SCG", "text": "SCG" }, { "self_ref": "#/texts/5515", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 369.5392, "t": 456.7415388, "r": 387.64277128, "b": 449.6347976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "SCB", "text": "SCB" }, { "self_ref": "#/texts/5516", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 332.7775, "t": 629.3873388000001, "r": 350.88107127999996, "b": 622.2805976000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "SCB", "text": "SCB" }, { "self_ref": "#/texts/5517", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 244.5453, "t": 456.7415388, "r": 259.46840552, "b": 449.6347976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "SCI", "text": "SCI" }, { "self_ref": "#/texts/5518", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 258.2845, "t": 435.6181388, "r": 277.25474016, "b": 428.5113976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "SCG", "text": "SCG" }, { "self_ref": "#/texts/5519", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 136.9304, "t": 387.6000388, "r": 292.94848551999985, "b": 380.4932976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "FIXED GUARD REQUIRED WHERE:-", "text": "FIXED GUARD REQUIRED WHERE:-" }, { "self_ref": "#/texts/5520", "parent": { "$ref": "#/groups/567" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 235, "bbox": { "l": 136.9304, "t": 377.95207487, "r": 348.2456582800001, "b": 370.84533367, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "• insulation materials are not secured in position;", "text": "insulation materials are not secured in position;", "enumerated": false, "marker": "•" }, { "self_ref": "#/texts/5521", "parent": { "$ref": "#/groups/568" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 235, "bbox": { "l": 136.9304, "t": 368.30571879999997, "r": 263.5902782000002, "b": 361.1989776, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "• loose materials are present.", "text": "loose materials are present.", "enumerated": false, "marker": "•" }, { "self_ref": "#/texts/5522", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 238.3813, "t": 629.3873388000001, "r": 256.48406732, "b": 622.2805976000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "SCB", "text": "SCB" }, { "self_ref": "#/texts/5523", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 171.0225, "t": 609.4083388, "r": 212.55105380000006, "b": 602.3015976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Recessed", "text": "Recessed" }, { "self_ref": "#/texts/5524", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 172.32813104000002, "t": 599.7611788, "r": 211.23577524000007, "b": 592.6544376, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "l u minaire", "text": "l u minaire" }, { "self_ref": "#/texts/5525", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 382.8900788, "t": 609.4083388, "r": 424.4186326, "b": 602.3015976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Recessed", "text": "Recessed" }, { "self_ref": "#/texts/5526", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 384.19570984, "t": 599.7611788, "r": 423.10335404, "b": 592.6544376, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "l u minaire", "text": "l u minaire" }, { "self_ref": "#/texts/5527", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 293.98175032, "t": 421.57813359999994, "r": 335.51030412, "b": 414.47139239999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Recessed", "text": "Recessed" }, { "self_ref": "#/texts/5528", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 295.28738136, "t": 411.93097359999996, "r": 334.19502556, "b": 404.82423239999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "l u minaire", "text": "l u minaire" }, { "self_ref": "#/texts/5529", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 232.44, "t": 335.6084, "r": 289.0509960000001, "b": 324.42607999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Dimension", "text": "Dimension" }, { "self_ref": "#/texts/5530", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 419.820012, "t": 341.608376, "r": 485.9289660000002, "b": 330.426056, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Any lamp up", "text": "Any lamp up" }, { "self_ref": "#/texts/5531", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 429.71977200000003, "t": 329.608424, "r": 475.96808399999986, "b": 318.426104, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "to 100 W", "text": "to 100 W" }, { "self_ref": "#/texts/5532", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 108.42, "t": 312.1485, "r": 314.4041460000001, "b": 300.96618, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "HCB-height clearance to building element", "text": "HCB-height clearance to building element" }, { "self_ref": "#/texts/5533", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 428.80048200000004, "t": 312.1485, "r": 469.486692, "b": 300.96618, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "100 mm", "text": "100 mm" }, { "self_ref": "#/texts/5534", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 108.42, "t": 295.1084000000001, "r": 304.357092, "b": 283.92607999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "SCB-side clearance to building element", "text": "SCB-side clearance to building element" }, { "self_ref": "#/texts/5535", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 428.83254600000004, "t": 295.1084000000001, "r": 469.516752, "b": 283.92607999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "100 mm", "text": "100 mm" }, { "self_ref": "#/texts/5536", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 108.42, "t": 278.12850000000003, "r": 268.02256800000004, "b": 266.94618, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "SCI-side clearance to insulation", "text": "SCI-side clearance to insulation" }, { "self_ref": "#/texts/5537", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 428.7974760000001, "t": 278.12850000000003, "r": 469.48168200000003, "b": 266.94618, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "100 mm", "text": "100 mm" }, { "self_ref": "#/texts/5538", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 108.42, "t": 261.14840000000004, "r": 411.34163399999926, "b": 249.96608000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "SCG-side clearance to auxiliary equipment [control gear (CG)]", "text": "SCG-side clearance to auxiliary equipment [control gear (CG)]" }, { "self_ref": "#/texts/5539", "parent": { "$ref": "#/pictures/100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 235, "bbox": { "l": 434.77741199999923, "t": 261.14840000000004, "r": 469.58989799999904, "b": 249.96608000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "50 mm", "text": "50 mm" }, { "self_ref": "#/texts/5540", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 235, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5541", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 236, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5542", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 236, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "232", "text": "232" }, { "self_ref": "#/texts/5543", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 236, "bbox": { "l": 42.54, "t": 198.12530000000004, "r": 56.62050000000001, "b": 188.08130000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/5544", "parent": { "$ref": "#/groups/569" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 236, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5545", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 236, "bbox": { "l": 85.08, "t": 745.9403, "r": 222.34079999999992, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "4.5.2.3.2 Warning sign", "text": "4.5.2.3.2 Warning sign", "level": 1 }, { "self_ref": "#/texts/5546", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 236, "bbox": { "l": 85.08000000000001, "t": 725.9603, "r": 513.6864000000012, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 365 ] } ], "orig": "Where recessed luminaires are installed in an accessible roof space, a permanent and legible warning sign shall be installed in the roof space adjacent to the access point, in a position that is visible to a person entering the space. The sign shall contain the words shown in Figure 4.10 with a minimum size of lettering of 10 mm.", "text": "Where recessed luminaires are installed in an accessible roof space, a permanent and legible warning sign shall be installed in the roof space adjacent to the access point, in a position that is visible to a person entering the space. The sign shall contain the words shown in Figure 4.10 with a minimum size of lettering of 10 mm." }, { "self_ref": "#/texts/5547", "parent": { "$ref": "#/groups/570" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 236, "bbox": { "l": 66.6, "t": 650.8922, "r": 513.6095999999999, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 162 ] } ], "orig": "Exception: Where all recessed luminaires installed in an accessible roof space are of either IC or IC-4 classification the warning sign is not required. *", "text": "Exception: Where all recessed luminaires installed in an accessible roof space are of either IC or IC-4 classification the warning sign is not required. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5548", "parent": { "$ref": "#/pictures/101" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 236, "bbox": { "l": 213.3599, "t": 566.2825829, "r": 374.26659579999995, "b": 530.921175, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "WARNING", "text": "WARNING", "level": 1 }, { "self_ref": "#/texts/5549", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 236, "bbox": { "l": 203.09788675999997, "t": 494.14492040000005, "r": 397.66966847999964, "b": 376.9718160678524, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 255 ] } ], "orig": "Recessed lights have been i nstalled in this roof space. To reduce the risk of fire DO NOT COVER the light fittings with thermal insulation or any other material unless in accordance with instructions provided by the light fitting or barrier manufacturer.", "text": "Recessed lights have been i nstalled in this roof space. To reduce the risk of fire DO NOT COVER the light fittings with thermal insulation or any other material unless in accordance with instructions provided by the light fitting or barrier manufacturer." }, { "self_ref": "#/texts/5550", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 236, "bbox": { "l": 103.439556, "t": 350.87719999999996, "r": 494.9029079999996, "b": 325.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "FIGURE 4.10 WORDING FOR WARNING SIGN TO BE INSTALLED IN ACCESSIBLE ROOF SPACES CONTAINING RECESSED LUMINAIRES", "text": "FIGURE 4.10 WORDING FOR WARNING SIGN TO BE INSTALLED IN ACCESSIBLE ROOF SPACES CONTAINING RECESSED LUMINAIRES" }, { "self_ref": "#/texts/5551", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 236, "bbox": { "l": 66.6, "t": 312.97219999999993, "r": 209.63880000000015, "b": 297.37051999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "4.5.2.3.3 Installation *", "text": "4.5.2.3.3 Installation *", "level": 1 }, { "self_ref": "#/texts/5552", "parent": { "$ref": "#/groups/571" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 236, "bbox": { "l": 85.08000000000001, "t": 292.94039999999995, "r": 513.6143999999998, "b": 265.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "(a) The following requirements shall be undertaken for the installation of recessed luminaires:", "text": "(a) The following requirements shall be undertaken for the installation of recessed luminaires:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5553", "parent": { "$ref": "#/groups/571" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 236, "bbox": { "l": 113.40000000000003, "t": 258.9204, "r": 513.706800000001, "b": 203.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 263 ] } ], "orig": "(i) Suitably designed and certified recessed luminaires have installation classifications and shall be marked accordingly. The manufacturer's instructions shall provide all details in regard to restrictions for installation in certain applications.", "text": "(i) Suitably designed and certified recessed luminaires have installation classifications and shall be marked accordingly. The manufacturer's instructions shall provide all details in regard to restrictions for installation in certain applications.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5554", "parent": { "$ref": "#/groups/571" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 236, "bbox": { "l": 113.4, "t": 196.94039999999995, "r": 513.6432000000005, "b": 85.56840000000011, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 504 ] } ], "orig": "(ii) In New Zealand only, unmarked light fittings shall be treated as 'Do-not-cover'. For these typical fittings, the installation method shall be to provide barriers [see method in Clause 4.5.2.3.1(b)(ii)] or clearances [see method in Clause 4.5.2.3.1(b)(iii)] during installation, so as to prevent contact with materials that may impede airflow (e.g. thermal insulation) or that may be affected by the high temperature (e.g. combustible building elements and insulation).", "text": "(ii) In New Zealand only, unmarked light fittings shall be treated as 'Do-not-cover'. For these typical fittings, the installation method shall be to provide barriers [see method in Clause 4.5.2.3.1(b)(ii)] or clearances [see method in Clause 4.5.2.3.1(b)(iii)] during installation, so as to prevent contact with materials that may impede airflow (e.g. thermal insulation) or that may be affected by the high temperature (e.g. combustible building elements and insulation).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5555", "parent": { "$ref": "#/pictures/102" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 236, "bbox": { "l": 519.6, "t": 195.53719999999998, "r": 537.8926800000002, "b": 183.28351999999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/5556", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 236, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5557", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 237, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/5558", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 237, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5559", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 237, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "233", "text": "233" }, { "self_ref": "#/texts/5560", "parent": { "$ref": "#/groups/572" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 237, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5561", "parent": { "$ref": "#/groups/573" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 237, "bbox": { "l": 113.4, "t": 751.9403, "r": 513.6096000000003, "b": 696.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 238 ] } ], "orig": "(iii) Where building insulation is already fitted and recessed luminaires are retrofitted, added or altered, precautions shall be taken during the installation of the luminaire so as not to compromise the safety of the installation.", "text": "(iii) Where building insulation is already fitted and recessed luminaires are retrofitted, added or altered, precautions shall be taken during the installation of the luminaire so as not to compromise the safety of the installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5562", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 237, "bbox": { "l": 141.78, "t": 692.8772, "r": 190.93965599999999, "b": 680.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/5563", "parent": { "$ref": "#/groups/574" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 237, "bbox": { "l": 141.78, "t": 676.85738, "r": 513.3223379999991, "b": 651.583616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "1 In New Zealand, under the New Zealand Building Code, building insulation is required.", "text": "1 In New Zealand, under the New Zealand Building Code, building insulation is required.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5564", "parent": { "$ref": "#/groups/574" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 237, "bbox": { "l": 141.78000000000003, "t": 647.8767680000001, "r": 513.3991979999995, "b": 596.623226, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 289 ] } ], "orig": "2 Instructions for insulation installers in relation to clearances from recessed luminaires and other types of electrical equipment that may be adversely affected by lack of cooling air circulation are included in AS 3999 in Australia and in New Zealand NZS 4246.", "text": "2 Instructions for insulation installers in relation to clearances from recessed luminaires and other types of electrical equipment that may be adversely affected by lack of cooling air circulation are included in AS 3999 in Australia and in New Zealand NZS 4246.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5565", "parent": { "$ref": "#/groups/574" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 237, "bbox": { "l": 113.4, "t": 589.9403, "r": 513.6360000000001, "b": 548.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "(iv) The presence of bulk thermal insulation, particularly over the rear of a ceiling-mounted recessed luminaire, can readily impair cooling air circulation.", "text": "(iv) The presence of bulk thermal insulation, particularly over the rear of a ceiling-mounted recessed luminaire, can readily impair cooling air circulation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5566", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 237, "bbox": { "l": 141.77999999999997, "t": 541.9403, "r": 513.6407999999999, "b": 458.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 319 ] } ], "orig": "Unless the recessed luminaire manufacturer specifies otherwise [see method in Clause 4.5.2.3.1(b)(i)] or the barrier is classified to permit insulation coverage [see method in Clause 4.5.2.3.1(b)(ii)], the space above the luminaire shall remain clear. This space is shown as dimension HCB in Figure 4.9.", "text": "Unless the recessed luminaire manufacturer specifies otherwise [see method in Clause 4.5.2.3.1(b)(i)] or the barrier is classified to permit insulation coverage [see method in Clause 4.5.2.3.1(b)(ii)], the space above the luminaire shall remain clear. This space is shown as dimension HCB in Figure 4.9." }, { "self_ref": "#/texts/5567", "parent": { "$ref": "#/groups/575" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 237, "bbox": { "l": 113.39999999999998, "t": 451.94029999999987, "r": 513.6168000000008, "b": 396.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 239 ] } ], "orig": "(v) Where clearances are to be applied [see method in Clause 4.5.2.3.1(b)(iii)] and bulk thermal insulation is not fixed in position, one of the following means shall be provided and secured in position to maintain the clearances:", "text": "(v) Where clearances are to be applied [see method in Clause 4.5.2.3.1(b)(iii)] and bulk thermal insulation is not fixed in position, one of the following means shall be provided and secured in position to maintain the clearances:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5568", "parent": { "$ref": "#/groups/575" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 237, "bbox": { "l": 141.78, "t": 389.9602999999998, "r": 392.6760000000003, "b": 376.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "(A) A barrier complying with AS/NZS 5110.", "text": "(A) A barrier complying with AS/NZS 5110.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5569", "parent": { "$ref": "#/groups/575" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 237, "bbox": { "l": 141.78, "t": 369.92029999999977, "r": 359.5152000000005, "b": 356.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "(B) A guard complying with AS 3999.", "text": "(B) A guard complying with AS 3999.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5570", "parent": { "$ref": "#/groups/575" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 237, "bbox": { "l": 141.78, "t": 349.94029999999975, "r": 488.63520000000085, "b": 336.54829999999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "(C) A barrier or guard constructed of fire-resistant materials.", "text": "(C) A barrier or guard constructed of fire-resistant materials.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5571", "parent": { "$ref": "#/groups/575" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 237, "bbox": { "l": 113.39999999999992, "t": 329.96029999999973, "r": 513.6167999999999, "b": 288.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 200 ] } ], "orig": "(vi) Unless the auxiliary equipment instructions permit otherwise, any auxiliary equipment operating at a high temperature shall be installed above any insulation as illustrated in Figure 4.9.", "text": "(vi) Unless the auxiliary equipment instructions permit otherwise, any auxiliary equipment operating at a high temperature shall be installed above any insulation as illustrated in Figure 4.9.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5572", "parent": { "$ref": "#/groups/575" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 237, "bbox": { "l": 113.39999999999998, "t": 281.96029999999973, "r": 513.6263999999999, "b": 254.5282999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "(vii) If the recessed luminaire is supplied with a detachable barrier, the complete luminaire, including its barrier, shall be installed.", "text": "(vii) If the recessed luminaire is supplied with a detachable barrier, the complete luminaire, including its barrier, shall be installed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5573", "parent": { "$ref": "#/groups/575" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 237, "bbox": { "l": 113.39999999999995, "t": 247.94029999999964, "r": 513.6671999999998, "b": 206.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 159 ] } ], "orig": "(viii) For recessed luminaires with lamps of wattage higher than 100 W, only the methods in Clause 4.5.2.3.1(b)(i) or 4.5.2.3.1(b)(iii), shall be used.", "text": "(viii) For recessed luminaires with lamps of wattage higher than 100 W, only the methods in Clause 4.5.2.3.1(b)(i) or 4.5.2.3.1(b)(iii), shall be used.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5574", "parent": { "$ref": "#/groups/575" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 237, "bbox": { "l": 113.39999999999998, "t": 199.94029999999975, "r": 513.6216000000004, "b": 130.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 292 ] } ], "orig": "(ix) Combustible materials shall be prevented from being in close proximity or contacting hot surfaces of the recessed luminaires. This includes structural timber which may be affected by pyrolysis which over a long exposure can result in increased susceptibility to ignition.", "text": "(ix) Combustible materials shall be prevented from being in close proximity or contacting hot surfaces of the recessed luminaires. This includes structural timber which may be affected by pyrolysis which over a long exposure can result in increased susceptibility to ignition.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5575", "parent": { "$ref": "#/pictures/103" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 237, "bbox": { "l": 519.1199, "t": 675.9572000000001, "r": 537.4125800000002, "b": 663.70352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/5576", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 237, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5577", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 238, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5578", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 238, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "234", "text": "234" }, { "self_ref": "#/texts/5579", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 238, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/5580", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 238, "bbox": { "l": 141.78, "t": 745.9403, "r": 513.6348000000007, "b": 662.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 370 ] } ], "orig": "Where extraneous material, such as leaves, vermin debris or combustible materials stored in a roof space, are present in proximity to the recessed luminaire, the precautions shall include the use of a suitably designed and certified recessed luminaire [see method in Clause 4.5.2.3.1(b)(i)] or a barrier [see method in Clause 4.5.2.3.1(b)(ii)].", "text": "Where extraneous material, such as leaves, vermin debris or combustible materials stored in a roof space, are present in proximity to the recessed luminaire, the precautions shall include the use of a suitably designed and certified recessed luminaire [see method in Clause 4.5.2.3.1(b)(i)] or a barrier [see method in Clause 4.5.2.3.1(b)(ii)]." }, { "self_ref": "#/texts/5581", "parent": { "$ref": "#/groups/576" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 238, "bbox": { "l": 113.40000000000003, "t": 655.9403, "r": 513.6023999999996, "b": 600.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 247 ] } ], "orig": "(x) Bulk thermal insulation may also be retrofitted, added or altered, in which case precautions shall be applied by the insulation installer, where recessed luminaires are present, or the luminaire installer, where insulation is present.", "text": "(x) Bulk thermal insulation may also be retrofitted, added or altered, in which case precautions shall be applied by the insulation installer, where recessed luminaires are present, or the luminaire installer, where insulation is present.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5582", "parent": { "$ref": "#/groups/576" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 238, "bbox": { "l": 85.08000000000004, "t": 593.9603, "r": 513.6408000000011, "b": 566.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "(b) The following precautions should be considered for the installation of recessed luminaires:", "text": "(b) The following precautions should be considered for the installation of recessed luminaires:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5583", "parent": { "$ref": "#/groups/576" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 238, "bbox": { "l": 113.40000000000003, "t": 559.9403, "r": 513.6288000000004, "b": 504.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 259 ] } ], "orig": "(i) The heat generated from lamps should be dissipated in order to prevent overtemperature damage to the luminaire or to adjacent materials. Cooling air circulation through or around the equipment is a requirement for the typical range of recessed luminaires.", "text": "(i) The heat generated from lamps should be dissipated in order to prevent overtemperature damage to the luminaire or to adjacent materials. Cooling air circulation through or around the equipment is a requirement for the typical range of recessed luminaires.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5584", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 238, "bbox": { "l": 141.77999999999994, "t": 497.96029999999996, "r": 513.6300000000008, "b": 428.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 250 ] } ], "orig": "AS/NZS 60598.1, AS/NZS 60598.2 and AS/NZS 5110 detail the test method and the maximum surface temperatures permitted for recessed luminaires or barriers. Those standards permit a maximum temperature of adjacent materials to be no more than 90°C.", "text": "AS/NZS 60598.1, AS/NZS 60598.2 and AS/NZS 5110 detail the test method and the maximum surface temperatures permitted for recessed luminaires or barriers. Those standards permit a maximum temperature of adjacent materials to be no more than 90°C." }, { "self_ref": "#/texts/5585", "parent": { "$ref": "#/groups/577" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 238, "bbox": { "l": 113.39999999999998, "t": 421.94029999999987, "r": 513.6456000000003, "b": 366.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 230 ] } ], "orig": "(ii) Under National Construction Code requirements, bulk thermal insulation is prevalent in modern building construction within roofs, ceilings, walls and floors depending on the type of building and its climate zone.", "text": "(ii) Under National Construction Code requirements, bulk thermal insulation is prevalent in modern building construction within roofs, ceilings, walls and floors depending on the type of building and its climate zone.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5586", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 238, "bbox": { "l": 141.77999999999994, "t": 359.9602999999998, "r": 513.5952000000004, "b": 304.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 265 ] } ], "orig": "AS 3999 (in Australia) and NZS 4246 (in New Zealand) include instructions for insulation installers in relation to clearances from recessed luminaires and other types of electrical equipment that may be adversely affected by lack of cooling air circulation.", "text": "AS 3999 (in Australia) and NZS 4246 (in New Zealand) include instructions for insulation installers in relation to clearances from recessed luminaires and other types of electrical equipment that may be adversely affected by lack of cooling air circulation." }, { "self_ref": "#/texts/5587", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 238, "bbox": { "l": 85.07999999999998, "t": 297.92029999999977, "r": 360.26280000000037, "b": 284.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "4.5.2.3.4 Classifications of recessed luminaires", "text": "4.5.2.3.4 Classifications of recessed luminaires", "level": 1 }, { "self_ref": "#/texts/5588", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 238, "bbox": { "l": 85.07999999999998, "t": 277.94029999999975, "r": 513.6192000000011, "b": 250.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "Recessed luminaires are classified as follows by AS/NZS 60598.2.2:2016, Appendix ZZ:", "text": "Recessed luminaires are classified as follows by AS/NZS 60598.2.2:2016, Appendix ZZ:" }, { "self_ref": "#/texts/5589", "parent": { "$ref": "#/groups/578" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 238, "bbox": { "l": 85.07999999999998, "t": 243.92029999999977, "r": 513.7440000000007, "b": 188.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 223 ] } ], "orig": "(a) Non-IC luminaire A recessed luminaire that cannot be abutted against or covered by normally flammable materials or used in installations where building insulation or debris are, or may be, present in normal use.", "text": "(a) Non-IC luminaire A recessed luminaire that cannot be abutted against or covered by normally flammable materials or used in installations where building insulation or debris are, or may be, present in normal use.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5590", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 238, "bbox": { "l": 113.45999999999995, "t": 181.94029999999975, "r": 513.5723999999997, "b": 154.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "Non-IC luminaires shall not be installed in residential installations. Refer to Clause 4.5.2.3.5.", "text": "Non-IC luminaires shall not be installed in residential installations. Refer to Clause 4.5.2.3.5." }, { "self_ref": "#/texts/5591", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 238, "bbox": { "l": 113.45999999999995, "t": 147.92029999999977, "r": 513.590400000001, "b": 120.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "Non-IC luminaires complying with AS/NZS 60598.2.2 are marked with the symbol shown in Figure 4.11.", "text": "Non-IC luminaires complying with AS/NZS 60598.2.2 are marked with the symbol shown in Figure 4.11." }, { "self_ref": "#/texts/5592", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 238, "bbox": { "l": 66.6, "t": 299.8923, "r": 76.24480199999999, "b": 284.29062, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/5593", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 238, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5594", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 239, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5595", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 239, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "235", "text": "235" }, { "self_ref": "#/texts/5596", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 239, "bbox": { "l": 210.36, "t": 623.8772, "r": 388.0449480000001, "b": 611.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "FIGURE 4.11 NON-IC SYMBOL", "text": "FIGURE 4.11 NON-IC SYMBOL", "level": 1 }, { "self_ref": "#/texts/5597", "parent": { "$ref": "#/groups/579" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 239, "bbox": { "l": 85.08, "t": 599.0003, "r": 513.6587999999999, "b": 543.6083, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 253 ] } ], "orig": "(b) Do-not-cover luminaire A recessed luminaire that can be used where normally flammable materials, including building insulation, are, or may be, present, but cannot be abutted against any material and cannot be covered in normal use.", "text": "(b) Do-not-cover luminaire A recessed luminaire that can be used where normally flammable materials, including building insulation, are, or may be, present, but cannot be abutted against any material and cannot be covered in normal use.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5598", "parent": { "$ref": "#/pictures/105" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 239, "bbox": { "l": 517.9199, "t": 536.7572, "r": 536.2125800000001, "b": 524.50352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/5599", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 239, "bbox": { "l": 113.45999999999998, "t": 536.9603000000001, "r": 513.5760000000006, "b": 509.58830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "In New Zealand only, 'Do-not-cover' luminaires shall not be installed in residential installations. Refer to Clause 4.5.2.3.5.", "text": "In New Zealand only, 'Do-not-cover' luminaires shall not be installed in residential installations. Refer to Clause 4.5.2.3.5." }, { "self_ref": "#/texts/5600", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 239, "bbox": { "l": 113.45999999999992, "t": 503.00030000000004, "r": 513.5784000000004, "b": 475.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "'Do-not-cover' luminaires complying with AS/NZS 60598.2.2 are marked with the symbol shown in Figure 4.12.", "text": "'Do-not-cover' luminaires complying with AS/NZS 60598.2.2 are marked with the symbol shown in Figure 4.12." }, { "self_ref": "#/texts/5601", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 239, "bbox": { "l": 185.94, "t": 366.8972, "r": 412.5188879999999, "b": 354.64352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "FIGURE 4.12 DO-NOT-COVER SYMBOL", "text": "FIGURE 4.12 DO-NOT-COVER SYMBOL", "level": 1 }, { "self_ref": "#/texts/5602", "parent": { "$ref": "#/groups/580" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 239, "bbox": { "l": 85.08, "t": 341.9603, "r": 513.6840000000008, "b": 286.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 289 ] } ], "orig": "(c) CA90 luminaire A recessed luminaire that can be abutted against normally flammable materials, including building insulation, but cannot be covered in normal use. Building elements, building insulation or debris have limited access to the heated parts of the luminaire.", "text": "(c) CA90 luminaire A recessed luminaire that can be abutted against normally flammable materials, including building insulation, but cannot be covered in normal use. Building elements, building insulation or debris have limited access to the heated parts of the luminaire.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5603", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 239, "bbox": { "l": 113.45999999999998, "t": 279.98029999999994, "r": 513.5555999999997, "b": 252.60829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "CA90 luminaires complying with AS/NZS 60598.2.2 are marked with the symbol shown in Figure 4.13.", "text": "CA90 luminaires complying with AS/NZS 60598.2.2 are marked with the symbol shown in Figure 4.13." }, { "self_ref": "#/texts/5604", "parent": { "$ref": "#/pictures/107" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 239, "bbox": { "l": 216.48, "t": 121.91719999999998, "r": 381.97385399999956, "b": 109.66352000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "FIGURE 4.13 CA90 SYMBOL", "text": "FIGURE 4.13 CA90 SYMBOL" }, { "self_ref": "#/texts/5605", "parent": { "$ref": "#/pictures/107" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 239, "bbox": { "l": 290.4447, "t": 229.34056480000004, "r": 304.51366337, "b": 216.13492280000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "90", "text": "90" }, { "self_ref": "#/texts/5606", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 239, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/5607", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 239, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5608", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 240, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/5609", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 240, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5610", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 240, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "236", "text": "236" }, { "self_ref": "#/texts/5611", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 240, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/5612", "parent": { "$ref": "#/groups/582" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 240, "bbox": { "l": 85.08, "t": 745.9403, "r": 513.7272000000004, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 309 ] } ], "orig": "(d) CA135 luminaire (New Zealand only) A recessed luminaire that can be abutted against normally flammable materials, including building insulation, but cannot be covered in normal use. Building elements, building insulation or debris have some access to the heated parts of the luminaire.", "text": "(d) CA135 luminaire (New Zealand only) A recessed luminaire that can be abutted against normally flammable materials, including building insulation, but cannot be covered in normal use. Building elements, building insulation or debris have some access to the heated parts of the luminaire.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5613", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 240, "bbox": { "l": 113.46000000000004, "t": 669.9203, "r": 513.5808000000004, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 118 ] } ], "orig": "In New Zealand only, CA135 luminaires complying with AS/NZS 60598.2.2 are marked with the symbol shown in Figure 4.14.", "text": "In New Zealand only, CA135 luminaires complying with AS/NZS 60598.2.2 are marked with the symbol shown in Figure 4.14." }, { "self_ref": "#/texts/5614", "parent": { "$ref": "#/pictures/108" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 240, "bbox": { "l": 213.24, "t": 503.87719999999996, "r": 385.16703599999977, "b": 491.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "FIGURE 4.14 CA135 SYMBOL", "text": "FIGURE 4.14 CA135 SYMBOL" }, { "self_ref": "#/texts/5615", "parent": { "$ref": "#/pictures/108" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 240, "bbox": { "l": 287.212, "t": 618.0892648, "r": 307.74560429999997, "b": 604.8836228, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "135", "text": "135" }, { "self_ref": "#/texts/5616", "parent": { "$ref": "#/groups/583" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 240, "bbox": { "l": 85.08, "t": 479.00030000000004, "r": 513.6504000000001, "b": 423.6083, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 262 ] } ], "orig": "(e) IC luminaire A recessed luminaire that can be abutted against normally flammable materials, including building insulation, and can be covered in normal use. Building elements, building insulation or debris have access to the heated parts of the luminaire.", "text": "(e) IC luminaire A recessed luminaire that can be abutted against normally flammable materials, including building insulation, and can be covered in normal use. Building elements, building insulation or debris have access to the heated parts of the luminaire.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5617", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 240, "bbox": { "l": 113.46000000000004, "t": 416.96029999999996, "r": 513.5604000000005, "b": 389.58829999999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "IC luminaires complying with AS/NZS 60598.2.2 are marked with the symbol shown in Figure 4.15.", "text": "IC luminaires complying with AS/NZS 60598.2.2 are marked with the symbol shown in Figure 4.15." }, { "self_ref": "#/texts/5618", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 240, "bbox": { "l": 225.0, "t": 250.85720000000003, "r": 373.41885599999983, "b": 238.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "FIGURE 4.15 IC SYMBOL", "text": "FIGURE 4.15 IC SYMBOL", "level": 1 }, { "self_ref": "#/texts/5619", "parent": { "$ref": "#/groups/584" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 240, "bbox": { "l": 85.08, "t": 225.98029999999994, "r": 513.6168000000004, "b": 114.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 525 ] } ], "orig": "(f) IC-4 luminaire A recessed luminaire that can be abutted against normally flammable materials, including building insulation, and can be covered in normal use. Building elements, building insulation or debris have restricted access to the heated parts of the luminaire. This classification of recessed luminaire is effectively a sealed unit that has a restricted flow of air between the habitable room the luminaire emits light into and the void/space where the main body of the luminaire is located.", "text": "(f) IC-4 luminaire A recessed luminaire that can be abutted against normally flammable materials, including building insulation, and can be covered in normal use. Building elements, building insulation or debris have restricted access to the heated parts of the luminaire. This classification of recessed luminaire is effectively a sealed unit that has a restricted flow of air between the habitable room the luminaire emits light into and the void/space where the main body of the luminaire is located.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5620", "parent": { "$ref": "#/pictures/110" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 240, "bbox": { "l": 518.46, "t": 744.9803, "r": 538.416, "b": 731.5883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/5621", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 240, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5622", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 241, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/5623", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 241, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5624", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 241, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "237", "text": "237" }, { "self_ref": "#/texts/5625", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 241, "bbox": { "l": 42.54, "t": 487.6253, "r": 56.62050000000001, "b": 477.5813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/5626", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 241, "bbox": { "l": 42.54, "t": 367.02529999999996, "r": 56.62050000000001, "b": 356.9813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/5627", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 241, "bbox": { "l": 42.54, "t": 269.5253, "r": 56.62050000000001, "b": 259.4812999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/5628", "parent": { "$ref": "#/groups/585" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 241, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5629", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 241, "bbox": { "l": 113.45999999999992, "t": 751.9403, "r": 513.5843999999998, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "IC-4 luminaires complying with AS/NZS 60598.2.2 are marked with the symbol shown in Figure 4.16.", "text": "IC-4 luminaires complying with AS/NZS 60598.2.2 are marked with the symbol shown in Figure 4.16." }, { "self_ref": "#/texts/5630", "parent": { "$ref": "#/pictures/111" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 241, "bbox": { "l": 285.029, "t": 707.7517904, "r": 309.8672533299999, "b": 697.2325244, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "IC-4", "text": "IC-4" }, { "self_ref": "#/texts/5631", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 241, "bbox": { "l": 219.84, "t": 585.8372, "r": 378.6140939999995, "b": 573.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "FIGURE 4.16 IC-4 SYMBOL", "text": "FIGURE 4.16 IC-4 SYMBOL", "level": 1 }, { "self_ref": "#/texts/5632", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 241, "bbox": { "l": 85.08, "t": 560.9003, "r": 373.7160000000007, "b": 547.5083, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "4.5.2.3.5 Requirements for specific classifications", "text": "4.5.2.3.5 Requirements for specific classifications", "level": 1 }, { "self_ref": "#/texts/5633", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 241, "bbox": { "l": 85.08000000000001, "t": 540.9203, "r": 513.6791999999999, "b": 513.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "Recessed luminaires of classifications compliant to Appendix ZZ of AS/NZS 60598.2.2 shall be installed as per the following:", "text": "Recessed luminaires of classifications compliant to Appendix ZZ of AS/NZS 60598.2.2 shall be installed as per the following:" }, { "self_ref": "#/texts/5634", "parent": { "$ref": "#/groups/586" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 241, "bbox": { "l": 85.07999999999998, "t": 506.90029999999996, "r": 210.88799999999986, "b": 493.50829999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "(a) In Australia only:", "text": "(a) In Australia only:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5635", "parent": { "$ref": "#/groups/586" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 241, "bbox": { "l": 113.39999999999998, "t": 486.92029999999994, "r": 513.6791999999997, "b": 459.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "(i) In residential installations, only Do-not-cover, CA90, IC or IC-4 luminaires shall be installed.", "text": "(i) In residential installations, only Do-not-cover, CA90, IC or IC-4 luminaires shall be installed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5636", "parent": { "$ref": "#/groups/586" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 241, "bbox": { "l": 113.39999999999998, "t": 452.9002999999999, "r": 513.6551999999995, "b": 425.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "(ii) In non-residential installations, only Non-IC, Do-not-cover, CA90, IC or IC-4 luminaires shall be installed.", "text": "(ii) In non-residential installations, only Non-IC, Do-not-cover, CA90, IC or IC-4 luminaires shall be installed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5637", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 241, "bbox": { "l": 113.45999999999992, "t": 418.94029999999987, "r": 513.6312000000005, "b": 391.50829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "CA135 luminaires shall not be installed in residential or non-residential installations.", "text": "CA135 luminaires shall not be installed in residential or non-residential installations." }, { "self_ref": "#/texts/5638", "parent": { "$ref": "#/groups/587" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 241, "bbox": { "l": 85.07999999999993, "t": 384.9202999999998, "r": 235.4735999999999, "b": 371.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "(b) In New Zealand only:", "text": "(b) In New Zealand only:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5639", "parent": { "$ref": "#/groups/587" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 241, "bbox": { "l": 113.39999999999992, "t": 364.9402999999998, "r": 513.6263999999996, "b": 337.5082999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "(i) In residential installations, only CA90, CA135, IC or IC-4 luminaires shall be installed.", "text": "(i) In residential installations, only CA90, CA135, IC or IC-4 luminaires shall be installed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5640", "parent": { "$ref": "#/groups/587" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 241, "bbox": { "l": 113.39999999999992, "t": 330.92029999999977, "r": 513.6551999999994, "b": 303.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "(ii) In non-residential installations, only Non-IC, Do-not-cover, CA90, CA135, IC or IC-4 luminaires shall be installed.", "text": "(ii) In non-residential installations, only Non-IC, Do-not-cover, CA90, CA135, IC or IC-4 luminaires shall be installed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5641", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 241, "bbox": { "l": 96.41999999999999, "t": 299.81719999999996, "r": 513.3360899999989, "b": 274.603826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 151 ] } ], "orig": "NOTE: Table 4.3 provides information and guidance on the classifications, symbols, applications and general restrictions on recessed luminaires.", "text": "NOTE: Table 4.3 provides information and guidance on the classifications, symbols, applications and general restrictions on recessed luminaires." }, { "self_ref": "#/texts/5642", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 241, "bbox": { "l": 85.07999999999998, "t": 267.9204, "r": 513.6828, "b": 212.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 225 ] } ], "orig": "Exception: Luminaires of classes specified by Amendment A to AS/NZS 60598.2.2:2001, and labelled accordingly, may be installed as if they were classified under Appendix ZZ of AS/NZS 60598.2.2:2016 edition, as follows:", "text": "Exception: Luminaires of classes specified by Amendment A to AS/NZS 60598.2.2:2001, and labelled accordingly, may be installed as if they were classified under Appendix ZZ of AS/NZS 60598.2.2:2016 edition, as follows:" }, { "self_ref": "#/texts/5643", "parent": { "$ref": "#/groups/588" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 241, "bbox": { "l": 85.08000000000004, "t": 205.94040000000007, "r": 298.58280000000013, "b": 192.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "(a) CA 80 may be treated as CA 90.", "text": "(a) CA 80 may be treated as CA 90.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5644", "parent": { "$ref": "#/groups/588" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 241, "bbox": { "l": 85.08000000000004, "t": 185.9004, "r": 312.57000000000033, "b": 172.50840000000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "(b) CA 135 may be treated as CA 135.", "text": "(b) CA 135 may be treated as CA 135.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5645", "parent": { "$ref": "#/groups/588" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 241, "bbox": { "l": 85.08000000000004, "t": 165.9204000000001, "r": 254.04, "b": 152.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "(c) IC may be treated as IC.", "text": "(c) IC may be treated as IC.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5646", "parent": { "$ref": "#/groups/588" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 241, "bbox": { "l": 85.08000000000004, "t": 145.94040000000007, "r": 273.5951999999999, "b": 132.54840000000013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "(d) IC-F may be treated as IC-4.", "text": "(d) IC-F may be treated as IC-4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5647", "parent": { "$ref": "#/pictures/112" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 241, "bbox": { "l": 522.0599, "t": 507.05719999999997, "r": 533.33087, "b": 494.80352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/5648", "parent": { "$ref": "#/pictures/113" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 241, "bbox": { "l": 518.46, "t": 384.8603, "r": 538.416, "b": 371.4683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/5649", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 241, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5650", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 242, "bbox": { "l": 55.09150000000001, "t": 310.939970703125, "r": 65.13550000000001, "b": 252.1951707031252, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5651", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 242, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5652", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 242, "bbox": { "l": 785.915818, "t": 540.860084703125, "r": 797.098138, "b": 445.989722703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5653", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 242, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "238", "text": "238" }, { "self_ref": "#/texts/5654", "parent": { "$ref": "#/tables/35" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 242, "bbox": { "l": 69.8905, "t": 503.77997070312506, "r": 748.8048999999996, "b": 468.130190703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "TABLE 4.3 GUIDE TO RECESSED LUMINAIRE CLASSIFICATION, APPLICATION AND GENERAL RESTRICTIONS ON USE *", "text": "TABLE 4.3 GUIDE TO RECESSED LUMINAIRE CLASSIFICATION, APPLICATION AND GENERAL RESTRICTIONS ON USE *" }, { "self_ref": "#/texts/5655", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 242, "bbox": { "l": 700.3705, "t": 152.7793707031251, "r": 753.826324, "b": 142.1996907031251, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "( continued )", "text": "( continued )" }, { "self_ref": "#/texts/5656", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 243, "bbox": { "l": 50.77150000000001, "t": 313.519970703125, "r": 60.81550000000002, "b": 254.77517070312518, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5657", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 243, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5658", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 243, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "239", "text": "239" }, { "self_ref": "#/texts/5659", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 243, "bbox": { "l": 785.915818, "t": 145.3396227031251, "r": 797.098138, "b": 50.469260703125656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5660", "parent": { "$ref": "#/tables/36" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 243, "bbox": { "l": 347.6305, "t": 520.459970703125, "r": 491.4865, "b": 507.067970703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "TABLE 4.3 ( continued )", "text": "TABLE 4.3 ( continued )" }, { "self_ref": "#/texts/5661", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 243, "bbox": { "l": 700.3705, "t": 127.69937070312506, "r": 753.826324, "b": 117.11969070312506, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "( continued )", "text": "( continued )" }, { "self_ref": "#/texts/5662", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 244, "bbox": { "l": 55.09150000000001, "t": 310.939970703125, "r": 65.13550000000001, "b": 252.1951707031252, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5663", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 244, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5664", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 244, "bbox": { "l": 785.915818, "t": 540.860084703125, "r": 797.098138, "b": 445.989722703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5665", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 244, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "240", "text": "240" }, { "self_ref": "#/texts/5666", "parent": { "$ref": "#/tables/37" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 244, "bbox": { "l": 347.3305, "t": 526.459970703125, "r": 491.1864999999999, "b": 513.067970703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "TABLE 4.3 ( continued )", "text": "TABLE 4.3 ( continued )" }, { "self_ref": "#/texts/5667", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 244, "bbox": { "l": 700.3705, "t": 162.73937070312508, "r": 753.826324, "b": 152.15969070312508, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "( continued )", "text": "( continued )" }, { "self_ref": "#/texts/5668", "parent": { "$ref": "#/pictures/114" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 244, "bbox": { "l": 760.3705, "t": 437.17997070312504, "r": 780.3265, "b": 423.78797070312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/5669", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 245, "bbox": { "l": 50.77150000000001, "t": 313.519970703125, "r": 60.81550000000002, "b": 254.77517070312518, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5670", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 245, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5671", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 245, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "241", "text": "241" }, { "self_ref": "#/texts/5672", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 245, "bbox": { "l": 785.915818, "t": 145.3396227031251, "r": 797.098138, "b": 50.469260703125656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5673", "parent": { "$ref": "#/tables/38" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 245, "bbox": { "l": 348.2905, "t": 520.459970703125, "r": 492.14649999999995, "b": 507.067970703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "TABLE 4.3 ( continued )", "text": "TABLE 4.3 ( continued )" }, { "self_ref": "#/texts/5674", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 245, "bbox": { "l": 700.3705, "t": 121.2193707031251, "r": 753.826324, "b": 110.6396907031251, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "( continued )", "text": "( continued )" }, { "self_ref": "#/texts/5675", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 246, "bbox": { "l": 55.09150000000001, "t": 310.939970703125, "r": 65.13550000000001, "b": 252.1951707031252, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5676", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 246, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5677", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 246, "bbox": { "l": 785.915818, "t": 540.860084703125, "r": 797.098138, "b": 445.989722703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5678", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 246, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "242", "text": "242" }, { "self_ref": "#/texts/5679", "parent": { "$ref": "#/tables/39" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 246, "bbox": { "l": 349.0106, "t": 526.459970703125, "r": 492.86659999999995, "b": 513.0679707031251, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "TABLE 4.3 ( continued )", "text": "TABLE 4.3 ( continued )" }, { "self_ref": "#/texts/5680", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 246, "bbox": { "l": 90.65050000000001, "t": 347.30807070312494, "r": 135.54611200000005, "b": 336.125750703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/5681", "parent": { "$ref": "#/groups/589" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 246, "bbox": { "l": 90.65050000000001, "t": 331.28809470312507, "r": 465.9816640000002, "b": 320.105774703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "1 May be abutted against normally flammable building elements or insulation.", "text": "1 May be abutted against normally flammable building elements or insulation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5682", "parent": { "$ref": "#/groups/589" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 246, "bbox": { "l": 90.65050000000001, "t": 315.32823870312507, "r": 509.3672620000005, "b": 304.145918703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "2 Intended and tested to be used under building insulation as part of normal operation.", "text": "2 Intended and tested to be used under building insulation as part of normal operation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5683", "parent": { "$ref": "#/groups/589" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 246, "bbox": { "l": 90.65050000000001, "t": 299.3082627031251, "r": 476.0116840000001, "b": 288.125942703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 80 ] } ], "orig": "3 May be used where building insulation may be installed (now or in the future).", "text": "3 May be used where building insulation may be installed (now or in the future).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5684", "parent": { "$ref": "#/groups/589" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 246, "bbox": { "l": 90.65050000000001, "t": 283.2882867031251, "r": 531.7739859999997, "b": 272.10596670312503, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "4 Classification and probe to determine access of insulation, etc. to high temperature parts.", "text": "4 Classification and probe to determine access of insulation, etc. to high temperature parts.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5685", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 247, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/5686", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 247, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5687", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 247, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "243", "text": "243" }, { "self_ref": "#/texts/5688", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 247, "bbox": { "l": 85.08, "t": 745.9403, "r": 247.66560000000018, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "4.5.2.4 Suspended ceilings", "text": "4.5.2.4 Suspended ceilings", "level": 1 }, { "self_ref": "#/texts/5689", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 247, "bbox": { "l": 85.08000000000001, "t": 725.9603, "r": 421.6284000000001, "b": 712.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "Luminaires that are supported by a ceiling panel shall not-", "text": "Luminaires that are supported by a ceiling panel shall not-" }, { "self_ref": "#/texts/5690", "parent": { "$ref": "#/groups/590" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 247, "bbox": { "l": 85.08000000000001, "t": 705.9203, "r": 513.5700000000019, "b": 678.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "(a) present a mechanical loading that exceeds the capacity of the ceiling panel; and", "text": "(a) present a mechanical loading that exceeds the capacity of the ceiling panel; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5691", "parent": { "$ref": "#/groups/590" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 247, "bbox": { "l": 85.08000000000001, "t": 671.9603, "r": 513.6720000000015, "b": 644.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 127 ] } ], "orig": "(b) operate at a temperature that would cause deformation, discolouration or other forms of deterioration of the ceiling panel.", "text": "(b) operate at a temperature that would cause deformation, discolouration or other forms of deterioration of the ceiling panel.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5692", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 247, "bbox": { "l": 96.42, "t": 640.8572, "r": 513.3833039999994, "b": 602.623742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 189 ] } ], "orig": "NOTE: AS/NZS 2785 states that rigid infill panels or independent supports may be required for some panels. Refer to manufacturer's information for limitations on particular ceiling systems.", "text": "NOTE: AS/NZS 2785 states that rigid infill panels or independent supports may be required for some panels. Refer to manufacturer's information for limitations on particular ceiling systems." }, { "self_ref": "#/texts/5693", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 247, "bbox": { "l": 65.1, "t": 587.9603, "r": 219.2003999999999, "b": 572.29062, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "4.6 SMOKE ALARMS *", "text": "4.6 SMOKE ALARMS *", "level": 1 }, { "self_ref": "#/texts/5694", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 247, "bbox": { "l": 85.07999999999998, "t": 567.9203, "r": 513.6264000000007, "b": 526.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 179 ] } ], "orig": "National building codes and state legislation have requirements for installation of smoke alarms including location, number required and interconnection for alarm purposes.", "text": "National building codes and state legislation have requirements for installation of smoke alarms including location, number required and interconnection for alarm purposes." }, { "self_ref": "#/texts/5695", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 247, "bbox": { "l": 85.07999999999998, "t": 519.9202999999999, "r": 513.5736, "b": 478.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 173 ] } ], "orig": "Where mains-powered smoke alarms are fitted, such alarms may be directly connected to the lighting final subcircuit or to an individual final subcircuit.", "text": "Where mains-powered smoke alarms are fitted, such alarms may be directly connected to the lighting final subcircuit or to an individual final subcircuit." }, { "self_ref": "#/texts/5696", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 247, "bbox": { "l": 96.42, "t": 474.8372, "r": 145.63345799999996, "b": 462.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/5697", "parent": { "$ref": "#/groups/591" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 247, "bbox": { "l": 96.42, "t": 458.876672, "r": 513.3042479999993, "b": 420.582824, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 232 ] } ], "orig": "1 Use of the lighting final subcircuit provides indication that the mains power supply is available, as a loss of supply to smoke alarms in an electrical installation would be indicated by the non-operation of lighting.", "text": "1 Use of the lighting final subcircuit provides indication that the mains power supply is available, as a loss of supply to smoke alarms in an electrical installation would be indicated by the non-operation of lighting.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5698", "parent": { "$ref": "#/groups/591" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 247, "bbox": { "l": 96.42, "t": 416.875976, "r": 513.320717999999, "b": 391.602212, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "2 Smoke alarms are not considered to be safety services for the purposes of this Standard.", "text": "2 Smoke alarms are not considered to be safety services for the purposes of this Standard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5699", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 247, "bbox": { "l": 85.08, "t": 376.94030000000004, "r": 260.4216000000002, "b": 363.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "4.7 COOKING APPLIANCES", "text": "4.7 COOKING APPLIANCES", "level": 1 }, { "self_ref": "#/texts/5700", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 247, "bbox": { "l": 85.08, "t": 356.9603, "r": 229.7952000000002, "b": 343.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "4.7.1 Switching device", "text": "4.7.1 Switching device", "level": 1 }, { "self_ref": "#/texts/5701", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 247, "bbox": { "l": 85.07999999999998, "t": 336.9203, "r": 513.6240000000009, "b": 267.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 348 ] } ], "orig": "A circuit for a fixed or stationary cooking appliance having an open cooking surface incorporating electric heating, e.g. a cooktop, deep fat fryer, barbecue griddle or similar, shall be provided with a switch, operating in all active conductors, mounted near the appliance in a visible and readily accessible position.", "text": "A circuit for a fixed or stationary cooking appliance having an open cooking surface incorporating electric heating, e.g. a cooktop, deep fat fryer, barbecue griddle or similar, shall be provided with a switch, operating in all active conductors, mounted near the appliance in a visible and readily accessible position." }, { "self_ref": "#/texts/5702", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 247, "bbox": { "l": 96.42, "t": 263.8772, "r": 513.3240119999994, "b": 238.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "NOTE: This requirement need not apply to enclosed cooking appliances, such as built-in ovens and microwave ovens.", "text": "NOTE: This requirement need not apply to enclosed cooking appliances, such as built-in ovens and microwave ovens." }, { "self_ref": "#/texts/5703", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 247, "bbox": { "l": 85.07999999999998, "t": 231.9203, "r": 533.93097, "b": 190.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 212 ] } ], "orig": "In Australia only, where the appliance has an open cooking surface incorporating both gas and electric cooking, the switching device shall operate in all live (active and neutral) conductors. A", "text": "In Australia only, where the appliance has an open cooking surface incorporating both gas and electric cooking, the switching device shall operate in all live (active and neutral) conductors. A" }, { "self_ref": "#/texts/5704", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 247, "bbox": { "l": 85.07999999999998, "t": 184.2803, "r": 538.416, "b": 142.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 197 ] } ], "orig": "In New Zealand only, where the appliance has an open cooking surface incorporating both gas and electric cooking, the switching device shall operate in all active conductors. NZ", "text": "In New Zealand only, where the appliance has an open cooking surface incorporating both gas and electric cooking, the switching device shall operate in all active conductors. NZ" }, { "self_ref": "#/texts/5705", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 247, "bbox": { "l": 85.07999999999998, "t": 135.9203, "r": 513.6384000000011, "b": 108.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "A single switch is permissible for the control of associated cooking appliances that are in the same room.", "text": "A single switch is permissible for the control of associated cooking appliances that are in the same room." }, { "self_ref": "#/texts/5706", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 247, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5707", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 247, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5708", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 248, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/5709", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 248, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5710", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 248, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/5711", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 248, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "244", "text": "244", "level": 1 }, { "self_ref": "#/texts/5712", "parent": { "$ref": "#/groups/592" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 248, "bbox": { "l": 66.48, "t": 751.9403, "r": 416.91119999999984, "b": 735.43052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "The switch shall not be mounted on the cooking appliance. *", "text": "The switch shall not be mounted on the cooking appliance. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5713", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 248, "bbox": { "l": 96.42, "t": 734.8772, "r": 483.9063959999992, "b": 722.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "NOTE: The switch should be mounted within 2 m of the cooking appliance.", "text": "NOTE: The switch should be mounted within 2 m of the cooking appliance." }, { "self_ref": "#/texts/5714", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 248, "bbox": { "l": 85.07999999999998, "t": 715.9403, "r": 513.6864000000006, "b": 688.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "The switch shall not be mounted in such a position that the user must reach across the open cooking surface to operate it.", "text": "The switch shall not be mounted in such a position that the user must reach across the open cooking surface to operate it." }, { "self_ref": "#/texts/5715", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 248, "bbox": { "l": 85.07999999999998, "t": 681.9203, "r": 513.6024000000002, "b": 640.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 209 ] } ], "orig": "Switches for cooking appliances, including the combined gas/electric cooking appliances specified in Clause 4.18.1, shall not be installed in the prohibited location specified in Clause 4.7.3 and Figure 4.17.", "text": "Switches for cooking appliances, including the combined gas/electric cooking appliances specified in Clause 4.18.1, shall not be installed in the prohibited location specified in Clause 4.7.3 and Figure 4.17." }, { "self_ref": "#/texts/5716", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 248, "bbox": { "l": 85.07999999999998, "t": 633.9203, "r": 431.21519999999964, "b": 620.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "Switches shall be marked to identify the appliance controlled.", "text": "Switches shall be marked to identify the appliance controlled." }, { "self_ref": "#/texts/5717", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 248, "bbox": { "l": 85.07999999999993, "t": 613.9403, "r": 513.6179999999996, "b": 544.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 336 ] } ], "orig": "Exception: Where an electric cooking surface is installed in a public park or other open area, to prevent damage by vandalism, the switch may be installed under a lockable cover that is located so that it is able to be operated as required for servicing and maintenance purposes of the cooking surface.", "text": "Exception: Where an electric cooking surface is installed in a public park or other open area, to prevent damage by vandalism, the switch may be installed under a lockable cover that is located so that it is able to be operated as required for servicing and maintenance purposes of the cooking surface." }, { "self_ref": "#/texts/5718", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 248, "bbox": { "l": 85.07999999999993, "t": 537.9203, "r": 315.0119999999999, "b": 524.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "4.7.2 Connection-New Zealand only", "text": "4.7.2 Connection-New Zealand only", "level": 1 }, { "self_ref": "#/texts/5719", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 248, "bbox": { "l": 85.07999999999993, "t": 517.9403, "r": 513.6611999999997, "b": 476.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "In New Zealand only, a freestanding cooking appliance shall be connected to the electrical installation wiring by a socket-outlet or an installation coupler.", "text": "In New Zealand only, a freestanding cooking appliance shall be connected to the electrical installation wiring by a socket-outlet or an installation coupler." }, { "self_ref": "#/texts/5720", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 248, "bbox": { "l": 96.42, "t": 472.8572, "r": 444.82198800000043, "b": 460.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "NOTE: This requirement need not apply to built-in hobs and ovens.", "text": "NOTE: This requirement need not apply to built-in hobs and ovens." }, { "self_ref": "#/texts/5721", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 248, "bbox": { "l": 66.6, "t": 453.9203, "r": 359.7192000000004, "b": 437.95052000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "4.7.3 Clearance from open cooking surfaces *", "text": "4.7.3 Clearance from open cooking surfaces *", "level": 1 }, { "self_ref": "#/texts/5722", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 248, "bbox": { "l": 85.07999999999996, "t": 433.9403, "r": 513.654, "b": 350.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 453 ] } ], "orig": "Socket-outlets and switches shall not be installed in the prohibited location shown in Figure 4.17, on any wall, cupboard or other surface within 150 mm of the edge of an open gas or electric cooking surface, in the area extending from the top of the cooking surface to a range hood, cupboard or ceiling located directly above the cooking surface, or 2.5 m above the floor that is directly below the cooking surface, whichever is the lower.", "text": "Socket-outlets and switches shall not be installed in the prohibited location shown in Figure 4.17, on any wall, cupboard or other surface within 150 mm of the edge of an open gas or electric cooking surface, in the area extending from the top of the cooking surface to a range hood, cupboard or ceiling located directly above the cooking surface, or 2.5 m above the floor that is directly below the cooking surface, whichever is the lower." }, { "self_ref": "#/texts/5723", "parent": { "$ref": "#/pictures/117" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 248, "bbox": { "l": 518.46, "t": 535.2803, "r": 538.416, "b": 521.8883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/5724", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 248, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5725", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 249, "bbox": { "l": 150.804918, "t": 831.2323482, "r": 444.2535701999993, "b": 800.1154602, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5726", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 249, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "245", "text": "245" }, { "self_ref": "#/texts/5727", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 249, "bbox": { "l": 60.0, "t": 537.3721999999999, "r": 69.644802, "b": 521.7705199999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/5728", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 249, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/5729", "parent": { "$ref": "#/pictures/118" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 249, "bbox": { "l": 122.88, "t": 263.8772, "r": 475.5817559999999, "b": 225.583352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "FIGURE 4.17 PROHIBITED LOCATION FOR SOCKET-OUTLETS AND SWITCHES INSTALLED NEAR OPEN COOKING SURFACES (GAS OR ELECTRIC)", "text": "FIGURE 4.17 PROHIBITED LOCATION FOR SOCKET-OUTLETS AND SWITCHES INSTALLED NEAR OPEN COOKING SURFACES (GAS OR ELECTRIC)" }, { "self_ref": "#/texts/5730", "parent": { "$ref": "#/pictures/118" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 249, "bbox": { "l": 396.4529, "t": 619.6109975999999, "r": 445.32794468000003, "b": 612.0982352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Prohibited", "text": "Prohibited" }, { "self_ref": "#/texts/5731", "parent": { "$ref": "#/pictures/118" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 249, "bbox": { "l": 396.4529, "t": 609.4126775999999, "r": 473.7468300799999, "b": 601.8999152, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "l o c ation extends", "text": "l o c ation extends" }, { "self_ref": "#/texts/5732", "parent": { "$ref": "#/pictures/118" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 249, "bbox": { "l": 396.4529, "t": 599.2143576, "r": 473.7357837199997, "b": 591.7015952, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "from the edge of", "text": "from the edge of" }, { "self_ref": "#/texts/5733", "parent": { "$ref": "#/pictures/118" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 249, "bbox": { "l": 396.4529, "t": 589.0160376, "r": 452.17923704000015, "b": 581.5032752000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "t he cooktop", "text": "t he cooktop" }, { "self_ref": "#/texts/5734", "parent": { "$ref": "#/pictures/118" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 249, "bbox": { "l": 404.5042, "t": 731.1094975999999, "r": 489.50763964000004, "b": 723.5967352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "Prohibited location", "text": "Prohibited location" }, { "self_ref": "#/texts/5735", "parent": { "$ref": "#/pictures/118" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 249, "bbox": { "l": 389.1592, "t": 720.9110976, "r": 504.85282660000007, "b": 713.3983352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "extends to the rangehood,", "text": "extends to the rangehood," }, { "self_ref": "#/texts/5736", "parent": { "$ref": "#/pictures/118" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 249, "bbox": { "l": 392.3212, "t": 710.7131976, "r": 501.6920600799999, "b": 703.2004352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "cupboard or 2.5m above", "text": "cupboard or 2.5m above" }, { "self_ref": "#/texts/5737", "parent": { "$ref": "#/pictures/118" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 249, "bbox": { "l": 394.1956, "t": 700.5146976, "r": 499.8166457200001, "b": 693.0019352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "t he floor that is directly", "text": "t he floor that is directly" }, { "self_ref": "#/texts/5738", "parent": { "$ref": "#/pictures/118" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 249, "bbox": { "l": 390.5138, "t": 690.3166976, "r": 503.49766952000004, "b": 682.8039352000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "below the cooking surface,", "text": "below the cooking surface," }, { "self_ref": "#/texts/5739", "parent": { "$ref": "#/pictures/118" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 249, "bbox": { "l": 396.7188, "t": 680.1182976, "r": 497.29675752, "b": 672.6055352000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "whichever is the lower", "text": "whichever is the lower" }, { "self_ref": "#/texts/5740", "parent": { "$ref": "#/pictures/118" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 249, "bbox": { "l": 404.5042, "t": 731.1094975999999, "r": 489.50933908, "b": 723.5967352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "Prohibited location", "text": "Prohibited location" }, { "self_ref": "#/texts/5741", "parent": { "$ref": "#/pictures/118" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 249, "bbox": { "l": 389.15910652, "t": 720.9111776, "r": 504.8442359200002, "b": 713.3984152, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "extends to the rangehood,", "text": "extends to the rangehood," }, { "self_ref": "#/texts/5742", "parent": { "$ref": "#/pictures/118" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 249, "bbox": { "l": 392.32091464, "t": 710.7128576, "r": 501.7096188399998, "b": 703.2000952000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "cupboard or 2.5m above", "text": "cupboard or 2.5m above" }, { "self_ref": "#/texts/5743", "parent": { "$ref": "#/pictures/118" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 249, "bbox": { "l": 394.19539696000004, "t": 700.5145376, "r": 499.8223907200003, "b": 693.0017752000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "t he floor that is directly", "text": "t he floor that is directly" }, { "self_ref": "#/texts/5744", "parent": { "$ref": "#/pictures/118" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 249, "bbox": { "l": 390.51356020000003, "t": 690.3162176000001, "r": 503.4991291600002, "b": 682.8034552000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "below the cooking surface,", "text": "below the cooking surface," }, { "self_ref": "#/texts/5745", "parent": { "$ref": "#/pictures/118" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 249, "bbox": { "l": 396.71821564000004, "t": 680.1178976000001, "r": 497.31316755999967, "b": 672.6051352000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "whichever is the lower", "text": "whichever is the lower" }, { "self_ref": "#/texts/5746", "parent": { "$ref": "#/pictures/118" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 249, "bbox": { "l": 371.464, "t": 567.0388975999999, "r": 405.80243903, "b": 554.3935340899997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "150 mm", "text": "150 mm" }, { "self_ref": "#/texts/5747", "parent": { "$ref": "#/pictures/118" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 249, "bbox": { "l": 303.3581, "t": 608.2568828000001, "r": 361.22099893999984, "b": 594.2948784400004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Prohibited", "text": "Prohibited" }, { "self_ref": "#/texts/5748", "parent": { "$ref": "#/pictures/118" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 249, "bbox": { "l": 309.77098305, "t": 595.6977386000001, "r": 354.79711951999985, "b": 582.8590649200002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "l ocation", "text": "l ocation" }, { "self_ref": "#/texts/5749", "parent": { "$ref": "#/pictures/118" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 249, "bbox": { "l": 160.7965, "t": 607.9413108000006, "r": 268.2310348999999, "b": 593.4113958, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "Prohibited location", "text": "Prohibited location" }, { "self_ref": "#/texts/5750", "parent": { "$ref": "#/pictures/118" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 249, "bbox": { "l": 156.42994144000002, "t": 596.1719719999999, "r": 272.59259511000005, "b": 581.1845526000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "within 150 mm of the", "text": "within 150 mm of the" }, { "self_ref": "#/texts/5751", "parent": { "$ref": "#/pictures/118" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 249, "bbox": { "l": 158.4072887, "t": 584.0719891999998, "r": 270.64623761999974, "b": 569.2902398000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "edge of the cooktop", "text": "edge of the cooktop" }, { "self_ref": "#/texts/5752", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 249, "bbox": { "l": 85.08, "t": 204.98029999999994, "r": 425.2859999999997, "b": 191.5883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "4.8 APPLIANCES PRODUCING HOT WATER OR STEAM", "text": "4.8 APPLIANCES PRODUCING HOT WATER OR STEAM", "level": 1 }, { "self_ref": "#/texts/5753", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 249, "bbox": { "l": 85.08000000000001, "t": 184.94029999999998, "r": 174.24600000000007, "b": 171.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "4.8.1 General", "text": "4.8.1 General", "level": 1 }, { "self_ref": "#/texts/5754", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 249, "bbox": { "l": 85.08000000000001, "t": 164.96029999999996, "r": 513.8039999999996, "b": 137.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "All appliances producing hot water or steam shall be protected against overheating, by design or installation, in all service conditions.", "text": "All appliances producing hot water or steam shall be protected against overheating, by design or installation, in all service conditions." }, { "self_ref": "#/texts/5755", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 249, "bbox": { "l": 85.08000000000001, "t": 130.94029999999998, "r": 510.1079999999999, "b": 103.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "Protection shall be provided by means of an appropriate non-selfresetting device, functioning independently of the thermostat.", "text": "Protection shall be provided by means of an appropriate non-selfresetting device, functioning independently of the thermostat." }, { "self_ref": "#/texts/5756", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 249, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5757", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 250, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5758", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 250, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "246", "text": "246" }, { "self_ref": "#/texts/5759", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 250, "bbox": { "l": 42.54, "t": 688.6253, "r": 56.62050000000001, "b": 678.5813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/5760", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 250, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/5761", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 250, "bbox": { "l": 85.07999999999998, "t": 751.9403, "r": 513.5448000000007, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "Exception: This requirement need not apply to appliances that comply as a whole with an appropriate Standard.", "text": "Exception: This requirement need not apply to appliances that comply as a whole with an appropriate Standard." }, { "self_ref": "#/texts/5762", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 250, "bbox": { "l": 85.07999999999998, "t": 717.9203, "r": 513.6408000000006, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "Where an appliance has no free outlet, it shall also be provided with a device that limits the water pressure.", "text": "Where an appliance has no free outlet, it shall also be provided with a device that limits the water pressure.", "level": 1 }, { "self_ref": "#/texts/5763", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 250, "bbox": { "l": 96.42, "t": 686.8772, "r": 513.3701280000001, "b": 622.603574, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 416 ] } ], "orig": "NOTE: Devices producing hot water or steam include, but are not limited to, boilers, storage hot water systems, instant hot water systems, spa heaters, swimming pool heaters, sauna heaters, hot drink appliances, etc. This Clause applies to such items regardless of whether electricity is the primary energy source. For example, a gas califont with electric ignition is a water heater.", "text": "NOTE: Devices producing hot water or steam include, but are not limited to, boilers, storage hot water systems, instant hot water systems, spa heaters, swimming pool heaters, sauna heaters, hot drink appliances, etc. This Clause applies to such items regardless of whether electricity is the primary energy source. For example, a gas califont with electric ignition is a water heater." }, { "self_ref": "#/texts/5764", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 250, "bbox": { "l": 85.08, "t": 615.9203, "r": 210.7500000000001, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "4.8.2 Water heaters", "text": "4.8.2 Water heaters", "level": 1 }, { "self_ref": "#/texts/5765", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 250, "bbox": { "l": 85.07999999999998, "t": 595.9403, "r": 513.6672, "b": 568.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "4.8.2.1 Access to easing equipment of pressure-relief and terminals of protective devices", "text": "4.8.2.1 Access to easing equipment of pressure-relief and terminals of protective devices", "level": 1 }, { "self_ref": "#/texts/5766", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 250, "bbox": { "l": 85.07999999999998, "t": 561.9203, "r": 513.6072000000008, "b": 534.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "Every unvented water heater shall be installed so that the following are readily available for operation, inspection and adjustment:", "text": "Every unvented water heater shall be installed so that the following are readily available for operation, inspection and adjustment:" }, { "self_ref": "#/texts/5767", "parent": { "$ref": "#/groups/593" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 250, "bbox": { "l": 85.08000000000001, "t": 527.9603, "r": 385.3968000000007, "b": 514.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "(a) Easing equipment of pressure-relief devices.", "text": "(a) Easing equipment of pressure-relief devices.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5768", "parent": { "$ref": "#/groups/593" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 250, "bbox": { "l": 85.08000000000001, "t": 507.92029999999994, "r": 348.08160000000026, "b": 494.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "(b) All terminals of the protective devices.", "text": "(b) All terminals of the protective devices.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5769", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 250, "bbox": { "l": 96.42, "t": 490.8572, "r": 513.3558540000004, "b": 452.623742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 200 ] } ], "orig": "NOTE: An unvented water heater is one that is intended to operate at the pressure of the water system and the flow of the water being controlled by one or more valves in the outlet system.", "text": "NOTE: An unvented water heater is one that is intended to operate at the pressure of the water system and the flow of the water being controlled by one or more valves in the outlet system." }, { "self_ref": "#/texts/5770", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 250, "bbox": { "l": 85.08, "t": 445.94030000000004, "r": 422.31960000000066, "b": 432.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "4.8.2.2 Protective devices fitted to unvented water heaters", "text": "4.8.2.2 Protective devices fitted to unvented water heaters", "level": 1 }, { "self_ref": "#/texts/5771", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 250, "bbox": { "l": 85.08000000000001, "t": 425.9603, "r": 513.5808000000013, "b": 398.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "Overtemperature cut-outs and similar protective devices fitted to unvented water heaters shall-", "text": "Overtemperature cut-outs and similar protective devices fitted to unvented water heaters shall-" }, { "self_ref": "#/texts/5772", "parent": { "$ref": "#/groups/594" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 250, "bbox": { "l": 85.08000000000004, "t": 391.9403, "r": 470.10480000000103, "b": 378.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "(a) operate directly in the circuit wiring to the heater elements; and", "text": "(a) operate directly in the circuit wiring to the heater elements; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5773", "parent": { "$ref": "#/groups/594" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 250, "bbox": { "l": 85.08000000000004, "t": 371.96029999999996, "r": 430.7256000000009, "b": 358.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "(b) not be arranged for control through relays or contactors.", "text": "(b) not be arranged for control through relays or contactors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5774", "parent": { "$ref": "#/groups/594" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 250, "bbox": { "l": 66.6, "t": 353.1723, "r": 224.34240000000014, "b": 337.57062, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "4.8.2.3 Isolating switch *", "text": "4.8.2.3 Isolating switch *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5775", "parent": { "$ref": "#/groups/594" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 250, "bbox": { "l": 42.54, "t": 331.9402999999999, "r": 513.5699999999998, "b": 290.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 188 ] } ], "orig": "Every water heater that is direct connected shall be provided with an independent, isolating switch (lockable) in accordance with Clause 2.3.2.2. The isolating switch shall beA1", "text": "Every water heater that is direct connected shall be provided with an independent, isolating switch (lockable) in accordance with Clause 2.3.2.2. The isolating switch shall beA1", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5776", "parent": { "$ref": "#/groups/594" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 250, "bbox": { "l": 85.08000000000004, "t": 283.94029999999987, "r": 513.6312000000001, "b": 256.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 80 ] } ], "orig": "(a) additional to any automatic switch incorporated in the heater structure; and", "text": "(a) additional to any automatic switch incorporated in the heater structure; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5777", "parent": { "$ref": "#/groups/594" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 250, "bbox": { "l": 85.08000000000004, "t": 249.92029999999977, "r": 388.06319999999994, "b": 236.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "(b) installed adjacent to but not on the water heater.", "text": "(b) installed adjacent to but not on the water heater.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5778", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 250, "bbox": { "l": 85.07999999999998, "t": 229.94029999999987, "r": 513.6888000000007, "b": 188.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 182 ] } ], "orig": "Where a water heater is supplied by two or more final subcircuits, all of the final subcircuits for that water heater shall be capable of being isolated by a single isolating switch.", "text": "Where a water heater is supplied by two or more final subcircuits, all of the final subcircuits for that water heater shall be capable of being isolated by a single isolating switch." }, { "self_ref": "#/texts/5779", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 250, "bbox": { "l": 85.07999999999998, "t": 173.96029999999985, "r": 218.52240000000003, "b": 160.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "4.9 ROOM HEATERS", "text": "4.9 ROOM HEATERS", "level": 1 }, { "self_ref": "#/texts/5780", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 250, "bbox": { "l": 85.07999999999998, "t": 153.92029999999988, "r": 174.24600000000004, "b": 140.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "4.9.1 General", "text": "4.9.1 General", "level": 1 }, { "self_ref": "#/texts/5781", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 250, "bbox": { "l": 85.07999999999998, "t": 133.94029999999987, "r": 513.6588000000005, "b": 106.56829999999991, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] }, { "page_no": 251, "bbox": { "l": 85.07999999999998, "t": 751.9403, "r": 513.7536000000002, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 134, 271 ] } ], "orig": "Where a permanently connected room heater, or a number of permanently connected room heaters, are installed in one room, an individual isolating switch and an individual functional switch shall be provided for each room heater or for each group of room heaters.", "text": "Where a permanently connected room heater, or a number of permanently connected room heaters, are installed in one room, an individual isolating switch and an individual functional switch shall be provided for each room heater or for each group of room heaters." }, { "self_ref": "#/texts/5782", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 250, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5783", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 251, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/5784", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 251, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5785", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 251, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "247", "text": "247" }, { "self_ref": "#/texts/5786", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 251, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5787", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 251, "bbox": { "l": 85.07999999999998, "t": 717.9203, "r": 513.7475999999998, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 209 ] } ], "orig": "Where a number of permanently connected room heaters are installed in one room and are supplied by the one final subcircuit, a single isolating switch may be used for the room heaters in that room.", "text": "Where a number of permanently connected room heaters are installed in one room and are supplied by the one final subcircuit, a single isolating switch may be used for the room heaters in that room." }, { "self_ref": "#/texts/5788", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 251, "bbox": { "l": 85.08000000000001, "t": 669.9203, "r": 236.20800000000017, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "4.9.2 Isolating switches", "text": "4.9.2 Isolating switches", "level": 1 }, { "self_ref": "#/texts/5789", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 251, "bbox": { "l": 85.08000000000001, "t": 649.9403, "r": 444.82560000000075, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "In accordance with Clause 2.3.2.2, isolating switches shall be-", "text": "In accordance with Clause 2.3.2.2, isolating switches shall be-" }, { "self_ref": "#/texts/5790", "parent": { "$ref": "#/groups/595" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 251, "bbox": { "l": 85.08000000000001, "t": 629.9603, "r": 513.6348000000004, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "(a) installed immediately adjacent to an entrance to, or within, the room where the room heater is located; or", "text": "(a) installed immediately adjacent to an entrance to, or within, the room where the room heater is located; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5791", "parent": { "$ref": "#/groups/595" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 251, "bbox": { "l": 85.07999999999998, "t": 595.9403, "r": 513.6240000000008, "b": 568.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "(b) installed on the switchboard at which the room heater final subcircuit originates.", "text": "(b) installed on the switchboard at which the room heater final subcircuit originates.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5792", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 251, "bbox": { "l": 85.07999999999996, "t": 561.9203, "r": 513.576, "b": 534.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 128 ] } ], "orig": "Isolating switches may be incorporated in temperature-control devices, provided that they have a definite 'OFF' position.", "text": "Isolating switches may be incorporated in temperature-control devices, provided that they have a definite 'OFF' position." }, { "self_ref": "#/texts/5793", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 251, "bbox": { "l": 85.07999999999996, "t": 527.9603, "r": 247.9751999999998, "b": 514.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "4.9.3 Functional switches", "text": "4.9.3 Functional switches", "level": 1 }, { "self_ref": "#/texts/5794", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 251, "bbox": { "l": 85.07999999999987, "t": 507.92029999999994, "r": 513.6479999999999, "b": 452.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 240 ] } ], "orig": "In accordance with Clause 2.3.7, functional switches shall be installed in a readily accessible position in the same room, or immediately adjacent to an entrance to the room, in which the room heater or room heaters are located.", "text": "In accordance with Clause 2.3.7, functional switches shall be installed in a readily accessible position in the same room, or immediately adjacent to an entrance to the room, in which the room heater or room heaters are located." }, { "self_ref": "#/texts/5795", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 251, "bbox": { "l": 85.07999999999987, "t": 445.94029999999987, "r": 250.5671999999998, "b": 432.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "A functional switch may be-", "text": "A functional switch may be-" }, { "self_ref": "#/texts/5796", "parent": { "$ref": "#/groups/596" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 251, "bbox": { "l": 85.07999999999987, "t": 425.96029999999985, "r": 513.5580000000007, "b": 398.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "(a) an appliance switch or switches with an 'OFF' position incorporated within the room heater; or", "text": "(a) an appliance switch or switches with an 'OFF' position incorporated within the room heater; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5797", "parent": { "$ref": "#/groups/596" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 251, "bbox": { "l": 85.07999999999987, "t": 391.9402999999998, "r": 474.2616000000005, "b": 378.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(b) an isolating switch provided in accordance with Clause 4.9.2(a).", "text": "(b) an isolating switch provided in accordance with Clause 4.9.2(a).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5798", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 251, "bbox": { "l": 85.07999999999987, "t": 363.98029999999983, "r": 513.6575999999993, "b": 336.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "4.10 ELECTRIC HEATING CABLES FOR FLOORS AND CEILINGS AND TRACE HEATING APPLICATIONS", "text": "4.10 ELECTRIC HEATING CABLES FOR FLOORS AND CEILINGS AND TRACE HEATING APPLICATIONS", "level": 1 }, { "self_ref": "#/texts/5799", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 251, "bbox": { "l": 85.07999999999987, "t": 329.96029999999973, "r": 181.21199999999996, "b": 316.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "4.10.1 General", "text": "4.10.1 General", "level": 1 }, { "self_ref": "#/texts/5800", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 251, "bbox": { "l": 85.07999999999987, "t": 309.92029999999977, "r": 513.734400000001, "b": 254.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 260 ] } ], "orig": "Cables for electric heating systems in floors and ceilings and trace heating applications shall be of a type specifically designed for the purpose. The heating equipment shall be installed in accordance with the manufacturer's instructions.", "text": "Cables for electric heating systems in floors and ceilings and trace heating applications shall be of a type specifically designed for the purpose. The heating equipment shall be installed in accordance with the manufacturer's instructions." }, { "self_ref": "#/texts/5801", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 251, "bbox": { "l": 85.07999999999993, "t": 247.94029999999975, "r": 223.4411999999998, "b": 234.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "4.10.2 Heating cables", "text": "4.10.2 Heating cables", "level": 1 }, { "self_ref": "#/texts/5802", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 251, "bbox": { "l": 85.07999999999993, "t": 227.96029999999973, "r": 513.63, "b": 200.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "Heating cables shall be so installed that they are not in contact with flammable materials and where designed to be embedded-", "text": "Heating cables shall be so installed that they are not in contact with flammable materials and where designed to be embedded-" }, { "self_ref": "#/texts/5803", "parent": { "$ref": "#/groups/597" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 251, "bbox": { "l": 85.07999999999998, "t": 193.94029999999975, "r": 513.5268000000008, "b": 166.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "(a) are completely and adequately embedded in the substance they are intended to heat; and", "text": "(a) are completely and adequately embedded in the substance they are intended to heat; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5804", "parent": { "$ref": "#/groups/597" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 251, "bbox": { "l": 85.07999999999996, "t": 159.92029999999977, "r": 513.5796000000004, "b": 132.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "(b) do not suffer any detrimental effect because of flexing or movement of the substance in which they are embedded.", "text": "(b) do not suffer any detrimental effect because of flexing or movement of the substance in which they are embedded.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5805", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 251, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5806", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 252, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/5807", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 252, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5808", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 252, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "248", "text": "248" }, { "self_ref": "#/texts/5809", "parent": { "$ref": "#/groups/598" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 252, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/5810", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 252, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.6552000000001, "b": 710.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 158 ] } ], "orig": "Alternatively, where designed as trace heating cables, heating cables shall provide adequate heat transfer to the surface or material to which they are fixed.", "text": "Alternatively, where designed as trace heating cables, heating cables shall provide adequate heat transfer to the surface or material to which they are fixed." }, { "self_ref": "#/texts/5811", "parent": { "$ref": "#/groups/599" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 252, "bbox": { "l": 66.6, "t": 703.9403, "r": 513.5651999999998, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "In New Zealand only, in-floor and ceiling heating cables shall be installed in accordance with NZS 6110. *", "text": "In New Zealand only, in-floor and ceiling heating cables shall be installed in accordance with NZS 6110. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5812", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 252, "bbox": { "l": 85.07999999999998, "t": 669.9203, "r": 243.17040000000017, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "4.10.3 Isolating switches", "text": "4.10.3 Isolating switches", "level": 1 }, { "self_ref": "#/texts/5813", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 252, "bbox": { "l": 85.07999999999998, "t": 649.9403, "r": 513.6, "b": 608.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "Cables or groups of cables that comprise the heating system shall be provided with an isolating switch or switches in accordance with Clause 2.3.2.2.", "text": "Cables or groups of cables that comprise the heating system shall be provided with an isolating switch or switches in accordance with Clause 2.3.2.2." }, { "self_ref": "#/texts/5814", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 252, "bbox": { "l": 85.07999999999996, "t": 601.9403, "r": 513.576, "b": 574.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 128 ] } ], "orig": "Isolating switches may be incorporated in temperature-control devices, provided that they have a definite 'OFF' position.", "text": "Isolating switches may be incorporated in temperature-control devices, provided that they have a definite 'OFF' position." }, { "self_ref": "#/texts/5815", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 252, "bbox": { "l": 85.07999999999996, "t": 567.9203, "r": 247.46879999999976, "b": 554.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "Isolating switches shall be-", "text": "Isolating switches shall be-" }, { "self_ref": "#/texts/5816", "parent": { "$ref": "#/groups/600" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 252, "bbox": { "l": 85.07999999999996, "t": 547.9403, "r": 513.6179999999998, "b": 520.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "(a) installed immediately adjacent to an entrance to, or within, the room or area in which the heating system is located; or", "text": "(a) installed immediately adjacent to an entrance to, or within, the room or area in which the heating system is located; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5817", "parent": { "$ref": "#/groups/600" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 252, "bbox": { "l": 85.07999999999993, "t": 513.9202999999999, "r": 513.5496000000006, "b": 486.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "(b) installed on the switchboard at which the heating system final subcircuit originates.", "text": "(b) installed on the switchboard at which the heating system final subcircuit originates.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5818", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 252, "bbox": { "l": 85.07999999999998, "t": 479.9602999999999, "r": 513.6384000000007, "b": 438.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "Exception: Where the heating system is provided for trace heating applications, the isolating switch need not be located as specified in this Clause.", "text": "Exception: Where the heating system is provided for trace heating applications, the isolating switch need not be located as specified in this Clause." }, { "self_ref": "#/texts/5819", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 252, "bbox": { "l": 85.07999999999998, "t": 431.96029999999985, "r": 254.94479999999984, "b": 418.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "4.10.4 Functional switches", "text": "4.10.4 Functional switches", "level": 1 }, { "self_ref": "#/texts/5820", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 252, "bbox": { "l": 85.07999999999998, "t": 411.9202999999998, "r": 513.6383999999999, "b": 370.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 159 ] } ], "orig": "Cables or groups of cables that comprise the heating system shall be provided with a functional switch or switches, in accordance with Clause 2.3.7.", "text": "Cables or groups of cables that comprise the heating system shall be provided with a functional switch or switches, in accordance with Clause 2.3.7." }, { "self_ref": "#/texts/5821", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 252, "bbox": { "l": 85.07999999999993, "t": 363.92029999999977, "r": 513.6312000000004, "b": 322.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 188 ] } ], "orig": "Functional switches shall be installed in a readily accessible position immediately adjacent to an entrance to, or within, the room or area in which the heating system is located.", "text": "Functional switches shall be installed in a readily accessible position immediately adjacent to an entrance to, or within, the room or area in which the heating system is located." }, { "self_ref": "#/texts/5822", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 252, "bbox": { "l": 85.07999999999993, "t": 315.92029999999977, "r": 513.6240000000001, "b": 288.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "A functional switch may be an isolating switch in accordance with Clause 4.10.3(a).", "text": "A functional switch may be an isolating switch in accordance with Clause 4.10.3(a)." }, { "self_ref": "#/texts/5823", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 252, "bbox": { "l": 85.07999999999993, "t": 281.96029999999973, "r": 513.6384000000006, "b": 240.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 150 ] } ], "orig": "Exception: Where the heating system is provided for trace heating applications, the functional switch need not be located as specified in this Clause.", "text": "Exception: Where the heating system is provided for trace heating applications, the functional switch need not be located as specified in this Clause." }, { "self_ref": "#/texts/5824", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 252, "bbox": { "l": 85.07999999999993, "t": 233.96029999999973, "r": 261.4367999999999, "b": 220.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "4.10.5 Additional protection", "text": "4.10.5 Additional protection", "level": 1 }, { "self_ref": "#/texts/5825", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 252, "bbox": { "l": 85.0799999999999, "t": 213.92029999999966, "r": 513.6815999999998, "b": 186.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 146 ] } ], "orig": "All heating cables shall be provided with additional protection by an RCD with a fixed rated residual current not exceeding 30 mA, and-", "text": "All heating cables shall be provided with additional protection by an RCD with a fixed rated residual current not exceeding 30 mA, and-" }, { "self_ref": "#/texts/5826", "parent": { "$ref": "#/groups/601" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 252, "bbox": { "l": 85.0799999999999, "t": 179.96029999999973, "r": 513.5880000000006, "b": 152.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "(a) in the case of heating units fitted with a conductive covering, this covering shall be earthed;", "text": "(a) in the case of heating units fitted with a conductive covering, this covering shall be earthed;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5827", "parent": { "$ref": "#/groups/601" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 252, "bbox": { "l": 85.07999999999996, "t": 145.94029999999975, "r": 513.6660000000004, "b": 104.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 194 ] } ], "orig": "(b) in the case of under-floor heating units without a conductive covering, an earthed metallic grid with a spacing not exceeding 30 mm shall be provided above the under-floor heating cable; and", "text": "(b) in the case of under-floor heating units without a conductive covering, an earthed metallic grid with a spacing not exceeding 30 mm shall be provided above the under-floor heating cable; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5828", "parent": { "$ref": "#/pictures/119" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 252, "bbox": { "l": 518.46, "t": 703.1003000000001, "r": 538.416, "b": 689.7083, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/5829", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 252, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5830", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 253, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5831", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 253, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "249", "text": "249" }, { "self_ref": "#/texts/5832", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 253, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5833", "parent": { "$ref": "#/groups/602" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 253, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.5568000000009, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(c) heating units shall be provided with adequate mechanical protection to prevent damage.", "text": "(c) heating units shall be provided with adequate mechanical protection to prevent damage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5834", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 253, "bbox": { "l": 85.07999999999998, "t": 717.9203, "r": 168.69960000000006, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "4.10.6 Signs", "text": "4.10.6 Signs", "level": 1 }, { "self_ref": "#/texts/5835", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 253, "bbox": { "l": 85.07999999999998, "t": 697.9403, "r": 513.5856000000002, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "Where heating cables are installed, suitable signs drawing attention to their existence shall be provided in each location.", "text": "Where heating cables are installed, suitable signs drawing attention to their existence shall be provided in each location." }, { "self_ref": "#/texts/5836", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 253, "bbox": { "l": 85.07999999999998, "t": 663.9203, "r": 513.6419999999999, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 201 ] } ], "orig": "Where appropriate, signs warning of the danger of covering embedded heating equipment with furnishings or building materials that might cause excessive temperatures shall be provided.", "text": "Where appropriate, signs warning of the danger of covering embedded heating equipment with furnishings or building materials that might cause excessive temperatures shall be provided." }, { "self_ref": "#/texts/5837", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 253, "bbox": { "l": 85.08000000000001, "t": 615.9203, "r": 307.64160000000015, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "This requirement may be satisfied by-", "text": "This requirement may be satisfied by-" }, { "self_ref": "#/texts/5838", "parent": { "$ref": "#/groups/603" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 253, "bbox": { "l": 85.08000000000001, "t": 595.9403, "r": 513.6527999999995, "b": 568.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "(a) clearly and permanently marking the functional switch or switches in the heated room or area; or", "text": "(a) clearly and permanently marking the functional switch or switches in the heated room or area; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5839", "parent": { "$ref": "#/groups/603" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 253, "bbox": { "l": 85.08000000000004, "t": 561.9203, "r": 454.87560000000053, "b": 548.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(b) providing suitable labelling at the relevant distribution board.", "text": "(b) providing suitable labelling at the relevant distribution board.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5840", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 253, "bbox": { "l": 85.08000000000004, "t": 533.9603, "r": 287.63519999999994, "b": 520.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "4.11 ELECTRIC DUCT HEATERS", "text": "4.11 ELECTRIC DUCT HEATERS", "level": 1 }, { "self_ref": "#/texts/5841", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 253, "bbox": { "l": 85.08000000000001, "t": 513.9202999999999, "r": 513.6839999999996, "b": 486.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "The electrical portion of any electric duct heater installation shall comply with the requirements of this Standard.", "text": "The electrical portion of any electric duct heater installation shall comply with the requirements of this Standard." }, { "self_ref": "#/texts/5842", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 253, "bbox": { "l": 96.42, "t": 482.87719999999996, "r": 319.9398599999999, "b": 470.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "NOTE: Attention is drawn to the fact that-", "text": "NOTE: Attention is drawn to the fact that-" }, { "self_ref": "#/texts/5843", "parent": { "$ref": "#/groups/604" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 253, "bbox": { "l": 96.42, "t": 466.85738, "r": 418.5852779999996, "b": 454.6037, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "(a) such installations are within the scope of AS/NZS 1668.1;", "text": "(a) such installations are within the scope of AS/NZS 1668.1;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5844", "parent": { "$ref": "#/groups/604" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 253, "bbox": { "l": 96.42, "t": 450.83756, "r": 410.8696320000004, "b": 438.58388, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "(b) safety requirements are contained in AS/NZS 3102; and", "text": "(b) safety requirements are contained in AS/NZS 3102; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5845", "parent": { "$ref": "#/groups/604" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 253, "bbox": { "l": 96.42, "t": 434.877032, "r": 513.2207999999995, "b": 409.603268, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 80 ] } ], "orig": "(c) compliance therewith may be required by the relevant regulatory authorities.", "text": "(c) compliance therewith may be required by the relevant regulatory authorities.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5846", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 253, "bbox": { "l": 85.08, "t": 394.94030000000004, "r": 295.86959999999976, "b": 381.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "4.12 ELECTRICITY CONVERTERS", "text": "4.12 ELECTRICITY CONVERTERS", "level": 1 }, { "self_ref": "#/texts/5847", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 253, "bbox": { "l": 85.08, "t": 374.9603, "r": 181.21200000000007, "b": 361.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "4.12.1 General", "text": "4.12.1 General", "level": 1 }, { "self_ref": "#/texts/5848", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 253, "bbox": { "l": 85.07999999999993, "t": 354.9203, "r": 513.6312000000005, "b": 285.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 374 ] } ], "orig": "For the purpose of this Clause, an electricity converter includes both static and dynamic equipment designed to stabilize the supply voltage, or to change the voltage or frequency of an electricity supply, or to maintain a continuous electricity supply for a limited period of time when the primary source of electricity supply is interrupted.", "text": "For the purpose of this Clause, an electricity converter includes both static and dynamic equipment designed to stabilize the supply voltage, or to change the voltage or frequency of an electricity supply, or to maintain a continuous electricity supply for a limited period of time when the primary source of electricity supply is interrupted." }, { "self_ref": "#/texts/5849", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 253, "bbox": { "l": 85.07999999999993, "t": 278.96029999999996, "r": 265.07039999999995, "b": 265.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "Examples include the following:", "text": "Examples include the following:" }, { "self_ref": "#/texts/5850", "parent": { "$ref": "#/groups/605" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 253, "bbox": { "l": 85.07999999999993, "t": 258.9202999999999, "r": 328.30920000000026, "b": 245.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "(a) Uninterruptible power systems (UPS).", "text": "(a) Uninterruptible power systems (UPS).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5851", "parent": { "$ref": "#/groups/605" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 253, "bbox": { "l": 85.07999999999993, "t": 238.94029999999998, "r": 390.2784000000003, "b": 225.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "(b) Semiconductor power converters (and inverters).", "text": "(b) Semiconductor power converters (and inverters).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5852", "parent": { "$ref": "#/groups/605" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 253, "bbox": { "l": 85.07999999999993, "t": 218.96029999999996, "r": 223.46160000000006, "b": 205.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "(c) Voltage stabilizers.", "text": "(c) Voltage stabilizers.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5853", "parent": { "$ref": "#/groups/605" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 253, "bbox": { "l": 85.07999999999993, "t": 198.9203, "r": 237.82920000000001, "b": 185.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "(d) Motor-generator sets.", "text": "(d) Motor-generator sets.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5854", "parent": { "$ref": "#/groups/605" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 253, "bbox": { "l": 85.07999999999993, "t": 178.94029999999998, "r": 220.2048000000001, "b": 165.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "(e) Rotary converters.", "text": "(e) Rotary converters.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5855", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 253, "bbox": { "l": 85.07999999999993, "t": 158.96029999999996, "r": 513.6444000000013, "b": 131.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "Transformers and engine-driven generating sets that comply with AS/NZS 3010 shall not be considered as electricity converters.", "text": "Transformers and engine-driven generating sets that comply with AS/NZS 3010 shall not be considered as electricity converters." }, { "self_ref": "#/texts/5856", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 253, "bbox": { "l": 96.42, "t": 127.85720000000003, "r": 513.345971999999, "b": 102.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "NOTE: Requirements for alternative, stand-by and stand-alone systems are set out in Clause 7.3.", "text": "NOTE: Requirements for alternative, stand-by and stand-alone systems are set out in Clause 7.3." }, { "self_ref": "#/texts/5857", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 253, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5858", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 254, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5859", "parent": { "$ref": "#/groups/606" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 254, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5860", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 254, "bbox": { "l": 85.08, "t": 751.9403, "r": 287.01600000000025, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "4.12.2 Selection and installation", "text": "4.12.2 Selection and installation", "level": 1 }, { "self_ref": "#/texts/5861", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 254, "bbox": { "l": 96.42, "t": 734.8772, "r": 513.3196200000009, "b": 709.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "NOTE: Guidance on the selection and installation of electricity converters is contained in-", "text": "NOTE: Guidance on the selection and installation of electricity converters is contained in-" }, { "self_ref": "#/texts/5862", "parent": { "$ref": "#/groups/607" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 254, "bbox": { "l": 42.54, "t": 706.6253, "r": 513.4030680000006, "b": 693.583616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "(a) for uninterruptible power systems (UPS) ............................ AS 62040 series; A1", "text": "(a) for uninterruptible power systems (UPS) ............................ AS 62040 series; A1", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5863", "parent": { "$ref": "#/groups/607" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 254, "bbox": { "l": 96.41999999999999, "t": 689.877866, "r": 513.422832000001, "b": 677.624186, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(b) for semiconductor power converters .................................. AS 60146 series;", "text": "(b) for semiconductor power converters .................................. AS 60146 series;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5864", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 254, "bbox": { "l": 42.54, "t": 675.6052999999999, "r": 56.62050000000001, "b": 665.5613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/5865", "parent": { "$ref": "#/groups/608" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 254, "bbox": { "l": 96.41999999999999, "t": 673.8580460000001, "r": 513.4755360000005, "b": 661.604366, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "(c) for batteries ..................................... AS 3011 series and AS/NZS 5139; and", "text": "(c) for batteries ..................................... AS 3011 series and AS/NZS 5139; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5866", "parent": { "$ref": "#/groups/608" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 254, "bbox": { "l": 96.41999999999999, "t": 657.8382260000001, "r": 513.422832000001, "b": 645.584546, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "(d) for rotating electrical machines .......................................... AS 60034 series.", "text": "(d) for rotating electrical machines .......................................... AS 60034 series.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5867", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 254, "bbox": { "l": 85.08, "t": 638.9603, "r": 179.27640000000008, "b": 625.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "4.12.3 Control", "text": "4.12.3 Control", "level": 1 }, { "self_ref": "#/texts/5868", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 254, "bbox": { "l": 85.08, "t": 618.9203, "r": 513.6456000000004, "b": 563.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 272 ] } ], "orig": "Where an electrical installation, or part thereof, is supplied through an electricity converter, the converted supply shall be controlled by an isolating switch, or switches, at the output of the converter, or at the switchboard to which the output is connected.", "text": "Where an electrical installation, or part thereof, is supplied through an electricity converter, the converted supply shall be controlled by an isolating switch, or switches, at the output of the converter, or at the switchboard to which the output is connected." }, { "self_ref": "#/texts/5869", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 254, "bbox": { "l": 85.08000000000004, "t": 556.9403, "r": 513.6455999999998, "b": 501.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 245 ] } ], "orig": "Each electricity converter shall be controlled by switches or devices suitable for starting and stopping the converter. Where there is more than one switch or device for this purpose, they shall be grouped together and clearly identified.", "text": "Each electricity converter shall be controlled by switches or devices suitable for starting and stopping the converter. Where there is more than one switch or device for this purpose, they shall be grouped together and clearly identified." }, { "self_ref": "#/texts/5870", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 254, "bbox": { "l": 85.08000000000001, "t": 494.96029999999996, "r": 513.6384000000008, "b": 453.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 183 ] } ], "orig": "An electricity converter shall be so arranged that it cannot supply energy upstream of the point of connection to the installation either directly or indirectly.", "text": "An electricity converter shall be so arranged that it cannot supply energy upstream of the point of connection to the installation either directly or indirectly." }, { "self_ref": "#/texts/5871", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 254, "bbox": { "l": 85.08000000000004, "t": 446.9602999999999, "r": 513.6156000000012, "b": 405.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 211 ] } ], "orig": "Exception: Electricity converters may be arranged to supply energy upstream of the point of connection to the installation subject to any additional conditions required by the electricity distributor.", "text": "Exception: Electricity converters may be arranged to supply energy upstream of the point of connection to the installation subject to any additional conditions required by the electricity distributor." }, { "self_ref": "#/texts/5872", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 254, "bbox": { "l": 85.08000000000001, "t": 398.96029999999985, "r": 513.5580000000003, "b": 357.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 194 ] } ], "orig": "Provision shall be made to ensure that all necessary connections for protection in the installation remain intact when supply is available from the output of the electricity converter.", "text": "Provision shall be made to ensure that all necessary connections for protection in the installation remain intact when supply is available from the output of the electricity converter." }, { "self_ref": "#/texts/5873", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 254, "bbox": { "l": 85.08000000000007, "t": 350.9602999999998, "r": 186.53160000000008, "b": 337.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "4.12.4 Isolation", "text": "4.12.4 Isolation", "level": 1 }, { "self_ref": "#/texts/5874", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 254, "bbox": { "l": 85.08000000000007, "t": 330.92029999999977, "r": 189.89760000000015, "b": 317.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "4.12.4.1 General", "text": "4.12.4.1 General", "level": 1 }, { "self_ref": "#/texts/5875", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 254, "bbox": { "l": 85.08000000000007, "t": 310.94029999999975, "r": 513.5568000000006, "b": 283.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "Each electricity converter shall be provided with an independent isolating switch in accordance with Clause 2.3.2.2.", "text": "Each electricity converter shall be provided with an independent isolating switch in accordance with Clause 2.3.2.2." }, { "self_ref": "#/texts/5876", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 254, "bbox": { "l": 85.08000000000007, "t": 276.92029999999977, "r": 241.16999999999985, "b": 263.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "The isolating switch shall-", "text": "The isolating switch shall-" }, { "self_ref": "#/texts/5877", "parent": { "$ref": "#/groups/609" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 254, "bbox": { "l": 85.08000000000007, "t": 256.94029999999975, "r": 513.6324000000006, "b": 215.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "(a) be installed adjacent to or on the electricity converter so that a person operating the switch has a clear view of any person working on the converter;", "text": "(a) be installed adjacent to or on the electricity converter so that a person operating the switch has a clear view of any person working on the converter;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5878", "parent": { "$ref": "#/groups/609" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 254, "bbox": { "l": 85.08000000000007, "t": 208.94029999999975, "r": 513.628800000001, "b": 181.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 148 ] } ], "orig": "(b) be provided with a means of securing the device in the isolated position that requires a deliberate action to engage or disengage it;", "text": "(b) be provided with a means of securing the device in the isolated position that requires a deliberate action to engage or disengage it;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5879", "parent": { "$ref": "#/groups/609" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 254, "bbox": { "l": 85.08000000000015, "t": 174.92029999999977, "r": 513.6168000000011, "b": 147.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(c) comply with Clause 4.13 when the electricity converter incorporates an electric motor;", "text": "(c) comply with Clause 4.13 when the electricity converter incorporates an electric motor;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5880", "parent": { "$ref": "#/groups/609" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 254, "bbox": { "l": 85.08000000000015, "t": 140.96029999999973, "r": 308.1708000000005, "b": 127.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "(d) be under manual control only; and", "text": "(d) be under manual control only; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5881", "parent": { "$ref": "#/groups/609" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 254, "bbox": { "l": 85.08000000000015, "t": 120.92029999999977, "r": 513.620400000001, "b": 93.54829999999981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "(e) not be capable of being overridden or bypassed by programmable control systems or the like.", "text": "(e) not be capable of being overridden or bypassed by programmable control systems or the like.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5882", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 254, "bbox": { "l": 66.6, "t": 655.6322, "r": 76.24480199999999, "b": 640.03052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/5883", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 254, "bbox": { "l": 66.6, "t": 210.55219999999997, "r": 76.24480199999999, "b": 194.95051999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/5884", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 254, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "250", "text": "250" }, { "self_ref": "#/texts/5885", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 254, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5886", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 255, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5887", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 255, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5888", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 255, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "251", "text": "251", "level": 1 }, { "self_ref": "#/texts/5889", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 255, "bbox": { "l": 85.08, "t": 751.9403, "r": 391.7508000000008, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "4.12.4.2 Electricity converters incorporating batteries", "text": "4.12.4.2 Electricity converters incorporating batteries", "level": 1 }, { "self_ref": "#/texts/5890", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 255, "bbox": { "l": 85.08000000000001, "t": 731.9603, "r": 513.6684000000008, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 257 ] } ], "orig": "Where batteries are incorporated in an electricity converter, a switch capable of interrupting the supply from such batteries shall be installed adjacent to the batteries and shall be clearly identified to indicate its purpose.", "text": "Where batteries are incorporated in an electricity converter, a switch capable of interrupting the supply from such batteries shall be installed adjacent to the batteries and shall be clearly identified to indicate its purpose." }, { "self_ref": "#/texts/5891", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 255, "bbox": { "l": 85.0800000000001, "t": 669.9203, "r": 513.5832000000013, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "A single switch that incorporates both a.c. and d.c. switching functions outlined in Clause 4.12.4.1 and this Clause may be used.", "text": "A single switch that incorporates both a.c. and d.c. switching functions outlined in Clause 4.12.4.1 and this Clause may be used." }, { "self_ref": "#/texts/5892", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 255, "bbox": { "l": 85.08000000000013, "t": 635.9603, "r": 271.7868000000002, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "4.12.5 Overcurrent protection", "text": "4.12.5 Overcurrent protection", "level": 1 }, { "self_ref": "#/texts/5893", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 255, "bbox": { "l": 85.08000000000013, "t": 615.9203, "r": 315.51600000000053, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "4.12.5.1 Electricity converter protection", "text": "4.12.5.1 Electricity converter protection", "level": 1 }, { "self_ref": "#/texts/5894", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 255, "bbox": { "l": 85.08000000000013, "t": 595.9403, "r": 461.9064000000004, "b": 582.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "Electricity converters shall be provided with overcurrent protection.", "text": "Electricity converters shall be provided with overcurrent protection." }, { "self_ref": "#/texts/5895", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 255, "bbox": { "l": 85.08000000000013, "t": 575.9603, "r": 513.6192000000008, "b": 534.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 168 ] } ], "orig": "Exception: Overcurrent protective devices shall not be provided where the unexpected interruption of the supply could cause a greater danger than overcurrent.", "text": "Exception: Overcurrent protective devices shall not be provided where the unexpected interruption of the supply could cause a greater danger than overcurrent." }, { "self_ref": "#/texts/5896", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 255, "bbox": { "l": 85.0800000000001, "t": 527.9603, "r": 513.7200000000012, "b": 472.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 263 ] } ], "orig": "Overcurrent protective devices shall be located as close as practicable to the output terminals of the electricity converter so that the unprotected interconnecting conductors are as short as practicable and, in no case, exceed 15 m in length.", "text": "Overcurrent protective devices shall be located as close as practicable to the output terminals of the electricity converter so that the unprotected interconnecting conductors are as short as practicable and, in no case, exceed 15 m in length." }, { "self_ref": "#/texts/5897", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 255, "bbox": { "l": 85.0800000000001, "t": 465.9202999999999, "r": 513.4944000000002, "b": 438.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 128 ] } ], "orig": "The unprotected interconnecting conductors shall be completely enclosed by metal or other material that is not flammable.", "text": "The unprotected interconnecting conductors shall be completely enclosed by metal or other material that is not flammable." }, { "self_ref": "#/texts/5898", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 255, "bbox": { "l": 85.0800000000001, "t": 431.96029999999985, "r": 403.12080000000014, "b": 418.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "Exception: Overcurrent protection may be provided by-", "text": "Exception: Overcurrent protection may be provided by-" }, { "self_ref": "#/texts/5899", "parent": { "$ref": "#/groups/610" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 255, "bbox": { "l": 85.0800000000001, "t": 411.9202999999998, "r": 513.5928000000005, "b": 384.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "(a) an overcurrent protective device within the electricity converter itself; or", "text": "(a) an overcurrent protective device within the electricity converter itself; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5900", "parent": { "$ref": "#/groups/610" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 255, "bbox": { "l": 85.0800000000001, "t": 377.9602999999998, "r": 513.6264000000002, "b": 350.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "(b) the characteristics of the electricity converter being unable to support the fault current.", "text": "(b) the characteristics of the electricity converter being unable to support the fault current.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5901", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 255, "bbox": { "l": 85.08000000000004, "t": 343.94029999999975, "r": 513.6863999999999, "b": 302.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 234 ] } ], "orig": "Where an electricity converter is intended to operate in parallel with a network or other source, circulating harmonic currents shall be limited so that the current-carrying capacity of conductors is not exceeded.", "text": "Where an electricity converter is intended to operate in parallel with a network or other source, circulating harmonic currents shall be limited so that the current-carrying capacity of conductors is not exceeded." }, { "self_ref": "#/texts/5902", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 255, "bbox": { "l": 96.42, "t": 298.8571999999999, "r": 497.9322480000007, "b": 286.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "NOTE: The effects of circulating harmonic currents may be limited as follows:", "text": "NOTE: The effects of circulating harmonic currents may be limited as follows:" }, { "self_ref": "#/texts/5903", "parent": { "$ref": "#/groups/611" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 255, "bbox": { "l": 96.42, "t": 282.83737999999994, "r": 436.39264199999957, "b": 270.5837, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "(a) The selection of generating sets with compensated windings.", "text": "(a) The selection of generating sets with compensated windings.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5904", "parent": { "$ref": "#/groups/611" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 255, "bbox": { "l": 96.42, "t": 266.876852, "r": 513.3009539999993, "b": 241.60308800000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "(b) The provision of a suitable impedance in the connection to generator star points.", "text": "(b) The provision of a suitable impedance in the connection to generator star points.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5905", "parent": { "$ref": "#/groups/611" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 255, "bbox": { "l": 96.42, "t": 237.836948, "r": 513.2515440000008, "b": 212.62357399999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 159 ] } ], "orig": "(c) The provision of switches that interrupt the circulatory circuit but that are interlocked so that at all times fault protection is not impaired.", "text": "(c) The provision of switches that interrupt the circulatory circuit but that are interlocked so that at all times fault protection is not impaired.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5906", "parent": { "$ref": "#/groups/611" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 255, "bbox": { "l": 96.42, "t": 208.857434, "r": 307.52257800000007, "b": 196.60375399999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "(d) The provision of filtering equipment.", "text": "(d) The provision of filtering equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5907", "parent": { "$ref": "#/groups/611" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 255, "bbox": { "l": 96.42, "t": 192.83761400000003, "r": 236.09657999999993, "b": 180.583934, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "(e) Other suitable means.", "text": "(e) Other suitable means.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5908", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 255, "bbox": { "l": 85.08, "t": 173.96029999999996, "r": 240.6132000000001, "b": 160.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "4.12.5.2 Circuit protection", "text": "4.12.5.2 Circuit protection", "level": 1 }, { "self_ref": "#/texts/5909", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 255, "bbox": { "l": 63.18, "t": 156.07220000000007, "r": 200.5176000000001, "b": 140.47051999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "4.12.5.2.1 General *", "text": "4.12.5.2.1 General *", "level": 1 }, { "self_ref": "#/texts/5910", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 255, "bbox": { "l": 85.07999999999998, "t": 133.94029999999998, "r": 513.6468000000007, "b": 92.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 220 ] } ], "orig": "Every submain or final subcircuit outgoing from an electricity converter shall be individually protected in accordance with Clause 2.5 and shall also include additional protection, where required, by Clause 2.6.", "text": "Every submain or final subcircuit outgoing from an electricity converter shall be individually protected in accordance with Clause 2.5 and shall also include additional protection, where required, by Clause 2.6." }, { "self_ref": "#/texts/5911", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 255, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5912", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 256, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5913", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 256, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "252", "text": "252" }, { "self_ref": "#/texts/5914", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 256, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/5915", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 256, "bbox": { "l": 85.08, "t": 751.9403, "r": 153.77040000000008, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:", "level": 1 }, { "self_ref": "#/texts/5916", "parent": { "$ref": "#/groups/612" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 256, "bbox": { "l": 85.08, "t": 731.9603, "r": 513.6096000000008, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 173 ] } ], "orig": "1 This requirement need not apply where protection on the incoming side (if any) provides protection against an overcurrent condition on the outgoing side.", "text": "1 This requirement need not apply where protection on the incoming side (if any) provides protection against an overcurrent condition on the outgoing side.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5917", "parent": { "$ref": "#/groups/612" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 256, "bbox": { "l": 85.08000000000004, "t": 683.9603, "r": 513.5880000000002, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 159 ] } ], "orig": "2 Overcurrent protective devices shall not be provided where the unexpected interruption of the supply could cause a greater danger than overcurrent.", "text": "2 Overcurrent protective devices shall not be provided where the unexpected interruption of the supply could cause a greater danger than overcurrent.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5918", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 256, "bbox": { "l": 62.64, "t": 638.6522, "r": 188.99520000000015, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "4.12.5.2.2 RCDs *", "text": "4.12.5.2.2 RCDs *", "level": 1 }, { "self_ref": "#/texts/5919", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 256, "bbox": { "l": 85.08000000000007, "t": 615.9203, "r": 513.5904000000007, "b": 588.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 152 ] } ], "orig": "The possible waveform of a fault current to earth can affect the operation of RCDs and shall be taken into account for the selection of the type of RCD.", "text": "The possible waveform of a fault current to earth can affect the operation of RCDs and shall be taken into account for the selection of the type of RCD." }, { "self_ref": "#/texts/5920", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 256, "bbox": { "l": 85.0800000000001, "t": 581.9603, "r": 513.6000000000009, "b": 540.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 201 ] } ], "orig": "Where an electricity converter includes an inverter, the RCD shall be of a type suitable for the waveform of the particular inverter, and in accordance with the inverter manufacturer's recommendations.", "text": "Where an electricity converter includes an inverter, the RCD shall be of a type suitable for the waveform of the particular inverter, and in accordance with the inverter manufacturer's recommendations." }, { "self_ref": "#/texts/5921", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 256, "bbox": { "l": 96.42, "t": 536.8772, "r": 458.2966439999997, "b": 524.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "NOTE: Requirements for types of RCDs are set out in Clause 2.6.2.2.", "text": "NOTE: Requirements for types of RCDs are set out in Clause 2.6.2.2." }, { "self_ref": "#/texts/5922", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 256, "bbox": { "l": 85.08, "t": 517.9403, "r": 185.60159999999993, "b": 504.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "4.12.6 Earthing", "text": "4.12.6 Earthing", "level": 1 }, { "self_ref": "#/texts/5923", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 256, "bbox": { "l": 85.07999999999998, "t": 497.9603, "r": 513.5796000000001, "b": 470.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "The output of an electricity converter shall be provided with the same type of earthing system used for the associated electrical installation.", "text": "The output of an electricity converter shall be provided with the same type of earthing system used for the associated electrical installation." }, { "self_ref": "#/texts/5924", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 256, "bbox": { "l": 85.07999999999998, "t": 463.9403, "r": 384.5940000000005, "b": 450.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "Protective earthing conductors shall not be switched.", "text": "Protective earthing conductors shall not be switched." }, { "self_ref": "#/texts/5925", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 256, "bbox": { "l": 85.07999999999998, "t": 443.96029999999996, "r": 513.6780000000002, "b": 402.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 198 ] } ], "orig": "Provision shall be made to ensure that all necessary connections for protection, such as the MEN connection, remain intact when supply is available from the output of the system.", "text": "Provision shall be made to ensure that all necessary connections for protection, such as the MEN connection, remain intact when supply is available from the output of the system." }, { "self_ref": "#/texts/5926", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 256, "bbox": { "l": 96.42, "t": 398.87719999999996, "r": 513.2932679999998, "b": 373.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "NOTE: See Clause 4.12.2 for information regarding Standards applicable to various devices.", "text": "NOTE: See Clause 4.12.2 for information regarding Standards applicable to various devices." }, { "self_ref": "#/texts/5927", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 256, "bbox": { "l": 85.08, "t": 366.9203, "r": 241.85640000000015, "b": 353.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "4.12.7 Neutral continuity", "text": "4.12.7 Neutral continuity", "level": 1 }, { "self_ref": "#/texts/5928", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 256, "bbox": { "l": 85.07999999999998, "t": 346.9403, "r": 513.6036000000007, "b": 305.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 213 ] } ], "orig": "Electricity converters, particularly static converters, such as UPS, shall be arranged to ensure that the continuity of the neutral conductor to the load is not interrupted during bypass or maintenance switching.", "text": "Electricity converters, particularly static converters, such as UPS, shall be arranged to ensure that the continuity of the neutral conductor to the load is not interrupted during bypass or maintenance switching." }, { "self_ref": "#/texts/5929", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 256, "bbox": { "l": 85.07999999999998, "t": 298.9403, "r": 382.5192000000003, "b": 285.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "4.12.8 Electrical equipment connected to output", "text": "4.12.8 Electrical equipment connected to output", "level": 1 }, { "self_ref": "#/texts/5930", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 256, "bbox": { "l": 85.07999999999998, "t": 278.96029999999996, "r": 513.6552000000003, "b": 237.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 186 ] } ], "orig": "All electrical equipment connected to the output side of an electricity converter shall be suitable for the voltage, current and frequency of the output of the unit.", "text": "All electrical equipment connected to the output side of an electricity converter shall be suitable for the voltage, current and frequency of the output of the unit." }, { "self_ref": "#/texts/5931", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 256, "bbox": { "l": 96.42, "t": 233.87720000000002, "r": 145.63345799999996, "b": 221.62351999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/5932", "parent": { "$ref": "#/groups/613" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 256, "bbox": { "l": 96.42, "t": 217.85738000000003, "r": 513.308639999999, "b": 192.583616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 156 ] } ], "orig": "1 The values of current-carrying capacity and voltage drop specified in the AS/NZS 3008.1 series are only valid for conductors operating at 50 Hz.", "text": "1 The values of current-carrying capacity and voltage drop specified in the AS/NZS 3008.1 series are only valid for conductors operating at 50 Hz.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5933", "parent": { "$ref": "#/groups/613" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 256, "bbox": { "l": 96.42, "t": 188.87676799999997, "r": 513.2965619999991, "b": 150.58292000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 161 ] } ], "orig": "2 For the type of RCD to be used where additional protection is required for circuits or equipment supplied by an electricity converter, refer to Clause 2.6.2.2.", "text": "2 For the type of RCD to be used where additional protection is required for circuits or equipment supplied by an electricity converter, refer to Clause 2.6.2.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5934", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 256, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5935", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 257, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5936", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 257, "bbox": { "l": 85.08, "t": 751.9403, "r": 178.27080000000007, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "4.13 MOTORS", "text": "4.13 MOTORS", "level": 1 }, { "self_ref": "#/texts/5937", "parent": { "$ref": "#/groups/614" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 257, "bbox": { "l": 85.08, "t": 731.9603, "r": 452.3784000000007, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "4.13.1 Protection against injury from mechanical movement", "text": "4.13.1 Protection against injury from mechanical movement", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5938", "parent": { "$ref": "#/groups/614" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 257, "bbox": { "l": 85.08, "t": 711.9203, "r": 245.62560000000005, "b": 698.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "4.13.1.1 Switching devices", "text": "4.13.1.1 Switching devices", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5939", "parent": { "$ref": "#/groups/614" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 257, "bbox": { "l": 42.54, "t": 691.9403, "r": 513.5640000000008, "b": 664.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": "Every motor shall be provided with a switching device or devices capable of performing all of the following functions: A1", "text": "Every motor shall be provided with a switching device or devices capable of performing all of the following functions: A1", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5940", "parent": { "$ref": "#/groups/614" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 257, "bbox": { "l": 85.08000000000001, "t": 657.9203, "r": 312.3216000000001, "b": 644.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "(a) Starting and stopping the motor.", "text": "(a) Starting and stopping the motor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5941", "parent": { "$ref": "#/groups/614" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 257, "bbox": { "l": 85.08000000000001, "t": 637.9403, "r": 441.8388000000008, "b": 624.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "(b) Emergency stopping, in accordance with Clause 2.3.5.", "text": "(b) Emergency stopping, in accordance with Clause 2.3.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5942", "parent": { "$ref": "#/groups/614" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 257, "bbox": { "l": 85.08000000000001, "t": 617.9603, "r": 513.6936000000007, "b": 590.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "(c) Isolating the motor for mechanical maintenance, in accordance with Clause 2.3.6.", "text": "(c) Isolating the motor for mechanical maintenance, in accordance with Clause 2.3.6.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5943", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 257, "bbox": { "l": 85.07999999999998, "t": 583.9403, "r": 153.77040000000008, "b": 570.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:" }, { "self_ref": "#/texts/5944", "parent": { "$ref": "#/groups/615" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 257, "bbox": { "l": 85.07999999999998, "t": 563.9603, "r": 513.6264000000002, "b": 508.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 232 ] } ], "orig": "1 Where a number of motors are required to function as a group, or operate in a coordinated manner, e.g. a split system airconditioning unit, a single switching device may be used to control more than one motor.", "text": "1 Where a number of motors are required to function as a group, or operate in a coordinated manner, e.g. a split system airconditioning unit, a single switching device may be used to control more than one motor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5945", "parent": { "$ref": "#/groups/615" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 257, "bbox": { "l": 85.08000000000001, "t": 501.92029999999994, "r": 513.5784000000001, "b": 474.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "2 A switch suitable for disconnection of supply in accordance with Item (c) need not be provided for motors that are-", "text": "2 A switch suitable for disconnection of supply in accordance with Item (c) need not be provided for motors that are-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5946", "parent": { "$ref": "#/groups/615" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 257, "bbox": { "l": 113.4, "t": 469.1602999999999, "r": 376.9463999999998, "b": 454.4722999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": " connected by a plug and socket-outlet; or", "text": " connected by a plug and socket-outlet; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5947", "parent": { "$ref": "#/groups/615" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 257, "bbox": { "l": 113.4, "t": 449.1202999999999, "r": 508.1172000000002, "b": 434.4322999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": " incorporated in an appliance having no exposed moving parts; or", "text": " incorporated in an appliance having no exposed moving parts; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5948", "parent": { "$ref": "#/groups/615" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 257, "bbox": { "l": 113.4, "t": 429.14029999999985, "r": 329.8572000000005, "b": 414.45229999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": " rated at not greater than 150 VA.", "text": " rated at not greater than 150 VA.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5949", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 257, "bbox": { "l": 96.42, "t": 410.87719999999996, "r": 145.63345799999996, "b": 398.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/5950", "parent": { "$ref": "#/groups/616" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 257, "bbox": { "l": 96.42, "t": 394.85738, "r": 488.42027400000063, "b": 382.6037, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "1 Refer to Clause 2.3 for the location and function of the switching device.", "text": "1 Refer to Clause 2.3 for the location and function of the switching device.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5951", "parent": { "$ref": "#/groups/616" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 257, "bbox": { "l": 96.42, "t": 378.83756, "r": 513.2800919999996, "b": 353.624186, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 127 ] } ], "orig": "2 AS/NZS 1668.1 requires provision for locking air-handling and smoke-spill motor-isolating switches in the ON position.", "text": "2 AS/NZS 1668.1 requires provision for locking air-handling and smoke-spill motor-isolating switches in the ON position.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5952", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 257, "bbox": { "l": 85.08, "t": 346.9404, "r": 247.9848000000001, "b": 333.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "4.13.1.2 Rating of switches", "text": "4.13.1.2 Rating of switches", "level": 1 }, { "self_ref": "#/texts/5953", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 257, "bbox": { "l": 85.08000000000001, "t": 326.96039999999994, "r": 407.892000000001, "b": 313.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "The isolating switch shall have a rating of not less than-", "text": "The isolating switch shall have a rating of not less than-" }, { "self_ref": "#/texts/5954", "parent": { "$ref": "#/groups/617" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 257, "bbox": { "l": 85.08000000000001, "t": 306.9204, "r": 509.9316000000006, "b": 279.5483999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "(a) the full-load current of the motor when installed directly in the motorsupply circuit; or", "text": "(a) the full-load current of the motor when installed directly in the motorsupply circuit; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5955", "parent": { "$ref": "#/groups/617" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 257, "bbox": { "l": 85.08000000000004, "t": 272.96039999999994, "r": 492.47880000000094, "b": 259.5683999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "(b) the control-circuit current when installed in the motor-starter circuit.", "text": "(b) the control-circuit current when installed in the motor-starter circuit.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5956", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 257, "bbox": { "l": 85.07999999999998, "t": 252.92039999999997, "r": 513.6312000000004, "b": 197.52839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 291 ] } ], "orig": "Any switch operating directly in the motor-supply circuit shall be capable of safely interrupting the locked-rotor or stall current of the motor. In the absence of any specific information supplied by the manufacturer, the locked-rotor or stall current shall be taken as-", "text": "Any switch operating directly in the motor-supply circuit shall be capable of safely interrupting the locked-rotor or stall current of the motor. In the absence of any specific information supplied by the manufacturer, the locked-rotor or stall current shall be taken as-" }, { "self_ref": "#/texts/5957", "parent": { "$ref": "#/groups/618" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 257, "bbox": { "l": 85.07999999999998, "t": 190.94039999999995, "r": 394.1016000000005, "b": 177.5483999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "(i) eight times the full-load current for a.c. motors; or", "text": "(i) eight times the full-load current for a.c. motors; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5958", "parent": { "$ref": "#/groups/618" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 257, "bbox": { "l": 85.08000000000001, "t": 170.96039999999994, "r": 373.6127999999999, "b": 157.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "(ii) four times the full-load current for d.c. motors.", "text": "(ii) four times the full-load current for d.c. motors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5959", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 257, "bbox": { "l": 96.42, "t": 153.83719999999994, "r": 438.1022280000006, "b": 141.58352000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "NOTE: Switches suitable for this application include the following:", "text": "NOTE: Switches suitable for this application include the following:" }, { "self_ref": "#/texts/5960", "parent": { "$ref": "#/groups/619" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 257, "bbox": { "l": 96.42, "t": 137.87667199999999, "r": 513.4535760000005, "b": 112.60290799999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "(a) Switches complying with AS/NZS 3133 or AS/NZS 60669.1, marked with the letter 'M' and with the nominated locked-rotor current.", "text": "(a) Switches complying with AS/NZS 3133 or AS/NZS 60669.1, marked with the letter 'M' and with the nominated locked-rotor current.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5961", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 257, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "253", "text": "253" }, { "self_ref": "#/texts/5962", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 257, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/5963", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 257, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5964", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 258, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5965", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 258, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/5966", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 258, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "254", "text": "254", "level": 1 }, { "self_ref": "#/texts/5967", "parent": { "$ref": "#/groups/620" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 258, "bbox": { "l": 96.42, "t": 751.8572, "r": 513.2943660000002, "b": 713.623742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 217 ] } ], "orig": "(b) Switches complying with AS/NZS 3947.3, marked with the utilization category 'DC 23' or 'AC 23' and with a rated operational current which is equal to or greater than the full-load current of the motor.", "text": "(b) Switches complying with AS/NZS 3947.3, marked with the utilization category 'DC 23' or 'AC 23' and with a rated operational current which is equal to or greater than the full-load current of the motor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5968", "parent": { "$ref": "#/groups/620" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 258, "bbox": { "l": 96.42, "t": 709.857602, "r": 513.2778959999991, "b": 684.583838, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "(c) Switches incorporated with and supplying a socket-outlet intended for use with a plug complying with AS/NZS 3112 or AS/NZS 60884.1.", "text": "(c) Switches incorporated with and supplying a socket-outlet intended for use with a plug complying with AS/NZS 3112 or AS/NZS 60884.1.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5969", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 258, "bbox": { "l": 85.07999999999998, "t": 677.9603, "r": 513.5832000000001, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 177 ] } ], "orig": "Where one switch is used to isolate more than one motor, in accordance with Clause 4.13.1.1, the switch shall be capable of interrupting the sum of the following currents:", "text": "Where one switch is used to isolate more than one motor, in accordance with Clause 4.13.1.1, the switch shall be capable of interrupting the sum of the following currents:" }, { "self_ref": "#/texts/5970", "parent": { "$ref": "#/groups/621" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 258, "bbox": { "l": 85.07999999999998, "t": 629.9603, "r": 480.7128000000007, "b": 616.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(A) The locked-rotor or stall current of the largest motor in the group.", "text": "(A) The locked-rotor or stall current of the largest motor in the group.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5971", "parent": { "$ref": "#/groups/621" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 258, "bbox": { "l": 85.07999999999998, "t": 609.9203, "r": 409.5492000000007, "b": 596.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "(B) The full-load current of all other motors in the group.", "text": "(B) The full-load current of all other motors in the group.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5972", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 258, "bbox": { "l": 85.07999999999998, "t": 589.9403, "r": 329.86319999999995, "b": 576.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "4.13.1.3 Devices for starting and stopping", "text": "4.13.1.3 Devices for starting and stopping", "level": 1 }, { "self_ref": "#/texts/5973", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 258, "bbox": { "l": 85.07999999999998, "t": 569.9603, "r": 513.5603999999998, "b": 542.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "Starting-and-stopping devices shall be so located as to be easily operated by the person in charge of the motor.", "text": "Starting-and-stopping devices shall be so located as to be easily operated by the person in charge of the motor." }, { "self_ref": "#/texts/5974", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 258, "bbox": { "l": 85.07999999999998, "t": 535.9403, "r": 513.630000000001, "b": 508.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "A stopping device or isolating switch shall be provided where danger is likely to occur because of the presence of moving parts.", "text": "A stopping device or isolating switch shall be provided where danger is likely to occur because of the presence of moving parts." }, { "self_ref": "#/texts/5975", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 258, "bbox": { "l": 85.07999999999998, "t": 501.92029999999994, "r": 509.97720000000095, "b": 474.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "The stopping device shall remain effective in the event of a fault in a motorcontrol circuit.", "text": "The stopping device shall remain effective in the event of a fault in a motorcontrol circuit." }, { "self_ref": "#/texts/5976", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 258, "bbox": { "l": 85.07999999999998, "t": 467.9602999999999, "r": 513.5952000000008, "b": 426.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "Where electrical equipment is remotely controlled, devices shall be provided for stopping the motors at all points where danger is likely to occur.", "text": "Where electrical equipment is remotely controlled, devices shall be provided for stopping the motors at all points where danger is likely to occur." }, { "self_ref": "#/texts/5977", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 258, "bbox": { "l": 96.42, "t": 422.87719999999996, "r": 513.2965620000003, "b": 397.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "NOTE: Arrangements for emergency stopping of motors should comply with Clause 2.3.5.", "text": "NOTE: Arrangements for emergency stopping of motors should comply with Clause 2.3.5." }, { "self_ref": "#/texts/5978", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 258, "bbox": { "l": 85.08, "t": 390.9203, "r": 366.8712000000006, "b": 377.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "4.13.1.4 Protection against restarting or reversal", "text": "4.13.1.4 Protection against restarting or reversal", "level": 1 }, { "self_ref": "#/texts/5979", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 258, "bbox": { "l": 85.07999999999998, "t": 370.9403, "r": 513.622800000001, "b": 329.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "Where unexpected restarting of a motor might cause danger, each electric motor shall be provided with means to prevent automatic restarting after stopping.", "text": "Where unexpected restarting of a motor might cause danger, each electric motor shall be provided with means to prevent automatic restarting after stopping." }, { "self_ref": "#/texts/5980", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 258, "bbox": { "l": 96.42, "t": 325.8571999999999, "r": 513.3657360000007, "b": 287.623742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 194 ] } ], "orig": "NOTE: Such means need not be provided where a suitable method of avoiding danger by warning of automatic restarting is given. Alternatives include enclosure of moving parts, warning sirens, etc.", "text": "NOTE: Such means need not be provided where a suitable method of avoiding danger by warning of automatic restarting is given. Alternatives include enclosure of moving parts, warning sirens, etc." }, { "self_ref": "#/texts/5981", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 258, "bbox": { "l": 85.07999999999998, "t": 280.94039999999995, "r": 513.6012000000007, "b": 239.52839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 183 ] } ], "orig": "Where safety might be impaired by incorrect direction of rotation of a motor, suitable measures shall be taken to prevent danger from reversal of the direction of rotation.", "text": "Where safety might be impaired by incorrect direction of rotation of a motor, suitable measures shall be taken to prevent danger from reversal of the direction of rotation." }, { "self_ref": "#/texts/5982", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 258, "bbox": { "l": 96.42, "t": 235.85720000000003, "r": 462.6194700000006, "b": 223.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "NOTE: This applies particularly where reverse-current braking is used.", "text": "NOTE: This applies particularly where reverse-current braking is used." }, { "self_ref": "#/texts/5983", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 258, "bbox": { "l": 85.08, "t": 216.9203, "r": 300.6444000000003, "b": 203.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "4.13.2 Protection against overload", "text": "4.13.2 Protection against overload", "level": 1 }, { "self_ref": "#/texts/5984", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 258, "bbox": { "l": 85.08, "t": 196.94029999999998, "r": 513.6000000000015, "b": 155.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 157 ] } ], "orig": "Each electric motor having a rating exceeding 370 W shall be provided with control equipment incorporating means of protection against overload of the motor.", "text": "Each electric motor having a rating exceeding 370 W shall be provided with control equipment incorporating means of protection against overload of the motor." }, { "self_ref": "#/texts/5985", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 258, "bbox": { "l": 85.07999999999998, "t": 148.94029999999998, "r": 513.7044000000002, "b": 107.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "Exception: This Clause (Clause 4.13.2) does not apply to motors incorporated in an item of electrical equipment that complies with an appropriate Standard.", "text": "Exception: This Clause (Clause 4.13.2) does not apply to motors incorporated in an item of electrical equipment that complies with an appropriate Standard." }, { "self_ref": "#/texts/5986", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 258, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/5987", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 259, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/5988", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 259, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "255", "text": "255" }, { "self_ref": "#/texts/5989", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 259, "bbox": { "l": 85.08, "t": 751.9403, "r": 347.3952000000004, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "4.13.3 Protection against overtemperature", "text": "4.13.3 Protection against overtemperature", "level": 1 }, { "self_ref": "#/texts/5990", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 259, "bbox": { "l": 85.08, "t": 731.9603, "r": 189.8976000000001, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "4.13.3.1 General", "text": "4.13.3.1 General", "level": 1 }, { "self_ref": "#/texts/5991", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 259, "bbox": { "l": 85.08000000000001, "t": 711.9203, "r": 513.5568000000003, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "Electric motors shall be provided with overtemperature protective devices complying with Clause 4.13.3.3 where they-", "text": "Electric motors shall be provided with overtemperature protective devices complying with Clause 4.13.3.3 where they-" }, { "self_ref": "#/texts/5992", "parent": { "$ref": "#/groups/622" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 259, "bbox": { "l": 85.08000000000001, "t": 677.9603, "r": 513.6300000000008, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "(a) may be required to run unattended (see Note) and have a rating greater than-", "text": "(a) may be required to run unattended (see Note) and have a rating greater than-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5993", "parent": { "$ref": "#/groups/622" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 259, "bbox": { "l": 113.40000000000003, "t": 643.9403, "r": 513.7104000000004, "b": 630.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "(i) for shaded-pole type motors ......................................... 480 VA; or", "text": "(i) for shaded-pole type motors ......................................... 480 VA; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5994", "parent": { "$ref": "#/groups/622" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 259, "bbox": { "l": 113.40000000000009, "t": 623.9603, "r": 513.6984000000002, "b": 610.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "(ii) for other unattended motors ............................................. 240 VA.", "text": "(ii) for other unattended motors ............................................. 240 VA.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5995", "parent": { "$ref": "#/groups/622" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 259, "bbox": { "l": 85.08000000000015, "t": 603.9203, "r": 312.29160000000024, "b": 590.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "(b) have a rating greater than 2250 W.", "text": "(b) have a rating greater than 2250 W.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/5996", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 259, "bbox": { "l": 85.08000000000013, "t": 583.9403, "r": 513.584400000001, "b": 556.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "Exception: This Clause does not apply where overtemperature protection is not permitted or required in accordance with Clause 4.13.3.2.", "text": "Exception: This Clause does not apply where overtemperature protection is not permitted or required in accordance with Clause 4.13.3.2." }, { "self_ref": "#/texts/5997", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 259, "bbox": { "l": 96.42, "t": 552.8372, "r": 513.3360900000005, "b": 475.60388, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 429 ] } ], "orig": "NOTE: A continuously running motor or a motor under automatic control in non-domestic premises, where no person is normally in attendance in the vicinity of the motor, is deemed to be unattended. Consideration should be given to the presence of a caretaker, or other person who may be responsible for the inspection of motors, in which case it may be appropriate not to regard motors as unattended.", "text": "NOTE: A continuously running motor or a motor under automatic control in non-domestic premises, where no person is normally in attendance in the vicinity of the motor, is deemed to be unattended. Consideration should be given to the presence of a caretaker, or other person who may be responsible for the inspection of motors, in which case it may be appropriate not to regard motors as unattended." }, { "self_ref": "#/texts/5998", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 259, "bbox": { "l": 96.42, "t": 471.83774, "r": 356.4714180000002, "b": 459.58406, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "Examples of unattended motors are motors that-", "text": "Examples of unattended motors are motors that-" }, { "self_ref": "#/texts/5999", "parent": { "$ref": "#/groups/623" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 259, "bbox": { "l": 96.42, "t": 455.877212, "r": 291.94305599999984, "b": 443.623532, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "(a) operate refrigerators in shops; or", "text": "(a) operate refrigerators in shops; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6000", "parent": { "$ref": "#/groups/623" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 259, "bbox": { "l": 96.42, "t": 439.857392, "r": 513.3316980000003, "b": 414.58362800000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "(b) are in a remote portion of a building, such as a drainage sump in a basement; or", "text": "(b) are in a remote portion of a building, such as a drainage sump in a basement; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6001", "parent": { "$ref": "#/groups/623" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 259, "bbox": { "l": 96.42, "t": 410.87678, "r": 382.80804600000045, "b": 398.6231, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "(c) operate a communal refrigerator in a block of flats.", "text": "(c) operate a communal refrigerator in a block of flats.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6002", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 259, "bbox": { "l": 85.08, "t": 391.94030000000004, "r": 261.5135999999999, "b": 378.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "4.13.3.2 Protection prohibited", "text": "4.13.3.2 Protection prohibited", "level": 1 }, { "self_ref": "#/texts/6003", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 259, "bbox": { "l": 85.08000000000001, "t": 371.9603, "r": 513.5364, "b": 344.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "Overtemperature protection shall not be provided in either of the following circumstances:", "text": "Overtemperature protection shall not be provided in either of the following circumstances:" }, { "self_ref": "#/texts/6004", "parent": { "$ref": "#/groups/624" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 259, "bbox": { "l": 85.08000000000001, "t": 337.9403, "r": 513.6275999999997, "b": 310.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 132 ] } ], "orig": "(a) In accordance with Clause 7.2.9, protection shall not be provided for motors associated with a fire-protection service.", "text": "(a) In accordance with Clause 7.2.9, protection shall not be provided for motors associated with a fire-protection service.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6005", "parent": { "$ref": "#/groups/624" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 259, "bbox": { "l": 85.08000000000004, "t": 303.9203, "r": 513.576000000001, "b": 276.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "(b) Protection shall not be provided where the opening of the motor circuit could create a hazard.", "text": "(b) Protection shall not be provided where the opening of the motor circuit could create a hazard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6006", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 259, "bbox": { "l": 85.08000000000004, "t": 269.96029999999996, "r": 513.6600000000012, "b": 228.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 148 ] } ], "orig": "Overtemperature protection need not be provided for unattended submersible pump motors immersed in water that have a rating not greater than 2250 W.", "text": "Overtemperature protection need not be provided for unattended submersible pump motors immersed in water that have a rating not greater than 2250 W." }, { "self_ref": "#/texts/6007", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 259, "bbox": { "l": 85.08000000000004, "t": 221.96029999999996, "r": 345.4080000000007, "b": 208.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "4.13.3.3 Overtemperature protective devices", "text": "4.13.3.3 Overtemperature protective devices", "level": 1 }, { "self_ref": "#/texts/6008", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 259, "bbox": { "l": 85.08000000000004, "t": 201.9203, "r": 466.03080000000057, "b": 188.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "Overtemperature protective devices shall comply with the following:", "text": "Overtemperature protective devices shall comply with the following:" }, { "self_ref": "#/texts/6009", "parent": { "$ref": "#/groups/625" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 259, "bbox": { "l": 85.08000000000004, "t": 181.94029999999998, "r": 513.7128000000008, "b": 154.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "(a) Protection Protection of motor windings against excessive temperatures shall be provided by-", "text": "(a) Protection Protection of motor windings against excessive temperatures shall be provided by-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6010", "parent": { "$ref": "#/groups/625" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 259, "bbox": { "l": 113.40000000000003, "t": 147.9203, "r": 513.6143999999997, "b": 120.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(i) thermal overload protective devices complying with AS/NZS 60947.4.1;", "text": "(i) thermal overload protective devices complying with AS/NZS 60947.4.1;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6011", "parent": { "$ref": "#/groups/625" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 259, "bbox": { "l": 113.40000000000003, "t": 113.96029999999996, "r": 513.6600000000008, "b": 86.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "(ii) built-in thermal protection, in accordance with AS/NZS 60947.8; or", "text": "(ii) built-in thermal protection, in accordance with AS/NZS 60947.8; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6012", "parent": { "$ref": "#/groups/626" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 259, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/6013", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 259, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6014", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 260, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6015", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 260, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/6016", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 260, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "256", "text": "256", "level": 1 }, { "self_ref": "#/texts/6017", "parent": { "$ref": "#/groups/627" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 260, "bbox": { "l": 113.4, "t": 751.9403, "r": 458.4096000000001, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "(iii) a device that affords an equivalent degree of protection.", "text": "(iii) a device that affords an equivalent degree of protection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6018", "parent": { "$ref": "#/groups/627" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 260, "bbox": { "l": 85.08000000000004, "t": 731.9603, "r": 513.7248000000013, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 153 ] } ], "orig": "(b) Operation The protective device shall disconnect, directly or indirectly, not less than the following number of supply conductors to the motor:", "text": "(b) Operation The protective device shall disconnect, directly or indirectly, not less than the following number of supply conductors to the motor:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6019", "parent": { "$ref": "#/groups/627" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 260, "bbox": { "l": 113.40000000000003, "t": 683.9603, "r": 513.6348000000012, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "(i) For single-phase a.c. motors and d.c. motors supplied from a two-wire supply with one line earthed and single-phase a.c. motors: one.", "text": "(i) For single-phase a.c. motors and d.c. motors supplied from a two-wire supply with one line earthed and single-phase a.c. motors: one.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6020", "parent": { "$ref": "#/groups/627" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 260, "bbox": { "l": 113.39999999999998, "t": 635.9603, "r": 513.6515999999997, "b": 608.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "(ii) For three-phase a.c. motors and d.c. motors supplied from two unearthed lines: two.", "text": "(ii) For three-phase a.c. motors and d.c. motors supplied from two unearthed lines: two.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6021", "parent": { "$ref": "#/groups/627" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 260, "bbox": { "l": 85.07999999999998, "t": 601.9403, "r": 513.6840000000004, "b": 546.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 277 ] } ], "orig": "(c) Additional requirements for unattended motors Where thermal protective devices for unattended motors are of the automatic reset type, the device shall protect the motor windings against attaining excessive temperatures under continued tripping conditions.", "text": "(c) Additional requirements for unattended motors Where thermal protective devices for unattended motors are of the automatic reset type, the device shall protect the motor windings against attaining excessive temperatures under continued tripping conditions.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6022", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 260, "bbox": { "l": 85.07999999999998, "t": 531.9802999999999, "r": 228.88679999999977, "b": 518.5882999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "4.14 TRANSFORMERS", "text": "4.14 TRANSFORMERS", "level": 1 }, { "self_ref": "#/texts/6023", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 260, "bbox": { "l": 85.07999999999998, "t": 511.9402999999999, "r": 181.21200000000007, "b": 498.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "4.14.1 General", "text": "4.14.1 General", "level": 1 }, { "self_ref": "#/texts/6024", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 260, "bbox": { "l": 85.07999999999998, "t": 491.9602999999999, "r": 513.655200000001, "b": 464.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "Transformers shall be installed in accordance with Clauses 4.14.2 to 4.14.5.", "text": "Transformers shall be installed in accordance with Clauses 4.14.2 to 4.14.5." }, { "self_ref": "#/texts/6025", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 260, "bbox": { "l": 85.07999999999998, "t": 457.94029999999987, "r": 492.63000000000056, "b": 444.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "Exception: The following transformers need not comply with this Clause:", "text": "Exception: The following transformers need not comply with this Clause:" }, { "self_ref": "#/texts/6026", "parent": { "$ref": "#/groups/628" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 260, "bbox": { "l": 85.07999999999998, "t": 437.96029999999985, "r": 266.7252, "b": 424.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "1 An instrument transformer.", "text": "1 An instrument transformer.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6027", "parent": { "$ref": "#/groups/628" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 260, "bbox": { "l": 85.07999999999998, "t": 417.9202999999998, "r": 303.46680000000026, "b": 404.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "2 An extra-low voltage transformer.", "text": "2 An extra-low voltage transformer.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6028", "parent": { "$ref": "#/groups/628" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 260, "bbox": { "l": 85.07999999999998, "t": 397.9402999999998, "r": 337.5168, "b": 384.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "3 A luminous discharge tube transformer.", "text": "3 A luminous discharge tube transformer.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6029", "parent": { "$ref": "#/groups/628" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 260, "bbox": { "l": 85.07999999999998, "t": 377.9602999999998, "r": 513.7056000000005, "b": 350.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "4 A transformer incorporated in a motor starter or other similar electrical equipment.", "text": "4 A transformer incorporated in a motor starter or other similar electrical equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6030", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 260, "bbox": { "l": 85.07999999999996, "t": 343.94029999999975, "r": 240.35279999999986, "b": 330.54829999999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "4.14.2 Secondary circuit", "text": "4.14.2 Secondary circuit", "level": 1 }, { "self_ref": "#/texts/6031", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 260, "bbox": { "l": 85.07999999999996, "t": 323.96029999999973, "r": 189.89760000000004, "b": 310.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "4.14.2.1 General", "text": "4.14.2.1 General", "level": 1 }, { "self_ref": "#/texts/6032", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 260, "bbox": { "l": 85.07999999999996, "t": 303.92029999999977, "r": 513.5916000000009, "b": 262.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 223 ] } ], "orig": "The wiring and electrical equipment connected to the secondary winding of a transformer shall comply with the requirements of this Standard for extralow, low or high voltage, as appropriate to the nominal secondary voltage.", "text": "The wiring and electrical equipment connected to the secondary winding of a transformer shall comply with the requirements of this Standard for extralow, low or high voltage, as appropriate to the nominal secondary voltage." }, { "self_ref": "#/texts/6033", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 260, "bbox": { "l": 85.07999999999996, "t": 255.92029999999966, "r": 269.7600000000002, "b": 242.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "4.14.2.2 Control and protection", "text": "4.14.2.2 Control and protection", "level": 1 }, { "self_ref": "#/texts/6034", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 260, "bbox": { "l": 85.07999999999993, "t": 235.94029999999975, "r": 513.6720000000003, "b": 208.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "The conductors connected to the secondary windings of a transformer shall be-", "text": "The conductors connected to the secondary windings of a transformer shall be-" }, { "self_ref": "#/texts/6035", "parent": { "$ref": "#/groups/629" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 260, "bbox": { "l": 85.07999999999993, "t": 201.92029999999977, "r": 513.6492000000012, "b": 174.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "(a) considered as submain or final subcircuit conductors, as appropriate; and", "text": "(a) considered as submain or final subcircuit conductors, as appropriate; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6036", "parent": { "$ref": "#/groups/629" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 260, "bbox": { "l": 85.07999999999996, "t": 167.96029999999973, "r": 513.5712000000005, "b": 140.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "(b) controlled and protected in accordance with the appropriate requirements of Clauses 2.3 and 2.5.", "text": "(b) controlled and protected in accordance with the appropriate requirements of Clauses 2.3 and 2.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6037", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 260, "bbox": { "l": 85.07999999999998, "t": 133.94029999999975, "r": 382.68000000000046, "b": 120.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "Exception: This requirement need not apply where-", "text": "Exception: This requirement need not apply where-" }, { "self_ref": "#/texts/6038", "parent": { "$ref": "#/groups/630" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 260, "bbox": { "l": 85.07999999999998, "t": 113.96029999999973, "r": 513.6047999999997, "b": 86.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "(a) the transformer secondary winding supplies only one submain or final subcircuit; and", "text": "(a) the transformer secondary winding supplies only one submain or final subcircuit; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6039", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 260, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6040", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 261, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6041", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 261, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "257", "text": "257" }, { "self_ref": "#/texts/6042", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 261, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/6043", "parent": { "$ref": "#/groups/631" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 261, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.6624, "b": 696.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 246 ] } ], "orig": "(b) the secondary circuit conductors have a current-carrying capacity not less than the rated load current of the transformer primary winding multiplied by the ratio of the transformer primary voltage to the secondary voltage.", "text": "(b) the secondary circuit conductors have a current-carrying capacity not less than the rated load current of the transformer primary winding multiplied by the ratio of the transformer primary voltage to the secondary voltage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6044", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 261, "bbox": { "l": 85.08000000000007, "t": 689.9603, "r": 325.4928000000001, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "4.14.3 Low voltage transformer supply", "text": "4.14.3 Low voltage transformer supply", "level": 1 }, { "self_ref": "#/texts/6045", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 261, "bbox": { "l": 85.08000000000007, "t": 669.9203, "r": 267.13920000000036, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "4.14.3.1 Isolating transformers", "text": "4.14.3.1 Isolating transformers", "level": 1 }, { "self_ref": "#/texts/6046", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 261, "bbox": { "l": 85.08000000000007, "t": 649.9403, "r": 513.5688000000006, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "Electrical equipment may be supplied through an isolating transformer, in accordance with Clause 7.4.", "text": "Electrical equipment may be supplied through an isolating transformer, in accordance with Clause 7.4." }, { "self_ref": "#/texts/6047", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 261, "bbox": { "l": 85.0800000000001, "t": 615.9203, "r": 251.16240000000013, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "4.14.3.2 Other transformers", "text": "4.14.3.2 Other transformers", "level": 1 }, { "self_ref": "#/texts/6048", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 261, "bbox": { "l": 85.0800000000001, "t": 595.9403, "r": 447.8784000000006, "b": 582.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "Electrical equipment shall be earthed as required by Clause 5.4.", "text": "Electrical equipment shall be earthed as required by Clause 5.4." }, { "self_ref": "#/texts/6049", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 261, "bbox": { "l": 85.0800000000001, "t": 575.9603, "r": 513.6792000000004, "b": 534.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 166 ] } ], "orig": "Exception: Where the low voltage transformer output complies with the requirements of the AS/NZS 61558 series, earthing is not required on the secondary side.", "text": "Exception: Where the low voltage transformer output complies with the requirements of the AS/NZS 61558 series, earthing is not required on the secondary side." }, { "self_ref": "#/texts/6050", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 261, "bbox": { "l": 85.0800000000001, "t": 527.9603, "r": 240.67680000000013, "b": 514.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "4.14.4 Autotransformers", "text": "4.14.4 Autotransformers", "level": 1 }, { "self_ref": "#/texts/6051", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 261, "bbox": { "l": 85.0800000000001, "t": 507.92029999999994, "r": 513.5939999999999, "b": 466.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 200 ] } ], "orig": "An autotransformer shall not be used to supply electrical equipment, including circuit wiring, having a voltage rating of less than the highest input or output voltage of the autotransformer.", "text": "An autotransformer shall not be used to supply electrical equipment, including circuit wiring, having a voltage rating of less than the highest input or output voltage of the autotransformer." }, { "self_ref": "#/texts/6052", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 261, "bbox": { "l": 85.08000000000013, "t": 459.9202999999999, "r": 262.5132000000002, "b": 446.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "4.14.5 Step-up transformers", "text": "4.14.5 Step-up transformers", "level": 1 }, { "self_ref": "#/texts/6053", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 261, "bbox": { "l": 85.08000000000013, "t": 439.94029999999987, "r": 513.5868000000005, "b": 398.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 212 ] } ], "orig": "Where a transformer is used to raise the voltage above that at which electricity is supplied at the point of supply, no connection shall be made between the primary and secondary windings.", "text": "Where a transformer is used to raise the voltage above that at which electricity is supplied at the point of supply, no connection shall be made between the primary and secondary windings." }, { "self_ref": "#/texts/6054", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 261, "bbox": { "l": 85.08000000000013, "t": 391.9402999999998, "r": 513.610800000001, "b": 350.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 168 ] } ], "orig": "Exception: A connection may be made between primary and secondary windings, using a protective earthing conductor, to provide an earthreference supply.", "text": "Exception: A connection may be made between primary and secondary windings, using a protective earthing conductor, to provide an earthreference supply." }, { "self_ref": "#/texts/6055", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 261, "bbox": { "l": 85.08000000000015, "t": 335.9602999999998, "r": 206.22960000000012, "b": 322.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "4.15 CAPACITORS", "text": "4.15 CAPACITORS", "level": 1 }, { "self_ref": "#/texts/6056", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 261, "bbox": { "l": 85.08000000000015, "t": 315.92029999999977, "r": 181.19280000000018, "b": 302.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "4.15.1 General", "text": "4.15.1 General", "level": 1 }, { "self_ref": "#/texts/6057", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 261, "bbox": { "l": 85.08000000000015, "t": 295.94029999999975, "r": 509.8644000000013, "b": 282.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "Capacitors shall be installed in accordance with Clauses 4.15.2 and 4.15.3.", "text": "Capacitors shall be installed in accordance with Clauses 4.15.2 and 4.15.3." }, { "self_ref": "#/texts/6058", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 261, "bbox": { "l": 85.08000000000015, "t": 275.96029999999973, "r": 513.6324000000004, "b": 234.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 179 ] } ], "orig": "Exception: The requirements of this Standard do not apply to capacitors that are fitted as an integral part of other electrical equipment, such as luminaires.", "text": "Exception: The requirements of this Standard do not apply to capacitors that are fitted as an integral part of other electrical equipment, such as luminaires." }, { "self_ref": "#/texts/6059", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 261, "bbox": { "l": 85.08000000000015, "t": 227.96029999999973, "r": 257.90160000000003, "b": 214.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "4.15.2 Electrical equipment", "text": "4.15.2 Electrical equipment", "level": 1 }, { "self_ref": "#/texts/6060", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 261, "bbox": { "l": 85.08000000000015, "t": 207.92029999999977, "r": 189.89760000000024, "b": 194.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "4.15.2.1 General", "text": "4.15.2.1 General", "level": 1 }, { "self_ref": "#/texts/6061", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 261, "bbox": { "l": 85.08000000000015, "t": 187.94029999999975, "r": 513.6024000000011, "b": 146.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "Electrical equipment and wiring for connection to capacitors shall be suitable for the highest voltages, currents and temperatures that are likely to occur.", "text": "Electrical equipment and wiring for connection to capacitors shall be suitable for the highest voltages, currents and temperatures that are likely to occur." }, { "self_ref": "#/texts/6062", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 261, "bbox": { "l": 85.08000000000015, "t": 139.94029999999975, "r": 513.6264000000003, "b": 112.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "Adequate means shall be provided to ensure the dissipation of heat from the electrical equipment.", "text": "Adequate means shall be provided to ensure the dissipation of heat from the electrical equipment." }, { "self_ref": "#/texts/6063", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 261, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6064", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 262, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/6065", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 262, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6066", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 262, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "258", "text": "258" }, { "self_ref": "#/texts/6067", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 262, "bbox": { "l": 85.08, "t": 751.9403, "r": 419.05920000000077, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "4.15.2.2 Rating of circuit-breakers, switches or contactors", "text": "4.15.2.2 Rating of circuit-breakers, switches or contactors", "level": 1 }, { "self_ref": "#/texts/6068", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 262, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 513.6479999999998, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 194 ] } ], "orig": "Any circuit-breaker, switch or contactor controlling a capacitor shall be suitable for the purpose of switching capacitors and shall be of appropriate rating for the reactive component.", "text": "Any circuit-breaker, switch or contactor controlling a capacitor shall be suitable for the purpose of switching capacitors and shall be of appropriate rating for the reactive component." }, { "self_ref": "#/texts/6069", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 262, "bbox": { "l": 85.07999999999998, "t": 683.9603, "r": 513.5700000000007, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "An example of an appropriate contactor would be a utilization category AC-6b device to AS/NZS 60947.4.1.", "text": "An example of an appropriate contactor would be a utilization category AC-6b device to AS/NZS 60947.4.1." }, { "self_ref": "#/texts/6070", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 262, "bbox": { "l": 85.07999999999998, "t": 649.9403, "r": 406.4531999999998, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "4.15.2.3 Current-carrying capacity of supply conductors", "text": "4.15.2.3 Current-carrying capacity of supply conductors", "level": 1 }, { "self_ref": "#/texts/6071", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 262, "bbox": { "l": 85.07999999999998, "t": 629.9603, "r": 513.6720000000003, "b": 588.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 201 ] } ], "orig": "Where a capacitor is controlled by a circuit-breaker as required by Clause 4.15.3.3(a), the conductors connected to the capacitor shall have a current-carrying capacity not less than the greater of-", "text": "Where a capacitor is controlled by a circuit-breaker as required by Clause 4.15.3.3(a), the conductors connected to the capacitor shall have a current-carrying capacity not less than the greater of-" }, { "self_ref": "#/texts/6072", "parent": { "$ref": "#/groups/632" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 262, "bbox": { "l": 85.07999999999998, "t": 581.9603, "r": 368.74560000000014, "b": 568.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "(a) 135% of the rated current of the capacitor; or", "text": "(a) 135% of the rated current of the capacitor; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6073", "parent": { "$ref": "#/groups/632" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 262, "bbox": { "l": 85.07999999999998, "t": 561.9203, "r": 298.6919999999998, "b": 548.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "(b) the setting of the circuit-breaker.", "text": "(b) the setting of the circuit-breaker.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6074", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 262, "bbox": { "l": 85.07999999999998, "t": 541.9403, "r": 513.5519999999998, "b": 514.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 148 ] } ], "orig": "Where a capacitor is permanently connected to a motor circuit, the conductors shall have a current rating of not less than the greater of-", "text": "Where a capacitor is permanently connected to a motor circuit, the conductors shall have a current rating of not less than the greater of-" }, { "self_ref": "#/texts/6075", "parent": { "$ref": "#/groups/633" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 262, "bbox": { "l": 85.07999999999998, "t": 507.92029999999994, "r": 430.6224000000003, "b": 494.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "(i) one-third of the rating of the motor-circuit conductors; or", "text": "(i) one-third of the rating of the motor-circuit conductors; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6076", "parent": { "$ref": "#/groups/633" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 262, "bbox": { "l": 85.07999999999998, "t": 487.9402999999999, "r": 353.80080000000044, "b": 474.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "(ii) 135% of the rated current of the capacitor.", "text": "(ii) 135% of the rated current of the capacitor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6077", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 262, "bbox": { "l": 85.07999999999998, "t": 467.9602999999999, "r": 347.7192, "b": 454.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "4.15.3 Provision for discharge and control", "text": "4.15.3 Provision for discharge and control", "level": 1 }, { "self_ref": "#/texts/6078", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 262, "bbox": { "l": 85.07999999999998, "t": 447.9202999999999, "r": 189.89760000000007, "b": 434.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "4.15.3.1 General", "text": "4.15.3.1 General", "level": 1 }, { "self_ref": "#/texts/6079", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 262, "bbox": { "l": 85.07999999999998, "t": 429.14029999999985, "r": 513.6167999999999, "b": 400.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "Capacitors with values greater than 0.5  F shall be provided with a discharge path.", "text": "Capacitors with values greater than 0.5  F shall be provided with a discharge path." }, { "self_ref": "#/texts/6080", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 262, "bbox": { "l": 85.08000000000004, "t": 393.9202999999998, "r": 513.6348000000015, "b": 366.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 132 ] } ], "orig": "These capacitors shall be controlled in accordance with one of the methods set out in Clauses 4.15.3.2 and 4.15.3.3, as appropriate.", "text": "These capacitors shall be controlled in accordance with one of the methods set out in Clauses 4.15.3.2 and 4.15.3.3, as appropriate." }, { "self_ref": "#/texts/6081", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 262, "bbox": { "l": 85.08000000000004, "t": 359.9602999999998, "r": 513.6492000000003, "b": 318.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 176 ] } ], "orig": "The voltage between capacitor terminals shall be not more than 50 V after the capacitor has been disconnected from the supply for the following period, as applicable:", "text": "The voltage between capacitor terminals shall be not more than 50 V after the capacitor has been disconnected from the supply for the following period, as applicable:" }, { "self_ref": "#/texts/6082", "parent": { "$ref": "#/groups/634" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 262, "bbox": { "l": 85.08000000000007, "t": 311.96029999999973, "r": 513.6804000000001, "b": 298.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "(a) Where the capacitor is rated up to and including 650 V ............... 1 min.", "text": "(a) Where the capacitor is rated up to and including 650 V ............... 1 min.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6083", "parent": { "$ref": "#/groups/634" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 262, "bbox": { "l": 85.0800000000001, "t": 291.92029999999977, "r": 513.6804000000002, "b": 278.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "(b) Where the capacitor is rated above 650 V ................................... 5 min.", "text": "(b) Where the capacitor is rated above 650 V ................................... 5 min.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6084", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 262, "bbox": { "l": 85.08000000000015, "t": 271.94029999999975, "r": 513.5760000000005, "b": 244.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 146 ] } ], "orig": "Capacitors and electrical equipment containing capacitors shall be provided with a warning notice containing information similar to the following:", "text": "Capacitors and electrical equipment containing capacitors shall be provided with a warning notice containing information similar to the following:" }, { "self_ref": "#/texts/6085", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 262, "bbox": { "l": 113.46, "t": 237.83719999999994, "r": 484.95292799999964, "b": 212.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "WARNING: ENSURE THAT CAPACITORS ARE COMPLETELY DISCHARGED BEFORE WORKING ON EQUIPMENT.", "text": "WARNING: ENSURE THAT CAPACITORS ARE COMPLETELY DISCHARGED BEFORE WORKING ON EQUIPMENT.", "level": 1 }, { "self_ref": "#/texts/6086", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 262, "bbox": { "l": 85.08, "t": 205.94029999999998, "r": 472.3500000000002, "b": 192.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "4.15.3.2 Capacitors connected in parallel with individual appliances", "text": "4.15.3.2 Capacitors connected in parallel with individual appliances", "level": 1 }, { "self_ref": "#/texts/6087", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 262, "bbox": { "l": 85.07999999999998, "t": 185.96029999999996, "r": 513.596400000001, "b": 158.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "A capacitor connected in parallel with an individual appliance shall comply with the following requirements:", "text": "A capacitor connected in parallel with an individual appliance shall comply with the following requirements:" }, { "self_ref": "#/texts/6088", "parent": { "$ref": "#/groups/635" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 262, "bbox": { "l": 85.07999999999998, "t": 151.94029999999998, "r": 513.6096, "b": 124.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "(a) The capacitor shall be connected so that the windings of the appliance form a permanent discharge path for the capacitor.", "text": "(a) The capacitor shall be connected so that the windings of the appliance form a permanent discharge path for the capacitor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6089", "parent": { "$ref": "#/groups/635" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 262, "bbox": { "l": 85.07999999999996, "t": 117.9203, "r": 513.6312000000005, "b": 90.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "(b) No switch or fuse shall be inserted between the capacitor and the appliance.", "text": "(b) No switch or fuse shall be inserted between the capacitor and the appliance.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6090", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 262, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6091", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 263, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/6092", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 263, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6093", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 263, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "259", "text": "259" }, { "self_ref": "#/texts/6094", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 263, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/6095", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 263, "bbox": { "l": 113.46, "t": 751.9403, "r": 513.6612000000006, "b": 710.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 146 ] } ], "orig": "Exception: The requirements of Items (a) and (b) need not apply where the capacitor incorporates a permanently connected discharge device.", "text": "Exception: The requirements of Items (a) and (b) need not apply where the capacitor incorporates a permanently connected discharge device." }, { "self_ref": "#/texts/6096", "parent": { "$ref": "#/groups/636" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 263, "bbox": { "l": 85.08000000000004, "t": 703.9403, "r": 513.5411999999999, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "(c) The capacitor shall be deemed to be controlled by the controlgear of the appliance.", "text": "(c) The capacitor shall be deemed to be controlled by the controlgear of the appliance.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6097", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 263, "bbox": { "l": 85.07999999999998, "t": 669.9203, "r": 493.3727999999995, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "4.15.3.3 Capacitors not connected in parallel with individual appliances", "text": "4.15.3.3 Capacitors not connected in parallel with individual appliances", "level": 1 }, { "self_ref": "#/texts/6098", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 263, "bbox": { "l": 85.07999999999998, "t": 649.9403, "r": 513.6263999999999, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "A capacitor not connected in parallel with an individual appliance shall comply with the following requirements:", "text": "A capacitor not connected in parallel with an individual appliance shall comply with the following requirements:" }, { "self_ref": "#/texts/6099", "parent": { "$ref": "#/groups/637" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 263, "bbox": { "l": 85.08000000000004, "t": 615.9203, "r": 513.667200000001, "b": 588.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "(a) The capacitor shall be controlled by a circuit-breaker fitted with an overcurrent release.", "text": "(a) The capacitor shall be controlled by a circuit-breaker fitted with an overcurrent release.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6100", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 263, "bbox": { "l": 113.46000000000004, "t": 581.9603, "r": 513.5892000000008, "b": 554.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "Provision shall be made for the discharge of the capacitor by the use of-", "text": "Provision shall be made for the discharge of the capacitor by the use of-" }, { "self_ref": "#/texts/6101", "parent": { "$ref": "#/groups/638" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 263, "bbox": { "l": 113.40000000000003, "t": 547.9403, "r": 513.6348000000005, "b": 506.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 173 ] } ], "orig": "(i) auxiliary contacts of the circuit-breaker that automatically connect a discharge device to the capacitor immediately when it is disconnected from the supply; or", "text": "(i) auxiliary contacts of the circuit-breaker that automatically connect a discharge device to the capacitor immediately when it is disconnected from the supply; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6102", "parent": { "$ref": "#/groups/638" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 263, "bbox": { "l": 113.40000000000009, "t": 499.9402999999999, "r": 513.580800000001, "b": 472.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "(ii) a permanently connected discharge device in parallel with the capacitor.", "text": "(ii) a permanently connected discharge device in parallel with the capacitor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6103", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 263, "bbox": { "l": 113.46000000000006, "t": 465.9202999999999, "r": 264.0360000000001, "b": 452.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "Exception: Where either-", "text": "Exception: Where either-" }, { "self_ref": "#/texts/6104", "parent": { "$ref": "#/groups/639" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 263, "bbox": { "l": 113.40000000000006, "t": 445.94029999999987, "r": 513.6048000000004, "b": 418.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "(a) the capacitor is rated at not more than 100 kVAr (reactive power); or", "text": "(a) the capacitor is rated at not more than 100 kVAr (reactive power); or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6105", "parent": { "$ref": "#/groups/639" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 263, "bbox": { "l": 113.40000000000012, "t": 411.9202999999998, "r": 513.5700000000007, "b": 384.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 111 ] } ], "orig": "(b) each capacitor in a bank of shunt-connected capacitors is rated at not more than 100 kVAr (reactive power),", "text": "(b) each capacitor in a bank of shunt-connected capacitors is rated at not more than 100 kVAr (reactive power),", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6106", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 263, "bbox": { "l": 113.4600000000001, "t": 377.9602999999998, "r": 513.6192000000008, "b": 336.54829999999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 151 ] } ], "orig": "the capacitor may be controlled by a quick make-and-break switch or contactor and protected by fuses, provided that the following requirements are met:", "text": "the capacitor may be controlled by a quick make-and-break switch or contactor and protected by fuses, provided that the following requirements are met:" }, { "self_ref": "#/texts/6107", "parent": { "$ref": "#/groups/640" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 263, "bbox": { "l": 113.40000000000009, "t": 329.96029999999973, "r": 513.6048000000004, "b": 288.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 171 ] } ], "orig": "(A) Such switching shall incorporate a means of manual operation to provide for the individual isolation of each capacitor, or for the capacitor bank as a whole.", "text": "(A) Such switching shall incorporate a means of manual operation to provide for the individual isolation of each capacitor, or for the capacitor bank as a whole.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6108", "parent": { "$ref": "#/groups/640" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 263, "bbox": { "l": 113.40000000000009, "t": 281.96029999999973, "r": 513.6456000000004, "b": 240.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 149 ] } ], "orig": "(B) Provision shall be made for the discharge of the capacitor by the use of a permanently connected discharge device in parallel with the capacitor.", "text": "(B) Provision shall be made for the discharge of the capacitor by the use of a permanently connected discharge device in parallel with the capacitor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6109", "parent": { "$ref": "#/groups/640" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 263, "bbox": { "l": 85.0800000000001, "t": 233.96029999999973, "r": 386.44320000000033, "b": 220.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "(b) No fuse or switch shall be connected between-", "text": "(b) No fuse or switch shall be connected between-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6110", "parent": { "$ref": "#/groups/640" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 263, "bbox": { "l": 113.40000000000009, "t": 213.92029999999966, "r": 513.5819999999999, "b": 186.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "(i) the auxiliary contacts of the circuit-breaker and the discharge device referred to in Item (a)(i); or", "text": "(i) the auxiliary contacts of the circuit-breaker and the discharge device referred to in Item (a)(i); or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6111", "parent": { "$ref": "#/groups/640" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 263, "bbox": { "l": 113.40000000000009, "t": 179.96029999999973, "r": 513.585600000001, "b": 152.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "(ii) the permanently connected discharge device and a capacitor referred to in Item (a)(ii).", "text": "(ii) the permanently connected discharge device and a capacitor referred to in Item (a)(ii).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6112", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 263, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6113", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 264, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6114", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 264, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "260", "text": "260" }, { "self_ref": "#/texts/6115", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 264, "bbox": { "l": 42.54, "t": 305.1053999999999, "r": 56.62050000000001, "b": 295.06140000000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/6116", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 264, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/6117", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 264, "bbox": { "l": 85.08, "t": 751.9403, "r": 496.29599999999976, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "4.16 ELECTRICAL EQUIPMENT CONTAINING LIQUID DIELECTRICS", "text": "4.16 ELECTRICAL EQUIPMENT CONTAINING LIQUID DIELECTRICS", "level": 1 }, { "self_ref": "#/texts/6118", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 264, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 181.21200000000007, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "4.16.1 General", "text": "4.16.1 General", "level": 1 }, { "self_ref": "#/texts/6119", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 264, "bbox": { "l": 85.07999999999998, "t": 711.9203, "r": 513.6516000000006, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 307 ] } ], "orig": "Wherever electrical equipment, such as oil-filled transformers or capacitors, contains flammable liquid in significant quantity, precautions shall be taken to prevent burning liquid and the products of combustion of the liquid (flame, smoke, toxic gases) spreading to other parts of the premises.", "text": "Wherever electrical equipment, such as oil-filled transformers or capacitors, contains flammable liquid in significant quantity, precautions shall be taken to prevent burning liquid and the products of combustion of the liquid (flame, smoke, toxic gases) spreading to other parts of the premises." }, { "self_ref": "#/texts/6120", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 264, "bbox": { "l": 85.07999999999998, "t": 649.9403, "r": 483.9708000000005, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "4.16.2 Liquid dielectrics having a flashpoint not exceeding 250°C", "text": "4.16.2 Liquid dielectrics having a flashpoint not exceeding 250°C", "level": 1 }, { "self_ref": "#/texts/6121", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 264, "bbox": { "l": 85.07999999999993, "t": 629.9603, "r": 513.6564000000003, "b": 574.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 273 ] } ], "orig": "Where electrical equipment is filled with a liquid dielectric having a flashpoint not exceeding 250°C and has a total liquid capacity exceeding 50 L in any unit or group of adjacent units, precautions shall be taken to prevent the spread of fire.", "text": "Where electrical equipment is filled with a liquid dielectric having a flashpoint not exceeding 250°C and has a total liquid capacity exceeding 50 L in any unit or group of adjacent units, precautions shall be taken to prevent the spread of fire." }, { "self_ref": "#/texts/6122", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 264, "bbox": { "l": 85.07999999999998, "t": 567.9203, "r": 513.5903999999998, "b": 526.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 208 ] } ], "orig": "Such precautions may include the provision of enclosures consisting of fireresisting dykes, bunds, curbed areas, basins, trenches filled with coarse crushed stone or, where necessary, trapped drains.", "text": "Such precautions may include the provision of enclosures consisting of fireresisting dykes, bunds, curbed areas, basins, trenches filled with coarse crushed stone or, where necessary, trapped drains." }, { "self_ref": "#/texts/6123", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 264, "bbox": { "l": 96.42, "t": 522.8372, "r": 145.63345799999996, "b": 510.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/6124", "parent": { "$ref": "#/groups/641" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 264, "bbox": { "l": 96.42, "t": 506.876672, "r": 303.07567799999987, "b": 494.622992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "1 Examples of such precautions are-", "text": "1 Examples of such precautions are-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6125", "parent": { "$ref": "#/groups/641" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 264, "bbox": { "l": 113.399472, "t": 490.856852, "r": 513.1878599999995, "b": 465.58308800000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "(a) a drainage pit to collect leakages of liquid and ensure their extinction in the event of fire; or", "text": "(a) a drainage pit to collect leakages of liquid and ensure their extinction in the event of fire; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6126", "parent": { "$ref": "#/groups/641" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 264, "bbox": { "l": 113.399472, "t": 461.87624, "r": 513.3119339999994, "b": 410.622698, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 282 ] } ], "orig": "(b) installation of the electrical equipment in a chamber of adequate fireresistance and the provision of sills or other means of preventing burning liquid spreading to other parts of the premises, such chamber being ventilated solely to the external atmosphere.", "text": "(b) installation of the electrical equipment in a chamber of adequate fireresistance and the provision of sills or other means of preventing burning liquid spreading to other parts of the premises, such chamber being ventilated solely to the external atmosphere.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6127", "parent": { "$ref": "#/groups/641" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 264, "bbox": { "l": 96.42000000000002, "t": 406.856558, "r": 513.3525599999994, "b": 381.58279400000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "2 For less than 50 L, it is generally sufficient to take precautions to prevent the escape of liquid.", "text": "2 For less than 50 L, it is generally sufficient to take precautions to prevent the escape of liquid.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6128", "parent": { "$ref": "#/groups/641" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 264, "bbox": { "l": 96.42000000000002, "t": 377.875946, "r": 513.3349919999996, "b": 352.602182, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "3 It may be desirable to switch off the supply to the electrical equipment automatically at the onset of a fire.", "text": "3 It may be desirable to switch off the supply to the electrical equipment automatically at the onset of a fire.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6129", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 264, "bbox": { "l": 85.08, "t": 337.9404, "r": 194.5967999999999, "b": 324.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "4.17 BATTERIES", "text": "4.17 BATTERIES", "level": 1 }, { "self_ref": "#/texts/6130", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 264, "bbox": { "l": 85.07999999999998, "t": 317.96039999999994, "r": 513.5844000000002, "b": 290.5283999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "Information on the selection and installation of batteries is contained in AS 3011.1, AS 3011.2 and AS/NZS 5139.", "text": "Information on the selection and installation of batteries is contained in AS 3011.1, AS 3011.2 and AS/NZS 5139." }, { "self_ref": "#/texts/6131", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 264, "bbox": { "l": 85.07999999999998, "t": 275.96039999999994, "r": 342.9456000000002, "b": 262.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "4.18 GAS APPLIANCES AND EQUIPMENT", "text": "4.18 GAS APPLIANCES AND EQUIPMENT", "level": 1 }, { "self_ref": "#/texts/6132", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 264, "bbox": { "l": 85.07999999999998, "t": 255.92039999999997, "r": 226.6799999999999, "b": 242.52839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "4.18.1 Gas appliances", "text": "4.18.1 Gas appliances", "level": 1 }, { "self_ref": "#/texts/6133", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 264, "bbox": { "l": 85.07999999999998, "t": 235.94039999999995, "r": 189.89760000000007, "b": 222.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "4.18.1.1 General", "text": "4.18.1.1 General", "level": 1 }, { "self_ref": "#/texts/6134", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 264, "bbox": { "l": 85.07999999999998, "t": 215.96039999999994, "r": 513.6600000000004, "b": 174.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 213 ] } ], "orig": "A gas appliance connected to the electricity supply shall be provided with a means of electrical isolation that is adjacent to the appliance location and is accessible with the appliance in the installed position.", "text": "A gas appliance connected to the electricity supply shall be provided with a means of electrical isolation that is adjacent to the appliance location and is accessible with the appliance in the installed position." }, { "self_ref": "#/texts/6135", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 264, "bbox": { "l": 85.07999999999996, "t": 167.96040000000005, "r": 513.5916000000008, "b": 126.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 178 ] } ], "orig": "For cooking appliances, the means of isolation shall not be mounted in the prohibited location specified in Clause 4.7.3 and Figure 4.17 for clearance from open cooking surfaces.", "text": "For cooking appliances, the means of isolation shall not be mounted in the prohibited location specified in Clause 4.7.3 and Figure 4.17 for clearance from open cooking surfaces." }, { "self_ref": "#/texts/6136", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 264, "bbox": { "l": 85.07999999999996, "t": 119.96040000000005, "r": 513.651600000001, "b": 92.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "If the appliance has an open cooking surface incorporating both gas and electric cooking, it shall also comply with Clause 4.7.", "text": "If the appliance has an open cooking surface incorporating both gas and electric cooking, it shall also comply with Clause 4.7." }, { "self_ref": "#/texts/6137", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 264, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6138", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 265, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6139", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 265, "bbox": { "l": 85.08, "t": 751.9403, "r": 235.63319999999985, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "4.18.1.2 In Australia only", "text": "4.18.1.2 In Australia only", "level": 1 }, { "self_ref": "#/texts/6140", "parent": { "$ref": "#/groups/642" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 265, "bbox": { "l": 66.6, "t": 732.3721999999999, "r": 513.5688000000008, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "One of the following means of isolation shall be provided for the gas appliance: *", "text": "One of the following means of isolation shall be provided for the gas appliance: *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6141", "parent": { "$ref": "#/groups/642" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 265, "bbox": { "l": 85.08000000000001, "t": 697.9403, "r": 379.0344000000005, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "(a) A plug to an accessible switched socket-outlet.", "text": "(a) A plug to an accessible switched socket-outlet.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6142", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 265, "bbox": { "l": 113.46000000000001, "t": 677.9603, "r": 128.0736, "b": 664.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "or", "text": "or" }, { "self_ref": "#/texts/6143", "parent": { "$ref": "#/groups/643" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 265, "bbox": { "l": 85.08000000000001, "t": 657.9203, "r": 513.6468000000008, "b": 596.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 225 ] } ], "orig": "(b) A plug to a socket-outlet that may be located in an inaccessible position but has a separate switch operating in all live (active and neutral) conductors that is located in an accessible position. or", "text": "(b) A plug to a socket-outlet that may be located in an inaccessible position but has a separate switch operating in all live (active and neutral) conductors that is located in an accessible position. or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6144", "parent": { "$ref": "#/groups/643" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 265, "bbox": { "l": 85.07999999999998, "t": 589.9403, "r": 513.5424000000004, "b": 562.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "(c) An accessible isolating switch (lockable) operating in all live (active and neutral) conductors.", "text": "(c) An accessible isolating switch (lockable) operating in all live (active and neutral) conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6145", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 265, "bbox": { "l": 85.07999999999993, "t": 555.9203, "r": 260.17920000000004, "b": 542.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "4.18.1.3 In New Zealand only", "text": "4.18.1.3 In New Zealand only", "level": 1 }, { "self_ref": "#/texts/6146", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 265, "bbox": { "l": 85.07999999999993, "t": 535.9403, "r": 513.5688000000008, "b": 508.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "One of the following means of isolation shall be provided for the gas appliance:", "text": "One of the following means of isolation shall be provided for the gas appliance:" }, { "self_ref": "#/texts/6147", "parent": { "$ref": "#/groups/644" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 265, "bbox": { "l": 85.07999999999993, "t": 501.92029999999994, "r": 379.0344000000004, "b": 488.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "(a) A plug to an accessible switched socket-outlet.", "text": "(a) A plug to an accessible switched socket-outlet.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6148", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 265, "bbox": { "l": 113.45999999999992, "t": 481.9402999999999, "r": 128.0735999999999, "b": 468.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "or", "text": "or" }, { "self_ref": "#/texts/6149", "parent": { "$ref": "#/groups/645" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 265, "bbox": { "l": 85.07999999999993, "t": 461.9602999999999, "r": 513.7212000000009, "b": 420.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 202 ] } ], "orig": "(b) A plug to a socket-outlet that may be located in an inaccessible position but has a separate switch operating in all active conductors that is located in an accessible position.", "text": "(b) A plug to a socket-outlet that may be located in an inaccessible position but has a separate switch operating in all active conductors that is located in an accessible position.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6150", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 265, "bbox": { "l": 113.45999999999995, "t": 413.96029999999985, "r": 128.07359999999994, "b": 400.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "or", "text": "or" }, { "self_ref": "#/texts/6151", "parent": { "$ref": "#/groups/646" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 265, "bbox": { "l": 85.07999999999996, "t": 393.9202999999998, "r": 472.12440000000095, "b": 380.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "(c) An isolating switch (lockable) operating in all active conductors.", "text": "(c) An isolating switch (lockable) operating in all active conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6152", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 265, "bbox": { "l": 85.07999999999998, "t": 373.9402999999998, "r": 490.71720000000096, "b": 360.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "4.18.2 Gas cylinders containing heavier-than-air gases-Outdoors", "text": "4.18.2 Gas cylinders containing heavier-than-air gases-Outdoors", "level": 1 }, { "self_ref": "#/texts/6153", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 265, "bbox": { "l": 85.08000000000001, "t": 353.9602999999998, "r": 249.6084, "b": 340.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "4.18.2.1 Sources of ignition", "text": "4.18.2.1 Sources of ignition", "level": 1 }, { "self_ref": "#/texts/6154", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 265, "bbox": { "l": 85.07999999999993, "t": 333.92029999999977, "r": 513.6312000000006, "b": 264.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 351 ] } ], "orig": "Electrical equipment that is a source of ignition, such as socket-outlets, switches, luminaires, switchboards, meter boxes and airconditioners, shall not be installed within the hazardous areas shown in Figure 4.18 by dimensions A and B. Dimensions A and B are shown in Figure 4.18 for both exchange and in-situ fill gas cylinders.", "text": "Electrical equipment that is a source of ignition, such as socket-outlets, switches, luminaires, switchboards, meter boxes and airconditioners, shall not be installed within the hazardous areas shown in Figure 4.18 by dimensions A and B. Dimensions A and B are shown in Figure 4.18 for both exchange and in-situ fill gas cylinders." }, { "self_ref": "#/texts/6155", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 265, "bbox": { "l": 85.07999999999993, "t": 257.96029999999973, "r": 513.6312000000007, "b": 230.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "Exception: Approved combined gas and electrical meter enclosures are exempted from these requirements.", "text": "Exception: Approved combined gas and electrical meter enclosures are exempted from these requirements." }, { "self_ref": "#/texts/6156", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 265, "bbox": { "l": 96.42, "t": 226.85720000000003, "r": 145.63345799999996, "b": 214.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/6157", "parent": { "$ref": "#/groups/647" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 265, "bbox": { "l": 96.42, "t": 210.83737999999994, "r": 513.3218159999996, "b": 185.624006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "1 Electrical equipment selected and installed in accordance with Clause 7.7.2.4 is not considered an ignition source.", "text": "1 Electrical equipment selected and installed in accordance with Clause 7.7.2.4 is not considered an ignition source.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6158", "parent": { "$ref": "#/groups/647" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 265, "bbox": { "l": 96.42, "t": 181.85786600000006, "r": 410.8893959999995, "b": 169.60418600000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "2 Refer to Clause 7.7 for requirements in hazardous areas.", "text": "2 Refer to Clause 7.7 for requirements in hazardous areas.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6159", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 265, "bbox": { "l": 66.6, "t": 163.57220000000007, "r": 291.6996000000003, "b": 147.97051999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "4.18.2.2 Hot particles and surfaces *", "text": "4.18.2.2 Hot particles and surfaces *", "level": 1 }, { "self_ref": "#/texts/6160", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 265, "bbox": { "l": 85.08000000000001, "t": 142.94029999999998, "r": 513.5580000000004, "b": 115.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "Refer to Clause 7.7 and AS/NZS 60079.14 for exclusion zones in hazardous areas.", "text": "Refer to Clause 7.7 and AS/NZS 60079.14 for exclusion zones in hazardous areas." }, { "self_ref": "#/texts/6161", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 265, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "261", "text": "261" }, { "self_ref": "#/texts/6162", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 265, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/6163", "parent": { "$ref": "#/pictures/120" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 265, "bbox": { "l": 522.2999, "t": 745.8803, "r": 534.5735, "b": 732.4883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/6164", "parent": { "$ref": "#/pictures/121" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 265, "bbox": { "l": 518.46, "t": 555.8603, "r": 538.416, "b": 542.4683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/6165", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 265, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6166", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 266, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/6167", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 266, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6168", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 266, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "262", "text": "262" }, { "self_ref": "#/texts/6169", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 266, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/6170", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 266, "bbox": { "l": 66.6, "t": 752.4721999999999, "r": 403.6103999999998, "b": 736.8705199999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "4.18.2.3 Electrical equipment and gas supply-NZ only *", "text": "4.18.2.3 Electrical equipment and gas supply-NZ only *", "level": 1 }, { "self_ref": "#/texts/6171", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 266, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 513.6456000000009, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 189 ] } ], "orig": "In New Zealand domestic installations only, only electrical equipment that is directly associated with the gas supply may be installed in the hazardous area shown in Figure 4.18.", "text": "In New Zealand domestic installations only, only electrical equipment that is directly associated with the gas supply may be installed in the hazardous area shown in Figure 4.18." }, { "self_ref": "#/texts/6172", "parent": { "$ref": "#/pictures/122" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 266, "bbox": { "l": 107.28, "t": 361.8572, "r": 491.14628999999985, "b": 336.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "FIGURE 4.18 HAZARDOUS AREA PRESENTED BY A GAS CYLINDER OUTDOORS FOR HEAVIER-THAN-AIR GASES", "text": "FIGURE 4.18 HAZARDOUS AREA PRESENTED BY A GAS CYLINDER OUTDOORS FOR HEAVIER-THAN-AIR GASES" }, { "self_ref": "#/texts/6173", "parent": { "$ref": "#/pictures/122" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 266, "bbox": { "l": 313.632, "t": 661.2494828, "r": 319.3019002, "b": 651.4248699999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/6174", "parent": { "$ref": "#/pictures/122" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 266, "bbox": { "l": 353.1716, "t": 461.7981828, "r": 359.3090332, "b": 451.97357, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "B", "text": "B" }, { "self_ref": "#/texts/6175", "parent": { "$ref": "#/pictures/122" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 266, "bbox": { "l": 361.1949968, "t": 622.43991548, "r": 382.4549973999999, "b": 614.92697628, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "0.5 m", "text": "0.5 m" }, { "self_ref": "#/texts/6176", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 266, "bbox": { "l": 66.6, "t": 325.9922, "r": 393.98759999999993, "b": 310.39052000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "4.18.3 Gas cylinders-Indoors-New Zealand only *", "text": "4.18.3 Gas cylinders-Indoors-New Zealand only *", "level": 1 }, { "self_ref": "#/texts/6177", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 266, "bbox": { "l": 85.07999999999998, "t": 303.9203, "r": 513.652800000001, "b": 262.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 233 ] } ], "orig": "A compartment located indoors provided for a gas cylinder shall not contain electrical equipment or connections in wiring that is a source of ignition, such as socket-outlets, switches, dishwashers or waste disposal units.", "text": "A compartment located indoors provided for a gas cylinder shall not contain electrical equipment or connections in wiring that is a source of ignition, such as socket-outlets, switches, dishwashers or waste disposal units." }, { "self_ref": "#/texts/6178", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 266, "bbox": { "l": 96.42, "t": 258.83719999999994, "r": 381.2960999999999, "b": 246.58352000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "NOTE: For further information refer to AS/NZS 5601.1.", "text": "NOTE: For further information refer to AS/NZS 5601.1." }, { "self_ref": "#/texts/6179", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 266, "bbox": { "l": 66.6, "t": 240.07220000000007, "r": 467.4647999999999, "b": 224.47051999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "4.18.4 Gas relief vent terminal-Natural gas, LP Gas or Biogas *", "text": "4.18.4 Gas relief vent terminal-Natural gas, LP Gas or Biogas *", "level": 1 }, { "self_ref": "#/texts/6180", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 266, "bbox": { "l": 85.07999999999993, "t": 219.9203, "r": 513.6095999999997, "b": 164.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 266 ] } ], "orig": "Electrical equipment that is a source of ignition, such as socket-outlets, switches, luminaires, switchboards, meter boxes and airconditioners, shall not be installed within the hazardous areas shown in Figure 4.19 for gas relief vent terminals.", "text": "Electrical equipment that is a source of ignition, such as socket-outlets, switches, luminaires, switchboards, meter boxes and airconditioners, shall not be installed within the hazardous areas shown in Figure 4.19 for gas relief vent terminals." }, { "self_ref": "#/texts/6181", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 266, "bbox": { "l": 96.42, "t": 160.85720000000003, "r": 513.2833859999992, "b": 135.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "NOTE: Equipment, according to AS/NZS 60079.14 for Zone 2, is not considered a source of ignition. (See Clause 7.7.)", "text": "NOTE: Equipment, according to AS/NZS 60079.14 for Zone 2, is not considered a source of ignition. (See Clause 7.7.)" }, { "self_ref": "#/texts/6182", "parent": { "$ref": "#/pictures/123" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 266, "bbox": { "l": 518.52, "t": 745.0403, "r": 538.476, "b": 731.6483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/6183", "parent": { "$ref": "#/pictures/124" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 266, "bbox": { "l": 518.46, "t": 323.9003, "r": 538.416, "b": 310.50829999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/6184", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 266, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6185", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 267, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6186", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 267, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "263", "text": "263" }, { "self_ref": "#/texts/6187", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 267, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/6188", "parent": { "$ref": "#/pictures/125" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 267, "bbox": { "l": 270.0929, "t": 666.0591380000001, "r": 274.818066, "b": 656.23545, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "L", "text": "L" }, { "self_ref": "#/texts/6189", "parent": { "$ref": "#/pictures/125" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 267, "bbox": { "l": 173.5708, "t": 716.2299380000001, "r": 179.706717, "b": 706.40625, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "D", "text": "D" }, { "self_ref": "#/texts/6190", "parent": { "$ref": "#/pictures/125" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 267, "bbox": { "l": 326.4288, "t": 725.9776380000001, "r": 329.2588005, "b": 716.15395, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "r", "text": "r" }, { "self_ref": "#/texts/6191", "parent": { "$ref": "#/pictures/125" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 267, "bbox": { "l": 366.5765, "t": 679.536068, "r": 426.0778978999997, "b": 672.023836, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Vent terminal", "text": "Vent terminal" }, { "self_ref": "#/texts/6192", "parent": { "$ref": "#/pictures/125" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 267, "bbox": { "l": 366.5765, "t": 669.338468, "r": 436.03219094999986, "b": 661.826236, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "discharge point", "text": "discharge point" }, { "self_ref": "#/texts/6193", "parent": { "$ref": "#/pictures/125" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 267, "bbox": { "l": 259.42826185, "t": 720.6391944000001, "r": 304.6411317, "b": 713.1269624, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Discharge", "text": "Discharge" }, { "self_ref": "#/texts/6194", "parent": { "$ref": "#/pictures/125" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 267, "bbox": { "l": 262.50981795, "t": 708.6417180000001, "r": 301.57062364999985, "b": 701.129486, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "direction", "text": "direction" }, { "self_ref": "#/texts/6195", "parent": { "$ref": "#/pictures/125" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 267, "bbox": { "l": 315.26680625, "t": 707.6355548000001, "r": 320.45938975, "b": 697.8118668000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "V", "text": "V" }, { "self_ref": "#/texts/6196", "parent": { "$ref": "#/groups/649" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 267, "bbox": { "l": 131.24624294999998, "t": 634.9922807999999, "r": 462.93249974999867, "b": 627.4800487999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "(a) Vent terminal exclusion zone with no object in the discharge direction", "text": "(a) Vent terminal exclusion zone with no object in the discharge direction", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6197", "parent": { "$ref": "#/pictures/126" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 267, "bbox": { "l": 205.18828530000002, "t": 540.2436504000001, "r": 250.40115515, "b": 532.7314184, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Discharge", "text": "Discharge" }, { "self_ref": "#/texts/6198", "parent": { "$ref": "#/pictures/126" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 267, "bbox": { "l": 208.26899155, "t": 528.2461740000001, "r": 247.32979725000007, "b": 520.7339420000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "direction", "text": "direction" }, { "self_ref": "#/texts/6199", "parent": { "$ref": "#/pictures/126" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 267, "bbox": { "l": 316.0237, "t": 611.177368, "r": 347.68316205000013, "b": 603.665136, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Sphere", "text": "Sphere" }, { "self_ref": "#/texts/6200", "parent": { "$ref": "#/pictures/126" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 267, "bbox": { "l": 384.10178410000003, "t": 534.5160602, "r": 423.3011153499999, "b": 527.0038281999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Vent line", "text": "Vent line" }, { "self_ref": "#/texts/6201", "parent": { "$ref": "#/pictures/126" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 267, "bbox": { "l": 181.86467930000003, "t": 453.7850602, "r": 223.15379170000003, "b": 446.2728282, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Object or", "text": "Object or" }, { "self_ref": "#/texts/6202", "parent": { "$ref": "#/pictures/126" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 267, "bbox": { "l": 177.35282565000003, "t": 441.7875838, "r": 227.63250120000004, "b": 434.2753518, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "obstruction", "text": "obstruction" }, { "self_ref": "#/texts/6203", "parent": { "$ref": "#/pictures/126" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 267, "bbox": { "l": 232.5037, "t": 566.765338, "r": 237.228866, "b": 556.94165, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "L", "text": "L" }, { "self_ref": "#/texts/6204", "parent": { "$ref": "#/pictures/126" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 267, "bbox": { "l": 323.2724, "t": 454.464168, "r": 382.7737978999997, "b": 446.951936, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Vent terminal", "text": "Vent terminal" }, { "self_ref": "#/texts/6205", "parent": { "$ref": "#/pictures/126" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 267, "bbox": { "l": 323.2724, "t": 444.26656799999995, "r": 392.72809094999985, "b": 436.75433599999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "discharge point", "text": "discharge point" }, { "self_ref": "#/texts/6206", "parent": { "$ref": "#/groups/649" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 267, "bbox": { "l": 131.15955824999998, "t": 419.3767757999999, "r": 462.99623850000035, "b": 411.8645437999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "(b) Vent terminal exclusion zone with an object in the discharge direction", "text": "(b) Vent terminal exclusion zone with an object in the discharge direction", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6207", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 267, "bbox": { "l": 160.86, "t": 317.48839999999996, "r": 205.755612, "b": 306.30608000000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/6208", "parent": { "$ref": "#/groups/650" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 267, "bbox": { "l": 160.86, "t": 301.468424, "r": 426.85693199999986, "b": 290.286104, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "1 T = [vent terminal diameter (mm), V ]/(50), in metres.", "text": "1 T = [vent terminal diameter (mm), V ]/(50), in metres.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6209", "parent": { "$ref": "#/groups/650" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 267, "bbox": { "l": 160.858998, "t": 285.50856799999997, "r": 437.2917599999999, "b": 235.32640400000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 214 ] } ], "orig": "2 The exclusion zone shown in Figure 4.13(a) depicts a space consisting of a cylinder in the discharge direction and a hemisphere in the opposite direction of discharge for the vent terminal discharge point.", "text": "2 The exclusion zone shown in Figure 4.13(a) depicts a space consisting of a cylinder in the discharge direction and a hemisphere in the opposite direction of discharge for the vent terminal discharge point.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6210", "parent": { "$ref": "#/groups/650" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 267, "bbox": { "l": 160.858998, "t": 230.488748, "r": 403.38908999999995, "b": 219.30642799999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "3 The exclusion zone only applies up to 200 kPa.", "text": "3 The exclusion zone only applies up to 200 kPa.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6211", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 267, "bbox": { "l": 165.18, "t": 210.29719999999998, "r": 433.29073800000054, "b": 185.08382600000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "FIGURE 4.19 EXCLUSION ZONES PRESENTED BY A GAS RELIEF VENTING TERMINAL", "text": "FIGURE 4.19 EXCLUSION ZONES PRESENTED BY A GAS RELIEF VENTING TERMINAL" }, { "self_ref": "#/texts/6212", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 267, "bbox": { "l": 85.08, "t": 175.46029999999996, "r": 538.416, "b": 148.02829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "4.18.5 Reticulated lighter-than-air gas system, metering system and regulators-New Zealand only NZ", "text": "4.18.5 Reticulated lighter-than-air gas system, metering system and regulators-New Zealand only NZ", "level": 1 }, { "self_ref": "#/texts/6213", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 267, "bbox": { "l": 85.08000000000001, "t": 141.44029999999998, "r": 513.6348000000007, "b": 100.02830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 172 ] } ], "orig": "In domestic installations, only electrical equipment that is directly associated with the gas supply may be installed in the hazardous area shown in Figure 4.20.", "text": "In domestic installations, only electrical equipment that is directly associated with the gas supply may be installed in the hazardous area shown in Figure 4.20." }, { "self_ref": "#/texts/6214", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 267, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6215", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 268, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/6216", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 268, "bbox": { "l": 150.804918, "t": 831.2323482, "r": 444.2535701999993, "b": 800.1154602, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6217", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 268, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "264", "text": "264" }, { "self_ref": "#/texts/6218", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 268, "bbox": { "l": 186.2679, "t": 750.6804124, "r": 259.93884695, "b": 743.1163914, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "Exclusion Zone", "text": "Exclusion Zone", "level": 1 }, { "self_ref": "#/texts/6219", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 268, "bbox": { "l": 186.2679, "t": 740.4817324, "r": 390.8845847999998, "b": 732.9687048, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "This indicates the size of the exclusion zone.", "text": "This indicates the size of the exclusion zone." }, { "self_ref": "#/texts/6220", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 268, "bbox": { "l": 186.2679, "t": 730.2830524000001, "r": 454.24430169999965, "b": 722.7700248, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "I t s t a r t s a t g r o u n d l e ve l a n d i s c e n t r e d o n t h e s e r v i c e r i s e r.", "text": "I t s t a r t s a t g r o u n d l e ve l a n d i s c e n t r e d o n t h e s e r v i c e r i s e r." }, { "self_ref": "#/texts/6221", "parent": { "$ref": "#/pictures/128" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 268, "bbox": { "l": 147.9, "t": 432.8372, "r": 450.50440799999984, "b": 407.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "FIGURE 4.20 HAZARDOUS AREA FOR RETICULATED GAS SUPPLY REGULATORS", "text": "FIGURE 4.20 HAZARDOUS AREA FOR RETICULATED GAS SUPPLY REGULATORS" }, { "self_ref": "#/texts/6222", "parent": { "$ref": "#/pictures/128" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 268, "bbox": { "l": 255.0707, "t": 472.57851239999997, "r": 300.1161494, "b": 465.0654848, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "R 800 mm", "text": "R 800 mm" }, { "self_ref": "#/texts/6223", "parent": { "$ref": "#/pictures/128" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 268, "bbox": { "l": 403.1218, "t": 591.6237124, "r": 452.04681465000016, "b": 584.1106848, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "GMS cover", "text": "GMS cover" }, { "self_ref": "#/texts/6224", "parent": { "$ref": "#/pictures/128" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 268, "bbox": { "l": 400.5173, "t": 567.6419124, "r": 461.15239779999973, "b": 560.1288847999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Service valve", "text": "Service valve" }, { "self_ref": "#/texts/6225", "parent": { "$ref": "#/pictures/128" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 268, "bbox": { "l": 401.3431, "t": 541.9163124, "r": 458.12157849999977, "b": 534.4032847999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Service riser", "text": "Service riser" }, { "self_ref": "#/texts/6226", "parent": { "$ref": "#/pictures/128" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 268, "bbox": { "l": 402.5709, "t": 519.4813124000001, "r": 440.6645764000001, "b": 511.96828480000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Finished", "text": "Finished" }, { "self_ref": "#/texts/6227", "parent": { "$ref": "#/pictures/128" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 268, "bbox": { "l": 402.5709, "t": 509.2826324, "r": 457.78650434999975, "b": 501.7696048, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "ground level", "text": "ground level" }, { "self_ref": "#/texts/6228", "parent": { "$ref": "#/pictures/128" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 268, "bbox": { "l": 159.0175, "t": 574.0290124, "r": 199.20350709999997, "b": 566.5159848, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "1600 mm", "text": "1600 mm" }, { "self_ref": "#/texts/6229", "parent": { "$ref": "#/pictures/128" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 268, "bbox": { "l": 302.3881, "t": 667.0167124000001, "r": 337.4061692499999, "b": 659.5036848, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "800 mm", "text": "800 mm" }, { "self_ref": "#/texts/6230", "parent": { "$ref": "#/pictures/128" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 268, "bbox": { "l": 261.8735, "t": 679.5150124, "r": 302.05950709999996, "b": 672.0019848, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "1600 mm", "text": "1600 mm" }, { "self_ref": "#/texts/6231", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 268, "bbox": { "l": 85.08, "t": 386.9603, "r": 408.4859999999999, "b": 373.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "4.19 AIRCONDITIONING AND HEAT PUMP SYSTEMS", "text": "4.19 AIRCONDITIONING AND HEAT PUMP SYSTEMS", "level": 1 }, { "self_ref": "#/texts/6232", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 268, "bbox": { "l": 85.07999999999996, "t": 366.9203, "r": 513.6624000000007, "b": 297.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 311 ] } ], "orig": "Airconditioning and heat pump systems incorporating a compressor shall be provided with an isolating switch (lockable) in accordance with Clause 2.3.2.2, installed adjacent to but not on the unit, which isolates all parts of the system, including ancillary equipment, such as head units, from the same location.", "text": "Airconditioning and heat pump systems incorporating a compressor shall be provided with an isolating switch (lockable) in accordance with Clause 2.3.2.2, installed adjacent to but not on the unit, which isolates all parts of the system, including ancillary equipment, such as head units, from the same location." }, { "self_ref": "#/texts/6233", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 268, "bbox": { "l": 85.0799999999999, "t": 290.96029999999996, "r": 513.6552000000007, "b": 235.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 319 ] } ], "orig": "For split system airconditioning units, where the manufacturer requires the airconditioning system to be connected to the electricity supply by means of a plug and socket at the internal unit, the isolating switch installed at the external unit shall control the socket-outlet located at the internal unit.", "text": "For split system airconditioning units, where the manufacturer requires the airconditioning system to be connected to the electricity supply by means of a plug and socket at the internal unit, the isolating switch installed at the external unit shall control the socket-outlet located at the internal unit." }, { "self_ref": "#/texts/6234", "parent": { "$ref": "#/groups/651" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 268, "bbox": { "l": 66.6, "t": 229.69219999999996, "r": 513.6479999999999, "b": 117.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 615 ] } ], "orig": "For airconditioning systems (including room heaters incorporating a compressor) where the internal unit (or units) are supplied from a circuit separate to that of the compressor, a warning sign shall be permanently fixed on or adjacent to the compressor isolator indicating that the isolator does not isolate the ancillary equipment. Where the internal unit (or units) are not connected by plug and socket, an independent isolating switch (lockable) in accordance with Clause 2.3.2.2 shall also be installed adjacent to each separately supplied internal unit (or units). *", "text": "For airconditioning systems (including room heaters incorporating a compressor) where the internal unit (or units) are supplied from a circuit separate to that of the compressor, a warning sign shall be permanently fixed on or adjacent to the compressor isolator indicating that the isolator does not isolate the ancillary equipment. Where the internal unit (or units) are not connected by plug and socket, an independent isolating switch (lockable) in accordance with Clause 2.3.2.2 shall also be installed adjacent to each separately supplied internal unit (or units). *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6235", "parent": { "$ref": "#/pictures/129" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 268, "bbox": { "l": 518.46, "t": 432.56030000000004, "r": 538.416, "b": 419.16830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/6236", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 268, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6237", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 269, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6238", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 269, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "265", "text": "265" }, { "self_ref": "#/texts/6239", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 269, "bbox": { "l": 85.08, "t": 751.9403, "r": 153.77040000000008, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:", "level": 1 }, { "self_ref": "#/texts/6240", "parent": { "$ref": "#/groups/652" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 269, "bbox": { "l": 85.08, "t": 731.9603, "r": 513.6239999999998, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 176 ] } ], "orig": "1 The isolating switch may be installed at the switchboard supplying the system if the switchboard is dedicated to the equipment (e.g. an airconditioning plant room).", "text": "1 The isolating switch may be installed at the switchboard supplying the system if the switchboard is dedicated to the equipment (e.g. an airconditioning plant room).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6241", "parent": { "$ref": "#/groups/652" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 269, "bbox": { "l": 66.6, "t": 684.8521999999999, "r": 513.6912000000004, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 196 ] } ], "orig": "2 This Clause need not apply to unitary window or through-wall airconditioners, nor to heat pump hot water services that are supplied by a plug and socket-outlet installed adjacent to the unit. *", "text": "2 This Clause need not apply to unitary window or through-wall airconditioners, nor to heat pump hot water services that are supplied by a plug and socket-outlet installed adjacent to the unit. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6242", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 269, "bbox": { "l": 66.6, "t": 628.8721999999999, "r": 158.748, "b": 613.2705199999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "4.20 LIFTS *", "text": "4.20 LIFTS *", "level": 1 }, { "self_ref": "#/texts/6243", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 269, "bbox": { "l": 85.08000000000004, "t": 607.9403, "r": 181.23119999999997, "b": 594.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "4.20.1 General", "text": "4.20.1 General", "level": 1 }, { "self_ref": "#/texts/6244", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 269, "bbox": { "l": 85.08000000000004, "t": 587.9603, "r": 513.5316, "b": 560.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 111 ] } ], "orig": "The electrical installation of lifts shall be in accordance with the appropriate requirements of this Standard.", "text": "The electrical installation of lifts shall be in accordance with the appropriate requirements of this Standard." }, { "self_ref": "#/texts/6245", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 269, "bbox": { "l": 85.08000000000004, "t": 553.9403, "r": 377.18639999999994, "b": 540.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "Lifts covered by this Standard include the following:", "text": "Lifts covered by this Standard include the following:" }, { "self_ref": "#/texts/6246", "parent": { "$ref": "#/groups/653" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 269, "bbox": { "l": 85.08000000000004, "t": 533.9603, "r": 185.35920000000016, "b": 520.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "(a) Electric lifts.", "text": "(a) Electric lifts.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6247", "parent": { "$ref": "#/groups/653" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 269, "bbox": { "l": 85.08000000000004, "t": 513.9202999999999, "r": 233.79960000000023, "b": 500.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "(b) Electrohydraulic lifts.", "text": "(b) Electrohydraulic lifts.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6248", "parent": { "$ref": "#/groups/653" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 269, "bbox": { "l": 85.08000000000004, "t": 493.9402999999999, "r": 180.49680000000015, "b": 480.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "(c) Goods lifts.", "text": "(c) Goods lifts.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6249", "parent": { "$ref": "#/groups/653" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 269, "bbox": { "l": 85.08000000000004, "t": 473.9602999999999, "r": 280.1832000000004, "b": 460.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "(d) Motor-room-less lifts (MRLs).", "text": "(d) Motor-room-less lifts (MRLs).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6250", "parent": { "$ref": "#/groups/653" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 269, "bbox": { "l": 85.08000000000004, "t": 453.9202999999999, "r": 203.5728000000002, "b": 440.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "(e) Passenger lifts.", "text": "(e) Passenger lifts.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6251", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 269, "bbox": { "l": 85.08000000000004, "t": 433.94029999999987, "r": 513.5064, "b": 406.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "Lifts shall be installed in accordance The National Construction Code of Australia or the New Zealand Building Code.", "text": "Lifts shall be installed in accordance The National Construction Code of Australia or the New Zealand Building Code." }, { "self_ref": "#/texts/6252", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 269, "bbox": { "l": 85.08000000000004, "t": 399.9202999999998, "r": 513.7152, "b": 372.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "Lifts that are installed as emergency lifts, shall comply with the additional requirements for safety services in Clause 7.2.", "text": "Lifts that are installed as emergency lifts, shall comply with the additional requirements for safety services in Clause 7.2." }, { "self_ref": "#/texts/6253", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 269, "bbox": { "l": 96.42, "t": 368.87719999999996, "r": 432.89551199999966, "b": 356.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "NOTE: Regulatory authorities may have additional requirements.", "text": "NOTE: Regulatory authorities may have additional requirements." }, { "self_ref": "#/texts/6254", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 269, "bbox": { "l": 85.08, "t": 349.9404, "r": 278.16000000000025, "b": 336.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "4.20.2 Lift supply arrangement", "text": "4.20.2 Lift supply arrangement", "level": 1 }, { "self_ref": "#/texts/6255", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 269, "bbox": { "l": 85.08, "t": 329.96039999999994, "r": 336.6168000000003, "b": 316.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "Lifts shall be supplied by a dedicated circuit.", "text": "Lifts shall be supplied by a dedicated circuit." }, { "self_ref": "#/texts/6256", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 269, "bbox": { "l": 85.08, "t": 309.9204, "r": 189.87119999999993, "b": 296.5283999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "4.20.3 Labelling", "text": "4.20.3 Labelling", "level": 1 }, { "self_ref": "#/texts/6257", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 269, "bbox": { "l": 85.07999999999998, "t": 289.94039999999995, "r": 513.6240000000005, "b": 262.5683999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "Lift circuits shall be clearly identified by contrasting colouring or other suitable means, in accordance with Clause 2.3.3.4.", "text": "Lift circuits shall be clearly identified by contrasting colouring or other suitable means, in accordance with Clause 2.3.3.4." }, { "self_ref": "#/texts/6258", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 269, "bbox": { "l": 113.4, "t": 255.83719999999994, "r": 388.2250079999996, "b": 243.58352000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "WARNING: LIFT CIRCUIT-DO NOT SWITCH OFF.", "text": "WARNING: LIFT CIRCUIT-DO NOT SWITCH OFF.", "level": 1 }, { "self_ref": "#/texts/6259", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 269, "bbox": { "l": 85.08, "t": 236.96029999999996, "r": 306.2111999999998, "b": 223.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "4.20.4 Motor-room-less lifts (MRLs)", "text": "4.20.4 Motor-room-less lifts (MRLs)", "level": 1 }, { "self_ref": "#/texts/6260", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 269, "bbox": { "l": 85.08, "t": 216.9203, "r": 189.8976000000001, "b": 203.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "4.20.4.1 General", "text": "4.20.4.1 General", "level": 1 }, { "self_ref": "#/texts/6261", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 269, "bbox": { "l": 85.08000000000001, "t": 196.94029999999998, "r": 513.6120000000002, "b": 169.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "Lifts classified as motor-room-less lifts (MRLs) are lifts that due to their design have no need for a traditional lift motor room.", "text": "Lifts classified as motor-room-less lifts (MRLs) are lifts that due to their design have no need for a traditional lift motor room." }, { "self_ref": "#/texts/6262", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 269, "bbox": { "l": 85.07999999999998, "t": 162.9203, "r": 513.6156000000011, "b": 135.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "MRLs that are installed as emergency lifts, shall comply with the additional requirements for safety services in Clause 7.2.", "text": "MRLs that are installed as emergency lifts, shall comply with the additional requirements for safety services in Clause 7.2." }, { "self_ref": "#/texts/6263", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 269, "bbox": { "l": 96.42, "t": 131.87720000000002, "r": 432.89551199999966, "b": 119.62351999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "NOTE: Regulatory authorities may have additional requirements.", "text": "NOTE: Regulatory authorities may have additional requirements." }, { "self_ref": "#/texts/6264", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 269, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/6265", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 269, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6266", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 270, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6267", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 270, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/6268", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 270, "bbox": { "l": 85.08, "t": 751.9403, "r": 248.56319999999997, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "4.20.4.2 MRL switchboards", "text": "4.20.4.2 MRL switchboards", "level": 1 }, { "self_ref": "#/texts/6269", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 270, "bbox": { "l": 85.08000000000001, "t": 731.9603, "r": 404.04479999999995, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "An MRL switchboard shall not be located in the lift shaft.", "text": "An MRL switchboard shall not be located in the lift shaft." }, { "self_ref": "#/texts/6270", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 270, "bbox": { "l": 85.07999999999998, "t": 711.9203, "r": 513.5772000000004, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "A switchboard located remote from the main switchboard and dedicated to supplying individual MRL switchboards shall be readily accessible.", "text": "A switchboard located remote from the main switchboard and dedicated to supplying individual MRL switchboards shall be readily accessible." }, { "self_ref": "#/texts/6271", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 270, "bbox": { "l": 85.07999999999998, "t": 677.9603, "r": 207.53520000000015, "b": 664.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "4.20.4.3 Switchgear", "text": "4.20.4.3 Switchgear", "level": 1 }, { "self_ref": "#/texts/6272", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 270, "bbox": { "l": 85.07999999999996, "t": 657.9203, "r": 513.5927999999998, "b": 630.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "The protective and control device(s) of an MRL shall be located in a readily accessible position.", "text": "The protective and control device(s) of an MRL shall be located in a readily accessible position." }, { "self_ref": "#/texts/6273", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 270, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "266", "text": "266" }, { "self_ref": "#/texts/6274", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 270, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6275", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 271, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6276", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 271, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "267", "text": "267" }, { "self_ref": "#/texts/6277", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 271, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/6278", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 271, "bbox": { "l": 88.44, "t": 728.0834, "r": 510.55881600000026, "b": 698.552738, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 111 ] } ], "orig": "S E C T I O N 5 E A R T H I N G A R R A N G E M E N T S A N D E A R T H I N G C O N D U C T O R S", "text": "S E C T I O N 5 E A R T H I N G A R R A N G E M E N T S A N D E A R T H I N G C O N D U C T O R S", "level": 1 }, { "self_ref": "#/texts/6279", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 271, "bbox": { "l": 85.08, "t": 683.9603, "r": 177.6971999999999, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "5.1 GENERAL", "text": "5.1 GENERAL", "level": 1 }, { "self_ref": "#/texts/6280", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 271, "bbox": { "l": 85.08, "t": 663.9203, "r": 196.23120000000014, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "5.1.1 Application", "text": "5.1.1 Application", "level": 1 }, { "self_ref": "#/texts/6281", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 271, "bbox": { "l": 85.08, "t": 643.9403, "r": 513.6455999999996, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 166 ] } ], "orig": "This Section specifies the minimum requirements for the selection and installation of earthing arrangements that shall be achieved to satisfy Part 1 of this Standard.", "text": "This Section specifies the minimum requirements for the selection and installation of earthing arrangements that shall be achieved to satisfy Part 1 of this Standard." }, { "self_ref": "#/texts/6282", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 271, "bbox": { "l": 85.08000000000001, "t": 595.9403, "r": 280.0476000000003, "b": 582.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "5.1.2 Selection and installation", "text": "5.1.2 Selection and installation", "level": 1 }, { "self_ref": "#/texts/6283", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 271, "bbox": { "l": 85.07999999999998, "t": 575.9603, "r": 513.6696000000004, "b": 548.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "Earthing arrangements shall be selected and installed to perform the following functions, or have the following features:", "text": "Earthing arrangements shall be selected and installed to perform the following functions, or have the following features:" }, { "self_ref": "#/texts/6284", "parent": { "$ref": "#/groups/654" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 271, "bbox": { "l": 85.07999999999998, "t": 541.9403, "r": 513.6695999999994, "b": 486.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 226 ] } ], "orig": "(a) Enable automatic disconnection of supply in the event of a shortcircuit to earth fault or excessive earth leakage current in the protected part of the installation through protective earthing arrangements.", "text": "(a) Enable automatic disconnection of supply in the event of a shortcircuit to earth fault or excessive earth leakage current in the protected part of the installation through protective earthing arrangements.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6285", "parent": { "$ref": "#/groups/654" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 271, "bbox": { "l": 85.08000000000001, "t": 479.9602999999999, "r": 513.6204000000006, "b": 452.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "(b) Enable equipment requiring an earth reference to function correctly through functional earth (FE) arrangements.", "text": "(b) Enable equipment requiring an earth reference to function correctly through functional earth (FE) arrangements.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6286", "parent": { "$ref": "#/groups/654" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 271, "bbox": { "l": 85.08000000000001, "t": 445.94029999999987, "r": 513.6168000000009, "b": 404.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "(c) Mitigate voltage differences appearing between exposed conductive parts of equipment and extraneous conductive parts through equipotential bonding arrangements.", "text": "(c) Mitigate voltage differences appearing between exposed conductive parts of equipment and extraneous conductive parts through equipotential bonding arrangements.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6287", "parent": { "$ref": "#/groups/654" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 271, "bbox": { "l": 85.08000000000004, "t": 397.9402999999998, "r": 513.7032000000002, "b": 342.54829999999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 244 ] } ], "orig": "(d) Provide an effective and reliable low impedance fault path capable of carrying earth fault and earth leakage currents without danger or failure from thermal, electromechanical, mechanical, environmental and other external influences.", "text": "(d) Provide an effective and reliable low impedance fault path capable of carrying earth fault and earth leakage currents without danger or failure from thermal, electromechanical, mechanical, environmental and other external influences.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6288", "parent": { "$ref": "#/groups/654" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 271, "bbox": { "l": 85.08000000000007, "t": 335.96029999999973, "r": 513.5783999999999, "b": 308.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "(e) Provide measures for the connection of exposed conductive parts and extraneous conductive parts.", "text": "(e) Provide measures for the connection of exposed conductive parts and extraneous conductive parts.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6289", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 271, "bbox": { "l": 85.08000000000007, "t": 301.94029999999975, "r": 255.2616000000003, "b": 288.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "5.1.3 MEN earthing system", "text": "5.1.3 MEN earthing system", "level": 1 }, { "self_ref": "#/texts/6290", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 271, "bbox": { "l": 85.08000000000007, "t": 281.96029999999973, "r": 513.6348000000002, "b": 226.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 269 ] } ], "orig": "The protective earthing arrangements required in this Standard apply to electrical installations connected to the multiple earthed neutral (MEN) distribution system that forms the standard distribution system used in Australia and New Zealand.", "text": "The protective earthing arrangements required in this Standard apply to electrical installations connected to the multiple earthed neutral (MEN) distribution system that forms the standard distribution system used in Australia and New Zealand." }, { "self_ref": "#/texts/6291", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 271, "bbox": { "l": 85.0800000000001, "t": 219.92029999999966, "r": 513.6504000000008, "b": 136.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 412 ] } ], "orig": "Under the MEN system, the neutral conductor (PEN) of the distribution system is earthed at the source of supply at regular intervals throughout the system and at each electrical installation connected to the system. Within the electrical installation, the earthing system is separated from the neutral conductor and is arranged for the connection of the exposed conductive parts of equipment.", "text": "Under the MEN system, the neutral conductor (PEN) of the distribution system is earthed at the source of supply at regular intervals throughout the system and at each electrical installation connected to the system. Within the electrical installation, the earthing system is separated from the neutral conductor and is arranged for the connection of the exposed conductive parts of equipment." }, { "self_ref": "#/texts/6292", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 271, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6293", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 272, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/6294", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 272, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6295", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 272, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/6296", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 272, "bbox": { "l": 96.42, "t": 751.8572, "r": 145.63345799999996, "b": 739.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/6297", "parent": { "$ref": "#/groups/655" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 272, "bbox": { "l": 96.42, "t": 735.83738, "r": 513.3020520000007, "b": 697.603922, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 218 ] } ], "orig": "1 The MEN system as installed in Australia and New Zealand differs from the IEC system. Both systems are identical in principle but vary in detail. For further details refer to AS/NZS 61439 and AS/NZS 3007.", "text": "1 The MEN system as installed in Australia and New Zealand differs from the IEC system. Both systems are identical in principle but vary in detail. For further details refer to AS/NZS 61439 and AS/NZS 3007.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6298", "parent": { "$ref": "#/groups/655" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 272, "bbox": { "l": 96.42, "t": 693.8377820000001, "r": 513.4151459999991, "b": 629.624546, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 327 ] } ], "orig": "2 The MEN system and its various parts are illustrated in Figures 5.1 and 5.2. Figure 5.1 shows a general arrangement and Figure 5.2 an alternative arrangement in an owner or user operated supply substation installation. IEC 60364 series describes the MEN system as a TN-C-S system with the letters signifying-", "text": "2 The MEN system and its various parts are illustrated in Figures 5.1 and 5.2. Figure 5.1 shows a general arrangement and Figure 5.2 an alternative arrangement in an owner or user operated supply substation installation. IEC 60364 series describes the MEN system as a TN-C-S system with the letters signifying-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6299", "parent": { "$ref": "#/groups/655" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 272, "bbox": { "l": 113.459862, "t": 625.8584060000001, "r": 513.3075419999992, "b": 600.584642, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "T the distribution system is directly connected to earth-at the neutral point of the supply transformer;", "text": "T the distribution system is directly connected to earth-at the neutral point of the supply transformer;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6300", "parent": { "$ref": "#/groups/655" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 272, "bbox": { "l": 113.45986200000002, "t": 596.8777940000001, "r": 513.2328779999988, "b": 571.6040300000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "N the exposed conductive parts are connected to the earthed point of the distribution system-at the MEN connection;", "text": "N the exposed conductive parts are connected to the earthed point of the distribution system-at the MEN connection;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6301", "parent": { "$ref": "#/groups/655" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 272, "bbox": { "l": 113.45986200000002, "t": 567.8378900000001, "r": 509.80272599999944, "b": 542.6245160000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "C the neutral and protective conductor functions are combined in a single conductor (the neutral conductor of the distribution system);", "text": "C the neutral and protective conductor functions are combined in a single conductor (the neutral conductor of the distribution system);", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6302", "parent": { "$ref": "#/groups/655" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 272, "bbox": { "l": 113.45986200000002, "t": 538.8583760000001, "r": 509.90044799999947, "b": 513.5846120000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "S the protective conductor function is separated from the neutralseparate conductors within the installation.", "text": "S the protective conductor function is separated from the neutralseparate conductors within the installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6303", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 272, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "268", "text": "268" }, { "self_ref": "#/texts/6304", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 272, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6305", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 273, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/6306", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 273, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6307", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 273, "bbox": { "l": 85.08, "t": 157.8284, "r": 127.87241400000002, "b": 146.64607999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/6308", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 273, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "269", "text": "269", "level": 1 }, { "self_ref": "#/texts/6309", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 273, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, 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"COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6393", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 274, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/6394", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 274, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6395", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 274, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/6396", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 274, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "270", "text": "270" }, { "self_ref": "#/texts/6397", "parent": { "$ref": "#/pictures/131" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 274, "bbox": { "l": 152.9914, "t": 558.8521544, "r": 171.59568526000004, "b": 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"bbox": { "l": 283.95782158000003, "t": 457.97558839999994, "r": 357.69337490000044, "b": 450.46300279999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Main neutral bar", "text": "Main neutral bar" }, { "self_ref": "#/texts/6401", "parent": { "$ref": "#/pictures/131" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 274, "bbox": { "l": 290.89607862, "t": 520.63089224, "r": 326.49756388, "b": 513.1183066399999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "Neutral", "text": "Neutral" }, { "self_ref": "#/texts/6402", "parent": { "$ref": "#/pictures/131" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 274, "bbox": { "l": 290.89607862, "t": 510.7319559199999, "r": 335.1856826599999, "b": 503.21937031999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "conductor", "text": "conductor" }, { "self_ref": "#/texts/6403", "parent": { "$ref": "#/pictures/131" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 274, "bbox": { "l": 370.216062, "t": 660.186518, "r": 415.0376784000003, "b": 652.6739323999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Earth bar", "text": "Earth bar" }, { "self_ref": "#/texts/6404", "parent": { "$ref": "#/pictures/131" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 274, "bbox": { "l": 382.38435748, "t": 456.8954417599999, "r": 451.1728757400003, "b": 449.38285615999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "Main earth bar", "text": "Main earth bar" }, { "self_ref": "#/texts/6405", "parent": { "$ref": "#/pictures/131" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 274, "bbox": { "l": 428.34053915999993, "t": 636.1952160000001, "r": 455.35503897999996, "b": 628.6826304, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "Earth", "text": "Earth" }, { "self_ref": "#/texts/6406", "parent": { "$ref": "#/pictures/131" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 274, "bbox": { "l": 420.8583717199999, "t": 626.2971295200001, "r": 462.8151100600001, "b": 618.78454392, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "electrode", "text": "electrode" }, { "self_ref": "#/texts/6407", "parent": { "$ref": "#/pictures/131" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 274, "bbox": { "l": 426.73175417999994, "t": 616.3990430400002, "r": 455.7910171600001, "b": 608.8864574400001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "(5.3.6)", "text": "(5.3.6)" }, { "self_ref": "#/texts/6408", "parent": { "$ref": "#/pictures/131" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 274, "bbox": { "l": 155.8547, "t": 479.7609544, "r": 257.37132686, "b": 472.24836880000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "Protective devices for", "text": "Protective devices for" }, { "self_ref": "#/texts/6409", "parent": { "$ref": "#/pictures/131" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 274, "bbox": { "l": 162.56094526, "t": 469.5628744, "r": 250.64723454000017, "b": 462.05028880000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "submains and final", "text": "submains and final" }, { "self_ref": "#/texts/6410", "parent": { "$ref": "#/pictures/131" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 274, "bbox": { "l": 182.21140818, "t": 459.36394456, "r": 230.99847133999998, "b": 451.85135896, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "subcircuits", "text": "subcircuits" }, { "self_ref": "#/texts/6411", "parent": { "$ref": "#/pictures/131" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 274, "bbox": { "l": 218.0185, "t": 694.7168544, "r": 254.9262200800001, "b": 687.2042687999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "Service", "text": "Service" }, { "self_ref": "#/texts/6412", "parent": { "$ref": "#/pictures/131" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 274, "bbox": { "l": 212.97033159999998, "t": 684.81876792, "r": 261.10300255999994, "b": 677.30618232, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "protection", "text": "protection" }, { "self_ref": "#/texts/6413", "parent": { "$ref": "#/pictures/131" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 274, "bbox": { "l": 219.61878638, "t": 674.9206814400001, "r": 248.47068352000002, "b": 667.40809584, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "device", "text": "device" }, { "self_ref": "#/texts/6414", "parent": { "$ref": "#/pictures/131" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 274, "bbox": { "l": 215.2207, "t": 511.6359544, "r": 236.22498990000003, "b": 504.12336880000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "Main", "text": "Main" }, { "self_ref": "#/texts/6415", "parent": { "$ref": "#/pictures/131" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 274, "bbox": { "l": 212.32607683999998, "t": 504.64092136, "r": 240.12839687999997, "b": 497.12833576, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "switch", "text": "switch" }, { "self_ref": "#/texts/6416", "parent": { "$ref": "#/pictures/131" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 274, "bbox": { "l": 283.9583, "t": 534.0488544000001, "r": 362.67063347999965, "b": 526.5362688, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Main switchboard", "text": "Main switchboard" }, { "self_ref": "#/texts/6417", "parent": { "$ref": "#/pictures/131" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 274, "bbox": { "l": 270.2606, "t": 748.2581544000001, "r": 410.68976668000056, "b": 740.7455688, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "HV customer supply substation", "text": "HV customer supply substation" }, { "self_ref": "#/texts/6418", "parent": { "$ref": "#/pictures/131" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 274, "bbox": { "l": 389.3394, "t": 520.3003544000001, "r": 440.3208016799999, "b": 512.7877688, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Main earth", "text": "Main earth" }, { "self_ref": "#/texts/6419", "parent": { "$ref": "#/pictures/131" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 274, "bbox": { "l": 389.3394, "t": 510.40141808, "r": 465.46305992, "b": 502.88883248, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "conductor (5.5.1)", "text": "conductor (5.5.1)" }, { "self_ref": "#/texts/6420", "parent": { "$ref": "#/pictures/131" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 274, "bbox": { "l": 372.5522, "t": 677.9650544, "r": 445.16508826000035, "b": 670.4524687999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "N-E connection", "text": "N-E connection" }, { "self_ref": "#/texts/6421", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 274, "bbox": { "l": 122.10028704, "t": 380.66447496, "r": 163.90320072000003, "b": 373.15188936000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "LEGEND:", "text": "LEGEND:", "level": 1 }, { "self_ref": "#/texts/6422", "parent": { "$ref": "#/groups/657" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 274, "bbox": { "l": 135.9836, "t": 364.0424544, "r": 320.9250340399996, "b": 356.52986880000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "Protective earth neutral (PEN) conductor", "text": "Protective earth neutral (PEN) conductor", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6423", "parent": { "$ref": "#/groups/657" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 274, "bbox": { "l": 135.9836, "t": 347.24706648, "r": 233.7659420200002, "b": 339.73448088000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "Neutral conductor (N)", "text": "Neutral conductor (N)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6424", "parent": { "$ref": "#/groups/657" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 274, "bbox": { "l": 135.9836, "t": 330.44997888, "r": 293.08277057999993, "b": 322.93739328000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "Protective earthing conductor (PE)", "text": "Protective earthing conductor (PE)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6425", "parent": { "$ref": "#/groups/658" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 274, "bbox": { "l": 196.2, "t": 314.7884, "r": 401.90358599999917, "b": 303.60608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "NOTE: Symbols are explained in Appendix J.", "text": "NOTE: Symbols are explained in Appendix J." }, { "self_ref": "#/texts/6426", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 274, "bbox": { "l": 102.24, "t": 284.8771999999999, "r": 496.1222459999999, "b": 259.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "FIGURE 5.2 ALTERNATIVE EARTHING ARRANGEMENT IN AN OWNER OR USER OPERATED SUPPLY SUBSTATION INSTALLATION", "text": "FIGURE 5.2 ALTERNATIVE EARTHING ARRANGEMENT IN AN OWNER OR USER OPERATED SUPPLY SUBSTATION INSTALLATION" }, { "self_ref": "#/texts/6427", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 274, "bbox": { "l": 85.08, "t": 246.9203, "r": 268.1639999999999, "b": 233.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "5.1.4 Other earthing systems", "text": "5.1.4 Other earthing systems", "level": 1 }, { "self_ref": "#/texts/6428", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 274, "bbox": { "l": 85.07999999999998, "t": 226.94029999999998, "r": 513.5916000000012, "b": 185.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 228 ] } ], "orig": "Alternatives to the MEN system may be permitted, provided that the requirements of Part 1 of this Standard are satisfied, taking into account any effects on the distribution system supplying the installation.", "text": "Alternatives to the MEN system may be permitted, provided that the requirements of Part 1 of this Standard are satisfied, taking into account any effects on the distribution system supplying the installation." }, { "self_ref": "#/texts/6429", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 274, "bbox": { "l": 85.07999999999998, "t": 178.94029999999998, "r": 147.20159999999998, "b": 165.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Examples:", "text": "Examples:", "level": 1 }, { "self_ref": "#/texts/6430", "parent": { "$ref": "#/groups/659" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 274, "bbox": { "l": 85.07999999999998, "t": 158.96030000000007, "r": 513.5988000000004, "b": 117.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "1 Electrical installations and supply systems, in accordance with the descriptions and compliance conditions permitted by IEC 60364 series.", "text": "1 Electrical installations and supply systems, in accordance with the descriptions and compliance conditions permitted by IEC 60364 series.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6431", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 274, "bbox": { "l": 226.07596177999997, "t": 402.82923952, "r": 365.1402533000003, "b": 395.31665392, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "Submains and final subcircuits", "text": "Submains and final subcircuits" }, { "self_ref": "#/texts/6432", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 274, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6433", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 275, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6434", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 275, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "271", "text": "271" }, { "self_ref": "#/texts/6435", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 275, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/6436", "parent": { "$ref": "#/groups/660" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 275, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.6012000000004, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "2 Electrical installations in surface mines complying with AS/NZS 3007 which permits the use of TN, TT and IT systems.", "text": "2 Electrical installations in surface mines complying with AS/NZS 3007 which permits the use of TN, TT and IT systems.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6437", "parent": { "$ref": "#/groups/660" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 275, "bbox": { "l": 85.08000000000001, "t": 717.9203, "r": 513.6144000000006, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 212 ] } ], "orig": "3 Existing installations may still remain connected under former direct earthing or voltage operated earth leakage circuit breaker (ELCB) systems permitted by superseded editions of this Standard.", "text": "3 Existing installations may still remain connected under former direct earthing or voltage operated earth leakage circuit breaker (ELCB) systems permitted by superseded editions of this Standard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6438", "parent": { "$ref": "#/groups/660" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 275, "bbox": { "l": 85.08000000000004, "t": 669.9203, "r": 513.5460000000002, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "4 Earthing/bonding arrangements for installations that are not supplied from a distribution system.", "text": "4 Earthing/bonding arrangements for installations that are not supplied from a distribution system.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6439", "parent": { "$ref": "#/groups/660" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 275, "bbox": { "l": 66.6, "t": 635.9603, "r": 513.6336000000008, "b": 608.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "5 Electrical installations complying with IEC 60364 series which permits the use of TN, TT and IT systems as alternatives to the MEN system. *", "text": "5 Electrical installations complying with IEC 60364 series which permits the use of TN, TT and IT systems as alternatives to the MEN system. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6440", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 275, "bbox": { "l": 85.0800000000001, "t": 593.9603, "r": 258.36239999999987, "b": 580.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "5.2 EARTHING FUNCTIONS", "text": "5.2 EARTHING FUNCTIONS", "level": 1 }, { "self_ref": "#/texts/6441", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 275, "bbox": { "l": 85.0800000000001, "t": 573.9203, "r": 241.96319999999994, "b": 560.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "5.2.1 Protective earthing", "text": "5.2.1 Protective earthing", "level": 1 }, { "self_ref": "#/texts/6442", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 275, "bbox": { "l": 85.0800000000001, "t": 553.9403, "r": 513.6756000000008, "b": 484.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 323 ] } ], "orig": "When a fault occurs between a live part and an exposed conductive part or parts of the protective earthing system, a prospective touch voltage may arise between simultaneously accessible conductive parts. Fault protection by means of automatic disconnection of supply is intended to limit this voltage.", "text": "When a fault occurs between a live part and an exposed conductive part or parts of the protective earthing system, a prospective touch voltage may arise between simultaneously accessible conductive parts. Fault protection by means of automatic disconnection of supply is intended to limit this voltage." }, { "self_ref": "#/texts/6443", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 275, "bbox": { "l": 85.0800000000001, "t": 477.92029999999994, "r": 321.51960000000037, "b": 464.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "Automatic disconnection is achieved by-", "text": "Automatic disconnection is achieved by-" }, { "self_ref": "#/texts/6444", "parent": { "$ref": "#/groups/661" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 275, "bbox": { "l": 85.0800000000001, "t": 457.9402999999999, "r": 513.6600000000004, "b": 416.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 200 ] } ], "orig": "(a) the provision of a protective earthing system in which exposed conductive parts are connected via conductors or similar medium to the earthed neutral of the distribution system; and", "text": "(a) the provision of a protective earthing system in which exposed conductive parts are connected via conductors or similar medium to the earthed neutral of the distribution system; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6445", "parent": { "$ref": "#/groups/661" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 275, "bbox": { "l": 85.08000000000007, "t": 409.94029999999987, "r": 513.6564000000013, "b": 340.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 321 ] } ], "orig": "(b) in the event of a fault current or excessive earth leakage current flowing in the protective earthing system, overcurrent or earth leakage current protective devices operate to disconnect the affected part of the installation within the specified maximum duration of the prospective touch voltage.", "text": "(b) in the event of a fault current or excessive earth leakage current flowing in the protective earthing system, overcurrent or earth leakage current protective devices operate to disconnect the affected part of the installation within the specified maximum duration of the prospective touch voltage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6446", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 275, "bbox": { "l": 85.0800000000001, "t": 333.92029999999977, "r": 272.8236000000003, "b": 320.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "5.2.2 Functional earthing (FE)", "text": "5.2.2 Functional earthing (FE)", "level": 1 }, { "self_ref": "#/texts/6447", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 275, "bbox": { "l": 85.0800000000001, "t": 313.94029999999975, "r": 513.6780000000012, "b": 244.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 375 ] } ], "orig": "Equipment may be required to be connected to the earthing system for purposes of correct operation rather than the safety conditions associated with protective earthing. In such cases, functional earthing conductors are not required to be selected and installed to withstand fault currents or to be identified in the same manner as a protective earthing conductor.", "text": "Equipment may be required to be connected to the earthing system for purposes of correct operation rather than the safety conditions associated with protective earthing. In such cases, functional earthing conductors are not required to be selected and installed to withstand fault currents or to be identified in the same manner as a protective earthing conductor." }, { "self_ref": "#/texts/6448", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 275, "bbox": { "l": 85.08000000000013, "t": 237.92029999999977, "r": 147.20160000000013, "b": 224.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Examples:", "text": "Examples:" }, { "self_ref": "#/texts/6449", "parent": { "$ref": "#/groups/662" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 275, "bbox": { "l": 85.08000000000013, "t": 217.94029999999975, "r": 513.661200000001, "b": 162.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 264 ] } ], "orig": "1 Functional earth (FE) connections fitted to certain types of RCDs to provide an earth for an alternative supply connection for the internal electronic circuit operation in the event of the incoming neutral connection becoming disconnected.", "text": "1 Functional earth (FE) connections fitted to certain types of RCDs to provide an earth for an alternative supply connection for the internal electronic circuit operation in the event of the incoming neutral connection becoming disconnected.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6450", "parent": { "$ref": "#/groups/662" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 275, "bbox": { "l": 85.08000000000015, "t": 155.96029999999973, "r": 513.6024000000011, "b": 128.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 129 ] } ], "orig": "2 Conductors connecting cathodic protection systems or radio interference suppression devices to a separate earthing arrangement.", "text": "2 Conductors connecting cathodic protection systems or radio interference suppression devices to a separate earthing arrangement.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6451", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 275, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6452", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 276, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6453", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 276, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "272", "text": "272" }, { "self_ref": "#/texts/6454", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 276, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/6455", "parent": { "$ref": "#/groups/663" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 276, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.6659999999998, "b": 696.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "3 Where a 'clean earth' is specified for data or signalling purposes in a particular item of electrical equipment, the manufacturer of the electrical equipment should be consulted in order to confirm the necessary arrangements.", "text": "3 Where a 'clean earth' is specified for data or signalling purposes in a particular item of electrical equipment, the manufacturer of the electrical equipment should be consulted in order to confirm the necessary arrangements.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6456", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 276, "bbox": { "l": 85.07999999999987, "t": 689.9603, "r": 513.654, "b": 620.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 326 ] } ], "orig": "Where required, for operational purposes, functional earth connections for data and signalling purposes should be insulated from all protective earthing connections and conductors and should only be connected together at one point, normally at the connection to the main earthing terminal/connection or bar.", "text": "Where required, for operational purposes, functional earth connections for data and signalling purposes should be insulated from all protective earthing connections and conductors and should only be connected together at one point, normally at the connection to the main earthing terminal/connection or bar." }, { "self_ref": "#/texts/6457", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 276, "bbox": { "l": 85.07999999999987, "t": 613.9403, "r": 513.6791999999997, "b": 586.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "Care needs to be exercised to avoid unintentional contact between the two earthing systems.", "text": "Care needs to be exercised to avoid unintentional contact between the two earthing systems." }, { "self_ref": "#/texts/6458", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 276, "bbox": { "l": 85.07999999999987, "t": 579.9203, "r": 513.6804000000012, "b": 524.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 288 ] } ], "orig": "A conductor insulation colour for functional earth conductors has not been specified in this Standard. However, to ensure that functional earthing connections are made to the correct earthing system, a green or green/ yellow conductor identification shall not be used.", "text": "A conductor insulation colour for functional earth conductors has not been specified in this Standard. However, to ensure that functional earthing connections are made to the correct earthing system, a green or green/ yellow conductor identification shall not be used." }, { "self_ref": "#/texts/6459", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 276, "bbox": { "l": 85.07999999999993, "t": 517.9403, "r": 513.6228000000003, "b": 476.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 182 ] } ], "orig": "In Australia, for telecommunication system earthing, see AS/CA S009 for the requirements for the colour and installation of a Telecommunications Reference Conductor.", "text": "In Australia, for telecommunication system earthing, see AS/CA S009 for the requirements for the colour and installation of a Telecommunications Reference Conductor." }, { "self_ref": "#/texts/6460", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 276, "bbox": { "l": 96.41999999999999, "t": 472.8572, "r": 513.3327960000001, "b": 447.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 83 ] } ], "orig": "NOTE: Additional information on functional earthing is available in IEC 60364-4-44.", "text": "NOTE: Additional information on functional earthing is available in IEC 60364-4-44." }, { "self_ref": "#/texts/6461", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 276, "bbox": { "l": 85.08, "t": 440.9603, "r": 475.72079999999977, "b": 427.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "5.2.3 Earthing for combined protective and functional purposes", "text": "5.2.3 Earthing for combined protective and functional purposes", "level": 1 }, { "self_ref": "#/texts/6462", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 276, "bbox": { "l": 85.07999999999998, "t": 420.9203, "r": 513.6035999999998, "b": 393.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": "Where earthing for combined protective and functional purposes is required, the requirements for protective purposes shall prevail.", "text": "Where earthing for combined protective and functional purposes is required, the requirements for protective purposes shall prevail." }, { "self_ref": "#/texts/6463", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 276, "bbox": { "l": 85.08000000000004, "t": 378.9803, "r": 282.61679999999996, "b": 365.5883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "5.3 EARTHING SYSTEM PARTS", "text": "5.3 EARTHING SYSTEM PARTS", "level": 1 }, { "self_ref": "#/texts/6464", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 276, "bbox": { "l": 85.08000000000004, "t": 358.9403, "r": 174.2460000000001, "b": 345.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "5.3.1 General", "text": "5.3.1 General", "level": 1 }, { "self_ref": "#/texts/6465", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 276, "bbox": { "l": 85.08000000000004, "t": 338.96029999999996, "r": 513.5748000000001, "b": 297.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 216 ] } ], "orig": "The protective earthing arrangement for an electrical installation providing protection by means of automatic disconnection of supply and connected to the MEN system of distribution shall include the following parts:", "text": "The protective earthing arrangement for an electrical installation providing protection by means of automatic disconnection of supply and connected to the MEN system of distribution shall include the following parts:" }, { "self_ref": "#/texts/6466", "parent": { "$ref": "#/groups/664" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 276, "bbox": { "l": 85.0800000000001, "t": 290.96029999999996, "r": 513.5928000000014, "b": 263.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "(a) Protective earthing conductors connecting exposed conductive parts as required.", "text": "(a) Protective earthing conductors connecting exposed conductive parts as required.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6467", "parent": { "$ref": "#/groups/664" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 276, "bbox": { "l": 85.0800000000001, "t": 256.94029999999987, "r": 256.0224000000001, "b": 243.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "(b) Main earthing conductor.", "text": "(b) Main earthing conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6468", "parent": { "$ref": "#/groups/664" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 276, "bbox": { "l": 85.0800000000001, "t": 236.96029999999996, "r": 350.7744000000005, "b": 223.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "(c) Main earthing terminal, connection or bar.", "text": "(c) Main earthing terminal, connection or bar.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6469", "parent": { "$ref": "#/groups/664" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 276, "bbox": { "l": 85.0800000000001, "t": 216.92029999999988, "r": 513.6683999999998, "b": 189.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "(d) MEN connection between the main earthing terminal, connection or bar and the supply neutral bar.", "text": "(d) MEN connection between the main earthing terminal, connection or bar and the supply neutral bar.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6470", "parent": { "$ref": "#/groups/664" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 276, "bbox": { "l": 85.0800000000001, "t": 182.96029999999996, "r": 206.24640000000028, "b": 169.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "(e) Earth electrode.", "text": "(e) Earth electrode.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6471", "parent": { "$ref": "#/groups/664" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 276, "bbox": { "l": 85.0800000000001, "t": 162.9203, "r": 513.6156000000002, "b": 135.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "(f) Equipotential bonding of extraneous conductive and other parts as required.", "text": "(f) Equipotential bonding of extraneous conductive and other parts as required.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6472", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 276, "bbox": { "l": 96.42, "t": 131.87720000000002, "r": 513.3229140000005, "b": 106.60343599999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "NOTE: Examples of the parts of the MEN system of earthing are shown in Figures 5.1 and 5.2.", "text": "NOTE: Examples of the parts of the MEN system of earthing are shown in Figures 5.1 and 5.2." }, { "self_ref": "#/texts/6473", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 276, "bbox": { "l": 85.08, "t": 99.9203, "r": 500.16239999999993, "b": 86.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "The parts of the earthing system shall comply with Clauses 5.3.2 to 5.3.7.", "text": "The parts of the earthing system shall comply with Clauses 5.3.2 to 5.3.7." }, { "self_ref": "#/texts/6474", "parent": { "$ref": "#/pictures/132" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 276, "bbox": { "l": 522.2999, "t": 517.4603, "r": 534.5735, "b": 504.0683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/6475", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 276, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6476", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 277, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6477", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 277, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "273", "text": "273" }, { "self_ref": "#/texts/6478", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 277, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/6479", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 277, "bbox": { "l": 85.08, "t": 751.9403, "r": 351.0671999999999, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "5.3.2 Earthing conductor material and type", "text": "5.3.2 Earthing conductor material and type", "level": 1 }, { "self_ref": "#/texts/6480", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 277, "bbox": { "l": 85.08, "t": 731.9603, "r": 244.98600000000022, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "5.3.2.1 Conductor material", "text": "5.3.2.1 Conductor material", "level": 1 }, { "self_ref": "#/texts/6481", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 277, "bbox": { "l": 85.08000000000001, "t": 711.9203, "r": 255.20400000000006, "b": 698.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "5.3.2.1.1 Copper conductors", "text": "5.3.2.1.1 Copper conductors", "level": 1 }, { "self_ref": "#/texts/6482", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 277, "bbox": { "l": 85.08000000000001, "t": 691.9403, "r": 513.6216000000004, "b": 664.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "Copper earthing conductors shall be of high conductivity copper and shall be in the form of-", "text": "Copper earthing conductors shall be of high conductivity copper and shall be in the form of-" }, { "self_ref": "#/texts/6483", "parent": { "$ref": "#/groups/665" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 277, "bbox": { "l": 85.08000000000004, "t": 657.9203, "r": 234.85199999999986, "b": 644.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "(a) stranded conductors;", "text": "(a) stranded conductors;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6484", "parent": { "$ref": "#/groups/665" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 277, "bbox": { "l": 85.08000000000004, "t": 637.9403, "r": 287.51999999999975, "b": 624.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "(b) circular braided conductors; or", "text": "(b) circular braided conductors; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6485", "parent": { "$ref": "#/groups/665" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 277, "bbox": { "l": 85.08000000000004, "t": 617.9603, "r": 513.636, "b": 590.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 119 ] } ], "orig": "(c) solid conductors having a cross-sectional area not less than 10 mm 2 and a thickness not less than 1.5 mm.", "text": "(c) solid conductors having a cross-sectional area not less than 10 mm 2 and a thickness not less than 1.5 mm.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6486", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 277, "bbox": { "l": 85.07999999999998, "t": 583.9403, "r": 153.77040000000008, "b": 570.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:", "level": 1 }, { "self_ref": "#/texts/6487", "parent": { "$ref": "#/groups/666" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 277, "bbox": { "l": 85.07999999999998, "t": 563.9603, "r": 513.5832000000003, "b": 536.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "1 A smaller solid conductor may be used where permitted by a particular cable Standard.", "text": "1 A smaller solid conductor may be used where permitted by a particular cable Standard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6488", "parent": { "$ref": "#/groups/666" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 277, "bbox": { "l": 85.07999999999998, "t": 529.9403, "r": 513.6359999999999, "b": 488.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 171 ] } ], "orig": "2 This Clause need not apply where copper cable components, such as sheaths or screens, are deemed to be an earthing conductor in accordance with Clause 5.3.2.2.", "text": "2 This Clause need not apply where copper cable components, such as sheaths or screens, are deemed to be an earthing conductor in accordance with Clause 5.3.2.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6489", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 277, "bbox": { "l": 85.07999999999998, "t": 481.9402999999999, "r": 272.85600000000005, "b": 468.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "5.3.2.1.2 Aluminium conductors", "text": "5.3.2.1.2 Aluminium conductors", "level": 1 }, { "self_ref": "#/texts/6490", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 277, "bbox": { "l": 85.07999999999998, "t": 461.9602999999999, "r": 513.5975999999999, "b": 434.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "Aluminium conductors may be used as earthing conductors, provided that they comply with the following conditions:", "text": "Aluminium conductors may be used as earthing conductors, provided that they comply with the following conditions:" }, { "self_ref": "#/texts/6491", "parent": { "$ref": "#/groups/667" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 277, "bbox": { "l": 85.07999999999998, "t": 427.94030000000004, "r": 429.206400000001, "b": 414.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "(a) Conductors of 10 mm 2 or less shall be solid conductors.", "text": "(a) Conductors of 10 mm 2 or less shall be solid conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6492", "parent": { "$ref": "#/groups/667" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 277, "bbox": { "l": 85.07999999999998, "t": 407.9603, "r": 513.6144000000005, "b": 380.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "(b) Minimum 16 mm 2 conductors shall be used for main earthing conductors.", "text": "(b) Minimum 16 mm 2 conductors shall be used for main earthing conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6493", "parent": { "$ref": "#/groups/667" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 277, "bbox": { "l": 85.07999999999998, "t": 373.9403, "r": 484.2132000000004, "b": 360.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(c) Connection methods shall comply with Section 3 of this Standard.", "text": "(c) Connection methods shall comply with Section 3 of this Standard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6494", "parent": { "$ref": "#/groups/667" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 277, "bbox": { "l": 85.07999999999998, "t": 353.96029999999996, "r": 513.6180000000007, "b": 326.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(d) Installation methods shall prevent corrosion of the conductor and connections.", "text": "(d) Installation methods shall prevent corrosion of the conductor and connections.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6495", "parent": { "$ref": "#/groups/667" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 277, "bbox": { "l": 85.07999999999993, "t": 319.9403, "r": 499.4484000000005, "b": 306.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(e) Conductors shall not be installed underground or in damp situations.", "text": "(e) Conductors shall not be installed underground or in damp situations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6496", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 277, "bbox": { "l": 85.07999999999993, "t": 299.96029999999996, "r": 513.6300000000008, "b": 272.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] } ], "orig": "Exception: Aluminium earthing conductors may be installed underground or in damp situations where designed and suitable for such use.", "text": "Exception: Aluminium earthing conductors may be installed underground or in damp situations where designed and suitable for such use." }, { "self_ref": "#/texts/6497", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 277, "bbox": { "l": 85.07999999999993, "t": 265.94029999999987, "r": 235.27320000000012, "b": 252.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "5.3.2.1.3 Other materials", "text": "5.3.2.1.3 Other materials", "level": 1 }, { "self_ref": "#/texts/6498", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 277, "bbox": { "l": 85.0799999999999, "t": 245.96029999999996, "r": 513.6132000000011, "b": 176.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 362 ] } ], "orig": "Materials other than copper or aluminium may be used as an earthing conductor. In such cases, the conductor resistance shall be not greater than that for a copper earthing conductor determined in accordance with Clause 5.3.3, and the degree of corrosion resistance shall not be inferior to other materials suitable for the purpose.", "text": "Materials other than copper or aluminium may be used as an earthing conductor. In such cases, the conductor resistance shall be not greater than that for a copper earthing conductor determined in accordance with Clause 5.3.3, and the degree of corrosion resistance shall not be inferior to other materials suitable for the purpose." }, { "self_ref": "#/texts/6499", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 277, "bbox": { "l": 85.0799999999999, "t": 169.94029999999998, "r": 223.8216000000001, "b": 156.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "5.3.2.2 Conductor type", "text": "5.3.2.2 Conductor type", "level": 1 }, { "self_ref": "#/texts/6500", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 277, "bbox": { "l": 85.0799999999999, "t": 149.96029999999996, "r": 408.3168000000005, "b": 136.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "Protective earthing conductors may include the following:", "text": "Protective earthing conductors may include the following:" }, { "self_ref": "#/texts/6501", "parent": { "$ref": "#/groups/668" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 277, "bbox": { "l": 85.0799999999999, "t": 129.9203, "r": 513.6348000000005, "b": 102.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "(a) Earthing conductors that comply with Clause 5.3.2.1, separately installed.", "text": "(a) Earthing conductors that comply with Clause 5.3.2.1, separately installed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6502", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 277, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6503", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 278, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6504", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 278, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/6505", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 278, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "274", "text": "274", "level": 1 }, { "self_ref": "#/texts/6506", "parent": { "$ref": "#/groups/669" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 278, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.5688000000008, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "(b) Earthing conductors that comply with Clause 5.3.2.1, in a common enclosure with live conductors.", "text": "(b) Earthing conductors that comply with Clause 5.3.2.1, in a common enclosure with live conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6507", "parent": { "$ref": "#/groups/669" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 278, "bbox": { "l": 85.07999999999998, "t": 717.9203, "r": 345.86399999999975, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "(c) Earthing conductors in multi-core cables.", "text": "(c) Earthing conductors in multi-core cables.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6508", "parent": { "$ref": "#/groups/669" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 278, "bbox": { "l": 85.07999999999998, "t": 697.9403, "r": 166.50840000000008, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "(d) Busbars.", "text": "(d) Busbars.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6509", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 278, "bbox": { "l": 85.07999999999998, "t": 677.9603, "r": 513.6636, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 151 ] } ], "orig": "In addition, and subject to the special conditions of Clause 5.3.2.3, the following media may be regarded as a protective earthing conductor:", "text": "In addition, and subject to the special conditions of Clause 5.3.2.3, the following media may be regarded as a protective earthing conductor:" }, { "self_ref": "#/texts/6510", "parent": { "$ref": "#/groups/670" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 278, "bbox": { "l": 85.07999999999998, "t": 643.9403, "r": 509.64840000000066, "b": 630.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "(i) Conductive conduit, tube, pipe, trunking and similar wiring enclosures.", "text": "(i) Conductive conduit, tube, pipe, trunking and similar wiring enclosures.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6511", "parent": { "$ref": "#/groups/670" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 278, "bbox": { "l": 85.07999999999998, "t": 623.9603, "r": 411.29040000000055, "b": 610.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "(ii) Conductive sheaths, armours and screens of cables.", "text": "(ii) Conductive sheaths, armours and screens of cables.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6512", "parent": { "$ref": "#/groups/670" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 278, "bbox": { "l": 85.07999999999998, "t": 603.9203, "r": 466.9379999999997, "b": 590.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "(iii) Conductive framework used for mounting electrical equipment.", "text": "(iii) Conductive framework used for mounting electrical equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6513", "parent": { "$ref": "#/groups/670" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 278, "bbox": { "l": 85.07999999999998, "t": 583.9403, "r": 344.6568000000006, "b": 570.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "(iv) Catenary wires for the support of cables.", "text": "(iv) Catenary wires for the support of cables.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6514", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 278, "bbox": { "l": 85.07999999999996, "t": 563.9603, "r": 513.5820000000007, "b": 522.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 177 ] } ], "orig": "Sprinkler pipes or pipes conveying gas, water, flammable liquid or other conductive non-electrical service enclosures shall not be used as an earthing medium.", "text": "Sprinkler pipes or pipes conveying gas, water, flammable liquid or other conductive non-electrical service enclosures shall not be used as an earthing medium." }, { "self_ref": "#/texts/6515", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 278, "bbox": { "l": 96.42, "t": 518.8772, "r": 513.3031500000003, "b": 480.583352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 187 ] } ], "orig": "NOTE: This requirement does not preclude the bonding of such conductive nonelectrical service enclosures to conductive electrical service enclosures in accordance with Clause 5.6.", "text": "NOTE: This requirement does not preclude the bonding of such conductive nonelectrical service enclosures to conductive electrical service enclosures in accordance with Clause 5.6." }, { "self_ref": "#/texts/6516", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 278, "bbox": { "l": 85.07999999999998, "t": 473.9603, "r": 513.5952000000001, "b": 446.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "Main earthing conductors shall be of a type that complies with Clause 5.3.2.1.", "text": "Main earthing conductors shall be of a type that complies with Clause 5.3.2.1." }, { "self_ref": "#/texts/6517", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 278, "bbox": { "l": 85.07999999999998, "t": 439.9403, "r": 240.34079999999986, "b": 426.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "5.3.2.3 Special conditions", "text": "5.3.2.3 Special conditions", "level": 1 }, { "self_ref": "#/texts/6518", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 278, "bbox": { "l": 85.07999999999998, "t": 419.96029999999996, "r": 513.6024000000001, "b": 392.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 127 ] } ], "orig": "The following conditions apply where the components in Clause 5.3.2.2(i), (ii), (iii) or (iv) are used for protective earthing:", "text": "The following conditions apply where the components in Clause 5.3.2.2(i), (ii), (iii) or (iv) are used for protective earthing:" }, { "self_ref": "#/texts/6519", "parent": { "$ref": "#/groups/671" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 278, "bbox": { "l": 85.07999999999998, "t": 385.9402999999999, "r": 513.6624000000008, "b": 344.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 148 ] } ], "orig": "(a) Conductive conduit, tube, pipe, trunking and similar wiring enclosures May be regarded as a protective earthing conductor, provided that-", "text": "(a) Conductive conduit, tube, pipe, trunking and similar wiring enclosures May be regarded as a protective earthing conductor, provided that-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6520", "parent": { "$ref": "#/groups/671" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 278, "bbox": { "l": 113.40000000000002, "t": 337.94029999999987, "r": 513.6156000000001, "b": 310.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "(i) the electrical equipment to be earthed is supplied by live conductors contained within the wiring enclosure; and", "text": "(i) the electrical equipment to be earthed is supplied by live conductors contained within the wiring enclosure; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6521", "parent": { "$ref": "#/groups/671" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 278, "bbox": { "l": 113.40000000000006, "t": 303.92029999999977, "r": 513.6371999999998, "b": 262.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 174 ] } ], "orig": "(ii) for screwed conductive wiring enclosures, the wiring enclosure is directly connected by conductive threads or locknuts to the electrical equipment to be earthed.", "text": "(ii) for screwed conductive wiring enclosures, the wiring enclosure is directly connected by conductive threads or locknuts to the electrical equipment to be earthed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6522", "parent": { "$ref": "#/groups/671" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 278, "bbox": { "l": 85.08000000000004, "t": 255.92029999999977, "r": 513.6816, "b": 200.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 221 ] } ], "orig": "(b) Conductive sheaths, armours and screens of cables May be regarded as a protective earthing conductor, provided that the electrical equipment to be earthed is supplied only by live conductors incorporated in the cable.", "text": "(b) Conductive sheaths, armours and screens of cables May be regarded as a protective earthing conductor, provided that the electrical equipment to be earthed is supplied only by live conductors incorporated in the cable.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6523", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 278, "bbox": { "l": 113.46000000000001, "t": 193.94029999999975, "r": 513.6324000000003, "b": 138.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 264 ] } ], "orig": "Exception: This condition does not preclude the use of a MIMS cable sheath as a main earthing conductor, provided that any circuitprotective earthing conductors connected to the sheath are associated only with the circuits supplied through the MIMS cable.", "text": "Exception: This condition does not preclude the use of a MIMS cable sheath as a main earthing conductor, provided that any circuitprotective earthing conductors connected to the sheath are associated only with the circuits supplied through the MIMS cable." }, { "self_ref": "#/texts/6524", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 278, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6525", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 279, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6526", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 279, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "275", "text": "275" }, { "self_ref": "#/texts/6527", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 279, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/6528", "parent": { "$ref": "#/groups/672" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 279, "bbox": { "l": 85.08, "t": 751.9403, "r": 245.79840000000004, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "(c) Conductive framework :", "text": "(c) Conductive framework :", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6529", "parent": { "$ref": "#/groups/672" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 279, "bbox": { "l": 113.4, "t": 731.9603, "r": 513.5928, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "(i) General Conductive framework may be regarded as a protective earthing conductor, provided that-", "text": "(i) General Conductive framework may be regarded as a protective earthing conductor, provided that-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6530", "parent": { "$ref": "#/groups/672" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 279, "bbox": { "l": 141.77999999999997, "t": 697.9403, "r": 513.5928000000008, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 148 ] } ], "orig": "(A) the exposed conductive parts of electrical equipment are mounted on, and in effective electrical contact with, the framework; and", "text": "(A) the exposed conductive parts of electrical equipment are mounted on, and in effective electrical contact with, the framework; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6531", "parent": { "$ref": "#/groups/672" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 279, "bbox": { "l": 141.77999999999997, "t": 649.9403, "r": 513.5544000000006, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 119 ] } ], "orig": "(B) the conductive framework is earthed by the connection of a protective earthing conductor directly to the framework.", "text": "(B) the conductive framework is earthed by the connection of a protective earthing conductor directly to the framework.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6532", "parent": { "$ref": "#/groups/672" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 279, "bbox": { "l": 113.3999999999999, "t": 615.9203, "r": 513.7092000000009, "b": 574.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 176 ] } ], "orig": "(ii) Contact with hinged components Hinged components of conductive framework, such as cubicle doors, may be regarded as a protective earthing conductor, provided that-", "text": "(ii) Contact with hinged components Hinged components of conductive framework, such as cubicle doors, may be regarded as a protective earthing conductor, provided that-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6533", "parent": { "$ref": "#/groups/672" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 279, "bbox": { "l": 141.77999999999992, "t": 567.9203, "r": 513.6108, "b": 540.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "(A) the fixed component of the framework is connected to a protective earthing conductor; and", "text": "(A) the fixed component of the framework is connected to a protective earthing conductor; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6534", "parent": { "$ref": "#/groups/672" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 279, "bbox": { "l": 141.7799999999999, "t": 533.9603, "r": 513.6096000000003, "b": 492.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 128 ] } ], "orig": "(B) the fixed and hinged components of the framework are connected by means of a flexible protective earthing conductor.", "text": "(B) the fixed and hinged components of the framework are connected by means of a flexible protective earthing conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6535", "parent": { "$ref": "#/groups/672" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 279, "bbox": { "l": 113.39999999999996, "t": 485.9602999999999, "r": 513.6228000000004, "b": 444.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "(iii) Contact with moving components The interface between moving components may be regarded as a protective earthing conductor, provided that-", "text": "(iii) Contact with moving components The interface between moving components may be regarded as a protective earthing conductor, provided that-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6536", "parent": { "$ref": "#/groups/672" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 279, "bbox": { "l": 141.77999999999997, "t": 437.96029999999985, "r": 513.6324, "b": 410.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "(A) the fixed component of the equipment is directly connected to a protective earthing conductor; and", "text": "(A) the fixed component of the equipment is directly connected to a protective earthing conductor; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6537", "parent": { "$ref": "#/groups/672" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 279, "bbox": { "l": 141.77999999999997, "t": 403.9402999999998, "r": 513.612000000001, "b": 348.54829999999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 210 ] } ], "orig": "(B) the fixed and movable components of the equipment are in effective contact by means of metal-to-metal bearing surfaces, such as the contact between a rail and wheel or between an axle and bearing.", "text": "(B) the fixed and movable components of the equipment are in effective contact by means of metal-to-metal bearing surfaces, such as the contact between a rail and wheel or between an axle and bearing.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6538", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 279, "bbox": { "l": 141.77999999999994, "t": 341.96029999999973, "r": 513.6060000000003, "b": 300.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 186 ] } ], "orig": "Additional means of electrical continuity, such as sliding shoes or spring-loaded brushes, may be required where an accumulation of rust or non-conductive dust is likely to occur.", "text": "Additional means of electrical continuity, such as sliding shoes or spring-loaded brushes, may be required where an accumulation of rust or non-conductive dust is likely to occur." }, { "self_ref": "#/texts/6539", "parent": { "$ref": "#/groups/673" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 279, "bbox": { "l": 85.07999999999993, "t": 293.96029999999973, "r": 513.6324, "b": 266.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "(d) Catenary wires A catenary wire may be regarded as a protective earthing conductor, provided that it-", "text": "(d) Catenary wires A catenary wire may be regarded as a protective earthing conductor, provided that it-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6540", "parent": { "$ref": "#/groups/673" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 279, "bbox": { "l": 113.39999999999992, "t": 259.94029999999964, "r": 326.9184000000005, "b": 246.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "(i) has not less than seven strands;", "text": "(i) has not less than seven strands;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6541", "parent": { "$ref": "#/groups/673" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 279, "bbox": { "l": 113.39999999999992, "t": 239.96029999999973, "r": 406.8336000000005, "b": 226.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "(ii) is supported by means of suitable anchorages;", "text": "(ii) is supported by means of suitable anchorages;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6542", "parent": { "$ref": "#/groups/673" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 279, "bbox": { "l": 113.39999999999992, "t": 219.9203, "r": 513.6383000000008, "b": 178.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 152 ] } ], "orig": "(iii) has a nominal cross-sectional area of not less than 8.5 mm 2 if constructed of hard-drawn copper or galvanized low carbon (mild) steel;", "text": "(iii) has a nominal cross-sectional area of not less than 8.5 mm 2 if constructed of hard-drawn copper or galvanized low carbon (mild) steel;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6543", "parent": { "$ref": "#/groups/673" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 279, "bbox": { "l": 113.3999, "t": 171.9203, "r": 513.6131000000004, "b": 144.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "(iv) has a resistance in accordance with the requirements of Clause 5.3.3; and", "text": "(iv) has a resistance in accordance with the requirements of Clause 5.3.3; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6544", "parent": { "$ref": "#/groups/673" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 279, "bbox": { "l": 113.3999, "t": 137.96030000000007, "r": 513.6431000000007, "b": 96.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 159 ] } ], "orig": "(v) is identified as an earthing conductor, in accordance with Clause 3.8.3.4, and for aerial earthing conductors, at each anchorage point or catenary support.", "text": "(v) is identified as an earthing conductor, in accordance with Clause 3.8.3.4, and for aerial earthing conductors, at each anchorage point or catenary support.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6545", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 279, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6546", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 280, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6547", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 280, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "276", "text": "276" }, { "self_ref": "#/texts/6548", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 280, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/6549", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 280, "bbox": { "l": 85.08, "t": 751.9403, "r": 192.52200000000016, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "5.3.2.4 Insulation", "text": "5.3.2.4 Insulation", "level": 1 }, { "self_ref": "#/texts/6550", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 280, "bbox": { "l": 85.08000000000001, "t": 731.9603, "r": 387.4248000000006, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "Earthing conductors shall be provided with insulation.", "text": "Earthing conductors shall be provided with insulation." }, { "self_ref": "#/texts/6551", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 280, "bbox": { "l": 85.08000000000001, "t": 711.9203, "r": 513.538800000001, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "Exceptions: The following forms of earthing conductors need not be provided with insulation:", "text": "Exceptions: The following forms of earthing conductors need not be provided with insulation:" }, { "self_ref": "#/texts/6552", "parent": { "$ref": "#/groups/674" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 280, "bbox": { "l": 85.08000000000001, "t": 677.9603, "r": 218.18639999999994, "b": 664.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "1 Aerial conductors.", "text": "1 Aerial conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6553", "parent": { "$ref": "#/groups/674" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 280, "bbox": { "l": 85.08000000000001, "t": 657.9203, "r": 252.67679999999996, "b": 644.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "2 Flat braided conductors.", "text": "2 Flat braided conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6554", "parent": { "$ref": "#/groups/674" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 280, "bbox": { "l": 85.08000000000001, "t": 637.9403, "r": 166.51919999999998, "b": 624.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "3 Busbars.", "text": "3 Busbars.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6555", "parent": { "$ref": "#/groups/674" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 280, "bbox": { "l": 85.08000000000001, "t": 617.9603, "r": 250.8335999999999, "b": 604.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "4 Sheaths of MIMS cable.", "text": "4 Sheaths of MIMS cable.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6556", "parent": { "$ref": "#/groups/674" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 280, "bbox": { "l": 85.08000000000001, "t": 597.9203, "r": 513.5760000000005, "b": 570.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "5 Conductive framework and wiring enclosures deemed to be an earthing conductor, in accordance with Clause 5.3.2.2.", "text": "5 Conductive framework and wiring enclosures deemed to be an earthing conductor, in accordance with Clause 5.3.2.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6557", "parent": { "$ref": "#/groups/674" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 280, "bbox": { "l": 85.08000000000001, "t": 563.9603, "r": 513.6119999999999, "b": 536.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "6 Copper earthing conductors buried direct in the ground in accordance with Clause 5.5.5.5.", "text": "6 Copper earthing conductors buried direct in the ground in accordance with Clause 5.5.5.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6558", "parent": { "$ref": "#/groups/674" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 280, "bbox": { "l": 85.07999999999998, "t": 529.9403, "r": 204.65279999999987, "b": 516.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "7 Catenary wires.", "text": "7 Catenary wires.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6559", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 280, "bbox": { "l": 85.07999999999998, "t": 509.96029999999996, "r": 209.78039999999987, "b": 496.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "5.3.2.5 Identification", "text": "5.3.2.5 Identification", "level": 1 }, { "self_ref": "#/texts/6560", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 280, "bbox": { "l": 85.07999999999998, "t": 489.92029999999994, "r": 513.577200000001, "b": 462.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 80 ] } ], "orig": "Insulated earthing conductors shall be identified in accordance with Clause 3.8.", "text": "Insulated earthing conductors shall be identified in accordance with Clause 3.8." }, { "self_ref": "#/texts/6561", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 280, "bbox": { "l": 85.07999999999998, "t": 455.9602999999999, "r": 405.4488000000005, "b": 442.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "5.3.3 Earthing conductor size (cross-sectional area)", "text": "5.3.3 Earthing conductor size (cross-sectional area)", "level": 1 }, { "self_ref": "#/texts/6562", "parent": { "$ref": "#/groups/675" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 280, "bbox": { "l": 85.07999999999998, "t": 435.9202999999999, "r": 309.31440000000043, "b": 422.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "5.3.3.1 Protective earthing conductors", "text": "5.3.3.1 Protective earthing conductors", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6563", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 280, "bbox": { "l": 85.07999999999998, "t": 415.94029999999987, "r": 193.49760000000006, "b": 402.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "5.3.3.1.1 General", "text": "5.3.3.1.1 General", "level": 1 }, { "self_ref": "#/texts/6564", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 280, "bbox": { "l": 85.07999999999998, "t": 395.96029999999985, "r": 513.632400000001, "b": 368.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "The cross-sectional area of a protective earthing conductor shall ensure-", "text": "The cross-sectional area of a protective earthing conductor shall ensure-" }, { "self_ref": "#/texts/6565", "parent": { "$ref": "#/groups/676" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 280, "bbox": { "l": 85.07999999999998, "t": 361.9402999999998, "r": 513.6672000000005, "b": 320.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 178 ] } ], "orig": "(a) adequate current-carrying capacity for prospective fault currents for a time at least equal to the operating time of the associated overcurrent protective device;", "text": "(a) adequate current-carrying capacity for prospective fault currents for a time at least equal to the operating time of the associated overcurrent protective device;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6566", "parent": { "$ref": "#/groups/676" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 280, "bbox": { "l": 85.07999999999998, "t": 313.94029999999975, "r": 454.23480000000063, "b": 300.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "(b) appropriate earth fault-loop impedance (see Clause 5.7);", "text": "(b) appropriate earth fault-loop impedance (see Clause 5.7);", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6567", "parent": { "$ref": "#/groups/676" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 280, "bbox": { "l": 85.07999999999998, "t": 293.96029999999973, "r": 513.6407999999999, "b": 266.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "(c) adequate mechanical strength and resistance to external influences; and", "text": "(c) adequate mechanical strength and resistance to external influences; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6568", "parent": { "$ref": "#/groups/676" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 280, "bbox": { "l": 85.07999999999998, "t": 259.94029999999975, "r": 513.6600000000001, "b": 204.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 222 ] } ], "orig": "(d) for parts of the protective earthing conductor that do not consist of cables, or parts of cables, that there is an allowance for the subsequent deterioration in conductivity that may reasonably be expected.", "text": "(d) for parts of the protective earthing conductor that do not consist of cables, or parts of cables, that there is an allowance for the subsequent deterioration in conductivity that may reasonably be expected.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6569", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 280, "bbox": { "l": 85.07999999999998, "t": 197.96029999999973, "r": 200.80680000000007, "b": 184.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "5.3.3.1.2 Selection", "text": "5.3.3.1.2 Selection", "level": 1 }, { "self_ref": "#/texts/6570", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 280, "bbox": { "l": 85.07999999999993, "t": 177.92029999999977, "r": 513.6312000000007, "b": 136.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 177 ] } ], "orig": "The cross-sectional area of any copper protective earthing conductor required for the protection of any portion of an electrical installation shall be determined either-", "text": "The cross-sectional area of any copper protective earthing conductor required for the protection of any portion of an electrical installation shall be determined either-" }, { "self_ref": "#/texts/6571", "parent": { "$ref": "#/groups/677" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 280, "bbox": { "l": 85.07999999999993, "t": 129.92029999999977, "r": 513.6156, "b": 88.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 182 ] } ], "orig": "(a) from Table 5.1 in relation to the cross-sectional area of the largest active conductor supplying the portion of the electrical installation to be protected; or", "text": "(a) from Table 5.1 in relation to the cross-sectional area of the largest active conductor supplying the portion of the electrical installation to be protected; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6572", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 280, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6573", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 281, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6574", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 281, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "277", "text": "277" }, { "self_ref": "#/texts/6575", "parent": { "$ref": "#/groups/678" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 281, "bbox": { "l": 85.08, "t": 751.9403, "r": 405.15360000000044, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "(b) by calculation, in accordance with Clause 5.3.3.1.3.", "text": "(b) by calculation, in accordance with Clause 5.3.3.1.3.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6576", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 281, "bbox": { "l": 85.08000000000001, "t": 731.9603, "r": 153.7704000000001, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:" }, { "self_ref": "#/texts/6577", "parent": { "$ref": "#/groups/679" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 281, "bbox": { "l": 85.08000000000001, "t": 711.9203, "r": 513.6492000000003, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 187 ] } ], "orig": "1 The minimum size of a conductor required for the earthing of exposed conductive parts associated with unprotected consumer mains shall be in accordance with Clauses 5.3.3.2 and 5.5.3.5.", "text": "1 The minimum size of a conductor required for the earthing of exposed conductive parts associated with unprotected consumer mains shall be in accordance with Clauses 5.3.3.2 and 5.5.3.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6578", "parent": { "$ref": "#/groups/679" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 281, "bbox": { "l": 85.07999999999998, "t": 663.9203, "r": 452.2104000000004, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "2 Aerial earthing conductors shall comply with Clause 5.3.3.3.", "text": "2 Aerial earthing conductors shall comply with Clause 5.3.3.3.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6579", "parent": { "$ref": "#/groups/679" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 281, "bbox": { "l": 85.07999999999998, "t": 643.9403, "r": 513.628800000001, "b": 616.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "3 Earthing conductors in cables, flexible cables or flexible cords shall comply with Clause 5.3.3.4.", "text": "3 Earthing conductors in cables, flexible cables or flexible cords shall comply with Clause 5.3.3.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6580", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 281, "bbox": { "l": 96.42, "t": 612.8372, "r": 145.63345799999996, "b": 600.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/6581", "parent": { "$ref": "#/groups/680" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 281, "bbox": { "l": 96.42, "t": 596.8766720000001, "r": 513.355853999999, "b": 571.6029080000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 146 ] } ], "orig": "1 The installation should be so prepared that electrical equipment terminals are capable of accepting the protective earthing conductors.", "text": "1 The installation should be so prepared that electrical equipment terminals are capable of accepting the protective earthing conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6582", "parent": { "$ref": "#/groups/680" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 281, "bbox": { "l": 96.42, "t": 567.8367680000001, "r": 513.1593119999992, "b": 542.6233940000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 151 ] } ], "orig": "2 Calculation may be necessary if the choice of cross-sectional area of phase conductors has been determined by consideration of short-circuit current.", "text": "2 Calculation may be necessary if the choice of cross-sectional area of phase conductors has been determined by consideration of short-circuit current.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6583", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 281, "bbox": { "l": 85.07999999999998, "t": 535.9403, "r": 513.5820000000009, "b": 480.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 278 ] } ], "orig": "Where the active conductor comprises a number of conductors, connected in parallel, the earthing conductor shall be determined in relation to the summation of the cross-sectional areas of the individual conductors forming the largest active conductor to be protected.", "text": "Where the active conductor comprises a number of conductors, connected in parallel, the earthing conductor shall be determined in relation to the summation of the cross-sectional areas of the individual conductors forming the largest active conductor to be protected." }, { "self_ref": "#/texts/6584", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 281, "bbox": { "l": 85.07999999999998, "t": 473.9602999999999, "r": 513.6792000000003, "b": 418.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 243 ] } ], "orig": "Where the summation of cross-sectional areas does not correspond exactly with the nominal size of the active conductor given in Table 5.1, the conductor shall be determined in relation to the nearest larger size of active conductor.", "text": "Where the summation of cross-sectional areas does not correspond exactly with the nominal size of the active conductor given in Table 5.1, the conductor shall be determined in relation to the nearest larger size of active conductor." }, { "self_ref": "#/texts/6585", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 281, "bbox": { "l": 85.07999999999998, "t": 411.9202999999998, "r": 513.6240000000008, "b": 342.54829999999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 348 ] } ], "orig": "The minimum cross-sectional area of any conductive wiring enclosure, cable component, framework or catenary wire used as an earthing medium in accordance with Clause 5.3.2.2, shall be such that the impedance of the medium is not greater than that determined for a copper earthing conductor in accordance with this Clause (Clause 5.3.3.1.2).", "text": "The minimum cross-sectional area of any conductive wiring enclosure, cable component, framework or catenary wire used as an earthing medium in accordance with Clause 5.3.2.2, shall be such that the impedance of the medium is not greater than that determined for a copper earthing conductor in accordance with this Clause (Clause 5.3.3.1.2)." }, { "self_ref": "#/texts/6586", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 281, "bbox": { "l": 85.07999999999998, "t": 335.96029999999973, "r": 211.422, "b": 322.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "5.3.3.1.3 Calculation", "text": "5.3.3.1.3 Calculation", "level": 1 }, { "self_ref": "#/texts/6587", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 281, "bbox": { "l": 85.07999999999998, "t": 315.92029999999977, "r": 513.6492000000004, "b": 274.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 232 ] } ], "orig": "The minimum cross-sectional area determined by calculation shall be not less than the value determined by the following equation (applicable only for disconnection times not less than 0.1 s but not exceeding 5 s):", "text": "The minimum cross-sectional area determined by calculation shall be not less than the value determined by the following equation (applicable only for disconnection times not less than 0.1 s but not exceeding 5 s):" }, { "self_ref": "#/texts/6588", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "formula", "prov": [ { "page_no": 281, "bbox": { "l": 114.72, "t": 271.149368, "r": 510.0732000000002, "b": 247.77880159999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "  2 2 / K t I S  . . . 5.1", "text": "" }, { "self_ref": "#/texts/6589", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 281, "bbox": { "l": 85.08000000000004, "t": 240.9203, "r": 122.64000000000004, "b": 227.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "where", "text": "where" }, { "self_ref": "#/texts/6590", "parent": { "$ref": "#/groups/681" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 281, "bbox": { "l": 113.46000000000004, "t": 220.94029999999998, "r": 486.036, "b": 207.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "S = cross-sectional area of protective earthing conductor, in mm 2", "text": "S = cross-sectional area of protective earthing conductor, in mm 2", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6591", "parent": { "$ref": "#/groups/681" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 281, "bbox": { "l": 113.45999999999998, "t": 200.96029999999996, "r": 510.0744000000001, "b": 145.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 238 ] } ], "orig": "I = the value of the fault current in amperes (for a.c. r.m.s. value) that would flow through the overcurrent protective device of the circuit concerned in the event of a short-circuit of negligible impedance", "text": "I = the value of the fault current in amperes (for a.c. r.m.s. value) that would flow through the overcurrent protective device of the circuit concerned in the event of a short-circuit of negligible impedance", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6592", "parent": { "$ref": "#/groups/681" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 281, "bbox": { "l": 113.45999999999992, "t": 138.9203, "r": 509.9568000000004, "b": 111.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": "t = the disconnecting time of the overcurrent protective device in seconds, corresponding to the value of fault current I", "text": "t = the disconnecting time of the overcurrent protective device in seconds, corresponding to the value of fault current I", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6593", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 281, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/6594", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 281, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6595", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 282, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/6596", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 282, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6597", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 282, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "278", "text": "278" }, { "self_ref": "#/texts/6598", "parent": { "$ref": "#/groups/682" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 282, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/6599", "parent": { "$ref": "#/groups/683" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 282, "bbox": { "l": 113.46, "t": 745.9403, "r": 509.99760000000066, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 152 ] } ], "orig": "K = factor dependent on the material of the protective earthing conductor, the insulation and other parts, and the initial and final temperatures", "text": "K = factor dependent on the material of the protective earthing conductor, the insulation and other parts, and the initial and final temperatures", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6600", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 282, "bbox": { "l": 96.42, "t": 700.8752095, "r": 145.63685257000003, "b": 688.5993211, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/6601", "parent": { "$ref": "#/groups/684" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 282, "bbox": { "l": 96.42, "t": 684.8552095, "r": 513.3524749499992, "b": 633.5793211, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 279 ] } ], "orig": "1 Values of K for protective earthing conductors in various conditions of service are given in the AS/NZS 3008.1 series, e.g. for copper conductors not laid up with other conductors, with PVC insulation K = 136, or for bare copper conductors K = 170.", "text": "1 Values of K for protective earthing conductors in various conditions of service are given in the AS/NZS 3008.1 series, e.g. for copper conductors not laid up with other conductors, with PVC insulation K = 136, or for bare copper conductors K = 170.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6602", "parent": { "$ref": "#/groups/684" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 282, "bbox": { "l": 96.42022419000001, "t": 629.89545459, "r": 513.314234209999, "b": 604.60008455, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "2 Examples of the application of this equation are contained in the AS/NZS 3008.1 series.", "text": "2 Examples of the application of this equation are contained in the AS/NZS 3008.1 series.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6603", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 282, "bbox": { "l": 85.07999999999998, "t": 597.9203, "r": 513.6240000000006, "b": 570.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 146 ] } ], "orig": "If application of the equation produces non-standard sizes, conductors of the nearest higher standard cross-sectional area shall be used.", "text": "If application of the equation produces non-standard sizes, conductors of the nearest higher standard cross-sectional area shall be used." }, { "self_ref": "#/texts/6604", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 282, "bbox": { "l": 96.42, "t": 566.8952095, "r": 513.2766103599992, "b": 541.59983946, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "NOTE: Maximum permissible temperatures for joints should be considered (see the AS/NZS 3008.1 series).", "text": "NOTE: Maximum permissible temperatures for joints should be considered (see the AS/NZS 3008.1 series)." }, { "self_ref": "#/texts/6605", "parent": { "$ref": "#/tables/42" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 282, "bbox": { "l": 149.34, "t": 530.9003, "r": 449.36879999999985, "b": 497.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "TABLE 5.1 MINIMUM COPPER EARTHING CONDUCTOR SIZE", "text": "TABLE 5.1 MINIMUM COPPER EARTHING CONDUCTOR SIZE" }, { "self_ref": "#/texts/6606", "parent": { "$ref": "#/tables/42" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 282, "bbox": { "l": 116.22, "t": 144.26839999999993, "r": 481.79969999999923, "b": 109.08617600000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 216 ] } ], "orig": "* These earthing conductors shall only be used where incorporated in a multi-core cable or flexible cord, other than a lift travelling cable, in accordance with Clause 5.3.3.4, Items (b) and (c).", "text": "* These earthing conductors shall only be used where incorporated in a multi-core cable or flexible cord, other than a lift travelling cable, in accordance with Clause 5.3.3.4, Items (b) and (c)." }, { "self_ref": "#/texts/6607", "parent": { "$ref": "#/tables/42" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 282, "bbox": { "l": 116.22, "t": 104.3084, "r": 471.44603399999863, "b": 93.12608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "† A larger earthing conductor may be required to satisfy Clause 5.3.3.1.1.", "text": "† A larger earthing conductor may be required to satisfy Clause 5.3.3.1.1." }, { "self_ref": "#/texts/6608", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 282, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6609", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 283, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6610", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 283, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "279", "text": "279" }, { "self_ref": "#/texts/6611", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 283, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/6612", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 283, "bbox": { "l": 85.08, "t": 751.9403, "r": 273.8400000000003, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "5.3.3.2 Main earthing conductor", "text": "5.3.3.2 Main earthing conductor", "level": 1 }, { "self_ref": "#/texts/6613", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 283, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 513.6180000000005, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 282 ] } ], "orig": "Where the main earthing conductor connects the main earth terminal to an electrode (arrangement depicted in Figure 5.1), the conductor shall be determined from Table 5.1 in relation to the cross-sectional area of the largest active conductor of the consumer mains.", "text": "Where the main earthing conductor connects the main earth terminal to an electrode (arrangement depicted in Figure 5.1), the conductor shall be determined from Table 5.1 in relation to the cross-sectional area of the largest active conductor of the consumer mains." }, { "self_ref": "#/texts/6614", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 283, "bbox": { "l": 85.07999999999998, "t": 669.9203, "r": 513.6348000000007, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "The cross-sectional area of such a copper main earthing conductor shall be not less than 4 mm 2 and need not be greater than 120 mm 2 .", "text": "The cross-sectional area of such a copper main earthing conductor shall be not less than 4 mm 2 and need not be greater than 120 mm 2 ." }, { "self_ref": "#/texts/6615", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 283, "bbox": { "l": 85.07999999999998, "t": 635.9603, "r": 513.6624, "b": 594.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 196 ] } ], "orig": "Exceptions: The size of the main earthing conductor need not be determined in relation to the size of the largest active conductor of the consumer mains under the following conditions:", "text": "Exceptions: The size of the main earthing conductor need not be determined in relation to the size of the largest active conductor of the consumer mains under the following conditions:" }, { "self_ref": "#/texts/6616", "parent": { "$ref": "#/groups/685" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 283, "bbox": { "l": 85.07999999999998, "t": 588.9802999999999, "r": 513.6672, "b": 505.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 401 ] } ], "orig": "1 Where double insulation is maintained between the point of supply and the load terminals of the protective devices for the submains and final subcircuits outgoing from the main switchboard. The minimum size of the main earthing conductor may be determined in relation to the cross-sectional area of the largest active conductor of the largest outgoing submain or final subcircuit.", "text": "1 Where double insulation is maintained between the point of supply and the load terminals of the protective devices for the submains and final subcircuits outgoing from the main switchboard. The minimum size of the main earthing conductor may be determined in relation to the cross-sectional area of the largest active conductor of the largest outgoing submain or final subcircuit.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6617", "parent": { "$ref": "#/groups/685" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 283, "bbox": { "l": 85.08000000000004, "t": 498.92029999999994, "r": 513.6360000000006, "b": 429.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 347 ] } ], "orig": "2 Where the cross-sectional area of the consumer mains is larger than that required to carry the maximum demand of the installation because of voltage-drop limitations. The minimum size of the main earthing conductor may be determined in relation to the cross-sectional area of the minimum cable size required to carry the maximum demand.", "text": "2 Where the cross-sectional area of the consumer mains is larger than that required to carry the maximum demand of the installation because of voltage-drop limitations. The minimum size of the main earthing conductor may be determined in relation to the cross-sectional area of the minimum cable size required to carry the maximum demand.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6618", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 283, "bbox": { "l": 85.08000000000004, "t": 422.96029999999985, "r": 513.6215999999998, "b": 381.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 197 ] } ], "orig": "Where the conductor connects the main earth bar to an earth bar within a substation (arrangement depicted in Figure 5.2), the conductor shall be determined from Table 5.1 or by calculation.", "text": "Where the conductor connects the main earth bar to an earth bar within a substation (arrangement depicted in Figure 5.2), the conductor shall be determined from Table 5.1 or by calculation." }, { "self_ref": "#/texts/6619", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 283, "bbox": { "l": 96.42, "t": 377.89520949999996, "r": 513.364609559999, "b": 339.58035782, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 192 ] } ], "orig": "NOTE: In this application, the main earthing conductor forms part of the earth fault current path and its size needs to be determined based on the prospective fault current level and duration.", "text": "NOTE: In this application, the main earthing conductor forms part of the earth fault current path and its size needs to be determined based on the prospective fault current level and duration." }, { "self_ref": "#/texts/6620", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 283, "bbox": { "l": 85.08, "t": 332.9603, "r": 285.41039999999975, "b": 319.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "5.3.3.3 Aerial earthing conductors", "text": "5.3.3.3 Aerial earthing conductors", "level": 1 }, { "self_ref": "#/texts/6621", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 283, "bbox": { "l": 85.07999999999998, "t": 312.9203, "r": 513.6144000000002, "b": 243.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 339 ] } ], "orig": "The minimum size of a protective earthing conductor installed as an aerial conductor shall be selected in accordance with Clause 5.3.3.1. In addition, the cross-sectional area of the earthing conductor shall be not less than the size specified in Clause 3.12.2 and Table 3.9 according to the type of conductor and length of span.", "text": "The minimum size of a protective earthing conductor installed as an aerial conductor shall be selected in accordance with Clause 5.3.3.1. In addition, the cross-sectional area of the earthing conductor shall be not less than the size specified in Clause 3.12.2 and Table 3.9 according to the type of conductor and length of span." }, { "self_ref": "#/texts/6622", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 283, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6623", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 284, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6624", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 284, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "280", "text": "280" }, { "self_ref": "#/texts/6625", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 284, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/6626", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 284, "bbox": { "l": 85.08, "t": 751.9403, "r": 484.2719999999998, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "5.3.3.4 Earthing conductors in cables, flexible cables or flexible cords", "text": "5.3.3.4 Earthing conductors in cables, flexible cables or flexible cords", "level": 1 }, { "self_ref": "#/texts/6627", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 284, "bbox": { "l": 85.07999999999993, "t": 731.9603, "r": 513.6215999999998, "b": 662.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 336 ] } ], "orig": "The minimum size of a protective earthing conductor in the form of a cable, flexible cable or flexible cord shall be selected in accordance with Clause 5.3.3.1.2 and, in addition, the cross-sectional area of the earthing conductor shall comply with the following requirements appropriate to the type of cable or cord:", "text": "The minimum size of a protective earthing conductor in the form of a cable, flexible cable or flexible cord shall be selected in accordance with Clause 5.3.3.1.2 and, in addition, the cross-sectional area of the earthing conductor shall comply with the following requirements appropriate to the type of cable or cord:" }, { "self_ref": "#/texts/6628", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 284, "bbox": { "l": 96.42, "t": 658.8752095, "r": 513.298610159999, "b": 633.57983946, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "NOTE: AS/NZS 3191 precludes the use of aluminium conductors in flexible cords.", "text": "NOTE: AS/NZS 3191 precludes the use of aluminium conductors in flexible cords." }, { "self_ref": "#/texts/6629", "parent": { "$ref": "#/groups/686" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 284, "bbox": { "l": 85.08, "t": 626.9603, "r": 513.7056000000002, "b": 585.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 210 ] } ], "orig": "(a) Single-core cable, flexible cable or flexible cord The minimum size of a copper earthing conductor in the form of a single-core insulated cable, flexible cable or flexible cord shall be 2.5 mm 2 .", "text": "(a) Single-core cable, flexible cable or flexible cord The minimum size of a copper earthing conductor in the form of a single-core insulated cable, flexible cable or flexible cord shall be 2.5 mm 2 .", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6630", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 284, "bbox": { "l": 113.46000000000004, "t": 578.9603, "r": 513.6336000000005, "b": 537.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 209 ] } ], "orig": "Exception: Where connections in a multi-core cable require a short length of single-core insulated earthing conductor to be unenclosed, the earthing conductor size may be not less than 1 mm 2 .", "text": "Exception: Where connections in a multi-core cable require a short length of single-core insulated earthing conductor to be unenclosed, the earthing conductor size may be not less than 1 mm 2 ." }, { "self_ref": "#/texts/6631", "parent": { "$ref": "#/groups/687" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 284, "bbox": { "l": 85.07999999999998, "t": 530.9603, "r": 513.7476000000006, "b": 489.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 201 ] } ], "orig": "(b) Multi-core cable or flexible cable The minimum size of an earthing conductor incorporated with associated live conductors in a sheathed multi-core cable or flexible cable shall be 1 mm 2 .", "text": "(b) Multi-core cable or flexible cable The minimum size of an earthing conductor incorporated with associated live conductors in a sheathed multi-core cable or flexible cable shall be 1 mm 2 .", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6632", "parent": { "$ref": "#/groups/687" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 284, "bbox": { "l": 85.07999999999998, "t": 482.9603, "r": 513.7392000000007, "b": 413.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 321 ] } ], "orig": "(c) Multi-core flexible cord The minimum size of an earthing conductor incorporated with the associated live conductors in the sheath of a multi-core flexible cord, shall be not less than the cross-sectional area of the largest active conductor incorporated in the flexible cord, provided that-", "text": "(c) Multi-core flexible cord The minimum size of an earthing conductor incorporated with the associated live conductors in the sheath of a multi-core flexible cord, shall be not less than the cross-sectional area of the largest active conductor incorporated in the flexible cord, provided that-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6633", "parent": { "$ref": "#/groups/687" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 284, "bbox": { "l": 113.39999999999995, "t": 406.9402999999999, "r": 513.6408000000001, "b": 365.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 156 ] } ], "orig": "(i) the cross-sectional area of the largest active conductor incorporated in the flexible cord is more than 0.5 mm 2 and less than 2.5 mm 2 ; and", "text": "(i) the cross-sectional area of the largest active conductor incorporated in the flexible cord is more than 0.5 mm 2 and less than 2.5 mm 2 ; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6634", "parent": { "$ref": "#/groups/687" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 284, "bbox": { "l": 113.39999999999998, "t": 358.9403, "r": 513.6779999999998, "b": 331.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "(ii) the flexible cord is used to supply a hand-held or portable appliance.", "text": "(ii) the flexible cord is used to supply a hand-held or portable appliance.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6635", "parent": { "$ref": "#/groups/687" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 284, "bbox": { "l": 85.07999999999996, "t": 324.9203, "r": 513.645600000001, "b": 255.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 359 ] } ], "orig": "(d) Screen and drain wires The minimum cross-sectional area of any screen or drain wire incorporated in a sheathed cable, flexible cable or flexible cord shall be selected in accordance with Clause 5.3.3.1.2 and, in addition, shall be not less than that required by this Clause (Clause 5.3.3.4) for a protective earthing conductor.", "text": "(d) Screen and drain wires The minimum cross-sectional area of any screen or drain wire incorporated in a sheathed cable, flexible cable or flexible cord shall be selected in accordance with Clause 5.3.3.1.2 and, in addition, shall be not less than that required by this Clause (Clause 5.3.3.4) for a protective earthing conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6636", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 284, "bbox": { "l": 113.45999999999995, "t": 248.96029999999985, "r": 513.6276000000008, "b": 207.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "Exception: This requirement need not apply where the screen or drain wire is separated from live conductors by double insulation or the equivalent thereof.", "text": "Exception: This requirement need not apply where the screen or drain wire is separated from live conductors by double insulation or the equivalent thereof." }, { "self_ref": "#/texts/6637", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 284, "bbox": { "l": 85.07999999999996, "t": 200.96029999999996, "r": 372.2232000000005, "b": 187.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "5.3.4 Main earthing terminal/connection or bar", "text": "5.3.4 Main earthing terminal/connection or bar", "level": 1 }, { "self_ref": "#/texts/6638", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 284, "bbox": { "l": 85.07999999999996, "t": 180.92029999999988, "r": 513.6768000000009, "b": 111.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 315 ] } ], "orig": "In every electrical installation, a main earthing terminal/connection or bar shall be provided at the main switchboard. The following conductors shall be connected, either directly or indirectly, to form an equipotential bonding network of such conductors connected to that main earthing terminal/connection or bar:", "text": "In every electrical installation, a main earthing terminal/connection or bar shall be provided at the main switchboard. The following conductors shall be connected, either directly or indirectly, to form an equipotential bonding network of such conductors connected to that main earthing terminal/connection or bar:" }, { "self_ref": "#/texts/6639", "parent": { "$ref": "#/groups/688" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 284, "bbox": { "l": 85.07999999999998, "t": 104.96029999999996, "r": 306.80639999999977, "b": 91.56829999999991, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "(a) Protective earthing conductors.", "text": "(a) Protective earthing conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6640", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 284, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6641", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 285, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6642", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 285, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "281", "text": "281" }, { "self_ref": "#/texts/6643", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 285, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/6644", "parent": { "$ref": "#/groups/689" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 285, "bbox": { "l": 85.08, "t": 751.9403, "r": 267.33720000000017, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "(b) Main earthing conductor.", "text": "(b) Main earthing conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6645", "parent": { "$ref": "#/groups/689" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 285, "bbox": { "l": 85.08, "t": 731.9603, "r": 218.63160000000005, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "(c) MEN connection.", "text": "(c) MEN connection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6646", "parent": { "$ref": "#/groups/689" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 285, "bbox": { "l": 85.08, "t": 711.9203, "r": 325.43760000000015, "b": 698.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "(d) Equipotential bonding conductors.", "text": "(d) Equipotential bonding conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6647", "parent": { "$ref": "#/groups/689" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 285, "bbox": { "l": 85.08000000000001, "t": 691.9403, "r": 378.78360000000066, "b": 678.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "(e) Functional earthing conductors, if required.", "text": "(e) Functional earthing conductors, if required.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6648", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 285, "bbox": { "l": 96.42, "t": 674.8952095, "r": 485.6613614099989, "b": 662.6193211, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "NOTE: A main earthing terminal/connection may be a soldered connection.", "text": "NOTE: A main earthing terminal/connection may be a soldered connection." }, { "self_ref": "#/texts/6649", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 285, "bbox": { "l": 85.08, "t": 655.9403, "r": 225.67679999999987, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "5.3.5 MEN connection", "text": "5.3.5 MEN connection", "level": 1 }, { "self_ref": "#/texts/6650", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 285, "bbox": { "l": 85.08, "t": 635.9603, "r": 182.93760000000006, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "5.3.5.1 General", "text": "5.3.5.1 General", "level": 1 }, { "self_ref": "#/texts/6651", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 285, "bbox": { "l": 85.08000000000001, "t": 615.9203, "r": 513.6396000000005, "b": 588.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 119 ] } ], "orig": "In every electrical installation there shall be an MEN connection (also known as the MEN link) at the main switchboard.", "text": "In every electrical installation there shall be an MEN connection (also known as the MEN link) at the main switchboard.", "level": 1 }, { "self_ref": "#/texts/6652", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 285, "bbox": { "l": 96.42, "t": 584.8952095, "r": 513.3514096799989, "b": 533.62027564, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 310 ] } ], "orig": "NOTE: The function of the MEN connection is to connect the earthing system within the electrical installation to the supply neutral conductor by means of a connection from the main earthing terminal/connection or bar to the earthing terminal on the main neutral bar (refer to Figure 5.1).", "text": "NOTE: The function of the MEN connection is to connect the earthing system within the electrical installation to the supply neutral conductor by means of a connection from the main earthing terminal/connection or bar to the earthing terminal on the main neutral bar (refer to Figure 5.1)." }, { "self_ref": "#/texts/6653", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 285, "bbox": { "l": 85.08, "t": 526.9403, "r": 153.77040000000008, "b": 513.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:", "level": 1 }, { "self_ref": "#/texts/6654", "parent": { "$ref": "#/groups/690" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 285, "bbox": { "l": 85.08, "t": 506.96029999999996, "r": 513.5976000000007, "b": 479.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "1 The NE connection may be made at an earth bar within an owner or user operated supply substation (refer to Figure 5.2).", "text": "1 The NE connection may be made at an earth bar within an owner or user operated supply substation (refer to Figure 5.2).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6655", "parent": { "$ref": "#/groups/690" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 285, "bbox": { "l": 85.07999999999996, "t": 472.9402999999999, "r": 513.6192000000011, "b": 431.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 210 ] } ], "orig": "2 The NE connection may be made at an electricity distributor neutral bar within the electrical installation, e.g. at the supply substation or meter panel, if so required by the distributor.", "text": "2 The NE connection may be made at an electricity distributor neutral bar within the electrical installation, e.g. at the supply substation or meter panel, if so required by the distributor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6656", "parent": { "$ref": "#/groups/690" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 285, "bbox": { "l": 85.07999999999998, "t": 424.94029999999987, "r": 513.6120000000001, "b": 397.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "3 The NE connection may be made through an earthing conductor or terminal, provided by the electricity distributor.", "text": "3 The NE connection may be made through an earthing conductor or terminal, provided by the electricity distributor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6657", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 285, "bbox": { "l": 96.42, "t": 393.8372, "r": 513.3229139999992, "b": 355.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 207 ] } ], "orig": "NOTE: An earthing conductor or terminal provided by the electricity distributor may include a special earthing conductor, the conductive sheath of a supply cable, or a neutral bar at a substation.", "text": "NOTE: An earthing conductor or terminal provided by the electricity distributor may include a special earthing conductor, the conductive sheath of a supply cable, or a neutral bar at a substation." }, { "self_ref": "#/texts/6658", "parent": { "$ref": "#/groups/691" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 285, "bbox": { "l": 66.6, "t": 349.8722, "r": 513.6083999999997, "b": 321.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 111 ] } ], "orig": "The MEN or NE connection shall be located in an accessible position for disconnection and testing purposes. *", "text": "The MEN or NE connection shall be located in an accessible position for disconnection and testing purposes. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6659", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 285, "bbox": { "l": 85.07999999999998, "t": 314.96039999999994, "r": 162.77280000000002, "b": 301.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "5.3.5.2 Size", "text": "5.3.5.2 Size", "level": 1 }, { "self_ref": "#/texts/6660", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 285, "bbox": { "l": 85.07999999999998, "t": 294.9204, "r": 513.6468000000007, "b": 253.56839999999988, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 204 ] } ], "orig": "The MEN connection shall be a conductor complying with Clause 5.3.2 and have a cross-sectional area capable of carrying the maximum current that it may be required to carry under short-circuit conditions.", "text": "The MEN connection shall be a conductor complying with Clause 5.3.2 and have a cross-sectional area capable of carrying the maximum current that it may be required to carry under short-circuit conditions." }, { "self_ref": "#/texts/6661", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 285, "bbox": { "l": 85.08000000000004, "t": 246.92039999999997, "r": 250.23719999999986, "b": 233.52839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "The minimum size shall be-", "text": "The minimum size shall be-" }, { "self_ref": "#/texts/6662", "parent": { "$ref": "#/groups/692" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 285, "bbox": { "l": 85.08000000000004, "t": 226.94039999999995, "r": 513.5424000000011, "b": 199.56839999999988, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "(a) not less than the current-carrying capacity of the main neutral conductor; or", "text": "(a) not less than the current-carrying capacity of the main neutral conductor; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6663", "parent": { "$ref": "#/groups/692" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 285, "bbox": { "l": 85.08000000000004, "t": 192.92039999999997, "r": 513.5975999999997, "b": 151.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 176 ] } ], "orig": "(b) for switchboards described in Clause 2.5.5 as rated at 800 A or more per phase, as determined for a protective earthing conductor from Table 5.1 or by calculation.", "text": "(b) for switchboards described in Clause 2.5.5 as rated at 800 A or more per phase, as determined for a protective earthing conductor from Table 5.1 or by calculation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6664", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 285, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6665", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 286, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/6666", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 286, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6667", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 286, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "282", "text": "282" }, { "self_ref": "#/texts/6668", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 286, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/6669", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 286, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.5652000000009, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "Exceptions: The minimum size of the MEN connection need not exceed that of the main earthing conductor in the following circumstances:", "text": "Exceptions: The minimum size of the MEN connection need not exceed that of the main earthing conductor in the following circumstances:" }, { "self_ref": "#/texts/6670", "parent": { "$ref": "#/groups/693" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 286, "bbox": { "l": 85.08000000000001, "t": 717.9203, "r": 513.5712000000007, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "1 Where short-circuit protection is provided on the supply side of the consumer mains.", "text": "1 Where short-circuit protection is provided on the supply side of the consumer mains.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6671", "parent": { "$ref": "#/groups/693" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 286, "bbox": { "l": 85.08000000000004, "t": 683.9603, "r": 513.6336000000006, "b": 628.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 228 ] } ], "orig": "2 Where the earthing of an enclosure containing consumer mains not provided with short-circuit protection on the supply side is made by connection directly to the neutral bar in accordance with Clause 5.5.3.5.", "text": "2 Where the earthing of an enclosure containing consumer mains not provided with short-circuit protection on the supply side is made by connection directly to the neutral bar in accordance with Clause 5.5.3.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6672", "parent": { "$ref": "#/groups/693" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 286, "bbox": { "l": 85.08000000000007, "t": 621.9203, "r": 513.6048000000009, "b": 580.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 204 ] } ], "orig": "3 Where double insulation of the consumer mains conductors is maintained up to the supply terminal/s of the service protective device/s, and short-circuit protection is provided by such device/s.", "text": "3 Where double insulation of the consumer mains conductors is maintained up to the supply terminal/s of the service protective device/s, and short-circuit protection is provided by such device/s.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6673", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 286, "bbox": { "l": 96.41999999999999, "t": 576.8372, "r": 513.383304, "b": 551.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 128 ] } ], "orig": "NOTE: An electricity distributor's upstream service protective device may provide short-circuit protection of consumer mains.", "text": "NOTE: An electricity distributor's upstream service protective device may provide short-circuit protection of consumer mains." }, { "self_ref": "#/texts/6674", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 286, "bbox": { "l": 85.08, "t": 544.9403, "r": 209.7803999999999, "b": 531.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "5.3.5.3 Identification", "text": "5.3.5.3 Identification", "level": 1 }, { "self_ref": "#/texts/6675", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 286, "bbox": { "l": 85.08000000000001, "t": 524.9603, "r": 513.5712000000005, "b": 483.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "Where the MEN connection is insulated, the insulation shall be coloured green or in a combination of green and yellow, in accordance with Clause 3.8.", "text": "Where the MEN connection is insulated, the insulation shall be coloured green or in a combination of green and yellow, in accordance with Clause 3.8." }, { "self_ref": "#/texts/6676", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 286, "bbox": { "l": 85.08000000000004, "t": 476.9602999999999, "r": 226.3776000000002, "b": 463.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "5.3.6 Earth electrodes", "text": "5.3.6 Earth electrodes", "level": 1 }, { "self_ref": "#/texts/6677", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 286, "bbox": { "l": 85.08000000000004, "t": 456.9202999999999, "r": 182.9376000000001, "b": 443.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "5.3.6.1 General", "text": "5.3.6.1 General", "level": 1 }, { "self_ref": "#/texts/6678", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 286, "bbox": { "l": 85.08000000000004, "t": 436.94029999999987, "r": 513.7224000000009, "b": 395.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "The connection of the electrical installation earthing system to the general mass of earth shall be achieved by means of an earth electrode.", "text": "The connection of the electrical installation earthing system to the general mass of earth shall be achieved by means of an earth electrode." }, { "self_ref": "#/texts/6679", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 286, "bbox": { "l": 96.42, "t": 391.8752095, "r": 513.364609559999, "b": 301.60123018000013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 500 ] } ], "orig": "NOTE: No specific value of resistance to earth is required by this Standard for the earth electrode at an electrical installation connected to a MEN system. However, the impedance of the combined earthing system of the electrical installation connected to an MEN system is required to meet the earth fault-loop impedance requirements specified in Clause 5.7. AS/NZS 3017 provides guidance on methods of measurement of resistance to earth and earth faultloop impedance.", "text": "NOTE: No specific value of resistance to earth is required by this Standard for the earth electrode at an electrical installation connected to a MEN system. However, the impedance of the combined earthing system of the electrical installation connected to an MEN system is required to meet the earth fault-loop impedance requirements specified in Clause 5.7. AS/NZS 3017 provides guidance on methods of measurement of resistance to earth and earth faultloop impedance." }, { "self_ref": "#/texts/6680", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 286, "bbox": { "l": 85.08, "t": 294.9204, "r": 172.35359999999997, "b": 281.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "5.3.6.2 Types", "text": "5.3.6.2 Types", "level": 1 }, { "self_ref": "#/texts/6681", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 286, "bbox": { "l": 85.08000000000001, "t": 274.94039999999995, "r": 513.5567999999998, "b": 247.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 127 ] } ], "orig": "Materials and dimensions of earth electrodes shall be selected to withstand corrosion and to have adequate mechanical strength.", "text": "Materials and dimensions of earth electrodes shall be selected to withstand corrosion and to have adequate mechanical strength." }, { "self_ref": "#/texts/6682", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 286, "bbox": { "l": 96.42, "t": 243.8552095, "r": 513.363509569999, "b": 218.61923892000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "NOTE: Consideration should be given to the nature of the soil and environmental conditions.", "text": "NOTE: Consideration should be given to the nature of the soil and environmental conditions." }, { "self_ref": "#/texts/6683", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 286, "bbox": { "l": 85.07999999999998, "t": 211.94029999999998, "r": 513.5688, "b": 184.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "Earth electrodes shall be of a type and shall be installed in accordance with Table 5.2.", "text": "Earth electrodes shall be of a type and shall be installed in accordance with Table 5.2." }, { "self_ref": "#/texts/6684", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 286, "bbox": { "l": 85.07999999999998, "t": 177.9203, "r": 321.63240000000036, "b": 164.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "Exception: Conductive reinforcement of-", "text": "Exception: Conductive reinforcement of-" }, { "self_ref": "#/texts/6685", "parent": { "$ref": "#/groups/694" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 286, "bbox": { "l": 85.07999999999998, "t": 157.94029999999998, "r": 417.16320000000053, "b": 144.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "(a) concrete foundations embedded directly in the soil; or", "text": "(a) concrete foundations embedded directly in the soil; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6686", "parent": { "$ref": "#/groups/694" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 286, "bbox": { "l": 85.07999999999998, "t": 137.96029999999996, "r": 513.6696000000001, "b": 110.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "(b) concrete foundations of a building or floor slab in contact with the ground and not impeded by a continuous insulating barrier,", "text": "(b) concrete foundations of a building or floor slab in contact with the ground and not impeded by a continuous insulating barrier,", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6687", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 286, "bbox": { "l": 85.07999999999998, "t": 103.94029999999998, "r": 412.41120000000075, "b": 90.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "may be used in lieu of an electrode specified in Table 5.2.", "text": "may be used in lieu of an electrode specified in Table 5.2." }, { "self_ref": "#/texts/6688", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 286, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6689", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 287, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6690", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 287, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "283", "text": "283" }, { "self_ref": "#/texts/6691", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 287, "bbox": { "l": 65.22, "t": 600.3721999999999, "r": 74.863404, "b": 584.7705199999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/6692", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 287, "bbox": { "l": 65.58, "t": 357.3722, "r": 75.22340399999999, "b": 341.77052000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/6693", "parent": { "$ref": "#/tables/43" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 287, "bbox": { "l": 187.62, "t": 751.9403, "r": 411.0816000000004, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "TABLE 5.2 ACCEPTABLE EARTH ELECTRODES", "text": "TABLE 5.2 ACCEPTABLE EARTH ELECTRODES" }, { "self_ref": "#/texts/6694", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 287, "bbox": { "l": 85.08, "t": 293.4204, "r": 199.07880000000011, "b": 280.02840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "5.3.6.3 Installation", "text": "5.3.6.3 Installation", "level": 1 }, { "self_ref": "#/texts/6695", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 287, "bbox": { "l": 85.08000000000001, "t": 273.44039999999995, "r": 479.9112000000002, "b": 260.0484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "Vertical-type earth electrodes shall be driven to a minimum depth of-", "text": "Vertical-type earth electrodes shall be driven to a minimum depth of-" }, { "self_ref": "#/texts/6696", "parent": { "$ref": "#/groups/695" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 287, "bbox": { "l": 85.07999999999998, "t": 253.46039999999994, "r": 246.74159999999992, "b": 240.0684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "(a) in Australia, 1.2 m; and", "text": "(a) in Australia, 1.2 m; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6697", "parent": { "$ref": "#/groups/695" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 287, "bbox": { "l": 85.07999999999998, "t": 233.42039999999997, "r": 246.76080000000002, "b": 220.02840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "(b) in New Zealand, 1.8 m.", "text": "(b) in New Zealand, 1.8 m.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6698", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 287, "bbox": { "l": 85.07999999999993, "t": 213.44039999999995, "r": 513.6336000000002, "b": 172.02840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 179 ] } ], "orig": "Strip-type earth electrodes buried in a horizontal trench shall be laid at a depth having not less than 0.5 m cover and with a minimum horizontal length of-", "text": "Strip-type earth electrodes buried in a horizontal trench shall be laid at a depth having not less than 0.5 m cover and with a minimum horizontal length of-" }, { "self_ref": "#/texts/6699", "parent": { "$ref": "#/groups/696" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 287, "bbox": { "l": 85.07999999999993, "t": 165.44040000000007, "r": 236.14559999999983, "b": 152.04840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "(i) in Australia, 3 m; and", "text": "(i) in Australia, 3 m; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6700", "parent": { "$ref": "#/groups/696" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 287, "bbox": { "l": 85.07999999999993, "t": 145.46040000000005, "r": 246.78239999999985, "b": 132.0684000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "(ii) in New Zealand, 7.5 m.", "text": "(ii) in New Zealand, 7.5 m.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6701", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 287, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/6702", "parent": { "$ref": "#/pictures/133" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 287, "bbox": { "l": 522.2999, "t": 256.2203999999999, "r": 534.5735, "b": 242.8284, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/6703", "parent": { "$ref": "#/pictures/134" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 287, "bbox": { "l": 518.46, "t": 235.40030000000002, "r": 538.416, "b": 222.00829999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/6704", "parent": { "$ref": "#/pictures/135" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 287, "bbox": { "l": 522.2999, "t": 170.4203, "r": 534.5735, "b": 157.02829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/6705", "parent": { "$ref": "#/pictures/136" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 287, "bbox": { "l": 518.46, "t": 150.20029999999997, "r": 538.416, "b": 136.80830000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/6706", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 287, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6707", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 288, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6708", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 288, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "284", "text": "284" }, { "self_ref": "#/texts/6709", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 288, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/6710", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 288, "bbox": { "l": 85.08, "t": 751.9403, "r": 185.98320000000012, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "5.3.6.4 Location", "text": "5.3.6.4 Location", "level": 1 }, { "self_ref": "#/texts/6711", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 288, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 513.6372000000005, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "Earth electrodes shall be installed in a location that satisfies the following conditions:", "text": "Earth electrodes shall be installed in a location that satisfies the following conditions:" }, { "self_ref": "#/texts/6712", "parent": { "$ref": "#/groups/697" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 288, "bbox": { "l": 85.07999999999998, "t": 697.9403, "r": 513.5604, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "(a) The electrode maintains effective contact with moist soil that is not subject to excessive drying out.", "text": "(a) The electrode maintains effective contact with moist soil that is not subject to excessive drying out.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6713", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 288, "bbox": { "l": 113.46, "t": 666.8552095, "r": 500.95017732999884, "b": 654.5793211, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "NOTE: This condition is deemed to be satisfied by locating the electrode-", "text": "NOTE: This condition is deemed to be satisfied by locating the electrode-" }, { "self_ref": "#/texts/6714", "parent": { "$ref": "#/groups/698" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 288, "bbox": { "l": 113.46, "t": 650.89545459, "r": 485.1466209999988, "b": 638.61956619, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "(a) external to the building in ground that is exposed to the weather; or", "text": "(a) external to the building in ground that is exposed to the weather; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6715", "parent": { "$ref": "#/groups/698" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 288, "bbox": { "l": 113.46, "t": 634.87520023, "r": 513.234865649999, "b": 609.57983019, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": "(b) in other locations where the ground remains moist because of soil conditions or covers that reduce loss of moisture.", "text": "(b) in other locations where the ground remains moist because of soil conditions or covers that reduce loss of moisture.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6716", "parent": { "$ref": "#/groups/698" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 288, "bbox": { "l": 85.08, "t": 602.9603, "r": 513.5988000000007, "b": 547.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 254 ] } ], "orig": "(b) The electrode is separated from conductive enclosures of other buried services, such as water, gas, telecommunications and flammable liquid, in order to reduce possible electrolytic action affecting the electrode or the other service.", "text": "(b) The electrode is separated from conductive enclosures of other buried services, such as water, gas, telecommunications and flammable liquid, in order to reduce possible electrolytic action affecting the electrode or the other service.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6717", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 288, "bbox": { "l": 113.46, "t": 543.8552095, "r": 401.05238549999916, "b": 531.5793211, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "NOTE: Separation distances are specified in Table 3.7.", "text": "NOTE: Separation distances are specified in Table 3.7." }, { "self_ref": "#/texts/6718", "parent": { "$ref": "#/groups/699" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 288, "bbox": { "l": 85.08, "t": 524.9603, "r": 513.5244000000009, "b": 497.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "(c) The main earthing conductor connection to an electrode is accessible, in accordance with Clause 5.5.1.2.", "text": "(c) The main earthing conductor connection to an electrode is accessible, in accordance with Clause 5.5.1.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6719", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 288, "bbox": { "l": 85.08000000000001, "t": 490.9402999999999, "r": 513.6036000000004, "b": 463.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "The location of the earth electrode shall be identified at the main switchboard.", "text": "The location of the earth electrode shall be identified at the main switchboard." }, { "self_ref": "#/texts/6720", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 288, "bbox": { "l": 85.08000000000004, "t": 456.9202999999999, "r": 316.6284000000004, "b": 443.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "5.3.7 Functional earthing conductors", "text": "5.3.7 Functional earthing conductors", "level": 1 }, { "self_ref": "#/texts/6721", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 288, "bbox": { "l": 85.08000000000004, "t": 436.94029999999987, "r": 513.6168000000017, "b": 381.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 270 ] } ], "orig": "Functional earthing conductors that are provided solely to ensure correct operation of electrical equipment, or to permit reliable and proper functioning of electrical installations, need not comply with requirements for main and protective earthing conductors.", "text": "Functional earthing conductors that are provided solely to ensure correct operation of electrical equipment, or to permit reliable and proper functioning of electrical installations, need not comply with requirements for main and protective earthing conductors." }, { "self_ref": "#/texts/6722", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 288, "bbox": { "l": 85.08000000000007, "t": 374.9602999999998, "r": 513.6035999999999, "b": 347.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": "Where earthing for combined protective and functional purposes is required, the requirements for protective purposes shall prevail.", "text": "Where earthing for combined protective and functional purposes is required, the requirements for protective purposes shall prevail." }, { "self_ref": "#/texts/6723", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 288, "bbox": { "l": 96.42, "t": 343.8752095, "r": 145.63685257000003, "b": 331.5993211, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/6724", "parent": { "$ref": "#/groups/700" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 288, "bbox": { "l": 96.42, "t": 327.8549551399999, "r": 513.301910129999, "b": 289.5995029200001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 233 ] } ], "orig": "1 The functional earth connection should be independent of the protective earth, otherwise it may not comply with the manufacturer's requirements. Thus connection would be limited to the main earth connection point.", "text": "1 The functional earth connection should be independent of the protective earth, otherwise it may not comply with the manufacturer's requirements. Thus connection would be limited to the main earth connection point.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6725", "parent": { "$ref": "#/groups/700" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 288, "bbox": { "l": 96.42, "t": 285.85513696, "r": 513.386609359999, "b": 247.59968474000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 198 ] } ], "orig": "2 Where a 'clean earth' is specified for a particular item of electrical equipment, the manufacturer of the electrical equipment should be consulted in order to confirm the necessary arrangements.", "text": "2 Where a 'clean earth' is specified for a particular item of electrical equipment, the manufacturer of the electrical equipment should be consulted in order to confirm the necessary arrangements.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6726", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 288, "bbox": { "l": 85.08, "t": 232.94029999999998, "r": 280.65480000000014, "b": 219.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "5.4 EARTHING OF EQUIPMENT", "text": "5.4 EARTHING OF EQUIPMENT", "level": 1 }, { "self_ref": "#/texts/6727", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 288, "bbox": { "l": 85.08, "t": 212.96029999999996, "r": 174.24600000000007, "b": 199.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "5.4.1 General", "text": "5.4.1 General", "level": 1 }, { "self_ref": "#/texts/6728", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 288, "bbox": { "l": 85.08, "t": 192.9203, "r": 282.7968000000002, "b": 179.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "5.4.1.1 Exposed conductive parts", "text": "5.4.1.1 Exposed conductive parts", "level": 1 }, { "self_ref": "#/texts/6729", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 288, "bbox": { "l": 85.08000000000001, "t": 172.94029999999998, "r": 513.6804000000001, "b": 145.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "The exposed conductive parts of electrical equipment shall be earthed where the electrical equipment is-", "text": "The exposed conductive parts of electrical equipment shall be earthed where the electrical equipment is-" }, { "self_ref": "#/texts/6730", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 288, "bbox": { "l": 85.08000000000004, "t": 138.9203, "r": 429.7716000000007, "b": 125.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "(a) installed or could operate in an earthed situation; or", "text": "(a) installed or could operate in an earthed situation; or", "level": 1 }, { "self_ref": "#/texts/6731", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 288, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6732", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 289, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6733", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 289, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "285", "text": "285" }, { "self_ref": "#/texts/6734", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 289, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/6735", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 289, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.6552000000007, "b": 710.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 204 ] } ], "orig": "(b) not installed in an earthed situation but any exposed conductive part of the electrical equipment is electrically continuous with an extraneous conductive part that is located in an earthed situation.", "text": "(b) not installed in an earthed situation but any exposed conductive part of the electrical equipment is electrically continuous with an extraneous conductive part that is located in an earthed situation.", "level": 1 }, { "self_ref": "#/texts/6736", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 289, "bbox": { "l": 85.07999999999993, "t": 703.9403, "r": 513.588, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 148 ] } ], "orig": "Exposed conductive parts of electrical equipment protected by electrical separation in accordance with Clause 7.4.3(c) shall not be earthed.", "text": "Exposed conductive parts of electrical equipment protected by electrical separation in accordance with Clause 7.4.3(c) shall not be earthed." }, { "self_ref": "#/texts/6737", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 289, "bbox": { "l": 85.07999999999987, "t": 669.9203, "r": 513.6348000000004, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "Exposed conductive parts need not be earthed if supplied by a SELV or PELV system in accordance with Clause 7.5.", "text": "Exposed conductive parts need not be earthed if supplied by a SELV or PELV system in accordance with Clause 7.5." }, { "self_ref": "#/texts/6738", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 289, "bbox": { "l": 85.07999999999987, "t": 635.9603, "r": 513.6623999999995, "b": 594.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 190 ] } ], "orig": "Exception: Electrical equipment need not be earthed where the wiring of the electrical equipment conforms to protection by the use of double insulation, where the following conditions apply:", "text": "Exception: Electrical equipment need not be earthed where the wiring of the electrical equipment conforms to protection by the use of double insulation, where the following conditions apply:" }, { "self_ref": "#/texts/6739", "parent": { "$ref": "#/groups/701" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 289, "bbox": { "l": 85.07999999999987, "t": 587.9603, "r": 513.6360000000008, "b": 560.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "(a) Electrical equipment complying with AS/NZS 3100 for double insulation need not be earthed.", "text": "(a) Electrical equipment complying with AS/NZS 3100 for double insulation need not be earthed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6740", "parent": { "$ref": "#/groups/701" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 289, "bbox": { "l": 85.07999999999987, "t": 553.9403, "r": 326.24640000000016, "b": 540.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "(b) Installation wiring entering equipment", "text": "(b) Installation wiring entering equipment", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6741", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 289, "bbox": { "l": 113.45999999999984, "t": 533.9603, "r": 513.6468000000006, "b": 464.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 299 ] } ], "orig": "Where cables connecting electrical equipment having double insulation enter the electrical equipment in such a manner that they may come into contact with accessible external conductive parts of the electrical equipment, the cables shall be of a type affording double insulation.", "text": "Where cables connecting electrical equipment having double insulation enter the electrical equipment in such a manner that they may come into contact with accessible external conductive parts of the electrical equipment, the cables shall be of a type affording double insulation." }, { "self_ref": "#/texts/6742", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 289, "bbox": { "l": 113.46, "t": 460.8572, "r": 513.3450119999991, "b": 396.583574, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 382 ] } ], "orig": "NOTE: Where double insulation is afforded by means of insulated and sheathed cables alone, care should be taken that screws or nails forming part of the structure or equipment are not liable to penetrate the cable, particularly where the cable is subject to movement during maintenance or other operations. See also Clauses 3.9.3 and 3.9.4.", "text": "NOTE: Where double insulation is afforded by means of insulated and sheathed cables alone, care should be taken that screws or nails forming part of the structure or equipment are not liable to penetrate the cable, particularly where the cable is subject to movement during maintenance or other operations. See also Clauses 3.9.3 and 3.9.4." }, { "self_ref": "#/texts/6743", "parent": { "$ref": "#/groups/702" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 289, "bbox": { "l": 85.08, "t": 389.9603, "r": 312.28800000000024, "b": 376.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "(c) Internal electrical equipment wiring", "text": "(c) Internal electrical equipment wiring", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6744", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 289, "bbox": { "l": 113.45999999999998, "t": 369.9203, "r": 513.6756000000013, "b": 300.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 291 ] } ], "orig": "Conductors within electrical equipment having double insulation shall be protected, secured or insulated so that, if any one conductor becomes detached from its termination, neither the conductor nor its functional insulation can come into contact with accessible conductive parts.", "text": "Conductors within electrical equipment having double insulation shall be protected, secured or insulated so that, if any one conductor becomes detached from its termination, neither the conductor nor its functional insulation can come into contact with accessible conductive parts." }, { "self_ref": "#/texts/6745", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 289, "bbox": { "l": 113.45999999999998, "t": 293.96029999999996, "r": 513.6804000000003, "b": 238.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 298 ] } ], "orig": "The attachment of one conductor to another by tying, lacing, clipping or the like, in such a manner as to prevent either conductor coming into contact with accessible conductive parts if it becomes detached from its termination, shall be deemed to comply with this requirement.", "text": "The attachment of one conductor to another by tying, lacing, clipping or the like, in such a manner as to prevent either conductor coming into contact with accessible conductive parts if it becomes detached from its termination, shall be deemed to comply with this requirement." }, { "self_ref": "#/texts/6746", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 289, "bbox": { "l": 85.07999999999998, "t": 231.92029999999988, "r": 303.6743999999999, "b": 218.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "5.4.1.2 Conductive building materials", "text": "5.4.1.2 Conductive building materials", "level": 1 }, { "self_ref": "#/texts/6747", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 289, "bbox": { "l": 85.07999999999996, "t": 211.94029999999998, "r": 513.5652000000003, "b": 184.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "Conductive building materials shall be earthed in accordance with Clause 5.4.6.", "text": "Conductive building materials shall be earthed in accordance with Clause 5.4.6." }, { "self_ref": "#/texts/6748", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 289, "bbox": { "l": 85.07999999999996, "t": 177.9203, "r": 379.31760000000054, "b": 164.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "5.4.1.3 Connection of electrical equipment to earth", "text": "5.4.1.3 Connection of electrical equipment to earth", "level": 1 }, { "self_ref": "#/texts/6749", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 289, "bbox": { "l": 85.07999999999996, "t": 157.94029999999998, "r": 487.968000000001, "b": 144.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "Equipment required to be earthed shall be arranged for connection to-", "text": "Equipment required to be earthed shall be arranged for connection to-" }, { "self_ref": "#/texts/6750", "parent": { "$ref": "#/groups/703" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 289, "bbox": { "l": 85.07999999999996, "t": 137.96029999999996, "r": 513.6396000000007, "b": 110.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "(a) protective earthing conductors in the form of cables, cords, busbars or similar forms of current-carrying material; or", "text": "(a) protective earthing conductors in the form of cables, cords, busbars or similar forms of current-carrying material; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6751", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 289, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6752", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 290, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6753", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 290, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/6754", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 290, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "286", "text": "286", "level": 1 }, { "self_ref": "#/texts/6755", "parent": { "$ref": "#/groups/704" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 290, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.6359999999997, "b": 710.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 168 ] } ], "orig": "(b) another earthing medium, such as conductive parts of cables, wiring enclosures, switchboard framework or the like, in accordance with Clause 5.3.2.", "text": "(b) another earthing medium, such as conductive parts of cables, wiring enclosures, switchboard framework or the like, in accordance with Clause 5.3.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6756", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 290, "bbox": { "l": 85.07999999999998, "t": 703.9403, "r": 487.6403999999999, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "Equipotential bonding shall be arranged in accordance with Clause 5.6.", "text": "Equipotential bonding shall be arranged in accordance with Clause 5.6." }, { "self_ref": "#/texts/6757", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 290, "bbox": { "l": 85.07999999999993, "t": 683.9603, "r": 214.44839999999996, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "5.4.2 Socket-outlets", "text": "5.4.2 Socket-outlets", "level": 1 }, { "self_ref": "#/texts/6758", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 290, "bbox": { "l": 85.07999999999993, "t": 663.9203, "r": 425.5608000000009, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "The earthing contact of every socket-outlet shall be earthed.", "text": "The earthing contact of every socket-outlet shall be earthed." }, { "self_ref": "#/texts/6759", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 290, "bbox": { "l": 85.07999999999993, "t": 643.9403, "r": 153.77040000000002, "b": 630.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:" }, { "self_ref": "#/texts/6760", "parent": { "$ref": "#/groups/705" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 290, "bbox": { "l": 85.07999999999993, "t": 623.9603, "r": 513.6756000000004, "b": 582.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 153 ] } ], "orig": "1 An earthing contact of a socket-outlet supplied as a separated circuit shall be bonded to the protective bonding system, in accordance with Clause 7.4.", "text": "1 An earthing contact of a socket-outlet supplied as a separated circuit shall be bonded to the protective bonding system, in accordance with Clause 7.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6761", "parent": { "$ref": "#/groups/705" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 290, "bbox": { "l": 85.0799999999999, "t": 575.9603, "r": 513.5604000000008, "b": 548.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 148 ] } ], "orig": "2 In accordance with Clause 7.5.10, a socket-outlet supplied as an extra-low voltage circuit shall not be provided with an earthing contact.", "text": "2 In accordance with Clause 7.5.10, a socket-outlet supplied as an extra-low voltage circuit shall not be provided with an earthing contact.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6762", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 290, "bbox": { "l": 85.07999999999987, "t": 541.9403, "r": 218.64240000000004, "b": 528.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "5.4.3 Lighting points", "text": "5.4.3 Lighting points", "level": 1 }, { "self_ref": "#/texts/6763", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 290, "bbox": { "l": 85.07999999999987, "t": 521.9603, "r": 513.6012, "b": 480.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 193 ] } ], "orig": "A protective earthing conductor, connected to a terminal or suitably insulated and enclosed, shall be provided at every lighting point, including transformers supplying ELV lighting systems.", "text": "A protective earthing conductor, connected to a terminal or suitably insulated and enclosed, shall be provided at every lighting point, including transformers supplying ELV lighting systems." }, { "self_ref": "#/texts/6764", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 290, "bbox": { "l": 85.07999999999987, "t": 473.9602999999999, "r": 153.75719999999984, "b": 460.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:" }, { "self_ref": "#/texts/6765", "parent": { "$ref": "#/groups/706" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 290, "bbox": { "l": 85.07999999999987, "t": 453.9202999999999, "r": 513.6180000000012, "b": 398.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 259 ] } ], "orig": "1 A protective earthing conductor shall not be provided for luminaires located in Zone 0 of swimming and spa pools installed in accordance with Clause 6.3.4.5 and Zone 0 of fountains and water features installed in accordance with Clause 6.4.4.5.", "text": "1 A protective earthing conductor shall not be provided for luminaires located in Zone 0 of swimming and spa pools installed in accordance with Clause 6.3.4.5 and Zone 0 of fountains and water features installed in accordance with Clause 6.4.4.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6766", "parent": { "$ref": "#/groups/706" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 290, "bbox": { "l": 85.07999999999993, "t": 391.9402999999998, "r": 513.5651999999997, "b": 364.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "2 A protective earthing conductor need not be provided for the following lighting points:", "text": "2 A protective earthing conductor need not be provided for the following lighting points:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6767", "parent": { "$ref": "#/groups/706" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 290, "bbox": { "l": 113.39999999999992, "t": 359.12029999999976, "r": 429.19079999999974, "b": 344.43229999999977, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": " Festoon-type lampholders of the all-insulated type.", "text": " Festoon-type lampholders of the all-insulated type.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6768", "parent": { "$ref": "#/groups/706" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 290, "bbox": { "l": 113.39999999999986, "t": 339.14029999999974, "r": 513.5927999999999, "b": 296.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 144 ] } ], "orig": " Lighting points where the luminaire is earthed by attachment to screwed conductive conduit or pipe in accordance with Clause 5.3.2.3.", "text": " Lighting points where the luminaire is earthed by attachment to screwed conductive conduit or pipe in accordance with Clause 5.3.2.3.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6769", "parent": { "$ref": "#/groups/706" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 290, "bbox": { "l": 113.39999999999986, "t": 291.1402999999997, "r": 513.6443999999999, "b": 248.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 157 ] } ], "orig": " Lighting points consisting of a luminaire installed outdoors on a non-conductive pole where the luminaire is not in an earthed situation.", "text": " Lighting points consisting of a luminaire installed outdoors on a non-conductive pole where the luminaire is not in an earthed situation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6770", "parent": { "$ref": "#/groups/706" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 290, "bbox": { "l": 113.39999999999989, "t": 243.14029999999968, "r": 253.80239999999978, "b": 228.4522999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": " ELV lighting points.", "text": " ELV lighting points.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6771", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 290, "bbox": { "l": 85.0799999999999, "t": 221.96029999999973, "r": 194.53919999999985, "b": 208.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "5.4.4 Luminaires", "text": "5.4.4 Luminaires", "level": 1 }, { "self_ref": "#/texts/6772", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 290, "bbox": { "l": 85.0799999999999, "t": 201.92029999999977, "r": 429.91560000000055, "b": 188.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "The exposed conductive parts of luminaires shall be earthed.", "text": "The exposed conductive parts of luminaires shall be earthed." }, { "self_ref": "#/texts/6773", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 290, "bbox": { "l": 85.07999999999987, "t": 181.94029999999975, "r": 511.42079999999976, "b": 168.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "Exceptions: Luminaires need not be earthed in the following circumstances:", "text": "Exceptions: Luminaires need not be earthed in the following circumstances:" }, { "self_ref": "#/texts/6774", "parent": { "$ref": "#/groups/707" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 290, "bbox": { "l": 85.07999999999987, "t": 161.96029999999973, "r": 513.6179999999998, "b": 134.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "1 Where earthing of equipment is not required in accordance with Clause 5.4.1.", "text": "1 Where earthing of equipment is not required in accordance with Clause 5.4.1.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6775", "parent": { "$ref": "#/groups/707" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 290, "bbox": { "l": 85.07999999999987, "t": 127.94029999999975, "r": 513.6203999999999, "b": 100.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "2 Where a protective earthing conductor is not required in accordance with Clause 5.4.3.", "text": "2 Where a protective earthing conductor is not required in accordance with Clause 5.4.3.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6776", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 290, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6777", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 291, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6778", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 291, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "287", "text": "287" }, { "self_ref": "#/texts/6779", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 291, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/6780", "parent": { "$ref": "#/groups/708" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 291, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.6048000000002, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "3 Where installed outdoors on a non-conductive pole and the luminaire is not in an earthed situation.", "text": "3 Where installed outdoors on a non-conductive pole and the luminaire is not in an earthed situation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6781", "parent": { "$ref": "#/groups/708" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 291, "bbox": { "l": 85.07999999999993, "t": 717.9203, "r": 421.8084000000002, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "4 Where supplied at ELV in accordance with Clause 7.5.", "text": "4 Where supplied at ELV in accordance with Clause 7.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6782", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 291, "bbox": { "l": 85.07999999999993, "t": 697.9403, "r": 382.6200000000004, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "5.4.5 Conductive supports for aerial conductors", "text": "5.4.5 Conductive supports for aerial conductors", "level": 1 }, { "self_ref": "#/texts/6783", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 291, "bbox": { "l": 85.07999999999993, "t": 677.9603, "r": 513.6468000000006, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "Conductive poles, posts, struts, brackets, stay wires and other conductive supports for low voltage aerial conductors shall be earthed.", "text": "Conductive poles, posts, struts, brackets, stay wires and other conductive supports for low voltage aerial conductors shall be earthed." }, { "self_ref": "#/texts/6784", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 291, "bbox": { "l": 85.07999999999993, "t": 643.9403, "r": 153.77040000000002, "b": 630.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:", "level": 1 }, { "self_ref": "#/texts/6785", "parent": { "$ref": "#/groups/709" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 291, "bbox": { "l": 85.07999999999993, "t": 623.9603, "r": 513.6828000000008, "b": 554.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 297 ] } ], "orig": "1 Conductive supports effectively and permanently separated from all conductors by double insulation need not be earthed. An acceptable method would include use of XLPE type X-90UV cable to AS/NZS 3560 with insulated strain clamps and double insulated connectors to AS/NZS 4396.", "text": "1 Conductive supports effectively and permanently separated from all conductors by double insulation need not be earthed. An acceptable method would include use of XLPE type X-90UV cable to AS/NZS 3560 with insulated strain clamps and double insulated connectors to AS/NZS 4396.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6786", "parent": { "$ref": "#/groups/709" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 291, "bbox": { "l": 85.07999999999998, "t": 547.9403, "r": 513.6671999999999, "b": 492.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 256 ] } ], "orig": "2 Conductive supports effectively and permanently separated from aerial conductors by insulators mounted on timber, or other insulating supports, need not be earthed where the space between the conductors and the conductive supports is not less than-", "text": "2 Conductive supports effectively and permanently separated from aerial conductors by insulators mounted on timber, or other insulating supports, need not be earthed where the space between the conductors and the conductive supports is not less than-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6787", "parent": { "$ref": "#/groups/709" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 291, "bbox": { "l": 113.39999999999998, "t": 487.1602999999999, "r": 513.6840000000009, "b": 458.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": " for single-core conductors, half the space between the conductors as specified in Clause 3.12.5.4; or", "text": " for single-core conductors, half the space between the conductors as specified in Clause 3.12.5.4; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6788", "parent": { "$ref": "#/groups/709" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 291, "bbox": { "l": 113.39999999999998, "t": 453.14029999999985, "r": 340.7987999999999, "b": 438.45229999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": " for multi-core conductors, 100 mm.", "text": " for multi-core conductors, 100 mm.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6789", "parent": { "$ref": "#/groups/709" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 291, "bbox": { "l": 85.07999999999998, "t": 431.96029999999985, "r": 513.6240000000001, "b": 376.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 227 ] } ], "orig": "3 Conductive supports beyond arm's reach and effectively and permanently separated from any conductive guttering, roof or structural metalwork by a clearance or creepage distance of at least 25 mm need not be earthed.", "text": "3 Conductive supports beyond arm's reach and effectively and permanently separated from any conductive guttering, roof or structural metalwork by a clearance or creepage distance of at least 25 mm need not be earthed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6790", "parent": { "$ref": "#/groups/709" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 291, "bbox": { "l": 85.07999999999998, "t": 369.92029999999977, "r": 513.6540000000003, "b": 314.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 273 ] } ], "orig": "4 Any stay wire that is attached to a conductive support fitted with a robust strain insulator so that any portion of the stay wire that is within arm's reach and that is readily accessible is isolated from the remainder of the stay wire, need not be earthed.", "text": "4 Any stay wire that is attached to a conductive support fitted with a robust strain insulator so that any portion of the stay wire that is within arm's reach and that is readily accessible is isolated from the remainder of the stay wire, need not be earthed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6791", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 291, "bbox": { "l": 85.08000000000004, "t": 307.94029999999975, "r": 494.23440000000056, "b": 294.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "5.4.6 Structural metalwork including conductive building materials", "text": "5.4.6 Structural metalwork including conductive building materials", "level": 1 }, { "self_ref": "#/texts/6792", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 291, "bbox": { "l": 85.08000000000004, "t": 287.96029999999973, "r": 182.9376000000001, "b": 274.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "5.4.6.1 General", "text": "5.4.6.1 General", "level": 1 }, { "self_ref": "#/texts/6793", "parent": { "$ref": "#/groups/710" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 291, "bbox": { "l": 66.6, "t": 268.8722, "r": 513.6216000000002, "b": 170.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 513 ] } ], "orig": "Structural metalwork forming the frame of a structure containing an electrical installation or part thereof, including sheds or similar structures that are permanently connected to the electrical installation wiring, shall be earthed. The size of the earthing conductor used for earthing the frames shall be determined from Clause 5.3.3 in relation to the cross-sectional area of the largest active conductor that is contained within the framework of that electrical installation. *", "text": "Structural metalwork forming the frame of a structure containing an electrical installation or part thereof, including sheds or similar structures that are permanently connected to the electrical installation wiring, shall be earthed. The size of the earthing conductor used for earthing the frames shall be determined from Clause 5.3.3 in relation to the cross-sectional area of the largest active conductor that is contained within the framework of that electrical installation. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6794", "parent": { "$ref": "#/groups/710" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 291, "bbox": { "l": 49.74, "t": 163.94029999999975, "r": 513.5928, "b": 136.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 151 ] } ], "orig": "For combined outbuildings, each outbuilding shall contain its own individual earthing connection to the conductive frames within that outbuilding. * A1", "text": "For combined outbuildings, each outbuilding shall contain its own individual earthing connection to the conductive frames within that outbuilding. * A1", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6795", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 291, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6796", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 292, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6797", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 292, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/6798", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 292, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "288", "text": "288", "level": 1 }, { "self_ref": "#/texts/6799", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 292, "bbox": { "l": 85.08, "t": 751.9403, "r": 445.4315999999998, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "All other conductive building materials shall be earthed where-", "text": "All other conductive building materials shall be earthed where-" }, { "self_ref": "#/texts/6800", "parent": { "$ref": "#/groups/711" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 292, "bbox": { "l": 85.08000000000001, "t": 731.9603, "r": 513.6060000000004, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "(a) the risk of contact with live parts of electrical equipment or insulated, unsheathed cables exists; or", "text": "(a) the risk of contact with live parts of electrical equipment or insulated, unsheathed cables exists; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6801", "parent": { "$ref": "#/groups/711" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 292, "bbox": { "l": 85.08000000000007, "t": 697.9403, "r": 513.6576000000007, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "(b) double insulation of cables in contact with conductive building materials is not permanently and effectively maintained.", "text": "(b) double insulation of cables in contact with conductive building materials is not permanently and effectively maintained.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6802", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 292, "bbox": { "l": 85.0800000000001, "t": 663.9203, "r": 513.5880000000008, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "The breaking of a conductor at a termination shall not result in contact between unearthed conductive building material and-", "text": "The breaking of a conductor at a termination shall not result in contact between unearthed conductive building material and-" }, { "self_ref": "#/texts/6803", "parent": { "$ref": "#/groups/712" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 292, "bbox": { "l": 85.0800000000001, "t": 629.9603, "r": 186.35520000000025, "b": 616.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "(i) live parts; or", "text": "(i) live parts; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6804", "parent": { "$ref": "#/groups/712" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 292, "bbox": { "l": 85.0800000000001, "t": 609.9203, "r": 402.8088000000005, "b": 596.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "(ii) parts separated from live parts by single insulation.", "text": "(ii) parts separated from live parts by single insulation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6805", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 292, "bbox": { "l": 85.0800000000001, "t": 589.9403, "r": 307.6416000000002, "b": 576.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "This requirement may be satisfied by-", "text": "This requirement may be satisfied by-" }, { "self_ref": "#/texts/6806", "parent": { "$ref": "#/groups/713" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 292, "bbox": { "l": 85.0800000000001, "t": 569.9603, "r": 424.4736, "b": 556.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "(A) restraining the conductor by tying, lacing or clipping; or", "text": "(A) restraining the conductor by tying, lacing or clipping; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6807", "parent": { "$ref": "#/groups/713" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 292, "bbox": { "l": 85.08000000000013, "t": 549.9203, "r": 513.6696000000004, "b": 522.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "(B) containing the termination within a non-conductive shroud or enclosure.", "text": "(B) containing the termination within a non-conductive shroud or enclosure.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6808", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 292, "bbox": { "l": 85.08000000000013, "t": 515.9603, "r": 389.5176000000008, "b": 502.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "5.4.6.2 Connection to protective earthing conductors", "text": "5.4.6.2 Connection to protective earthing conductors", "level": 1 }, { "self_ref": "#/texts/6809", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 292, "bbox": { "l": 85.08000000000013, "t": 495.92029999999994, "r": 513.6024000000014, "b": 426.45229999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 334 ] } ], "orig": "Earthing of parts of structural metalwork, including conductive building materials, may be effected by the connection of a protective earthing conductor of appropriate size at one point of the metalwork, provided that the resistance between the earth bar and any part required to be earthed does not exceed 0.5  .", "text": "Earthing of parts of structural metalwork, including conductive building materials, may be effected by the connection of a protective earthing conductor of appropriate size at one point of the metalwork, provided that the resistance between the earth bar and any part required to be earthed does not exceed 0.5  ." }, { "self_ref": "#/texts/6810", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 292, "bbox": { "l": 85.08000000000015, "t": 419.96029999999985, "r": 247.28760000000034, "b": 406.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "5.4.7 Submersible pumps", "text": "5.4.7 Submersible pumps", "level": 1 }, { "self_ref": "#/texts/6811", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 292, "bbox": { "l": 85.08000000000015, "t": 399.9202999999998, "r": 513.6131999999998, "b": 358.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "The exposed conductive parts of a submersible pump shall be earthed by means of a protective earthing conductor that is terminated at the pump motor.", "text": "The exposed conductive parts of a submersible pump shall be earthed by means of a protective earthing conductor that is terminated at the pump motor." }, { "self_ref": "#/texts/6812", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 292, "bbox": { "l": 85.08000000000015, "t": 351.92029999999977, "r": 513.5772000000013, "b": 310.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 221 ] } ], "orig": "The termination shall be made in a manner that provides sealing against ingress of moisture, and protection against possible mechanical damage and corrosion likely to occur at the point of installation.", "text": "The termination shall be made in a manner that provides sealing against ingress of moisture, and protection against possible mechanical damage and corrosion likely to occur at the point of installation." }, { "self_ref": "#/texts/6813", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 292, "bbox": { "l": 85.08000000000015, "t": 303.92029999999977, "r": 513.6432000000016, "b": 276.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "This requirement may be satisfied by terminating the protective earthing conductor on the motor at-", "text": "This requirement may be satisfied by terminating the protective earthing conductor on the motor at-" }, { "self_ref": "#/texts/6814", "parent": { "$ref": "#/groups/714" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 292, "bbox": { "l": 85.08000000000018, "t": 269.96029999999973, "r": 336.84240000000034, "b": 256.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "(a) a terminal incorporated in a housing; or", "text": "(a) a terminal incorporated in a housing; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6815", "parent": { "$ref": "#/groups/714" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 292, "bbox": { "l": 85.08000000000018, "t": 249.92029999999966, "r": 513.6192000000002, "b": 222.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "(b) an internal or external constructional component, in accordance with Clause 5.5.6.2.", "text": "(b) an internal or external constructional component, in accordance with Clause 5.5.6.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6816", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 292, "bbox": { "l": 85.08000000000015, "t": 215.96029999999973, "r": 290.1300000000005, "b": 202.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "5.4.8 Variable frequency devices", "text": "5.4.8 Variable frequency devices", "level": 1 }, { "self_ref": "#/texts/6817", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 292, "bbox": { "l": 85.08000000000015, "t": 195.92029999999977, "r": 513.5856000000005, "b": 168.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 150 ] } ], "orig": "Devices that produce high frequency currents in the protective earth may produce touch voltages that are dangerous to persons and livestock.", "text": "Devices that produce high frequency currents in the protective earth may produce touch voltages that are dangerous to persons and livestock." }, { "self_ref": "#/texts/6818", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 292, "bbox": { "l": 96.42, "t": 164.89520949999996, "r": 145.63685257000003, "b": 152.61932109999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/6819", "parent": { "$ref": "#/groups/715" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 292, "bbox": { "l": 96.42, "t": 148.87495514, "r": 513.299710149999, "b": 97.60002127999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 292 ] } ], "orig": "1 The touch voltages may be as much as a 100 V but the manufacturer's advice should be sought when installing this type of device. These high frequency voltages may not be detectable using normal 50 Hz test instruments. An oscilloscope and ballast resistor is required.", "text": "1 The touch voltages may be as much as a 100 V but the manufacturer's advice should be sought when installing this type of device. These high frequency voltages may not be detectable using normal 50 Hz test instruments. An oscilloscope and ballast resistor is required.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6820", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 292, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6821", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 293, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6822", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 293, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "289", "text": "289" }, { "self_ref": "#/texts/6823", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 293, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/6824", "parent": { "$ref": "#/groups/716" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 293, "bbox": { "l": 96.42, "t": 751.8752095, "r": 513.351409679999, "b": 726.57983946, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "2 Attention is drawn to the safety requirements for electronic equipment in AS 62103.", "text": "2 Attention is drawn to the safety requirements for electronic equipment in AS 62103.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6825", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 293, "bbox": { "l": 85.08, "t": 711.9803, "r": 291.9527999999998, "b": 698.5883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "5.5 EARTHING ARRANGEMENTS", "text": "5.5 EARTHING ARRANGEMENTS", "level": 1 }, { "self_ref": "#/texts/6826", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 293, "bbox": { "l": 85.08, "t": 691.9403000000001, "r": 274.3655999999998, "b": 678.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "5.5.1 Main earthing conductor", "text": "5.5.1 Main earthing conductor", "level": 1 }, { "self_ref": "#/texts/6827", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 293, "bbox": { "l": 85.08, "t": 671.9603000000001, "r": 210.89760000000007, "b": 658.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "5.5.1.1 Arrangement", "text": "5.5.1.1 Arrangement", "level": 1 }, { "self_ref": "#/texts/6828", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 293, "bbox": { "l": 85.07999999999998, "t": 651.9203000000001, "r": 513.5580000000007, "b": 610.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 214 ] } ], "orig": "An earthing conductor, deemed to be the main earthing conductor, shall be taken from the main earthing terminal/connection or bar at the main switchboard to an earth electrode complying with Clause 5.3.6.", "text": "An earthing conductor, deemed to be the main earthing conductor, shall be taken from the main earthing terminal/connection or bar at the main switchboard to an earth electrode complying with Clause 5.3.6." }, { "self_ref": "#/texts/6829", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 293, "bbox": { "l": 85.07999999999996, "t": 603.9203000000001, "r": 513.6288, "b": 562.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 179 ] } ], "orig": "The main earthing conductor shall be run in as direct a manner as possible and shall not be directly connected to the terminal of any accessory, luminaire or appliance.", "text": "The main earthing conductor shall be run in as direct a manner as possible and shall not be directly connected to the terminal of any accessory, luminaire or appliance." }, { "self_ref": "#/texts/6830", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 293, "bbox": { "l": 85.07999999999998, "t": 555.9203000000001, "r": 153.77040000000008, "b": 542.5283000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:", "level": 1 }, { "self_ref": "#/texts/6831", "parent": { "$ref": "#/groups/717" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 293, "bbox": { "l": 85.07999999999998, "t": 535.9403000000001, "r": 513.6479999999999, "b": 508.5683000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 146 ] } ], "orig": "1 The main earthing conductor may be taken to an earth bar within a customer's substation forming part of the electrical installation.", "text": "1 The main earthing conductor may be taken to an earth bar within a customer's substation forming part of the electrical installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6832", "parent": { "$ref": "#/groups/717" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 293, "bbox": { "l": 85.07999999999998, "t": 501.92030000000005, "r": 513.6828000000007, "b": 460.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 209 ] } ], "orig": "2 The main earthing conductor may be taken to an earthing conductor or terminal, provided by the distributor or, if required by the distributor, to a distributor neutral bar within the electrical installation.", "text": "2 The main earthing conductor may be taken to an earthing conductor or terminal, provided by the distributor or, if required by the distributor, to a distributor neutral bar within the electrical installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6833", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 293, "bbox": { "l": 96.42, "t": 456.8552095, "r": 513.3085100699992, "b": 418.59975728000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 193 ] } ], "orig": "NOTE: An earthing conductor or terminal provided by the distributor may include a special earthing conductor, the conductive sheath of a supply cable, or a neutral bar at a substation.", "text": "NOTE: An earthing conductor or terminal provided by the distributor may include a special earthing conductor, the conductive sheath of a supply cable, or a neutral bar at a substation." }, { "self_ref": "#/texts/6834", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 293, "bbox": { "l": 85.08, "t": 411.9203, "r": 304.3559999999999, "b": 398.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "5.5.1.2 Connection to earth electrode", "text": "5.5.1.2 Connection to earth electrode", "level": 1 }, { "self_ref": "#/texts/6835", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 293, "bbox": { "l": 85.08000000000001, "t": 391.9403, "r": 513.6096000000008, "b": 364.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "The connection of the main earthing conductor to the earth electrode shall-", "text": "The connection of the main earthing conductor to the earth electrode shall-" }, { "self_ref": "#/texts/6836", "parent": { "$ref": "#/groups/718" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 293, "bbox": { "l": 85.08000000000004, "t": 357.92029999999994, "r": 487.42200000000065, "b": 344.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(a) be accessible for visual inspection and for the purposes of testing;", "text": "(a) be accessible for visual inspection and for the purposes of testing;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6837", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 293, "bbox": { "l": 113.46, "t": 340.8752095, "r": 162.6273530199999, "b": 328.5993211, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/6838", "parent": { "$ref": "#/groups/719" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 293, "bbox": { "l": 113.46, "t": 324.8549551399999, "r": 513.411964039999, "b": 273.58002128, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 252 ] } ], "orig": "1 Where necessary, access by means of an underground pit with its cover accessible above ground is considered acceptable, provided adequate space is available for the connection of test leads and the pit is suitably identified as to its purpose.", "text": "1 Where necessary, access by means of an underground pit with its cover accessible above ground is considered acceptable, provided adequate space is available for the connection of test leads and the pit is suitably identified as to its purpose.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6839", "parent": { "$ref": "#/groups/719" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 293, "bbox": { "l": 113.46000000000001, "t": 269.89615477000007, "r": 513.3437646599995, "b": 231.58130309, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 186 ] } ], "orig": "2 Where the reinforcing steel is used as the earth electrode, this testing condition is deemed to be satisfied by the provision of a test point on the main earthing electrode.", "text": "2 Where the reinforcing steel is used as the earth electrode, this testing condition is deemed to be satisfied by the provision of a test point on the main earthing electrode.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6840", "parent": { "$ref": "#/groups/719" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 293, "bbox": { "l": 85.08, "t": 224.96029999999996, "r": 513.6048000000009, "b": 183.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "(b) be made by means of a suitable device, in accordance with the manufacturer's specification, that provides adequate electrical conductivity;", "text": "(b) be made by means of a suitable device, in accordance with the manufacturer's specification, that provides adequate electrical conductivity;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6841", "parent": { "$ref": "#/groups/719" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 293, "bbox": { "l": 85.07999999999996, "t": 176.96029999999996, "r": 513.5868000000008, "b": 135.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 205 ] } ], "orig": "(c) provide protection against mechanical damage likely to occur to the main earthing conductor or the connection to the electrode at the location, in accordance with Clause 5.5.5.2; and", "text": "(c) provide protection against mechanical damage likely to occur to the main earthing conductor or the connection to the electrode at the location, in accordance with Clause 5.5.5.2; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6842", "parent": { "$ref": "#/groups/719" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 293, "bbox": { "l": 85.07999999999993, "t": 128.96030000000007, "r": 513.6072000000004, "b": 101.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "(d) be suitably protected against corrosion in accordance with Clause 5.5.5.3.", "text": "(d) be suitably protected against corrosion in accordance with Clause 5.5.5.3.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6843", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 293, "bbox": { "l": 96.42, "t": 97.87520949999998, "r": 406.305882829999, "b": 85.5993211, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "NOTE: For location of earth electrodes, see Clause 5.3.6.4.", "text": "NOTE: For location of earth electrodes, see Clause 5.3.6.4." }, { "self_ref": "#/texts/6844", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 293, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6845", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 294, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6846", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 294, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "290", "text": "290" }, { "self_ref": "#/texts/6847", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 294, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/6848", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 294, "bbox": { "l": 85.08, "t": 751.9403, "r": 188.9255999999999, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "5.5.1.3 Labelling", "text": "5.5.1.3 Labelling", "level": 1 }, { "self_ref": "#/texts/6849", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 294, "bbox": { "l": 85.08000000000001, "t": 731.9603, "r": 513.5628000000008, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 174 ] } ], "orig": "The main earthing conductor shall have a permanent label attached at the connection to the earth electrode with a legible warning against disconnection in the following form:", "text": "The main earthing conductor shall have a permanent label attached at the connection to the earth electrode with a legible warning against disconnection in the following form:" }, { "self_ref": "#/texts/6850", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 294, "bbox": { "l": 113.46, "t": 683.8772, "r": 484.93975199999954, "b": 658.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "WARNING: MAIN ELECTRICAL EARTHING CONDUCTOR-DO NOT DISCONNECT.", "text": "WARNING: MAIN ELECTRICAL EARTHING CONDUCTOR-DO NOT DISCONNECT.", "level": 1 }, { "self_ref": "#/texts/6851", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 294, "bbox": { "l": 85.07999999999998, "t": 651.9203, "r": 513.5244000000013, "b": 624.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "Exception: Where the method of connection to the electrode precludes disconnection, this requirement need not apply.", "text": "Exception: Where the method of connection to the electrode precludes disconnection, this requirement need not apply." }, { "self_ref": "#/texts/6852", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 294, "bbox": { "l": 85.07999999999998, "t": 617.9603, "r": 200.5632, "b": 604.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "5.5.1.4 Resistance", "text": "5.5.1.4 Resistance", "level": 1 }, { "self_ref": "#/texts/6853", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 294, "bbox": { "l": 85.07999999999993, "t": 597.9203, "r": 513.5712000000003, "b": 556.4722999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 222 ] } ], "orig": "The resistance of the main earthing conductor, measured between the main earthing terminal/connection or bar and the earth electrode, including the connection to the earth electrode, shall be not more than 0.5  .", "text": "The resistance of the main earthing conductor, measured between the main earthing terminal/connection or bar and the earth electrode, including the connection to the earth electrode, shall be not more than 0.5  ." }, { "self_ref": "#/texts/6854", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 294, "bbox": { "l": 85.07999999999998, "t": 549.9203, "r": 313.8972000000003, "b": 536.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "5.5.2 Protective earthing conductors", "text": "5.5.2 Protective earthing conductors", "level": 1 }, { "self_ref": "#/texts/6855", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 294, "bbox": { "l": 85.07999999999998, "t": 529.9403, "r": 210.89760000000004, "b": 516.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "5.5.2.1 Arrangement", "text": "5.5.2.1 Arrangement", "level": 1 }, { "self_ref": "#/texts/6856", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 294, "bbox": { "l": 85.07999999999993, "t": 509.96029999999996, "r": 513.6204000000009, "b": 454.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 284 ] } ], "orig": "All protective earthing conductors shall be directly connected to the main earthing conductor or to another point on an earthing system that is connected to the main earthing conductor. Protective earthing conductors shall not normally carry load current.", "text": "All protective earthing conductors shall be directly connected to the main earthing conductor or to another point on an earthing system that is connected to the main earthing conductor. Protective earthing conductors shall not normally carry load current." }, { "self_ref": "#/texts/6857", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 294, "bbox": { "l": 85.07999999999993, "t": 447.9202999999999, "r": 513.5844000000005, "b": 420.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "The connection shall be made at one or a combination of the following points:", "text": "The connection shall be made at one or a combination of the following points:" }, { "self_ref": "#/texts/6858", "parent": { "$ref": "#/groups/720" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 294, "bbox": { "l": 85.07999999999993, "t": 413.96029999999985, "r": 513.6156000000012, "b": 372.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 196 ] } ], "orig": "(a) An earthing terminal/connection or bar at the main switchboard provided specifically for the connection of earthing conductors and that is directly connected to the main earthing conductor.", "text": "(a) An earthing terminal/connection or bar at the main switchboard provided specifically for the connection of earthing conductors and that is directly connected to the main earthing conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6859", "parent": { "$ref": "#/groups/720" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 294, "bbox": { "l": 85.07999999999993, "t": 365.9602999999998, "r": 351.21840000000043, "b": 352.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "(b) Any point on the main earthing conductor.", "text": "(b) Any point on the main earthing conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6860", "parent": { "$ref": "#/groups/720" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 294, "bbox": { "l": 85.07999999999993, "t": 345.92029999999977, "r": 513.6216, "b": 304.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 193 ] } ], "orig": "(c) An earthing terminal/connection or bar at a distribution board provided specifically for the connection of protective earthing conductors and arranged to comply with Clause 5.5.2.2.", "text": "(c) An earthing terminal/connection or bar at a distribution board provided specifically for the connection of protective earthing conductors and arranged to comply with Clause 5.5.2.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6861", "parent": { "$ref": "#/groups/720" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 294, "bbox": { "l": 85.07999999999993, "t": 297.92029999999977, "r": 513.6239999999998, "b": 256.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 159 ] } ], "orig": "(d) Any point on a protective earthing conductor providing facilities for earthing at a distribution board and arranged to comply with Clause 5.5.2.2.", "text": "(d) Any point on a protective earthing conductor providing facilities for earthing at a distribution board and arranged to comply with Clause 5.5.2.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6862", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 294, "bbox": { "l": 96.42, "t": 252.8552095, "r": 145.63685257000003, "b": 240.57932110000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/6863", "parent": { "$ref": "#/groups/721" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 294, "bbox": { "l": 96.42, "t": 236.89545458999999, "r": 419.7433606699991, "b": 224.61956619, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "1 Examples of earthing connections are shown in Figure 5.3.", "text": "1 Examples of earthing connections are shown in Figure 5.3.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6864", "parent": { "$ref": "#/groups/721" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 294, "bbox": { "l": 96.42, "t": 220.87520023000002, "r": 513.2502105999991, "b": 195.57983018999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 118 ] } ], "orig": "2 Refer to Clause 5.5.3.1 where the earthing system in an outbuilding is to be treated as a separate MEN installation.", "text": "2 Refer to Clause 5.5.3.1 where the earthing system in an outbuilding is to be treated as a separate MEN installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6865", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 294, "bbox": { "l": 85.08, "t": 188.96029999999996, "r": 266.2296000000003, "b": 175.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "5.5.2.2 Restricted connections", "text": "5.5.2.2 Restricted connections", "level": 1 }, { "self_ref": "#/texts/6866", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 294, "bbox": { "l": 85.08000000000001, "t": 168.9203, "r": 191.12160000000006, "b": 155.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "5.5.2.2.1 Circuits", "text": "5.5.2.2.1 Circuits", "level": 1 }, { "self_ref": "#/texts/6867", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 294, "bbox": { "l": 85.07999999999998, "t": 148.94029999999998, "r": 513.6720000000007, "b": 93.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 262 ] } ], "orig": "The protective earthing conductor for a circuit that is incorporated in the same cable sheath or wiring enclosure as the associated live conductors for the circuit shall only be used for the earthing of equipment supplied from the circuit.", "text": "The protective earthing conductor for a circuit that is incorporated in the same cable sheath or wiring enclosure as the associated live conductors for the circuit shall only be used for the earthing of equipment supplied from the circuit." }, { "self_ref": "#/texts/6868", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 294, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6869", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 295, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6870", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 295, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "291", "text": "291" }, { "self_ref": "#/texts/6871", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 295, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/6872", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 295, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.6216000000009, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "Exception: This does not preclude an unenclosed common protective earthing conductor being used for a number of different circuits.", "text": "Exception: This does not preclude an unenclosed common protective earthing conductor being used for a number of different circuits." }, { "self_ref": "#/texts/6873", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 295, "bbox": { "l": 85.08000000000001, "t": 717.9203, "r": 272.55480000000006, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "5.5.2.2.2 Earthing of equipment", "text": "5.5.2.2.2 Earthing of equipment", "level": 1 }, { "self_ref": "#/texts/6874", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 295, "bbox": { "l": 85.08000000000001, "t": 697.9403, "r": 513.5820000000016, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 247 ] } ], "orig": "A protective earthing conductor that originates at a distribution board, in accordance with Clause 5.5.2.1, Item (c) or (d), shall not be used for the earthing of electrical equipment that is supplied from another switchboard.", "text": "A protective earthing conductor that originates at a distribution board, in accordance with Clause 5.5.2.1, Item (c) or (d), shall not be used for the earthing of electrical equipment that is supplied from another switchboard." }, { "self_ref": "#/texts/6875", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 295, "bbox": { "l": 85.08000000000004, "t": 649.9403, "r": 371.17320000000046, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "5.5.2.2.3 Earthing facilities for distribution boards", "text": "5.5.2.2.3 Earthing facilities for distribution boards", "level": 1 }, { "self_ref": "#/texts/6876", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 295, "bbox": { "l": 85.08000000000004, "t": 629.9603, "r": 513.5820000000016, "b": 588.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "A protective earthing conductor that originates at a distribution board, in accordance with Clause 5.5.2.1, Item (c) or (d), shall not be used for the provision of earthing facilities for another distribution board.", "text": "A protective earthing conductor that originates at a distribution board, in accordance with Clause 5.5.2.1, Item (c) or (d), shall not be used for the provision of earthing facilities for another distribution board." }, { "self_ref": "#/texts/6877", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 295, "bbox": { "l": 85.08000000000004, "t": 581.9603, "r": 153.77040000000014, "b": 568.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:", "level": 1 }, { "self_ref": "#/texts/6878", "parent": { "$ref": "#/groups/722" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 295, "bbox": { "l": 85.08000000000004, "t": 561.9203, "r": 513.6443999999998, "b": 520.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 209 ] } ], "orig": "1 This requirement need not apply where earthing facilities for a distribution board originate from the same distribution board as the associated active conductors supplying the distribution board.", "text": "1 This requirement need not apply where earthing facilities for a distribution board originate from the same distribution board as the associated active conductors supplying the distribution board.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6879", "parent": { "$ref": "#/groups/722" 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any branch protective earthing conductor to a distribution board.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6882", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 295, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6883", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 296, "bbox": { "l": 150.804918, "t": 831.2323482, "r": 431.07288839999967, "b": 800.1154602, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 233 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-71", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. 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"content_layer": "body", "label": "section_header", "prov": [ { "page_no": 296, "bbox": { "l": 85.08, "t": 241.82029999999997, "r": 310.66800000000023, "b": 228.42830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "5.5.3 Particular methods of earthing", "text": "5.5.3 Particular methods of earthing", "level": 1 }, { "self_ref": "#/texts/6959", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 296, "bbox": { "l": 85.08, "t": 221.84030000000007, "r": 208.4291999999999, "b": 208.44830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "5.5.3.1 Outbuildings", "text": "5.5.3.1 Outbuildings", "level": 1 }, { "self_ref": "#/texts/6960", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 296, "bbox": { "l": 85.08000000000001, "t": 201.86030000000005, "r": 513.6396000000002, "b": 160.44830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 175 ] } ], "orig": "All parts of an electrical installation in or on an outbuilding that are required to be earthed in accordance with Clause 5.4 shall be earthed by one of the following methods:", "text": "All parts of an electrical installation in or on an outbuilding that are required to be earthed in accordance with Clause 5.4 shall be earthed by one of the following methods:" }, { "self_ref": "#/texts/6961", "parent": { "$ref": "#/groups/723" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 296, "bbox": { "l": 66.6, "t": 153.86030000000005, "r": 513.7224, "b": 126.42830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "(a) Individual outbuildings The earthing system in an individual outbuilding shall be either-*", "text": "(a) Individual outbuildings The earthing system in an individual outbuilding shall be either-*", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6962", "parent": { "$ref": "#/groups/723" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 296, "bbox": { "l": 113.40000000000003, "t": 119.84030000000007, "r": 513.6552000000003, "b": 92.4683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "(i) connected to a protective earthing conductor connected in accordance with Clause 5.5.2.1; or", "text": "(i) connected to a protective earthing conductor connected in accordance with Clause 5.5.2.1; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6963", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 296, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6964", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 297, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6965", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 297, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "293", "text": "293" }, { "self_ref": "#/texts/6966", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 297, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/6967", "parent": { "$ref": "#/groups/724" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 297, "bbox": { "l": 113.4, "t": 751.9403, "r": 513.5567999999997, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "(ii) connected as a separate MEN installation in accordance with Clauses 5.5.3.1(c) and 5.5.3.2.", "text": "(ii) connected as a separate MEN installation in accordance with Clauses 5.5.3.1(c) and 5.5.3.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6968", "parent": { "$ref": "#/groups/724" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 297, "bbox": { "l": 66.6, "t": 717.9203, "r": 513.6984000000008, "b": 662.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 240 ] } ], "orig": "(b) Combined outbuildings The earthing system in a combined outbuilding shall be connected to a protective earthing conductor, connected in accordance with Clause 5.5.2.1, and shall not be connected as a separate MEN installation. *", "text": "(b) Combined outbuildings The earthing system in a combined outbuilding shall be connected to a protective earthing conductor, connected in accordance with Clause 5.5.2.1, and shall not be connected as a separate MEN installation. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6969", "parent": { "$ref": "#/groups/724" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 297, "bbox": { "l": 85.07999999999993, "t": 655.9403, "r": 513.7235999999998, "b": 586.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 308 ] } ], "orig": "(c) Separate MEN installation The earthing system in a separate MEN installation shall be connected to the submain neutral conductor supplying the outbuilding. In this case, the submain neutral conductor supplying the outbuilding is a combined protective earthing and neutral (PEN) conductor.", "text": "(c) Separate MEN installation The earthing system in a separate MEN installation shall be connected to the submain neutral conductor supplying the outbuilding. In this case, the submain neutral conductor supplying the outbuilding is a combined protective earthing and neutral (PEN) conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6970", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 297, "bbox": { "l": 113.45999999999998, "t": 579.9203, "r": 513.6552000000015, "b": 524.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 261 ] } ], "orig": "The electrical installation in the outbuilding shall be regarded as a separate electrical installation, and shall be earthed in accordance with other relevant Clauses of this Standard. The following requirements and recommendations also apply:", "text": "The electrical installation in the outbuilding shall be regarded as a separate electrical installation, and shall be earthed in accordance with other relevant Clauses of this Standard. The following requirements and recommendations also apply:" }, { "self_ref": "#/texts/6971", "parent": { "$ref": "#/groups/725" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 297, "bbox": { "l": 113.39999999999998, "t": 517.9403, "r": 513.6420000000004, "b": 490.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "(i) There shall be not more than one MEN connection in any one individual outbuilding.", "text": "(i) There shall be not more than one MEN connection in any one individual outbuilding.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6972", "parent": { "$ref": "#/groups/725" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 297, "bbox": { "l": 113.39999999999998, "t": 483.92029999999994, "r": 513.6048000000009, "b": 442.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 144 ] } ], "orig": "(ii) The distribution board in the outbuilding shall be regarded as a main switchboard for the purpose of effecting the MEN connection.", "text": "(ii) The distribution board in the outbuilding shall be regarded as a main switchboard for the purpose of effecting the MEN connection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6973", "parent": { "$ref": "#/groups/725" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 297, "bbox": { "l": 113.39999999999998, "t": 435.9202999999999, "r": 513.5951999999999, "b": 380.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 246 ] } ], "orig": "(iii) The earthing conductor between the distribution board in the outbuilding and the earth electrode shall be regarded as a main earthing conductor for the purposes of earthing of the electrical installation in the outbuilding.", "text": "(iii) The earthing conductor between the distribution board in the outbuilding and the earth electrode shall be regarded as a main earthing conductor for the purposes of earthing of the electrical installation in the outbuilding.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6974", "parent": { "$ref": "#/groups/725" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 297, "bbox": { "l": 113.40000000000003, "t": 373.9402999999998, "r": 477.9624, "b": 360.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "(iv) The submain supplying the outbuilding shall be run either-", "text": "(iv) The submain supplying the outbuilding shall be run either-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6975", "parent": { "$ref": "#/groups/725" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 297, "bbox": { "l": 141.78000000000003, "t": 353.9602999999998, "r": 384.30720000000053, "b": 340.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "(A) directly from the main switchboard; or", "text": "(A) directly from the main switchboard; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6976", "parent": { "$ref": "#/groups/725" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 297, "bbox": { "l": 141.78, "t": 333.92029999999977, "r": 513.597600000001, "b": 292.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "(B) from the main switchboard via distribution boards in one or more other outbuildings, to one distribution board only in the outbuilding.", "text": "(B) from the main switchboard via distribution boards in one or more other outbuildings, to one distribution board only in the outbuilding.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6977", "parent": { "$ref": "#/groups/725" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 297, "bbox": { "l": 113.40000000000002, "t": 285.92029999999977, "r": 513.6204, "b": 202.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 373 ] } ], "orig": "(v) Where the combined protective earthing and neutral (PEN) conductor supplying the distribution board in the outbuilding runs from the main switchboard via distribution boards in one or more other outbuildings, the terminals on such distribution boards shall not be depended on for continuity of the combined protective earthing and neutral (PEN) conductor.", "text": "(v) Where the combined protective earthing and neutral (PEN) conductor supplying the distribution board in the outbuilding runs from the main switchboard via distribution boards in one or more other outbuildings, the terminals on such distribution boards shall not be depended on for continuity of the combined protective earthing and neutral (PEN) conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6978", "parent": { "$ref": "#/groups/725" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 297, "bbox": { "l": 113.40000000000006, "t": 195.92029999999977, "r": 513.6720000000008, "b": 126.54829999999981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 312 ] } ], "orig": "(vi) The combined protective earthing and neutral (PEN) conductor supplying the distribution board in the outbuilding should not be connected in parallel, by means of earthing or equipotential bonding conductors, with conductive pipes or structural metal within the electrical installation.", "text": "(vi) The combined protective earthing and neutral (PEN) conductor supplying the distribution board in the outbuilding should not be connected in parallel, by means of earthing or equipotential bonding conductors, with conductive pipes or structural metal within the electrical installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6979", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 297, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/6980", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 298, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/6981", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 298, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/6982", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 298, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "294", "text": "294" }, { "self_ref": "#/texts/6983", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 298, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/6984", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 298, "bbox": { "l": 96.42, "t": 751.8752095, "r": 145.63685257000003, "b": 739.5993211, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/6985", "parent": { "$ref": "#/groups/726" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 298, "bbox": { "l": 96.42, "t": 735.85495514, "r": 513.317309989999, "b": 710.6189845600001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "1 Refer to Figures 5.4 and 5.5 for examples of earthing of individual and combined outbuildings.", "text": "1 Refer to Figures 5.4 and 5.5 for examples of earthing of individual and combined outbuildings.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6986", "parent": { "$ref": "#/groups/726" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 298, "bbox": { "l": 96.42, "t": 706.8746186000001, "r": 513.3591096099989, "b": 655.5996847400002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 239 ] } ], "orig": "2 Particular care is needed where conductive pipes and such items as telecommunication cable sheaths, covered walkways, etc. may be continuous between separate buildings and thus establish a parallel earth/ neutral path.", "text": "2 Particular care is needed where conductive pipes and such items as telecommunication cable sheaths, covered walkways, etc. may be continuous between separate buildings and thus establish a parallel earth/ neutral path.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/6987", "parent": { "$ref": "#/pictures/138" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 298, "bbox": { "l": 127.2678, "t": 448.2847112, "r": 205.02330900000015, "b": 441.1480024, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Main switchboard", "text": "Main switchboard" }, { "self_ref": "#/texts/6988", "parent": { "$ref": "#/pictures/138" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 298, "bbox": { "l": 137.06354076, "t": 438.5968712, "r": 195.24936885000005, "b": 431.4601624, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "with MEN link", "text": "with MEN link" }, { "self_ref": "#/texts/6989", "parent": { "$ref": "#/pictures/138" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 298, "bbox": { "l": 392.0069, "t": 448.8878112, "r": 468.04339052999967, "b": 441.7511024, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Switchboard with", "text": "Switchboard with" }, { "self_ref": "#/texts/6990", "parent": { "$ref": "#/pictures/138" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 298, "bbox": { "l": 411.18739965, "t": 439.1999712, "r": 448.87338746999995, "b": 432.0632624, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "MEN link", "text": "MEN link" }, { "self_ref": "#/texts/6991", "parent": { "$ref": "#/pictures/138" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 298, "bbox": { "l": 124.5576, "t": 541.3793112, "r": 161.94726101000012, "b": 534.2426024, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Building", "text": "Building" }, { "self_ref": "#/texts/6992", "parent": { "$ref": "#/pictures/138" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 298, "bbox": { "l": 398.8643, "t": 546.2233112, "r": 504.2290704200004, "b": 539.0866024000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "I ndividual outbuilding as", "text": "I ndividual outbuilding as" }, { "self_ref": "#/texts/6993", "parent": { "$ref": "#/pictures/138" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 298, "bbox": { "l": 398.27083895000004, "t": 536.5354712, "r": 504.8483692299997, "b": 529.3987624, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "defined by Clause 1.4.88", "text": "defined by Clause 1.4.88" }, { "self_ref": "#/texts/6994", "parent": { "$ref": "#/pictures/138" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 298, "bbox": { "l": 239.7327, "t": 465.8834112, "r": 356.4523585100004, "b": 458.7467024, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "Submain without protective", "text": "Submain without protective" }, { "self_ref": "#/texts/6995", "parent": { "$ref": "#/pictures/138" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 298, "bbox": { "l": 257.70043979, "t": 456.1955712, "r": 338.4595883899996, "b": 449.0588624, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "earthing conductor", "text": "earthing conductor" }, { "self_ref": "#/texts/6996", "parent": { "$ref": "#/pictures/138" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 298, "bbox": { "l": 89.0907, "t": 393.3250112, "r": 160.48204574, "b": 386.1883024, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "Consumer mains", "text": "Consumer mains" }, { "self_ref": "#/texts/6997", "parent": { "$ref": "#/pictures/138" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 298, "bbox": { "l": 47.76, "t": 628.9253, "r": 61.8414, "b": 618.8813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/6998", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 298, "bbox": { "l": 85.08, "t": 345.1485, "r": 512.9820959999988, "b": 321.966228, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "NOTE: An individual outbuilding may also be earthed using a submain earth cable in lieu of its own MEN connection and earth electrode.", "text": "NOTE: An individual outbuilding may also be earthed using a submain earth cable in lieu of its own MEN connection and earth electrode." }, { "self_ref": "#/texts/6999", "parent": { "$ref": "#/groups/727" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 298, "bbox": { "l": 66.6, "t": 306.97219999999993, "r": 501.1489293399989, "b": 278.0193389200001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "FIGURE 5.4 EXAMPLE OF EARTHING OF AN INDIVIDUAL OUTBUILDING [CLAUSE 5.5.3.1(a)] *", "text": "FIGURE 5.4 EXAMPLE OF EARTHING OF AN INDIVIDUAL OUTBUILDING [CLAUSE 5.5.3.1(a)] *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7000", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 298, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7001", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 299, "bbox": { "l": 49.74, "t": 748.5053, "r": 63.821400000000004, "b": 738.4613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/7002", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 299, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/7003", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 299, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7004", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 299, "bbox": { "l": 66.6, "t": 323.8923, "r": 76.24480199999999, "b": 308.29062, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/7005", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 299, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "295", "text": "295" }, { "self_ref": "#/texts/7006", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 299, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/7007", "parent": { "$ref": "#/pictures/139" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 299, "bbox": { "l": 190.989, "t": 668.302994, "r": 251.15780957, "b": 660.792088, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Outbuilding 1", "text": "Outbuilding 1" }, { "self_ref": "#/texts/7008", "parent": { "$ref": "#/pictures/139" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 299, "bbox": { "l": 333.44511900000003, "t": 668.302994, "r": 393.6300685000002, "b": 660.792088, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Outbuilding 2", "text": "Outbuilding 2" }, { "self_ref": "#/texts/7009", "parent": { "$ref": "#/pictures/139" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 299, "bbox": { "l": 237.9326, "t": 621.683394, "r": 355.14501900999977, "b": 614.172488, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "Combined outbuildings as", "text": "Combined outbuildings as" }, { "self_ref": "#/texts/7010", "parent": { "$ref": "#/pictures/139" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 299, "bbox": { "l": 240.4896, "t": 611.487494, "r": 352.58820960999986, "b": 603.976588, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "defined by Clause 1.4.89", "text": "defined by Clause 1.4.89" }, { "self_ref": "#/texts/7011", "parent": { "$ref": "#/pictures/139" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 299, "bbox": { "l": 237.9326, "t": 621.683394, "r": 355.1195349099999, "b": 614.172488, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "Combined outbuildings as", "text": "Combined outbuildings as" }, { "self_ref": "#/texts/7012", "parent": { "$ref": "#/pictures/139" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 299, "bbox": { "l": 240.4895047, "t": 611.4875940000001, "r": 352.60170582999945, "b": 603.9766880000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "defined by Clause 1.4.89", "text": "defined by Clause 1.4.89" }, { "self_ref": "#/texts/7013", "parent": { "$ref": "#/pictures/139" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 299, "bbox": { "l": 248.1206, "t": 420.102294, "r": 351.5027979399994, "b": 412.591388, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "Main switchboard with", "text": "Main switchboard with" }, { "self_ref": "#/texts/7014", "parent": { "$ref": "#/pictures/139" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 299, "bbox": { "l": 255.11938333, "t": 409.90649399999995, "r": 344.48872414999994, "b": 402.395588, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "MEN link and earth", "text": "MEN link and earth" }, { "self_ref": "#/texts/7015", "parent": { "$ref": "#/pictures/139" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 299, "bbox": { "l": 278.83318785, "t": 399.70984434999997, "r": 320.7766185700001, "b": 392.19893835, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "electrode", "text": "electrode" }, { "self_ref": "#/texts/7016", "parent": { "$ref": "#/pictures/139" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 299, "bbox": { "l": 242.7704, "t": 492.900694, "r": 351.19335291999994, "b": 485.389788, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "Submain with protective", "text": "Submain with protective" }, { "self_ref": "#/texts/7017", "parent": { "$ref": "#/pictures/139" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 299, "bbox": { "l": 254.4916, "t": 482.704794, "r": 339.47342827000006, "b": 475.193888, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "earthing conductor", "text": "earthing conductor" }, { "self_ref": "#/texts/7018", "parent": { "$ref": "#/pictures/139" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 299, "bbox": { "l": 242.7704, "t": 492.900694, "r": 351.1950518599998, "b": 485.389788, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "Submain with protective", "text": "Submain with protective" }, { "self_ref": "#/texts/7019", "parent": { "$ref": "#/pictures/139" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 299, "bbox": { "l": 254.49138706, "t": 482.70489399999997, "r": 339.43753759000015, "b": 475.193988, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "earthing conductor", "text": "earthing conductor" }, { "self_ref": "#/texts/7020", "parent": { "$ref": "#/pictures/139" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 299, "bbox": { "l": 238.12719698, "t": 556.1452413999999, "r": 353.73326821999984, "b": 548.6343353999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "Switchboard without MEN", "text": "Switchboard without MEN" }, { "self_ref": "#/texts/7021", "parent": { "$ref": "#/pictures/139" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 299, "bbox": { "l": 242.08063036000001, "t": 545.9485917499999, "r": 349.77898536999965, "b": 538.4376857499999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "l i n k a n d ear th electrode", "text": "l i n k a n d ear th electrode" }, { "self_ref": "#/texts/7022", "parent": { "$ref": "#/groups/728" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 299, "bbox": { "l": 114.54, "t": 351.74850000000004, "r": 483.4653780000012, "b": 340.56618000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 80 ] } ], "orig": "NOTE: Combined outbuildings shall not be earthed as separate MEN installations.", "text": "NOTE: Combined outbuildings shall not be earthed as separate MEN installations." }, { "self_ref": "#/texts/7023", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 299, "bbox": { "l": 104.64, "t": 321.8552095, "r": 493.82196194999904, "b": 296.61923892000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "FIGURE 5.5 EXAMPLE OF EARTHING OF COMBINED OUTBUILDINGS [CLAUSE 5.5.3.1(b)]", "text": "FIGURE 5.5 EXAMPLE OF EARTHING OF COMBINED OUTBUILDINGS [CLAUSE 5.5.3.1(b)]", "level": 1 }, { "self_ref": "#/texts/7024", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 299, "bbox": { "l": 85.08, "t": 283.94039999999995, "r": 223.70520000000025, "b": 270.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "5.5.3.2 Wiring systems", "text": "5.5.3.2 Wiring systems", "level": 1 }, { "self_ref": "#/texts/7025", "parent": { "$ref": "#/groups/729" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 299, "bbox": { "l": 85.08000000000001, "t": 263.96039999999994, "r": 513.7056000000005, "b": 222.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 195 ] } ], "orig": "(a) Conductive wiring enclosures Exposed conductive parts of wiring enclosures shall be earthed at the end adjacent to the switchboard or accessory at which the wiring enclosure originates.", "text": "(a) Conductive wiring enclosures Exposed conductive parts of wiring enclosures shall be earthed at the end adjacent to the switchboard or accessory at which the wiring enclosure originates.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7026", "parent": { "$ref": "#/groups/729" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 299, "bbox": { "l": 85.08000000000004, "t": 215.96040000000005, "r": 513.6876, "b": 160.5684000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 289 ] } ], "orig": "(b) Conductive sheaths, armours and screens of cables or cords The conductive sheathing, armouring or screening of cables or cords required to be earthed shall be earthed at the end adjacent to the switchboard or accessory at which the cable or cord originates.", "text": "(b) Conductive sheaths, armours and screens of cables or cords The conductive sheathing, armouring or screening of cables or cords required to be earthed shall be earthed at the end adjacent to the switchboard or accessory at which the cable or cord originates.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7027", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 299, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7028", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 300, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7029", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 300, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "296", "text": "296" }, { "self_ref": "#/texts/7030", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 300, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/7031", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 300, "bbox": { "l": 85.08, "t": 751.9403, "r": 153.77040000000008, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:" }, { "self_ref": "#/texts/7032", "parent": { "$ref": "#/groups/730" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 300, "bbox": { "l": 85.08, "t": 731.9603, "r": 513.6312, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "1 A conductive screen or braid embodied in a cable or flexible cord need not be earthed where-", "text": "1 A conductive screen or braid embodied in a cable or flexible cord need not be earthed where-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7033", "parent": { "$ref": "#/groups/730" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 300, "bbox": { "l": 113.39999999999998, "t": 699.1402999999999, "r": 481.95720000000074, "b": 684.4522999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": " it is separated from the live conductors by double insulation;", "text": " it is separated from the live conductors by double insulation;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7034", "parent": { "$ref": "#/groups/730" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 300, "bbox": { "l": 113.39999999999998, "t": 679.1602999999999, "r": 493.56840000000045, "b": 664.4722999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": " sheathed or covered overall with non-conductive material; and", "text": " sheathed or covered overall with non-conductive material; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7035", "parent": { "$ref": "#/groups/730" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 300, "bbox": { "l": 113.39999999999998, "t": 659.1202999999999, "r": 513.6516, "b": 630.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 129 ] } ], "orig": " all joints to and terminations of the screen or braid are suitably separated from exposed conductive and live parts.", "text": " all joints to and terminations of the screen or braid are suitably separated from exposed conductive and live parts.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7036", "parent": { "$ref": "#/groups/730" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 300, "bbox": { "l": 85.08000000000004, "t": 623.9603, "r": 513.6204000000001, "b": 582.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 150 ] } ], "orig": "2 A conductive cable sheathing, armouring, screening or braiding need not be earthed where, in accordance with Clause 5.4.1, earthing is not required.", "text": "2 A conductive cable sheathing, armouring, screening or braiding need not be earthed where, in accordance with Clause 5.4.1, earthing is not required.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7037", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 300, "bbox": { "l": 85.0800000000001, "t": 575.9603, "r": 483.5687999999999, "b": 562.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "5.5.3.3 Electrical equipment supplied by flexible cord or flexible cable", "text": "5.5.3.3 Electrical equipment supplied by flexible cord or flexible cable", "level": 1 }, { "self_ref": "#/texts/7038", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 300, "bbox": { "l": 85.0800000000001, "t": 555.9203, "r": 513.6876000000003, "b": 500.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 287 ] } ], "orig": "The exposed conductive parts of electrical equipment supplied by flexible cord or flexible cable shall be earthed by connection to a protective earthing conductor incorporated with the associated live conductors in the sheath, braid or enclosure of the supply cord or cable.", "text": "The exposed conductive parts of electrical equipment supplied by flexible cord or flexible cable shall be earthed by connection to a protective earthing conductor incorporated with the associated live conductors in the sheath, braid or enclosure of the supply cord or cable." }, { "self_ref": "#/texts/7039", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 300, "bbox": { "l": 85.0800000000001, "t": 493.9402999999999, "r": 213.8328000000001, "b": 480.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "5.5.3.4 Switchboards", "text": "5.5.3.4 Switchboards", "level": 1 }, { "self_ref": "#/texts/7040", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 300, "bbox": { "l": 85.0800000000001, "t": 473.9602999999999, "r": 513.6336000000008, "b": 446.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "Electrical equipment mounted on the conductive framework of a switchboard may be earthed in accordance with Clause 5.3.2.3(c).", "text": "Electrical equipment mounted on the conductive framework of a switchboard may be earthed in accordance with Clause 5.3.2.3(c)." }, { "self_ref": "#/texts/7041", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 300, "bbox": { "l": 85.08000000000015, "t": 439.94029999999987, "r": 302.6796000000003, "b": 426.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "5.5.3.5 Unprotected consumer mains", "text": "5.5.3.5 Unprotected consumer mains", "level": 1 }, { "self_ref": "#/texts/7042", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 300, "bbox": { "l": 85.08000000000015, "t": 419.96029999999985, "r": 513.6552000000005, "b": 364.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 320 ] } ], "orig": "Exposed conductive parts associated with consumer mains not provided with short-circuit protection on the supply side shall be earthed by a conductor or by direct connection to an earth bar such that either has a current-carrying capacity not less than that of the main neutral conductor.", "text": "Exposed conductive parts associated with consumer mains not provided with short-circuit protection on the supply side shall be earthed by a conductor or by direct connection to an earth bar such that either has a current-carrying capacity not less than that of the main neutral conductor." }, { "self_ref": "#/texts/7043", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 300, "bbox": { "l": 85.0800000000001, "t": 357.92029999999977, "r": 513.6348000000013, "b": 330.54829999999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "Unprotected consumer mains are those that are not protected by a service protective device as shown in Figure 2.1.", "text": "Unprotected consumer mains are those that are not protected by a service protective device as shown in Figure 2.1." }, { "self_ref": "#/texts/7044", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 300, "bbox": { "l": 96.42, "t": 326.89520949999996, "r": 513.3481097099992, "b": 262.60079400000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 378 ] } ], "orig": "NOTE: Short-circuit of an unprotected active conductor to a switchboard surround, riser bracket, etc. will cause the earthing conductor to continuously carry the maximum fault current available through those consumer mains. Reduced sizes for protective earthing conductors in other situations are permitted because the fault current is of limited duration.", "text": "NOTE: Short-circuit of an unprotected active conductor to a switchboard surround, riser bracket, etc. will cause the earthing conductor to continuously carry the maximum fault current available through those consumer mains. Reduced sizes for protective earthing conductors in other situations are permitted because the fault current is of limited duration." }, { "self_ref": "#/texts/7045", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 300, "bbox": { "l": 85.08, "t": 255.9203, "r": 306.8496000000001, "b": 242.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "This conductor shall be connected to-", "text": "This conductor shall be connected to-" }, { "self_ref": "#/texts/7046", "parent": { "$ref": "#/groups/731" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 300, "bbox": { "l": 85.08, "t": 235.94029999999998, "r": 430.78920000000033, "b": 222.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "(a) the main neutral conductor or bar [see Figure 5.6(A)]; or", "text": "(a) the main neutral conductor or bar [see Figure 5.6(A)]; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7047", "parent": { "$ref": "#/groups/731" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 300, "bbox": { "l": 85.08000000000001, "t": 215.96029999999996, "r": 513.6624000000006, "b": 160.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 241 ] } ], "orig": "(b) the main earthing terminal/connection or bar, in which case, in accordance with Clause 5.3.5.2, the cross-sectional area of the MEN connection shall be not less than that of the main neutral conductor [see Figure 5.6(B)].", "text": "(b) the main earthing terminal/connection or bar, in which case, in accordance with Clause 5.3.5.2, the cross-sectional area of the MEN connection shall be not less than that of the main neutral conductor [see Figure 5.6(B)].", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7048", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 300, "bbox": { "l": 49.74, "t": 355.9253, "r": 63.821400000000004, "b": 345.8813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/7049", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 300, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7050", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 301, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7051", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 301, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "297", "text": "297" }, { "self_ref": "#/texts/7052", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 301, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/7053", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 301, "bbox": { "l": 85.08, "t": 751.9403, "r": 147.44400000000007, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Exception:", "text": "Exception:", "level": 1 }, { "self_ref": "#/texts/7054", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 301, "bbox": { "l": 85.08, "t": 731.9603, "r": 513.6732000000001, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 260 ] } ], "orig": "Where double insulation of the consumer mains conductors is maintained up to the supply terminal/s of the service protective device/s, and shortcircuit protection is provided by that device, this requirement need not apply [see Figure 5.6(C)].", "text": "Where double insulation of the consumer mains conductors is maintained up to the supply terminal/s of the service protective device/s, and shortcircuit protection is provided by that device, this requirement need not apply [see Figure 5.6(C)]." }, { "self_ref": "#/texts/7055", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 301, "bbox": { "l": 96.42, "t": 672.8552095, "r": 145.63685257000003, "b": 660.5793211, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/7056", "parent": { "$ref": "#/groups/732" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 301, "bbox": { "l": 96.42, "t": 656.89545459, "r": 513.3613095899991, "b": 618.58060291, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 222 ] } ], "orig": "1 A system that is deemed to provide double insulation for aerial conductors would include use of XLPE type X-90UV cable to AS/NZS 3560 with insulated strain clamps and double insulated connectors to AS/NZS 4396.", "text": "1 A system that is deemed to provide double insulation for aerial conductors would include use of XLPE type X-90UV cable to AS/NZS 3560 with insulated strain clamps and double insulated connectors to AS/NZS 4396.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7057", "parent": { "$ref": "#/groups/732" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 301, "bbox": { "l": 96.42000000000002, "t": 614.8967364, "r": 472.60778007999915, "b": 602.620848, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "2 Exposed conductive parts associated with consumer mains include-", "text": "2 Exposed conductive parts associated with consumer mains include-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7058", "parent": { "$ref": "#/groups/732" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 301, "bbox": { "l": 113.39944564000001, "t": 598.87648204, "r": 384.1861839199994, "b": 586.60059364, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "(a) switchboard cases, surrounds and enclosures;", "text": "(a) switchboard cases, surrounds and enclosures;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7059", "parent": { "$ref": "#/groups/732" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 301, "bbox": { "l": 113.39944564000001, "t": 582.8562276800001, "r": 238.2494106299997, "b": 570.5803392800001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "(b) wiring enclosures;", "text": "(b) wiring enclosures;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7060", "parent": { "$ref": "#/groups/732" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 301, "bbox": { "l": 113.39944564000001, "t": 566.8964727700001, "r": 288.99194932999956, "b": 554.6205843700001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "(c) boxes and accessories; and", "text": "(c) boxes and accessories; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7061", "parent": { "$ref": "#/groups/732" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 301, "bbox": { "l": 113.39944564000001, "t": 550.8762184100001, "r": 302.0598305299995, "b": 538.6003300100001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "(d) supports for aerial conductors.", "text": "(d) supports for aerial conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7062", "parent": { "$ref": "#/groups/732" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 301, "bbox": { "l": 96.42000000000002, "t": 534.8559640500001, "r": 513.3371098099997, "b": 509.61999347000017, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "3 A distributor's upstream service protective device may provide short-circuit protection of consumer mains.", "text": "3 A distributor's upstream service protective device may provide short-circuit protection of consumer mains.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7063", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 301, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7064", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 302, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7065", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 302, "bbox": { "l": 41.4, "t": 561.2521999999999, "r": 51.044802, "b": 545.6505199999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/7066", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 302, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/7067", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 302, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "298", "text": "298", "level": 1 }, { "self_ref": "#/texts/7068", "parent": { "$ref": "#/pictures/140" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 302, "bbox": { "l": 113.57948346, "t": 304.8752095, "r": 484.78980878999914, "b": 266.61975728000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "FIGURE 5.6(A) EARTHING ARRANGEMENT FOR CONDUCTIVE SWITCHBOARD ENCLOSURES ASSOCIATED WITH UNPROTECTED CONSUMER MAINS [CLAUSE 5.5.3.5(a)]", "text": "FIGURE 5.6(A) EARTHING ARRANGEMENT FOR CONDUCTIVE SWITCHBOARD ENCLOSURES ASSOCIATED WITH UNPROTECTED CONSUMER MAINS [CLAUSE 5.5.3.5(a)]" }, { "self_ref": "#/texts/7069", "parent": { "$ref": "#/pictures/140" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 302, "bbox": { "l": 115.9083, "t": 685.0778408, "r": 189.76432125000017, "b": 677.5649016, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "Energy metering", "text": "Energy metering" }, { "self_ref": "#/texts/7070", "parent": { "$ref": "#/pictures/140" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 302, "bbox": { "l": 122.94847874999999, "t": 674.8792808, "r": 182.72159325000007, "b": 667.3663415999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "arrangement", "text": "arrangement" }, { "self_ref": "#/texts/7071", "parent": { "$ref": "#/pictures/140" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 302, "bbox": { "l": 159.59479725, "t": 527.87638708, "r": 196.49774024999994, "b": 520.36344788, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "Service", "text": "Service" }, { "self_ref": "#/texts/7072", "parent": { "$ref": "#/pictures/140" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 302, "bbox": { "l": 161.81774325, "t": 517.67782708, "r": 194.28924, "b": 510.16488788000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "Neutral", "text": "Neutral" }, { "self_ref": "#/texts/7073", "parent": { "$ref": "#/pictures/140" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 302, "bbox": { "l": 71.37970050000001, "t": 491.24315956, "r": 108.28264350000003, "b": 483.73022036000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "Service", "text": "Service" }, { "self_ref": "#/texts/7074", "parent": { "$ref": "#/pictures/140" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 302, "bbox": { "l": 66.11125050000001, "t": 481.04459956, "r": 113.54089649999999, "b": 473.53166036000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "protective", "text": "protective" }, { "self_ref": "#/texts/7075", "parent": { "$ref": "#/pictures/140" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 302, "bbox": { "l": 75.416013, "t": 470.84603956, "r": 104.26417574999996, "b": 463.33310036000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "device", "text": "device" }, { "self_ref": "#/texts/7076", "parent": { "$ref": "#/pictures/140" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 302, "bbox": { "l": 331.50007200000005, "t": 619.5070491600001, "r": 381.7721317499999, "b": 611.9941099600001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Neutral bar", "text": "Neutral bar" }, { "self_ref": "#/texts/7077", "parent": { "$ref": "#/pictures/140" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 302, "bbox": { "l": 280.65358125000006, "t": 584.1545908, "r": 341.1362369999999, "b": 576.6416516, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "Main Neutral", "text": "Main Neutral" }, { "self_ref": "#/texts/7078", "parent": { "$ref": "#/pictures/140" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 302, "bbox": { "l": 288.75339825000003, "t": 573.9560308, "r": 333.03981899999974, "b": 566.4430916, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "conductor", "text": "conductor" }, { "self_ref": "#/texts/7079", "parent": { "$ref": "#/pictures/140" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 302, "bbox": { "l": 284.88363675000005, "t": 550.72966028, "r": 351.46324875000016, "b": 543.21672108, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "Main Earth bar", "text": "Main Earth bar" }, { "self_ref": "#/texts/7080", "parent": { "$ref": "#/pictures/140" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 302, "bbox": { "l": 176.56345500000003, "t": 743.64052196, "r": 332.08724924999984, "b": 736.12758276, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "Conductive switchboard enclosure", "text": "Conductive switchboard enclosure" }, { "self_ref": "#/texts/7081", "parent": { "$ref": "#/pictures/140" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 302, "bbox": { "l": 231.05452350000004, "t": 685.21552136, "r": 322.4230424999996, "b": 677.70258216, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "To installation main", "text": "To installation main" }, { "self_ref": "#/texts/7082", "parent": { "$ref": "#/pictures/140" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 302, "bbox": { "l": 234.51725475000003, "t": 675.01696136, "r": 316.96509824999964, "b": 667.50402216, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "switch or switches", "text": "switch or switches" }, { "self_ref": "#/texts/7083", "parent": { "$ref": "#/pictures/140" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 302, "bbox": { "l": 305.38045650000004, "t": 473.58350304, "r": 367.1045969999998, "b": 466.07056384000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Main earthing", "text": "Main earthing" }, { "self_ref": "#/texts/7084", "parent": { "$ref": "#/pictures/140" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 302, "bbox": { "l": 322.82242500000007, "t": 463.38494304, "r": 367.1062965, "b": 455.87200384000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "conductor", "text": "conductor" }, { "self_ref": "#/texts/7085", "parent": { "$ref": "#/pictures/140" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 302, "bbox": { "l": 73.81083525000005, "t": 353.44531612000003, "r": 206.53498725000023, "b": 345.9323769200001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "Unprotected single insulated", "text": "Unprotected single insulated" }, { "self_ref": "#/texts/7086", "parent": { "$ref": "#/pictures/140" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 302, "bbox": { "l": 74.25780375000005, "t": 343.24675612000004, "r": 206.10161475000027, "b": 335.7338169200001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "consumers mains in a wiring", "text": "consumers mains in a wiring" }, { "self_ref": "#/texts/7087", "parent": { "$ref": "#/pictures/140" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 302, "bbox": { "l": 116.77079625000005, "t": 333.04819612000006, "r": 163.59542025000002, "b": 325.53525692000017, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "enclosure", "text": "enclosure" }, { "self_ref": "#/texts/7088", "parent": { "$ref": "#/pictures/140" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 302, "bbox": { "l": 418.9488, "t": 562.3488408, "r": 521.3674679999996, "b": 554.8359015999999, 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[], "content_layer": "body", "label": "text", "prov": [ { "page_no": 304, "bbox": { "l": 311.73210724, "t": 574.00715664, "r": 355.00000714000004, "b": 566.49633904, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "conductor", "text": "conductor" }, { "self_ref": "#/texts/7144", "parent": { "$ref": "#/pictures/142" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 304, "bbox": { "l": 308.05973255, "t": 550.51546028, "r": 374.07918775, "b": 543.00464268, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "Main Earth bar", "text": "Main Earth bar" }, { "self_ref": "#/texts/7145", "parent": { "$ref": "#/pictures/142" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 304, "bbox": { "l": 390.59510012, "t": 584.8681047599999, "r": 432.7836397200001, "b": 577.3572871599999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "MEN Link", "text": "MEN Link" }, { "self_ref": "#/texts/7146", "parent": { "$ref": "#/pictures/142" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 304, "bbox": { "l": 200.70587719999997, "t": 743.6437301199999, "r": 352.90247862000024, "b": 736.1329125199999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "Conductive switchboard enclosure", "text": "Conductive switchboard enclosure" }, { "self_ref": "#/texts/7147", "parent": { "$ref": "#/pictures/142" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 304, "bbox": { "l": 254.32373751999998, "t": 685.2352283199999, "r": 344.08911932000024, "b": 677.7244107199999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "To installation main", "text": "To installation main" }, { "self_ref": "#/texts/7148", "parent": { "$ref": "#/pictures/142" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 304, "bbox": { "l": 257.72244763, "t": 675.0395483199999, 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"self_ref": "#/texts/7154", "parent": { "$ref": "#/pictures/142" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 304, "bbox": { "l": 117.89259559999994, "t": 352.85351139999995, "r": 246.8532044200003, "b": 345.34269379999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "Double insulated consumers", "text": "Double insulated consumers" }, { "self_ref": "#/texts/7155", "parent": { "$ref": "#/pictures/142" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 304, "bbox": { "l": 119.64421888999993, "t": 342.65783139999996, "r": 245.10158113000026, "b": 335.14701379999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "mains in a wiring enclosure", "text": "mains in a wiring enclosure" }, { "self_ref": "#/texts/7156", "parent": { "$ref": "#/pictures/142" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 304, "bbox": { "l": 451.0757, "t": 580.8062224, "r": 534.0555600400004, "b": 573.2954048, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "≥ size of the main", "text": "≥ size of the main" }, { "self_ref": "#/texts/7157", "parent": { "$ref": "#/pictures/142" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 304, "bbox": { "l": 451.0757, "t": 570.6105424, "r": 537.3386851100001, "b": 563.0997248, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "earthing conductor.", "text": "earthing conductor." }, { "self_ref": "#/texts/7158", "parent": { "$ref": "#/pictures/142" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 304, "bbox": { "l": 451.0757, "t": 560.4148624, "r": 515.8203202000002, "b": 552.9040448, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "Clause 5.5.3.5", "text": "Clause 5.5.3.5" }, { "self_ref": "#/texts/7159", "parent": { "$ref": "#/pictures/142" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 304, "bbox": { "l": 451.0757, "t": 550.2191823999999, "r": 485.2582758000001, "b": 542.7083647999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTE 1", "text": "NOTE 1" }, { "self_ref": "#/texts/7160", "parent": { "$ref": "#/pictures/142" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 304, "bbox": { "l": 63.2936, "t": 439.90742240000003, "r": 143.67619619999996, "b": 432.39660480000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "Double insulation", "text": "Double insulation" }, { "self_ref": "#/texts/7161", "parent": { "$ref": "#/pictures/142" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 304, "bbox": { "l": 63.3873, "t": 429.7107224, "r": 123.04957799999998, "b": 422.1999048, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "shall be fully", "text": "shall be fully" }, { "self_ref": "#/texts/7162", "parent": { "$ref": "#/pictures/142" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 304, "bbox": { "l": 63.3873, "t": 419.5160224, "r": 143.69340609999995, "b": 412.0052048, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "maintained to the", "text": "maintained to the" }, { "self_ref": "#/texts/7163", "parent": { "$ref": "#/pictures/142" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 304, "bbox": { "l": 63.3873, "t": 409.31932240000003, "r": 146.03060359999998, "b": 401.80850480000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "service protection", "text": "service protection" }, { "self_ref": "#/texts/7164", "parent": { "$ref": "#/pictures/142" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 304, "bbox": { "l": 63.3873, "t": 399.1245224, "r": 94.64625420000002, "b": 391.6137048, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "device", "text": "device" }, { "self_ref": "#/texts/7165", "parent": { "$ref": "#/pictures/142" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 304, "bbox": { "l": 63.2936, "t": 439.90742240000003, "r": 143.6761962, "b": 432.39660480000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "Double insulation", "text": "Double insulation" }, { "self_ref": "#/texts/7166", "parent": { "$ref": "#/pictures/142" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 304, "bbox": { "l": 63.3870879, "t": 429.71089276000004, "r": 123.04936589999996, "b": 422.20007516000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "shall be fully", "text": "shall be fully" }, { "self_ref": "#/texts/7167", "parent": { "$ref": "#/pictures/142" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 304, "bbox": { "l": 63.3870879, "t": 419.5160624, "r": 143.693194, "b": 412.0052448, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "maintained to the", "text": "maintained to the" }, { "self_ref": "#/texts/7168", "parent": { "$ref": "#/pictures/142" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 304, "bbox": { "l": 63.3870879, "t": 409.31953276, "r": 146.03039149999998, "b": 401.80871516, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "service protection", "text": "service protection" }, { "self_ref": "#/texts/7169", "parent": { "$ref": "#/pictures/142" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 304, "bbox": { "l": 63.3870879, "t": 399.1247024, "r": 94.64604209999997, "b": 391.6138848, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "device", "text": "device" }, { "self_ref": "#/texts/7170", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 304, "bbox": { "l": 85.08, "t": 253.94029999999998, "r": 189.88319999999993, "b": 240.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "5.5.4 Continuity", "text": "5.5.4 Continuity", "level": 1 }, { "self_ref": "#/texts/7171", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 304, "bbox": { "l": 85.08, "t": 233.96029999999996, "r": 182.93760000000006, "b": 220.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "5.5.4.1 General", "text": "5.5.4.1 General", "level": 1 }, { "self_ref": "#/texts/7172", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 304, "bbox": { "l": 85.07999999999993, "t": 213.9203, "r": 513.6528000000006, "b": 130.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 430 ] } ], "orig": "Earthing conductors shall be suitably protected against mechanical and chemical deterioration and electrodynamic forces. Star or cutting washers or similar devices that effectively cut through paint or similar coatings are considered to be an acceptable method of ensuring earth continuity across bolted or clamped joints between metal equipment panels or framework that have painted or coated surfaces.", "text": "Earthing conductors shall be suitably protected against mechanical and chemical deterioration and electrodynamic forces. Star or cutting washers or similar devices that effectively cut through paint or similar coatings are considered to be an acceptable method of ensuring earth continuity across bolted or clamped joints between metal equipment panels or framework that have painted or coated surfaces." }, { "self_ref": "#/texts/7173", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 304, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7174", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 305, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7175", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 305, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "301", "text": "301" }, { "self_ref": "#/texts/7176", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 305, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/7177", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 305, "bbox": { "l": 85.08, "t": 751.9403, "r": 302.69400000000024, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "5.5.4.2 Conductive wiring enclosures", "text": "5.5.4.2 Conductive wiring enclosures", "level": 1 }, { "self_ref": "#/texts/7178", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 305, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 513.6060000000009, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 291 ] } ], "orig": "Conductive wiring enclosures and associated fittings that are required to be earthed, including those used as an earthing medium, shall be mechanically and electrically continuous. The impedance of such a wiring enclosure earthing arrangement shall be in accordance with Clause 5.7.", "text": "Conductive wiring enclosures and associated fittings that are required to be earthed, including those used as an earthing medium, shall be mechanically and electrically continuous. The impedance of such a wiring enclosure earthing arrangement shall be in accordance with Clause 5.7." }, { "self_ref": "#/texts/7179", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 305, "bbox": { "l": 85.07999999999998, "t": 669.9203, "r": 429.0552000000006, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "5.5.4.3 Conductive sheaths, armours and screens of cables", "text": "5.5.4.3 Conductive sheaths, armours and screens of cables", "level": 1 }, { "self_ref": "#/texts/7180", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 305, "bbox": { "l": 85.07999999999998, "t": 649.9403, "r": 513.6324000000002, "b": 566.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 431 ] } ], "orig": "Conductive sheaths, armours and screens of cables and associated fittings that are required to be earthed, including those used as an earthing medium, shall be mechanically and electrically continuous. The impedance of such cable components and associated fittings providing earth continuity shall be in accordance with that required for a copper earthing conductor determined in accordance with Clause 5.3.3.", "text": "Conductive sheaths, armours and screens of cables and associated fittings that are required to be earthed, including those used as an earthing medium, shall be mechanically and electrically continuous. The impedance of such cable components and associated fittings providing earth continuity shall be in accordance with that required for a copper earthing conductor determined in accordance with Clause 5.3.3." }, { "self_ref": "#/texts/7181", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 305, "bbox": { "l": 85.07999999999998, "t": 559.9403, "r": 248.32560000000018, "b": 546.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "5.5.4.4 Connecting devices", "text": "5.5.4.4 Connecting devices", "level": 1 }, { "self_ref": "#/texts/7182", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 305, "bbox": { "l": 85.07999999999998, "t": 539.9603, "r": 513.6384000000011, "b": 484.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 249 ] } ], "orig": "Where electrical equipment is connected to the installation wiring by a connection in the form of a plug and socket-outlet, appliance plug or similar connecting device, any connection of exposed conductive parts to earth shall be-", "text": "Where electrical equipment is connected to the installation wiring by a connection in the form of a plug and socket-outlet, appliance plug or similar connecting device, any connection of exposed conductive parts to earth shall be-" }, { "self_ref": "#/texts/7183", "parent": { "$ref": "#/groups/733" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 305, "bbox": { "l": 85.07999999999998, "t": 477.92029999999994, "r": 513.6035999999999, "b": 450.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "(a) made automatically, before the live connections are made, when any plug portion is inserted in the corresponding socket-outlet; and", "text": "(a) made automatically, before the live connections are made, when any plug portion is inserted in the corresponding socket-outlet; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7184", "parent": { "$ref": "#/groups/733" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 305, "bbox": { "l": 85.07999999999998, "t": 443.9602999999999, "r": 513.6492, "b": 416.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "(b) broken automatically, not before the live connections are broken, when any plug portion is withdrawn from the corresponding socket-outlet.", "text": "(b) broken automatically, not before the live connections are broken, when any plug portion is withdrawn from the corresponding socket-outlet.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7185", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 305, "bbox": { "l": 85.08000000000004, "t": 409.94029999999987, "r": 194.43719999999996, "b": 396.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "5.5.5 Installation", "text": "5.5.5 Installation", "level": 1 }, { "self_ref": "#/texts/7186", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 305, "bbox": { "l": 85.08000000000004, "t": 389.96029999999985, "r": 182.9376000000001, "b": 376.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "5.5.5.1 General", "text": "5.5.5.1 General", "level": 1 }, { "self_ref": "#/texts/7187", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 305, "bbox": { "l": 85.07999999999998, "t": 369.9202999999998, "r": 513.6144, "b": 328.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 229 ] } ], "orig": "All earthing conductors and other forms of earthing medium shall be installed in a manner that provides adequate protection against likely mechanical damage, inadvertent interference and chemical deterioration.", "text": "All earthing conductors and other forms of earthing medium shall be installed in a manner that provides adequate protection against likely mechanical damage, inadvertent interference and chemical deterioration." }, { "self_ref": "#/texts/7188", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 305, "bbox": { "l": 96.42, "t": 324.8552095, "r": 513.356909629999, "b": 299.61923892000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "NOTE: In areas of high lightning activity, the provisions of AS/NZS 1768 should be considered.", "text": "NOTE: In areas of high lightning activity, the provisions of AS/NZS 1768 should be considered." }, { "self_ref": "#/texts/7189", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 305, "bbox": { "l": 85.08, "t": 292.94039999999995, "r": 355.82640000000004, "b": 279.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "5.5.5.2 Protection against mechanical damage", "text": "5.5.5.2 Protection against mechanical damage", "level": 1 }, { "self_ref": "#/texts/7190", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 305, "bbox": { "l": 85.07999999999998, "t": 272.96039999999994, "r": 513.6276000000009, "b": 217.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 229 ] } ], "orig": "Earthing conductors shall be protected against becoming displaced, damaged or cut by means of one or a combination of the following methods appropriate to the expected conditions of mechanical damage at the point of installation:", "text": "Earthing conductors shall be protected against becoming displaced, damaged or cut by means of one or a combination of the following methods appropriate to the expected conditions of mechanical damage at the point of installation:" }, { "self_ref": "#/texts/7191", "parent": { "$ref": "#/groups/734" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 305, "bbox": { "l": 85.07999999999998, "t": 210.92039999999997, "r": 513.6743999999999, "b": 169.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 175 ] } ], "orig": "(a) Fixing by means of clamps, clips, saddles, clouts or similar devices that shall not pass between the strands of the conductor or damage the conductor.", "text": "(a) Fixing by means of clamps, clips, saddles, clouts or similar devices that shall not pass between the strands of the conductor or damage the conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7192", "parent": { "$ref": "#/groups/734" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 305, "bbox": { "l": 85.07999999999998, "t": 162.92039999999997, "r": 417.4415999999996, "b": 149.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "(b) Guarding by metallic barriers or other robust material.", "text": "(b) Guarding by metallic barriers or other robust material.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7193", "parent": { "$ref": "#/groups/734" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 305, "bbox": { "l": 85.07999999999998, "t": 142.94040000000007, "r": 483.6888000000003, "b": 129.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "(c) Installing in a wiring enclosure, in accordance with Clause 3.10.2.", "text": "(c) Installing in a wiring enclosure, in accordance with Clause 3.10.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7194", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 305, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7195", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 306, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7196", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 306, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "302", "text": "302" }, { "self_ref": "#/texts/7197", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 306, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/7198", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 306, "bbox": { "l": 85.08, "t": 751.9403, "r": 295.3728000000003, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "5.5.5.3 Protection against corrosion", "text": "5.5.5.3 Protection against corrosion", "level": 1 }, { "self_ref": "#/texts/7199", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 306, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 513.6708000000003, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 169 ] } ], "orig": "Earthing conductors, and any associated fixing devices, shall be protected from corrosion, including the effects of moisture or contact with dissimilar metals.", "text": "Earthing conductors, and any associated fixing devices, shall be protected from corrosion, including the effects of moisture or contact with dissimilar metals." }, { "self_ref": "#/texts/7200", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 306, "bbox": { "l": 85.07999999999998, "t": 683.9603, "r": 513.6156000000011, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "Earthing conductors and associated fittings and fixing devices shall comply with the following requirements:", "text": "Earthing conductors and associated fittings and fixing devices shall comply with the following requirements:" }, { "self_ref": "#/texts/7201", "parent": { "$ref": "#/groups/735" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 306, "bbox": { "l": 85.08000000000001, "t": 649.9403, "r": 513.6036000000006, "b": 580.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 316 ] } ], "orig": "(a) Underground and damp situations All joints and terminations installed in an underground location or other damp situation shall be sealed to prevent the entry of moisture. All associated fittings and fixing devices in such locations shall be constructed of, or protected by, corrosionresistant material.", "text": "(a) Underground and damp situations All joints and terminations installed in an underground location or other damp situation shall be sealed to prevent the entry of moisture. All associated fittings and fixing devices in such locations shall be constructed of, or protected by, corrosionresistant material.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7202", "parent": { "$ref": "#/groups/735" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 306, "bbox": { "l": 85.0800000000001, "t": 573.9203, "r": 513.694800000002, "b": 518.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 263 ] } ], "orig": "(b) Exposed to the weather All joints, terminations, fittings and fixtures in locations exposed to the weather shall be constructed of, or protected by, corrosion-resistant material in such a manner that will prevent the entry of moisture affecting the conductor.", "text": "(b) Exposed to the weather All joints, terminations, fittings and fixtures in locations exposed to the weather shall be constructed of, or protected by, corrosion-resistant material in such a manner that will prevent the entry of moisture affecting the conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7203", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 306, "bbox": { "l": 85.08000000000013, "t": 511.9403, "r": 285.41039999999987, "b": 498.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "5.5.5.4 Aerial earthing conductors", "text": "5.5.5.4 Aerial earthing conductors", "level": 1 }, { "self_ref": "#/texts/7204", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 306, "bbox": { "l": 85.08000000000013, "t": 491.96029999999996, "r": 295.24800000000016, "b": 478.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "Aerial earthing conductors shall be-", "text": "Aerial earthing conductors shall be-" }, { "self_ref": "#/texts/7205", "parent": { "$ref": "#/groups/736" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 306, "bbox": { "l": 85.08000000000013, "t": 471.92029999999994, "r": 391.0584000000007, "b": 458.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "(a) supported in accordance with Clause 3.12.5; and", "text": "(a) supported in accordance with Clause 3.12.5; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7206", "parent": { "$ref": "#/groups/736" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 306, "bbox": { "l": 85.08000000000013, "t": 451.9402999999999, "r": 365.09280000000075, "b": 438.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "(b) identified in accordance with Clause 3.8.3.4.", "text": "(b) identified in accordance with Clause 3.8.3.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7207", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 306, "bbox": { "l": 85.08000000000013, "t": 431.9602999999999, "r": 289.3896000000003, "b": 418.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "5.5.5.5 Buried earthing conductors", "text": "5.5.5.5 Buried earthing conductors", "level": 1 }, { "self_ref": "#/texts/7208", "parent": { "$ref": "#/groups/737" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 306, "bbox": { "l": 85.08000000000013, "t": 411.9202999999999, "r": 513.7103999999998, "b": 342.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 321 ] } ], "orig": "(a) Installation conditions A bare or insulated earthing conductor buried direct in the ground or installed in an underground enclosure shall be subject to the depth of laying and mechanical protection requirements appropriate to the method of installation for a sheathed conductor, in accordance with Clause 3.11.", "text": "(a) Installation conditions A bare or insulated earthing conductor buried direct in the ground or installed in an underground enclosure shall be subject to the depth of laying and mechanical protection requirements appropriate to the method of installation for a sheathed conductor, in accordance with Clause 3.11.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7209", "parent": { "$ref": "#/groups/737" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 306, "bbox": { "l": 85.08000000000015, "t": 335.9602999999998, "r": 513.6576000000011, "b": 294.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 199 ] } ], "orig": "(b) Bare earthing conductors In addition, bare earthing conductors shall be buried direct in the ground or installed in an underground enclosure only where they are copper not less than 25 mm 2 .", "text": "(b) Bare earthing conductors In addition, bare earthing conductors shall be buried direct in the ground or installed in an underground enclosure only where they are copper not less than 25 mm 2 .", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7210", "parent": { "$ref": "#/groups/737" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 306, "bbox": { "l": 85.07999999999998, "t": 287.96039999999994, "r": 513.6048000000005, "b": 260.5283999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "(c) Walls and partitions An earthing conductor that passes through a wall or partition shall not be considered as a buried earthing conductor.", "text": "(c) Walls and partitions An earthing conductor that passes through a wall or partition shall not be considered as a buried earthing conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7211", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 306, "bbox": { "l": 85.08000000000001, "t": 253.94039999999995, "r": 203.544, "b": 240.5483999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "5.5.6 Connections", "text": "5.5.6 Connections", "level": 1 }, { "self_ref": "#/texts/7212", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 306, "bbox": { "l": 85.08000000000001, "t": 233.96039999999994, "r": 202.6032000000001, "b": 220.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "5.5.6.1 Conductors", "text": "5.5.6.1 Conductors", "level": 1 }, { "self_ref": "#/texts/7213", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 306, "bbox": { "l": 85.08000000000001, "t": 213.92039999999997, "r": 453.82920000000047, "b": 200.52839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "Connections in earthing conductors shall comply with Clause 3.7.", "text": "Connections in earthing conductors shall comply with Clause 3.7." }, { "self_ref": "#/texts/7214", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 306, "bbox": { "l": 85.08000000000001, "t": 193.94039999999995, "r": 291.1463999999999, "b": 180.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "5.5.6.2 Constructional components", "text": "5.5.6.2 Constructional components", "level": 1 }, { "self_ref": "#/texts/7215", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 306, "bbox": { "l": 85.07999999999998, "t": 173.96039999999994, "r": 513.6720000000001, "b": 118.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 264 ] } ], "orig": "The exposed conductive parts of electrical equipment may be earthed by the connection of a protective earthing conductor to a constructional bolt, stud, screw or similar terminal arrangement forming an integral part of the electrical equipment.", "text": "The exposed conductive parts of electrical equipment may be earthed by the connection of a protective earthing conductor to a constructional bolt, stud, screw or similar terminal arrangement forming an integral part of the electrical equipment." }, { "self_ref": "#/texts/7216", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 306, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7217", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 307, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7218", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 307, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "303", "text": "303" }, { "self_ref": "#/texts/7219", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 307, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/7220", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 307, "bbox": { "l": 85.08, "t": 751.9403, "r": 477.3336000000005, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "Such earthing shall be in accordance with the following requirements:", "text": "Such earthing shall be in accordance with the following requirements:" }, { "self_ref": "#/texts/7221", "parent": { "$ref": "#/groups/738" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 307, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 513.6060000000006, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "(a) The terminal shall be mechanically and electrically continuous with the exposed conductive part to be earthed.", "text": "(a) The terminal shall be mechanically and electrically continuous with the exposed conductive part to be earthed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7222", "parent": { "$ref": "#/groups/738" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 307, "bbox": { "l": 85.07999999999998, "t": 697.9403, "r": 513.5664000000008, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "(b) The protective earthing conductor shall be capable of being removed from the terminal without-", "text": "(b) The protective earthing conductor shall be capable of being removed from the terminal without-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7223", "parent": { "$ref": "#/groups/738" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 307, "bbox": { "l": 113.39999999999998, "t": 663.9203, "r": 513.6648000000002, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "(i) reducing the effectiveness of the bolt, stud, or screw as a constructional medium in any way; or", "text": "(i) reducing the effectiveness of the bolt, stud, or screw as a constructional medium in any way; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7224", "parent": { "$ref": "#/groups/738" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 307, "bbox": { "l": 113.40000000000003, "t": 629.9603, "r": 513.6131999999997, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 83 ] } ], "orig": "(ii) causing any parts of the electrical equipment to lose their relative rigidity.", "text": "(ii) causing any parts of the electrical equipment to lose their relative rigidity.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7225", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 307, "bbox": { "l": 113.46000000000004, "t": 595.9403, "r": 513.6036000000008, "b": 568.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "A stud that also serves for securing a terminal cover may be used for the connection provided that it complies with Items (c) and (d).", "text": "A stud that also serves for securing a terminal cover may be used for the connection provided that it complies with Items (c) and (d)." }, { "self_ref": "#/texts/7226", "parent": { "$ref": "#/groups/739" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 307, "bbox": { "l": 85.08000000000004, "t": 561.9203, "r": 502.15680000000066, "b": 548.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(c) The removal of any covers or parts that are likely to be removed to-", "text": "(c) The removal of any covers or parts that are likely to be removed to-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7227", "parent": { "$ref": "#/groups/739" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 307, "bbox": { "l": 113.40000000000003, "t": 541.9403, "r": 310.2732000000003, "b": 528.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "(i) obtain access to terminals; or", "text": "(i) obtain access to terminals; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7228", "parent": { "$ref": "#/groups/739" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 307, "bbox": { "l": 113.40000000000003, "t": 521.9603, "r": 513.5340000000002, "b": 474.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 128 ] } ], "orig": "(ii) adjust the electrical equipment or parts thereof, shall not disturb or reduce the effectiveness of the earthing connection.", "text": "(ii) adjust the electrical equipment or parts thereof, shall not disturb or reduce the effectiveness of the earthing connection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7229", "parent": { "$ref": "#/groups/739" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 307, "bbox": { "l": 85.07999999999998, "t": 467.9602999999999, "r": 371.1072000000004, "b": 454.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "(d) The bolt, stud or screw shall not be used to-", "text": "(d) The bolt, stud or screw shall not be used to-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7230", "parent": { "$ref": "#/groups/739" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 307, "bbox": { "l": 113.39999999999998, "t": 447.9202999999999, "r": 375.16320000000036, "b": 434.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "(i) fix the electrical equipment in position; or", "text": "(i) fix the electrical equipment in position; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7231", "parent": { "$ref": "#/groups/739" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 307, "bbox": { "l": 113.39999999999998, "t": 427.94029999999987, "r": 491.83919999999995, "b": 414.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "(ii) adjust the position of the electrical equipment or any part of it.", "text": "(ii) adjust the position of the electrical equipment or any part of it.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7232", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 307, "bbox": { "l": 85.07999999999998, "t": 399.9802999999999, "r": 280.6007999999999, "b": 386.5882999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "5.6 EQUIPOTENTIAL BONDING", "text": "5.6 EQUIPOTENTIAL BONDING", "level": 1 }, { "self_ref": "#/texts/7233", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 307, "bbox": { "l": 85.07999999999998, "t": 379.94029999999987, "r": 174.2639999999999, "b": 366.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "5.6.1 General", "text": "5.6.1 General", "level": 1 }, { "self_ref": "#/texts/7234", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 307, "bbox": { "l": 85.07999999999998, "t": 359.96029999999985, "r": 513.6732000000009, "b": 304.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 214 ] } ], "orig": "Equipotential bonding is intended to minimize the risks associated with the occurrence of voltage differences between exposed conductive parts of electrical equipment and extraneous conductive parts.", "text": "Equipotential bonding is intended to minimize the risks associated with the occurrence of voltage differences between exposed conductive parts of electrical equipment and extraneous conductive parts." }, { "self_ref": "#/texts/7235", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 307, "bbox": { "l": 85.07999999999998, "t": 297.92029999999977, "r": 513.6203999999999, "b": 270.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "Such voltage differences can arise from a range of sources including the following:", "text": "Such voltage differences can arise from a range of sources including the following:" }, { "self_ref": "#/texts/7236", "parent": { "$ref": "#/groups/740" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 307, "bbox": { "l": 85.08000000000001, "t": 263.96029999999973, "r": 513.5880000000006, "b": 222.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 187 ] } ], "orig": "(a) A fault external to the installation, either on an incoming extraneous conductor (such as a water or gas pipe, etc.) or on the supply neutral and protective earthing system.", "text": "(a) A fault external to the installation, either on an incoming extraneous conductor (such as a water or gas pipe, etc.) or on the supply neutral and protective earthing system.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7237", "parent": { "$ref": "#/groups/740" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 307, "bbox": { "l": 85.08000000000004, "t": 215.96029999999973, "r": 513.6156000000001, "b": 188.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "(b) Distribution system load current in the soil passing through a swimming pool.", "text": "(b) Distribution system load current in the soil passing through a swimming pool.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7238", "parent": { "$ref": "#/groups/740" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 307, "bbox": { "l": 85.08000000000007, "t": 181.94029999999975, "r": 513.6444000000013, "b": 154.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "(c) Telecommunication system voltages on equipment adjacent to exposed conductive parts.", "text": "(c) Telecommunication system voltages on equipment adjacent to exposed conductive parts.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7239", "parent": { "$ref": "#/groups/740" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 307, "bbox": { "l": 85.08000000000007, "t": 147.92029999999977, "r": 513.5639999999999, "b": 120.54829999999981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 140 ] } ], "orig": "(d) Lightning discharges either directly within the installation or effecting the incoming extraneous conductor or the supply mains.", "text": "(d) Lightning discharges either directly within the installation or effecting the incoming extraneous conductor or the supply mains.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7240", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 307, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7241", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 308, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7242", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 308, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "304", "text": "304" }, { "self_ref": "#/texts/7243", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 308, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/7244", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 308, "bbox": { "l": 85.08, "t": 751.9403, "r": 205.56720000000013, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "5.6.2 Arrangement", "text": "5.6.2 Arrangement", "level": 1 }, { "self_ref": "#/texts/7245", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 308, "bbox": { "l": 85.08, "t": 731.9603, "r": 182.93760000000006, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "5.6.2.1 General", "text": "5.6.2.1 General", "level": 1 }, { "self_ref": "#/texts/7246", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 308, "bbox": { "l": 85.07999999999998, "t": 711.9203, "r": 513.6588000000002, "b": 628.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 411 ] } ], "orig": "Equipotential bonding arrangements shall be provided in accordance with Clauses 5.6.2.2 to 5.6.2.6 to avoid any potential differences that may occur between electrical equipment connected to the electrical installation earthing system and any conductive piping (including taps etc.) that may independently be in contact with the mass of earth (see Figures 5.7 and 5.8 for arrangement details).", "text": "Equipotential bonding arrangements shall be provided in accordance with Clauses 5.6.2.2 to 5.6.2.6 to avoid any potential differences that may occur between electrical equipment connected to the electrical installation earthing system and any conductive piping (including taps etc.) that may independently be in contact with the mass of earth (see Figures 5.7 and 5.8 for arrangement details)." }, { "self_ref": "#/texts/7247", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 308, "bbox": { "l": 85.08000000000004, "t": 621.9203, "r": 401.37960000000066, "b": 608.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "Additional equipotential bonding requirements apply for:", "text": "Additional equipotential bonding requirements apply for:" }, { "self_ref": "#/texts/7248", "parent": { "$ref": "#/groups/741" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 308, "bbox": { "l": 85.08000000000004, "t": 601.9403, "r": 513.6192000000002, "b": 574.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "(a) Patient areas of hospitals, medical and dental practices and dialyzing locations, in accordance with AS/NZS 3003.", "text": "(a) Patient areas of hospitals, medical and dental practices and dialyzing locations, in accordance with AS/NZS 3003.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7249", "parent": { "$ref": "#/groups/741" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 308, "bbox": { "l": 85.08000000000007, "t": 567.9203, "r": 426.70800000000037, "b": 554.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "(b) Explosive atmospheres, in accordance with Clause 7.7.", "text": "(b) Explosive atmospheres, in accordance with Clause 7.7.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7250", "parent": { "$ref": "#/groups/741" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 308, "bbox": { "l": 85.08000000000007, "t": 547.9403, "r": 498.4716000000012, "b": 534.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "(c) Telecommunications installations, in accordance with AS/NZS 3015.", "text": "(c) Telecommunications installations, in accordance with AS/NZS 3015.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7251", "parent": { "$ref": "#/groups/741" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 308, "bbox": { "l": 85.0800000000001, "t": 527.9603, "r": 485.2056000000006, "b": 514.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "(d) Film, video and television sites, in accordance with AS/NZS 4249.", "text": "(d) Film, video and television sites, in accordance with AS/NZS 4249.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7252", "parent": { "$ref": "#/groups/741" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 308, "bbox": { "l": 85.08000000000013, "t": 507.92029999999994, "r": 420.4776000000007, "b": 494.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "(e) Photovoltaic arrays, in accordance with AS/NZS 5033.", "text": "(e) Photovoltaic arrays, in accordance with AS/NZS 5033.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7253", "parent": { "$ref": "#/groups/741" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 308, "bbox": { "l": 85.08000000000013, "t": 487.9402999999999, "r": 461.3604000000004, "b": 474.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "(f) Grid connected inverters, in accordance with AS/NZS 4777.1.", "text": "(f) Grid connected inverters, in accordance with AS/NZS 4777.1.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7254", "parent": { "$ref": "#/groups/741" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 308, "bbox": { "l": 85.08000000000013, "t": 467.9602999999999, "r": 408.53400000000073, "b": 454.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "(g) Generating systems, in accordance with Clause 7.3.", "text": "(g) Generating systems, in accordance with Clause 7.3.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7255", "parent": { "$ref": "#/groups/741" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 308, "bbox": { "l": 85.08000000000013, "t": 447.9202999999999, "r": 397.9032, "b": 434.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "(h) Separated circuits, in accordance with Clause 7.4.", "text": "(h) Separated circuits, in accordance with Clause 7.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7256", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 308, "bbox": { "l": 85.08000000000013, "t": 427.94029999999987, "r": 273.20280000000025, "b": 414.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "5.6.2.2 Conductive water piping", "text": "5.6.2.2 Conductive water piping", "level": 1 }, { "self_ref": "#/texts/7257", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 308, "bbox": { "l": 85.08000000000013, "t": 407.96029999999985, "r": 301.67760000000044, "b": 394.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "Conductive water piping that is both-", "text": "Conductive water piping that is both-" }, { "self_ref": "#/texts/7258", "parent": { "$ref": "#/groups/742" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 308, "bbox": { "l": 85.08000000000013, "t": 387.9202999999998, "r": 513.5496, "b": 360.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "(a) installed and accessible within the building containing the electrical installation; and", "text": "(a) installed and accessible within the building containing the electrical installation; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7259", "parent": { "$ref": "#/groups/742" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 308, "bbox": { "l": 85.0800000000001, "t": 353.9602999999998, "r": 513.6024000000003, "b": 326.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "(b) continuously conductive from inside the building to a point of contact with the ground,", "text": "(b) continuously conductive from inside the building to a point of contact with the ground,", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7260", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 308, "bbox": { "l": 85.08000000000004, "t": 319.94029999999975, "r": 462.9744000000004, "b": 306.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "shall be bonded to the earthing system of the electrical installation.", "text": "shall be bonded to the earthing system of the electrical installation." }, { "self_ref": "#/texts/7261", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 308, "bbox": { "l": 85.08000000000004, "t": 299.96029999999973, "r": 513.6552000000014, "b": 258.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 202 ] } ], "orig": "Any equipotential bonding of conductive water piping shall be effected by means of an equipotential bonding conductor connected to the main earthing conductor or earth terminal or bar.", "text": "Any equipotential bonding of conductive water piping shall be effected by means of an equipotential bonding conductor connected to the main earthing conductor or earth terminal or bar." }, { "self_ref": "#/texts/7262", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 308, "bbox": { "l": 85.08000000000004, "t": 251.96029999999973, "r": 513.6852000000009, "b": 210.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 174 ] } ], "orig": "The connection of the bonding conductor to the conductive water piping shall be as close as practicable to the entry of the conductive water piping to the building.", "text": "The connection of the bonding conductor to the conductive water piping shall be as close as practicable to the entry of the conductive water piping to the building." }, { "self_ref": "#/texts/7263", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 308, "bbox": { "l": 96.42, "t": 206.89520949999996, "r": 145.63685257000003, "b": 194.61932109999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/7264", "parent": { "$ref": "#/groups/743" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 308, "bbox": { "l": 96.42, "t": 190.87495514, "r": 513.3316098599989, "b": 126.58053963999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 334 ] } ], "orig": "1 The main earthing conductor may be continued beyond the earth electrode connecting device to form the equipotential bonding conductor to the conductive water piping. A separate connection to the earth electrode does not constitute a connection to the main earthing conductor and does not comply with this Clause.", "text": "1 The main earthing conductor may be continued beyond the earth electrode connecting device to form the equipotential bonding conductor to the conductive water piping. A separate connection to the earth electrode does not constitute a connection to the main earthing conductor and does not comply with this Clause.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7265", "parent": { "$ref": "#/groups/743" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 308, "bbox": { "l": 96.42, "t": 122.89667312999995, "r": 513.4064091799991, "b": 97.60130308999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "2 Item (b) above includes any conductive path through an item of equipment, e.g. a water heater.", "text": "2 Item (b) above includes any conductive path through an item of equipment, e.g. a water heater.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7266", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 308, "bbox": { "l": 66.6, "t": 489.3722, "r": 76.24480199999999, "b": 473.77052000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/7267", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 308, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7268", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 309, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7269", "parent": { "$ref": "#/pictures/143" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 309, "bbox": { "l": 142.98, "t": 410.89520949999996, "r": 455.5014588699993, "b": 385.59983946, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "FIGURE 5.7 EXAMPLES OF EQUIPOTENTIAL BONDING OF CONDUCTIVE WATER PIPING", "text": "FIGURE 5.7 EXAMPLES OF EQUIPOTENTIAL BONDING OF CONDUCTIVE WATER PIPING" }, { "self_ref": "#/texts/7270", "parent": { "$ref": "#/pictures/143" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 309, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "305", "text": "305" }, { "self_ref": "#/texts/7271", "parent": { "$ref": "#/pictures/143" }, "children": [], "content_layer": "body", 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"bonding required.", "text": "bonding required." }, { "self_ref": "#/texts/7277", "parent": { "$ref": "#/pictures/143" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 309, "bbox": { "l": 82.6994, "t": 458.4803052, "r": 124.49542735999995, "b": 450.9709904, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "LEGEND:", "text": "LEGEND:", "level": 1 }, { "self_ref": "#/texts/7278", "parent": { "$ref": "#/pictures/143" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 309, "bbox": { "l": 118.68759116, "t": 447.98680228999996, "r": 236.40864967999983, "b": 440.47748749, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "= Conductive water piping", "text": "= Conductive water piping" }, { "self_ref": "#/texts/7279", "parent": { "$ref": "#/pictures/143" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 309, "bbox": { "l": 118.68759116, "t": 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"children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 309, "bbox": { "l": 320.4426, "t": 596.1090993800001, "r": 370.16906412000003, "b": 588.5997845800001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "wall cavity.", "text": "wall cavity." }, { "self_ref": "#/texts/7283", "parent": { "$ref": "#/pictures/143" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 309, "bbox": { "l": 320.4426, "t": 575.12209356, "r": 407.6519127599997, "b": 567.6127787600001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "No internal access.", "text": "No internal access." }, { "self_ref": "#/texts/7284", "parent": { "$ref": "#/pictures/143" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 309, "bbox": { "l": 320.4426, "t": 554.13508774, "r": 379.4734981199998, "b": 546.62577294, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Equipotential", "text": "Equipotential" }, { "self_ref": "#/texts/7285", "parent": { "$ref": "#/pictures/143" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 309, "bbox": { "l": 320.4426, "t": 543.64158483, "r": 373.24759967999995, "b": 536.1322700300001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "bonding not", "text": "bonding not" }, { "self_ref": "#/texts/7286", "parent": { "$ref": "#/pictures/143" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 309, "bbox": { "l": 320.4426, "t": 533.1480819200001, "r": 360.6887380800001, "b": 525.6387671200001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "required.", "text": "required." }, { "self_ref": "#/texts/7287", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 309, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7288", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 310, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7289", "parent": { "$ref": "#/pictures/144" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 310, "bbox": { "l": 142.98, "t": 406.8752095, "r": 455.5014588699993, "b": 381.57983946, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "FIGURE 5.8 EXAMPLES OF EQUIPOTENTIAL BONDING OF CONDUCTIVE WATER PIPING (WITH EXCEPTION)", "text": "FIGURE 5.8 EXAMPLES OF EQUIPOTENTIAL BONDING OF CONDUCTIVE WATER PIPING (WITH EXCEPTION)" }, { "self_ref": "#/texts/7290", "parent": { "$ref": "#/pictures/144" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 310, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/7291", "parent": { "$ref": "#/pictures/144" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 310, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "306", "text": "306" }, { "self_ref": "#/texts/7292", "parent": { "$ref": "#/pictures/144" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 310, "bbox": { "l": 86.0528, "t": 695.5432348, "r": 156.58973702999998, "b": 688.0333896, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "Non-conductive", "text": "Non-conductive" }, { "self_ref": "#/texts/7293", "parent": { "$ref": "#/pictures/144" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 310, "bbox": { "l": 86.0528, "t": 685.04899071, "r": 140.77456227000008, "b": 677.5391455099999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "water piping", "text": "water piping" }, { 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"label": "text", "prov": [ { "page_no": 310, "bbox": { "l": 323.7966, "t": 674.55474662, "r": 389.6795658200001, "b": 667.0449014199999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "f r o m ground to", "text": "f r o m ground to" }, { "self_ref": "#/texts/7303", "parent": { "$ref": "#/pictures/144" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 310, "bbox": { "l": 323.7966, "t": 664.0605025299999, "r": 406.22210946000024, "b": 656.5506573299998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "conductive piping.", "text": "conductive piping." }, { "self_ref": "#/texts/7304", "parent": { "$ref": "#/pictures/144" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 310, "bbox": { "l": 323.7966, "t": 643.0720143499999, "r": 395.78912452, "b": 635.5621691499998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "I nternal access.", "text": "I nternal access." }, { 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"BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "required.", "text": "required." }, { "self_ref": "#/texts/7308", "parent": { "$ref": "#/pictures/144" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 310, "bbox": { "l": 86.0528, "t": 457.9304348, "r": 127.84931923999999, "b": 450.4205896, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "LEGEND:", "text": "LEGEND:" }, { "self_ref": "#/texts/7309", "parent": { "$ref": "#/pictures/144" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 310, "bbox": { "l": 122.04141469000001, "t": 447.43619071, "r": 239.7910499799998, "b": 439.92634551000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "= Conductive water piping", "text": "= Conductive water piping" }, { "self_ref": "#/texts/7310", "parent": { "$ref": "#/pictures/144" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 310, "bbox": { "l": 122.04141469000001, "t": 436.94194662, "r": 260.03671695999975, "b": 429.43210142000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "= Non-conductive water piping", "text": "= Non-conductive water piping" }, { "self_ref": "#/texts/7311", "parent": { "$ref": "#/pictures/144" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 310, "bbox": { "l": 316.9068, "t": 458.53217440000003, "r": 321.5733218, "b": 447.9300088, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/7312", "parent": { "$ref": "#/pictures/144" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 310, "bbox": { "l": 316.9068, "t": 621.1087081, "r": 321.5733218, "b": 610.5065425, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/7313", "parent": { "$ref": "#/pictures/144" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 310, "bbox": { "l": 79.13851713999998, "t": 621.5164837, "r": 83.80503893999997, "b": 610.9143181000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/7314", "parent": { "$ref": "#/pictures/144" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 310, "bbox": { "l": 323.7376, "t": 459.1107348, "r": 472.05967096000023, "b": 451.6008896, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "NOTE: Bonding recommended if", "text": "NOTE: Bonding recommended if" }, { "self_ref": "#/texts/7315", "parent": { "$ref": "#/pictures/144" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 310, "bbox": { "l": 323.7376, "t": 448.91637479999997, "r": 515.1112414099994, "b": 441.4065296, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "conductive path exists from tap to ground", "text": "conductive path exists from tap to ground" }, { "self_ref": "#/texts/7316", "parent": { "$ref": "#/pictures/144" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 310, "bbox": { "l": 323.7376, "t": 438.72201479999995, "r": 441.7905888999995, "b": 431.2121696, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "t hrough building materials", "text": "t hrough building materials" }, { "self_ref": "#/texts/7317", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 310, "bbox": { "l": 85.08, "t": 368.9603, "r": 320.9004000000003, "b": 355.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "5.6.2.3 Other conductive piping systems", "text": "5.6.2.3 Other conductive piping systems", "level": 1 }, { "self_ref": "#/texts/7318", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 310, "bbox": { "l": 85.07999999999998, "t": 348.9203, "r": 513.7188000000009, "b": 279.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 319 ] } ], "orig": "Conductive piping systems associated with fire sprinklers, gas, water or flammable liquid that are unavoidably in contact with the exposed conductive parts of wiring enclosures, cable components or other electrical equipment shall be connected to such equipment by means of an equipotential bonding conductor.", "text": "Conductive piping systems associated with fire sprinklers, gas, water or flammable liquid that are unavoidably in contact with the exposed conductive parts of wiring enclosures, cable components or other electrical equipment shall be connected to such equipment by means of an equipotential bonding conductor." }, { "self_ref": "#/texts/7319", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 310, "bbox": { "l": 85.07999999999998, "t": 272.96029999999996, "r": 513.584400000001, "b": 231.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 212 ] } ], "orig": "Exception: Bonding need not be provided where the piping system is effectively earthed by connection to an associated item of electrical equipment, e.g. pipes connected to electric hot water systems.", "text": "Exception: Bonding need not be provided where the piping system is effectively earthed by connection to an associated item of electrical equipment, e.g. pipes connected to electric hot water systems." }, { "self_ref": "#/texts/7320", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 310, "bbox": { "l": 85.07999999999998, "t": 224.96029999999996, "r": 472.8336000000006, "b": 211.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "5.6.2.4 Conductive cable sheaths and conductive wiring enclosures", "text": "5.6.2.4 Conductive cable sheaths and conductive wiring enclosures", "level": 1 }, { "self_ref": "#/texts/7321", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 310, "bbox": { "l": 85.07999999999998, "t": 204.9203, "r": 513.5927999999998, "b": 163.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 161 ] } ], "orig": "The conductive sheath, armour or conductive wiring enclosure of conductors operating at above extra-low voltage shall comply with one of the following:", "text": "The conductive sheath, armour or conductive wiring enclosure of conductors operating at above extra-low voltage shall comply with one of the following:" }, { "self_ref": "#/texts/7322", "parent": { "$ref": "#/groups/744" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 310, "bbox": { "l": 85.07999999999998, "t": 156.9203, "r": 513.6432000000001, "b": 87.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 306 ] } ], "orig": "(a) The conductive sheath, armour or conductive wiring enclosure of conductors shall be bonded to any conductive pipes containing flammable agents, such as gas or oil, with which they are in contact. The bonding shall be arranged to prevent appreciable voltage differences at points of contact.", "text": "(a) The conductive sheath, armour or conductive wiring enclosure of conductors shall be bonded to any conductive pipes containing flammable agents, such as gas or oil, with which they are in contact. The bonding shall be arranged to prevent appreciable voltage differences at points of contact.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7323", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 310, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7324", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 311, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7325", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 311, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "307", "text": "307" }, { "self_ref": "#/texts/7326", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 311, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/7327", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 311, "bbox": { "l": 113.46, "t": 751.9403, "r": 128.0736, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "or", "text": "or" }, { "self_ref": "#/texts/7328", "parent": { "$ref": "#/groups/745" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 311, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 513.692400000001, "b": 662.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 325 ] } ], "orig": "(b) Where it is impracticable to achieve the bonding specified in Item (a), the conductive cable sheath, armour or conductive wiring enclosures shall be separated from any non-earthed conductive pipes containing flammable agents. This separation shall overlap the points of crossing by 25 mm in all directions and be-", "text": "(b) Where it is impracticable to achieve the bonding specified in Item (a), the conductive cable sheath, armour or conductive wiring enclosures shall be separated from any non-earthed conductive pipes containing flammable agents. This separation shall overlap the points of crossing by 25 mm in all directions and be-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7329", "parent": { "$ref": "#/groups/745" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 311, "bbox": { "l": 113.39999999999998, "t": 655.9403, "r": 333.06239999999974, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "(i) a rigid spacing of 25 mm in air; or", "text": "(i) a rigid spacing of 25 mm in air; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7330", "parent": { "$ref": "#/groups/745" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 311, "bbox": { "l": 113.39999999999998, "t": 635.9603, "r": 412.8720000000008, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "(ii) a 6 mm thickness of durable insulating material.", "text": "(ii) a 6 mm thickness of durable insulating material.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7331", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 311, "bbox": { "l": 85.07999999999998, "t": 615.9203, "r": 274.59600000000023, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "5.6.2.5 Showers and bathrooms", "text": "5.6.2.5 Showers and bathrooms", "level": 1 }, { "self_ref": "#/texts/7332", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 311, "bbox": { "l": 85.07999999999993, "t": 595.9403, "r": 513.6264000000003, "b": 554.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 178 ] } ], "orig": "Any conductive reinforcing within a concrete floor or wall of a room containing a shower or bath shall be bonded to the earthing system of the electrical installation.", "text": "Any conductive reinforcing within a concrete floor or wall of a room containing a shower or bath shall be bonded to the earthing system of the electrical installation." }, { "self_ref": "#/texts/7333", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 311, "bbox": { "l": 85.07999999999993, "t": 547.9403, "r": 513.6636000000013, "b": 506.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 157 ] } ], "orig": "An equipotential bonding conductor, in accordance with Clause 5.6.3, shall be connected between the reinforcing material and any part of the earthing system.", "text": "An equipotential bonding conductor, in accordance with Clause 5.6.3, shall be connected between the reinforcing material and any part of the earthing system." }, { "self_ref": "#/texts/7334", "parent": { "$ref": "#/groups/746" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 311, "bbox": { "l": 64.44, "t": 500.0522, "r": 513.6096, "b": 458.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 227 ] } ], "orig": "For a combined outbuilding, each structure within that outbuilding that contains a shower or bathroom shall contain its own individual bonding connection to the conductive reinforcing within that structure. *", "text": "For a combined outbuilding, each structure within that outbuilding that contains a shower or bathroom shall contain its own individual bonding connection to the conductive reinforcing within that structure. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7335", "parent": { "$ref": "#/groups/746" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 311, "bbox": { "l": 64.38, "t": 451.94029999999987, "r": 513.6264000000015, "b": 396.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 287 ] } ], "orig": "Providing the reinforcement is electrically continuous across the whole of the combined outbuilding (refer to Note 3), one bonding conductor connecting the reinforcement to the earth bar or link of the switchboard that supplies all of the combined outbuilding is satisfactory. *", "text": "Providing the reinforcement is electrically continuous across the whole of the combined outbuilding (refer to Note 3), one bonding conductor connecting the reinforcement to the earth bar or link of the switchboard that supplies all of the combined outbuilding is satisfactory. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7336", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 311, "bbox": { "l": 96.42, "t": 392.89520949999996, "r": 145.63685257000003, "b": 380.6193211, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/7337", "parent": { "$ref": "#/groups/747" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 311, "bbox": { "l": 96.42, "t": 376.87495513999994, "r": 513.3426097599988, "b": 325.60002127999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 279 ] } ], "orig": "1 This requirement is intended to avoid any potential differences that may occur between conductive material connected to, or in contact with, the electrical installation earthing system or earthed electrical appliances and the concrete floor or wall.", "text": "1 This requirement is intended to avoid any potential differences that may occur between conductive material connected to, or in contact with, the electrical installation earthing system or earthed electrical appliances and the concrete floor or wall.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7338", "parent": { "$ref": "#/groups/747" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 311, "bbox": { "l": 96.42, "t": 321.85565532, "r": 513.2623104899988, "b": 296.61968474, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 132 ] } ], "orig": "2 A conductive grille or reinforcement mesh laid in the floor and connected to the equipotential bonding conductor may also be used.", "text": "2 A conductive grille or reinforcement mesh laid in the floor and connected to the equipotential bonding conductor may also be used.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7339", "parent": { "$ref": "#/groups/747" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 311, "bbox": { "l": 96.42, "t": 292.87531878000004, "r": 513.3327098499993, "b": 228.58090328000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 360 ] } ], "orig": "3 Conductive tie-wires used during construction of reinforced concrete structures are considered to be an adequate electrical bond between the conductive reinforcing components. Provided that the reinforcement is satisfactorily electrically connected together, one point of connection of the bonding conductor to the reinforcement is sufficient.", "text": "3 Conductive tie-wires used during construction of reinforced concrete structures are considered to be an adequate electrical bond between the conductive reinforcing components. Provided that the reinforcement is satisfactorily electrically connected together, one point of connection of the bonding conductor to the reinforcement is sufficient.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7340", "parent": { "$ref": "#/groups/747" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 311, "bbox": { "l": 96.42, "t": 224.89703677, "r": 513.380009419999, "b": 186.58218508999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 202 ] } ], "orig": "4 In existing electrical installations, the bonding requirement of this Clause for concrete floors and walls containing conductive reinforcing need not apply, but should be adopted wherever practicable.", "text": "4 In existing electrical installations, the bonding requirement of this Clause for concrete floors and walls containing conductive reinforcing need not apply, but should be adopted wherever practicable.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7341", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 311, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7342", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 312, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7343", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 312, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "308", "text": "308" }, { "self_ref": "#/texts/7344", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 312, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/7345", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 312, "bbox": { "l": 85.08, "t": 751.9403, "r": 278.1912, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "5.6.2.6 Swimming and spa pools", "text": "5.6.2.6 Swimming and spa pools", "level": 1 }, { "self_ref": "#/texts/7346", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 312, "bbox": { "l": 66.6, "t": 732.4322, "r": 269.8512000000003, "b": 716.83052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "5.6.2.6.1 Bonding arrangement *", "text": "5.6.2.6.1 Bonding arrangement *", "level": 1 }, { "self_ref": "#/texts/7347", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 312, "bbox": { "l": 85.08000000000001, "t": 711.9203, "r": 513.6696000000002, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "An equipotential bonding conductor, in accordance with Clause 5.6.3, shall be connected between-", "text": "An equipotential bonding conductor, in accordance with Clause 5.6.3, shall be connected between-" }, { "self_ref": "#/texts/7348", "parent": { "$ref": "#/groups/748" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 312, "bbox": { "l": 85.08000000000004, "t": 677.9603, "r": 513.5891999999999, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 149 ] } ], "orig": "(a) the conductive pool structure and the pool equipotential bonding conductor connection point specified in Clauses 5.6.2.6.2 and 5.6.2.6.3;", "text": "(a) the conductive pool structure and the pool equipotential bonding conductor connection point specified in Clauses 5.6.2.6.2 and 5.6.2.6.3;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7349", "parent": { "$ref": "#/groups/748" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 312, "bbox": { "l": 85.08000000000004, "t": 629.9603, "r": 465.52080000000046, "b": 616.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(b) the items of electrical equipment specified in Clause 5.6.2.6.4;", "text": "(b) the items of electrical equipment specified in Clause 5.6.2.6.4;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7350", "parent": { "$ref": "#/groups/748" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 312, "bbox": { "l": 85.08000000000004, "t": 609.9203, "r": 499.6584000000006, "b": 596.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "(c) the conductive fixtures and fittings specified in Clause 5.6.2.6.5; and", "text": "(c) the conductive fixtures and fittings specified in Clause 5.6.2.6.5; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7351", "parent": { "$ref": "#/groups/748" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 312, "bbox": { "l": 85.08000000000004, "t": 589.9403, "r": 513.6239999999999, "b": 548.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "(d) the earthing conductors associated with each circuit supplying the pool or spa, or the earthing bar at the switchboard at which the circuits originate.", "text": "(d) the earthing conductors associated with each circuit supplying the pool or spa, or the earthing bar at the switchboard at which the circuits originate.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7352", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 312, "bbox": { "l": 85.08000000000007, "t": 541.9403, "r": 513.6036000000003, "b": 514.4722999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": "The resistance of an equipotential bonding conductor connected between the items listed (a) to (d) shall not exceed 0.5  .", "text": "The resistance of an equipotential bonding conductor connected between the items listed (a) to (d) shall not exceed 0.5  ." }, { "self_ref": "#/texts/7353", "parent": { "$ref": "#/groups/749" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 312, "bbox": { "l": 66.6, "t": 507.92029999999994, "r": 470.0592000000001, "b": 491.23052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "A bonding arrangement for pools and spas is provided in Figure 5.9. *", "text": "A bonding arrangement for pools and spas is provided in Figure 5.9. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7354", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 312, "bbox": { "l": 85.08000000000015, "t": 487.9402999999999, "r": 298.72080000000017, "b": 474.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "5.6.2.6.2 Conductive pool structures", "text": "5.6.2.6.2 Conductive pool structures", "level": 1 }, { "self_ref": "#/texts/7355", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 312, "bbox": { "l": 85.0800000000001, "t": 467.9602999999999, "r": 513.686400000001, "b": 412.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 254 ] } ], "orig": "Where the pool structure is conductive, all extraneous conductive parts, including the reinforcing metal of the pool shell or deck, shall be connected to a pool equipotential bonding conductor connection point complying with Clause 5.6.2.6.3.", "text": "Where the pool structure is conductive, all extraneous conductive parts, including the reinforcing metal of the pool shell or deck, shall be connected to a pool equipotential bonding conductor connection point complying with Clause 5.6.2.6.3." }, { "self_ref": "#/texts/7356", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 312, "bbox": { "l": 85.0800000000001, "t": 405.9202999999998, "r": 513.5916, "b": 364.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 206 ] } ], "orig": "The connection point shall also be bonded to the earthing conductors associated with each circuit supplying the pool or spa, or the earthing bar at the switchboard at which the circuits originate.", "text": "The connection point shall also be bonded to the earthing conductors associated with each circuit supplying the pool or spa, or the earthing bar at the switchboard at which the circuits originate." }, { "self_ref": "#/texts/7357", "parent": { "$ref": "#/groups/750" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 312, "bbox": { "l": 66.6, "t": 357.92029999999977, "r": 513.6204000000009, "b": 316.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 217 ] } ], "orig": "Where the pool structure is conductive, the connection point shall be installed and bonded to the installation earthing system regardless of other requirements specified in Clauses 5.6.2.6.4 and 5.6.2.6.5. *", "text": "Where the pool structure is conductive, the connection point shall be installed and bonded to the installation earthing system regardless of other requirements specified in Clauses 5.6.2.6.4 and 5.6.2.6.5. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7358", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 312, "bbox": { "l": 85.07999999999998, "t": 309.92029999999977, "r": 513.6623999999999, "b": 240.5483999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 361 ] } ], "orig": "Exception: This requirement need not apply where the reinforcing metal of the pool shell or deck is electrically continuous (0.5  ) to the reinforcing metal within the concrete floor of the electrical installation, and that reinforcing metal has been bonded to the earthing system of the electrical installation as required in Clause 5.6.2.5.", "text": "Exception: This requirement need not apply where the reinforcing metal of the pool shell or deck is electrically continuous (0.5  ) to the reinforcing metal within the concrete floor of the electrical installation, and that reinforcing metal has been bonded to the earthing system of the electrical installation as required in Clause 5.6.2.5." }, { "self_ref": "#/texts/7359", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 312, "bbox": { "l": 96.42, "t": 236.89520949999996, "r": 145.63685257000003, "b": 224.61932109999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/7360", "parent": { "$ref": "#/groups/751" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 312, "bbox": { "l": 96.42, "t": 220.87495514, "r": 513.3613095899992, "b": 182.61950292000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 184 ] } ], "orig": "1 Connections to the conductive reinforcement of the pool will generally be subject to the effects of water during the construction phase and to subsequent dampness.", "text": "1 Connections to the conductive reinforcement of the pool will generally be subject to the effects of water during the construction phase and to subsequent dampness.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7361", "parent": { "$ref": "#/groups/751" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 312, "bbox": { "l": 96.42, "t": 178.87513695999996, "r": 513.3470097199988, "b": 114.58072145999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 374 ] } ], "orig": "2 Conductive tie-wires used during construction of reinforced concrete pools are considered to be an adequate electrical bond between the conductive reinforcing components. Provided that the reinforcement is satisfactorily electrically connected together, one point of connection of the bonding conductor to the reinforcement is sufficient.", "text": "2 Conductive tie-wires used during construction of reinforced concrete pools are considered to be an adequate electrical bond between the conductive reinforcing components. Provided that the reinforcement is satisfactorily electrically connected together, one point of connection of the bonding conductor to the reinforcement is sufficient.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7362", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 312, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7363", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 313, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/7364", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 313, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7365", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 313, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "309", "text": "309" }, { "self_ref": "#/texts/7366", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 313, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/7367", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 313, "bbox": { "l": 65.94, "t": 752.2321999999999, "r": 452.8452000000001, "b": 736.6305199999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "5.6.2.6.3 Pool equipotential bonding conductor connection point *", "text": "5.6.2.6.3 Pool equipotential bonding conductor connection point *", "level": 1 }, { "self_ref": "#/texts/7368", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 313, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 513.6528000000006, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 207 ] } ], "orig": "An equipotential bonding conductor connection point, as required by Clause 5.6.2.6.2, may be used as a connection point for the bonding arrangements required by Clauses 5.6.2.6.4 and 5.6.2.6.5.", "text": "An equipotential bonding conductor connection point, as required by Clause 5.6.2.6.2, may be used as a connection point for the bonding arrangements required by Clauses 5.6.2.6.4 and 5.6.2.6.5." }, { "self_ref": "#/texts/7369", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 313, "bbox": { "l": 85.07999999999998, "t": 683.9603, "r": 265.5216000000001, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "The connection point shall be-", "text": "The connection point shall be-" }, { "self_ref": "#/texts/7370", "parent": { "$ref": "#/groups/752" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 313, "bbox": { "l": 85.07999999999998, "t": 663.9203, "r": 513.6060000000003, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 169 ] } ], "orig": "(a) located in a position that will be accessible with space for connections to be made after pool construction (e.g. located adjacent to the pool equipment);", "text": "(a) located in a position that will be accessible with space for connections to be made after pool construction (e.g. located adjacent to the pool equipment);", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7371", "parent": { "$ref": "#/groups/752" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 313, "bbox": { "l": 85.07999999999993, "t": 615.9203, "r": 513.6288000000003, "b": 574.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 168 ] } ], "orig": "(b) identified by marking of its location on the switchboard at which the circuits supplying the pool or spa originate, or other permanent location;", "text": "(b) identified by marking of its location on the switchboard at which the circuits supplying the pool or spa originate, or other permanent location;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7372", "parent": { "$ref": "#/groups/752" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 313, "bbox": { "l": 85.07999999999998, "t": 567.9203, "r": 437.42400000000026, "b": 554.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "(c) designed and constructed in accordance with Clause 3.7;", "text": "(c) designed and constructed in accordance with Clause 3.7;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7373", "parent": { "$ref": "#/groups/752" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 313, "bbox": { "l": 85.08000000000001, "t": 547.9403, "r": 513.5856000000003, "b": 520.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "(d) protected against mechanical damage in accordance with Clause 5.5.5.2; and", "text": "(d) protected against mechanical damage in accordance with Clause 5.5.5.2; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7374", "parent": { "$ref": "#/groups/752" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 313, "bbox": { "l": 85.08000000000007, "t": 513.9202999999999, "r": 466.82880000000046, "b": 500.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "(e) protected against corrosion in accordance with Clause 5.5.5.3.", "text": "(e) protected against corrosion in accordance with Clause 5.5.5.3.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7375", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 313, "bbox": { "l": 85.0800000000001, "t": 493.9402999999999, "r": 262.8912000000002, "b": 480.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "5.6.2.6.4 Electrical equipment", "text": "5.6.2.6.4 Electrical equipment", "level": 1 }, { "self_ref": "#/texts/7376", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 313, "bbox": { "l": 85.0800000000001, "t": 473.9602999999999, "r": 513.5952000000008, "b": 446.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "The following items associated with electrical equipment shall be equipotentially bonded:", "text": "The following items associated with electrical equipment shall be equipotentially bonded:" }, { "self_ref": "#/texts/7377", "parent": { "$ref": "#/groups/753" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 313, "bbox": { "l": 85.0800000000001, "t": 439.94029999999987, "r": 513.5231999999999, "b": 412.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "(a) The exposed conductive parts of any electrical equipment in the classified pool zones.", "text": "(a) The exposed conductive parts of any electrical equipment in the classified pool zones.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7378", "parent": { "$ref": "#/groups/753" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 313, "bbox": { "l": 85.0800000000001, "t": 405.9202999999998, "r": 513.6540000000008, "b": 364.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 198 ] } ], "orig": "(b) Any exposed conductive parts of electrical equipment in contact with the pool water, including water in the circulation or filtration system, e.g. filtration pumps and heating systems.", "text": "(b) Any exposed conductive parts of electrical equipment in contact with the pool water, including water in the circulation or filtration system, e.g. filtration pumps and heating systems.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7379", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 313, "bbox": { "l": 96.42, "t": 360.8552095, "r": 145.63685257000003, "b": 348.5793211, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/7380", "parent": { "$ref": "#/groups/754" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 313, "bbox": { "l": 96.42, "t": 344.89545459, "r": 513.3360098199992, "b": 306.58060291000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 235 ] } ], "orig": "1 Where electrical appliances and luminaires are supplied as a separated circuit in accordance with Clause 7.4, all conductive parts of such electrical equipment are deemed to be separated from live parts by double insulation.", "text": "1 Where electrical appliances and luminaires are supplied as a separated circuit in accordance with Clause 7.4, all conductive parts of such electrical equipment are deemed to be separated from live parts by double insulation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7381", "parent": { "$ref": "#/groups/754" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 313, "bbox": { "l": 96.42, "t": 302.8967364, "r": 513.385509369999, "b": 277.60136636000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 129 ] } ], "orig": "2 Underwater luminaire bezels should be made of plastics and any associated fixing screws be insulated or of insulating material.", "text": "2 Underwater luminaire bezels should be made of plastics and any associated fixing screws be insulated or of insulating material.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7382", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 313, "bbox": { "l": 66.6, "t": 272.11220000000003, "r": 321.79679999999985, "b": 256.51052000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "5.6.2.6.5 Conductive fixtures and fittings *", "text": "5.6.2.6.5 Conductive fixtures and fittings *", "level": 1 }, { "self_ref": "#/texts/7383", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 313, "bbox": { "l": 85.07999999999998, "t": 250.94039999999995, "r": 513.6528, "b": 167.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 431 ] } ], "orig": "Where any items specified in Clauses 5.6.2.6.2 or 5.6.2.6.4 are required to be equipotentially bonded, the bonding shall be extended to any fixed conductive material (such as pool ladders, diving boards, conductive fences, pipework and reinforcing metal in a concrete slab) that is installed within arm's reach of the pool edge, and that is in contact with the general mass of earth either directly or indirectly.", "text": "Where any items specified in Clauses 5.6.2.6.2 or 5.6.2.6.4 are required to be equipotentially bonded, the bonding shall be extended to any fixed conductive material (such as pool ladders, diving boards, conductive fences, pipework and reinforcing metal in a concrete slab) that is installed within arm's reach of the pool edge, and that is in contact with the general mass of earth either directly or indirectly." }, { "self_ref": "#/texts/7384", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 313, "bbox": { "l": 96.42, "t": 163.87520949999998, "r": 145.63685257000003, "b": 151.5993211, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/7385", "parent": { "$ref": "#/groups/755" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 313, "bbox": { "l": 96.42, "t": 147.85495514000002, "r": 513.308510069999, "b": 122.61898455999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "1 The general mass of earth itself may not provide a low enough impedance to operate a protective device or be suitable as an electrical bond.", "text": "1 The general mass of earth itself may not provide a low enough impedance to operate a protective device or be suitable as an electrical bond.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7386", "parent": { "$ref": "#/groups/755" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 313, "bbox": { "l": 96.42, "t": 118.87461859999996, "r": 513.3316098599993, "b": 93.57924856, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 141 ] } ], "orig": "2 Refer to Clause 1.4.16 and Figure 1.1 for the zone of arm's reach and Clause 1.4.60 for the definition of equipotential bonding.", "text": "2 Refer to Clause 1.4.16 and Figure 1.1 for the zone of arm's reach and Clause 1.4.60 for the definition of equipotential bonding.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7387", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 313, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7388", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 314, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/7389", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 314, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7390", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 314, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "310", "text": "310" }, { "self_ref": "#/texts/7391", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 314, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/7392", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 314, "bbox": { "l": 85.08, "t": 751.9403, "r": 147.44400000000007, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Exception:", "text": "Exception:", "level": 1 }, { "self_ref": "#/texts/7393", "parent": { "$ref": "#/groups/756" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 314, "bbox": { "l": 85.08, "t": 731.9603, "r": 513.6348000000005, "b": 648.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 447 ] } ], "orig": "1 Where any fixed conductive material (such as pool ladders, diving boards, etc.) is installed within arm's reach of the pool edge and is electrically continuous (0.5  ) to the reinforcing metal of a concrete slab into which it is installed, and where that reinforcing metal is electrically continuous with the reinforcing metal of the pool shell or deck, then no additional bonding is required.", "text": "1 Where any fixed conductive material (such as pool ladders, diving boards, etc.) is installed within arm's reach of the pool edge and is electrically continuous (0.5  ) to the reinforcing metal of a concrete slab into which it is installed, and where that reinforcing metal is electrically continuous with the reinforcing metal of the pool shell or deck, then no additional bonding is required.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7394", "parent": { "$ref": "#/groups/756" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 314, "bbox": { "l": 85.07999999999996, "t": 641.9603, "r": 513.6107999999998, "b": 600.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 201 ] } ], "orig": "2 This requirement need not apply to fixed conductive parts and fittings that are not part of electrical equipment and have no individual accessible part greater than 100 mm in any dimension.", "text": "2 This requirement need not apply to fixed conductive parts and fittings that are not part of electrical equipment and have no individual accessible part greater than 100 mm in any dimension.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7395", "parent": { "$ref": "#/pictures/145" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 419.5471, "t": 468.26945800000004, "r": 533.8587791199996, "b": 460.755016, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "Earth bond connected to", "text": "Earth bond connected to" }, { "self_ref": "#/texts/7396", "parent": { "$ref": "#/pictures/145" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 419.99847124, "t": 458.06800795000004, "r": 533.3955073199996, "b": 450.55356595, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "earth bar of switchboard", "text": "earth bar of switchboard" }, { "self_ref": "#/texts/7397", "parent": { "$ref": "#/pictures/145" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 429.0845488, "t": 447.868258, "r": 524.3085797200005, "b": 440.353816, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "or earth terminals of", "text": "or earth terminals of" }, { "self_ref": "#/texts/7398", "parent": { "$ref": "#/pictures/145" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 445.01599848, "t": 437.66680795, "r": 508.3966809599997, "b": 430.15236595, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "supply circuit,", "text": "supply circuit," }, { "self_ref": "#/texts/7399", "parent": { "$ref": "#/pictures/145" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 439.97441124, "t": 427.467058, "r": 513.41446708, "b": 419.952616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Clause 5.6.2.6.1", "text": "Clause 5.6.2.6.1" }, { "self_ref": "#/texts/7400", "parent": { "$ref": "#/pictures/145" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 198.7149, "t": 377.01225800000003, "r": 297.4138944399999, "b": 369.497816, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "Pool reinforcing mesh", "text": "Pool reinforcing mesh" }, { "self_ref": "#/texts/7401", "parent": { "$ref": "#/pictures/145" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 124.2298, "t": 568.514558, "r": 235.56038884000014, "b": 561.0001159999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "Conductive fence within", "text": "Conductive fence within" }, { "self_ref": "#/texts/7402", "parent": { "$ref": "#/pictures/145" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 124.2298, "t": 558.313958, "r": 242.57491891999985, "b": 550.7995159999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "arm's reach of pool edge,", "text": "arm's reach of pool edge," }, { "self_ref": "#/texts/7403", "parent": { "$ref": "#/pictures/145" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 124.2298, "t": 548.113358, "r": 198.4765438, "b": 540.5989159999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Clause 5.6.2.6.5", "text": "Clause 5.6.2.6.5" }, { "self_ref": "#/texts/7404", "parent": { "$ref": "#/pictures/145" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 374.6412, "t": 567.848458, "r": 461.2874772800001, "b": 560.334016, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "Class 1 pool pump,", "text": "Class 1 pool pump," }, { "self_ref": "#/texts/7405", "parent": { "$ref": "#/pictures/145" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 374.6412, "t": 557.647858, "r": 448.7179357999998, "b": 550.133416, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Clause 5.6.2.6.4", "text": "Clause 5.6.2.6.4" }, { "self_ref": "#/texts/7406", "parent": { "$ref": "#/pictures/145" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 270.0439, "t": 489.103758, "r": 370.22791431999974, "b": 481.589316, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "Bonding to reinforcing", "text": "Bonding to reinforcing" }, { "self_ref": "#/texts/7407", "parent": { "$ref": "#/pictures/145" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 270.0439, "t": 478.903158, "r": 374.81728028000003, "b": 471.388716, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "mesh, Clause 5.6.2.6.2", "text": "mesh, Clause 5.6.2.6.2" }, { "self_ref": "#/texts/7408", "parent": { "$ref": "#/pictures/145" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 115.6728, "t": 500.328958, "r": 208.16140220000023, "b": 492.81451599999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "Bonding connection", "text": "Bonding connection" }, { "self_ref": "#/texts/7409", "parent": { "$ref": "#/pictures/145" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 115.6728, "t": 490.128358, "r": 218.84980516000013, "b": 482.61391599999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "point, Clause 5.6.2.6.3", "text": "point, Clause 5.6.2.6.3" }, { "self_ref": "#/texts/7410", "parent": { "$ref": "#/pictures/145" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 385.75515916, "t": 331.23446185, "r": 439.0195155999999, "b": 323.72001984999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Arm's reach", "text": "Arm's reach" }, { "self_ref": "#/texts/7411", "parent": { "$ref": "#/pictures/145" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 397.567315, "t": 320.23396479999997, "r": 427.21245999999996, "b": 312.71952280000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "1.25 m", "text": "1.25 m" }, { "self_ref": "#/texts/7412", "parent": { "$ref": "#/pictures/145" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 248.0639, "t": 429.340258, "r": 333.26680936, "b": 421.825816, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "Conductive ladder", "text": "Conductive ladder" }, { "self_ref": "#/texts/7413", "parent": { "$ref": "#/pictures/145" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 248.0639, "t": 419.139658, "r": 329.69154112, "b": 411.62521599999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "and diving board,", "text": "and diving board," }, { "self_ref": "#/texts/7414", "parent": { "$ref": "#/pictures/145" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 248.0639, "t": 408.93905800000005, "r": 325.45069156, "b": 401.424616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "Clause 5.6.2.6.5", "text": "Clause 5.6.2.6.5" }, { "self_ref": "#/texts/7415", "parent": { "$ref": "#/pictures/145" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 248.0639, "t": 429.340258, "r": 333.2396080800001, "b": 421.825816, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "Conductive ladder", "text": "Conductive ladder" }, { "self_ref": "#/texts/7416", "parent": { "$ref": "#/pictures/145" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 248.0639, "t": 419.139658, "r": 329.6872909199999, "b": 411.62521599999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "and diving board,", "text": "and diving board," }, { "self_ref": "#/texts/7417", "parent": { "$ref": "#/pictures/145" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 248.0639, "t": 408.939058, "r": 325.43879099999975, "b": 401.42461599999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "Clause 5.6.2.6.5", "text": "Clause 5.6.2.6.5" }, { "self_ref": "#/texts/7418", "parent": { "$ref": "#/pictures/145" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 171.0467, "t": 249.39495799999997, "r": 331.4007957199998, "b": 241.88051599999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "Conductive lamp posts within arm's", "text": "Conductive lamp posts within arm's" }, { "self_ref": "#/texts/7419", "parent": { "$ref": "#/pictures/145" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 168.43452707999998, "t": 239.19435799999997, "r": 333.9917176400004, "b": 231.67991600000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "reach of pool edge, Clause 5.6.2.6.4", "text": "reach of pool edge, Clause 5.6.2.6.4" }, { "self_ref": "#/texts/7420", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 314, "bbox": { "l": 66.6, "t": 204.07220000000007, "r": 76.24480199999999, "b": 188.47051999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/7421", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 314, "bbox": { "l": 148.38, "t": 202.87520949999998, "r": 450.0610574199992, "b": 177.57983946000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "FIGURE 5.9 EXAMPLE OF BONDING ARRANGEMENT FOR POOLS AND SPAS", "text": "FIGURE 5.9 EXAMPLE OF BONDING ARRANGEMENT FOR POOLS AND SPAS" }, { "self_ref": "#/texts/7422", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 314, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7423", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 315, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/7424", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 315, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7425", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 315, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "311", "text": "311" }, { "self_ref": "#/texts/7426", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 315, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/7427", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 315, "bbox": { "l": 85.08, "t": 751.9403, "r": 430.0344000000007, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "5.6.2.7 Telephone and telecommunication earthing systems", "text": "5.6.2.7 Telephone and telecommunication earthing systems", "level": 1 }, { "self_ref": "#/texts/7428", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 315, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 513.6059999999998, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 242 ] } ], "orig": "The telephone and telecommunication earthing system may be connected in common with the electrical installation earthing system in order to minimize the risk associated with different voltages appearing on the two systems.", "text": "The telephone and telecommunication earthing system may be connected in common with the electrical installation earthing system in order to minimize the risk associated with different voltages appearing on the two systems." }, { "self_ref": "#/texts/7429", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 315, "bbox": { "l": 85.07999999999998, "t": 669.9203, "r": 513.6648000000008, "b": 628.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "If the telephone and telecommunication earthing system is directly connected to the electrical installation earthing system, it shall be connected either-", "text": "If the telephone and telecommunication earthing system is directly connected to the electrical installation earthing system, it shall be connected either-" }, { "self_ref": "#/texts/7430", "parent": { "$ref": "#/groups/757" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 315, "bbox": { "l": 85.07999999999998, "t": 621.9203, "r": 513.5760000000008, "b": 594.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "(a) to the electrical installation earthing system at an enclosed terminal provided for the purpose; or", "text": "(a) to the electrical installation earthing system at an enclosed terminal provided for the purpose; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7431", "parent": { "$ref": "#/groups/757" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 315, "bbox": { "l": 85.07999999999998, "t": 587.9603, "r": 513.5976000000013, "b": 560.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "(b) directly to the earth electrode by an independent connecting device, and shall be clearly identified.", "text": "(b) directly to the earth electrode by an independent connecting device, and shall be clearly identified.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7432", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 315, "bbox": { "l": 85.08000000000001, "t": 553.9403, "r": 461.9916000000007, "b": 540.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "If an enclosed terminal is used the following conditions shall apply:", "text": "If an enclosed terminal is used the following conditions shall apply:" }, { "self_ref": "#/texts/7433", "parent": { "$ref": "#/groups/758" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 315, "bbox": { "l": 85.08000000000001, "t": 533.9603, "r": 513.6, "b": 478.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "(i) The terminal shall be connected by means of a protective earthing conductor to the main earthing conductor of the electrical installation earthing system in accordance with the connection methods specified in Clause 5.5.2.", "text": "(i) The terminal shall be connected by means of a protective earthing conductor to the main earthing conductor of the electrical installation earthing system in accordance with the connection methods specified in Clause 5.5.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7434", "parent": { "$ref": "#/groups/758" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 315, "bbox": { "l": 85.07999999999998, "t": 471.9202999999999, "r": 427.31640000000067, "b": 458.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "(ii) The terminal shall not be installed within a switchboard.", "text": "(ii) The terminal shall not be installed within a switchboard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7435", "parent": { "$ref": "#/groups/758" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 315, "bbox": { "l": 85.07999999999998, "t": 451.94029999999987, "r": 513.6288000000011, "b": 424.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "(iii) The terminal shall be installed in a convenient and readily accessible position.", "text": "(iii) The terminal shall be installed in a convenient and readily accessible position.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7436", "parent": { "$ref": "#/groups/758" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 315, "bbox": { "l": 85.08000000000001, "t": 417.9202999999998, "r": 513.6048000000002, "b": 390.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "(iv) The minimum cross-sectional area of the protective earthing conductor used for the connection shall be 6 mm 2 .", "text": "(iv) The minimum cross-sectional area of the protective earthing conductor used for the connection shall be 6 mm 2 .", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7437", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 315, "bbox": { "l": 96.42, "t": 386.89520949999996, "r": 145.63685257000003, "b": 374.6193211, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/7438", "parent": { "$ref": "#/groups/759" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 315, "bbox": { "l": 96.42, "t": 370.87495513999994, "r": 534.5735, "b": 332.6193211, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 182 ] } ], "orig": "1 Requirements for the installation of telecommunications earthing systems in Australia are contained in AS/CA S009, Installation requirements for customer cabling (Wiring Rules) . A", "text": "1 Requirements for the installation of telecommunications earthing systems in Australia are contained in AS/CA S009, Installation requirements for customer cabling (Wiring Rules) . A", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7439", "parent": { "$ref": "#/groups/759" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 315, "bbox": { "l": 96.42005655999998, "t": 330.0203, "r": 538.416, "b": 303.5793211, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "2 Recommendations for New Zealand are contained in the TCF Premises Wiring Code of Practice . NZ", "text": "2 Recommendations for New Zealand are contained in the TCF Premises Wiring Code of Practice . NZ", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7440", "parent": { "$ref": "#/groups/759" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 315, "bbox": { "l": 96.42036818999998, "t": 299.89545459, "r": 455.41420457999885, "b": 287.61956619, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "3 Refer to Appendix F for further detail of the bonding arrangement.", "text": "3 Refer to Appendix F for further detail of the bonding arrangement.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7441", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 315, "bbox": { "l": 85.08, "t": 280.94039999999995, "r": 250.2744000000001, "b": 267.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "5.6.3 Bonding conductors", "text": "5.6.3 Bonding conductors", "level": 1 }, { "self_ref": "#/texts/7442", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 315, "bbox": { "l": 85.08, "t": 260.96039999999994, "r": 182.93760000000006, "b": 247.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "5.6.3.1 General", "text": "5.6.3.1 General", "level": 1 }, { "self_ref": "#/texts/7443", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 315, "bbox": { "l": 85.08000000000001, "t": 240.92039999999997, "r": 513.6300000000012, "b": 199.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 164 ] } ], "orig": "The selection and installation of equipotential bonding conductors shall be in accordance with the protective earthing conductor requirements in Clause 5.5.", "text": "The selection and installation of equipotential bonding conductors shall be in accordance with the protective earthing conductor requirements in Clause 5.5." }, { "self_ref": "#/texts/7444", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 315, "bbox": { "l": 85.08000000000004, "t": 192.92039999999997, "r": 513.5808000000013, "b": 165.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "Exception: The size of an equipotential bonding conductor shall be determined in accordance with Clause 5.6.3.2.", "text": "Exception: The size of an equipotential bonding conductor shall be determined in accordance with Clause 5.6.3.2." }, { "self_ref": "#/texts/7445", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 315, "bbox": { "l": 85.08000000000004, "t": 158.96040000000005, "r": 162.77280000000007, "b": 145.5684000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "5.6.3.2 Size", "text": "5.6.3.2 Size", "level": 1 }, { "self_ref": "#/texts/7446", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 315, "bbox": { "l": 85.08000000000001, "t": 138.9204000000001, "r": 513.6048000000008, "b": 97.56840000000011, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 172 ] } ], "orig": "The size of equipotential bonding conductors shall be determined from the requirements of this Clause 5.6.3, as appropriate to the particular bonding conductor application.", "text": "The size of equipotential bonding conductors shall be determined from the requirements of this Clause 5.6.3, as appropriate to the particular bonding conductor application." }, { "self_ref": "#/texts/7447", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 315, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7448", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 316, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7449", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 316, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "312", "text": "312" }, { "self_ref": "#/texts/7450", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 316, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/7451", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 316, "bbox": { "l": 85.07999999999993, "t": 751.9403, "r": 513.6204000000004, "b": 682.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 308 ] } ], "orig": "The equipotential bonding conductor need not be larger than the sizes specified below, provided the installation conditions are such that mechanical damage is unlikely to occur, and, in accordance with Clause 5.7.5, a larger size is not required to reduce the earth fault-loop impedance.", "text": "The equipotential bonding conductor need not be larger than the sizes specified below, provided the installation conditions are such that mechanical damage is unlikely to occur, and, in accordance with Clause 5.7.5, a larger size is not required to reduce the earth fault-loop impedance." }, { "self_ref": "#/texts/7452", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 316, "bbox": { "l": 85.07999999999996, "t": 675.9203, "r": 513.6120000000002, "b": 648.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "The size of equipotential bonding conductors shall be in accordance with the following:", "text": "The size of equipotential bonding conductors shall be in accordance with the following:" }, { "self_ref": "#/texts/7453", "parent": { "$ref": "#/groups/760" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 316, "bbox": { "l": 85.07999999999996, "t": 641.9603, "r": 513.6875999999999, "b": 586.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 215 ] } ], "orig": "(a) Conductive piping, cable sheaths and wiring enclosures The equipotential bonding conductor required in accordance with Clauses 5.6.2.2 to 5.6.2.4 shall have a cross-sectional area not less than 4 mm 2 .", "text": "(a) Conductive piping, cable sheaths and wiring enclosures The equipotential bonding conductor required in accordance with Clauses 5.6.2.2 to 5.6.2.4 shall have a cross-sectional area not less than 4 mm 2 .", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7454", "parent": { "$ref": "#/groups/760" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 316, "bbox": { "l": 85.08, "t": 579.9203, "r": 513.7199999999998, "b": 524.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 282 ] } ], "orig": "(b) Showers, bathrooms, swimming and spa pools The equipotential bonding conductors required to connect conductive parts of a shower, bathroom, swimming or spa pool in accordance with Clauses 5.6.2.5 and 5.6.2.6 shall have a cross-sectional area not less than 4 mm 2 .", "text": "(b) Showers, bathrooms, swimming and spa pools The equipotential bonding conductors required to connect conductive parts of a shower, bathroom, swimming or spa pool in accordance with Clauses 5.6.2.5 and 5.6.2.6 shall have a cross-sectional area not less than 4 mm 2 .", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7455", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 316, "bbox": { "l": 113.4599999999999, "t": 517.9403, "r": 513.6299999999997, "b": 434.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 373 ] } ], "orig": "Exception: The cross-sectional area of the equipotential bonding conductor for a swimming or spa pool may be determined as for an earthing conductor, in accordance with Clause 5.3.3.4(c), where the equipotential bonding conductor is incorporated in a multi-core flexible cord supplying electrical equipment that is required to be removed for maintenance.", "text": "Exception: The cross-sectional area of the equipotential bonding conductor for a swimming or spa pool may be determined as for an earthing conductor, in accordance with Clause 5.3.3.4(c), where the equipotential bonding conductor is incorporated in a multi-core flexible cord supplying electrical equipment that is required to be removed for maintenance." }, { "self_ref": "#/texts/7456", "parent": { "$ref": "#/groups/761" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 316, "bbox": { "l": 85.0799999999999, "t": 427.94029999999987, "r": 513.6839999999999, "b": 372.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 250 ] } ], "orig": "(c) Telephone and telecommunication earthing systems The equipotential bonding conductors required to connect a telephone and telecommunication earthing system in accordance with Clause 5.6.2.7 shall have a cross-sectional area not less than 6 mm 2 .", "text": "(c) Telephone and telecommunication earthing systems The equipotential bonding conductors required to connect a telephone and telecommunication earthing system in accordance with Clause 5.6.2.7 shall have a cross-sectional area not less than 6 mm 2 .", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7457", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 316, "bbox": { "l": 96.42, "t": 368.89520949999996, "r": 513.3052100999993, "b": 343.59983946, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 127 ] } ], "orig": "NOTE: Refer to the AS/NZS 60079 series for minimum sizes of equipotential bonding conductors in explosive atmospheres.", "text": "NOTE: Refer to the AS/NZS 60079 series for minimum sizes of equipotential bonding conductors in explosive atmospheres." }, { "self_ref": "#/texts/7458", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 316, "bbox": { "l": 85.08, "t": 328.94039999999995, "r": 322.16040000000015, "b": 315.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "5.7 EARTH FAULT-LOOP IMPEDANCE", "text": "5.7 EARTH FAULT-LOOP IMPEDANCE", "level": 1 }, { "self_ref": "#/texts/7459", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 316, "bbox": { "l": 85.08, "t": 308.96039999999994, "r": 174.24600000000007, "b": 295.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "5.7.1 General", "text": "5.7.1 General", "level": 1 }, { "self_ref": "#/texts/7460", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 316, "bbox": { "l": 85.08, "t": 288.9204, "r": 513.6107999999998, "b": 233.52839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 266 ] } ], "orig": "Effective fault protection by means of automatic disconnection of supply is based on disconnecting supply from the section of the installation concerned in such a way as to limit the time/touch voltage relationship to safe values in the event of an insulation fault.", "text": "Effective fault protection by means of automatic disconnection of supply is based on disconnecting supply from the section of the installation concerned in such a way as to limit the time/touch voltage relationship to safe values in the event of an insulation fault." }, { "self_ref": "#/texts/7461", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 316, "bbox": { "l": 85.08000000000004, "t": 226.94039999999995, "r": 513.6360000000002, "b": 199.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "Automatic disconnection is dependent on the characteristics of the circuit protective device and the impedance of the earthing system.", "text": "Automatic disconnection is dependent on the characteristics of the circuit protective device and the impedance of the earthing system." }, { "self_ref": "#/texts/7462", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 316, "bbox": { "l": 85.0800000000001, "t": 192.92039999999997, "r": 513.6587999999999, "b": 151.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 177 ] } ], "orig": "Where the touch potential exceeds 50 V a.c or 120 V ripple-free d.c., the circuit-protective device shall cause disconnection of supply within the required time.", "text": "Where the touch potential exceeds 50 V a.c or 120 V ripple-free d.c., the circuit-protective device shall cause disconnection of supply within the required time." }, { "self_ref": "#/texts/7463", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 316, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7464", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 317, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7465", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 317, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "313", "text": "313" }, { "self_ref": "#/texts/7466", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 317, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/7467", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 317, "bbox": { "l": 85.07999999999993, "t": 751.9403, "r": 513.7271999999998, "b": 682.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 339 ] } ], "orig": "The impedance of the earthing system shall be limited to that which will generate sufficient current in the protective device to cause operation of that device within the required time, taking into consideration the characteristics of the circuit protection device and the impedance of the active conductor.", "text": "The impedance of the earthing system shall be limited to that which will generate sufficient current in the protective device to cause operation of that device within the required time, taking into consideration the characteristics of the circuit protection device and the impedance of the active conductor." }, { "self_ref": "#/texts/7468", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 317, "bbox": { "l": 96.42, "t": 678.8552095, "r": 513.2744103799989, "b": 653.61923892, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 163 ] } ], "orig": "NOTE: Appendix B provides a detailed analysis of earth fault-loop impedance as an element of the method of protection by automatic disconnection of supply.", "text": "NOTE: Appendix B provides a detailed analysis of earth fault-loop impedance as an element of the method of protection by automatic disconnection of supply." }, { "self_ref": "#/texts/7469", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 317, "bbox": { "l": 85.08, "t": 646.9403, "r": 250.62239999999986, "b": 633.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "5.7.2 Disconnection times", "text": "5.7.2 Disconnection times", "level": 1 }, { "self_ref": "#/texts/7470", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 317, "bbox": { "l": 85.08, "t": 626.9603, "r": 513.6024000000009, "b": 599.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "The maximum disconnection time for a 230 V supply voltage shall not exceed the following:", "text": "The maximum disconnection time for a 230 V supply voltage shall not exceed the following:" }, { "self_ref": "#/texts/7471", "parent": { "$ref": "#/groups/762" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 317, "bbox": { "l": 85.08000000000001, "t": 592.9403, "r": 330.9216000000003, "b": 579.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "(a) 0.4 s for final subcircuits that supply-", "text": "(a) 0.4 s for final subcircuits that supply-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7472", "parent": { "$ref": "#/groups/762" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 317, "bbox": { "l": 113.4, "t": 572.9603, "r": 476.3328000000008, "b": 559.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "(i) socket-outlets having rated currents not exceeding 63 A; or", "text": "(i) socket-outlets having rated currents not exceeding 63 A; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7473", "parent": { "$ref": "#/groups/762" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 317, "bbox": { "l": 113.4, "t": 552.9203, "r": 324.5255999999998, "b": 539.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "(ii) hand-held Class I equipment; or", "text": "(ii) hand-held Class I equipment; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7474", "parent": { "$ref": "#/groups/762" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 317, "bbox": { "l": 113.4, "t": 532.9403, "r": 497.1036000000007, "b": 519.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "(iii) portable equipment intended for manual movement during use.", "text": "(iii) portable equipment intended for manual movement during use.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7475", "parent": { "$ref": "#/groups/762" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 317, "bbox": { "l": 85.07999999999998, "t": 512.9603, "r": 513.673200000001, "b": 471.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 166 ] } ], "orig": "(b) 5 s for other circuits where it can be shown that people are not exposed to touch voltages that exceed safe values. Refer to Appendix B, Paragraph B4.", "text": "(b) 5 s for other circuits where it can be shown that people are not exposed to touch voltages that exceed safe values. Refer to Appendix B, Paragraph B4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7476", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 317, "bbox": { "l": 96.42, "t": 467.89520949999996, "r": 145.63685257000003, "b": 455.6193211, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/7477", "parent": { "$ref": "#/groups/763" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 317, "bbox": { "l": 96.42, "t": 451.87495513999994, "r": 513.3250099199994, "b": 426.5795851, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] } ], "orig": "1 Maximum disconnection times will vary for other operating voltages or installation conditions, such as wet locations, etc.", "text": "1 Maximum disconnection times will vary for other operating voltages or installation conditions, such as wet locations, etc.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7478", "parent": { "$ref": "#/groups/763" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 317, "bbox": { "l": 96.42, "t": 422.89571858999994, "r": 513.3756094599989, "b": 397.60034855, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "2 The fault current has to be of sufficient magnitude to cause automatic disconnection within the required times.", "text": "2 The fault current has to be of sufficient magnitude to cause automatic disconnection within the required times.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7479", "parent": { "$ref": "#/groups/763" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 317, "bbox": { "l": 96.42, "t": 393.85598258999994, "r": 256.98994025999957, "b": 381.58009418999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "3 See Clauses 1.5 and 2.4.2.", "text": "3 See Clauses 1.5 and 2.4.2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7480", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 317, "bbox": { "l": 85.08, "t": 374.9603, "r": 220.9655999999999, "b": 361.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "5.7.3 Earth fault-loop", "text": "5.7.3 Earth fault-loop", "level": 1 }, { "self_ref": "#/texts/7481", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 317, "bbox": { "l": 85.08, "t": 354.9203, "r": 513.6732000000011, "b": 327.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "The path for the circulation of fault current, the earth fault-loop, in a MEN system comprises the following parts:", "text": "The path for the circulation of fault current, the earth fault-loop, in a MEN system comprises the following parts:" }, { "self_ref": "#/texts/7482", "parent": { "$ref": "#/groups/764" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 317, "bbox": { "l": 85.08000000000001, "t": 320.96029999999996, "r": 513.6288000000008, "b": 279.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 166 ] } ], "orig": "(a) The active conductor as far as the point of the fault, including supply mains, service line, consumer mains, submains (if any) and the final subcircuit.", "text": "(a) The active conductor as far as the point of the fault, including supply mains, service line, consumer mains, submains (if any) and the final subcircuit.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7483", "parent": { "$ref": "#/groups/764" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 317, "bbox": { "l": 85.08000000000004, "t": 272.96029999999996, "r": 513.5855999999998, "b": 245.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "(b) The protective earthing conductor (PE), including the main earthing terminal/connection or bar and MEN connection.", "text": "(b) The protective earthing conductor (PE), including the main earthing terminal/connection or bar and MEN connection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7484", "parent": { "$ref": "#/groups/764" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 317, "bbox": { "l": 85.08000000000004, "t": 238.94029999999998, "r": 513.5976000000004, "b": 197.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 209 ] } ], "orig": "(c) The neutral-return path, consisting of the neutral conductor (N) between the main neutral terminal or bar and the neutral point at the transformer, including supply mains, service line and consumer mains.", "text": "(c) The neutral-return path, consisting of the neutral conductor (N) between the main neutral terminal or bar and the neutral point at the transformer, including supply mains, service line and consumer mains.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7485", "parent": { "$ref": "#/groups/764" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 317, "bbox": { "l": 85.0800000000001, "t": 190.94029999999998, "r": 513.601200000001, "b": 163.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "(d) The path through the neutral point of the transformer and the transformer winding.", "text": "(d) The path through the neutral point of the transformer and the transformer winding.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7486", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 317, "bbox": { "l": 113.46, "t": 159.8552095, "r": 298.47721800999943, "b": 147.57932110000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "NOTE: See Appendix B, Figure B5.", "text": "NOTE: See Appendix B, Figure B5." }, { "self_ref": "#/texts/7487", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 317, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7488", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 318, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/7489", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 318, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7490", "parent": { "$ref": "#/groups/765" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 318, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/7491", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 318, "bbox": { "l": 85.08, "t": 751.9403, "r": 192.95160000000004, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "5.7.4 Impedance", "text": "5.7.4 Impedance", "level": 1 }, { "self_ref": "#/texts/7492", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 318, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 513.6768000000011, "b": 662.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 350 ] } ], "orig": "The earthing system impedance and characteristics of protective devices shall be such that, if a fault of negligible impedance occurs anywhere in the electrical installation between an active conductor and an exposed conductive part or protective earthing conductor, automatic disconnection of the supply will occur within the specified time.", "text": "The earthing system impedance and characteristics of protective devices shall be such that, if a fault of negligible impedance occurs anywhere in the electrical installation between an active conductor and an exposed conductive part or protective earthing conductor, automatic disconnection of the supply will occur within the specified time." }, { "self_ref": "#/texts/7493", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 318, "bbox": { "l": 85.07999999999998, "t": 655.9403, "r": 348.61920000000043, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "The following condition fulfils this requirement:", "text": "The following condition fulfils this requirement:" }, { "self_ref": "#/texts/7494", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 318, "bbox": { "l": 113.45999999999998, "t": 637.1602999999999, "r": 179.13600000000002, "b": 622.4722999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "Z s  I a  U o", "text": "Z s  I a  U o" }, { "self_ref": "#/texts/7495", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 318, "bbox": { "l": 85.08000000000001, "t": 615.9203, "r": 122.64000000000001, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "where", "text": "where" }, { "self_ref": "#/texts/7496", "parent": { "$ref": "#/groups/766" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 318, "bbox": { "l": 113.46000000000001, "t": 595.9403, "r": 509.99279999999993, "b": 554.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 199 ] } ], "orig": "Z s = the impedance of the earth fault-loop comprising the source, the active conductor up to the point of the fault and the return conductor between the point of the fault and the source", "text": "Z s = the impedance of the earth fault-loop comprising the source, the active conductor up to the point of the fault and the return conductor between the point of the fault and the source", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7497", "parent": { "$ref": "#/groups/766" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 318, "bbox": { "l": 113.46000000000001, "t": 547.9403, "r": 510.015600000001, "b": 506.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "I a = the current required to cause the automatic operation of the disconnecting protective device within the required disconnection time", "text": "I a = the current required to cause the automatic operation of the disconnecting protective device within the required disconnection time", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7498", "parent": { "$ref": "#/groups/766" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 318, "bbox": { "l": 113.45999999999998, "t": 499.94030000000004, "r": 413.376, "b": 486.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "U o = the nominal a.c. r.m.s. voltage to earth (230 V)", "text": "U o = the nominal a.c. r.m.s. voltage to earth (230 V)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7499", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 318, "bbox": { "l": 96.42, "t": 482.89520949999996, "r": 145.63685257000003, "b": 470.6193211, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/7500", "parent": { "$ref": "#/groups/767" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 318, "bbox": { "l": 96.42, "t": 466.87495513999994, "r": 513.283210299999, "b": 441.5795851, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "1 Additional earthing requirements apply in patient areas of hospitals, medical and dental practices and dialyzing locations. Refer to AS/NZS 3003.", "text": "1 Additional earthing requirements apply in patient areas of hospitals, medical and dental practices and dialyzing locations. Refer to AS/NZS 3003.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7501", "parent": { "$ref": "#/groups/767" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 318, "bbox": { "l": 96.42, "t": 437.89571858999994, "r": 513.2568105399992, "b": 412.60034855, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 80 ] } ], "orig": "2 The return path will comprise both protective earthing and neutral conductors.", "text": "2 The return path will comprise both protective earthing and neutral conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7502", "parent": { "$ref": "#/groups/767" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 318, "bbox": { "l": 96.42, "t": 408.85598258999994, "r": 513.3459097299988, "b": 370.60053037, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 243 ] } ], "orig": "3 Appendix B illustrates a method of complying with the requirements of this Clause based on the determination of the maximum length of a circuit in relation to the size of circuit conductors and type of protective device.", "text": "3 Appendix B illustrates a method of complying with the requirements of this Clause based on the determination of the maximum length of a circuit in relation to the size of circuit conductors and type of protective device.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7503", "parent": { "$ref": "#/groups/767" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 318, "bbox": { "l": 96.42, "t": 366.85616440999996, "r": 513.3173099899988, "b": 341.62019383, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "4 Guidance on the measurement of the earth fault-loop impedance of each circuit is given in Appendix B.", "text": "4 Guidance on the measurement of the earth fault-loop impedance of each circuit is given in Appendix B.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7504", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 318, "bbox": { "l": 85.08, "t": 334.9404, "r": 513.6815999999998, "b": 251.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 383 ] } ], "orig": "Table 8.1 contains calculated examples of the maximum values of earth fault-loop impedance, Z s, using approximate mean tripping currents for a limited range of miniature circuit-breakers (MCBs) (taken from AS/NZS 60898 and manufacturers' time/current characteristic curves) and fuses (taken from IEC 60269 series) and the appropriate disconnection time.", "text": "Table 8.1 contains calculated examples of the maximum values of earth fault-loop impedance, Z s, using approximate mean tripping currents for a limited range of miniature circuit-breakers (MCBs) (taken from AS/NZS 60898 and manufacturers' time/current characteristic curves) and fuses (taken from IEC 60269 series) and the appropriate disconnection time." }, { "self_ref": "#/texts/7505", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 318, "bbox": { "l": 85.08000000000004, "t": 244.94029999999998, "r": 353.4191999999998, "b": 231.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "5.7.5 Supplementary equipotential bonding", "text": "5.7.5 Supplementary equipotential bonding", "level": 1 }, { "self_ref": "#/texts/7506", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 318, "bbox": { "l": 85.08000000000004, "t": 224.96029999999996, "r": 513.6456000000001, "b": 169.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 321 ] } ], "orig": "In the event that a reduction in earth fault-loop impedance is required in order to ensure that the disconnection time of the protective device is sufficient to satisfy the requirements of Clause 5.7.2, bonding of extraneous conductive parts and their connection to the earthing system may be used.", "text": "In the event that a reduction in earth fault-loop impedance is required in order to ensure that the disconnection time of the protective device is sufficient to satisfy the requirements of Clause 5.7.2, bonding of extraneous conductive parts and their connection to the earthing system may be used." }, { "self_ref": "#/texts/7507", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 318, "bbox": { "l": 96.42, "t": 165.8552095, "r": 513.4174090799993, "b": 114.58035782000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 250 ] } ], "orig": "NOTE: Other measures, such as selection of an alternative protective device, e.g. an RCD that has a lower automatic operating current, I a, within the required disconnection time, may also be used to satisfy the requirements of Clause 5.7.2.", "text": "NOTE: Other measures, such as selection of an alternative protective device, e.g. an RCD that has a lower automatic operating current, I a, within the required disconnection time, may also be used to satisfy the requirements of Clause 5.7.2." }, { "self_ref": "#/texts/7508", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 318, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "314", "text": "314" }, { "self_ref": "#/texts/7509", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 318, "bbox": { "l": 470.9424, "t": 635.9603, "r": 510.0756000000002, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": ". . . 5.2", "text": ". . . 5.2" }, { "self_ref": "#/texts/7510", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 318, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7511", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 319, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/7512", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 319, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7513", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 319, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "315", "text": "315" }, { "self_ref": "#/texts/7514", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 319, "bbox": { "l": 85.08, "t": 751.9403, "r": 338.95439999999996, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "5.8 OTHER EARTHING ARRANGEMENTS", "text": "5.8 OTHER EARTHING ARRANGEMENTS", "level": 1 }, { "self_ref": "#/texts/7515", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 319, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 513.6024, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 234 ] } ], "orig": "Where it is intended to provide fault protection by the method of electrical separation, protective earthing conductors and equipotential bonding conductors shall be arranged in accordance with the requirements of Clause 7.4.", "text": "Where it is intended to provide fault protection by the method of electrical separation, protective earthing conductors and equipotential bonding conductors shall be arranged in accordance with the requirements of Clause 7.4." }, { "self_ref": "#/texts/7516", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 319, "bbox": { "l": 85.07999999999998, "t": 669.9203, "r": 513.6204000000001, "b": 614.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 274 ] } ], "orig": "The earthing arrangements of the following systems should be independent systems; however, if they are connected to the electrical installation earthing system they should not reduce the integrity of the electrical installation protective earthing system.", "text": "The earthing arrangements of the following systems should be independent systems; however, if they are connected to the electrical installation earthing system they should not reduce the integrity of the electrical installation protective earthing system." }, { "self_ref": "#/texts/7517", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 319, "bbox": { "l": 85.07999999999998, "t": 607.9403, "r": 147.20159999999998, "b": 594.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Examples:", "text": "Examples:", "level": 1 }, { "self_ref": "#/texts/7518", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 319, "bbox": { "l": 85.07999999999998, "t": 587.9603, "r": 382.93800000000056, "b": 574.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "The following are examples of independent systems:", "text": "The following are examples of independent systems:" }, { "self_ref": "#/texts/7519", "parent": { "$ref": "#/groups/768" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 319, "bbox": { "l": 85.07999999999998, "t": 567.9203, "r": 231.09839999999988, "b": 554.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "(a) Lightning protection.", "text": "(a) Lightning protection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7520", "parent": { "$ref": "#/groups/768" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 319, "bbox": { "l": 85.07999999999998, "t": 547.9403, "r": 268.5071999999999, "b": 534.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "(b) Static electricity protection.", "text": "(b) Static electricity protection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7521", "parent": { "$ref": "#/groups/768" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 319, "bbox": { "l": 85.07999999999998, "t": 527.9603, "r": 441.6911999999998, "b": 514.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "(c) Radio frequency interference (RFI)-screened installations.", "text": "(c) Radio frequency interference (RFI)-screened installations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7522", "parent": { "$ref": "#/groups/768" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 319, "bbox": { "l": 85.07999999999998, "t": 507.92029999999994, "r": 318.60719999999975, "b": 494.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "(d) Information technology installations.", "text": "(d) Information technology installations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7523", "parent": { "$ref": "#/groups/768" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 319, "bbox": { "l": 85.07999999999998, "t": 487.9402999999999, "r": 284.1816000000002, "b": 474.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "(e) Explosion protection systems.", "text": "(e) Explosion protection systems.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7524", "parent": { "$ref": "#/groups/768" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 319, "bbox": { "l": 85.07999999999998, "t": 467.9602999999999, "r": 513.3210719999992, "b": 438.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "(f) Cathodic protection systems. NOTE: Requirements for the installation of protective earthing and bonding", "text": "(f) Cathodic protection systems. NOTE: Requirements for the installation of protective earthing and bonding", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7525", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 319, "bbox": { "l": 96.420354, "t": 437.877506, "r": 470.58800999999943, "b": 425.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "conductors for the above systems may be contained in other Standards.", "text": "conductors for the above systems may be contained in other Standards." }, { "self_ref": "#/texts/7526", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 319, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/7527", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 319, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7528", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 320, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/7529", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 320, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7530", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 320, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/7531", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 320, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "316", "text": "316" }, { "self_ref": "#/texts/7532", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 320, "bbox": { "l": 133.5, "t": 722.0834, "r": 465.41235000000034, "b": 707.55308, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "S E C T I O N 6 D A M P S I T U A T I O N S", "text": "S E C T I O N 6 D A M P S I T U A T I O N S", "level": 1 }, { "self_ref": "#/texts/7533", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 320, "bbox": { "l": 85.08, "t": 692.9603, "r": 177.6971999999999, "b": 679.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "6.1 GENERAL", "text": "6.1 GENERAL", "level": 1 }, { "self_ref": "#/texts/7534", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 320, "bbox": { "l": 85.08, "t": 672.9203, "r": 196.23120000000014, "b": 659.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "6.1.1 Application", "text": "6.1.1 Application", "level": 1 }, { "self_ref": "#/texts/7535", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 320, "bbox": { "l": 85.08, "t": 652.9403, "r": 513.6719999999996, "b": 597.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 246 ] } ], "orig": "This Section specifies the minimum requirements for the selection and installation of electrical equipment in locations subject to the effects of water or high humidity (damp situations), that shall be achieved to satisfy Part 1 of this Standard.", "text": "This Section specifies the minimum requirements for the selection and installation of electrical equipment in locations subject to the effects of water or high humidity (damp situations), that shall be achieved to satisfy Part 1 of this Standard." }, { "self_ref": "#/texts/7536", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 320, "bbox": { "l": 85.08000000000004, "t": 590.9603, "r": 280.0476000000003, "b": 577.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "6.1.2 Selection and installation", "text": "6.1.2 Selection and installation", "level": 1 }, { "self_ref": "#/texts/7537", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 320, "bbox": { "l": 85.08000000000001, "t": 570.9203, "r": 513.6948000000007, "b": 529.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 201 ] } ], "orig": "In addition to the requirements of Sections 2 to 5 of this Standard, electrical equipment used in damp situations shall be selected and installed to perform the following functions:", "text": "In addition to the requirements of Sections 2 to 5 of this Standard, electrical equipment used in damp situations shall be selected and installed to perform the following functions:" }, { "self_ref": "#/texts/7538", "parent": { "$ref": "#/groups/769" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 320, "bbox": { "l": 85.08000000000001, "t": 522.9203, "r": 513.6960000000006, "b": 481.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 146 ] } ], "orig": "(a) Provide enhanced protection against electric shock in locations where the presence of water or high humidity present an increased risk.", "text": "(a) Provide enhanced protection against electric shock in locations where the presence of water or high humidity present an increased risk.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7539", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 320, "bbox": { "l": 113.46, "t": 477.8372, "r": 513.414185999999, "b": 452.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 164 ] } ], "orig": "NOTE: This increased risk of electric shock is generated by a reduction in body resistance and the likelihood of contact of the body with earth potential.", "text": "NOTE: This increased risk of electric shock is generated by a reduction in body resistance and the likelihood of contact of the body with earth potential." }, { "self_ref": "#/texts/7540", "parent": { "$ref": "#/groups/770" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 320, "bbox": { "l": 85.08, "t": 445.94030000000004, "r": 513.6684000000007, "b": 404.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "(b) Provide adequate protection against damage that might reasonably be expected from the presence of water or high humidity.", "text": "(b) Provide adequate protection against damage that might reasonably be expected from the presence of water or high humidity.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7541", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 320, "bbox": { "l": 113.46, "t": 400.8572, "r": 513.3131699999996, "b": 375.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 118 ] } ], "orig": "NOTE: Appendix G describes the IP system of classification of degrees of protection for electrical equipment.", "text": "NOTE: Appendix G describes the IP system of classification of degrees of protection for electrical equipment." }, { "self_ref": "#/texts/7542", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 320, "bbox": { "l": 85.08, "t": 368.9603, "r": 513.6348000000003, "b": 355.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "The particular requirements for specific damp situations are additional", "text": "The particular requirements for specific damp situations are additional" }, { "self_ref": "#/texts/7543", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 320, "bbox": { "l": 85.08000000000001, "t": 354.9203, "r": 513.7212000000011, "b": 313.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 210 ] } ], "orig": "to, replace, or modify the general requirements of the other Sections of this Standard. Where this Section does not specify a requirement, the relevant requirements of other Sections of this Standard apply.", "text": "to, replace, or modify the general requirements of the other Sections of this Standard. Where this Section does not specify a requirement, the relevant requirements of other Sections of this Standard apply." }, { "self_ref": "#/texts/7544", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 320, "bbox": { "l": 85.08000000000001, "t": 306.9203, "r": 386.0832000000005, "b": 293.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "This Section applies to the following damp situations:", "text": "This Section applies to the following damp situations:" }, { "self_ref": "#/texts/7545", "parent": { "$ref": "#/groups/771" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 320, "bbox": { "l": 85.08000000000001, "t": 286.9403, "r": 390.7848000000007, "b": 273.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "(i) Baths, showers and other fixed water containers.", "text": "(i) Baths, showers and other fixed water containers.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7546", "parent": { "$ref": "#/groups/771" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 320, "bbox": { "l": 85.08000000000001, "t": 266.96029999999996, "r": 425.5524000000004, "b": 253.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "(ii) Swimming pools, paddling pools and spa pools or tubs.", "text": "(ii) Swimming pools, paddling pools and spa pools or tubs.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7547", "parent": { "$ref": "#/groups/771" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 320, "bbox": { "l": 85.08000000000001, "t": 246.92029999999988, "r": 284.1792000000001, "b": 233.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "(iii) Fountains and water features.", "text": "(iii) Fountains and water features.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7548", "parent": { "$ref": "#/groups/771" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 320, "bbox": { "l": 85.08000000000001, "t": 226.94029999999998, "r": 162.91440000000003, "b": 213.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "(iv) Saunas.", "text": "(iv) Saunas.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7549", "parent": { "$ref": "#/groups/771" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 320, "bbox": { "l": 85.08000000000001, "t": 206.96029999999996, "r": 231.4536000000002, "b": 193.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "(v) Refrigeration rooms.", "text": "(v) Refrigeration rooms.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7550", "parent": { "$ref": "#/groups/771" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 320, "bbox": { "l": 85.08000000000001, "t": 186.9203, "r": 394.08000000000084, "b": 173.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "(vi) Sanitization and general hosing-down operations.", "text": "(vi) Sanitization and general hosing-down operations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7551", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 320, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7552", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 321, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7553", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 321, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "317", "text": "317" }, { "self_ref": "#/texts/7554", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 321, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/7555", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 321, "bbox": { "l": 85.08, "t": 751.9403, "r": 484.4087999999999, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "6.2 BATHS, SHOWERS AND OTHER FIXED WATER CONTAINERS", "text": "6.2 BATHS, SHOWERS AND OTHER FIXED WATER CONTAINERS", "level": 1 }, { "self_ref": "#/texts/7556", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 321, "bbox": { "l": 85.08, "t": 731.9603, "r": 165.07919999999996, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "6.2.1 Scope", "text": "6.2.1 Scope", "level": 1 }, { "self_ref": "#/texts/7557", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 321, "bbox": { "l": 85.08, "t": 711.9203, "r": 513.6912000000013, "b": 628.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 421 ] } ], "orig": "The particular requirements of this Clause (Clause 6.2) apply to electrical installations in locations containing a bath, shower or other fixed water containers and their surrounding zones, where the risk of electric shock is increased by a reduction in body resistance and the likelihood of the body making contact with the water and with conductive structure(s) in contact with the general mass of earth.", "text": "The particular requirements of this Clause (Clause 6.2) apply to electrical installations in locations containing a bath, shower or other fixed water containers and their surrounding zones, where the risk of electric shock is increased by a reduction in body resistance and the likelihood of the body making contact with the water and with conductive structure(s) in contact with the general mass of earth." }, { "self_ref": "#/texts/7558", "parent": { "$ref": "#/groups/772" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 321, "bbox": { "l": 66.6, "t": 621.9203, "r": 513.6408000000007, "b": 566.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 281 ] } ], "orig": "Other fixed water containers are those designed to contain water in normal use and do not include fortuitous containers or areas not intended to contain water for normal operations or water containers into which persons do not normally put a part or all of their body. *", "text": "Other fixed water containers are those designed to contain water in normal use and do not include fortuitous containers or areas not intended to contain water for normal operations or water containers into which persons do not normally put a part or all of their body. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7559", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 321, "bbox": { "l": 85.07999999999998, "t": 559.9403, "r": 513.5700000000012, "b": 490.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 354 ] } ], "orig": "For the purposes of this Clause, a full chemical safety washdown facility, such as a deluge shower, in which a person can stand, shall be treated as a shower under Clause 6.2.2.1. In addition, a self-contained eyewash facility with a fixed or flexible hose shall be treated as a fixed water container under Clause 6.2.2.2.", "text": "For the purposes of this Clause, a full chemical safety washdown facility, such as a deluge shower, in which a person can stand, shall be treated as a shower under Clause 6.2.2.1. In addition, a self-contained eyewash facility with a fixed or flexible hose shall be treated as a fixed water container under Clause 6.2.2.2." }, { "self_ref": "#/texts/7560", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 321, "bbox": { "l": 85.07999999999998, "t": 483.92029999999994, "r": 513.5712000000011, "b": 456.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "The requirements of this Clause are based on the classification of zones surrounding the water container.", "text": "The requirements of this Clause are based on the classification of zones surrounding the water container." }, { "self_ref": "#/texts/7561", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 321, "bbox": { "l": 85.07999999999993, "t": 449.9602999999999, "r": 513.7020000000008, "b": 408.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 174 ] } ], "orig": "Barriers, such as screens, doors, curtains and fixed partitions that provide effective protection against spraying water may be used to limit the extent of a classified zone.", "text": "Barriers, such as screens, doors, curtains and fixed partitions that provide effective protection against spraying water may be used to limit the extent of a classified zone." }, { "self_ref": "#/texts/7562", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 321, "bbox": { "l": 85.07999999999993, "t": 401.96029999999985, "r": 513.6575999999998, "b": 360.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 194 ] } ], "orig": "Ceilings, walls with or without windows, doors and floors that limit the extent of rooms containing a bath, shower or other water container also limit the associated zones.", "text": "Ceilings, walls with or without windows, doors and floors that limit the extent of rooms containing a bath, shower or other water container also limit the associated zones." }, { "self_ref": "#/texts/7563", "parent": { "$ref": "#/groups/773" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 321, "bbox": { "l": 66.6, "t": 353.9602999999998, "r": 513.5724000000008, "b": 326.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "Due to the nature of these locations, certain methods of protection against electric shock are not permitted. Refer to Clause 6.2.3. *", "text": "Due to the nature of these locations, certain methods of protection against electric shock are not permitted. Refer to Clause 6.2.3. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7564", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 321, "bbox": { "l": 96.42, "t": 322.8571999999999, "r": 145.63345799999996, "b": 310.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/7565", "parent": { "$ref": "#/groups/774" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 321, "bbox": { "l": 96.42, "t": 306.83737999999994, "r": 513.2987579999991, "b": 281.624006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "1 For locations containing baths for medical treatment, special requirements may be necessary.", "text": "1 For locations containing baths for medical treatment, special requirements may be necessary.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7566", "parent": { "$ref": "#/groups/774" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 321, "bbox": { "l": 96.41999999999999, "t": 277.85786600000006, "r": 513.3295020000006, "b": 239.62440800000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 221 ] } ], "orig": "2 Electrical equipment installed behind a fixed panel that provides a degree of protection not less than IPX4 and to which access may only be gained by the use of a tool would not be considered to be in a classified zone.", "text": "2 Electrical equipment installed behind a fixed panel that provides a degree of protection not less than IPX4 and to which access may only be gained by the use of a tool would not be considered to be in a classified zone.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7567", "parent": { "$ref": "#/groups/774" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 321, "bbox": { "l": 96.42000000000002, "t": 235.85826799999995, "r": 513.399774, "b": 197.62481000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 194 ] } ], "orig": "3 Electrical equipment recessed into a ceiling such that all live parts are above the lower surface of the ceiling is considered to be outside any zone immediately below the ceiling.", "text": "3 Electrical equipment recessed into a ceiling such that all live parts are above the lower surface of the ceiling is considered to be outside any zone immediately below the ceiling.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7568", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 321, "bbox": { "l": 85.08, "t": 190.94029999999998, "r": 264.5160000000003, "b": 177.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "6.2.2 Classification of zones", "text": "6.2.2 Classification of zones", "level": 1 }, { "self_ref": "#/texts/7569", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 321, "bbox": { "l": 85.08, "t": 170.96029999999996, "r": 245.35199999999998, "b": 157.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "6.2.2.1 Baths and showers", "text": "6.2.2.1 Baths and showers", "level": 1 }, { "self_ref": "#/texts/7570", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 321, "bbox": { "l": 85.08000000000001, "t": 150.9203, "r": 482.4623999999998, "b": 137.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "Four zones (Zones 0, 1, 2 and 3) are classified for baths and showers:", "text": "Four zones (Zones 0, 1, 2 and 3) are classified for baths and showers:" }, { "self_ref": "#/texts/7571", "parent": { "$ref": "#/groups/775" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 321, "bbox": { "l": 85.08000000000001, "t": 130.94029999999998, "r": 513.3186599999993, "b": 88.60343599999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 172 ] } ], "orig": "(a) Zone 0 shall be the area of the interior of a bath or a shower base. NOTE: A shower base may be defined by either a raised hob or a depression in the floor.", "text": "(a) Zone 0 shall be the area of the interior of a bath or a shower base. NOTE: A shower base may be defined by either a raised hob or a depression in the floor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7572", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 321, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7573", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 322, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/7574", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 322, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/7575", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 322, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7576", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 322, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "318", "text": "318" }, { "self_ref": "#/texts/7577", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 322, "bbox": { "l": 66.6, "t": 376.5722, "r": 76.243404, "b": 360.97052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/7578", "parent": { "$ref": "#/groups/776" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 322, "bbox": { "l": 85.08, "t": 745.9403, "r": 445.86000000000075, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "(b) Zone 1 for a bath shall be the area limited by the following:", "text": "(b) Zone 1 for a bath shall be the area limited by the following:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7579", "parent": { "$ref": "#/groups/776" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 322, "bbox": { "l": 113.40000000000003, "t": 725.9603, "r": 187.90200000000002, "b": 712.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "(i) Zone 0.", "text": "(i) Zone 0.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7580", "parent": { "$ref": "#/groups/776" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 322, "bbox": { "l": 113.40000000000003, "t": 705.9203, "r": 513.5987999999998, "b": 678.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "(ii) The vertical projection of the internal rim of the bath above Zone 0.", "text": "(ii) The vertical projection of the internal rim of the bath above Zone 0.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7581", "parent": { "$ref": "#/groups/776" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 322, "bbox": { "l": 113.4, "t": 671.9603, "r": 513.6372000000003, "b": 644.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "(iii) When the bath contains a shower, by the vertical plane 1.2 m radius from the shower fixed plumbing connection.", "text": "(iii) When the bath contains a shower, by the vertical plane 1.2 m radius from the shower fixed plumbing connection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7582", "parent": { "$ref": "#/groups/776" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 322, "bbox": { "l": 113.40000000000003, "t": 637.9403, "r": 534.5735, "b": 610.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "(iv) In Australia, by the floor and a horizontal plane 2.5 m above the floor. A", "text": "(iv) In Australia, by the floor and a horizontal plane 2.5 m above the floor. A", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7583", "parent": { "$ref": "#/groups/776" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 322, "bbox": { "l": 113.40000000000003, "t": 603.9203, "r": 538.416, "b": 576.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "(v) In New Zealand, by the floor and a horizontal plane 2.25 m above the floor. NZ", "text": "(v) In New Zealand, by the floor and a horizontal plane 2.25 m above the floor. NZ", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7584", "parent": { "$ref": "#/groups/776" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 322, "bbox": { "l": 113.40000000000003, "t": 569.9603, "r": 513.6432000000003, "b": 542.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "(vi) The height of the fixed plumbing connection, if higher than the horizontal plane specified in Item (iv) or (v).", "text": "(vi) The height of the fixed plumbing connection, if higher than the horizontal plane specified in Item (iv) or (v).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7585", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 322, "bbox": { "l": 113.46, "t": 538.8572, "r": 513.3922260000006, "b": 500.623742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 197 ] } ], "orig": "NOTE: A barrier of a height at which the shower connection is made to the fixed plumbing, or 1.8 m, whichever is the greater, may be used to reduce the 1.2 m dimension in Item (b)(iii).", "text": "NOTE: A barrier of a height at which the shower connection is made to the fixed plumbing, or 1.8 m, whichever is the greater, may be used to reduce the 1.2 m dimension in Item (b)(iii)." }, { "self_ref": "#/texts/7586", "parent": { "$ref": "#/groups/777" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 322, "bbox": { "l": 85.08, "t": 493.94030000000004, "r": 461.8620000000004, "b": 480.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "(c) Zone 1 for a shower shall be the area limited by the following:", "text": "(c) Zone 1 for a shower shall be the area limited by the following:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7587", "parent": { "$ref": "#/groups/777" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 322, "bbox": { "l": 113.39999999999998, "t": 473.9603, "r": 187.90199999999996, "b": 460.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "(i) Zone 0.", "text": "(i) Zone 0.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7588", "parent": { "$ref": "#/groups/777" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 322, "bbox": { "l": 113.39999999999998, "t": 453.9203, "r": 513.680400000001, "b": 384.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 313 ] } ], "orig": "(ii) For a fixed plumbing connection on the wall, by the vertical plane 1.2 m radius from the fixed plumbing connection. A barrier of a height at which the shower connection is made to the fixed plumbing, or 1.8 m, whichever is the greater, may be used to reduce the 1.2 m dimension.", "text": "(ii) For a fixed plumbing connection on the wall, by the vertical plane 1.2 m radius from the fixed plumbing connection. A barrier of a height at which the shower connection is made to the fixed plumbing, or 1.8 m, whichever is the greater, may be used to reduce the 1.2 m dimension.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7589", "parent": { "$ref": "#/groups/777" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 322, "bbox": { "l": 113.4, "t": 377.9602999999999, "r": 513.5952000000007, "b": 336.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 158 ] } ], "orig": "(iii) For a fixed plumbing connection on the ceiling, by the vertical plane horizontally distant from the fixed plumbing connection, and as follows:", "text": "(iii) For a fixed plumbing connection on the ceiling, by the vertical plane horizontally distant from the fixed plumbing connection, and as follows:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7590", "parent": { "$ref": "#/groups/777" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 322, "bbox": { "l": 141.78, "t": 329.96029999999985, "r": 342.61080000000015, "b": 316.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "(A) In Australia, a radius of 0.6 m.", "text": "(A) In Australia, a radius of 0.6 m.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7591", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 322, "bbox": { "l": 170.15999999999997, "t": 309.92029999999977, "r": 513.6156, "b": 282.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "Exception: A barrier with a minimum height of 1.8 m may be used to reduce the 0.6 m dimension.", "text": "Exception: A barrier with a minimum height of 1.8 m may be used to reduce the 0.6 m dimension." }, { "self_ref": "#/texts/7592", "parent": { "$ref": "#/groups/778" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 322, "bbox": { "l": 141.77999999999997, "t": 275.96029999999973, "r": 367.20719999999983, "b": 262.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "(B) In New Zealand, a radius of 1.2 m.", "text": "(B) In New Zealand, a radius of 1.2 m.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7593", "parent": { "$ref": "#/pictures/150" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 322, "bbox": { "l": 522.2999, "t": 329.5404000000001, "r": 534.5735, "b": 316.14840000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/7594", "parent": { "$ref": "#/pictures/151" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 322, "bbox": { "l": 518.46, "t": 275.7803, "r": 538.416, "b": 262.3883000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/7595", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 322, "bbox": { "l": 170.15999999999997, "t": 255.92029999999977, "r": 513.6168000000001, "b": 228.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "Exception: A barrier with a minimum height of 1.8 m may be used to reduce the 1.2 m dimension.", "text": "Exception: A barrier with a minimum height of 1.8 m may be used to reduce the 1.2 m dimension." }, { "self_ref": "#/texts/7596", "parent": { "$ref": "#/groups/779" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 322, "bbox": { "l": 113.39999999999996, "t": 222.08030000000008, "r": 533.3136, "b": 194.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "(iv) In Australia, by the floor and a horizontal plane 2.5 m above the floor. A", "text": "(iv) In Australia, by the floor and a horizontal plane 2.5 m above the floor. A", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7597", "parent": { "$ref": "#/groups/779" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 322, "bbox": { "l": 113.39999999999998, "t": 187.94029999999975, "r": 538.8359, "b": 160.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "(v) In New Zealand, by the floor and a horizontal plane 2.25 m above the floor. NZ", "text": "(v) In New Zealand, by the floor and a horizontal plane 2.25 m above the floor. NZ", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7598", "parent": { "$ref": "#/groups/779" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 322, "bbox": { "l": 113.39999999999998, "t": 153.92029999999977, "r": 513.6432000000003, "b": 126.54829999999981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "(vi) The height of the fixed plumbing connection, if higher than the horizontal plane specified in Item (iv) or (v).", "text": "(vi) The height of the fixed plumbing connection, if higher than the horizontal plane specified in Item (iv) or (v).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7599", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 322, "bbox": { "l": 113.46, "t": 122.87720000000002, "r": 513.3142679999992, "b": 97.60343599999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "NOTE: Examples of barriers include a hinged or sliding door, or a shower curtain.", "text": "NOTE: Examples of barriers include a hinged or sliding door, or a shower curtain." }, { "self_ref": "#/texts/7600", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 322, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7601", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 323, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7602", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 323, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "319", "text": "319" }, { "self_ref": "#/texts/7603", "parent": { "$ref": "#/groups/780" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 323, "bbox": { "l": 85.08, "t": 751.9403, "r": 322.9584000000001, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "(d) Zone 2 shall be the area limited by-", "text": "(d) Zone 2 shall be the area limited by-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7604", "parent": { "$ref": "#/groups/780" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 323, "bbox": { "l": 113.4, "t": 731.9603, "r": 513.6359999999997, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "(i) the vertical plane limiting Zone 1 and the parallel vertical plane 0.6 m external to Zone 1; and", "text": "(i) the vertical plane limiting Zone 1 and the parallel vertical plane 0.6 m external to Zone 1; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7605", "parent": { "$ref": "#/groups/780" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 323, "bbox": { "l": 113.40000000000003, "t": 697.9403, "r": 463.3680000000005, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "(ii) the floor and the horizontal plane 2.25 m above the floor.", "text": "(ii) the floor and the horizontal plane 2.25 m above the floor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7606", "parent": { "$ref": "#/groups/780" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 323, "bbox": { "l": 85.08000000000004, "t": 677.9603, "r": 388.52759999999995, "b": 664.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "(e) Zone 3 shall be the area limited by the following:", "text": "(e) Zone 3 shall be the area limited by the following:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7607", "parent": { "$ref": "#/groups/780" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 323, "bbox": { "l": 113.40000000000003, "t": 657.9203, "r": 513.5676000000009, "b": 630.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "(i) The vertical plane limiting Zone 2 and the parallel vertical plane 2.4 m external to Zone 2.", "text": "(i) The vertical plane limiting Zone 2 and the parallel vertical plane 2.4 m external to Zone 2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7608", "parent": { "$ref": "#/groups/780" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 323, "bbox": { "l": 113.40000000000003, "t": 624.0203, "r": 534.5735, "b": 596.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "(ii) In Australia, by the floor and a horizontal plane 2.5 m above the floor. A", "text": "(ii) In Australia, by the floor and a horizontal plane 2.5 m above the floor. A", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7609", "parent": { "$ref": "#/groups/780" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 323, "bbox": { "l": 113.40000000000003, "t": 589.9403, "r": 538.416, "b": 562.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "(iii) In New Zealand, by the floor and a horizontal plane 2.25 m above the floor. NZ", "text": "(iii) In New Zealand, by the floor and a horizontal plane 2.25 m above the floor. NZ", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7610", "parent": { "$ref": "#/groups/780" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 323, "bbox": { "l": 113.40000000000003, "t": 555.9203, "r": 513.5712000000013, "b": 528.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "(iv) In Australia, Zone 3 shall include the area above Zone 2 up to 2.5 m above the floor.", "text": "(iv) In Australia, Zone 3 shall include the area above Zone 2 up to 2.5 m above the floor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7611", "parent": { "$ref": "#/groups/780" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 323, "bbox": { "l": 42.54, "t": 521.9603, "r": 417.74520000000047, "b": 508.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "Examples of these zones are shown in Figures 6.1 to 6.12. A1", "text": "Examples of these zones are shown in Figures 6.1 to 6.12. A1", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7612", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 323, "bbox": { "l": 85.08000000000004, "t": 501.92029999999994, "r": 296.6712000000003, "b": 488.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "6.2.2.2 Other fixed water containers", "text": "6.2.2.2 Other fixed water containers", "level": 1 }, { "self_ref": "#/texts/7613", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 323, "bbox": { "l": 85.08000000000004, "t": 481.9402999999999, "r": 513.6911999999995, "b": 454.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "Two zones (Zones 0 and 2) are classified for fixed water containers other than baths and showers:", "text": "Two zones (Zones 0 and 2) are classified for fixed water containers other than baths and showers:" }, { "self_ref": "#/texts/7614", "parent": { "$ref": "#/groups/781" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 323, "bbox": { "l": 85.08000000000004, "t": 447.9202999999999, "r": 460.7976000000007, "b": 434.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(a) Zone 0 shall be the area of the interior of the water container.", "text": "(a) Zone 0 shall be the area of the interior of the water container.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7615", "parent": { "$ref": "#/groups/781" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 323, "bbox": { "l": 66.6, "t": 427.94029999999987, "r": 513.6156000000007, "b": 400.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "(b) Zone 2 for an individual water container with a capacity not exceeding 40 L, and having fixed water outlets, shall be the area limited by-*", "text": "(b) Zone 2 for an individual water container with a capacity not exceeding 40 L, and having fixed water outlets, shall be the area limited by-*", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7616", "parent": { "$ref": "#/groups/781" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 323, "bbox": { "l": 113.4, "t": 393.9202999999998, "r": 513.6132000000008, "b": 366.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "(i) the vertical plane 0.15 m from the internal rim of the water container; and", "text": "(i) the vertical plane 0.15 m from the internal rim of the water container; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7617", "parent": { "$ref": "#/groups/781" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 323, "bbox": { "l": 113.40000000000003, "t": 359.9602999999998, "r": 513.6360000000004, "b": 332.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(ii) the floor and the horizontal plane 0.4 m above the water container.", "text": "(ii) the floor and the horizontal plane 0.4 m above the water container.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7618", "parent": { "$ref": "#/groups/781" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 323, "bbox": { "l": 42.54, "t": 329.1053999999999, "r": 513.3373260000005, "b": 303.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "NOTE: Figure 6.13 shows a typical double bowl sink where the capacity of each container does not exceed 40 L. A1", "text": "NOTE: Figure 6.13 shows a typical double bowl sink where the capacity of each container does not exceed 40 L. A1", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7619", "parent": { "$ref": "#/groups/781" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 323, "bbox": { "l": 66.6, "t": 297.07220000000007, "r": 513.5627999999998, "b": 269.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 146 ] } ], "orig": "(c) Zone 2 for water containers having either a capacity exceeding 40 L, or a water outlet through a flexible hose, shall be the area limited by-*", "text": "(c) Zone 2 for water containers having either a capacity exceeding 40 L, or a water outlet through a flexible hose, shall be the area limited by-*", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7620", "parent": { "$ref": "#/groups/781" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 323, "bbox": { "l": 113.40000000000003, "t": 262.9403, "r": 513.6600000000005, "b": 235.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "(i) the vertical plane 0.5 m from the internal rim of the water container; and", "text": "(i) the vertical plane 0.5 m from the internal rim of the water container; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7621", "parent": { "$ref": "#/groups/781" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 323, "bbox": { "l": 113.40000000000003, "t": 228.9203, "r": 513.6720000000003, "b": 201.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(ii) the floor and the horizontal plane 1.0 m above the water container.", "text": "(ii) the floor and the horizontal plane 1.0 m above the water container.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7622", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 323, "bbox": { "l": 85.08000000000004, "t": 194.96029999999996, "r": 434.983200000001, "b": 181.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "Examples of these zones are shown in Figures 6.13 and 6.14.", "text": "Examples of these zones are shown in Figures 6.13 and 6.14." }, { "self_ref": "#/texts/7623", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 323, "bbox": { "l": 96.42, "t": 177.83719999999994, "r": 145.63345799999996, "b": 165.58352000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/7624", "parent": { "$ref": "#/groups/782" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 323, "bbox": { "l": 96.42, "t": 161.87667199999999, "r": 378.81132599999967, "b": 149.62299199999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "1 There is no Zone 1 or 3 for these water containers.", "text": "1 There is no Zone 1 or 3 for these water containers.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7625", "parent": { "$ref": "#/groups/782" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 323, "bbox": { "l": 96.42, "t": 145.856852, "r": 506.16395399999965, "b": 133.60317199999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "2 An example of a water outlet through a flexible hose is a vegetable sprayer.", "text": "2 An example of a water outlet through a flexible hose is a vegetable sprayer.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7626", "parent": { "$ref": "#/pictures/155" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 323, "bbox": { "l": 522.2999, "t": 555.0203, "r": 534.5735, "b": 541.6283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/7627", "parent": { "$ref": "#/groups/783" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 323, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/7628", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 323, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7629", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 324, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7630", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 324, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "320", "text": "320" }, { "self_ref": "#/texts/7631", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 324, "bbox": { "l": 42.54, "t": 171.5453, "r": 56.62050000000001, "b": 161.50130000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/7632", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 324, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/7633", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 324, "bbox": { "l": 85.08, "t": 745.9403, "r": 462.12480000000056, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "6.2.3 Protection against electric shock-Prohibited measures", "text": "6.2.3 Protection against electric shock-Prohibited measures", "level": 1 }, { "self_ref": "#/texts/7634", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 324, "bbox": { "l": 85.07999999999996, "t": 725.9603, "r": 513.5988000000002, "b": 698.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "The following measures of protection against electric shock are prohibited and shall not be used:", "text": "The following measures of protection against electric shock are prohibited and shall not be used:" }, { "self_ref": "#/texts/7635", "parent": { "$ref": "#/groups/784" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 324, "bbox": { "l": 85.07999999999996, "t": 691.9403, "r": 504.01080000000024, "b": 678.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(a) Protection by means of obstacles, in accordance with Clause 1.5.4.5.", "text": "(a) Protection by means of obstacles, in accordance with Clause 1.5.4.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7636", "parent": { "$ref": "#/groups/784" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 324, "bbox": { "l": 85.07999999999993, "t": 671.9603, "r": 505.9968000000005, "b": 658.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "(b) Protection by placing out of reach, in accordance with Clause 1.5.4.6.", "text": "(b) Protection by placing out of reach, in accordance with Clause 1.5.4.6.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7637", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 324, "bbox": { "l": 85.07999999999996, "t": 651.9203, "r": 421.31520000000046, "b": 638.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "6.2.4 Selection and installation of electrical equipment", "text": "6.2.4 Selection and installation of electrical equipment", "level": 1 }, { "self_ref": "#/texts/7638", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 324, "bbox": { "l": 85.07999999999996, "t": 631.9403, "r": 302.9531999999999, "b": 618.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "6.2.4.1 Degree of protection required", "text": "6.2.4.1 Degree of protection required", "level": 1 }, { "self_ref": "#/texts/7639", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 324, "bbox": { "l": 85.07999999999993, "t": 611.9603, "r": 513.5508000000002, "b": 584.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "Electrical equipment permitted to be installed in a classified zone shall have at least the following degree of protection:", "text": "Electrical equipment permitted to be installed in a classified zone shall have at least the following degree of protection:" }, { "self_ref": "#/texts/7640", "parent": { "$ref": "#/groups/785" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 324, "bbox": { "l": 85.07999999999993, "t": 577.9403, "r": 213.35039999999984, "b": 564.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "(a) In Zone 0-IPX7.", "text": "(a) In Zone 0-IPX7.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7641", "parent": { "$ref": "#/groups/785" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 324, "bbox": { "l": 85.07999999999993, "t": 557.9603, "r": 513.5892000000005, "b": 530.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "(b) In Zones 1 and 2-IPX5 in communal baths/showers; IPX4 in other locations.", "text": "(b) In Zones 1 and 2-IPX5 in communal baths/showers; IPX4 in other locations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7642", "parent": { "$ref": "#/groups/785" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 324, "bbox": { "l": 85.07999999999993, "t": 523.9403, "r": 513.5604000000002, "b": 496.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "(c) In Zone 3-IPX5 in communal baths/showers; no specific degree of protection in other locations.", "text": "(c) In Zone 3-IPX5 in communal baths/showers; no specific degree of protection in other locations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7643", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 324, "bbox": { "l": 85.07999999999996, "t": 489.92029999999994, "r": 513.6372000000007, "b": 462.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "The requirements for selection and installation of electrical equipment are provided in Table 6.1.", "text": "The requirements for selection and installation of electrical equipment are provided in Table 6.1." }, { "self_ref": "#/texts/7644", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 324, "bbox": { "l": 85.07999999999996, "t": 455.9602999999999, "r": 218.43840000000017, "b": 442.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "6.2.4.2 Socket-outlets", "text": "6.2.4.2 Socket-outlets", "level": 1 }, { "self_ref": "#/texts/7645", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 324, "bbox": { "l": 85.07999999999996, "t": 435.9202999999999, "r": 513.6240000000001, "b": 408.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 153 ] } ], "orig": "Socket-outlets shall not be installed within 0.3 m of the floor of a bathroom, laundry or other similar location where the floor is likely to become wet.", "text": "Socket-outlets shall not be installed within 0.3 m of the floor of a bathroom, laundry or other similar location where the floor is likely to become wet." }, { "self_ref": "#/texts/7646", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 324, "bbox": { "l": 85.07999999999996, "t": 401.96029999999985, "r": 513.6419999999995, "b": 360.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "Regardless of the degree of protection provided by the equipment, the following requirements apply to the installation of socket-outlets in classified zones:", "text": "Regardless of the degree of protection provided by the equipment, the following requirements apply to the installation of socket-outlets in classified zones:" }, { "self_ref": "#/texts/7647", "parent": { "$ref": "#/groups/786" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 324, "bbox": { "l": 85.07999999999996, "t": 353.9602999999998, "r": 513.6900000000012, "b": 326.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 83 ] } ], "orig": "(a) Zone 0 and Zone 1 Socket-outlets shall not be installed in Zone 0 or 1.", "text": "(a) Zone 0 and Zone 1 Socket-outlets shall not be installed in Zone 0 or 1.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7648", "parent": { "$ref": "#/groups/786" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 324, "bbox": { "l": 85.07999999999996, "t": 319.94029999999975, "r": 413.5608000000005, "b": 306.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "(b) Zone 2 Socket-outlets installed in Zone 2 shall be-", "text": "(b) Zone 2 Socket-outlets installed in Zone 2 shall be-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7649", "parent": { "$ref": "#/groups/786" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 324, "bbox": { "l": 113.39999999999995, "t": 299.96029999999973, "r": 513.6132000000007, "b": 272.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "(i) of the automatic switching type incorporated in a shaver supply unit complying with AS/NZS 3194; or", "text": "(i) of the automatic switching type incorporated in a shaver supply unit complying with AS/NZS 3194; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7650", "parent": { "$ref": "#/groups/786" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 324, "bbox": { "l": 113.39999999999998, "t": 265.94029999999975, "r": 513.5796, "b": 210.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 227 ] } ], "orig": "(ii) protected by an RCD with a fixed rated residual current not exceeding 30 mA and enclosed in a cupboard that maintains the enclosure of the socket-outlet during normal operation of the connected equipment.", "text": "(ii) protected by an RCD with a fixed rated residual current not exceeding 30 mA and enclosed in a cupboard that maintains the enclosure of the socket-outlet during normal operation of the connected equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7651", "parent": { "$ref": "#/groups/786" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 324, "bbox": { "l": 85.07999999999998, "t": 203.96029999999973, "r": 413.5608000000005, "b": 190.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "(c) Zone 3 Socket-outlets installed in Zone 3 shall be-", "text": "(c) Zone 3 Socket-outlets installed in Zone 3 shall be-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7652", "parent": { "$ref": "#/groups/786" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 324, "bbox": { "l": 113.39999999999998, "t": 183.92029999999977, "r": 513.5508000000004, "b": 156.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "(i) protected by an RCD with a fixed rated residual current not exceeding 30 mA; or", "text": "(i) protected by an RCD with a fixed rated residual current not exceeding 30 mA; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7653", "parent": { "$ref": "#/groups/786" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 324, "bbox": { "l": 113.39999999999992, "t": 149.96029999999973, "r": 513.6216, "b": 122.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "(ii) supplied individually as a separated circuit, in accordance with Clause 7.4; or", "text": "(ii) supplied individually as a separated circuit, in accordance with Clause 7.4; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7654", "parent": { "$ref": "#/groups/786" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 324, "bbox": { "l": 113.39999999999992, "t": 115.94029999999975, "r": 513.6599999999997, "b": 88.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "(iii) supplied as an SELV or a PELV system, in accordance with Clause 7.5.", "text": "(iii) supplied as an SELV or a PELV system, in accordance with Clause 7.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7655", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 324, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7656", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 325, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7657", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 325, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "321", "text": "321" }, { "self_ref": "#/texts/7658", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 325, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/7659", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 325, "bbox": { "l": 42.54, "t": 505.32529999999997, "r": 56.62050000000001, "b": 495.2813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/7660", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 325, "bbox": { "l": 42.54, "t": 134.10529999999994, "r": 56.62050000000001, "b": 124.06129999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/7661", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 325, "bbox": { "l": 85.08, "t": 751.9403, "r": 315.9372000000003, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "6.2.4.3 Switches and other accessories", "text": "6.2.4.3 Switches and other accessories", "level": 1 }, { "self_ref": "#/texts/7662", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 325, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 513.6600000000001, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 180 ] } ], "orig": "Switches and other accessories shall not be installed within 0.3 m of the floor of a bathroom, laundry or other similar location where the floor is likely to become wet.", "text": "Switches and other accessories shall not be installed within 0.3 m of the floor of a bathroom, laundry or other similar location where the floor is likely to become wet." }, { "self_ref": "#/texts/7663", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 325, "bbox": { "l": 85.07999999999996, "t": 683.9603, "r": 513.5856000000005, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "The following requirements apply to the installation of switches and other accessories in classified zones:", "text": "The following requirements apply to the installation of switches and other accessories in classified zones:" }, { "self_ref": "#/texts/7664", "parent": { "$ref": "#/groups/787" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 325, "bbox": { "l": 85.07999999999996, "t": 649.9403, "r": 513.6144, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 83 ] } ], "orig": "(a) Zone 0 Switches and other accessories shall not be installed in Zone 0.", "text": "(a) Zone 0 Switches and other accessories shall not be installed in Zone 0.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7665", "parent": { "$ref": "#/groups/787" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 325, "bbox": { "l": 85.07999999999998, "t": 615.9203, "r": 513.6384000000012, "b": 588.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "(b) Zone 1 and Zone 2 Only switches and accessories with at least the required degree of protection shall be installed in Zones 1 and 2.", "text": "(b) Zone 1 and Zone 2 Only switches and accessories with at least the required degree of protection shall be installed in Zones 1 and 2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7666", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 325, "bbox": { "l": 85.07999999999998, "t": 581.9603, "r": 199.88519999999994, "b": 568.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "6.2.4.4 Luminaires", "text": "6.2.4.4 Luminaires", "level": 1 }, { "self_ref": "#/texts/7667", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 325, "bbox": { "l": 85.07999999999998, "t": 561.9203, "r": 513.5532000000003, "b": 534.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "The following requirements apply to the installation of luminaires in classified zones:", "text": "The following requirements apply to the installation of luminaires in classified zones:" }, { "self_ref": "#/texts/7668", "parent": { "$ref": "#/groups/788" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 325, "bbox": { "l": 85.07999999999998, "t": 527.9603, "r": 395.0076, "b": 514.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "(a) Zone 0 Luminaires installed in Zone 0 shall be-", "text": "(a) Zone 0 Luminaires installed in Zone 0 shall be-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7669", "parent": { "$ref": "#/groups/788" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 325, "bbox": { "l": 113.39999999999998, "t": 507.92029999999994, "r": 435.48240000000015, "b": 494.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "(i) provided with the required degree of protection; and", "text": "(i) provided with the required degree of protection; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7670", "parent": { "$ref": "#/groups/788" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 325, "bbox": { "l": 113.39999999999998, "t": 487.9402999999999, "r": 513.6095999999999, "b": 460.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "(ii) designed and constructed specifically for use in a bath, shower or water container; and", "text": "(ii) designed and constructed specifically for use in a bath, shower or water container; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7671", "parent": { "$ref": "#/groups/788" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 325, "bbox": { "l": 113.39999999999998, "t": 453.9202999999999, "r": 513.596400000001, "b": 426.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "(iii) supplied at a nominal voltage not exceeding 12 V a.c. or 30 V ripple-free d.c.; and", "text": "(iii) supplied at a nominal voltage not exceeding 12 V a.c. or 30 V ripple-free d.c.; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7672", "parent": { "$ref": "#/groups/788" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 325, "bbox": { "l": 113.39999999999998, "t": 419.96029999999985, "r": 513.5424000000004, "b": 392.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "(iv) supplied from a source located outside Zone 0 as an SELV or a PELV system, in accordance with Clause 7.5.", "text": "(iv) supplied from a source located outside Zone 0 as an SELV or a PELV system, in accordance with Clause 7.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7673", "parent": { "$ref": "#/groups/788" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 325, "bbox": { "l": 85.07999999999998, "t": 385.9402999999998, "r": 513.6588000000006, "b": 358.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "(b) Zones 1, 2 and 3 Luminaires installed in Zones 1, 2 and 3 shall be provided with at least the required degree of protection.", "text": "(b) Zones 1, 2 and 3 Luminaires installed in Zones 1, 2 and 3 shall be provided with at least the required degree of protection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7674", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 325, "bbox": { "l": 113.45999999999998, "t": 351.92029999999977, "r": 513.6575999999999, "b": 324.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "Exceptions: Regardless of the degree of protection provided by the equipment, the following luminaires may be installed in Zone 2:", "text": "Exceptions: Regardless of the degree of protection provided by the equipment, the following luminaires may be installed in Zone 2:" }, { "self_ref": "#/texts/7675", "parent": { "$ref": "#/groups/789" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 325, "bbox": { "l": 113.4, "t": 317.96029999999973, "r": 513.6348000000008, "b": 274.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 175 ] } ], "orig": "1 Luminaires of Class II construction (double or reinforced insulation) that require the removal of a cover to access lamps. NOTE: A batten holder is not a Class II luminaire.", "text": "1 Luminaires of Class II construction (double or reinforced insulation) that require the removal of a cover to access lamps. NOTE: A batten holder is not a Class II luminaire.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7676", "parent": { "$ref": "#/groups/789" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 325, "bbox": { "l": 113.4, "t": 267.9204, "r": 513.6468, "b": 240.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 118 ] } ], "orig": "2 Luminaires supplied from a source located outside Zone 2 as an SELV or a PELV system, in accordance with Clause 7.5.", "text": "2 Luminaires supplied from a source located outside Zone 2 as an SELV or a PELV system, in accordance with Clause 7.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7677", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 325, "bbox": { "l": 85.08000000000001, "t": 233.96040000000005, "r": 286.01039999999983, "b": 220.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "6.2.4.5 Other electrical equipment", "text": "6.2.4.5 Other electrical equipment", "level": 1 }, { "self_ref": "#/texts/7678", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 325, "bbox": { "l": 85.08000000000001, "t": 213.92039999999997, "r": 513.5772000000005, "b": 186.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 118 ] } ], "orig": "The following requirements apply to the installation of appliances and other electrical equipment in classified zones:", "text": "The following requirements apply to the installation of appliances and other electrical equipment in classified zones:" }, { "self_ref": "#/texts/7679", "parent": { "$ref": "#/groups/790" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 325, "bbox": { "l": 85.08000000000001, "t": 179.96040000000005, "r": 513.6143999999998, "b": 152.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "(a) Zone 0 Appliances and other electrical equipment installed in Zone 0 shall be-", "text": "(a) Zone 0 Appliances and other electrical equipment installed in Zone 0 shall be-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7680", "parent": { "$ref": "#/groups/790" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 325, "bbox": { "l": 113.39999999999998, "t": 145.94040000000007, "r": 513.6312000000005, "b": 118.56840000000011, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "(i) designed and constructed specifically for use in a bath, shower or water container; and", "text": "(i) designed and constructed specifically for use in a bath, shower or water container; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7681", "parent": { "$ref": "#/groups/790" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 325, "bbox": { "l": 113.39999999999998, "t": 111.92040000000009, "r": 435.53159999999986, "b": 98.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "(ii) provided with the required degree of protection; and", "text": "(ii) provided with the required degree of protection; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7682", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 325, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7683", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 326, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/7684", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 326, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7685", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 326, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "322", "text": "322" }, { "self_ref": "#/texts/7686", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 326, "bbox": { "l": 42.54, "t": 727.6253, "r": 56.62050000000001, "b": 717.5813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/7687", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 326, "bbox": { "l": 42.54, "t": 278.10529999999994, "r": 56.62050000000001, "b": 268.0613000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/7688", "parent": { "$ref": "#/groups/791" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 326, "bbox": { "l": 113.4, "t": 745.9403, "r": 204.4704000000001, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "(iii) supplied-", "text": "(iii) supplied-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7689", "parent": { "$ref": "#/groups/791" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 326, "bbox": { "l": 141.78, "t": 725.9603, "r": 410.56560000000087, "b": 712.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "(A) from a source located outside Zone 0; and", "text": "(A) from a source located outside Zone 0; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7690", "parent": { "$ref": "#/groups/791" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 326, "bbox": { "l": 141.78, "t": 705.9203, "r": 509.8956000000003, "b": 678.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "(B) at a nominal voltage not exceeding 12 V a.c. or 30 V ripplefree d.c.; and", "text": "(B) at a nominal voltage not exceeding 12 V a.c. or 30 V ripplefree d.c.; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7691", "parent": { "$ref": "#/groups/791" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 326, "bbox": { "l": 141.78, "t": 671.9603, "r": 513.7139999999999, "b": 644.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "(C) as an SELV or a PELV system, in accordance with Clause 7.5.", "text": "(C) as an SELV or a PELV system, in accordance with Clause 7.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7692", "parent": { "$ref": "#/groups/791" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 326, "bbox": { "l": 85.08, "t": 637.9403, "r": 513.688800000001, "b": 596.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 183 ] } ], "orig": "(b) Zones 1, 2 and 3 Appliances and other electrical equipment installed in Zones 1, 2 and 3 shall be provided with at least the required degree of protection for the particular zone.", "text": "(b) Zones 1, 2 and 3 Appliances and other electrical equipment installed in Zones 1, 2 and 3 shall be provided with at least the required degree of protection for the particular zone.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7693", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 326, "bbox": { "l": 85.07999999999998, "t": 589.9403, "r": 513.6947999999999, "b": 548.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "Heating cable systems intended for heating the location, and that are embedded in the floor and protected in accordance with Clause 4.10, may be installed.", "text": "Heating cable systems intended for heating the location, and that are embedded in the floor and protected in accordance with Clause 4.10, may be installed." }, { "self_ref": "#/texts/7694", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 326, "bbox": { "l": 85.08000000000004, "t": 541.9403, "r": 213.83280000000005, "b": 528.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "6.2.4.6 Switchboards", "text": "6.2.4.6 Switchboards", "level": 1 }, { "self_ref": "#/texts/7695", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 326, "bbox": { "l": 85.08000000000004, "t": 521.9603, "r": 431.1107999999999, "b": 508.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "A switchboard shall not be located within any classified zone.", "text": "A switchboard shall not be located within any classified zone." }, { "self_ref": "#/texts/7696", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 326, "bbox": { "l": 85.08000000000007, "t": 501.92029999999994, "r": 305.88720000000023, "b": 488.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "6.2.4.7 Electricity generation systems", "text": "6.2.4.7 Electricity generation systems", "level": 1 }, { "self_ref": "#/texts/7697", "parent": { "$ref": "#/groups/792" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 326, "bbox": { "l": 66.6, "t": 481.9402999999999, "r": 513.5976000000006, "b": 440.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 216 ] } ], "orig": "Electricity generation systems, including engine-driven generator sets, stand-alone power systems, grid-connected inverter systems and battery systems shall not be installed within any classified zone. *", "text": "Electricity generation systems, including engine-driven generator sets, stand-alone power systems, grid-connected inverter systems and battery systems shall not be installed within any classified zone. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7698", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 326, "bbox": { "l": 108.48000000000008, "t": 426.9202999999999, "r": 490.27439999999996, "b": 393.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "TABLE 6.1 SELECTION AND INSTALLATION OF ELECTRICAL EQUIPMENT", "text": "TABLE 6.1 SELECTION AND INSTALLATION OF ELECTRICAL EQUIPMENT" }, { "self_ref": "#/texts/7699", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 326, "bbox": { "l": 99.00000000000007, "t": 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Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7703", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 327, "bbox": { "l": 66.6, "t": 542.6522, "r": 74.862, "b": 527.05052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/7704", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 327, "bbox": { "l": 228.96, "t": 783.9884, "r": 372.816, "b": 751.8683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "323 TABLE 6.1 ( continued )", "text": "323 TABLE 6.1 ( continued )" }, { "self_ref": "#/texts/7705", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 327, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": 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"BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "DIMENSIONS IN METRES", "text": "DIMENSIONS IN METRES", "level": 1 }, { "self_ref": "#/texts/7720", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 327, "bbox": { "l": 170.63944800000002, "t": 113.93719999999996, "r": 427.76030399999996, "b": 88.72382600000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "FIGURE 6.1 ZONE DIMENSIONS (PLAN)BATH WITHOUT SHOWER OR FIXED BARRIER", "text": "FIGURE 6.1 ZONE DIMENSIONS (PLAN)BATH WITHOUT SHOWER OR FIXED BARRIER" }, { "self_ref": "#/texts/7721", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 327, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7722", "parent": 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Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7723", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 328, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/7724", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 328, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "324", "text": "324" }, { "self_ref": "#/texts/7725", "parent": { "$ref": "#/pictures/157" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 328, "bbox": { "l": 178.6785, "t": 566.7299076, "r": 208.95544880000003, "b": 559.2193552, 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Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7753", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 329, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "325", "text": "325" }, { "self_ref": "#/texts/7754", "parent": { "$ref": "#/pictures/158" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 329, "bbox": { "l": 293.0357, "t": 634.4701816, "r": 306.40969398, "b": 626.9583032, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "2.4", "text": "2.4" }, { "self_ref": "#/texts/7755", "parent": { "$ref": "#/pictures/158" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 329, "bbox": { "l": 258.59636916, "t": 607.24302144, "r": 289.09652195999973, "b": 599.73114304, "coord_origin": 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DIMENSIONS (PLAN)-SHOWER WITH FIXED PLUMBING CONNECTION ON WALL AND BASE WITHOUT BARRIERS", "text": "FIGURE 6.3 ZONE DIMENSIONS (PLAN)-SHOWER WITH FIXED PLUMBING CONNECTION ON WALL AND BASE WITHOUT BARRIERS", "level": 1 }, { "self_ref": "#/texts/7770", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 329, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/7771", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 329, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7772", "parent": { "$ref": 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Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7773", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 330, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/7774", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 330, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "326", "text": "326" }, { "self_ref": "#/texts/7775", "parent": { "$ref": "#/pictures/159" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 330, "bbox": { "l": 130.1586, "t": 405.5985928, "r": 169.51059364, "b": 398.0883056, 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169.82109364, "b": 422.3434056, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 0", "text": "= Zone 0" }, { "self_ref": "#/texts/7779", "parent": { "$ref": "#/pictures/159" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 330, "bbox": { "l": 95.6018, "t": 444.9806928, "r": 137.40654732, "b": 437.4704056, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "LEGEND:", "text": "LEGEND:" }, { "self_ref": "#/texts/7780", "parent": { "$ref": "#/pictures/159" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 330, "bbox": { "l": 265.6954, "t": 603.9839927999999, "r": 284.86954268000005, "b": 596.4737055999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "2.25", "text": "2.25" }, { "self_ref": "#/texts/7781", "parent": { "$ref": "#/pictures/159" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 330, "bbox": { "l": 343.15091356, "t": 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"content_layer": "body", "label": "text", "prov": [ { "page_no": 330, "bbox": { "l": 490.0082782, "t": 594.8677928, "r": 502.26269792, "b": 587.3065308, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/7791", "parent": { "$ref": "#/pictures/159" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 330, "bbox": { "l": 157.2068, "t": 744.8890928000001, "r": 216.55647003999982, "b": 737.3788056, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "Fixed shower", "text": "Fixed shower" }, { "self_ref": "#/texts/7792", "parent": { "$ref": "#/pictures/159" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 330, "bbox": { "l": 157.2068, "t": 734.6941328, "r": 197.6925335599999, "b": 727.1838455999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "plumbing", "text": "plumbing" }, { "self_ref": "#/texts/7793", "parent": { "$ref": 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"self_ref": "#/texts/7796", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 330, "bbox": { "l": 101.52, "t": 297.83719999999994, "r": 496.85599799999994, "b": 272.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "FIGURE 6.4 ZONE DIMENSIONS (ELEVATION)-SHOWER WITH FIXED PLUMBING CONNECTION ON WALL AND BASE WITHOUT BARRIERS", "text": "FIGURE 6.4 ZONE DIMENSIONS (ELEVATION)-SHOWER WITH FIXED PLUMBING CONNECTION ON WALL AND BASE WITHOUT BARRIERS" }, { "self_ref": "#/texts/7797", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 330, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7798", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 331, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7799", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 331, "bbox": { "l": 66.6, "t": 629.2321999999999, "r": 76.24480199999999, "b": 613.6305199999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/7800", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 331, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "327", "text": "327", "level": 1 }, { "self_ref": "#/texts/7801", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 331, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/7802", "parent": { "$ref": "#/pictures/160" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 331, "bbox": { "l": 186.4295888, "t": 691.6939500000001, "r": 201.6075186, "b": 679.6245786, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "0.6", "text": "0.6" }, { "self_ref": "#/texts/7803", "parent": { "$ref": "#/pictures/160" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 331, "bbox": { "l": 261.73828879999996, "t": 660.1540500000001, "r": 276.97344111, "b": 648.0607134299999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "2.4", "text": "2.4" }, { "self_ref": "#/texts/7804", "parent": { "$ref": "#/pictures/160" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 331, "bbox": { "l": 437.3747, "t": 645.4459668, "r": 476.72576757999997, "b": 637.9343536, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 1", "text": "= Zone 1" }, { "self_ref": "#/texts/7805", "parent": { "$ref": "#/pictures/160" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 331, "bbox": { "l": 437.3747, "t": 625.65235618, "r": 476.72576757999997, "b": 618.14074298, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 2", "text": "= Zone 2" }, { "self_ref": "#/texts/7806", "parent": { "$ref": "#/pictures/160" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 331, "bbox": { "l": 437.3747, "t": 605.85874556, "r": 476.72576757999997, "b": 598.34713236, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 3", "text": "= Zone 3" }, { "self_ref": "#/texts/7807", "parent": { "$ref": "#/pictures/160" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 331, "bbox": { "l": 192.4908, "t": 750.8880667999999, "r": 349.1505929599997, "b": 743.3764536, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "Fixed shower plumbing connection", "text": "Fixed shower plumbing connection" }, { "self_ref": "#/texts/7808", "parent": { "$ref": "#/pictures/160" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 331, "bbox": { "l": 226.1869, "t": 714.5605668, "r": 252.19771515999997, "b": 707.0489536, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "0.6 A", "text": "0.6 A" }, { "self_ref": "#/texts/7809", "parent": { "$ref": "#/pictures/160" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 331, "bbox": { "l": 226.1869, "t": 702.56407866, "r": 258.4773307, "b": 695.05246546, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "1.2 NZ", "text": "1.2 NZ" }, { "self_ref": "#/texts/7810", "parent": { "$ref": "#/pictures/160" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 331, "bbox": { "l": 403.98866018, "t": 660.9324070399999, "r": 445.79582316, "b": 653.42079384, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "LEGEND:", "text": "LEGEND:" }, { "self_ref": "#/texts/7811", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 331, "bbox": { "l": 85.08, "t": 491.7884, "r": 513.0261839999986, "b": 468.606128, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "NOTE: Limitation of zones by barriers or enclosures apply, as they do for wall-mounted plumbing connections.", "text": "NOTE: Limitation of zones by barriers or enclosures apply, as they do for wall-mounted plumbing connections." }, { "self_ref": "#/texts/7812", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 331, "bbox": { "l": 240.42, "t": 449.64529999999996, "r": 357.4190999999996, "b": 439.6013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "DIMENSIONS IN METRES", "text": "DIMENSIONS IN METRES", "level": 1 }, { "self_ref": "#/texts/7813", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 331, "bbox": { "l": 112.08, "t": 426.8372, "r": 486.4178459999993, "b": 388.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "FIGURE 6.5 BATHS AND SHOWERS, ZONE DIMENSIONS (PLAN)SHOWER WITH FIXED PLUMBING CONNECTION ON CEILING AND WITHOUT BARRIERS", "text": "FIGURE 6.5 BATHS AND SHOWERS, ZONE DIMENSIONS (PLAN)SHOWER WITH FIXED PLUMBING CONNECTION ON CEILING AND WITHOUT BARRIERS" }, { "self_ref": "#/texts/7814", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 331, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7815", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 332, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7816", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 332, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/7817", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 332, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "328", "text": "328" }, { "self_ref": "#/texts/7818", "parent": { "$ref": "#/pictures/161" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 332, "bbox": { "l": 297.0699, "t": 638.0178336, "r": 327.57018524, "b": 630.5086072, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 3", "text": "Zone 3" }, { "self_ref": "#/texts/7819", "parent": { "$ref": "#/pictures/161" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 332, "bbox": { "l": 476.1661, "t": 649.9652336, "r": 515.5255021199998, "b": 642.4560072, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 1", "text": "= Zone 1" }, { "self_ref": "#/texts/7820", "parent": { "$ref": "#/pictures/161" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 332, "bbox": { "l": 476.1661, "t": 630.17791236, "r": 515.5255021199998, "b": 622.6686859600001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 2", "text": "= Zone 2" }, { "self_ref": "#/texts/7821", "parent": { "$ref": "#/pictures/161" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 332, "bbox": { "l": 476.1661, "t": 610.3905911200001, "r": 515.5255021199998, "b": 602.8813647200001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 3", "text": "= Zone 3" }, { "self_ref": "#/texts/7822", "parent": { "$ref": "#/pictures/161" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 332, "bbox": { "l": 200.5416, "t": 638.4875336, "r": 231.04783552, "b": 630.9783072, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 2", "text": "Zone 2" }, { "self_ref": "#/texts/7823", "parent": { "$ref": "#/pictures/161" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 332, "bbox": { "l": 177.8482, "t": 744.8444336, "r": 334.52757280000014, "b": 737.3352072, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "Fixed shower plumbing connection", "text": "Fixed shower plumbing connection" }, { "self_ref": "#/texts/7824", "parent": { "$ref": "#/pictures/161" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 332, "bbox": { "l": 359.82306312000003, "t": 650.90944788, "r": 373.36760048, "b": 643.40022148, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "2.5", "text": "2.5" }, { "self_ref": "#/texts/7825", "parent": { "$ref": "#/pictures/161" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 332, "bbox": { "l": 357.00603056000006, "t": 627.270675, "r": 376.18378300000006, "b": 619.7614486, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "2.25", "text": "2.25" }, { "self_ref": "#/texts/7826", "parent": { "$ref": "#/pictures/161" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 332, "bbox": { "l": 381.4268, "t": 650.5059336, "r": 387.0965668, "b": 642.9967072000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/7827", "parent": { "$ref": "#/pictures/161" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 332, "bbox": { "l": 381.3628, "t": 627.2706336, "r": 393.49542092, "b": 619.7614072, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/7828", "parent": { "$ref": "#/pictures/161" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 332, "bbox": { "l": 252.59109044, "t": 638.01800152, "r": 271.76884288, "b": 630.50877512, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "2.25", "text": "2.25" }, { "self_ref": "#/texts/7829", "parent": { "$ref": "#/pictures/161" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 332, "bbox": { "l": 160.9271, "t": 516.4437336, "r": 186.94342424000004, "b": 508.9345072, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "0.6 A", "text": "0.6 A" }, { "self_ref": "#/texts/7830", "parent": { "$ref": "#/pictures/161" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 332, "bbox": { "l": 157.77600171999998, "t": 501.45331298, "r": 190.07327151999996, "b": 493.94408658, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "1.2 NZ", "text": "1.2 NZ" }, { "self_ref": "#/texts/7831", "parent": { "$ref": "#/pictures/161" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 332, "bbox": { "l": 207.8959, "t": 515.5273336, "r": 221.20752640000003, "b": 508.0181072, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "0.6", "text": "0.6" }, { "self_ref": "#/texts/7832", "parent": { "$ref": "#/pictures/161" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 332, "bbox": { "l": 276.829, "t": 515.5273336, "r": 290.20267932, "b": 508.0181072, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "2.4", "text": "2.4" }, { "self_ref": "#/texts/7833", "parent": { "$ref": "#/pictures/161" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 332, "bbox": { "l": 137.7702, "t": 638.4875336, "r": 168.27728556, "b": 630.9783072, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 1", "text": "Zone 1" }, { "self_ref": "#/texts/7834", "parent": { "$ref": "#/pictures/161" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 332, "bbox": { "l": 443.23122396, "t": 665.19625492, "r": 485.0472416800001, "b": 657.68702852, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "LEGEND:", "text": "LEGEND:" }, { "self_ref": "#/texts/7835", "parent": { "$ref": "#/pictures/161" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 332, "bbox": { "l": 78.06, "t": 594.4124336, "r": 108.56198531999999, "b": 586.9032072, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 0", "text": "Zone 0" }, { "self_ref": "#/texts/7836", "parent": { "$ref": "#/pictures/161" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 332, "bbox": { "l": 61.2, "t": 634.4522, "r": 70.84480200000002, "b": 618.85052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/7837", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 332, "bbox": { "l": 240.42, "t": 474.6053, "r": 357.4190999999996, "b": 464.5613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "DIMENSIONS IN METRES", "text": "DIMENSIONS IN METRES", "level": 1 }, { "self_ref": "#/texts/7838", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 332, "bbox": { "l": 94.8, "t": 451.8572, "r": 503.6183400000001, "b": 413.623742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 129 ] } ], "orig": "FIGURE 6.6 BATHS AND SHOWERS, ZONE DIMENSIONS (ELEVATION)SHOWER WITH FIXED PLUMBING CONNECTION ON CEILING AND WITHOUT BARRIERS", "text": "FIGURE 6.6 BATHS AND SHOWERS, ZONE DIMENSIONS (ELEVATION)SHOWER WITH FIXED PLUMBING CONNECTION ON CEILING AND WITHOUT BARRIERS" }, { "self_ref": "#/texts/7839", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 332, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7840", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 333, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7841", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 333, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "329", "text": "329" }, { "self_ref": "#/texts/7842", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 333, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/7843", "parent": { "$ref": "#/pictures/162" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 333, "bbox": { "l": 444.1255, "t": 644.1881396, "r": 483.4849021199998, "b": 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[], "content_layer": "body", "label": "text", "prov": [ { "page_no": 333, "bbox": { "l": 187.7889, "t": 658.9179396, "r": 201.1005264, "b": 651.4056192, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "0.6", "text": "0.6" }, { "self_ref": "#/texts/7853", "parent": { "$ref": "#/pictures/162" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 333, "bbox": { "l": 192.0816, "t": 730.0945396, "r": 222.58783552000003, "b": 722.5822192, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 0", "text": "Zone 0" }, { "self_ref": "#/texts/7854", "parent": { "$ref": "#/pictures/162" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 333, "bbox": { "l": 192.0412, "t": 707.4945395999999, "r": 223.78871032, "b": 699.9822192, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 1", "text": "Zone 1" }, { "self_ref": "#/texts/7855", "parent": { "$ref": "#/pictures/162" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 333, "bbox": { "l": 103.56, "t": 611.4959311, "r": 108.7537444, "b": 601.6721275, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "b", "text": "b" }, { "self_ref": "#/texts/7856", "parent": { "$ref": "#/pictures/162" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 333, "bbox": { "l": 402.1354, "t": 715.9887311, "r": 407.3291444, "b": 706.1649275, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "b", "text": "b" }, { "self_ref": "#/texts/7857", "parent": { "$ref": "#/pictures/162" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 333, "bbox": { "l": 408.09333036, "t": 714.1616396, "r": 490.3330002800001, "b": 706.6493192, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "= width of barrier", "text": "= width of barrier" }, { "self_ref": "#/texts/7858", "parent": { "$ref": "#/pictures/162" }, 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[], "content_layer": "body", "label": "text", "prov": [ { "page_no": 333, "bbox": { "l": 447.35237176, "t": 705.7907311, "r": 452.07859415999997, "b": 695.9669275, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "a", "text": "a" }, { "self_ref": "#/texts/7862", "parent": { "$ref": "#/pictures/162" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 333, "bbox": { "l": 452.84278012, "t": 703.9636396, "r": 463.82529691999997, "b": 696.4513192000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "-", "text": "-" }, { "self_ref": "#/texts/7863", "parent": { "$ref": "#/pictures/162" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 333, "bbox": { "l": 464.59033292, "t": 705.7907311, "r": 469.78407732, "b": 695.9669275, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "b", "text": "b" }, { "self_ref": "#/texts/7864", "parent": { "$ref": "#/pictures/162" }, "children": [], 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"children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 333, "bbox": { "l": 164.579586, "t": 342.8372, "r": 433.84651799999983, "b": 317.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "FIGURE 6.7 ZONE DIMENSIONS (PLAN)BATH WITHOUT SHOWER WITH FIXED BARRIER", "text": "FIGURE 6.7 ZONE DIMENSIONS (PLAN)BATH WITHOUT SHOWER WITH FIXED BARRIER" }, { "self_ref": "#/texts/7871", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 333, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7872", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 334, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, 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Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7895", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 334, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7896", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 335, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7897", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 335, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "331", "text": "331" }, { "self_ref": "#/texts/7898", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 335, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/7899", "parent": { "$ref": "#/pictures/164" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 335, "bbox": { "l": 189.7429, "t": 705.6240904, "r": 202.88768044, "b": 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Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7918", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 336, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/7919", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 336, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "332", "text": "332" }, { "self_ref": "#/texts/7920", "parent": { "$ref": "#/pictures/165" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 336, "bbox": { "l": 258.1853, "t": 650.630868, "r": 288.76365832, "b": 643.1186359999999, 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Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7941", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 337, "bbox": { "l": 42.54, "t": 752.1052999999999, "r": 56.62050000000001, "b": 742.0613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/7942", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 337, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "333", "text": "333" }, { "self_ref": "#/texts/7943", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 337, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 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"label": "text", "prov": [ { "page_no": 337, "bbox": { "l": 159.2918, "t": 750.1028556, "r": 269.95935763999995, "b": 742.5896512, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "Fixed shower alternative", "text": "Fixed shower alternative" }, { "self_ref": "#/texts/7962", "parent": { "$ref": "#/pictures/166" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 337, "bbox": { "l": 159.2918, "t": 739.9037556, "r": 252.72564668, "b": 732.3905512, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "plumbing connection", "text": "plumbing connection" }, { "self_ref": "#/texts/7963", "parent": { "$ref": "#/pictures/166" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 337, "bbox": { "l": 159.2918, "t": 750.1028556, "r": 269.9381066400001, "b": 742.5896512, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "Fixed shower alternative", "text": "Fixed shower alternative" }, { "self_ref": "#/texts/7964", "parent": { "$ref": "#/pictures/166" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 337, "bbox": { "l": 159.2918, "t": 739.9039356, "r": 252.71204604000002, "b": 732.3907312, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "plumbing connection", "text": "plumbing connection" }, { "self_ref": "#/texts/7965", "parent": { "$ref": "#/groups/794" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 337, "bbox": { "l": 196.5, "t": 378.7484, "r": 401.5863539999999, "b": 367.56608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "NOTE: Refer to Clause 6.2.2.1(a) for Zone 0.", "text": "NOTE: Refer to Clause 6.2.2.1(a) for Zone 0." }, { "self_ref": "#/texts/7966", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 337, "bbox": { "l": 240.42, "t": 348.6054, "r": 357.4190999999996, "b": 338.5614, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "DIMENSIONS IN METRES", "text": "DIMENSIONS IN METRES", "level": 1 }, { "self_ref": "#/texts/7967", "parent": { "$ref": "#/groups/795" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 337, "bbox": { "l": 66.6, "t": 320.2323, "r": 500.13372600000014, "b": 294.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "FIGURE 6.11 ZONE DIMENSIONS (ELEVATION)-SHOWER WITH FIXED PLUMBING CONNECTION ON CEILING OR WALL AND A BARRIER *", "text": "FIGURE 6.11 ZONE DIMENSIONS (ELEVATION)-SHOWER WITH FIXED PLUMBING CONNECTION ON CEILING OR WALL AND A BARRIER *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/7968", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 337, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": 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Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7970", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 338, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/7971", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 338, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "334", "text": "334" }, { "self_ref": "#/texts/7972", "parent": { "$ref": "#/pictures/167" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 338, "bbox": { "l": 198.2774, "t": 619.725694, "r": 211.58902640000002, "b": 612.214788, 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"text", "prov": [ { "page_no": 338, "bbox": { "l": 471.83221064, "t": 392.13787095, "r": 511.1933128400001, "b": 384.62696495, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 3", "text": "= Zone 3" }, { "self_ref": "#/texts/7985", "parent": { "$ref": "#/pictures/167" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 338, "bbox": { "l": 471.9161, "t": 440.251694, "r": 511.27720220000003, "b": 432.740788, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 1", "text": "= Zone 1" }, { "self_ref": "#/texts/7986", "parent": { "$ref": "#/pictures/167" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 338, "bbox": { "l": 471.9161, "t": 465.155494, "r": 511.27720220000003, "b": 457.644588, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 0", "text": "= Zone 0" }, { "self_ref": "#/texts/7987", "parent": { "$ref": "#/pictures/167" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 338, "bbox": { "l": 437.0415, "t": 483.949894, "r": 478.85411756, "b": 476.438988, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "LEGEND:", "text": "LEGEND:" }, { "self_ref": "#/texts/7988", "parent": { "$ref": "#/pictures/167" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 338, "bbox": { "l": 127.8399, "t": 744.817194, "r": 187.20074332000013, "b": 737.306288, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "Fixed shower", "text": "Fixed shower" }, { "self_ref": "#/texts/7989", "parent": { "$ref": "#/pictures/167" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 338, "bbox": { "l": 127.8399, "t": 734.32146755, "r": 221.26014604000002, "b": 726.81056155, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "plumbing connection", "text": "plumbing connection" }, { "self_ref": "#/texts/7990", "parent": { "$ref": "#/pictures/167" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 338, "bbox": { "l": 105.8375, "t": 560.555794, "r": 136.41683895999998, "b": 553.044888, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "Barrier", "text": "Barrier" }, { "self_ref": "#/texts/7991", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 338, "bbox": { "l": 240.42, "t": 333.6054, "r": 357.4190999999996, "b": 323.56140000000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "DIMENSIONS IN METRES", "text": "DIMENSIONS IN METRES" }, { "self_ref": "#/texts/7992", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 338, "bbox": { "l": 112.02, "t": 304.8571999999999, "r": 486.3798060000004, "b": 279.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "FIGURE 6.12 ZONE DIMENSIONS (PLAN)-PARTIALLY ENCLOSED SHOWER WITH FIXED PLUMBING CONNECTION ON WALL", "text": "FIGURE 6.12 ZONE DIMENSIONS (PLAN)-PARTIALLY ENCLOSED SHOWER WITH FIXED PLUMBING CONNECTION ON WALL", "level": 1 }, { "self_ref": "#/texts/7993", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 338, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/7994", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 339, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/7995", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 339, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "335", "text": "335" }, { "self_ref": "#/texts/7996", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 339, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/7997", "parent": { "$ref": "#/pictures/168" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 339, "bbox": { "l": 240.42, "t": 475.6253, "r": 357.4190999999996, "b": 465.5813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "DIMENSIONS IN METRES", "text": "DIMENSIONS IN METRES" }, { "self_ref": "#/texts/7998", "parent": { "$ref": "#/pictures/168" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 339, "bbox": { "l": 429.3948, "t": 696.9196756, "r": 459.8870592, "b": 689.4108912, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 0", "text": "Zone 0" }, { "self_ref": "#/texts/7999", "parent": { "$ref": "#/pictures/168" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 339, "bbox": { "l": 429.3948, "t": 666.51334583, "r": 459.8870592, "b": 659.0045614300001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 2", "text": "Zone 2" }, { "self_ref": "#/texts/8000", "parent": { "$ref": "#/pictures/168" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 339, "bbox": { "l": 181.98767951999997, "t": 667.5139508100001, "r": 199.76293295999997, "b": 660.0051664100001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "0.15", "text": "0.15" }, { "self_ref": "#/texts/8001", "parent": { "$ref": "#/pictures/168" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 339, "bbox": { "l": 218.25630119999997, "t": 656.6958650500001, "r": 231.53420136, "b": 649.1870806500001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "0.4", "text": "0.4" }, { "self_ref": "#/texts/8002", "parent": { "$ref": "#/pictures/168" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 339, "bbox": { "l": 307.9001, "t": 689.9400756, "r": 325.67535344000004, "b": 682.4312912, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "0.15", "text": "0.15" }, { "self_ref": "#/texts/8003", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 339, "bbox": { "l": 66.6, "t": 446.87719999999996, "r": 511.47440399999954, "b": 408.583352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "FIGURE 6.13 ZONE DIMENSIONS FOR OTHER FIXED WATER CONTAINERS WITH FIXED WATER OUTLETS WHERE NO CONTAINER HAS A CAPACITY EXCEEDING 40 L *", "text": "FIGURE 6.13 ZONE DIMENSIONS FOR OTHER FIXED WATER CONTAINERS WITH FIXED WATER OUTLETS WHERE NO CONTAINER HAS A CAPACITY EXCEEDING 40 L *", "level": 1 }, { "self_ref": "#/texts/8004", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 339, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8005", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 340, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/8006", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 340, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8007", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 340, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/8008", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 340, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "336", "text": "336" }, { "self_ref": "#/texts/8009", "parent": { "$ref": "#/pictures/169" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 340, "bbox": { "l": 240.42, "t": 466.6253, "r": 357.4190999999996, "b": 456.5813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "DIMENSIONS IN METRES", "text": "DIMENSIONS IN METRES" }, { "self_ref": "#/texts/8010", "parent": { "$ref": "#/pictures/169" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 340, "bbox": { "l": 429.3948, "t": 691.2038756000001, "r": 459.8870592, "b": 683.6950912000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 0", "text": "Zone 0" }, { "self_ref": "#/texts/8011", "parent": { "$ref": "#/pictures/169" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 340, "bbox": { "l": 429.3948, "t": 660.7975458300001, "r": 459.8870592, "b": 653.2887614300001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 2", "text": "Zone 2" }, { "self_ref": "#/texts/8012", "parent": { "$ref": "#/pictures/169" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 340, "bbox": { "l": 311.9299152, "t": 702.92233596, "r": 325.37778335999997, "b": 695.4135515600001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "0.5", "text": "0.5" }, { "self_ref": "#/texts/8013", "parent": { "$ref": "#/pictures/169" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 340, "bbox": { "l": 236.07489647999998, "t": 670.92506126, "r": 248.97291815999998, "b": 663.41627686, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "1.0", "text": "1.0" }, { "self_ref": "#/texts/8014", "parent": { "$ref": "#/pictures/169" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 340, "bbox": { "l": 189.88439279999997, "t": 687.60322661, "r": 203.33226095999999, "b": 680.09444221, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "0.5", "text": "0.5" }, { "self_ref": "#/texts/8015", "parent": { "$ref": "#/groups/797" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 340, "bbox": { "l": 66.6, "t": 439.7522, "r": 511.53369599999957, "b": 412.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 128 ] } ], "orig": "FIGURE 6.14 ZONE DIMENSIONS FOR OTHER FIXED WATER CONTAINERS WITH A FLEXIBLE WATER OUTLET OR WITH A CAPACITY EXCEEDING 40 L *", "text": "FIGURE 6.14 ZONE DIMENSIONS FOR OTHER FIXED WATER CONTAINERS WITH A FLEXIBLE WATER OUTLET OR WITH A CAPACITY EXCEEDING 40 L *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8016", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 340, "bbox": { "l": 85.07999999999998, "t": 391.94030000000004, "r": 513.5831999999996, "b": 364.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "6.3 SWIMMING POOLS, PADDLING POOLS AND SPA POOLS OR TUBS", "text": "6.3 SWIMMING POOLS, PADDLING POOLS AND SPA POOLS OR TUBS", "level": 1 }, { "self_ref": "#/texts/8017", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 340, "bbox": { "l": 85.07999999999998, "t": 357.9203, "r": 165.07919999999993, "b": 344.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "6.3.1 Scope", "text": "6.3.1 Scope", "level": 1 }, { "self_ref": "#/texts/8018", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 340, "bbox": { "l": 85.07999999999998, "t": 337.9403, "r": 513.6888000000006, "b": 240.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 428 ] } ], "orig": "The particular requirements of this Clause (Clause 6.3) apply to electrical installations in locations containing swimming pools, paddling (wading) pools and spa pools or tubs and their surrounding zones, where the risk of electric shock is increased by a reduction in body resistance and the likelihood of contact of the body with the water and conductive structure(s) in contact with the general mass of earth.", "text": "The particular requirements of this Clause (Clause 6.3) apply to electrical installations in locations containing swimming pools, paddling (wading) pools and spa pools or tubs and their surrounding zones, where the risk of electric shock is increased by a reduction in body resistance and the likelihood of contact of the body with the water and conductive structure(s) in contact with the general mass of earth." }, { "self_ref": "#/texts/8019", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 340, "bbox": { "l": 96.42, "t": 236.87720000000002, "r": 513.3844019999991, "b": 211.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "NOTE: For swimming pools for medical or large commercial use, special requirements may be necessary.", "text": "NOTE: For swimming pools for medical or large commercial use, special requirements may be necessary." }, { "self_ref": "#/texts/8020", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 340, "bbox": { "l": 85.07999999999998, "t": 204.9203, "r": 513.6384000000008, "b": 177.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "These requirements are based on the classification of zones surrounding the water container.", "text": "These requirements are based on the classification of zones surrounding the water container." }, { "self_ref": "#/texts/8021", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 340, "bbox": { "l": 85.07999999999996, "t": 170.96029999999996, "r": 513.6552000000006, "b": 101.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 361 ] } ], "orig": "Ceilings, walls with or without windows, doors, floors, barriers and fixed partitions (e.g. a 1.8 m solid fence) that limit the extent of a room or area containing a swimming pool, paddling pool, spa pool or tub, and fixed partitions that provide effective protection against spraying or splashing water, limit the associated zones.", "text": "Ceilings, walls with or without windows, doors, floors, barriers and fixed partitions (e.g. a 1.8 m solid fence) that limit the extent of a room or area containing a swimming pool, paddling pool, spa pool or tub, and fixed partitions that provide effective protection against spraying or splashing water, limit the associated zones." }, { "self_ref": "#/texts/8022", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 340, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8023", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 341, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8024", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 341, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "337", "text": "337" }, { "self_ref": "#/texts/8025", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 341, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/8026", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 341, "bbox": { "l": 85.07999999999998, "t": 751.9403, "r": 513.5724000000008, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "Due to the nature of these locations, certain methods of protection against electric shock are not permitted. Refer to Clause 6.3.3.1.", "text": "Due to the nature of these locations, certain methods of protection against electric shock are not permitted. Refer to Clause 6.3.3.1." }, { "self_ref": "#/texts/8027", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 341, "bbox": { "l": 85.07999999999998, "t": 717.9203, "r": 513.6588000000012, "b": 662.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 254 ] } ], "orig": "The requirements for swimming pools also apply to electrical installations in areas of natural waters, lakes in gravel pits and coastal and similar areas, especially those intended to be occupied by persons for swimming, paddling and similar purposes.", "text": "The requirements for swimming pools also apply to electrical installations in areas of natural waters, lakes in gravel pits and coastal and similar areas, especially those intended to be occupied by persons for swimming, paddling and similar purposes." }, { "self_ref": "#/texts/8028", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 341, "bbox": { "l": 85.07999999999998, "t": 655.9403, "r": 264.5160000000003, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "6.3.2 Classification of zones", "text": "6.3.2 Classification of zones", "level": 1 }, { "self_ref": "#/texts/8029", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 341, "bbox": { "l": 85.07999999999998, "t": 635.9603, "r": 339.5532000000002, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "6.3.2.1 Swimming pools and paddling pools", "text": "6.3.2.1 Swimming pools and paddling pools", "level": 1 }, { "self_ref": "#/texts/8030", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 341, "bbox": { "l": 85.07999999999998, "t": 615.9203, "r": 513.6360000000008, "b": 588.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "Three zones (Zones 0, 1 and 2) are classified for swimming pools and paddling pools:", "text": "Three zones (Zones 0, 1 and 2) are classified for swimming pools and paddling pools:" }, { "self_ref": "#/texts/8031", "parent": { "$ref": "#/groups/798" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 341, "bbox": { "l": 85.07999999999998, "t": 581.9603, "r": 513.6096000000001, "b": 554.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "(a) Zone 0 shall be the area of the interior of the water container of a swimming pool or paddling pool.", "text": "(a) Zone 0 shall be the area of the interior of the water container of a swimming pool or paddling pool.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8032", "parent": { "$ref": "#/groups/798" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 341, "bbox": { "l": 85.07999999999998, "t": 547.9403, "r": 388.5275999999999, "b": 534.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "(b) Zone 1 shall be the area limited by the following:", "text": "(b) Zone 1 shall be the area limited by the following:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8033", "parent": { "$ref": "#/groups/798" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 341, "bbox": { "l": 113.39999999999998, "t": 527.9603, "r": 187.90199999999996, "b": 514.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "(i) Zone 0.", "text": "(i) Zone 0.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8034", "parent": { "$ref": "#/groups/798" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 341, "bbox": { "l": 113.39999999999998, "t": 507.92029999999994, "r": 513.0420000000004, "b": 494.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "(ii) A vertical plane 2.0 m from the internal rim of the water container.", "text": "(ii) A vertical plane 2.0 m from the internal rim of the water container.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8035", "parent": { "$ref": "#/groups/798" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 341, "bbox": { "l": 113.39999999999998, "t": 487.9402999999999, "r": 464.88960000000077, "b": 474.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "(iii) The floor or surface expected to be occupied by persons.", "text": "(iii) The floor or surface expected to be occupied by persons.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8036", "parent": { "$ref": "#/groups/798" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 341, "bbox": { "l": 113.39999999999998, "t": 467.9602999999999, "r": 474.27480000000094, "b": 454.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "(iv) The horizontal plane 2.50 m above the floor or the surface.", "text": "(iv) The horizontal plane 2.50 m above the floor or the surface.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8037", "parent": { "$ref": "#/groups/798" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 341, "bbox": { "l": 113.39999999999995, "t": 447.9202999999999, "r": 513.6348000000005, "b": 420.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "(v) When the pool contains a diving board, springboard, starting block or a slide, by-", "text": "(v) When the pool contains a diving board, springboard, starting block or a slide, by-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8038", "parent": { "$ref": "#/groups/798" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 341, "bbox": { "l": 141.77999999999994, "t": 413.96029999999985, "r": 513.6012000000003, "b": 386.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "(A) the vertical plane situated 1.50 m around the diving board, springboard, starting block or slide; and", "text": "(A) the vertical plane situated 1.50 m around the diving board, springboard, starting block or slide; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8039", "parent": { "$ref": "#/groups/798" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 341, "bbox": { "l": 141.77999999999992, "t": 379.9402999999998, "r": 513.640800000001, "b": 352.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "(B) the horizontal plane 2.50 m above the highest surface expected to be occupied by persons.", "text": "(B) the horizontal plane 2.50 m above the highest surface expected to be occupied by persons.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8040", "parent": { "$ref": "#/groups/798" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 341, "bbox": { "l": 85.07999999999991, "t": 345.92029999999977, "r": 322.9464, "b": 332.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "(c) Zone 2 shall be the area limited by-", "text": "(c) Zone 2 shall be the area limited by-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8041", "parent": { "$ref": "#/groups/798" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 341, "bbox": { "l": 113.39999999999992, "t": 325.94029999999975, "r": 513.6359999999996, "b": 298.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "(i) the vertical plane limiting Zone 1 and the parallel vertical plane 1.50 m external to Zone 1; and", "text": "(i) the vertical plane limiting Zone 1 and the parallel vertical plane 1.50 m external to Zone 1; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8042", "parent": { "$ref": "#/groups/798" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 341, "bbox": { "l": 113.39999999999992, "t": 291.92029999999977, "r": 513.5928000000013, "b": 264.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "(ii) the floor, or surface expected to be occupied by persons, and the horizontal plane 2.50 m above the floor or surface.", "text": "(ii) the floor, or surface expected to be occupied by persons, and the horizontal plane 2.50 m above the floor or surface.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8043", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 341, "bbox": { "l": 85.07999999999993, "t": 257.96029999999973, "r": 434.98320000000086, "b": 244.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "Examples of these zones are shown in Figures 6.15 and 6.16.", "text": "Examples of these zones are shown in Figures 6.15 and 6.16." }, { "self_ref": "#/texts/8044", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 341, "bbox": { "l": 85.07999999999993, "t": 237.92029999999977, "r": 236.73600000000008, "b": 224.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "6.3.2.2 Spa pools or tubs", "text": "6.3.2.2 Spa pools or tubs", "level": 1 }, { "self_ref": "#/texts/8045", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 341, "bbox": { "l": 85.07999999999993, "t": 217.94029999999975, "r": 193.4976, "b": 204.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "6.3.2.2.1 General", "text": "6.3.2.2.1 General", "level": 1 }, { "self_ref": "#/texts/8046", "parent": { "$ref": "#/groups/799" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 341, "bbox": { "l": 66.6, "t": 197.96029999999973, "r": 513.6060000000007, "b": 170.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 111 ] } ], "orig": "Spa pools or tubs with a water capacity not exceeding 680 L shall comply with the requirements of Clause 6.2. *", "text": "Spa pools or tubs with a water capacity not exceeding 680 L shall comply with the requirements of Clause 6.2. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8047", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 341, "bbox": { "l": 85.07999999999993, "t": 163.94029999999975, "r": 513.6144000000006, "b": 136.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 144 ] } ], "orig": "A spa pool that is attached to a swimming or paddling pool shall be considered to be an extension to the swimming or paddling pool.", "text": "A spa pool that is attached to a swimming or paddling pool shall be considered to be an extension to the swimming or paddling pool." }, { "self_ref": "#/texts/8048", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 341, "bbox": { "l": 96.41999999999999, "t": 132.83719999999994, "r": 513.3207180000003, "b": 94.60374200000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 249 ] } ], "orig": "NOTE: Electrical equipment installed behind a fixed panel that provides a degree of protection not less than IPX4, and to which access may only be gained by the use of a tool, would not be considered to be in a classified zone.", "text": "NOTE: Electrical equipment installed behind a fixed panel that provides a degree of protection not less than IPX4, and to which access may only be gained by the use of a tool, would not be considered to be in a classified zone." }, { "self_ref": "#/texts/8049", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 341, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8050", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 342, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8051", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 342, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "338", "text": "338" }, { "self_ref": "#/texts/8052", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 342, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/8053", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 342, "bbox": { "l": 85.08, "t": 745.9403, "r": 335.4636000000005, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "6.3.2.2.2 Water capacity exceeding 5000 L", "text": "6.3.2.2.2 Water capacity exceeding 5000 L", "level": 1 }, { "self_ref": "#/texts/8054", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 342, "bbox": { "l": 85.07999999999998, "t": 725.9603, "r": 513.5904000000002, "b": 698.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": "Three zones (Zones 0, 1 and 2) are classified for spa pools or tubs with a capacity exceeding 5000 L, as set out in Clause 6.3.2.1.", "text": "Three zones (Zones 0, 1 and 2) are classified for spa pools or tubs with a capacity exceeding 5000 L, as set out in Clause 6.3.2.1." }, { "self_ref": "#/texts/8055", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 342, "bbox": { "l": 85.07999999999998, "t": 691.9403, "r": 356.74800000000073, "b": 678.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "6.3.2.2.3 Water capacity not exceeding 5000 L", "text": "6.3.2.2.3 Water capacity not exceeding 5000 L", "level": 1 }, { "self_ref": "#/texts/8056", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 342, "bbox": { "l": 85.07999999999998, "t": 671.9603, "r": 513.6288000000004, "b": 644.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 158 ] } ], "orig": "Two zones (Zones 0 and 1) are classified for spa pools and tubs with a capacity exceeding 680 L and up to and including 5000 L, as set out below:", "text": "Two zones (Zones 0 and 1) are classified for spa pools and tubs with a capacity exceeding 680 L and up to and including 5000 L, as set out below:" }, { "self_ref": "#/texts/8057", "parent": { "$ref": "#/groups/800" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 342, "bbox": { "l": 85.08000000000004, "t": 637.9403, "r": 460.7976000000007, "b": 624.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(a) Zone 0 shall be the area of the interior of the water container.", "text": "(a) Zone 0 shall be the area of the interior of the water container.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8058", "parent": { "$ref": "#/groups/800" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 342, "bbox": { "l": 85.08000000000004, "t": 617.9603, "r": 322.95840000000015, "b": 604.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "(b) Zone 1 shall be the area limited by-", "text": "(b) Zone 1 shall be the area limited by-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8059", "parent": { "$ref": "#/groups/800" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 342, "bbox": { "l": 113.40000000000003, "t": 597.9203, "r": 513.6132000000008, "b": 570.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "(i) the vertical plane 1.25 m from the internal rim of the water container; and", "text": "(i) the vertical plane 1.25 m from the internal rim of the water container; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8060", "parent": { "$ref": "#/groups/800" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 342, "bbox": { "l": 113.40000000000003, "t": 563.9603, "r": 513.618000000001, "b": 536.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "(ii) the floor, or the surface expected to be occupied by persons, and the horizontal plane 2.50 m above the floor or surface.", "text": "(ii) the floor, or the surface expected to be occupied by persons, and the horizontal plane 2.50 m above the floor or surface.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8061", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 342, "bbox": { "l": 85.08000000000004, "t": 529.9403, "r": 418.6896000000009, "b": 516.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "Examples of these zones are given in Figures 6.17 to 6.19.", "text": "Examples of these zones are given in Figures 6.17 to 6.19." }, { "self_ref": "#/texts/8062", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 342, "bbox": { "l": 85.08000000000004, "t": 509.96029999999996, "r": 325.45440000000013, "b": 496.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "6.3.3 Protection against electric shock", "text": "6.3.3 Protection against electric shock", "level": 1 }, { "self_ref": "#/texts/8063", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 342, "bbox": { "l": 85.08000000000004, "t": 489.92029999999994, "r": 253.94639999999987, "b": 476.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "6.3.3.1 Prohibited measures", "text": "6.3.3.1 Prohibited measures", "level": 1 }, { "self_ref": "#/texts/8064", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 342, "bbox": { "l": 85.08000000000004, "t": 469.9402999999999, "r": 513.5988000000003, "b": 442.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "The following measures of protection against electric shock are prohibited and shall not be used:", "text": "The following measures of protection against electric shock are prohibited and shall not be used:" }, { "self_ref": "#/texts/8065", "parent": { "$ref": "#/groups/801" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 342, "bbox": { "l": 85.08000000000007, "t": 435.9202999999999, "r": 504.0312000000011, "b": 422.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(a) Protection by means of obstacles, in accordance with Clause 1.5.4.5.", "text": "(a) Protection by means of obstacles, in accordance with Clause 1.5.4.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8066", "parent": { "$ref": "#/groups/801" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 342, "bbox": { "l": 85.08000000000004, "t": 415.94029999999987, "r": 505.99680000000063, "b": 402.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "(b) Protection by placing out of reach, in accordance with Clause 1.5.4.6.", "text": "(b) Protection by placing out of reach, in accordance with Clause 1.5.4.6.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8067", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 342, "bbox": { "l": 85.08000000000007, "t": 395.96029999999985, "r": 346.7184000000006, "b": 382.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "6.3.3.2 Supplementary equipotential bonding", "text": "6.3.3.2 Supplementary equipotential bonding", "level": 1 }, { "self_ref": "#/texts/8068", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 342, "bbox": { "l": 85.08000000000007, "t": 375.9202999999998, "r": 513.6456000000009, "b": 306.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 335 ] } ], "orig": "Where electrical equipment situated in a classified zone is required to be earthed, all extraneous conductive parts in Zones 0, 1 and 2 shall be connected together by equipotential bonding conductors and connected to the protective earthing conductor of the electrical equipment, in accordance with Clause 5.6.2.6.", "text": "Where electrical equipment situated in a classified zone is required to be earthed, all extraneous conductive parts in Zones 0, 1 and 2 shall be connected together by equipotential bonding conductors and connected to the protective earthing conductor of the electrical equipment, in accordance with Clause 5.6.2.6." }, { "self_ref": "#/texts/8069", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 342, "bbox": { "l": 85.08000000000013, "t": 299.96029999999973, "r": 236.73960000000025, "b": 286.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "6.3.3.3 Voltage gradients", "text": "6.3.3.3 Voltage gradients", "level": 1 }, { "self_ref": "#/texts/8070", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 342, "bbox": { "l": 85.0800000000001, "t": 279.92029999999977, "r": 513.6000000000004, "b": 224.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 280 ] } ], "orig": "Where electrical equipment is in contact with pool or tub water, failure of insulation may result in a hazardous voltage appearing across or through the water. A very low voltage is sufficient to present a hazard to persons immersed in the water.", "text": "Where electrical equipment is in contact with pool or tub water, failure of insulation may result in a hazardous voltage appearing across or through the water. A very low voltage is sufficient to present a hazard to persons immersed in the water." }, { "self_ref": "#/texts/8071", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 342, "bbox": { "l": 85.0800000000001, "t": 217.94029999999975, "r": 400.41000000000065, "b": 204.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "Protective measures for such equipment shall include-", "text": "Protective measures for such equipment shall include-" }, { "self_ref": "#/texts/8072", "parent": { "$ref": "#/groups/802" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 342, "bbox": { "l": 85.0800000000001, "t": 197.96029999999973, "r": 513.6336000000013, "b": 156.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 150 ] } ], "orig": "(a) use of RCDs with a fixed rated residual current not exceeding 30 mA to protect circuits supplying Class I (earthed conductive parts) equipment; or", "text": "(a) use of RCDs with a fixed rated residual current not exceeding 30 mA to protect circuits supplying Class I (earthed conductive parts) equipment; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8073", "parent": { "$ref": "#/groups/802" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 342, "bbox": { "l": 85.08000000000013, "t": 149.96029999999973, "r": 482.84280000000115, "b": 136.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "(b) electrical separation, in accordance with Clauses 1.5.5.5 and 7.4.", "text": "(b) electrical separation, in accordance with Clauses 1.5.5.5 and 7.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8074", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 342, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8075", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 343, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8076", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 343, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "339", "text": "339" }, { "self_ref": "#/texts/8077", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 343, "bbox": { "l": 85.08, "t": 751.9403, "r": 421.3152000000005, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "6.3.4 Selection and installation of electrical equipment", "text": "6.3.4 Selection and installation of electrical equipment", "level": 1 }, { "self_ref": "#/texts/8078", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 343, "bbox": { "l": 85.08000000000001, "t": 731.9603, "r": 302.9532, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "6.3.4.1 Degree of protection required", "text": "6.3.4.1 Degree of protection required", "level": 1 }, { "self_ref": "#/texts/8079", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 343, "bbox": { "l": 85.08000000000001, "t": 711.9203, "r": 513.5508000000003, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "Electrical equipment permitted to be installed in a classified zone shall have at least the following degree of protection:", "text": "Electrical equipment permitted to be installed in a classified zone shall have at least the following degree of protection:" }, { "self_ref": "#/texts/8080", "parent": { "$ref": "#/groups/803" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 343, "bbox": { "l": 85.08000000000004, "t": 677.9603, "r": 213.35039999999995, "b": 664.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "(a) In Zone 0-IPX8.", "text": "(a) In Zone 0-IPX8.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8081", "parent": { "$ref": "#/groups/803" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 343, "bbox": { "l": 85.08000000000004, "t": 657.9203, "r": 213.35039999999995, "b": 644.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "(b) In Zone 1-IPX5.", "text": "(b) In Zone 1-IPX5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8082", "parent": { "$ref": "#/groups/803" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 343, "bbox": { "l": 85.08000000000004, "t": 637.9403, "r": 213.35760000000016, "b": 624.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "(c) In Zone 2-IPX4.", "text": "(c) In Zone 2-IPX4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8083", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 343, "bbox": { "l": 85.08000000000004, "t": 617.9603, "r": 513.6372000000008, "b": 590.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "The requirements for selection and installation of electrical equipment are provided in Table 6.2.", "text": "The requirements for selection and installation of electrical equipment are provided in Table 6.2." }, { "self_ref": "#/texts/8084", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 343, "bbox": { "l": 85.08000000000007, "t": 583.9403, "r": 223.7052000000003, "b": 570.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "6.3.4.2 Wiring systems", "text": "6.3.4.2 Wiring systems", "level": 1 }, { "self_ref": "#/texts/8085", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 343, "bbox": { "l": 85.08000000000007, "t": 563.9603, "r": 377.8439999999999, "b": 550.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "Wiring systems shall be installed so as to prevent-", "text": "Wiring systems shall be installed so as to prevent-" }, { "self_ref": "#/texts/8086", "parent": { "$ref": "#/groups/804" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 343, "bbox": { "l": 85.08000000000007, "t": 543.9203, "r": 342.2196000000007, "b": 530.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "(a) entry of moisture to any connection; and", "text": "(a) entry of moisture to any connection; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8087", "parent": { "$ref": "#/groups/804" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 343, "bbox": { "l": 85.08000000000007, "t": 523.9403, "r": 423.14640000000077, "b": 510.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "(b) water siphoning through any wiring enclosure or cable.", "text": "(b) water siphoning through any wiring enclosure or cable.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8088", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 343, "bbox": { "l": 85.08000000000007, "t": 503.96029999999996, "r": 454.7220000000011, "b": 490.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "Bare aerial conductors shall not be installed over Zones 0, 1 or 2.", "text": "Bare aerial conductors shall not be installed over Zones 0, 1 or 2." }, { "self_ref": "#/texts/8089", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 343, "bbox": { "l": 85.08000000000007, "t": 483.92029999999994, "r": 513.6599999999997, "b": 456.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "Other types of aerial cables shall be installed in accordance with Clause 3.12.", "text": "Other types of aerial cables shall be installed in accordance with Clause 3.12." }, { "self_ref": "#/texts/8090", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 343, "bbox": { "l": 85.0800000000001, "t": 449.9602999999999, "r": 218.4384000000003, "b": 436.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "6.3.4.3 Socket-outlets", "text": "6.3.4.3 Socket-outlets", "level": 1 }, { "self_ref": "#/texts/8091", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 343, "bbox": { "l": 85.0800000000001, "t": 429.9202999999999, "r": 513.6144000000008, "b": 388.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 175 ] } ], "orig": "Socket-outlets shall not be installed within 0.3 m of any floor or any other horizontal surface in any location where the floor or surface is likely to become wet.", "text": "Socket-outlets shall not be installed within 0.3 m of any floor or any other horizontal surface in any location where the floor or surface is likely to become wet." }, { "self_ref": "#/texts/8092", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 343, "bbox": { "l": 85.0800000000001, "t": 381.9202999999998, "r": 513.6419999999996, "b": 340.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "Regardless of the degree of protection provided by the equipment, the following requirements apply to the installation of socket-outlets in classified zones:", "text": "Regardless of the degree of protection provided by the equipment, the following requirements apply to the installation of socket-outlets in classified zones:" }, { "self_ref": "#/texts/8093", "parent": { "$ref": "#/groups/805" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 343, "bbox": { "l": 85.0800000000001, "t": 333.92029999999977, "r": 426.2268000000008, "b": 320.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "(a) Zone 0 Socket-outlets shall not be installed in Zone 0.", "text": "(a) Zone 0 Socket-outlets shall not be installed in Zone 0.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8094", "parent": { "$ref": "#/groups/805" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 343, "bbox": { "l": 85.0800000000001, "t": 313.94029999999975, "r": 513.6515999999999, "b": 286.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "(b) Zone 1 Socket-outlets not necessary for the connection of pool equipment shall not be installed in Zone 1.", "text": "(b) Zone 1 Socket-outlets not necessary for the connection of pool equipment shall not be installed in Zone 1.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8095", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 343, "bbox": { "l": 113.4600000000001, "t": 279.92029999999977, "r": 513.6168000000004, "b": 252.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "Socket-outlets necessary for the connection of pool equipment shall be as follows:", "text": "Socket-outlets necessary for the connection of pool equipment shall be as follows:" }, { "self_ref": "#/texts/8096", "parent": { "$ref": "#/groups/806" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 343, "bbox": { "l": 113.40000000000009, "t": 245.96029999999973, "r": 412.3500000000009, "b": 232.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "(i) Provided with the required degree of protection.", "text": "(i) Provided with the required degree of protection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8097", "parent": { "$ref": "#/groups/806" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 343, "bbox": { "l": 113.40000000000006, "t": 225.92029999999977, "r": 202.2216, "b": 212.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "(ii) Located-", "text": "(ii) Located-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8098", "parent": { "$ref": "#/groups/806" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 343, "bbox": { "l": 141.78000000000006, "t": 205.94029999999975, "r": 513.7247999999998, "b": 164.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "(A) at a height not less than 0.45 m above ground level and at a horizontal distance not less than 1.25 m from the internal rim of the water container; or", "text": "(A) at a height not less than 0.45 m above ground level and at a horizontal distance not less than 1.25 m from the internal rim of the water container; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8099", "parent": { "$ref": "#/groups/806" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 343, "bbox": { "l": 141.78000000000006, "t": 157.94029999999975, "r": 513.6408000000008, "b": 116.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 198 ] } ], "orig": "(B) beneath and not less than 0.5 m from the edge of a fixed continuous horizontal barrier that is not less than 1.25 m wide measured from the internal rim of the water container.", "text": "(B) beneath and not less than 0.5 m from the edge of a fixed continuous horizontal barrier that is not less than 1.25 m wide measured from the internal rim of the water container.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8100", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 343, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/8101", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 343, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8102", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 344, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8103", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 344, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "340", "text": "340" }, { "self_ref": "#/texts/8104", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 344, "bbox": { "l": 42.54, "t": 332.52529999999996, "r": 56.62050000000001, "b": 322.4812999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/8105", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 344, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/8106", "parent": { "$ref": "#/groups/807" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 344, "bbox": { "l": 113.4, "t": 745.9403, "r": 260.7264000000002, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "(iii) One of the following:", "text": "(iii) One of the following:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8107", "parent": { "$ref": "#/groups/807" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 344, "bbox": { "l": 141.78, "t": 725.9603, "r": 513.627600000001, "b": 698.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "(A) Supplied individually as a separated circuit, in accordance with Clause 7.4.", "text": "(A) Supplied individually as a separated circuit, in accordance with Clause 7.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8108", "parent": { "$ref": "#/groups/807" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 344, "bbox": { "l": 141.78, "t": 691.9403, "r": 513.5964000000012, "b": 664.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(B) Supplied as an SELV or a PELV system, in accordance with Clause 7.5.", "text": "(B) Supplied as an SELV or a PELV system, in accordance with Clause 7.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8109", "parent": { "$ref": "#/groups/807" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 344, "bbox": { "l": 141.78, "t": 657.9203, "r": 513.5639999999999, "b": 630.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "(C) Protected by a residual-current device with a fixed rated residual current not exceeding 30 mA.", "text": "(C) Protected by a residual-current device with a fixed rated residual current not exceeding 30 mA.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8110", "parent": { "$ref": "#/groups/807" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 344, "bbox": { "l": 113.40000000000002, "t": 623.9603, "r": 513.5652000000003, "b": 596.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "(iv) Controlled by a switch that requires manual operation and does not operate automatically by the insertion or withdrawal of a plug.", "text": "(iv) Controlled by a switch that requires manual operation and does not operate automatically by the insertion or withdrawal of a plug.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8111", "parent": { "$ref": "#/groups/807" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 344, "bbox": { "l": 85.07999999999998, "t": 589.9403, "r": 513.5699999999997, "b": 562.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "(c) Zone 2 Socket-outlets installed in Zone 2 shall be provided with the required degree of protection and-", "text": "(c) Zone 2 Socket-outlets installed in Zone 2 shall be provided with the required degree of protection and-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8112", "parent": { "$ref": "#/groups/807" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 344, "bbox": { "l": 113.39999999999998, "t": 555.9203, "r": 513.5963999999997, "b": 528.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "(i) supplied individually as a separated circuit, in accordance with Clause 7.4; or", "text": "(i) supplied individually as a separated circuit, in accordance with Clause 7.4; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8113", "parent": { "$ref": "#/groups/807" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 344, "bbox": { "l": 113.4, "t": 521.9603, "r": 513.6599999999999, "b": 494.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "(ii) supplied as an SELV or a PELV system, in accordance with Clause 7.5; or", "text": "(ii) supplied as an SELV or a PELV system, in accordance with Clause 7.5; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8114", "parent": { "$ref": "#/groups/807" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 344, "bbox": { "l": 113.4, "t": 487.9402999999999, "r": 513.6288000000001, "b": 460.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "(iii) protected by an RCD with a fixed rated residual current not exceeding 30 mA.", "text": "(iii) protected by an RCD with a fixed rated residual current not exceeding 30 mA.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8115", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 344, "bbox": { "l": 85.08000000000004, "t": 453.9202999999999, "r": 315.9372000000003, "b": 440.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "6.3.4.4 Switches and other accessories", "text": "6.3.4.4 Switches and other accessories", "level": 1 }, { "self_ref": "#/texts/8116", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 344, "bbox": { "l": 85.08000000000004, "t": 433.94029999999987, "r": 513.5892000000009, "b": 406.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "The following requirements apply to the installation of switches and accessories, other than socket-outlets, in classified zones:", "text": "The following requirements apply to the installation of switches and accessories, other than socket-outlets, in classified zones:" }, { "self_ref": "#/texts/8117", "parent": { "$ref": "#/groups/808" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 344, "bbox": { "l": 85.08000000000004, "t": 399.9202999999998, "r": 513.6648000000007, "b": 372.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 83 ] } ], "orig": "(a) Zone 0 Switches and other accessories shall not be installed in Zone 0.", "text": "(a) Zone 0 Switches and other accessories shall not be installed in Zone 0.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8118", "parent": { "$ref": "#/groups/808" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 344, "bbox": { "l": 85.08000000000004, "t": 365.9602999999998, "r": 513.6336000000016, "b": 338.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "(b) Zone 1 and 2 Switches and other accessories installed in Zone 1 or Zone 2 shall be provided with the required degree of protection.", "text": "(b) Zone 1 and 2 Switches and other accessories installed in Zone 1 or Zone 2 shall be provided with the required degree of protection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8119", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 344, "bbox": { "l": 85.0800000000001, "t": 331.94029999999975, "r": 440.9628000000009, "b": 318.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "6.3.4.5 Luminaires, appliances and other electrical equipment", "text": "6.3.4.5 Luminaires, appliances and other electrical equipment", "level": 1 }, { "self_ref": "#/texts/8120", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 344, "bbox": { "l": 85.0800000000001, "t": 311.96029999999973, "r": 193.49760000000018, "b": 298.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "6.3.4.5.1 General", "text": "6.3.4.5.1 General", "level": 1 }, { "self_ref": "#/texts/8121", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 344, "bbox": { "l": 85.0800000000001, "t": 291.92029999999977, "r": 513.6576000000006, "b": 236.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 255 ] } ], "orig": "The following requirements apply to the installation of luminaires, appliances and other items of electrical equipment, excluding those specified in Clauses 6.3.4.3 (socket-outlets) and 6.3.4.4 (switches and other accessories), in classified zones.", "text": "The following requirements apply to the installation of luminaires, appliances and other items of electrical equipment, excluding those specified in Clauses 6.3.4.3 (socket-outlets) and 6.3.4.4 (switches and other accessories), in classified zones." }, { "self_ref": "#/texts/8122", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 344, "bbox": { "l": 85.08000000000013, "t": 229.94029999999975, "r": 513.6684000000002, "b": 202.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "Luminaires, appliances and other electrical equipment installed in Zone 0 shall be-", "text": "Luminaires, appliances and other electrical equipment installed in Zone 0 shall be-" }, { "self_ref": "#/texts/8123", "parent": { "$ref": "#/groups/809" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 344, "bbox": { "l": 85.08000000000015, "t": 195.92029999999977, "r": 513.5916000000005, "b": 168.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(a) designed and constructed specifically for use in a swimming or spa pool; and", "text": "(a) designed and constructed specifically for use in a swimming or spa pool; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8124", "parent": { "$ref": "#/groups/809" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 344, "bbox": { "l": 85.08000000000015, "t": 161.96029999999973, "r": 407.2116000000001, "b": 148.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "(b) provided with the required degree of protection; and", "text": "(b) provided with the required degree of protection; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8125", "parent": { "$ref": "#/groups/809" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 344, "bbox": { "l": 85.08000000000015, "t": 141.92029999999977, "r": 513.4800000000001, "b": 114.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "(c) appliances and other electrical equipment shall comply with the requirements of Clause 1.7.3.", "text": "(c) appliances and other electrical equipment shall comply with the requirements of Clause 1.7.3.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8126", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 344, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8127", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 345, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8128", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 345, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "341", "text": "341" }, { "self_ref": "#/texts/8129", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 345, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/8130", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 345, "bbox": { "l": 42.54, "t": 752.1052999999999, "r": 253.2167999999999, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "6.3.4.5.2 Zone 0 Luminaires A1", "text": "6.3.4.5.2 Zone 0 Luminaires A1", "level": 1 }, { "self_ref": "#/texts/8131", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 345, "bbox": { "l": 85.08000000000001, "t": 731.9603, "r": 298.8744, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "Luminaires installed in Zone 0 shall-", "text": "Luminaires installed in Zone 0 shall-" }, { "self_ref": "#/texts/8132", "parent": { "$ref": "#/groups/810" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 345, "bbox": { "l": 85.08000000000001, "t": 711.9203, "r": 480.63840000000044, "b": 698.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "(a) be compliant with AS/NZS 60598.1 and AS/NZS 60598.2.18; and", "text": "(a) be compliant with AS/NZS 60598.1 and AS/NZS 60598.2.18; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8133", "parent": { "$ref": "#/groups/810" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 345, "bbox": { "l": 85.07999999999998, "t": 691.9403, "r": 513.6096000000001, "b": 664.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "(b) be supplied by SELV at an output nominal voltage not exceeding 12 VAC or 30 V ripple-free d.c.; and", "text": "(b) be supplied by SELV at an output nominal voltage not exceeding 12 VAC or 30 V ripple-free d.c.; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8134", "parent": { "$ref": "#/groups/810" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 345, "bbox": { "l": 85.07999999999998, "t": 657.9203, "r": 513.5544000000001, "b": 630.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "(c) not be provided with a protective earthing conductor, in accordance with Clause 5.4.3.", "text": "(c) not be provided with a protective earthing conductor, in accordance with Clause 5.4.3.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8135", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 345, "bbox": { "l": 85.07999999999998, "t": 623.9603, "r": 426.6864000000011, "b": 610.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "6.3.4.5.3 Zone 0 Appliances and other electrical equipment", "text": "6.3.4.5.3 Zone 0 Appliances and other electrical equipment", "level": 1 }, { "self_ref": "#/texts/8136", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 345, "bbox": { "l": 85.07999999999993, "t": 603.9203, "r": 513.6167999999999, "b": 576.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "Appliances or other items of electrical equipment installed in Zone 0 shall be supplied-", "text": "Appliances or other items of electrical equipment installed in Zone 0 shall be supplied-" }, { "self_ref": "#/texts/8137", "parent": { "$ref": "#/groups/811" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 345, "bbox": { "l": 85.07999999999993, "t": 569.9603, "r": 103.97279999999992, "b": 556.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "(a)", "text": "(a)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8138", "parent": { "$ref": "#/groups/811" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 345, "bbox": { "l": 113.46, "t": 569.9603, "r": 513.2999939999996, "b": 540.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 127 ] } ], "orig": "from an individual source installed outside Zone 0; NOTE: An individual source may be an individual isolation transformer or an", "text": "from an individual source installed outside Zone 0; NOTE: An individual source may be an individual isolation transformer or an", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8139", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 345, "bbox": { "l": 113.46, "t": 539.877506, "r": 513.3054839999991, "b": 514.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "individual winding on an isolation transformer having a number of secondary windings, provided that the output complies with Clause 7.5.3.", "text": "individual winding on an isolation transformer having a number of secondary windings, provided that the output complies with Clause 7.5.3." }, { "self_ref": "#/texts/8140", "parent": { "$ref": "#/groups/812" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 345, "bbox": { "l": 85.08, "t": 507.9203, "r": 513.5544000000008, "b": 480.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 80 ] } ], "orig": "(b) at a nominal voltage not exceeding 12 V a.c. or 30 V ripple-free d.c.; and", "text": "(b) at a nominal voltage not exceeding 12 V a.c. or 30 V ripple-free d.c.; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8141", "parent": { "$ref": "#/groups/812" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 345, "bbox": { "l": 85.07999999999998, "t": 473.96029999999996, "r": 467.32080000000076, "b": 460.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "(c) as an SELV or a PELV system, in accordance with Clause 7.5.", "text": "(c) as an SELV or a PELV system, in accordance with Clause 7.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8142", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 345, "bbox": { "l": 85.07999999999998, "t": 453.92029999999994, "r": 494.3184000000008, "b": 440.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "6.3.4.5.4 Zone 1 Luminaires, appliances and other electrical equipment", "text": "6.3.4.5.4 Zone 1 Luminaires, appliances and other electrical equipment", "level": 1 }, { "self_ref": "#/texts/8143", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 345, "bbox": { "l": 85.07999999999998, "t": 433.9402999999999, "r": 513.6384000000005, "b": 406.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "Luminaires, appliances and other electrical equipment installed in Zone 1 shall be provided with the required degree of protection and-", "text": "Luminaires, appliances and other electrical equipment installed in Zone 1 shall be provided with the required degree of protection and-" }, { "self_ref": "#/texts/8144", "parent": { "$ref": "#/groups/813" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 345, "bbox": { "l": 85.08000000000004, "t": 399.9202999999999, "r": 513.6168, "b": 372.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "(a) supplied as an SELV or a PELV system, in accordance with Clause 7.5; or", "text": "(a) supplied as an SELV or a PELV system, in accordance with Clause 7.5; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8145", "parent": { "$ref": "#/groups/813" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 345, "bbox": { "l": 85.08000000000004, "t": 365.96029999999985, "r": 513.568800000001, "b": 338.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "(b) of Class II construction (double or reinforced insulation) and fixed in position; or", "text": "(b) of Class II construction (double or reinforced insulation) and fixed in position; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8146", "parent": { "$ref": "#/groups/813" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 345, "bbox": { "l": 85.08000000000004, "t": 331.9402999999998, "r": 513.6960000000012, "b": 290.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 178 ] } ], "orig": "(c) of Class I construction (earthed conductive parts), fixed in position and supplied from a circuit protected by an RCD with a fixed rated residual current not exceeding 30 mA.", "text": "(c) of Class I construction (earthed conductive parts), fixed in position and supplied from a circuit protected by an RCD with a fixed rated residual current not exceeding 30 mA.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8147", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 345, "bbox": { "l": 85.0800000000001, "t": 283.94029999999975, "r": 494.3184000000009, "b": 270.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "6.3.4.5.5 Zone 2 Luminaires, appliances and other electrical equipment", "text": "6.3.4.5.5 Zone 2 Luminaires, appliances and other electrical equipment", "level": 1 }, { "self_ref": "#/texts/8148", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 345, "bbox": { "l": 85.0800000000001, "t": 263.96029999999973, "r": 513.6384000000006, "b": 236.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "Luminaires, appliances and other electrical equipment installed in Zone 2 shall be provided with the required degree of protection and-", "text": "Luminaires, appliances and other electrical equipment installed in Zone 2 shall be provided with the required degree of protection and-" }, { "self_ref": "#/texts/8149", "parent": { "$ref": "#/groups/814" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 345, "bbox": { "l": 85.08000000000015, "t": 229.94029999999975, "r": 513.6168000000001, "b": 202.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "(a) supplied as an SELV or a PELV system, in accordance with Clause 7.5; or", "text": "(a) supplied as an SELV or a PELV system, in accordance with Clause 7.5; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8150", "parent": { "$ref": "#/groups/814" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 345, "bbox": { "l": 85.08000000000015, "t": 195.92029999999977, "r": 513.6168000000002, "b": 168.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 83 ] } ], "orig": "(b) supplied individually as a separated circuit, in accordance with Clause 7.4; or", "text": "(b) supplied individually as a separated circuit, in accordance with Clause 7.4; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8151", "parent": { "$ref": "#/groups/814" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 345, "bbox": { "l": 85.08000000000015, "t": 161.96029999999973, "r": 446.2800000000009, "b": 148.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "(c) of Class II construction (double or reinforced insulation); or", "text": "(c) of Class II construction (double or reinforced insulation); or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8152", "parent": { "$ref": "#/groups/814" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 345, "bbox": { "l": 85.08000000000015, "t": 141.92029999999977, "r": 513.6432000000004, "b": 100.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "(d) of Class I construction (earthed conductive parts) and supplied from a circuit protected by an RCD with a fixed rated residual current not exceeding 30 mA.", "text": "(d) of Class I construction (earthed conductive parts) and supplied from a circuit protected by an RCD with a fixed rated residual current not exceeding 30 mA.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8153", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 345, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8154", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 346, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8155", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 346, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "342", "text": "342" }, { "self_ref": "#/texts/8156", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 346, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/8157", "parent": { "$ref": "#/groups/815" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 346, "bbox": { "l": 42.54, "t": 746.1052999999999, "r": 145.63345799999996, "b": 733.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "NOTES: A1", "text": "NOTES: A1", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8158", "parent": { "$ref": "#/groups/815" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 346, "bbox": { "l": 96.42, "t": 729.83738, "r": 513.3931859999993, "b": 691.603922, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 194 ] } ], "orig": "1 Heating cable systems in Zones 1 and 2 intended for heating the location and that are embedded in the floor and protected in accordance with Clause 4.10 may be installed.", "text": "1 Heating cable systems in Zones 1 and 2 intended for heating the location and that are embedded in the floor and protected in accordance with Clause 4.10 may be installed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8159", "parent": { "$ref": "#/groups/815" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 346, "bbox": { "l": 96.42, "t": 687.8377820000001, "r": 513.2800920000004, "b": 649.604324, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 220 ] } ], "orig": "2 The use of a purpose made pump and installation to the manufacturer's instructions complying with the requirements of AS/NZS 60335.2.41 for each zone is deemed to comply with the requirements of this Clause.", "text": "2 The use of a purpose made pump and installation to the manufacturer's instructions complying with the requirements of AS/NZS 60335.2.41 for each zone is deemed to comply with the requirements of this Clause.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8160", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 346, "bbox": { "l": 85.08, "t": 642.9203, "r": 213.83280000000002, "b": 629.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "6.3.4.6 Switchboards", "text": "6.3.4.6 Switchboards", "level": 1 }, { "self_ref": "#/texts/8161", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 346, "bbox": { "l": 85.08000000000001, "t": 622.9403, "r": 437.1935999999997, "b": 609.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "A switchboard shall not be installed within any classified zone.", "text": "A switchboard shall not be installed within any classified zone." }, { "self_ref": "#/texts/8162", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 346, "bbox": { "l": 85.08000000000004, "t": 602.9603, "r": 305.88720000000023, "b": 589.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "6.3.4.7 Electricity generation systems", "text": "6.3.4.7 Electricity generation systems", "level": 1 }, { "self_ref": "#/texts/8163", "parent": { "$ref": "#/groups/816" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 346, "bbox": { "l": 66.6, "t": 582.9203, "r": 513.5976000000005, "b": 541.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 216 ] } ], "orig": "Electricity generation systems, including engine-driven generator sets, stand-alone power systems, grid-connected inverter systems and battery systems shall not be installed within any classified zone. *", "text": "Electricity generation systems, including engine-driven generator sets, stand-alone power systems, grid-connected inverter systems and battery systems shall not be installed within any classified zone. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8164", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 346, "bbox": { "l": 85.08000000000007, "t": 534.9203, "r": 378.07200000000074, "b": 521.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "6.3.4.8 Electricity distributor's electrical equipment", "text": "6.3.4.8 Electricity distributor's electrical equipment", "level": 1 }, { "self_ref": "#/texts/8165", "parent": { "$ref": "#/groups/817" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 346, "bbox": { "l": 66.6, "t": 514.9403, "r": 513.5808000000005, "b": 459.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 241 ] } ], "orig": "Pools and spas shall not be located in areas containing electrical equipment, including connection pits and cabinets, owned by the electricity distributor, that result in such equipment being incorporated into any classified zone. *", "text": "Pools and spas shall not be located in areas containing electrical equipment, including connection pits and cabinets, owned by the electricity distributor, that result in such equipment being incorporated into any classified zone. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8166", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 346, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8167", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 347, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8168", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 347, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "343", "text": "343" }, { "self_ref": "#/texts/8169", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 347, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/8170", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 347, "bbox": { "l": 26.04, "t": 646.7452999999999, "r": 40.12050000000001, "b": 636.7013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/8171", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 347, "bbox": { "l": 26.04, "t": 501.3653, "r": 40.12050000000001, "b": 491.3213, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/8172", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 347, "bbox": { "l": 26.04, "t": 384.1253, "r": 40.12050000000001, "b": 374.0813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/8173", "parent": { "$ref": "#/tables/46" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 347, "bbox": { "l": 108.48000000000002, "t": 751.9403, "r": 490.2743999999999, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 119 ] } ], "orig": "TABLE 6.2 SELECTION AND INSTALLATION OF ELECTRICAL EQUIPMENT FOR SWIMMING POOLS, PADDLING POOLS AND SPA POOLS OR TUBS", "text": "TABLE 6.2 SELECTION AND INSTALLATION OF ELECTRICAL EQUIPMENT FOR SWIMMING POOLS, PADDLING POOLS AND SPA POOLS OR TUBS" }, { "self_ref": "#/texts/8174", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 347, "bbox": { "l": 473.4, "t": 107.24839999999995, "r": 529.526028, "b": 96.06608000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "( continued )", "text": "( continued )" }, { "self_ref": "#/texts/8175", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 347, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8176", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 348, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8177", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 348, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/8178", "parent": { "$ref": "#/tables/47" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 348, "bbox": { "l": 228.96, "t": 783.9884, "r": 372.816, "b": 751.8683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "344 TABLE 6.2 ( continued )", "text": "344 TABLE 6.2 ( continued )" }, { "self_ref": "#/texts/8179", "parent": { "$ref": "#/pictures/170" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 348, "bbox": { "l": 459.1631, "t": 384.59322480000003, "r": 498.51633035, "b": 377.0811696, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 1", "text": "= Zone 1" }, { "self_ref": "#/texts/8180", "parent": { "$ref": "#/pictures/170" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 348, "bbox": { "l": 459.39001529, "t": 360.73480152, "r": 498.74324564, "b": 353.22274632, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 2", "text": "= Zone 2" }, { "self_ref": "#/texts/8181", "parent": { "$ref": "#/pictures/170" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 348, "bbox": { "l": 459.474, "t": 408.8550248, "r": 498.82723035, "b": 401.3429696, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 0", "text": "= Zone 0" }, { "self_ref": "#/texts/8182", "parent": { "$ref": "#/pictures/170" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 348, "bbox": { 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{ "page_no": 348, "bbox": { "l": 313.2977, "t": 523.1399248, "r": 326.83952858, "b": 515.6278696, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "2.5", "text": "2.5" }, { "self_ref": "#/texts/8195", "parent": { "$ref": "#/pictures/170" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 348, "bbox": { "l": 481.7707, "t": 533.7704248, "r": 495.31252857999993, "b": 526.2583696, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "2.5", "text": "2.5" }, { "self_ref": "#/texts/8196", "parent": { "$ref": "#/pictures/170" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 348, "bbox": { "l": 326.8007, "t": 463.7489248, "r": 357.2940356000001, "b": 456.2368696, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 1", "text": "Zone 1" }, { "self_ref": "#/texts/8197", "parent": { "$ref": "#/pictures/170" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 348, "bbox": { "l": 363.4982, "t": 450.8652248, "r": 393.9915356000001, "b": 443.3531696, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 2", "text": "Zone 2" }, { "self_ref": "#/texts/8198", "parent": { "$ref": "#/pictures/170" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 348, "bbox": { "l": 287.9054, "t": 474.8920248, "r": 318.39873560000007, "b": 467.3799696, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 0", "text": "Zone 0" }, { "self_ref": "#/texts/8199", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 348, "bbox": { "l": 240.42, "t": 330.3653, "r": 357.4190999999996, "b": 320.32130000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "DIMENSIONS IN METRES", "text": "DIMENSIONS IN METRES" }, { "self_ref": "#/texts/8200", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 348, "bbox": { "l": 104.4, "t": 301.6173, "r": 494.07470999999964, "b": 289.3636200000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "FIGURE 6.15 ZONE DIMENSIONS OF IN-GROUND SWIMMING POOLS", "text": "FIGURE 6.15 ZONE DIMENSIONS OF IN-GROUND SWIMMING POOLS" }, { "self_ref": "#/texts/8201", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 348, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8202", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 349, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8203", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 349, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/8204", "parent": { "$ref": "#/pictures/171" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 349, "bbox": { "l": 90.48, "t": 454.8572, "r": 507.92642400000074, "b": 442.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "FIGURE 6.16 ZONE DIMENSIONS OF ABOVE-GROUND SWIMMING POOLS", "text": "FIGURE 6.16 ZONE DIMENSIONS OF ABOVE-GROUND SWIMMING POOLS" }, { "self_ref": "#/texts/8205", "parent": { "$ref": "#/pictures/171" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 349, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "345", "text": "345" }, { "self_ref": "#/texts/8206", "parent": { "$ref": "#/pictures/171" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 349, "bbox": { "l": 456.6356, "t": 537.8965976, "r": 495.98142155000005, "b": 530.3838352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 1", "text": "= Zone 1" }, { "self_ref": "#/texts/8207", "parent": { "$ref": "#/pictures/171" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 349, "bbox": { "l": 456.86162286, "t": 514.03592824, "r": 496.20744441000005, "b": 506.52316584000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 2", "text": "= Zone 2" }, { "self_ref": "#/texts/8208", "parent": { "$ref": "#/pictures/171" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 349, "bbox": { "l": 456.9456, "t": 562.1606975999999, "r": 496.29142155000005, "b": 554.6479352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 0", "text": "= Zone 0" }, { "self_ref": "#/texts/8209", "parent": { "$ref": "#/pictures/171" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 349, "bbox": { "l": 213.8396, "t": 630.8237975999999, "r": 227.24292554, "b": 623.3110352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "2.0", "text": "2.0" }, { "self_ref": "#/texts/8210", "parent": { "$ref": "#/pictures/171" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 349, "bbox": { "l": 249.3925, "t": 599.8126976, "r": 262.79582554000007, "b": 592.2999352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "2.0", "text": "2.0" }, { "self_ref": "#/texts/8211", "parent": { "$ref": "#/pictures/171" }, 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"parent": { "$ref": "#/pictures/171" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 349, "bbox": { "l": 422.0855, "t": 577.2922976, "r": 463.88103547999987, "b": 569.7795352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "LEGEND:", "text": "LEGEND:" }, { "self_ref": "#/texts/8221", "parent": { "$ref": "#/pictures/171" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 349, "bbox": { "l": 352.1554, "t": 631.4625976, "r": 382.64299480000005, "b": 623.9498352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 1", "text": "Zone 1" }, { "self_ref": "#/texts/8222", "parent": { "$ref": "#/pictures/171" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 349, "bbox": { "l": 399.6361, "t": 622.2370976, "r": 430.12369480000007, "b": 614.7243352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 2", "text": "Zone 2" }, { "self_ref": "#/texts/8223", "parent": { "$ref": "#/pictures/171" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 349, "bbox": { "l": 273.1533, "t": 649.8986976, "r": 303.64089480000007, "b": 642.3859352000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 0", "text": "Zone 0" }, { "self_ref": "#/texts/8224", "parent": { "$ref": "#/pictures/171" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 349, "bbox": { "l": 240.42, "t": 483.6053, "r": 357.4190999999996, "b": 473.5613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "DIMENSIONS IN METRES", "text": "DIMENSIONS IN METRES" }, { "self_ref": "#/texts/8225", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 349, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8226", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 350, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8227", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 350, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "346", "text": "346" }, { "self_ref": "#/texts/8228", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 350, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/8229", "parent": { "$ref": "#/pictures/172" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 350, "bbox": { "l": 106.5, "t": 290.3085000000001, "r": 491.552568, "b": 279.12618, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "NOTE: These dimensions apply to swimming pools, paddling pools and wading pools.", "text": "NOTE: These dimensions apply to swimming pools, paddling pools and wading pools." }, { "self_ref": "#/texts/8230", "parent": { "$ref": "#/pictures/172" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 350, "bbox": { "l": 247.9968, "t": 723.4961056, "r": 259.94454855, "b": 716.0602511999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "1.5", "text": "1.5" }, { "self_ref": "#/texts/8231", "parent": { "$ref": "#/pictures/172" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 350, "bbox": { "l": 247.3662, "t": 677.7955056, "r": 260.57696500000003, "b": 670.3596511999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "2.0", "text": "2.0" }, { "self_ref": "#/texts/8232", "parent": { "$ref": "#/pictures/172" }, 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250.12130000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "DIMENSIONS IN METRES", "text": "DIMENSIONS IN METRES", "level": 1 }, { "self_ref": "#/texts/8298", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 350, "bbox": { "l": 139.2, "t": 231.41719999999998, "r": 459.2384519999998, "b": 206.14343600000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "FIGURE 6.17 ZONE DIMENSIONS OF SWIMMING POOLS WITH FIXED BARRIERS (MINIMUM 1.8 m HIGH)", "text": "FIGURE 6.17 ZONE DIMENSIONS OF SWIMMING POOLS WITH FIXED BARRIERS (MINIMUM 1.8 m HIGH)" }, { "self_ref": "#/texts/8299", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 350, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8300", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 351, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8301", "parent": { "$ref": "#/pictures/173" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 351, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "347", "text": "347" }, { "self_ref": "#/texts/8302", "parent": { "$ref": "#/pictures/173" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 351, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/8303", "parent": { "$ref": "#/pictures/173" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 351, "bbox": { "l": 201.5345, "t": 556.3162964, "r": 220.1990391, "b": 548.8041528, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "1.25", "text": "1.25" }, { "self_ref": "#/texts/8304", "parent": { "$ref": "#/pictures/173" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 351, "bbox": { "l": 336.9479, "t": 506.9576964, "r": 355.6124391, "b": 499.4455528, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "1.25", "text": "1.25" }, { "self_ref": "#/texts/8305", "parent": { "$ref": "#/pictures/173" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 351, "bbox": { "l": 471.1935, "t": 442.96769639999997, "r": 510.5407106999998, "b": 435.45555279999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 1", "text": "= Zone 1" }, { "self_ref": "#/texts/8306", "parent": { "$ref": "#/pictures/173" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 351, "bbox": { "l": 471.50450484, "t": 467.22835110999995, "r": 510.8517155399998, "b": 459.71620750999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 0", "text": "= Zone 0" }, { "self_ref": "#/texts/8307", "parent": { "$ref": "#/pictures/173" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 351, "bbox": { "l": 388.325, "t": 576.2372964, "r": 406.9895391, "b": 568.7251527999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "1.25", "text": "1.25" }, { "self_ref": "#/texts/8308", "parent": { "$ref": "#/pictures/173" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 351, "bbox": { "l": 228.8152, "t": 498.3837964, "r": 247.4797391, "b": 490.8716528, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "1.25", "text": "1.25" }, { "self_ref": "#/texts/8309", "parent": { "$ref": "#/pictures/173" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 351, "bbox": { "l": 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"bbox": { "l": 372.4439, "t": 537.9658964, "r": 402.72013619999996, "b": 530.4537528, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 1", "text": "Zone 1" }, { "self_ref": "#/texts/8313", "parent": { "$ref": "#/pictures/173" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 351, "bbox": { "l": 264.7021, "t": 537.9658964, "r": 294.97833619999994, "b": 530.4537528, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 0", "text": "Zone 0" }, { "self_ref": "#/texts/8314", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 351, "bbox": { "l": 240.42, "t": 413.64529999999996, "r": 357.4190999999996, "b": 403.6013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "DIMENSIONS IN METRES", "text": "DIMENSIONS IN METRES" }, { "self_ref": "#/texts/8315", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 351, "bbox": { "l": 92.82, "t": 384.8372, "r": 505.6339620000005, "b": 359.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "FIGURE 6.18 ZONE DIMENSIONS OF IN-GROUND SPA POOLS AND TUBS WITH WATER CAPACITY NOT EXCEEDING 5000 L", "text": "FIGURE 6.18 ZONE DIMENSIONS OF IN-GROUND SPA POOLS AND TUBS WITH WATER CAPACITY NOT EXCEEDING 5000 L" }, { "self_ref": "#/texts/8316", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 351, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8317", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 352, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8318", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 352, "bbox": { "l": 42.54, "t": 290.58539999999994, "r": 56.62050000000001, "b": 280.54140000000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/8319", "parent": { "$ref": "#/pictures/174" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 352, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/8320", "parent": { "$ref": "#/pictures/174" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 352, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "348", "text": "348" }, { "self_ref": "#/texts/8321", "parent": { "$ref": "#/pictures/174" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 352, "bbox": { "l": 181.0848696, "t": 642.3510816, "r": 194.68223414, "b": 634.74328052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "2.5", "text": "2.5" }, { "self_ref": "#/texts/8322", "parent": { "$ref": "#/pictures/174" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 352, "bbox": { "l": 162.0852, "t": 538.0733964, "r": 180.7563286, "b": 530.5612527999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "1.25", "text": "1.25" }, { "self_ref": "#/texts/8323", "parent": { "$ref": "#/pictures/174" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 352, "bbox": { "l": 331.4614, "t": 500.9566964, "r": 350.13252859999994, "b": 493.4445528, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "1.25", "text": "1.25" }, { "self_ref": "#/texts/8324", "parent": { "$ref": "#/pictures/174" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 352, "bbox": { "l": 465.7542, "t": 436.9666964, "r": 505.1153022000001, "b": 429.4545528, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 1", "text": "= Zone 1" }, { "self_ref": "#/texts/8325", "parent": { "$ref": "#/pictures/174" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 352, "bbox": { "l": 466.06531464000005, "t": 461.22905069, "r": 505.4264168400001, "b": 453.71690709, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 0", "text": "= Zone 0" }, { "self_ref": "#/texts/8326", "parent": { "$ref": "#/pictures/174" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 352, "bbox": { "l": 395.3992, "t": 578.9911964, "r": 414.0703285999999, "b": 571.4790528, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "1.25", "text": "1.25" }, { "self_ref": "#/texts/8327", "parent": { "$ref": "#/pictures/174" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 352, "bbox": { "l": 223.2908, "t": 492.38279639999996, "r": 241.9619286, "b": 484.87065279999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "1.25", "text": "1.25" }, { "self_ref": "#/texts/8328", "parent": { "$ref": "#/pictures/174" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 352, "bbox": { "l": 502.71666960000005, "t": 625.6072816000001, "r": 516.31403414, "b": 617.99948052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "2.5", "text": "2.5" }, { "self_ref": "#/texts/8329", "parent": { "$ref": "#/pictures/174" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 352, "bbox": { "l": 66.8267696, "t": 571.9157816000001, "r": 80.42413413999999, "b": 564.30798052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "2.5", "text": "2.5" }, { "self_ref": "#/texts/8330", "parent": { "$ref": "#/pictures/174" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 352, "bbox": { "l": 431.1907, "t": 476.3588964, "r": 473.00246752000004, "b": 468.8467528, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "LEGEND:", "text": "LEGEND:" }, { "self_ref": "#/texts/8331", "parent": { "$ref": "#/pictures/174" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 352, "bbox": { "l": 371.8621, "t": 530.1893964000001, "r": 402.1490252, "b": 522.6772528, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 1", "text": "Zone 1" }, { "self_ref": "#/texts/8332", "parent": { "$ref": "#/pictures/174" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 352, "bbox": { "l": 257.1902, "t": 556.5157964, "r": 287.4771252, "b": 549.0036527999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 0", "text": "Zone 0" }, { "self_ref": "#/texts/8333", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 352, "bbox": { "l": 240.42, "t": 407.64529999999996, "r": 357.4190999999996, "b": 397.6013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "DIMENSIONS IN METRES", "text": "DIMENSIONS IN METRES" }, { "self_ref": "#/texts/8334", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 352, "bbox": { "l": 109.56, "t": 378.8372, "r": 488.9233919999998, "b": 353.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "FIGURE 6.19 ZONE DIMENSIONS OF ABOVE-GROUND SPA POOLS AND TUBS WITH WATER CAPACITY NOT EXCEEDING 5000 L", "text": "FIGURE 6.19 ZONE DIMENSIONS OF ABOVE-GROUND SPA POOLS AND TUBS WITH WATER CAPACITY NOT EXCEEDING 5000 L" }, { "self_ref": "#/texts/8335", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 352, "bbox": { "l": 85.08, "t": 332.9603, "r": 340.03439999999983, "b": 319.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "6.4 FOUNTAINS AND WATER FEATURES", "text": "6.4 FOUNTAINS AND WATER FEATURES", "level": 1 }, { "self_ref": "#/texts/8336", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 352, "bbox": { "l": 85.08, "t": 312.9203, "r": 165.07919999999996, "b": 299.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "6.4.1 Scope", "text": "6.4.1 Scope", "level": 1 }, { "self_ref": "#/texts/8337", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 352, "bbox": { "l": 85.08, "t": 292.9403, "r": 513.6552000000006, "b": 209.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 423 ] } ], "orig": "The particular requirements of this Clause (Clause 6.4) apply to electrical installations in locations containing water containers of fountains and water features and their surrounding zones, where the risk of electric shock is increased by a reduction in body resistance and the likelihood of contact of the body with the water and conductive structure(s) in contact with the general mass of earth.", "text": "The particular requirements of this Clause (Clause 6.4) apply to electrical installations in locations containing water containers of fountains and water features and their surrounding zones, where the risk of electric shock is increased by a reduction in body resistance and the likelihood of contact of the body with the water and conductive structure(s) in contact with the general mass of earth." }, { "self_ref": "#/texts/8338", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 352, "bbox": { "l": 85.08000000000001, "t": 202.94029999999998, "r": 513.6684000000002, "b": 161.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 158 ] } ], "orig": "These requirements are based on the classification of zones surrounding the water container associated with the fountain or water feature and are intended to-", "text": "These requirements are based on the classification of zones surrounding the water container associated with the fountain or water feature and are intended to-" }, { "self_ref": "#/texts/8339", "parent": { "$ref": "#/groups/818" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 352, "bbox": { "l": 85.08000000000001, "t": 154.94029999999998, "r": 513.6479999999999, "b": 113.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 181 ] } ], "orig": "(a) protect electrical material and electrical equipment from the corrosive effects of chemicals used in the treatment of water in fountains and water features; and", "text": "(a) protect electrical material and electrical equipment from the corrosive effects of chemicals used in the treatment of water in fountains and water features; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8340", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 352, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8341", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 353, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8342", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 353, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "349", "text": "349" }, { "self_ref": "#/texts/8343", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 353, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/8344", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 353, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.6432000000007, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "(b) counter the increased risks of using electrical equipment in areas where the body may be partially immersed in water.", "text": "(b) counter the increased risks of using electrical equipment in areas where the body may be partially immersed in water.", "level": 1 }, { "self_ref": "#/texts/8345", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 353, "bbox": { "l": 85.08000000000004, "t": 718.9403, "r": 147.44400000000013, "b": 705.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Exception:", "text": "Exception:" }, { "self_ref": "#/texts/8346", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 353, "bbox": { "l": 85.08000000000004, "t": 699.9802999999999, "r": 505.32360000000074, "b": 686.5882999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "These requirements need not apply to fountains or water features where-", "text": "These requirements need not apply to fountains or water features where-" }, { "self_ref": "#/texts/8347", "parent": { "$ref": "#/groups/819" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 353, "bbox": { "l": 85.08000000000004, "t": 680.9603, "r": 368.24640000000056, "b": 667.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "(a) the depth of water does not exceed 0.3 m; or", "text": "(a) the depth of water does not exceed 0.3 m; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8348", "parent": { "$ref": "#/groups/819" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 353, "bbox": { "l": 85.08000000000004, "t": 661.9403, "r": 500.06760000000014, "b": 648.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "(b) suitable means are provided to restrict entry of persons to the water.", "text": "(b) suitable means are provided to restrict entry of persons to the water.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8349", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 353, "bbox": { "l": 85.08000000000004, "t": 641.9603, "r": 513.6180000000004, "b": 586.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 288 ] } ], "orig": "Ceilings, walls with or without windows, doors and floors that limit the extent of a room or area containing a fountain or water feature and fixed partitions that provide effective protection against spraying or splashing water, limit the associated zones.", "text": "Ceilings, walls with or without windows, doors and floors that limit the extent of a room or area containing a fountain or water feature and fixed partitions that provide effective protection against spraying or splashing water, limit the associated zones." }, { "self_ref": "#/texts/8350", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 353, "bbox": { "l": 85.08000000000007, "t": 579.9203, "r": 513.5280000000015, "b": 552.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "Due to the nature of these locations, certain methods of protection against electric shock are not permitted. Refer to Clause 6.4.3.2.2.", "text": "Due to the nature of these locations, certain methods of protection against electric shock are not permitted. Refer to Clause 6.4.3.2.2." }, { "self_ref": "#/texts/8351", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 353, "bbox": { "l": 85.0800000000001, "t": 545.9603, "r": 264.5160000000004, "b": 532.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "6.4.2 Classification of zones", "text": "6.4.2 Classification of zones", "level": 1 }, { "self_ref": "#/texts/8352", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 353, "bbox": { "l": 85.0800000000001, "t": 525.9203, "r": 505.46280000000104, "b": 512.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "Two zones (Zones 0 and 1) are classified for fountains and water features:", "text": "Two zones (Zones 0 and 1) are classified for fountains and water features:" }, { "self_ref": "#/texts/8353", "parent": { "$ref": "#/groups/820" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 353, "bbox": { "l": 85.0800000000001, "t": 505.9403, "r": 513.6300000000001, "b": 464.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 184 ] } ], "orig": "(a) Zone 0 shall be the area of the interior of the water containers including any recesses in their walls or floors or the interior of water jets or waterfalls.", "text": "(a) Zone 0 shall be the area of the interior of the water containers including any recesses in their walls or floors or the interior of water jets or waterfalls.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8354", "parent": { "$ref": "#/groups/820" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 353, "bbox": { "l": 85.08000000000015, "t": 457.9402999999999, "r": 388.52760000000006, "b": 444.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "(b) Zone 1 shall be the area limited by the following:", "text": "(b) Zone 1 shall be the area limited by the following:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8355", "parent": { "$ref": "#/groups/820" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 353, "bbox": { "l": 113.40000000000015, "t": 437.9602999999999, "r": 513.5796000000009, "b": 410.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "(i) The vertical plane 2.0 m from the internal rim of the water containers.", "text": "(i) The vertical plane 2.0 m from the internal rim of the water containers.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8356", "parent": { "$ref": "#/groups/820" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 353, "bbox": { "l": 113.40000000000015, "t": 403.94029999999987, "r": 513.6516000000014, "b": 376.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 132 ] } ], "orig": "(ii) The floor, or surface expected to be occupied by persons, and the horizontal plane 2.50 m above the floor or surface.", "text": "(ii) The floor, or surface expected to be occupied by persons, and the horizontal plane 2.50 m above the floor or surface.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8357", "parent": { "$ref": "#/groups/820" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 353, "bbox": { "l": 113.40000000000015, "t": 369.9202999999998, "r": 513.6036000000006, "b": 342.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "(iii) When the fountain or water feature contains sculptures and decorative water containers, by-", "text": "(iii) When the fountain or water feature contains sculptures and decorative water containers, by-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8358", "parent": { "$ref": "#/groups/820" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 353, "bbox": { "l": 141.78000000000014, "t": 335.9602999999998, "r": 513.5868000000004, "b": 308.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "(A) the vertical plane situated 1.50 m around the sculptures and decorative water containers; and", "text": "(A) the vertical plane situated 1.50 m around the sculptures and decorative water containers; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8359", "parent": { "$ref": "#/groups/820" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 353, "bbox": { "l": 141.7800000000002, "t": 301.94029999999975, "r": 513.645600000001, "b": 274.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "(B) the horizontal plane 2.50 m above the sculptures and decorative water containers.", "text": "(B) the horizontal plane 2.50 m above the sculptures and decorative water containers.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8360", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 353, "bbox": { "l": 85.0800000000002, "t": 267.92029999999977, "r": 434.98320000000115, "b": 254.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "Examples of these zones are shown in Figures 6.20 and 6.21.", "text": "Examples of these zones are shown in Figures 6.20 and 6.21." }, { "self_ref": "#/texts/8361", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 353, "bbox": { "l": 85.08000000000021, "t": 247.94029999999975, "r": 325.4544000000003, "b": 234.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "6.4.3 Protection against electric shock", "text": "6.4.3 Protection against electric shock", "level": 1 }, { "self_ref": "#/texts/8362", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 353, "bbox": { "l": 85.08000000000021, "t": 227.96029999999973, "r": 210.2868000000002, "b": 214.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "6.4.3.1 Use of SELV", "text": "6.4.3.1 Use of SELV", "level": 1 }, { "self_ref": "#/texts/8363", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 353, "bbox": { "l": 85.08000000000021, "t": 207.92029999999977, "r": 513.5940000000004, "b": 180.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": "Where SELV is used, regardless of the nominal voltage, basic protection shall be provided in accordance with Clause 7.5.5.", "text": "Where SELV is used, regardless of the nominal voltage, basic protection shall be provided in accordance with Clause 7.5.5." }, { "self_ref": "#/texts/8364", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 353, "bbox": { "l": 85.08000000000021, "t": 173.96029999999973, "r": 456.70080000000064, "b": 160.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "6.4.3.2 Application of protective measures against electric shock", "text": "6.4.3.2 Application of protective measures against electric shock", "level": 1 }, { "self_ref": "#/texts/8365", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 353, "bbox": { "l": 85.08000000000024, "t": 153.92029999999977, "r": 187.26000000000028, "b": 140.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "6.4.3.2.1 Supply", "text": "6.4.3.2.1 Supply", "level": 1 }, { "self_ref": "#/texts/8366", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 353, "bbox": { "l": 85.08000000000024, "t": 133.94029999999975, "r": 262.1532000000001, "b": 120.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "Electrical equipment shall be-", "text": "Electrical equipment shall be-" }, { "self_ref": "#/texts/8367", "parent": { "$ref": "#/groups/821" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 353, "bbox": { "l": 85.08000000000024, "t": 113.96029999999973, "r": 513.5736000000004, "b": 86.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "(a) earthed and protected by an RCD with a fixed rated residual current not exceeding 30 mA;", "text": "(a) earthed and protected by an RCD with a fixed rated residual current not exceeding 30 mA;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8368", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 353, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8369", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 354, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8370", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 354, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "350", "text": "350" }, { "self_ref": "#/texts/8371", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 354, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/8372", "parent": { "$ref": "#/groups/822" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 354, "bbox": { "l": 85.08, "t": 745.9403, "r": 513.54, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "(b) supplied at either extra-low voltage or low voltage through an isolating transformer complying with AS/NZS 61558, and not earthed; or", "text": "(b) supplied at either extra-low voltage or low voltage through an isolating transformer complying with AS/NZS 61558, and not earthed; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8373", "parent": { "$ref": "#/groups/822" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 354, "bbox": { "l": 85.08000000000004, "t": 711.9203, "r": 513.5808000000013, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "(c) supplied by other suitable measures that take account of the electrical equipment construction, installation methods and physical location.", "text": "(c) supplied by other suitable measures that take account of the electrical equipment construction, installation methods and physical location.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8374", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 354, "bbox": { "l": 85.08000000000004, "t": 677.9603, "r": 264.50639999999987, "b": 664.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "6.4.3.2.2 Prohibited measures", "text": "6.4.3.2.2 Prohibited measures", "level": 1 }, { "self_ref": "#/texts/8375", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 354, "bbox": { "l": 85.08000000000004, "t": 657.9203, "r": 513.5988000000003, "b": 630.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "The following measures of protection against electric shock are prohibited and shall not be used:", "text": "The following measures of protection against electric shock are prohibited and shall not be used:" }, { "self_ref": "#/texts/8376", "parent": { "$ref": "#/groups/823" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 354, "bbox": { "l": 85.08000000000007, "t": 623.9603, "r": 504.0312000000011, "b": 610.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(a) Protection by means of obstacles, in accordance with Clause 1.5.4.5.", "text": "(a) Protection by means of obstacles, in accordance with Clause 1.5.4.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8377", "parent": { "$ref": "#/groups/823" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 354, "bbox": { "l": 85.08000000000004, "t": 603.9203, "r": 505.99680000000063, "b": 590.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "(b) Protection by placing out of reach, in accordance with Clause 1.5.4.6.", "text": "(b) Protection by placing out of reach, in accordance with Clause 1.5.4.6.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8378", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 354, "bbox": { "l": 85.08000000000007, "t": 583.9403, "r": 421.3152000000006, "b": 570.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "6.4.4 Selection and installation of electrical equipment", "text": "6.4.4 Selection and installation of electrical equipment", "level": 1 }, { "self_ref": "#/texts/8379", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 354, "bbox": { "l": 85.08000000000007, "t": 563.9603, "r": 302.95320000000004, "b": 550.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "6.4.4.1 Degree of protection required", "text": "6.4.4.1 Degree of protection required", "level": 1 }, { "self_ref": "#/texts/8380", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 354, "bbox": { "l": 85.08000000000007, "t": 543.9203, "r": 513.6012000000001, "b": 516.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "Electrical equipment permitted to be installed in the classified zone shall have at least the following degree of protection:", "text": "Electrical equipment permitted to be installed in the classified zone shall have at least the following degree of protection:" }, { "self_ref": "#/texts/8381", "parent": { "$ref": "#/groups/824" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 354, "bbox": { "l": 85.0800000000001, "t": 509.96029999999996, "r": 213.3504, "b": 496.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "(a) In Zone 0-IPX8.", "text": "(a) In Zone 0-IPX8.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8382", "parent": { "$ref": "#/groups/824" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 354, "bbox": { "l": 85.0800000000001, "t": 489.92029999999994, "r": 213.3504, "b": 476.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "(b) In Zone 1-IPX5.", "text": "(b) In Zone 1-IPX5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8383", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 354, "bbox": { "l": 85.08000000000007, "t": 469.9402999999999, "r": 513.6372000000008, "b": 442.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "The requirements for selection and installation of electrical equipment are provided in Table 6.3.", "text": "The requirements for selection and installation of electrical equipment are provided in Table 6.3." }, { "self_ref": "#/texts/8384", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 354, "bbox": { "l": 85.08000000000007, "t": 435.9202999999999, "r": 223.7052000000003, "b": 422.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "6.4.4.2 Wiring systems", "text": "6.4.4.2 Wiring systems", "level": 1 }, { "self_ref": "#/texts/8385", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 354, "bbox": { "l": 85.08000000000007, "t": 415.94029999999987, "r": 404.0256000000004, "b": 402.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "Wiring systems for a fountain or water feature shall be-", "text": "Wiring systems for a fountain or water feature shall be-" }, { "self_ref": "#/texts/8386", "parent": { "$ref": "#/groups/825" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 354, "bbox": { "l": 85.0800000000001, "t": 395.96029999999985, "r": 513.5856000000008, "b": 368.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 149 ] } ], "orig": "(a) elastomer or thermoplastic insulated and sheathed copper cables or flexible cords suitable for immersion in the type of water being used;", "text": "(a) elastomer or thermoplastic insulated and sheathed copper cables or flexible cords suitable for immersion in the type of water being used;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8387", "parent": { "$ref": "#/groups/825" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 354, "bbox": { "l": 85.08000000000004, "t": 361.9402999999998, "r": 513.6072000000006, "b": 334.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "(b) where subject to mechanical damage, installed in a wiring enclosure; and", "text": "(b) where subject to mechanical damage, installed in a wiring enclosure; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8388", "parent": { "$ref": "#/groups/825" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 354, "bbox": { "l": 85.07999999999998, "t": 327.92029999999977, "r": 269.6544000000002, "b": 314.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "(c) installed so as to prevent-", "text": "(c) installed so as to prevent-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8389", "parent": { "$ref": "#/groups/825" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 354, "bbox": { "l": 113.39999999999998, "t": 307.94029999999975, "r": 370.5744000000008, "b": 294.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "(i) entry of moisture to any connection; and", "text": "(i) entry of moisture to any connection; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8390", "parent": { "$ref": "#/groups/825" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 354, "bbox": { "l": 113.39999999999998, "t": 287.96029999999973, "r": 451.4964000000005, "b": 274.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "(ii) water siphoning through any wiring enclosure or cable.", "text": "(ii) water siphoning through any wiring enclosure or cable.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8391", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 354, "bbox": { "l": 85.07999999999998, "t": 267.92029999999977, "r": 218.4384000000002, "b": 254.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "6.4.4.3 Socket-outlets", "text": "6.4.4.3 Socket-outlets", "level": 1 }, { "self_ref": "#/texts/8392", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 354, "bbox": { "l": 85.07999999999998, "t": 247.94029999999975, "r": 405.4487999999998, "b": 234.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "Socket-outlets shall not be installed in Zone 0 or Zone 1.", "text": "Socket-outlets shall not be installed in Zone 0 or Zone 1." }, { "self_ref": "#/texts/8393", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 354, "bbox": { "l": 85.07999999999998, "t": 227.96029999999973, "r": 315.9372000000003, "b": 214.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "6.4.4.4 Switches and other accessories", "text": "6.4.4.4 Switches and other accessories", "level": 1 }, { "self_ref": "#/texts/8394", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 354, "bbox": { "l": 85.07999999999998, "t": 207.92029999999977, "r": 513.5892000000009, "b": 180.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "The following requirements apply to the installation of switches and accessories, other than socket-outlets, in classified zones:", "text": "The following requirements apply to the installation of switches and accessories, other than socket-outlets, in classified zones:" }, { "self_ref": "#/texts/8395", "parent": { "$ref": "#/groups/826" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 354, "bbox": { "l": 85.07999999999998, "t": 173.96029999999973, "r": 513.6144, "b": 146.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 83 ] } ], "orig": "(a) Zone 0 Switches and other accessories shall not be installed in Zone 0.", "text": "(a) Zone 0 Switches and other accessories shall not be installed in Zone 0.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8396", "parent": { "$ref": "#/groups/826" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 354, "bbox": { "l": 85.07999999999998, "t": 139.94029999999975, "r": 513.6180000000003, "b": 112.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 127 ] } ], "orig": "(b) Zone 1 Switches and other accessories installed in Zone 1 shall be provided with the required degree of protection.", "text": "(b) Zone 1 Switches and other accessories installed in Zone 1 shall be provided with the required degree of protection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8397", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 354, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8398", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 355, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8399", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 355, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "351", "text": "351" }, { "self_ref": "#/texts/8400", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 355, "bbox": { "l": 42.54, "t": 752.0453, "r": 56.62050000000001, "b": 742.0013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/8401", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 355, "bbox": { "l": 85.08, "t": 751.9403, "r": 440.9628000000008, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "6.4.4.5 Luminaires, appliances and other electrical equipment", "text": "6.4.4.5 Luminaires, appliances and other electrical equipment", "level": 1 }, { "self_ref": "#/texts/8402", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 355, "bbox": { "l": 85.08000000000001, "t": 731.9603, "r": 193.4976000000001, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "6.4.4.5.1 General", "text": "6.4.4.5.1 General", "level": 1 }, { "self_ref": "#/texts/8403", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 355, "bbox": { "l": 85.08000000000001, "t": 711.9203, "r": 513.6576000000005, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 255 ] } ], "orig": "The following requirements apply to the installation of luminaires, appliances and other items of electrical equipment, excluding those specified in Clauses 6.3.4.3 (socket-outlets) and 6.3.4.4 (switches and other accessories), in classified zones.", "text": "The following requirements apply to the installation of luminaires, appliances and other items of electrical equipment, excluding those specified in Clauses 6.3.4.3 (socket-outlets) and 6.3.4.4 (switches and other accessories), in classified zones." }, { "self_ref": "#/texts/8404", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 355, "bbox": { "l": 85.08000000000001, "t": 649.9403, "r": 513.6684000000001, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "Luminaires, appliances and other electrical equipment installed in Zone 0 shall be-", "text": "Luminaires, appliances and other electrical equipment installed in Zone 0 shall be-" }, { "self_ref": "#/texts/8405", "parent": { "$ref": "#/groups/827" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 355, "bbox": { "l": 85.08000000000004, "t": 615.9203, "r": 513.5916000000004, "b": 588.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(a) designed and constructed specifically for use in a swimming or spa pool; and", "text": "(a) designed and constructed specifically for use in a swimming or spa pool; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8406", "parent": { "$ref": "#/groups/827" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 355, "bbox": { "l": 85.08000000000004, "t": 581.9603, "r": 407.2116, "b": 568.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "(b) provided with the required degree of protection; and", "text": "(b) provided with the required degree of protection; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8407", "parent": { "$ref": "#/groups/827" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 355, "bbox": { "l": 85.08000000000004, "t": 561.9203, "r": 513.6431999999999, "b": 534.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "(c) appliances and other electrical equipment shall comply with the requirements of Clause 1.7.3.", "text": "(c) appliances and other electrical equipment shall comply with the requirements of Clause 1.7.3.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8408", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 355, "bbox": { "l": 85.08000000000004, "t": 527.9603, "r": 253.21679999999992, "b": 514.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "6.4.4.5.2 Zone 0 Luminaires", "text": "6.4.4.5.2 Zone 0 Luminaires", "level": 1 }, { "self_ref": "#/texts/8409", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 355, "bbox": { "l": 85.08000000000004, "t": 507.92029999999994, "r": 298.87440000000004, "b": 494.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "Luminaires installed in Zone 0 shall-", "text": "Luminaires installed in Zone 0 shall-" }, { "self_ref": "#/texts/8410", "parent": { "$ref": "#/groups/828" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 355, "bbox": { "l": 85.08000000000004, "t": 487.9402999999999, "r": 480.6384000000005, "b": 474.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "(a) be compliant with AS/NZS 60598.1 and AS/NZS 60598.2.18; and", "text": "(a) be compliant with AS/NZS 60598.1 and AS/NZS 60598.2.18; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8411", "parent": { "$ref": "#/groups/828" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 355, "bbox": { "l": 85.08000000000004, "t": 467.9602999999999, "r": 513.6264000000006, "b": 440.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "(b) be supplied by SELV at an output nominal voltage not exceeding 12 V a.c. or 30 V ripple-free d.c.; and", "text": "(b) be supplied by SELV at an output nominal voltage not exceeding 12 V a.c. or 30 V ripple-free d.c.; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8412", "parent": { "$ref": "#/groups/828" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 355, "bbox": { "l": 85.08000000000004, "t": 433.94029999999987, "r": 513.5544000000002, "b": 406.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "(c) not be provided with a protective earthing conductor, in accordance with Clause 5.4.3.", "text": "(c) not be provided with a protective earthing conductor, in accordance with Clause 5.4.3.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8413", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 355, "bbox": { "l": 85.08000000000004, "t": 399.9202999999998, "r": 426.6864000000012, "b": 386.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "6.4.4.5.3 Zone 0 Appliances and other electrical equipment", "text": "6.4.4.5.3 Zone 0 Appliances and other electrical equipment", "level": 1 }, { "self_ref": "#/texts/8414", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 355, "bbox": { "l": 85.07999999999998, "t": 379.9402999999998, "r": 513.6168, "b": 352.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "Appliances or other items of electrical equipment installed in Zone 0 shall be supplied-", "text": "Appliances or other items of electrical equipment installed in Zone 0 shall be supplied-" }, { "self_ref": "#/texts/8415", "parent": { "$ref": "#/groups/829" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 355, "bbox": { "l": 85.07999999999998, "t": 345.92029999999977, "r": 103.97279999999998, "b": 332.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "(a)", "text": "(a)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8416", "parent": { "$ref": "#/groups/829" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 355, "bbox": { "l": 113.46, "t": 345.92029999999977, "r": 513.2999939999996, "b": 316.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 127 ] } ], "orig": "from an individual source installed outside Zone 0; NOTE: An individual source may be an individual isolation transformer or an", "text": "from an individual source installed outside Zone 0; NOTE: An individual source may be an individual isolation transformer or an", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8417", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 355, "bbox": { "l": 113.46, "t": 315.8371159999999, "r": 513.3054839999991, "b": 290.623742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "individual winding on an isolation transformer having a number of secondary windings, provided that the output complies with Clause 7.5.3.", "text": "individual winding on an isolation transformer having a number of secondary windings, provided that the output complies with Clause 7.5.3." }, { "self_ref": "#/texts/8418", "parent": { "$ref": "#/groups/830" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 355, "bbox": { "l": 85.08, "t": 283.94039999999995, "r": 513.5951999999999, "b": 256.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "(b) at a nominal voltage not exceeding 12 VAC or 30 V ripple-free d.c.; and", "text": "(b) at a nominal voltage not exceeding 12 VAC or 30 V ripple-free d.c.; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8419", "parent": { "$ref": "#/groups/830" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 355, "bbox": { "l": 85.07999999999998, "t": 249.92039999999997, "r": 467.32080000000076, "b": 236.52839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "(c) as an SELV or a PELV system, in accordance with Clause 7.5.", "text": "(c) as an SELV or a PELV system, in accordance with Clause 7.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8420", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 355, "bbox": { "l": 85.07999999999998, "t": 229.94039999999995, "r": 494.3376000000006, "b": 216.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "6.4.4.5.4 Zone 1 Luminaires, appliances and other electrical equipment", "text": "6.4.4.5.4 Zone 1 Luminaires, appliances and other electrical equipment", "level": 1 }, { "self_ref": "#/texts/8421", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 355, "bbox": { "l": 85.07999999999998, "t": 209.96039999999994, "r": 513.6384000000005, "b": 182.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "Luminaires, appliances and other electrical equipment installed in Zone 1 shall be provided with the required degree of protection and-", "text": "Luminaires, appliances and other electrical equipment installed in Zone 1 shall be provided with the required degree of protection and-" }, { "self_ref": "#/texts/8422", "parent": { "$ref": "#/groups/831" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 355, "bbox": { "l": 85.08000000000004, "t": 175.94039999999995, "r": 513.6179999999999, "b": 148.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "(a) supplied as an SELV or a PELV system, in accordance with Clause 7.5; or", "text": "(a) supplied as an SELV or a PELV system, in accordance with Clause 7.5; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8423", "parent": { "$ref": "#/groups/831" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 355, "bbox": { "l": 85.08000000000004, "t": 141.92039999999997, "r": 513.4872, "b": 114.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "(b) of Class II construction (double or reinforced insulation) and fixed in position; or", "text": "(b) of Class II construction (double or reinforced insulation) and fixed in position; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8424", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 355, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/8425", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 355, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8426", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 356, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8427", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 356, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "352", "text": "352" }, { "self_ref": "#/texts/8428", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 356, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/8429", "parent": { "$ref": "#/groups/832" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 356, "bbox": { "l": 42.54, "t": 745.9403, "r": 513.6203999999998, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 181 ] } ], "orig": "(c) of Class I construction (earthed conductive parts), fixed in position and supplied from a circuit protected by an RCD with a fixed rated residual current not exceeding 30 mA. A1", "text": "(c) of Class I construction (earthed conductive parts), fixed in position and supplied from a circuit protected by an RCD with a fixed rated residual current not exceeding 30 mA. A1", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8430", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 356, "bbox": { "l": 96.42, "t": 701.8172000000001, "r": 145.63345799999996, "b": 689.56352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/8431", "parent": { "$ref": "#/groups/833" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 356, "bbox": { "l": 96.42, "t": 686.8174220000001, "r": 513.3415799999991, "b": 661.604048, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 145 ] } ], "orig": "1 Heating cables that are embedded in the floor are not within any specified zone, and may therefore be installed in accordance with Clause 4.10.", "text": "1 Heating cables that are embedded in the floor are not within any specified zone, and may therefore be installed in accordance with Clause 4.10.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8432", "parent": { "$ref": "#/groups/833" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 356, "bbox": { "l": 96.42, "t": 658.7975600000001, "r": 513.2800920000004, "b": 620.624492, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 220 ] } ], "orig": "2 The use of a purpose made pump and installation to the manufacturer's instructions complying with the requirements of AS/NZS 60335.2.41 for each zone is deemed to comply with the requirements of this Clause.", "text": "2 The use of a purpose made pump and installation to the manufacturer's instructions complying with the requirements of AS/NZS 60335.2.41 for each zone is deemed to comply with the requirements of this Clause.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8433", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 356, "bbox": { "l": 85.08, "t": 614.9603, "r": 213.83280000000002, "b": 601.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "6.4.4.6 Switchboards", "text": "6.4.4.6 Switchboards", "level": 1 }, { "self_ref": "#/texts/8434", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 356, "bbox": { "l": 85.08000000000001, "t": 595.9403, "r": 437.1935999999997, "b": 582.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "A switchboard shall not be installed within any classified zone.", "text": "A switchboard shall not be installed within any classified zone." }, { "self_ref": "#/texts/8435", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 356, "bbox": { "l": 66.6, "t": 576.9802999999999, "r": 305.88720000000023, "b": 559.21052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "6.4.4.7 Electricity generation systems *", "text": "6.4.4.7 Electricity generation systems *", "level": 1 }, { "self_ref": "#/texts/8436", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 356, "bbox": { "l": 85.08000000000004, "t": 557.9603, "r": 513.5976000000005, "b": 516.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 215 ] } ], "orig": "Electricity generation systems, including engine-driven generator sets, stand-alone power systems, grid-connected inverter systems and battery systems, shall not be installed within any classified zone.", "text": "Electricity generation systems, including engine-driven generator sets, stand-alone power systems, grid-connected inverter systems and battery systems, shall not be installed within any classified zone." }, { "self_ref": "#/texts/8437", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 356, "bbox": { "l": 66.6, "t": 511.3922, "r": 378.07200000000074, "b": 495.79052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "6.4.4.8 Electricity distributor's electrical equipment *", "text": "6.4.4.8 Electricity distributor's electrical equipment *", "level": 1 }, { "self_ref": "#/texts/8438", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 356, "bbox": { "l": 85.08000000000004, "t": 491.9603, "r": 513.6456000000007, "b": 436.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 254 ] } ], "orig": "Fountains and water features shall not be located in areas containing electrical equipment, including connection pits and cabinets, owned by the electricity distributor, that result in such equipment being incorporated into any classified zone.", "text": "Fountains and water features shall not be located in areas containing electrical equipment, including connection pits and cabinets, owned by the electricity distributor, that result in such equipment being incorporated into any classified zone." }, { "self_ref": "#/texts/8439", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 356, "bbox": { "l": 66.6, "t": 427.0322, "r": 74.862, "b": 411.43052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/8440", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 356, "bbox": { "l": 262.68000000000006, "t": 431.90029999999996, "r": 336.0372000000003, "b": 418.50829999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "TABLE 6.3", "text": "TABLE 6.3" }, { "self_ref": "#/texts/8441", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 356, "bbox": { "l": 108.48000000000008, "t": 412.9403, "r": 490.27439999999996, "b": 385.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 83 ] } ], "orig": "SELECTION AND INSTALLATION OF ELECTRICAL EQUIPMENT FOR FOUNTAINS AND WATER FEATURES", "text": "SELECTION AND INSTALLATION OF ELECTRICAL EQUIPMENT FOR FOUNTAINS AND WATER FEATURES", "level": 1 }, { "self_ref": "#/texts/8442", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 356, "bbox": { "l": 466.14, "t": 97.46839999999997, "r": 522.26556, "b": 86.28607999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "( continued )", "text": "( continued )" }, { "self_ref": "#/texts/8443", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 356, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8444", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 357, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8445", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 357, "bbox": { "l": 228.96, "t": 783.9884, "r": 372.81600000000003, "b": 753.8483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "353 TABLE 6.3 ( continued )", "text": "353 TABLE 6.3 ( continued )" }, { "self_ref": "#/texts/8446", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 357, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/8447", "parent": { "$ref": "#/pictures/175" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 357, "bbox": { "l": 224.3528, "t": 506.5027064, "r": 254.84003600000005, "b": 498.9927728, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 0", "text": "Zone 0" }, { "self_ref": "#/texts/8448", "parent": { "$ref": "#/pictures/175" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 357, "bbox": { "l": 352.5088025, "t": 548.4886722800001, "r": 365.91112060000006, "b": 540.9787386800001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "2.0", "text": "2.0" }, { "self_ref": "#/texts/8449", "parent": { "$ref": "#/pictures/175" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 357, "bbox": { "l": 402.9401969, "t": 524.6905082600001, "r": 416.34336470000005, "b": 517.1805746600002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "2.0", "text": "2.0" }, { "self_ref": "#/texts/8450", "parent": { "$ref": "#/pictures/175" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 357, "bbox": { "l": 124.48670929999997, "t": 463.2806598200001, "r": 137.88987709999998, "b": 455.7707262200001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "2.0", "text": "2.0" }, { "self_ref": "#/texts/8451", "parent": { "$ref": "#/pictures/175" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 357, "bbox": { "l": 124.50880149999998, "t": 505.7075369600001, "r": 154.99603750000003, "b": 498.1976033600001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 1", "text": "Zone 1" }, { "self_ref": "#/texts/8452", "parent": { "$ref": "#/pictures/175" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 357, "bbox": { "l": 329.8294598, "t": 501.0614027000001, "r": 360.3166957999999, "b": 493.5514691000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 0", "text": "Zone 0" }, { "self_ref": "#/texts/8453", "parent": { "$ref": "#/pictures/175" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 357, "bbox": { "l": 377.1144151, "t": 484.00603766000006, "r": 407.60165109999986, "b": 476.49610406000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 0", "text": "Zone 0" }, { "self_ref": "#/texts/8454", "parent": { "$ref": "#/pictures/175" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 357, "bbox": { "l": 442.58549949999997, "t": 472.78191518000006, "r": 473.07273549999985, "b": 465.27198158000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 1", "text": "Zone 1" }, { "self_ref": "#/texts/8455", "parent": { "$ref": "#/pictures/175" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 357, "bbox": { "l": 451.13178209999995, "t": 462.28754756000006, "r": 464.5341002, "b": 454.77761396000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "2.0", "text": "2.0" }, { "self_ref": "#/texts/8456", "parent": { "$ref": "#/pictures/175" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 357, "bbox": { "l": 170.3038, "t": 272.4446064, "r": 209.6491584999999, "b": 264.93467280000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 1", "text": "= Zone 1" }, { "self_ref": "#/texts/8457", "parent": { "$ref": "#/pictures/175" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 357, "bbox": { "l": 170.61394049999998, "t": 296.69982294, "r": 209.9592989999999, "b": 289.18988934000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 0", "text": "= Zone 0" }, { "self_ref": "#/texts/8458", "parent": { "$ref": "#/pictures/175" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 357, "bbox": { "l": 135.7539, "t": 311.8263064, "r": 177.5489436000001, "b": 304.31637279999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "LEGEND:", "text": "LEGEND:" }, { "self_ref": "#/texts/8459", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 357, "bbox": { "l": 240.42, "t": 243.0054, "r": 357.4190999999996, "b": 232.96140000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "DIMENSIONS IN METRES", "text": "DIMENSIONS IN METRES" }, { "self_ref": "#/texts/8460", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 357, "bbox": { "l": 122.28, "t": 214.19720000000007, "r": 476.08854000000025, "b": 188.98382600000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "FIGURE 6.20 EXAMPLE FOR DETERMINATION OF THE ZONES OF A FOUNTAIN (PLAN)", "text": "FIGURE 6.20 EXAMPLE FOR DETERMINATION OF THE ZONES OF A FOUNTAIN (PLAN)" }, { "self_ref": "#/texts/8461", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 357, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8462", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 358, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/8463", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 358, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8464", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 358, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/8465", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 358, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "354", "text": "354" }, { "self_ref": "#/texts/8466", "parent": { "$ref": "#/pictures/176" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 358, "bbox": { "l": 152.9676, "t": 701.0333519999999, "r": 233.1569901599999, "b": 693.5220039999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "= Water in Zone 0", "text": "= Water in Zone 0" }, { "self_ref": "#/texts/8467", "parent": { "$ref": "#/pictures/176" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 358, "bbox": { "l": 152.6571, "t": 653.362952, "r": 192.00986729999997, "b": 645.851604, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 1", "text": "= Zone 1" }, { "self_ref": "#/texts/8468", "parent": { "$ref": "#/pictures/176" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 358, "bbox": { "l": 118.1008, "t": 716.162752, "r": 159.90371368000004, "b": 708.651404, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "LEGEND:", "text": "LEGEND:" }, { "self_ref": "#/texts/8469", "parent": { "$ref": "#/pictures/176" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 358, "bbox": { "l": 404.2462, "t": 670.137252, "r": 434.7391768, "b": 662.625904, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 1", "text": "Zone 1" }, { "self_ref": "#/texts/8470", "parent": { "$ref": "#/pictures/176" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 358, "bbox": { "l": 152.7128, "t": 677.4712519999999, "r": 229.03957646000015, "b": 669.9599039999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "= Limit of Zone 0", "text": "= Limit of Zone 0" }, { "self_ref": "#/texts/8471", "parent": { "$ref": "#/pictures/176" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 358, "bbox": { "l": 163.61565394, "t": 617.4093578, "r": 177.02134557999997, "b": 609.8980098, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "2.0", "text": "2.0" }, { "self_ref": "#/texts/8472", "parent": { "$ref": "#/pictures/176" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 358, "bbox": { "l": 296.00174558, "t": 684.2832969, "r": 309.0360484, "b": 676.7719489, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "1.5", "text": "1.5" }, { "self_ref": "#/texts/8473", "parent": { "$ref": "#/pictures/176" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 358, "bbox": { "l": 375.41606342, "t": 745.0359972, "r": 388.45036624000005, "b": 737.5246492, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "1.5", "text": "1.5" }, { "self_ref": "#/texts/8474", "parent": { "$ref": "#/pictures/176" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 358, "bbox": { "l": 411.750128, "t": 729.3938699, "r": 424.78443082000007, "b": 721.8825219, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "1.5", "text": "1.5" }, { "self_ref": "#/texts/8475", "parent": { "$ref": "#/pictures/176" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 358, "bbox": { "l": 416.44135520000003, "t": 745.0359972, "r": 429.84704684000013, "b": 737.5246492, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "2.0", "text": "2.0" }, { "self_ref": "#/texts/8476", "parent": { "$ref": "#/pictures/176" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 358, "bbox": { "l": 462.77232296000005, "t": 675.8202849, "r": 476.31399220000003, "b": 668.3089369, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "2.5", "text": "2.5" }, { "self_ref": "#/texts/8477", "parent": { "$ref": "#/pictures/176" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 358, "bbox": { "l": 377.13533020000006, "t": 681.6704694, "r": 390.67699944000003, "b": 674.1591214, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "2.5", "text": "2.5" }, { "self_ref": "#/texts/8478", "parent": { "$ref": "#/pictures/176" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 358, "bbox": { "l": 350.42593012000003, "t": 636.7009466, "r": 363.96759936, "b": 629.1895986, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "2.5", "text": "2.5" }, { "self_ref": "#/texts/8479", "parent": { "$ref": "#/pictures/176" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 358, "bbox": { "l": 311.88052982000005, "t": 610.8581707999999, "r": 325.42219906, "b": 603.3468227999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "2.5", "text": "2.5" }, { "self_ref": "#/texts/8480", "parent": { "$ref": "#/pictures/176" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 358, "bbox": { "l": 414.1926256400001, "t": 563.2851671999999, "r": 438.88445808, "b": 555.7738191999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "Basin", "text": "Basin" }, { "self_ref": "#/texts/8481", "parent": { "$ref": "#/pictures/176" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 358, "bbox": { "l": 414.1926256400001, "t": 547.3728352999999, "r": 433.63487286, "b": 539.8614872999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "Pool", "text": "Pool" }, { "self_ref": "#/texts/8482", "parent": { "$ref": "#/pictures/176" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 358, "bbox": { "l": 119.94984714000009, "t": 569.6638651, "r": 133.4915163800001, "b": 562.1525171, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "2.5", "text": "2.5" }, { "self_ref": "#/texts/8483", "parent": { "$ref": "#/pictures/176" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 358, "bbox": { "l": 246.9344, "t": 532.263752, "r": 277.42737680000005, "b": 524.752404, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 0", "text": "Zone 0" }, { "self_ref": "#/texts/8484", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 358, "bbox": { "l": 240.42, "t": 497.64529999999996, "r": 357.4190999999996, "b": 487.6013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "DIMENSIONS IN METRES", "text": "DIMENSIONS IN METRES" }, { "self_ref": "#/texts/8485", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 358, "bbox": { "l": 122.28, "t": 468.8372, "r": 476.08854000000025, "b": 443.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "FIGURE 6.21 EXAMPLE FOR DETERMINATION OF THE ZONES OF A FOUNTAIN (ELEVATION)", "text": "FIGURE 6.21 EXAMPLE FOR DETERMINATION OF THE ZONES OF A FOUNTAIN (ELEVATION)" }, { "self_ref": "#/texts/8486", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 358, "bbox": { "l": 85.08, "t": 422.9603, "r": 169.3932, "b": 409.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "6.5 SAUNAS", "text": "6.5 SAUNAS", "level": 1 }, { "self_ref": "#/texts/8487", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 358, "bbox": { "l": 85.08, "t": 402.9203, "r": 165.07919999999996, "b": 389.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "6.5.1 Scope", "text": "6.5.1 Scope", "level": 1 }, { "self_ref": "#/texts/8488", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 358, "bbox": { "l": 85.07999999999998, "t": 382.9403, "r": 513.6168000000001, "b": 341.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 189 ] } ], "orig": "The particular requirements of this Clause (Clause 6.5) apply to electrical installations in rooms or enclosures containing heating equipment used exclusively for sauna heating.", "text": "The particular requirements of this Clause (Clause 6.5) apply to electrical installations in rooms or enclosures containing heating equipment used exclusively for sauna heating." }, { "self_ref": "#/texts/8489", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 358, "bbox": { "l": 85.07999999999996, "t": 334.9402999999999, "r": 513.6408000000001, "b": 307.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "These requirements are based on the classification of zones surrounding the sauna heater.", "text": "These requirements are based on the classification of zones surrounding the sauna heater." }, { "self_ref": "#/texts/8490", "parent": { "$ref": "#/groups/835" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 358, "bbox": { "l": 66.6, "t": 300.9202999999999, "r": 513.5724000000008, "b": 273.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "Due to the nature of these locations, certain methods of protection against electric shock are not permitted. Refer to Clause 6.5.3.2. *", "text": "Due to the nature of these locations, certain methods of protection against electric shock are not permitted. Refer to Clause 6.5.3.2. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8491", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 358, "bbox": { "l": 85.07999999999998, "t": 266.96029999999985, "r": 264.5160000000003, "b": 253.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "6.5.2 Classification of zones", "text": "6.5.2 Classification of zones", "level": 1 }, { "self_ref": "#/texts/8492", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 358, "bbox": { "l": 85.07999999999998, "t": 246.92029999999977, "r": 513.717600000001, "b": 219.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "Three zones (Zones 1, 2 and 3) are classified for locations containing a sauna heater:", "text": "Three zones (Zones 1, 2 and 3) are classified for locations containing a sauna heater:" }, { "self_ref": "#/texts/8493", "parent": { "$ref": "#/groups/836" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 358, "bbox": { "l": 85.07999999999998, "t": 212.96029999999985, "r": 482.8847999999998, "b": 199.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(a) Zone 1 shall be the area containing the sauna heater limited by-", "text": "(a) Zone 1 shall be the area containing the sauna heater limited by-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8494", "parent": { "$ref": "#/groups/836" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 358, "bbox": { "l": 113.39999999999998, "t": 192.92029999999988, "r": 513.6048000000003, "b": 165.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "(i) the vertical plane 0.5 m from the external edge of the sauna heater; and", "text": "(i) the vertical plane 0.5 m from the external edge of the sauna heater; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8495", "parent": { "$ref": "#/groups/836" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 358, "bbox": { "l": 113.39999999999992, "t": 158.96029999999996, "r": 513.6168000000002, "b": 131.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "(ii) the floor, or surface expected to be occupied by persons, and the cold side of the thermal insulation of the ceiling.", "text": "(ii) the floor, or surface expected to be occupied by persons, and the cold side of the thermal insulation of the ceiling.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8496", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 358, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8497", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 359, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8498", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 359, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "355", "text": "355" }, { "self_ref": "#/texts/8499", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 359, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/8500", "parent": { "$ref": "#/groups/837" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 359, "bbox": { "l": 85.08, "t": 751.9403, "r": 322.9584000000001, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "(b) Zone 2 shall be the area limited by-", "text": "(b) Zone 2 shall be the area limited by-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8501", "parent": { "$ref": "#/groups/837" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 359, "bbox": { "l": 113.4, "t": 731.9603, "r": 513.5760000000004, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": "(i) the vertical plane limiting Zone 1 and the cold side of the thermal insulation of the walls of the sauna room or enclosure; and", "text": "(i) the vertical plane limiting Zone 1 and the cold side of the thermal insulation of the walls of the sauna room or enclosure; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8502", "parent": { "$ref": "#/groups/837" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 359, "bbox": { "l": 113.39999999999998, "t": 697.9403, "r": 513.5928000000014, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "(ii) the floor, or surface expected to be occupied by persons, and the horizontal plane 1.0 m above the floor.", "text": "(ii) the floor, or surface expected to be occupied by persons, and the horizontal plane 1.0 m above the floor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8503", "parent": { "$ref": "#/groups/837" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 359, "bbox": { "l": 85.07999999999998, "t": 663.9203, "r": 322.9464000000001, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "(c) Zone 3 shall be the area limited by-", "text": "(c) Zone 3 shall be the area limited by-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8504", "parent": { "$ref": "#/groups/837" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 359, "bbox": { "l": 113.39999999999998, "t": 643.9403, "r": 513.5760000000004, "b": 616.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": "(i) the vertical plane limiting Zone 1 and the cold side of the thermal insulation of the walls of the sauna room or enclosure; and", "text": "(i) the vertical plane limiting Zone 1 and the cold side of the thermal insulation of the walls of the sauna room or enclosure; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8505", "parent": { "$ref": "#/groups/837" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 359, "bbox": { "l": 113.39999999999998, "t": 609.9203, "r": 513.6804000000006, "b": 582.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "(ii) the horizontal plane 1.0 m above the floor and the cold side of the thermal insulation of the ceiling.", "text": "(ii) the horizontal plane 1.0 m above the floor and the cold side of the thermal insulation of the ceiling.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8506", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 359, "bbox": { "l": 113.46, "t": 578.8772, "r": 513.3548940000006, "b": 553.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "NOTE: Zone 3 is directly above Zone 2. Examples of these zones are given in Figure 6.22.", "text": "NOTE: Zone 3 is directly above Zone 2. Examples of these zones are given in Figure 6.22." }, { "self_ref": "#/texts/8507", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 359, "bbox": { "l": 85.08, "t": 546.9203, "r": 325.4544000000001, "b": 533.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "6.5.3 Protection against electric shock", "text": "6.5.3 Protection against electric shock", "level": 1 }, { "self_ref": "#/texts/8508", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 359, "bbox": { "l": 85.08000000000001, "t": 526.9403, "r": 210.2868, "b": 513.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "6.5.3.1 Use of SELV", "text": "6.5.3.1 Use of SELV", "level": 1 }, { "self_ref": "#/texts/8509", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 359, "bbox": { "l": 85.07999999999998, "t": 506.96029999999996, "r": 513.5940000000002, "b": 479.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": "Where SELV is used, regardless of the nominal voltage, basic protection shall be provided in accordance with Clause 7.5.5.", "text": "Where SELV is used, regardless of the nominal voltage, basic protection shall be provided in accordance with Clause 7.5.5." }, { "self_ref": "#/texts/8510", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 359, "bbox": { "l": 85.07999999999998, "t": 472.9402999999999, "r": 253.9463999999998, "b": 459.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "6.5.3.2 Prohibited measures", "text": "6.5.3.2 Prohibited measures", "level": 1 }, { "self_ref": "#/texts/8511", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 359, "bbox": { "l": 85.07999999999996, "t": 452.9602999999999, "r": 513.5988000000002, "b": 425.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "The following measures of protection against electric shock are prohibited and shall not be used:", "text": "The following measures of protection against electric shock are prohibited and shall not be used:" }, { "self_ref": "#/texts/8512", "parent": { "$ref": "#/groups/838" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 359, "bbox": { "l": 85.07999999999996, "t": 418.94029999999987, "r": 504.01080000000024, "b": 405.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(a) Protection by means of obstacles, in accordance with Clause 1.5.4.5.", "text": "(a) Protection by means of obstacles, in accordance with Clause 1.5.4.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8513", "parent": { "$ref": "#/groups/838" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 359, "bbox": { "l": 85.07999999999993, "t": 398.96029999999985, "r": 505.9968000000005, "b": 385.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "(b) Protection by placing out of reach, in accordance with Clause 1.5.4.6.", "text": "(b) Protection by placing out of reach, in accordance with Clause 1.5.4.6.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8514", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 359, "bbox": { "l": 85.07999999999996, "t": 378.9202999999998, "r": 300.69839999999965, "b": 365.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "6.5.3.3 Additional protection by RCD", "text": "6.5.3.3 Additional protection by RCD", "level": 1 }, { "self_ref": "#/texts/8515", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 359, "bbox": { "l": 85.07999999999993, "t": 358.9402999999998, "r": 513.6132, "b": 317.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 188 ] } ], "orig": "All equipment within the sauna room, other than the sauna heater, shall be provided with additional protection by an RCD with a fixed rated residual current not exceeding 30 mA.", "text": "All equipment within the sauna room, other than the sauna heater, shall be provided with additional protection by an RCD with a fixed rated residual current not exceeding 30 mA." }, { "self_ref": "#/texts/8516", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 359, "bbox": { "l": 85.07999999999993, "t": 310.94029999999975, "r": 421.3152000000004, "b": 297.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "6.5.4 Selection and installation of electrical equipment", "text": "6.5.4 Selection and installation of electrical equipment", "level": 1 }, { "self_ref": "#/texts/8517", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 359, "bbox": { "l": 85.07999999999993, "t": 290.96029999999973, "r": 302.95319999999987, "b": 277.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "6.5.4.1 Degree of protection required", "text": "6.5.4.1 Degree of protection required", "level": 1 }, { "self_ref": "#/texts/8518", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 359, "bbox": { "l": 85.07999999999987, "t": 270.92029999999977, "r": 513.6252000000001, "b": 243.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "Electrical equipment installed within the sauna room shall have a degree of protection of at least IPX4B or IP24.", "text": "Electrical equipment installed within the sauna room shall have a degree of protection of at least IPX4B or IP24." }, { "self_ref": "#/texts/8519", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 359, "bbox": { "l": 85.07999999999987, "t": 236.96029999999973, "r": 323.2247999999997, "b": 223.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "6.5.4.2 Requirements in classified zones", "text": "6.5.4.2 Requirements in classified zones", "level": 1 }, { "self_ref": "#/texts/8520", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 359, "bbox": { "l": 85.07999999999987, "t": 216.92029999999977, "r": 513.5976000000005, "b": 189.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "The installation of electrical equipment and wiring in classified zones shall be in accordance with the following:", "text": "The installation of electrical equipment and wiring in classified zones shall be in accordance with the following:" }, { "self_ref": "#/texts/8521", "parent": { "$ref": "#/groups/839" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 359, "bbox": { "l": 85.07999999999987, "t": 182.96029999999973, "r": 513.555600000001, "b": 155.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "(a) Zone 1 Only electrical equipment belonging to the sauna heater shall be installed in Zone 1.", "text": "(a) Zone 1 Only electrical equipment belonging to the sauna heater shall be installed in Zone 1.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8522", "parent": { "$ref": "#/groups/839" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 359, "bbox": { "l": 85.07999999999987, "t": 148.94029999999975, "r": 513.6036000000007, "b": 121.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "(b) Zone 2 There are no special requirements concerning heat resistance of electrical equipment for Zone 2.", "text": "(b) Zone 2 There are no special requirements concerning heat resistance of electrical equipment for Zone 2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8523", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 359, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8524", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 360, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8525", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 360, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "356", "text": "356" }, { "self_ref": "#/texts/8526", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 360, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/8527", "parent": { "$ref": "#/groups/840" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 360, "bbox": { "l": 85.08, "t": 745.9403, "r": 513.5916000000004, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 198 ] } ], "orig": "(c) Zone 3 Electrical equipment shall be suitable to withstand a minimum temperature of 125°C and the insulation of conductors shall be suitable to withstand a minimum temperature of 170°C.", "text": "(c) Zone 3 Electrical equipment shall be suitable to withstand a minimum temperature of 125°C and the insulation of conductors shall be suitable to withstand a minimum temperature of 170°C.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8528", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 360, "bbox": { "l": 85.07999999999996, "t": 697.9403, "r": 223.7052000000002, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "6.5.4.3 Wiring systems", "text": "6.5.4.3 Wiring systems", "level": 1 }, { "self_ref": "#/texts/8529", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 360, "bbox": { "l": 85.07999999999993, "t": 677.9603, "r": 513.5712000000011, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "Wiring systems should be installed outside the zones, i.e. on the cold side of the thermal insulation.", "text": "Wiring systems should be installed outside the zones, i.e. on the cold side of the thermal insulation." }, { "self_ref": "#/texts/8530", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 360, "bbox": { "l": 85.07999999999993, "t": 643.9403, "r": 513.6887999999997, "b": 588.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 250 ] } ], "orig": "If the wiring system is installed in Zone 1 or 3, i.e. on the warm side of the thermal insulation, it shall be heat-resistant, in accordance with Clause 6.5.4.2(c). Metallic sheaths and metallic conduits shall not be accessible in normal use.", "text": "If the wiring system is installed in Zone 1 or 3, i.e. on the warm side of the thermal insulation, it shall be heat-resistant, in accordance with Clause 6.5.4.2(c). Metallic sheaths and metallic conduits shall not be accessible in normal use." }, { "self_ref": "#/texts/8531", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 360, "bbox": { "l": 96.42, "t": 584.8772, "r": 513.3229140000001, "b": 559.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "NOTE: Examples of suitable wiring systems are insulated, unsheathed cables in non-metallic enclosures or sheathed cables.", "text": "NOTE: Examples of suitable wiring systems are insulated, unsheathed cables in non-metallic enclosures or sheathed cables." }, { "self_ref": "#/texts/8532", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 360, "bbox": { "l": 85.08, "t": 552.9203, "r": 401.5104000000007, "b": 539.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "6.5.4.4 Socket-outlets, switches and other accessories", "text": "6.5.4.4 Socket-outlets, switches and other accessories", "level": 1 }, { "self_ref": "#/texts/8533", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 360, "bbox": { "l": 85.07999999999998, "t": 532.9403, "r": 513.6035999999996, "b": 505.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "Socket-outlets, switches and other accessories shall not be installed within a sauna room or enclosure.", "text": "Socket-outlets, switches and other accessories shall not be installed within a sauna room or enclosure." }, { "self_ref": "#/texts/8534", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 360, "bbox": { "l": 85.07999999999998, "t": 498.92029999999994, "r": 513.656400000001, "b": 471.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "Exception: Switches and other accessories that form part of the sauna heater may be located within the sauna room or enclosure.", "text": "Exception: Switches and other accessories that form part of the sauna heater may be located within the sauna room or enclosure." }, { "self_ref": "#/texts/8535", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 360, "bbox": { "l": 85.07999999999998, "t": 464.9602999999999, "r": 283.5119999999999, "b": 451.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "6.5.4.5 Sauna heating appliances", "text": "6.5.4.5 Sauna heating appliances", "level": 1 }, { "self_ref": "#/texts/8536", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 360, "bbox": { "l": 85.07999999999998, "t": 444.9202999999999, "r": 513.5447999999998, "b": 417.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "Sauna heating appliances shall be installed in accordance with the manufacturer's instructions.", "text": "Sauna heating appliances shall be installed in accordance with the manufacturer's instructions." }, { "self_ref": "#/texts/8537", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 360, "bbox": { "l": 85.07999999999998, "t": 410.96029999999985, "r": 213.8328, "b": 397.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "6.5.4.6 Switchboards", "text": "6.5.4.6 Switchboards", "level": 1 }, { "self_ref": "#/texts/8538", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 360, "bbox": { "l": 85.07999999999998, "t": 390.9202999999998, "r": 437.19359999999966, "b": 377.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "A switchboard shall not be installed within any classified zone.", "text": "A switchboard shall not be installed within any classified zone." }, { "self_ref": "#/texts/8539", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 360, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8540", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 361, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8541", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 361, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "357", "text": "357" }, { "self_ref": "#/texts/8542", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 361, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/8543", "parent": { "$ref": "#/pictures/177" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 361, "bbox": { "l": 198.6032, "t": 629.1419556, "r": 211.4984288, "b": 621.6287512, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "1.0", "text": "1.0" }, { "self_ref": "#/texts/8544", "parent": { "$ref": "#/pictures/177" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 361, "bbox": { "l": 217.04206879999998, "t": 715.0236612799999, "r": 247.52571679999994, "b": 707.51045688, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 3", "text": "Zone 3" }, { "self_ref": "#/texts/8545", "parent": { "$ref": "#/pictures/177" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 361, "bbox": { "l": 265.3086944, "t": 516.22376291, "r": 322.0194943999998, "b": 508.71055851, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "(a) Elevation", "text": "(a) Elevation" }, { "self_ref": "#/texts/8546", "parent": { "$ref": "#/pictures/177" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 361, "bbox": { "l": 414.8892704, "t": 540.3756553799999, "r": 465.75227360000014, "b": 532.86245098, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Connection", "text": "Connection" }, { "self_ref": "#/texts/8547", "parent": { "$ref": "#/pictures/177" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 361, "bbox": { "l": 414.8892704, "t": 529.8767171499999, "r": 430.17527359999997, "b": 522.3635127499999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "box", "text": "box" }, { "self_ref": "#/texts/8548", "parent": { "$ref": "#/pictures/177" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 361, "bbox": { "l": 212.83909759999997, "t": 540.1988740999999, "r": 296.4983599999998, "b": 532.6856697, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "Thermal insulation", "text": "Thermal insulation" }, { "self_ref": "#/texts/8549", "parent": { "$ref": "#/pictures/177" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 361, "bbox": { "l": 212.83909759999997, "t": 269.61472721999996, "r": 296.4983599999998, "b": 262.1015228199999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "Thermal insulation", "text": "Thermal insulation" }, { "self_ref": "#/texts/8550", "parent": { "$ref": "#/pictures/177" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 361, "bbox": { "l": 276.1793264, "t": 245.7059090099999, "r": 311.14971199999997, "b": 238.19270460999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "(b) Plan", "text": "(b) Plan" }, { "self_ref": "#/texts/8551", "parent": { "$ref": "#/pictures/177" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 361, "bbox": { "l": 374.190032, "t": 674.6639851099999, "r": 404.67367999999993, "b": 667.1507807099999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 1", "text": "Zone 1" }, { "self_ref": "#/texts/8552", "parent": { "$ref": "#/pictures/177" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 361, "bbox": { "l": 374.190032, "t": 383.4100270299999, "r": 404.67367999999993, "b": 375.8968226299999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 1", "text": "Zone 1" }, { "self_ref": "#/texts/8553", "parent": { "$ref": "#/pictures/177" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 361, "bbox": { "l": 355.2515984, "t": 621.8888236599998, "r": 368.69566879999996, "b": 614.3756192599999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "0.5", "text": "0.5" }, { "self_ref": "#/texts/8554", "parent": { "$ref": "#/pictures/177" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 361, "bbox": { "l": 355.2515984, "t": 449.1233684099999, "r": 368.69566879999996, "b": 441.6101640099999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "0.5", "text": "0.5" }, { "self_ref": "#/texts/8555", "parent": { "$ref": "#/pictures/177" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 361, "bbox": { "l": 252.1853, "t": 621.8887556, "r": 282.66894799999994, "b": 614.3755512, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Zone 2", "text": "Zone 2" }, { "self_ref": "#/texts/8556", "parent": { "$ref": "#/pictures/177" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 361, "bbox": { "l": 191.3862248, "t": 449.44796597, "r": 286.4768552, "b": 441.93476157, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "Zone 3 above Zone 2", "text": "Zone 3 above Zone 2" }, { "self_ref": "#/texts/8557", "parent": { "$ref": "#/pictures/177" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 361, "bbox": { "l": 171.4817, "t": 206.17265559999998, "r": 210.82242800000006, "b": 198.65945120000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 2", "text": "= Zone 2" }, { "self_ref": "#/texts/8558", "parent": { "$ref": "#/pictures/177" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 361, "bbox": { "l": 171.7076936, "t": 182.31058243999996, "r": 211.04842160000004, "b": 174.79737804, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 3", "text": "= Zone 3" }, { "self_ref": "#/texts/8559", "parent": { "$ref": "#/pictures/177" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 361, "bbox": { "l": 171.7921, "t": 230.43815560000007, "r": 211.13282800000007, "b": 222.9249512, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "= Zone 1", "text": "= Zone 1" }, { "self_ref": "#/texts/8560", "parent": { "$ref": "#/pictures/177" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 361, "bbox": { "l": 136.9359, "t": 245.5706556, "r": 178.72602479999992, "b": 238.05745120000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "LEGEND:", "text": "LEGEND:" }, { "self_ref": "#/texts/8561", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 361, "bbox": { "l": 240.42, "t": 151.62530000000004, "r": 357.4190999999996, "b": 141.58130000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "DIMENSIONS IN METRES", "text": "DIMENSIONS IN METRES" }, { "self_ref": "#/texts/8562", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 361, "bbox": { "l": 137.52, "t": 122.87720000000002, "r": 460.8513539999996, "b": 110.62351999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "FIGURE 6.22 CLASSIFIED ZONES FOR SAUNA HEATERS", "text": "FIGURE 6.22 CLASSIFIED ZONES FOR SAUNA HEATERS" }, { "self_ref": "#/texts/8563", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 361, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8564", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 362, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/8565", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 362, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8566", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 362, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "358", "text": "358" }, { "self_ref": "#/texts/8567", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 362, "bbox": { "l": 85.08, "t": 745.9403, "r": 270.75, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "6.6 REFRIGERATION ROOMS", "text": "6.6 REFRIGERATION ROOMS", "level": 1 }, { "self_ref": "#/texts/8568", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 362, "bbox": { "l": 85.08, "t": 725.9603, "r": 165.0948, "b": 712.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "6.6.1 Scope", "text": "6.6.1 Scope", "level": 1 }, { "self_ref": "#/texts/8569", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 362, "bbox": { "l": 85.07999999999998, "t": 705.9203, "r": 513.6300000000001, "b": 678.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 141 ] } ], "orig": "The particular requirements of this Clause (Clause 6.6) apply to all of the area within refrigeration rooms, such as, freezers or cold rooms.", "text": "The particular requirements of this Clause (Clause 6.6) apply to all of the area within refrigeration rooms, such as, freezers or cold rooms." }, { "self_ref": "#/texts/8570", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 362, "bbox": { "l": 85.07999999999998, "t": 671.9603, "r": 513.5724000000008, "b": 644.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "Due to the nature of these locations, certain methods of protection against electric shock are not permitted. Refer to Clause 6.6.2.2.", "text": "Due to the nature of these locations, certain methods of protection against electric shock are not permitted. Refer to Clause 6.6.2.2." }, { "self_ref": "#/texts/8571", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 362, "bbox": { "l": 85.07999999999998, "t": 637.9403, "r": 325.4544000000001, "b": 624.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "6.6.2 Protection against electric shock", "text": "6.6.2 Protection against electric shock", "level": 1 }, { "self_ref": "#/texts/8572", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 362, "bbox": { "l": 85.07999999999998, "t": 617.9603, "r": 210.28679999999997, "b": 604.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "6.6.2.1 Use of SELV", "text": "6.6.2.1 Use of SELV", "level": 1 }, { "self_ref": "#/texts/8573", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 362, "bbox": { "l": 85.07999999999998, "t": 597.9203, "r": 513.5796000000009, "b": 570.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "Where SELV is used, whatever the nominal voltage, basic protection shall be provided in accordance with Clause 7.5.5.", "text": "Where SELV is used, whatever the nominal voltage, basic protection shall be provided in accordance with Clause 7.5.5." }, { "self_ref": "#/texts/8574", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 362, "bbox": { "l": 85.07999999999998, "t": 563.9603, "r": 253.9463999999998, "b": 550.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "6.6.2.2 Prohibited measures", "text": "6.6.2.2 Prohibited measures", "level": 1 }, { "self_ref": "#/texts/8575", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 362, "bbox": { "l": 85.07999999999996, "t": 543.9203, "r": 513.5988000000002, "b": 516.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "The following measures of protection against electric shock are prohibited and shall not be used:", "text": "The following measures of protection against electric shock are prohibited and shall not be used:" }, { "self_ref": "#/texts/8576", "parent": { "$ref": "#/groups/841" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 362, "bbox": { "l": 85.07999999999996, "t": 509.96029999999996, "r": 504.031200000001, "b": 496.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(a) Protection by means of obstacles, in accordance with Clause 1.5.4.5.", "text": "(a) Protection by means of obstacles, in accordance with Clause 1.5.4.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8577", "parent": { "$ref": "#/groups/841" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 362, "bbox": { "l": 85.07999999999993, "t": 489.92029999999994, "r": 505.9968000000005, "b": 476.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "(b) Protection by placing out of reach, in accordance with Clause 1.5.4.6.", "text": "(b) Protection by placing out of reach, in accordance with Clause 1.5.4.6.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8578", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 362, "bbox": { "l": 85.07999999999996, "t": 469.9402999999999, "r": 421.31520000000046, "b": 456.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "6.6.3 Selection and installation of electrical equipment", "text": "6.6.3 Selection and installation of electrical equipment", "level": 1 }, { "self_ref": "#/texts/8579", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 362, "bbox": { "l": 85.07999999999996, "t": 449.9602999999999, "r": 302.9531999999999, "b": 436.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "6.6.3.1 Degree of protection required", "text": "6.6.3.1 Degree of protection required", "level": 1 }, { "self_ref": "#/texts/8580", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 362, "bbox": { "l": 85.07999999999993, "t": 429.9202999999999, "r": 513.6084000000005, "b": 402.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "Electrical equipment permitted to be installed within the refrigeration room shall have a degree of protection of at least IPX4B or IP24.", "text": "Electrical equipment permitted to be installed within the refrigeration room shall have a degree of protection of at least IPX4B or IP24." }, { "self_ref": "#/texts/8581", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 362, "bbox": { "l": 96.42, "t": 398.87719999999996, "r": 513.3174240000006, "b": 373.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "NOTE: See also Clause 6.7 regarding areas that are subjected to a sanitization or hosing-down process.", "text": "NOTE: See also Clause 6.7 regarding areas that are subjected to a sanitization or hosing-down process." }, { "self_ref": "#/texts/8582", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 362, "bbox": { "l": 85.08, "t": 366.9203, "r": 223.70520000000025, "b": 353.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "6.6.3.2 Wiring systems", "text": "6.6.3.2 Wiring systems", "level": 1 }, { "self_ref": "#/texts/8583", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 362, "bbox": { "l": 85.08000000000001, "t": 346.9403, "r": 193.4976000000001, "b": 333.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "6.6.3.2.1 General", "text": "6.6.3.2.1 General", "level": 1 }, { "self_ref": "#/texts/8584", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 362, "bbox": { "l": 85.08000000000001, "t": 326.96029999999996, "r": 513.5615999999998, "b": 299.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "The wiring system used for the supply, control and protection of electrical equipment within a refrigeration room shall be of a type that-", "text": "The wiring system used for the supply, control and protection of electrical equipment within a refrigeration room shall be of a type that-" }, { "self_ref": "#/texts/8585", "parent": { "$ref": "#/groups/842" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 362, "bbox": { "l": 85.08000000000001, "t": 292.9403, "r": 484.0428, "b": 279.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "(a) will not be affected by the operating temperature of the room; and", "text": "(a) will not be affected by the operating temperature of the room; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8586", "parent": { "$ref": "#/groups/842" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 362, "bbox": { "l": 85.08000000000004, "t": 272.96029999999996, "r": 513.5832, "b": 245.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "(b) does not provide pockets or channels in which moisture might accumulate, or through which it might pass into electrical equipment.", "text": "(b) does not provide pockets or channels in which moisture might accumulate, or through which it might pass into electrical equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8587", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 362, "bbox": { "l": 85.07999999999998, "t": 238.94029999999998, "r": 513.558, "b": 211.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "Wiring systems not associated with the refrigeration room electrical equipment shall not be taken through, or be installed, in such rooms.", "text": "Wiring systems not associated with the refrigeration room electrical equipment shall not be taken through, or be installed, in such rooms." }, { "self_ref": "#/texts/8588", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 362, "bbox": { "l": 85.08000000000001, "t": 204.9203, "r": 239.27880000000027, "b": 191.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "6.6.3.2.2 Types permitted", "text": "6.6.3.2.2 Types permitted", "level": 1 }, { "self_ref": "#/texts/8589", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 362, "bbox": { "l": 85.08000000000001, "t": 184.94029999999998, "r": 331.3500000000001, "b": 171.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "The following wiring systems are permitted:", "text": "The following wiring systems are permitted:" }, { "self_ref": "#/texts/8590", "parent": { "$ref": "#/groups/843" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 362, "bbox": { "l": 85.08000000000001, "t": 164.96029999999996, "r": 453.6804000000009, "b": 151.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "(a) Unenclosed sheathed cables including served MIMS cables.", "text": "(a) Unenclosed sheathed cables including served MIMS cables.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8591", "parent": { "$ref": "#/groups/843" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 362, "bbox": { "l": 85.08000000000004, "t": 144.9203, "r": 513.6048000000006, "b": 117.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "(b) Insulated, unsheathed or sheathed cables enclosed in a wiring enclosure that has adequate draining facilities.", "text": "(b) Insulated, unsheathed or sheathed cables enclosed in a wiring enclosure that has adequate draining facilities.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8592", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 362, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8593", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 363, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8594", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 363, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "359", "text": "359" }, { "self_ref": "#/texts/8595", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 363, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/8596", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 363, "bbox": { "l": 42.54, "t": 458.0453, "r": 56.62050000000001, "b": 448.0013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/8597", "parent": { "$ref": "#/groups/844" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 363, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.5231999999997, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "(c) Other wiring systems that are not inferior to the systems described in Item (a) or Item (b).", "text": "(c) Other wiring systems that are not inferior to the systems described in Item (a) or Item (b).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8598", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 363, "bbox": { "l": 96.42, "t": 720.8372, "r": 513.3602460000003, "b": 669.583658, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 277 ] } ], "orig": "NOTE: PVC insulated, unsheathed or sheathed cables may not be satisfactory for electrical installations in refrigerated rooms where the cables may be subjected to bending, flexing or vibration at temperatures below approximately 0°C. See Clause 3.3.2.1 and Table 3.2.", "text": "NOTE: PVC insulated, unsheathed or sheathed cables may not be satisfactory for electrical installations in refrigerated rooms where the cables may be subjected to bending, flexing or vibration at temperatures below approximately 0°C. See Clause 3.3.2.1 and Table 3.2." }, { "self_ref": "#/texts/8599", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 363, "bbox": { "l": 85.08, "t": 662.9603, "r": 190.94880000000006, "b": 649.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "6.6.3.2.3 Sealing", "text": "6.6.3.2.3 Sealing", "level": 1 }, { "self_ref": "#/texts/8600", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 363, "bbox": { "l": 85.08000000000001, "t": 642.9203, "r": 480.0912000000002, "b": 629.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "The following shall be sealed with a compound that does not set hard:", "text": "The following shall be sealed with a compound that does not set hard:" }, { "self_ref": "#/texts/8601", "parent": { "$ref": "#/groups/845" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 363, "bbox": { "l": 85.08000000000004, "t": 622.9403, "r": 513.6827999999998, "b": 595.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "(a) Each wiring enclosure at any point where it passes from a refrigerated to a non-refrigerated space.", "text": "(a) Each wiring enclosure at any point where it passes from a refrigerated to a non-refrigerated space.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8602", "parent": { "$ref": "#/groups/845" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 363, "bbox": { "l": 85.08000000000007, "t": 588.9203, "r": 513.6552000000012, "b": 561.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "(b) The point of entry of cables into motors, luminaires, switches or other electrical equipment.", "text": "(b) The point of entry of cables into motors, luminaires, switches or other electrical equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8603", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 363, "bbox": { "l": 85.08000000000007, "t": 554.9603, "r": 401.5104000000008, "b": 541.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "6.6.3.3 Socket-outlets, switches and other accessories", "text": "6.6.3.3 Socket-outlets, switches and other accessories", "level": 1 }, { "self_ref": "#/texts/8604", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 363, "bbox": { "l": 85.08000000000004, "t": 534.9203, "r": 513.5964000000002, "b": 493.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Socket-outlets, switches and other accessories shall be designed such that provision is made to prevent the retention of moisture within their enclosure.", "text": "Socket-outlets, switches and other accessories shall be designed such that provision is made to prevent the retention of moisture within their enclosure." }, { "self_ref": "#/texts/8605", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 363, "bbox": { "l": 85.08000000000004, "t": 486.92029999999994, "r": 513.6552000000013, "b": 431.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 267 ] } ], "orig": "This requirement may be satisfied by the use of socket-outlets, switches and other accessories, and controlgear having the required degree of protection, in accordance with Clause 6.6.3.1, or Clause 6.7, as appropriate, that are permanently sealed.", "text": "This requirement may be satisfied by the use of socket-outlets, switches and other accessories, and controlgear having the required degree of protection, in accordance with Clause 6.6.3.1, or Clause 6.7, as appropriate, that are permanently sealed." }, { "self_ref": "#/texts/8606", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 363, "bbox": { "l": 85.08000000000004, "t": 424.94029999999987, "r": 395.3016000000004, "b": 411.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "6.6.3.4 Luminaires, lampholders and other equipment", "text": "6.6.3.4 Luminaires, lampholders and other equipment", "level": 1 }, { "self_ref": "#/texts/8607", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 363, "bbox": { "l": 85.08000000000004, "t": 404.96029999999985, "r": 210.44520000000003, "b": 391.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "6.6.3.4.1 Luminaires", "text": "6.6.3.4.1 Luminaires", "level": 1 }, { "self_ref": "#/texts/8608", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 363, "bbox": { "l": 85.08000000000004, "t": 384.9202999999998, "r": 513.643200000001, "b": 357.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "Luminaires shall be permanently sealed to prevent the entry of liquid or vapour, or shall be designed and constructed so that-", "text": "Luminaires shall be permanently sealed to prevent the entry of liquid or vapour, or shall be designed and constructed so that-" }, { "self_ref": "#/texts/8609", "parent": { "$ref": "#/groups/846" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 363, "bbox": { "l": 85.08000000000004, "t": 350.9602999999998, "r": 513.5688000000005, "b": 323.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "(a) moisture cannot enter the lampholder and other components containing live parts; and", "text": "(a) moisture cannot enter the lampholder and other components containing live parts; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8610", "parent": { "$ref": "#/groups/846" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 363, "bbox": { "l": 85.08000000000004, "t": 316.94029999999975, "r": 513.5256000000007, "b": 289.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "(b) provision is made to prevent the retention of moisture in or on the fitting.", "text": "(b) provision is made to prevent the retention of moisture in or on the fitting.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8611", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 363, "bbox": { "l": 85.08000000000004, "t": 282.92029999999977, "r": 221.40720000000022, "b": 269.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "6.6.3.4.2 Lampholders", "text": "6.6.3.4.2 Lampholders", "level": 1 }, { "self_ref": "#/texts/8612", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 363, "bbox": { "l": 85.08000000000004, "t": 262.94029999999975, "r": 338.4023999999998, "b": 249.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "Lampholders shall comply with the following:", "text": "Lampholders shall comply with the following:" }, { "self_ref": "#/texts/8613", "parent": { "$ref": "#/groups/847" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 363, "bbox": { "l": 85.08000000000004, "t": 242.96029999999973, "r": 331.06800000000027, "b": 229.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "(a) Construction Lampholders shall be-", "text": "(a) Construction Lampholders shall be-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8614", "parent": { "$ref": "#/groups/847" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 363, "bbox": { "l": 113.40000000000005, "t": 222.92029999999977, "r": 280.32480000000027, "b": 209.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "(i) the all-insulated type; or", "text": "(i) the all-insulated type; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8615", "parent": { "$ref": "#/groups/847" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 363, "bbox": { "l": 113.40000000000005, "t": 202.94029999999975, "r": 513.6144000000004, "b": 175.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "(ii) any other suitable type that precludes the possibility of any external metal portion becoming live.", "text": "(ii) any other suitable type that precludes the possibility of any external metal portion becoming live.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8616", "parent": { "$ref": "#/groups/847" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 363, "bbox": { "l": 85.08000000000007, "t": 168.92029999999977, "r": 513.6684000000007, "b": 141.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "(b) Location Lampholders shall not be suspended within 2.50 m of the floor or ground when on a flexible pendant.", "text": "(b) Location Lampholders shall not be suspended within 2.50 m of the floor or ground when on a flexible pendant.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8617", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 363, "bbox": { "l": 85.0800000000001, "t": 134.96029999999973, "r": 299.7456000000004, "b": 121.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "6.6.3.5 Fixed appliances and motors", "text": "6.6.3.5 Fixed appliances and motors", "level": 1 }, { "self_ref": "#/texts/8618", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 363, "bbox": { "l": 85.0800000000001, "t": 114.92029999999977, "r": 513.5952000000009, "b": 87.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "Fixed appliances shall be designed and constructed for the particular location and conditions.", "text": "Fixed appliances shall be designed and constructed for the particular location and conditions." }, { "self_ref": "#/texts/8619", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 363, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8620", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 364, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8621", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 364, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "360", "text": "360" }, { "self_ref": "#/texts/8622", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 364, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/8623", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 364, "bbox": { "l": 85.07999999999998, "t": 745.9403, "r": 513.6336000000001, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "Electrical equipment enclosures shall have, or provide, a degree of protection suitable for the conditions in which the electrical equipment is installed.", "text": "Electrical equipment enclosures shall have, or provide, a degree of protection suitable for the conditions in which the electrical equipment is installed." }, { "self_ref": "#/texts/8624", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 364, "bbox": { "l": 85.07999999999998, "t": 697.9403, "r": 513.6264000000004, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 177 ] } ], "orig": "This requirement is deemed to be satisfied by the provision of internal heaters in the appliance or enclosure that would prevent the retention of moisture.", "text": "This requirement is deemed to be satisfied by the provision of internal heaters in the appliance or enclosure that would prevent the retention of moisture." }, { "self_ref": "#/texts/8625", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 364, "bbox": { "l": 85.07999999999998, "t": 649.9403, "r": 311.97120000000024, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "6.6.3.6 Heating elements in door seals", "text": "6.6.3.6 Heating elements in door seals", "level": 1 }, { "self_ref": "#/texts/8626", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 364, "bbox": { "l": 85.0799999999999, "t": 629.9603, "r": 513.6096, "b": 588.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 182 ] } ], "orig": "Heating elements in refrigeration room door seals shall be provided with additional protection by an RCD with a fixed rated residual current not exceeding 30 mA.", "text": "Heating elements in refrigeration room door seals shall be provided with additional protection by an RCD with a fixed rated residual current not exceeding 30 mA." }, { "self_ref": "#/texts/8627", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 364, "bbox": { "l": 85.0799999999999, "t": 581.9603, "r": 213.8327999999999, "b": 568.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "6.6.3.7 Switchboards", "text": "6.6.3.7 Switchboards", "level": 1 }, { "self_ref": "#/texts/8628", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 364, "bbox": { "l": 85.0799999999999, "t": 561.9203, "r": 418.19760000000065, "b": 548.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "A switchboard shall not be installed in a refrigeration room.", "text": "A switchboard shall not be installed in a refrigeration room." }, { "self_ref": "#/texts/8629", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 364, "bbox": { "l": 85.07999999999993, "t": 533.9603, "r": 481.6464, "b": 520.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "6.7 SANITIZATION AND GENERAL HOSING-DOWN OPERATIONS", "text": "6.7 SANITIZATION AND GENERAL HOSING-DOWN OPERATIONS", "level": 1 }, { "self_ref": "#/texts/8630", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 364, "bbox": { "l": 85.07999999999993, "t": 513.9202999999999, "r": 165.06359999999995, "b": 500.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "6.7.1 Scope", "text": "6.7.1 Scope", "level": 1 }, { "self_ref": "#/texts/8631", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 364, "bbox": { "l": 85.07999999999993, "t": 493.9402999999999, "r": 513.6647999999998, "b": 452.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "The particular requirements of this Clause (Clause 6.7) apply to electrical installations where sanitization or general hosing-down operations are carried out.", "text": "The particular requirements of this Clause (Clause 6.7) apply to electrical installations where sanitization or general hosing-down operations are carried out." }, { "self_ref": "#/texts/8632", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 364, "bbox": { "l": 85.07999999999993, "t": 445.94029999999987, "r": 513.5724000000008, "b": 418.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "Due to the nature of these locations, certain methods of protection against electric shock are not permitted. Refer to Clause 6.7.3.2.", "text": "Due to the nature of these locations, certain methods of protection against electric shock are not permitted. Refer to Clause 6.7.3.2." }, { "self_ref": "#/texts/8633", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 364, "bbox": { "l": 96.42, "t": 414.8372, "r": 513.3031499999996, "b": 376.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 216 ] } ], "orig": "NOTE: Electrical installations where the requirements of this Clause may apply include food production or processing areas and agricultural or horticultural premises, such as rooms, locations or areas where-", "text": "NOTE: Electrical installations where the requirements of this Clause may apply include food production or processing areas and agricultural or horticultural premises, such as rooms, locations or areas where-" }, { "self_ref": "#/texts/8634", "parent": { "$ref": "#/groups/848" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 364, "bbox": { "l": 96.42, "t": 372.837602, "r": 215.84726399999997, "b": 360.58392200000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "(a) livestock are kept;", "text": "(a) livestock are kept;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8635", "parent": { "$ref": "#/groups/848" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 364, "bbox": { "l": 96.42, "t": 356.877074, "r": 513.2855820000004, "b": 331.60331, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "(b) feed, fertilizers, vegetable or animal products are produced stored, prepared or processed;", "text": "(b) feed, fertilizers, vegetable or animal products are produced stored, prepared or processed;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8636", "parent": { "$ref": "#/groups/848" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 364, "bbox": { "l": 96.42, "t": 327.83717, "r": 467.19044399999945, "b": 315.58349, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "(c) plants are grown, such as greenhouses or hydroponic installations;", "text": "(c) plants are grown, such as greenhouses or hydroponic installations;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8637", "parent": { "$ref": "#/groups/848" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 364, "bbox": { "l": 96.42, "t": 311.87664199999995, "r": 513.3229139999988, "b": 273.58279400000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 207 ] } ], "orig": "(d) agricultural or horticultural products are produced, prepared or processed, e.g. dairies, and facilities for drying, stewing, pressing out, fermenting, butchering, meat processing, etc.; or", "text": "(d) agricultural or horticultural products are produced, prepared or processed, e.g. dairies, and facilities for drying, stewing, pressing out, fermenting, butchering, meat processing, etc.; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8638", "parent": { "$ref": "#/groups/848" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 364, "bbox": { "l": 96.42, "t": 269.875946, "r": 330.9769559999999, "b": 257.6222660000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "(e) car wash bays and the like are provided.", "text": "(e) car wash bays and the like are provided.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8639", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 364, "bbox": { "l": 85.08, "t": 250.94029999999998, "r": 257.46480000000014, "b": 237.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "6.7.2 Classification of zone", "text": "6.7.2 Classification of zone", "level": 1 }, { "self_ref": "#/texts/8640", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 364, "bbox": { "l": 85.07999999999998, "t": 230.96029999999996, "r": 513.6216000000001, "b": 203.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 118 ] } ], "orig": "The classified zone is based on the dimensions and limits of any location likely to be affected by hosing, as follows:", "text": "The classified zone is based on the dimensions and limits of any location likely to be affected by hosing, as follows:" }, { "self_ref": "#/texts/8641", "parent": { "$ref": "#/groups/849" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 364, "bbox": { "l": 85.07999999999998, "t": 196.94029999999998, "r": 513.5880000000006, "b": 155.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 228 ] } ], "orig": "(a) Where the area is to be sanitized or hosed down throughout, the classified zone consists of the whole of the space between the floor, walls and ceiling, including any recess therein, enclosing the area.", "text": "(a) Where the area is to be sanitized or hosed down throughout, the classified zone consists of the whole of the space between the floor, walls and ceiling, including any recess therein, enclosing the area.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8642", "parent": { "$ref": "#/groups/849" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 364, "bbox": { "l": 85.07999999999998, "t": 148.94029999999998, "r": 513.6048000000003, "b": 121.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "(b) Where hosing-down is limited to the floor and walls, the classified zone consists of-", "text": "(b) Where hosing-down is limited to the floor and walls, the classified zone consists of-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8643", "parent": { "$ref": "#/groups/849" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 364, "bbox": { "l": 113.39999999999998, "t": 114.9203, "r": 513.5927999999998, "b": 87.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 144 ] } ], "orig": "(i) any location within the space from the floor, or the base of a recess in the floor, to a horizontal plane 2.0 m above the floor;", "text": "(i) any location within the space from the floor, or the base of a recess in the floor, to a horizontal plane 2.0 m above the floor;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8644", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 364, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8645", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 365, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8646", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 365, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "361", "text": "361" }, { "self_ref": "#/texts/8647", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 365, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/8648", "parent": { "$ref": "#/groups/850" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 365, "bbox": { "l": 113.4, "t": 751.9403, "r": 305.2536000000003, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "(ii) any wall within the area; and", "text": "(ii) any wall within the area; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8649", "parent": { "$ref": "#/groups/850" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 365, "bbox": { "l": 113.4, "t": 731.9603, "r": 513.6048000000008, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "(iii) any location on a ceiling that is within 1.0 m of a wall within the area.", "text": "(iii) any location on a ceiling that is within 1.0 m of a wall within the area.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8650", "parent": { "$ref": "#/groups/850" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 365, "bbox": { "l": 85.08000000000001, "t": 697.9403, "r": 513.6072000000005, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 222 ] } ], "orig": "(c) Where hosing-down is limited to the floor only, the classified zone consists of any location within the space from the floor, or the base of a recess in the floor, to a horizontal plane 1.0 m above the floor.", "text": "(c) Where hosing-down is limited to the floor only, the classified zone consists of any location within the space from the floor, or the base of a recess in the floor, to a horizontal plane 1.0 m above the floor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8651", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 365, "bbox": { "l": 85.08000000000001, "t": 649.9403, "r": 325.4544000000001, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "6.7.3 Protection against electric shock", "text": "6.7.3 Protection against electric shock", "level": 1 }, { "self_ref": "#/texts/8652", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 365, "bbox": { "l": 85.08000000000001, "t": 629.9603, "r": 210.2868, "b": 616.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "6.7.3.1 Use of SELV", "text": "6.7.3.1 Use of SELV", "level": 1 }, { "self_ref": "#/texts/8653", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 365, "bbox": { "l": 85.07999999999998, "t": 609.9203, "r": 513.5796000000009, "b": 582.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "Where SELV is used, whatever the nominal voltage, basic protection shall be provided in accordance with Clause 7.5.5.", "text": "Where SELV is used, whatever the nominal voltage, basic protection shall be provided in accordance with Clause 7.5.5." }, { "self_ref": "#/texts/8654", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 365, "bbox": { "l": 85.07999999999998, "t": 575.9603, "r": 253.9463999999998, "b": 562.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "6.7.3.2 Prohibited measures", "text": "6.7.3.2 Prohibited measures", "level": 1 }, { "self_ref": "#/texts/8655", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 365, "bbox": { "l": 85.07999999999996, "t": 555.9203, "r": 513.5255999999999, "b": 528.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "The following measures of protection against electric shock are prohibited and shall not be used:", "text": "The following measures of protection against electric shock are prohibited and shall not be used:" }, { "self_ref": "#/texts/8656", "parent": { "$ref": "#/groups/851" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 365, "bbox": { "l": 85.07999999999996, "t": 521.9603, "r": 504.031200000001, "b": 508.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(a) Protection by means of obstacles, in accordance with Clause 1.5.4.5.", "text": "(a) Protection by means of obstacles, in accordance with Clause 1.5.4.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8657", "parent": { "$ref": "#/groups/851" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 365, "bbox": { "l": 85.07999999999993, "t": 501.92029999999994, "r": 505.9968000000005, "b": 488.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "(b) Protection by placing out of reach, in accordance with Clause 1.5.4.6.", "text": "(b) Protection by placing out of reach, in accordance with Clause 1.5.4.6.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8658", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 365, "bbox": { "l": 85.07999999999996, "t": 481.9402999999999, "r": 421.31520000000046, "b": 468.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "6.7.4 Selection and installation of electrical equipment", "text": "6.7.4 Selection and installation of electrical equipment", "level": 1 }, { "self_ref": "#/texts/8659", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 365, "bbox": { "l": 85.07999999999996, "t": 461.9602999999999, "r": 302.9531999999999, "b": 448.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "6.7.4.1 Degree of protection required", "text": "6.7.4.1 Degree of protection required", "level": 1 }, { "self_ref": "#/texts/8660", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 365, "bbox": { "l": 85.07999999999993, "t": 441.9202999999999, "r": 513.5592000000008, "b": 414.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "Electrical equipment installed within the classified zone shall have a degree of protection of at least-", "text": "Electrical equipment installed within the classified zone shall have a degree of protection of at least-" }, { "self_ref": "#/texts/8661", "parent": { "$ref": "#/groups/852" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 365, "bbox": { "l": 85.07999999999993, "t": 407.96029999999985, "r": 467.04000000000025, "b": 394.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "(a) IPX5 where low or medium pressure hosing-down is used; and", "text": "(a) IPX5 where low or medium pressure hosing-down is used; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8662", "parent": { "$ref": "#/groups/852" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 365, "bbox": { "l": 85.07999999999993, "t": 387.9202999999998, "r": 350.24160000000006, "b": 374.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "(b) IPX6 where high pressure hosing is used.", "text": "(b) IPX6 where high pressure hosing is used.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8663", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 365, "bbox": { "l": 85.07999999999993, "t": 367.9402999999998, "r": 252.33120000000005, "b": 354.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "6.7.4.2 Electrical equipment", "text": "6.7.4.2 Electrical equipment", "level": 1 }, { "self_ref": "#/texts/8664", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 365, "bbox": { "l": 85.07999999999993, "t": 347.9602999999998, "r": 513.5568000000007, "b": 320.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "Electrical equipment, including the wiring system, used in the classified zone shall be of a type that-", "text": "Electrical equipment, including the wiring system, used in the classified zone shall be of a type that-" }, { "self_ref": "#/texts/8665", "parent": { "$ref": "#/groups/853" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 365, "bbox": { "l": 85.07999999999993, "t": 313.94029999999975, "r": 513.5903999999999, "b": 286.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "(a) will not be affected by the method of hosing, materials used, temperature and pressure of the hosing medium;", "text": "(a) will not be affected by the method of hosing, materials used, temperature and pressure of the hosing medium;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8666", "parent": { "$ref": "#/groups/853" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 365, "bbox": { "l": 85.07999999999987, "t": 279.92029999999977, "r": 434.41919999999976, "b": 266.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "(b) is protected against moisture that might accumulate; and", "text": "(b) is protected against moisture that might accumulate; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8667", "parent": { "$ref": "#/groups/853" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 365, "bbox": { "l": 85.07999999999987, "t": 259.94029999999975, "r": 513.6012000000009, "b": 232.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "(c) does not provide channels or pockets through which moisture might pass into electrical equipment.", "text": "(c) does not provide channels or pockets through which moisture might pass into electrical equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8668", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 365, "bbox": { "l": 85.07999999999987, "t": 225.92029999999977, "r": 213.83279999999988, "b": 212.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "6.7.4.3 Switchboards", "text": "6.7.4.3 Switchboards", "level": 1 }, { "self_ref": "#/texts/8669", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 365, "bbox": { "l": 85.07999999999987, "t": 205.94029999999975, "r": 513.590400000001, "b": 164.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 177 ] } ], "orig": "Switchboards installed in classified zones in locations subject to sanitization or hosing-down operations shall be provided with a minimum degree of protection of IPX6.", "text": "Switchboards installed in classified zones in locations subject to sanitization or hosing-down operations shall be provided with a minimum degree of protection of IPX6." }, { "self_ref": "#/texts/8670", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 365, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8671", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 366, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8672", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 366, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "362", "text": "362" }, { "self_ref": "#/texts/8673", "parent": { "$ref": "#/groups/854" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 366, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/8674", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 366, "bbox": { "l": 116.58, "t": 722.0834, "r": 482.42637600000023, "b": 692.552738, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "S E C T I O N 7 S P E C I A L E L E C T R I C A L I N S T A L L A T I O N S", "text": "S E C T I O N 7 S P E C I A L E L E C T R I C A L I N S T A L L A T I O N S", "level": 1 }, { "self_ref": "#/texts/8675", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 366, "bbox": { "l": 85.08, "t": 677.9603, "r": 177.6971999999999, "b": 664.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "7.1 GENERAL", "text": "7.1 GENERAL", "level": 1 }, { "self_ref": "#/texts/8676", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 366, "bbox": { "l": 85.08, "t": 657.9203, "r": 196.23120000000014, "b": 644.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "7.1.1 Application", "text": "7.1.1 Application", "level": 1 }, { "self_ref": "#/texts/8677", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 366, "bbox": { "l": 85.08, "t": 637.9403, "r": 513.6455999999996, "b": 596.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 210 ] } ], "orig": "This Section specifies the minimum requirements for the selection and installation of electrical equipment in special electrical installations, which shall be achieved to satisfy Part 1 of this Standard.", "text": "This Section specifies the minimum requirements for the selection and installation of electrical equipment in special electrical installations, which shall be achieved to satisfy Part 1 of this Standard." }, { "self_ref": "#/texts/8678", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 366, "bbox": { "l": 85.07999999999998, "t": 589.9403, "r": 280.0476000000002, "b": 576.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "7.1.2 Selection and installation", "text": "7.1.2 Selection and installation", "level": 1 }, { "self_ref": "#/texts/8679", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 366, "bbox": { "l": 85.07999999999996, "t": 569.9603, "r": 513.6660000000011, "b": 514.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 287 ] } ], "orig": "The particular requirements for each special electrical installation replace or modify the general requirements of the other Sections of this Standard. Where this Section does not specify a requirement, the relevant requirements of other Sections of this Standard apply.", "text": "The particular requirements for each special electrical installation replace or modify the general requirements of the other Sections of this Standard. Where this Section does not specify a requirement, the relevant requirements of other Sections of this Standard apply." }, { "self_ref": "#/texts/8680", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 366, "bbox": { "l": 85.08000000000001, "t": 507.92029999999994, "r": 461.25960000000066, "b": 494.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "This Section applies to the following special electrical installations:", "text": "This Section applies to the following special electrical installations:" }, { "self_ref": "#/texts/8681", "parent": { "$ref": "#/groups/855" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 366, "bbox": { "l": 85.08000000000001, "t": 487.9402999999999, "r": 327.99120000000056, "b": 474.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "(a) Electrical systems for safety services.", "text": "(a) Electrical systems for safety services.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8682", "parent": { "$ref": "#/groups/855" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 366, "bbox": { "l": 85.08000000000001, "t": 467.9602999999999, "r": 288.1463999999998, "b": 454.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "(b) Electricity generation systems.", "text": "(b) Electricity generation systems.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8683", "parent": { "$ref": "#/groups/855" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 366, "bbox": { "l": 85.08000000000001, "t": 447.9202999999999, "r": 311.01119999999986, "b": 434.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "(c) Protection by electrical separation.", "text": "(c) Protection by electrical separation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8684", "parent": { "$ref": "#/groups/855" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 366, "bbox": { "l": 85.08000000000001, "t": 427.94029999999987, "r": 341.77440000000036, "b": 414.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "(d) Extra-low voltage electrical installations.", "text": "(d) Extra-low voltage electrical installations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8685", "parent": { "$ref": "#/groups/855" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 366, "bbox": { "l": 85.08000000000001, "t": 407.96029999999985, "r": 314.8968000000003, "b": 394.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "(e) High voltage electrical installations.", "text": "(e) High voltage electrical installations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8686", "parent": { "$ref": "#/groups/855" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 366, "bbox": { "l": 85.08000000000001, "t": 387.9202999999998, "r": 448.6019999999996, "b": 374.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "(f) Installations in areas where an explosive hazard may arise.", "text": "(f) Installations in areas where an explosive hazard may arise.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8687", "parent": { "$ref": "#/groups/855" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 366, "bbox": { "l": 85.07999999999998, "t": 367.9402999999998, "r": 265.1759999999998, "b": 354.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "(g) Electrical installations of-", "text": "(g) Electrical installations of-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8688", "parent": { "$ref": "#/groups/855" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 366, "bbox": { "l": 113.39999999999998, "t": 347.9602999999998, "r": 332.69999999999976, "b": 334.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "(i) construction and demolition sites;", "text": "(i) construction and demolition sites;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8689", "parent": { "$ref": "#/groups/855" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 366, "bbox": { "l": 113.39999999999998, "t": 327.92029999999977, "r": 322.49039999999997, "b": 314.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "(ii) electromedical treatment areas;", "text": "(ii) electromedical treatment areas;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8690", "parent": { "$ref": "#/groups/855" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 366, "bbox": { "l": 113.39999999999998, "t": 307.94029999999975, "r": 513.5243999999998, "b": 280.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "(iii) transportable structures and vehicles and the sites from which they are supplied;", "text": "(iii) transportable structures and vehicles and the sites from which they are supplied;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8691", "parent": { "$ref": "#/groups/855" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 366, "bbox": { "l": 113.39999999999998, "t": 273.92029999999977, "r": 322.5599999999999, "b": 260.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "(iv) marinas and recreational boats;", "text": "(iv) marinas and recreational boats;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8692", "parent": { "$ref": "#/groups/855" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 366, "bbox": { "l": 113.39999999999998, "t": 253.94029999999975, "r": 262.4543999999999, "b": 240.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "(v) shows and carnivals;", "text": "(v) shows and carnivals;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8693", "parent": { "$ref": "#/groups/855" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 366, "bbox": { "l": 113.39999999999998, "t": 233.96029999999973, "r": 337.3956000000004, "b": 220.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "(vi) cold cathode illumination systems;", "text": "(vi) cold cathode illumination systems;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8694", "parent": { "$ref": "#/groups/855" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 366, "bbox": { "l": 113.39999999999998, "t": 213.92029999999977, "r": 395.8296000000007, "b": 200.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "(vii) telecommunication networks power supplies;", "text": "(vii) telecommunication networks power supplies;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8695", "parent": { "$ref": "#/groups/855" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 366, "bbox": { "l": 113.39999999999998, "t": 193.94029999999975, "r": 247.87320000000025, "b": 180.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "(viii) cranes and hoists;", "text": "(viii) cranes and hoists;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8696", "parent": { "$ref": "#/groups/855" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 366, "bbox": { "l": 113.39999999999998, "t": 173.96029999999973, "r": 168.3024000000001, "b": 160.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "(ix) lifts;", "text": "(ix) lifts;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8697", "parent": { "$ref": "#/groups/855" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 366, "bbox": { "l": 113.39999999999998, "t": 153.92029999999977, "r": 235.31520000000003, "b": 140.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "(x) generating sets;", "text": "(x) generating sets;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8698", "parent": { "$ref": "#/groups/855" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 366, "bbox": { "l": 113.39999999999998, "t": 133.94029999999975, "r": 355.02240000000046, "b": 120.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "(xi) outdoor sites under heavy conditions;", "text": "(xi) outdoor sites under heavy conditions;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8699", "parent": { "$ref": "#/groups/855" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 366, "bbox": { "l": 113.39999999999998, "t": 113.96029999999973, "r": 254.50320000000028, "b": 100.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "(xii) electric fences; and", "text": "(xii) electric fences; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8700", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 366, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8701", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 367, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8702", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 367, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "363", "text": "363" }, { "self_ref": "#/texts/8703", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 367, "bbox": { "l": 113.4, "t": 751.9403, "r": 317.0352000000001, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "(xiii) film, video and television sites.", "text": "(xiii) film, video and television sites." }, { "self_ref": "#/texts/8704", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 367, "bbox": { "l": 85.08000000000001, "t": 723.9802999999999, "r": 232.82879999999983, "b": 710.5882999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "7.2 SAFETY SERVICES", "text": "7.2 SAFETY SERVICES", "level": 1 }, { "self_ref": "#/texts/8705", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 367, "bbox": { "l": 67.2, "t": 703.9403, "r": 239.47199999999992, "b": 688.33052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "7.2.1 Scope and general *", "text": "7.2.1 Scope and general *", "level": 1 }, { "self_ref": "#/texts/8706", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 367, "bbox": { "l": 85.08000000000001, "t": 683.9603, "r": 173.7432000000001, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "7.2.1.1 Scope", "text": "7.2.1.1 Scope", "level": 1 }, { "self_ref": "#/texts/8707", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 367, "bbox": { "l": 85.07999999999998, "t": 663.9203, "r": 513.6888000000008, "b": 594.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 338 ] } ], "orig": "The particular requirements of this Clause (Clause 7.2) apply to the electrical installation of building services that are essential for the safe operation of safety services consisting of fire detection, warning and extinguishing systems, smoke control systems, evacuation systems and the safety of persons using lifts.", "text": "The particular requirements of this Clause (Clause 7.2) apply to the electrical installation of building services that are essential for the safe operation of safety services consisting of fire detection, warning and extinguishing systems, smoke control systems, evacuation systems and the safety of persons using lifts." }, { "self_ref": "#/texts/8708", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 367, "bbox": { "l": 85.07999999999998, "t": 587.9603, "r": 182.93760000000003, "b": 574.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "7.2.1.2 General", "text": "7.2.1.2 General", "level": 1 }, { "self_ref": "#/texts/8709", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 367, "bbox": { "l": 85.07999999999998, "t": 567.9203, "r": 513.6852000000007, "b": 526.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 200 ] } ], "orig": "These requirements are intended to ensure that electricity supply is not inadvertently disconnected from electrical equipment that is required to operate during emergency conditions.", "text": "These requirements are intended to ensure that electricity supply is not inadvertently disconnected from electrical equipment that is required to operate during emergency conditions." }, { "self_ref": "#/texts/8710", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 367, "bbox": { "l": 85.07999999999998, "t": 519.9202999999999, "r": 421.9752000000007, "b": 506.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "Exceptions: The following need not comply with Clause 7.2:", "text": "Exceptions: The following need not comply with Clause 7.2:" }, { "self_ref": "#/texts/8711", "parent": { "$ref": "#/groups/856" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 367, "bbox": { "l": 85.07999999999998, "t": 499.9402999999999, "r": 367.40639999999973, "b": 486.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "1 Escalators or moving walkways (travelators).", "text": "1 Escalators or moving walkways (travelators).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8712", "parent": { "$ref": "#/groups/856" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 367, "bbox": { "l": 85.07999999999998, "t": 479.9602999999999, "r": 513.642, "b": 438.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 162 ] } ], "orig": "2 A lift in a single private residence that is installed in accordance with AS/NZS 1735.18 need not comply with the requirements of this Clause (Clause 7.2).", "text": "2 A lift in a single private residence that is installed in accordance with AS/NZS 1735.18 need not comply with the requirements of this Clause (Clause 7.2).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8713", "parent": { "$ref": "#/groups/856" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 367, "bbox": { "l": 85.07999999999997, "t": 431.96029999999985, "r": 513.6360000000006, "b": 404.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "3 Lifts that are not defined as emergency lifts in the National Construction Code (NCC) or New Zealand Building Code (NZBC).", "text": "3 Lifts that are not defined as emergency lifts in the National Construction Code (NCC) or New Zealand Building Code (NZBC).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8714", "parent": { "$ref": "#/groups/856" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 367, "bbox": { "l": 85.07999999999993, "t": 397.9402999999998, "r": 513.6636000000008, "b": 356.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "4 Pumps for 'jacking' or water pressure maintenance, the failure of which does not deprive the fire hydrant or sprinkler pump of adequate water supply.", "text": "4 Pumps for 'jacking' or water pressure maintenance, the failure of which does not deprive the fire hydrant or sprinkler pump of adequate water supply.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8715", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 367, "bbox": { "l": 42.54, "t": 351.1253, "r": 196.23359999999988, "b": 336.54829999999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "5 ' Text deleted '. A1", "text": "5 ' Text deleted '. A1", "level": 1 }, { "self_ref": "#/texts/8716", "parent": { "$ref": "#/groups/857" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 367, "bbox": { "l": 85.07999999999987, "t": 329.96029999999973, "r": 513.586800000001, "b": 302.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "6 Smoke alarms installed in single private residences (see Clause 4.6 for information relating to smoke alarms).", "text": "6 Smoke alarms installed in single private residences (see Clause 4.6 for information relating to smoke alarms).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8717", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 367, "bbox": { "l": 96.42, "t": 298.8571999999999, "r": 145.63345799999996, "b": 286.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/8718", "parent": { "$ref": "#/groups/858" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 367, "bbox": { "l": 96.42, "t": 282.83737999999994, "r": 508.5169680000009, "b": 270.5837, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "1 AS/NZS 3009 provides guidance for emergency power supplies in hospitals.", "text": "1 AS/NZS 3009 provides guidance for emergency power supplies in hospitals.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8719", "parent": { "$ref": "#/groups/858" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 367, "bbox": { "l": 96.42, "t": 266.876852, "r": 385.2060779999996, "b": 254.62317200000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "2 The term 'safety services' incorporates equipment-", "text": "2 The term 'safety services' incorporates equipment-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8720", "parent": { "$ref": "#/groups/858" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 367, "bbox": { "l": 113.399472, "t": 250.857032, "r": 513.3316979999995, "b": 225.58326799999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "(a) described, and which could be labelled, as 'emergency systems' under the previous edition of this Standard; and", "text": "(a) described, and which could be labelled, as 'emergency systems' under the previous edition of this Standard; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8721", "parent": { "$ref": "#/groups/858" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 367, "bbox": { "l": 113.399472, "t": 221.87642000000005, "r": 513.2570339999995, "b": 196.60265600000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "(b) determined as 'emergency equipment' in the NCC and 'essential service' in the NZBC.", "text": "(b) determined as 'emergency equipment' in the NCC and 'essential service' in the NZBC.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8722", "parent": { "$ref": "#/groups/858" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 367, "bbox": { "l": 113.399472, "t": 192.83651599999996, "r": 513.3185219999996, "b": 167.62314199999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 127 ] } ], "orig": "(c) Fire-resistance level (FRL) is the grading periods in minutes determined in accordance with NCC for the following criteria:", "text": "(c) Fire-resistance level (FRL) is the grading periods in minutes determined in accordance with NCC for the following criteria:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8723", "parent": { "$ref": "#/groups/858" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 367, "bbox": { "l": 141.779478, "t": 163.85700199999997, "r": 513.3053460000007, "b": 125.62354399999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 159 ] } ], "orig": "(i) Structural adequacy-1st 120 = FRL-structural adequacy The ability to maintain stability and adequate load bearing capacity as determined by AS 1530.4.", "text": "(i) Structural adequacy-1st 120 = FRL-structural adequacy The ability to maintain stability and adequate load bearing capacity as determined by AS 1530.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8724", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 367, "bbox": { "l": 170.15948400000002, "t": 121.85740399999997, "r": 192.46535400000002, "b": 109.60372399999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] }, { "page_no": 367, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 4, 20 ] } ], "orig": "and AS/NZS 3000:2018", "text": "and AS/NZS 3000:2018" }, { "self_ref": "#/texts/8725", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 367, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8726", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 368, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8727", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 368, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/8728", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 368, "bbox": { "l": 66.6, "t": 743.7121999999999, "r": 76.24480199999999, "b": 728.11052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/8729", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 368, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "364", "text": "364", "level": 1 }, { "self_ref": "#/texts/8730", "parent": { "$ref": "#/groups/859" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 368, "bbox": { "l": 141.78, "t": 745.8572, "r": 513.3223380000004, "b": 694.603658, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 231 ] } ], "orig": "(ii) Integrity-2nd 120 = FRL-structural integrity The ability to resist the passage of flames and hot gases as specified by AS 1530.4. (See Figure 7.1, Clause 7.2.9.3.1 and Clause 7.2.10.4.1 for additional information.)", "text": "(ii) Integrity-2nd 120 = FRL-structural integrity The ability to resist the passage of flames and hot gases as specified by AS 1530.4. (See Figure 7.1, Clause 7.2.9.3.1 and Clause 7.2.10.4.1 for additional information.)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8731", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 368, "bbox": { "l": 170.160006, "t": 690.837518, "r": 192.465876, "b": 678.583838, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "and", "text": "and" }, { "self_ref": "#/texts/8732", "parent": { "$ref": "#/groups/860" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 368, "bbox": { "l": 141.78, "t": 674.878088, "r": 513.3036719999989, "b": 623.624546, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 211 ] } ], "orig": "(iii) Insulation, and expressed in that order-3rd 120 = FRLstructural insulation The ability to maintain a temperature over the whole of the unexposed surface below that specified by AS 1530.4.", "text": "(iii) Insulation, and expressed in that order-3rd 120 = FRLstructural insulation The ability to maintain a temperature over the whole of the unexposed surface below that specified by AS 1530.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8733", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 368, "bbox": { "l": 66.48, "t": 617.2922, "r": 223.18799999999987, "b": 601.69052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "7.2.2 Supply systems *", "text": "7.2.2 Supply systems *", "level": 1 }, { "self_ref": "#/texts/8734", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 368, "bbox": { "l": 85.08, "t": 596.9603, "r": 182.93760000000006, "b": 583.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "7.2.2.1 General", "text": "7.2.2.1 General", "level": 1 }, { "self_ref": "#/texts/8735", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 368, "bbox": { "l": 85.08000000000001, "t": 576.9203, "r": 513.5940000000013, "b": 549.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 140 ] } ], "orig": "Wiring systems associated with safety services shall be capable of maintaining supply to electrical equipment when exposed to fire.", "text": "Wiring systems associated with safety services shall be capable of maintaining supply to electrical equipment when exposed to fire." }, { "self_ref": "#/texts/8736", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 368, "bbox": { "l": 85.08000000000004, "t": 542.9603, "r": 513.6360000000006, "b": 501.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 166 ] } ], "orig": "An electrical source for safety services shall not be used for purposes other than safety services unless the supply availability for safety services is not impaired.", "text": "An electrical source for safety services shall not be used for purposes other than safety services unless the supply availability for safety services is not impaired." }, { "self_ref": "#/texts/8737", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 368, "bbox": { "l": 85.08000000000004, "t": 494.96029999999996, "r": 513.6444000000007, "b": 439.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 267 ] } ], "orig": "When safety services are required to operate under emergency conditions or there is a loss of normal supply, it may be necessary to automatically disconnect supply from other non-essential equipment to provide sufficient capacity for the safety services.", "text": "When safety services are required to operate under emergency conditions or there is a loss of normal supply, it may be necessary to automatically disconnect supply from other non-essential equipment to provide sufficient capacity for the safety services." }, { "self_ref": "#/texts/8738", "parent": { "$ref": "#/groups/861" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 368, "bbox": { "l": 42.54, "t": 432.9202999999999, "r": 513.6179999999998, "b": 405.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "Exception: This Clause does not apply to fire detection, alarm and intercom systems with battery backup complying with AS 1670 or NZS 4512. A1", "text": "Exception: This Clause does not apply to fire detection, alarm and intercom systems with battery backup complying with AS 1670 or NZS 4512. A1", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8739", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 368, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8740", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 369, "bbox": { "l": 150.804918, "t": 831.2323482, "r": 390.92290379999946, "b": 800.1154602, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 234 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 20-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 20-07-01" }, { "self_ref": "#/texts/8741", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 369, "bbox": { "l": 63.72, "t": 578.4122, "r": 73.364802, "b": 562.81052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/8742", "parent": { "$ref": "#/pictures/178" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 369, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "365", "text": "365" }, { "self_ref": "#/texts/8743", "parent": { "$ref": "#/pictures/178" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 369, "bbox": { "l": 360.3208, "t": 566.9107692, "r": 395.9262097599998, "b": 559.3979184, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "Control", "text": "Control" }, { "self_ref": "#/texts/8744", "parent": { "$ref": "#/pictures/178" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 369, "bbox": { "l": 366.03581494, "t": 556.7123292, "r": 390.2111948200001, "b": 549.1994784, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "panel", "text": "panel" }, { "self_ref": "#/texts/8745", "parent": { "$ref": "#/pictures/178" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 369, "bbox": { "l": 191.49589390000003, "t": 562.57813194, "r": 237.85073184999993, "b": 555.06528114, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Fire rating", "text": "Fire rating" }, { "self_ref": "#/texts/8746", "parent": { "$ref": "#/pictures/178" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 369, "bbox": { "l": 191.49589390000003, "t": 552.37884207, "r": 243.84274573000005, "b": 544.86599127, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "maintained", "text": "maintained" }, { "self_ref": "#/texts/8747", "parent": { "$ref": "#/pictures/178" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 369, "bbox": { "l": 191.49589390000003, "t": 542.18125194, "r": 279.3691343200002, "b": 534.66840114, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "i n accordance with", "text": "i n accordance with" }, { "self_ref": "#/texts/8748", "parent": { "$ref": "#/pictures/178" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 369, "bbox": { "l": 191.49589390000003, "t": 531.98281194, "r": 256.68071193999987, "b": 524.46996114, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "Clause 3.9.9.3", "text": "Clause 3.9.9.3" }, { "self_ref": "#/texts/8749", "parent": { "$ref": "#/pictures/178" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 369, "bbox": { "l": 163.0288196, "t": 587.0811079700003, "r": 170.5910606, "b": 542.3516, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Lift Shaft", "text": "Lift Shaft" }, { "self_ref": "#/texts/8750", "parent": { "$ref": "#/pictures/178" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 369, "bbox": { "l": 424.60248734, "t": 610.2596124800008, "r": 432.16472834, "b": 519.17054588, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "Non-fire rated area", "text": "Non-fire rated area" }, { "self_ref": "#/texts/8751", "parent": { "$ref": "#/pictures/178" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 369, "bbox": { "l": 190.054, "t": 662.6593692, "r": 253.16387506000007, "b": 655.1465184, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Wiring system", "text": "Wiring system" }, { "self_ref": "#/texts/8752", "parent": { "$ref": "#/pictures/178" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 369, "bbox": { "l": 190.054, "t": 652.4609292, "r": 248.72424481000013, "b": 644.9480784, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "with required", "text": "with required" }, { "self_ref": "#/texts/8753", "parent": { "$ref": "#/pictures/178" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 369, "bbox": { "l": 190.054, "t": 642.2624892, "r": 267.75815049999994, "b": 634.7496384, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "WS classification", "text": "WS classification" }, { "self_ref": "#/texts/8754", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 369, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/8755", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 369, "bbox": { "l": 117.24, "t": 343.8572, "r": 481.1501399999991, "b": 318.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "FIGURE 7.1 WIRING SYSTEM (WS) CLASSIFICATION REQUIRED FOR LIFT CIRCUITS", "text": "FIGURE 7.1 WIRING SYSTEM (WS) CLASSIFICATION REQUIRED FOR LIFT CIRCUITS" }, { "self_ref": "#/texts/8756", "parent": { "$ref": "#/groups/862" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 369, "bbox": { "l": 85.07999999999998, "t": 305.96029999999996, "r": 513.5867999999999, "b": 278.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "7.2.2.2 Wiring systems (mains, submains, main switchboard and supplies to outbuildings)", "text": "7.2.2.2 Wiring systems (mains, submains, main switchboard and supplies to outbuildings)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8757", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 369, "bbox": { "l": 85.07999999999998, "t": 271.9403, "r": 296.5872000000003, "b": 258.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "7.2.2.2.1 WS classification provided", "text": "7.2.2.2.1 WS classification provided", "level": 1 }, { "self_ref": "#/texts/8758", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 369, "bbox": { "l": 85.07999999999998, "t": 251.96029999999996, "r": 513.6360000000011, "b": 224.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "Wiring systems, including their supports, supplying safety services consisting of-", "text": "Wiring systems, including their supports, supplying safety services consisting of-" }, { "self_ref": "#/texts/8759", "parent": { "$ref": "#/groups/863" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 369, "bbox": { "l": 85.07999999999998, "t": 217.94029999999998, "r": 212.6639999999999, "b": 204.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "(a) consumer mains;", "text": "(a) consumer mains;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8760", "parent": { "$ref": "#/groups/863" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 369, "bbox": { "l": 85.07999999999998, "t": 197.96029999999996, "r": 224.54639999999984, "b": 184.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "(b) generator supplies;", "text": "(b) generator supplies;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8761", "parent": { "$ref": "#/groups/863" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 369, "bbox": { "l": 85.07999999999998, "t": 177.9203, "r": 208.8888000000001, "b": 164.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "(c) normal supplies;", "text": "(c) normal supplies;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8762", "parent": { "$ref": "#/groups/863" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 369, "bbox": { "l": 85.07999999999998, "t": 157.94029999999998, "r": 244.3632000000002, "b": 144.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "(d) alternate supplies; and", "text": "(d) alternate supplies; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8763", "parent": { "$ref": "#/groups/863" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 369, "bbox": { "l": 85.07999999999998, "t": 137.96029999999996, "r": 466.17359999999996, "b": 124.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "(e) supplies to outbuildings, and fire isolated portions of buildings,", "text": "(e) supplies to outbuildings, and fire isolated portions of buildings,", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8764", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 369, "bbox": { "l": 85.07999999999998, "t": 117.9203, "r": 513.7044000000008, "b": 90.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 132 ] } ], "orig": "shall comply with AS/NZS 3013, with a WS classification as specified by the Standard relevant to the installation of such equipment.", "text": "shall comply with AS/NZS 3013, with a WS classification as specified by the Standard relevant to the installation of such equipment." }, { "self_ref": "#/texts/8765", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 369, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8766", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 370, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8767", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 370, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/8768", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 370, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "366", "text": "366", "level": 1 }, { "self_ref": "#/texts/8769", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 370, "bbox": { "l": 96.42, "t": 745.8572, "r": 513.2833860000002, "b": 720.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "NOTE: See Appendix H for further information regarding the application of the WS classification system.", "text": "NOTE: See Appendix H for further information regarding the application of the WS classification system." }, { "self_ref": "#/texts/8770", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 370, "bbox": { "l": 85.08, "t": 713.9603, "r": 330.7776000000005, "b": 700.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "7.2.2.2.2 WS classification is not provided", "text": "7.2.2.2.2 WS classification is not provided", "level": 1 }, { "self_ref": "#/texts/8771", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 370, "bbox": { "l": 85.08000000000001, "t": 693.9203, "r": 513.6456000000006, "b": 666.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "Where the relevant Standard does not specify a WS classification, the wiring system shall be of a type that is-", "text": "Where the relevant Standard does not specify a WS classification, the wiring system shall be of a type that is-" }, { "self_ref": "#/texts/8772", "parent": { "$ref": "#/groups/864" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 370, "bbox": { "l": 85.08000000000004, "t": 659.9603, "r": 513.6600000000002, "b": 632.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "(a) capable of maintaining supply to the equipment when exposed to either fire or mechanical damage; or", "text": "(a) capable of maintaining supply to the equipment when exposed to either fire or mechanical damage; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8773", "parent": { "$ref": "#/groups/864" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 370, "bbox": { "l": 85.08000000000001, "t": 625.9403, "r": 513.5712000000013, "b": 598.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "(b) capable of maintaining supply to the equipment when exposed to fire and protected against mechanical damage by-", "text": "(b) capable of maintaining supply to the equipment when exposed to fire and protected against mechanical damage by-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8774", "parent": { "$ref": "#/groups/864" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 370, "bbox": { "l": 113.40000000000003, "t": 591.9203, "r": 353.9808000000005, "b": 578.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "(i) installation in a suitable enclosure; or", "text": "(i) installation in a suitable enclosure; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8775", "parent": { "$ref": "#/groups/864" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 370, "bbox": { "l": 113.40000000000003, "t": 571.9403, "r": 513.6192000000002, "b": 544.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(ii) installation in a location where the system will not be exposed to mechanical damage.", "text": "(ii) installation in a location where the system will not be exposed to mechanical damage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8776", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 370, "bbox": { "l": 85.08000000000007, "t": 537.9203, "r": 339.4967999999998, "b": 524.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Conductors supplying safety services shall-", "text": "Conductors supplying safety services shall-" }, { "self_ref": "#/texts/8777", "parent": { "$ref": "#/groups/865" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 370, "bbox": { "l": 85.08000000000007, "t": 517.9403, "r": 513.588, "b": 476.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "(A) be physically separated from all other wiring systems by at least 50 mm horizontally or by suitable barriers [see Clause 3.9.8.1, Items (d) and (e)]; and", "text": "(A) be physically separated from all other wiring systems by at least 50 mm horizontally or by suitable barriers [see Clause 3.9.8.1, Items (d) and (e)]; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8778", "parent": { "$ref": "#/groups/865" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 370, "bbox": { "l": 85.0800000000001, "t": 469.9402999999999, "r": 513.6408000000011, "b": 442.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "(B) be separated from all other safety services by at least 50 mm horizontally or by suitable barriers.", "text": "(B) be separated from all other safety services by at least 50 mm horizontally or by suitable barriers.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8779", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 370, "bbox": { "l": 85.0800000000001, "t": 435.9202999999999, "r": 367.62960000000055, "b": 422.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "Conductors of different safety services shall not-", "text": "Conductors of different safety services shall not-" }, { "self_ref": "#/texts/8780", "parent": { "$ref": "#/groups/866" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 370, "bbox": { "l": 85.0800000000001, "t": 415.94029999999987, "r": 452.63160000000033, "b": 402.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "(1) be incorporated with each other within a multi-core cable; or", "text": "be incorporated with each other within a multi-core cable; or", "enumerated": true, "marker": "(1)" }, { "self_ref": "#/texts/8781", "parent": { "$ref": "#/groups/866" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 370, "bbox": { "l": 85.0800000000001, "t": 395.96029999999985, "r": 498.98640000000097, "b": 382.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "(2) with conductors of any other wiring system within a multi-core cable.", "text": "with conductors of any other wiring system within a multi-core cable.", "enumerated": true, "marker": "(2)" }, { "self_ref": "#/texts/8782", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 370, "bbox": { "l": 85.08000000000004, "t": 375.9202999999998, "r": 513.6432000000004, "b": 320.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 298 ] } ], "orig": "Where any WS cabling traverses environments that dictate different mechanical protection requirements, and it is neither viable nor practicable to change the degree of protection at the transition points, the installed cabling shall comply with the highest requirement of protection.", "text": "Where any WS cabling traverses environments that dictate different mechanical protection requirements, and it is neither viable nor practicable to change the degree of protection at the transition points, the installed cabling shall comply with the highest requirement of protection." }, { "self_ref": "#/texts/8783", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 370, "bbox": { "l": 85.08000000000007, "t": 313.94029999999975, "r": 513.6060000000006, "b": 286.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 128 ] } ], "orig": "Exceptions: The fire protection requirements of mains, submains and supplies to outbuildings need not apply to the following:", "text": "Exceptions: The fire protection requirements of mains, submains and supplies to outbuildings need not apply to the following:" }, { "self_ref": "#/texts/8784", "parent": { "$ref": "#/groups/867" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 370, "bbox": { "l": 85.0800000000001, "t": 279.92029999999977, "r": 513.6479999999999, "b": 252.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "1 Wiring systems installed in an enclosure or location that provides protection against fire and mechanical damage.", "text": "1 Wiring systems installed in an enclosure or location that provides protection against fire and mechanical damage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8785", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 370, "bbox": { "l": 113.4600000000001, "t": 245.96029999999973, "r": 513.6192000000003, "b": 190.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 224 ] } ], "orig": "Example: Cables or enclosed wiring systems installed in underground locations, buried in concrete or masonry walls or floors, or installed in appropriate fire-rated enclosure and provided with suitable mechanical protection.", "text": "Example: Cables or enclosed wiring systems installed in underground locations, buried in concrete or masonry walls or floors, or installed in appropriate fire-rated enclosure and provided with suitable mechanical protection." }, { "self_ref": "#/texts/8786", "parent": { "$ref": "#/groups/868" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 370, "bbox": { "l": 85.0800000000001, "t": 183.92029999999977, "r": 513.6563999999997, "b": 128.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 267 ] } ], "orig": "2 Wiring systems installed that provide the primary power source for, emergency warning systems, fire detection and alarm systems that are provided with battery backup in accordance with the AS 1670 series or NZS 4512, up to the control and indicating panel.", "text": "2 Wiring systems installed that provide the primary power source for, emergency warning systems, fire detection and alarm systems that are provided with battery backup in accordance with the AS 1670 series or NZS 4512, up to the control and indicating panel.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8787", "parent": { "$ref": "#/groups/868" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 370, "bbox": { "l": 85.0800000000001, "t": 121.94029999999975, "r": 513.6336000000001, "b": 94.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 129 ] } ], "orig": "3 Wiring systems installed for electric-driven fire pumps that form part of a pump set that includes a stand-by fuel-driven pump.", "text": "3 Wiring systems installed for electric-driven fire pumps that form part of a pump set that includes a stand-by fuel-driven pump.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8788", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 370, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8789", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 371, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8790", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 371, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "367", "text": "367" }, { "self_ref": "#/texts/8791", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 371, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/8792", "parent": { "$ref": "#/groups/869" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 371, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.5472000000004, "b": 710.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 168 ] } ], "orig": "4 Wiring systems installed for supplying battery chargers for batteryoperated single-point lighting systems that are provided for emergency evacuation purposes.", "text": "4 Wiring systems installed for supplying battery chargers for batteryoperated single-point lighting systems that are provided for emergency evacuation purposes.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8793", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 371, "bbox": { "l": 85.07999999999998, "t": 703.9403, "r": 287.97360000000015, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "7.2.2.3 Alternative supply systems", "text": "7.2.2.3 Alternative supply systems", "level": 1 }, { "self_ref": "#/texts/8794", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 371, "bbox": { "l": 85.07999999999998, "t": 683.9603, "r": 270.8052000000002, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "7.2.2.3.1 Continued occupation", "text": "7.2.2.3.1 Continued occupation", "level": 1 }, { "self_ref": "#/texts/8795", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 371, "bbox": { "l": 85.07999999999996, "t": 663.9203, "r": 513.6504000000014, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": "Where an alternative supply is provided for continued safe occupation of the building, the following requirements apply:", "text": "Where an alternative supply is provided for continued safe occupation of the building, the following requirements apply:" }, { "self_ref": "#/texts/8796", "parent": { "$ref": "#/groups/870" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 371, "bbox": { "l": 85.07999999999996, "t": 629.9603, "r": 513.6048000000005, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 119 ] } ], "orig": "(a) Safety services The alternative supply system shall have sufficient capacity to operate all safety services.", "text": "(a) Safety services The alternative supply system shall have sufficient capacity to operate all safety services.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8797", "parent": { "$ref": "#/groups/870" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 371, "bbox": { "l": 85.07999999999993, "t": 595.9403, "r": 513.6971999999997, "b": 540.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 253 ] } ], "orig": "(b) Continued occupation of any portion of the building (during loss of normal supply) The alternative supply system shall have sufficient capacity to supply electrical equipment associated with the continued occupation of the building.", "text": "(b) Continued occupation of any portion of the building (during loss of normal supply) The alternative supply system shall have sufficient capacity to supply electrical equipment associated with the continued occupation of the building.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8798", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 371, "bbox": { "l": 85.07999999999993, "t": 533.9603, "r": 513.6576000000013, "b": 478.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 249 ] } ], "orig": "Generating sets and other independent sources of supply shall have sufficient capacity to supply all the safety services simultaneously. Allowance is required for motor start-up by plant sequencing or additional capacity for motor starting.", "text": "Generating sets and other independent sources of supply shall have sufficient capacity to supply all the safety services simultaneously. Allowance is required for motor start-up by plant sequencing or additional capacity for motor starting." }, { "self_ref": "#/texts/8799", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 371, "bbox": { "l": 85.07999999999993, "t": 471.9202999999999, "r": 513.5472000000011, "b": 444.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "A dedicated alternative supply may be provided for electrical equipment other than (a) and (b).", "text": "A dedicated alternative supply may be provided for electrical equipment other than (a) and (b)." }, { "self_ref": "#/texts/8800", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 371, "bbox": { "l": 96.42, "t": 440.87719999999996, "r": 513.3229140000005, "b": 415.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 118 ] } ], "orig": "NOTE: Examples may be for security purposes or preservation of business assets and stock, e.g. refrigeration.", "text": "NOTE: Examples may be for security purposes or preservation of business assets and stock, e.g. refrigeration." }, { "self_ref": "#/texts/8801", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 371, "bbox": { "l": 85.08, "t": 408.9203, "r": 290.81400000000014, "b": 395.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "7.2.2.3.2 Fire management system", "text": "7.2.2.3.2 Fire management system", "level": 1 }, { "self_ref": "#/texts/8802", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 371, "bbox": { "l": 85.07999999999998, "t": 388.9403, "r": 513.6324000000012, "b": 305.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 430 ] } ], "orig": "Where a fire management system is incorporated, the fire management system controlling the nominated safety services shall be connected to the alternative supply and the alternative supply shall have sufficient capacity to supply all the nominated safety services required to operate in fire mode. There shall be allowance for motor start-up by plant sequencing or additional capacity for motor starting.", "text": "Where a fire management system is incorporated, the fire management system controlling the nominated safety services shall be connected to the alternative supply and the alternative supply shall have sufficient capacity to supply all the nominated safety services required to operate in fire mode. There shall be allowance for motor start-up by plant sequencing or additional capacity for motor starting." }, { "self_ref": "#/texts/8803", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 371, "bbox": { "l": 66.6, "t": 299.2323, "r": 328.91999999999996, "b": 283.63062, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "7.2.3 Main switchboard and switchgear *", "text": "7.2.3 Main switchboard and switchgear *", "level": 1 }, { "self_ref": "#/texts/8804", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 371, "bbox": { "l": 85.08000000000004, "t": 278.96029999999985, "r": 182.9376000000001, "b": 265.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "7.2.3.1 General", "text": "7.2.3.1 General", "level": 1 }, { "self_ref": "#/texts/8805", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 371, "bbox": { "l": 85.08000000000004, "t": 258.92029999999977, "r": 513.5676000000007, "b": 231.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "A safety service shall be controlled by a main switch that is separate from main switches used to control-", "text": "A safety service shall be controlled by a main switch that is separate from main switches used to control-" }, { "self_ref": "#/texts/8806", "parent": { "$ref": "#/groups/871" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 371, "bbox": { "l": 85.08000000000004, "t": 224.96029999999985, "r": 411.8208000000006, "b": 211.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "(a) any part of the general electrical installation; and", "text": "(a) any part of the general electrical installation; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8807", "parent": { "$ref": "#/groups/871" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 371, "bbox": { "l": 85.08000000000004, "t": 204.92029999999988, "r": 298.15200000000027, "b": 191.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "(b) other types of safety services.", "text": "(b) other types of safety services.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8808", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 371, "bbox": { "l": 85.08000000000004, "t": 184.94029999999987, "r": 513.5940000000012, "b": 157.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 145 ] } ], "orig": "Main switchboards shall be installed in accordance with Clause 2.10 and the National Construction Code or the New Zealand Building Code.", "text": "Main switchboards shall be installed in accordance with Clause 2.10 and the National Construction Code or the New Zealand Building Code." }, { "self_ref": "#/texts/8809", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 371, "bbox": { "l": 96.42, "t": 153.83719999999994, "r": 513.3295020000003, "b": 128.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "NOTE: Typical examples of main switchboards with one and two normal supplies are shown in Figures 7.2(A) and 7.2(B) respectively.", "text": "NOTE: Typical examples of main switchboards with one and two normal supplies are shown in Figures 7.2(A) and 7.2(B) respectively." }, { "self_ref": "#/texts/8810", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 371, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8811", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 372, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8812", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 372, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "368", "text": "368" }, { "self_ref": "#/texts/8813", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 372, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/8814", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 372, "bbox": { "l": 85.08, "t": 745.9403, "r": 200.57520000000014, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "7.2.3.2 Switchgear", "text": "7.2.3.2 Switchgear", "level": 1 }, { "self_ref": "#/texts/8815", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 372, "bbox": { "l": 85.08000000000001, "t": 725.9603, "r": 513.6408000000005, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 363 ] } ], "orig": "Where safety services are installed, all switchboards that are required to sustain supply to safety services shall be constructed so that the safety services switchgear is separated from general switchgear by metal partitions designed to minimize the spread of a fault from the general switchgear to the safety services switchgear.", "text": "Where safety services are installed, all switchboards that are required to sustain supply to safety services shall be constructed so that the safety services switchgear is separated from general switchgear by metal partitions designed to minimize the spread of a fault from the general switchgear to the safety services switchgear." }, { "self_ref": "#/texts/8816", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 372, "bbox": { "l": 96.42, "t": 652.8572, "r": 481.5017760000003, "b": 640.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "NOTE: A non-metallic case switchboard does not comply with this Clause.", "text": "NOTE: A non-metallic case switchboard does not comply with this Clause." }, { "self_ref": "#/texts/8817", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 372, "bbox": { "l": 85.08, "t": 633.9203, "r": 304.7568000000002, "b": 620.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "7.2.3.3 Cables in the same enclosure", "text": "7.2.3.3 Cables in the same enclosure", "level": 1 }, { "self_ref": "#/texts/8818", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 372, "bbox": { "l": 85.08000000000001, "t": 613.9403, "r": 513.5400000000004, "b": 586.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 146 ] } ], "orig": "Conductors of safety services shall not be enclosed with conductors of different safety services or with conductors of any other system.", "text": "Conductors of safety services shall not be enclosed with conductors of different safety services or with conductors of any other system." }, { "self_ref": "#/texts/8819", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 372, "bbox": { "l": 85.08000000000001, "t": 579.9203, "r": 389.75520000000046, "b": 566.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "For the purposes of this Clause, the following applies:", "text": "For the purposes of this Clause, the following applies:" }, { "self_ref": "#/texts/8820", "parent": { "$ref": "#/groups/872" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 372, "bbox": { "l": 85.08000000000001, "t": 559.9403, "r": 513.6287999999998, "b": 518.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 203 ] } ], "orig": "(a) If a duct or trunking is divided into separate channels by means of fixed and continuous barriers that provide effective segregation, each channel may be regarded as a separate enclosure.", "text": "(a) If a duct or trunking is divided into separate channels by means of fixed and continuous barriers that provide effective segregation, each channel may be regarded as a separate enclosure.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8821", "parent": { "$ref": "#/groups/872" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 372, "bbox": { "l": 85.07999999999998, "t": 511.9403, "r": 513.5376000000007, "b": 484.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "(b) Wiring systems complying with Clause 7.2.2.2 may be considered to provide effective segregation.", "text": "(b) Wiring systems complying with Clause 7.2.2.2 may be considered to provide effective segregation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8822", "parent": { "$ref": "#/groups/872" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 372, "bbox": { "l": 85.07999999999998, "t": 477.92029999999994, "r": 513.5892000000005, "b": 450.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": "(c) Wiring systems within switchboards shall be separated from all other wiring systems by at least 50 mm or by effective barriers.", "text": "(c) Wiring systems within switchboards shall be separated from all other wiring systems by at least 50 mm or by effective barriers.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8823", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 372, "bbox": { "l": 85.08000000000004, "t": 443.9602999999999, "r": 210.8976000000001, "b": 430.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "7.2.3.4 Arrangement", "text": "7.2.3.4 Arrangement", "level": 1 }, { "self_ref": "#/texts/8824", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 372, "bbox": { "l": 85.08000000000004, "t": 423.9202999999999, "r": 513.6107999999998, "b": 396.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "Where a supply isolating device is installed it shall be a load break switch or circuit-breaker.", "text": "Where a supply isolating device is installed it shall be a load break switch or circuit-breaker." }, { "self_ref": "#/texts/8825", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 372, "bbox": { "l": 85.08000000000004, "t": 389.96029999999985, "r": 513.5544000000012, "b": 362.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": "Discrimination (selectivity) shall be achieved between all protective devices if the supply isolating device is a circuit-breaker.", "text": "Discrimination (selectivity) shall be achieved between all protective devices if the supply isolating device is a circuit-breaker." }, { "self_ref": "#/texts/8826", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 372, "bbox": { "l": 96.42, "t": 358.8572, "r": 513.2658179999994, "b": 333.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "NOTE: Some jurisdictions may have additional requirements for the isolating device, such as-", "text": "NOTE: Some jurisdictions may have additional requirements for the isolating device, such as-" }, { "self_ref": "#/texts/8827", "parent": { "$ref": "#/groups/873" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 372, "bbox": { "l": 96.42, "t": 329.87658799999997, "r": 286.7429280000001, "b": 317.62290800000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "(a) capable of being locked on; and", "text": "(a) capable of being locked on; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8828", "parent": { "$ref": "#/groups/873" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 372, "bbox": { "l": 96.42, "t": 313.856768, "r": 387.2231039999996, "b": 301.60308800000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "(b) labelled for operation by authorized personnel only.", "text": "(b) labelled for operation by authorized personnel only.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8829", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 372, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8830", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 373, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8831", "parent": { "$ref": "#/pictures/179" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 373, "bbox": { "l": 111.42, "t": 439.8572, "r": 487.0018800000007, "b": 414.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "FIGURE 7.2(A) TYPICAL ARRANGEMENT OF MAIN SWITCHBOARD WITH ONE NORMAL SUPPLY", "text": "FIGURE 7.2(A) TYPICAL ARRANGEMENT OF MAIN SWITCHBOARD WITH ONE NORMAL SUPPLY" }, { "self_ref": "#/texts/8832", "parent": { "$ref": "#/pictures/179" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 373, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "369", "text": "369" }, { "self_ref": "#/texts/8833", "parent": { "$ref": "#/pictures/179" }, "children": [], "content_layer": "body", 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Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8907", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 375, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "371", "text": "371" }, { "self_ref": "#/texts/8908", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 375, "bbox": { "l": 85.08, "t": 751.9403, "r": 442.27199999999993, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "7.2.3.5 Discrimination (selectivity) of circuit-protective devices", "text": "7.2.3.5 Discrimination (selectivity) of circuit-protective devices", "level": 1 }, { "self_ref": "#/texts/8909", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 375, "bbox": { "l": 85.08000000000001, "t": 731.9603, "r": 356.6879999999998, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "Protective devices shall be selected such that-", "text": "Protective devices shall be selected such that-" }, { "self_ref": "#/texts/8910", "parent": { "$ref": "#/groups/874" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 375, "bbox": { "l": 85.08000000000001, "t": 711.9203, "r": 513.6108000000011, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 111 ] } ], "orig": "(a) a fault on one safety service will not result in loss of supply to other safety services; and", "text": "(a) a fault on one safety service will not result in loss of supply to other safety services; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8911", "parent": { "$ref": "#/groups/874" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 375, "bbox": { "l": 85.08000000000001, "t": 677.9603, "r": 513.6047999999998, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "(b) a fault on the general electrical installation will not result in loss of supply to safety services.", "text": "(b) a fault on the general electrical installation will not result in loss of supply to safety services.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8912", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 375, "bbox": { "l": 85.08000000000004, "t": 643.9403, "r": 513.6036000000003, "b": 616.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 157 ] } ], "orig": "Fault-current limiters used to protect safety services shall not be used to provide protection to any part of the general electrical installation.", "text": "Fault-current limiters used to protect safety services shall not be used to provide protection to any part of the general electrical installation." }, { "self_ref": "#/texts/8913", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 375, "bbox": { "l": 85.08000000000004, "t": 609.9203, "r": 513.6863999999998, "b": 582.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 152 ] } ], "orig": "Discrimination shall be arranged between protective devices for outgoing circuits and the upstream protective device. Refer to Clause 2.5.7.2.3.", "text": "Discrimination shall be arranged between protective devices for outgoing circuits and the upstream protective device. Refer to Clause 2.5.7.2.3." }, { "self_ref": "#/texts/8914", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 375, "bbox": { "l": 66.6, "t": 577.3322, "r": 212.79480000000007, "b": 561.73052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "7.2.4 Main switches *", "text": "7.2.4 Main switches *", "level": 1 }, { "self_ref": "#/texts/8915", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 375, "bbox": { "l": 85.08000000000004, "t": 555.9203, "r": 182.9376000000001, "b": 542.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "7.2.4.1 General", "text": "7.2.4.1 General", "level": 1 }, { "self_ref": "#/texts/8916", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 375, "bbox": { "l": 85.08000000000004, "t": 535.9403, "r": 513.5676000000007, "b": 508.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "A safety service shall be controlled by a main switch that is separate from main switches used to control-", "text": "A safety service shall be controlled by a main switch that is separate from main switches used to control-" }, { "self_ref": "#/texts/8917", "parent": { "$ref": "#/groups/875" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 375, "bbox": { "l": 85.08000000000004, "t": 501.92029999999994, "r": 411.8208000000006, "b": 488.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "(a) any part of the general electrical installation; and", "text": "(a) any part of the general electrical installation; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8918", "parent": { "$ref": "#/groups/875" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 375, "bbox": { "l": 85.08000000000004, "t": 481.9402999999999, "r": 298.15200000000027, "b": 468.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "(b) other types of safety services.", "text": "(b) other types of safety services.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8919", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 375, "bbox": { "l": 85.08000000000004, "t": 461.9602999999999, "r": 333.1368000000004, "b": 448.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "Main switches shall be selected such that-", "text": "Main switches shall be selected such that-" }, { "self_ref": "#/texts/8920", "parent": { "$ref": "#/groups/876" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 375, "bbox": { "l": 85.08000000000004, "t": 441.9202999999999, "r": 513.6312000000006, "b": 414.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 111 ] } ], "orig": "(i) a fault on one safety service will not result in loss of supply to other safety services; and", "text": "(i) a fault on one safety service will not result in loss of supply to other safety services; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8921", "parent": { "$ref": "#/groups/876" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 375, "bbox": { "l": 85.08000000000004, "t": 407.96029999999985, "r": 513.5604000000004, "b": 380.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "(ii) a fault on the general electrical installation will not result in loss of supply to safety services.", "text": "(ii) a fault on the general electrical installation will not result in loss of supply to safety services.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8922", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 375, "bbox": { "l": 85.08000000000004, "t": 373.9402999999998, "r": 513.5988000000009, "b": 346.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "There is no limit to the number of main switches installed for the control of safety services.", "text": "There is no limit to the number of main switches installed for the control of safety services." }, { "self_ref": "#/texts/8923", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 375, "bbox": { "l": 85.08000000000007, "t": 339.92029999999977, "r": 513.5976000000002, "b": 312.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "An auto transfer switch (ATS) may be used as a main switch provided the ATS meets the requirements of Clause 2.3.3.", "text": "An auto transfer switch (ATS) may be used as a main switch provided the ATS meets the requirements of Clause 2.3.3." }, { "self_ref": "#/texts/8924", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 375, "bbox": { "l": 85.08000000000007, "t": 305.96029999999973, "r": 513.6036000000003, "b": 278.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 157 ] } ], "orig": "Fault-current limiters used to protect safety services shall not be used to provide protection to any part of the general electrical installation.", "text": "Fault-current limiters used to protect safety services shall not be used to provide protection to any part of the general electrical installation." }, { "self_ref": "#/texts/8925", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 375, "bbox": { "l": 42.54, "t": 273.72540000000004, "r": 308.0604000000004, "b": 258.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "7.2.4.2 Arrangement of main switches A1", "text": "7.2.4.2 Arrangement of main switches A1", "level": 1 }, { "self_ref": "#/texts/8926", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 375, "bbox": { "l": 85.0800000000001, "t": 251.96029999999973, "r": 315.96240000000046, "b": 238.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "Main switches for safety services shall-", "text": "Main switches for safety services shall-" }, { "self_ref": "#/texts/8927", "parent": { "$ref": "#/groups/877" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 375, "bbox": { "l": 85.0800000000001, "t": 231.92029999999977, "r": 513.6192000000002, "b": 204.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "(a) be connected on the supply side of all general electrical installation main switches;", "text": "(a) be connected on the supply side of all general electrical installation main switches;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8928", "parent": { "$ref": "#/groups/877" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 375, "bbox": { "l": 85.08000000000015, "t": 197.96029999999973, "r": 513.5796000000008, "b": 170.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "(b) not be subject to the control of any general electrical installation main switch; and", "text": "(b) not be subject to the control of any general electrical installation main switch; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8929", "parent": { "$ref": "#/groups/877" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 375, "bbox": { "l": 85.08000000000015, "t": 163.94029999999975, "r": 498.0960000000006, "b": 150.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "(c) control only electrical equipment that is regarded as safety services.", "text": "(c) control only electrical equipment that is regarded as safety services.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8930", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 375, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/8931", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 375, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8932", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 376, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8933", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 376, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "372", "text": "372" }, { "self_ref": "#/texts/8934", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 376, "bbox": { "l": 42.54, "t": 618.1853, "r": 56.62050000000001, "b": 608.1413, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/8935", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 376, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/8936", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 376, "bbox": { "l": 85.08, "t": 745.9403, "r": 424.6103999999999, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "Exception: This requirement need not apply to the following:", "text": "Exception: This requirement need not apply to the following:" }, { "self_ref": "#/texts/8937", "parent": { "$ref": "#/groups/878" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 376, "bbox": { "l": 85.08000000000001, "t": 725.9603, "r": 513.6299999999999, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 156 ] } ], "orig": "1 A high voltage switch, controlling the supply to a low voltage switchboard that is not regarded as a general electrical installation main switch.", "text": "1 A high voltage switch, controlling the supply to a low voltage switchboard that is not regarded as a general electrical installation main switch.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8938", "parent": { "$ref": "#/groups/878" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 376, "bbox": { "l": 85.08000000000004, "t": 677.9603, "r": 513.6372000000006, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 233 ] } ], "orig": "2 A low voltage switch capable of operation only by authorized persons and marked accordingly. Locking-on of a switch is regarded as a means of ensuring that it is subject to operation only by authorized persons.", "text": "2 A low voltage switch capable of operation only by authorized persons and marked accordingly. Locking-on of a switch is regarded as a means of ensuring that it is subject to operation only by authorized persons.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8939", "parent": { "$ref": "#/groups/878" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 376, "bbox": { "l": 85.08000000000004, "t": 615.9203, "r": 513.6048000000005, "b": 574.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 188 ] } ], "orig": "3 Safety services that are installed in an individual outbuilding, combined outbuilding or a fire separated portion of a building, in accordance with Clauses 7.2.4.5 and 7.2.4.6.", "text": "3 Safety services that are installed in an individual outbuilding, combined outbuilding or a fire separated portion of a building, in accordance with Clauses 7.2.4.5 and 7.2.4.6.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8940", "parent": { "$ref": "#/groups/878" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 376, "bbox": { "l": 85.07999999999998, "t": 567.9203, "r": 513.5976000000004, "b": 540.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "4 Automatic fire detection, alarm and intercom systems or sound and intercom systems for emergency purposes that are-", "text": "4 Automatic fire detection, alarm and intercom systems or sound and intercom systems for emergency purposes that are-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8941", "parent": { "$ref": "#/groups/878" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 376, "bbox": { "l": 113.39999999999998, "t": 535.1602999999999, "r": 513.5784000000001, "b": 492.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 141 ] } ], "orig": " supplied from the supply side of a distribution board not more than one distribution board removed from the main switchboard; and", "text": " supplied from the supply side of a distribution board not more than one distribution board removed from the main switchboard; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8942", "parent": { "$ref": "#/groups/878" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 376, "bbox": { "l": 113.40000000000003, "t": 487.1602999999999, "r": 408.73920000000004, "b": 472.4722999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": " marked in accordance with Clause 7.2.4.4; and", "text": " marked in accordance with Clause 7.2.4.4; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8943", "parent": { "$ref": "#/groups/878" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 376, "bbox": { "l": 113.40000000000006, "t": 467.1202999999999, "r": 513.7032000000004, "b": 438.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": " provided with a secondary power source, in accordance with the AS 1670 series or NZS 4512.", "text": " provided with a secondary power source, in accordance with the AS 1670 series or NZS 4512.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8944", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 376, "bbox": { "l": 85.0800000000001, "t": 431.96029999999985, "r": 261.19920000000036, "b": 418.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "7.2.4.3 Mechanical protection", "text": "7.2.4.3 Mechanical protection", "level": 1 }, { "self_ref": "#/texts/8945", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 376, "bbox": { "l": 85.0800000000001, "t": 411.9202999999998, "r": 513.6396000000003, "b": 370.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 198 ] } ], "orig": "Switches and control equipment that are part of a safety service installation shall be adequately protected if they may be subject to mechanical damage because of their location or condition of use.", "text": "Switches and control equipment that are part of a safety service installation shall be adequately protected if they may be subject to mechanical damage because of their location or condition of use." }, { "self_ref": "#/texts/8946", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 376, "bbox": { "l": 85.0800000000001, "t": 363.92029999999977, "r": 209.7804, "b": 350.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "7.2.4.4 Identification", "text": "7.2.4.4 Identification", "level": 1 }, { "self_ref": "#/texts/8947", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 376, "bbox": { "l": 85.08000000000007, "t": 343.94029999999975, "r": 513.6384000000006, "b": 316.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "All switches operating in the supply circuit to safety services shall be clearly identified to indicate the safety service they control.", "text": "All switches operating in the supply circuit to safety services shall be clearly identified to indicate the safety service they control." }, { "self_ref": "#/texts/8948", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 376, "bbox": { "l": 85.08000000000007, "t": 309.92029999999977, "r": 376.5240000000004, "b": 296.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "Main switches controlling safety services shall be-", "text": "Main switches controlling safety services shall be-" }, { "self_ref": "#/texts/8949", "parent": { "$ref": "#/groups/879" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 376, "bbox": { "l": 85.08000000000007, "t": 289.94029999999975, "r": 513.5975999999999, "b": 262.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "(a) identified as 'MAIN SWITCH' and indicate the safety service equipment they control (in uppercase);", "text": "(a) identified as 'MAIN SWITCH' and indicate the safety service equipment they control (in uppercase);", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8950", "parent": { "$ref": "#/groups/879" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 376, "bbox": { "l": 85.08000000000004, "t": 255.92029999999966, "r": 513.5532000000006, "b": 228.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(b) marked 'IN THE EVENT OF FIRE, DO NOT SWITCH OFF' (in uppercase); and", "text": "(b) marked 'IN THE EVENT OF FIRE, DO NOT SWITCH OFF' (in uppercase); and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8951", "parent": { "$ref": "#/groups/879" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 376, "bbox": { "l": 85.08000000000004, "t": 221.96029999999973, "r": 513.6983999999999, "b": 194.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "(c) identified by contrasting colouring or other suitable means, in accordance with Clause 2.3.3.4.", "text": "(c) identified by contrasting colouring or other suitable means, in accordance with Clause 2.3.3.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8952", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 376, "bbox": { "l": 85.08000000000004, "t": 187.94029999999975, "r": 345.0119999999998, "b": 174.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "7.2.4.5 Electrical installations in outbuildings", "text": "7.2.4.5 Electrical installations in outbuildings", "level": 1 }, { "self_ref": "#/texts/8953", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 376, "bbox": { "l": 85.08000000000004, "t": 167.96029999999973, "r": 513.6000000000003, "b": 126.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 173 ] } ], "orig": "A switch for safety services that is installed on the switchboard in an outbuilding shall be regarded as a main switch, in accordance with Clause 7.2.4.", "text": "A switch for safety services that is installed on the switchboard in an outbuilding shall be regarded as a main switch, in accordance with Clause 7.2.4." }, { "self_ref": "#/texts/8954", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 376, "bbox": { "l": 85.08000000000004, "t": 119.96029999999973, "r": 513.5592000000006, "b": 92.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": "A safety service main switch installed in an outbuilding shall be clearly identified in accordance with Clause 7.2.4.4.", "text": "A safety service main switch installed in an outbuilding shall be clearly identified in accordance with Clause 7.2.4.4." }, { "self_ref": "#/texts/8955", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 376, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8956", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 377, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8957", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 377, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "373", "text": "373" }, { "self_ref": "#/texts/8958", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 377, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/8959", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 377, "bbox": { "l": 85.08, "t": 751.9403, "r": 185.90159999999997, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Any switch that-", "text": "Any switch that-" }, { "self_ref": "#/texts/8960", "parent": { "$ref": "#/groups/880" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 377, "bbox": { "l": 85.08, "t": 731.9603, "r": 513.5616000000011, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "(a) is located remote from an outbuilding in which safety services are provided; and", "text": "(a) is located remote from an outbuilding in which safety services are provided; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8961", "parent": { "$ref": "#/groups/880" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 377, "bbox": { "l": 85.08000000000001, "t": 697.9403, "r": 513.6204000000005, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "(b) operates in the supply circuit to a safety service main switch installed in the outbuilding,", "text": "(b) operates in the supply circuit to a safety service main switch installed in the outbuilding,", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8962", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 377, "bbox": { "l": 85.0800000000001, "t": 663.9203, "r": 483.10080000000005, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "shall be clearly identified in accordance with Clause 7.2.4.4(b) and (c).", "text": "shall be clearly identified in accordance with Clause 7.2.4.4(b) and (c)." }, { "self_ref": "#/texts/8963", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 377, "bbox": { "l": 85.08000000000004, "t": 643.9403, "r": 340.80239999999986, "b": 630.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "7.2.4.6 Fire separated portions of a building", "text": "7.2.4.6 Fire separated portions of a building", "level": 1 }, { "self_ref": "#/texts/8964", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 377, "bbox": { "l": 85.08000000000004, "t": 623.9603, "r": 513.6431999999999, "b": 568.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 303 ] } ], "orig": "Any switch for the control of safety services installed in a fire separated portion of a building and provided on the switchboard within the fire separated portions of a building shall be regarded as a main switch and shall be arranged in accordance with Clause 7.2.4.", "text": "Any switch for the control of safety services installed in a fire separated portion of a building and provided on the switchboard within the fire separated portions of a building shall be regarded as a main switch and shall be arranged in accordance with Clause 7.2.4." }, { "self_ref": "#/texts/8965", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 377, "bbox": { "l": 85.07999999999998, "t": 561.9203, "r": 513.6384000000007, "b": 506.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 263 ] } ], "orig": "Portions of a structure that are separated from any other part of the building by a fire-resistance level (FRL) of at least 120/120/120, in accordance with national building codes, may be regarded as a separate building for the purposes of this Clause.", "text": "Portions of a structure that are separated from any other part of the building by a fire-resistance level (FRL) of at least 120/120/120, in accordance with national building codes, may be regarded as a separate building for the purposes of this Clause." }, { "self_ref": "#/texts/8966", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 377, "bbox": { "l": 85.07999999999996, "t": 499.9402999999999, "r": 513.595200000001, "b": 458.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 222 ] } ], "orig": "Any switch installed for the control of safety services in a fire-separated portion of a building or structure that is regarded as a separate building shall be separate from switches used to control-", "text": "Any switch installed for the control of safety services in a fire-separated portion of a building or structure that is regarded as a separate building shall be separate from switches used to control-" }, { "self_ref": "#/texts/8967", "parent": { "$ref": "#/groups/881" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 377, "bbox": { "l": 85.07999999999996, "t": 451.94029999999987, "r": 390.0096000000008, "b": 438.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "(a) any part of the general electrical installation; and", "text": "(a) any part of the general electrical installation; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8968", "parent": { "$ref": "#/groups/881" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 377, "bbox": { "l": 85.07999999999996, "t": 431.96029999999985, "r": 284.9340000000002, "b": 418.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "(b) other types of safety services.", "text": "(b) other types of safety services.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8969", "parent": { "$ref": "#/groups/881" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 377, "bbox": { "l": 66.6, "t": 412.7522, "r": 395.5187999999996, "b": 397.15052000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "7.2.5 Fire pumps and fire pump control equipment *", "text": "7.2.5 Fire pumps and fire pump control equipment *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8970", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 377, "bbox": { "l": 85.07999999999996, "t": 391.9402999999998, "r": 184.86839999999992, "b": 378.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "7.2.5.1 General", "text": "7.2.5.1 General", "level": 1 }, { "self_ref": "#/texts/8971", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 377, "bbox": { "l": 85.07999999999994, "t": 371.9602999999998, "r": 513.7979999999997, "b": 344.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "Fire pumps and fire pump control equipment shall include the following items and electrical equipment:", "text": "Fire pumps and fire pump control equipment shall include the following items and electrical equipment:" }, { "self_ref": "#/texts/8972", "parent": { "$ref": "#/groups/882" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 377, "bbox": { "l": 85.07999999999994, "t": 337.94029999999975, "r": 287.688, "b": 324.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "(a) Fire hydrant booster pumps.", "text": "(a) Fire hydrant booster pumps.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8973", "parent": { "$ref": "#/groups/882" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 377, "bbox": { "l": 85.07999999999994, "t": 317.96029999999973, "r": 513.5928000000004, "b": 290.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "(b) Pumps for automatic sprinkler systems, water spray or deluge systems and similar fire extinguishing systems.", "text": "(b) Pumps for automatic sprinkler systems, water spray or deluge systems and similar fire extinguishing systems.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8974", "parent": { "$ref": "#/groups/882" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 377, "bbox": { "l": 85.07999999999998, "t": 283.94029999999975, "r": 513.5952000000002, "b": 242.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 191 ] } ], "orig": "(c) Pumps for fire-hose reels, where such hose reels form the sole means of fire protection, i.e. where fire hydrants and automatic fire-sprinkler systems are not installed.", "text": "(c) Pumps for fire-hose reels, where such hose reels form the sole means of fire protection, i.e. where fire hydrants and automatic fire-sprinkler systems are not installed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8975", "parent": { "$ref": "#/groups/882" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 377, "bbox": { "l": 85.07999999999998, "t": 235.94029999999975, "r": 414.99719999999985, "b": 222.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "(d) Fire pump control equipment and wiring systems.", "text": "(d) Fire pump control equipment and wiring systems.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8976", "parent": { "$ref": "#/groups/882" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 377, "bbox": { "l": 85.07999999999998, "t": 215.96029999999973, "r": 222.9455999999999, "b": 202.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "(e) Fire pump rooms.", "text": "(e) Fire pump rooms.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8977", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 377, "bbox": { "l": 85.07999999999998, "t": 195.92029999999977, "r": 513.5892000000009, "b": 168.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "In addition to Items (a) to (e) above, there may exist other fire and smoke control equipment not listed.", "text": "In addition to Items (a) to (e) above, there may exist other fire and smoke control equipment not listed." }, { "self_ref": "#/texts/8978", "parent": { "$ref": "#/groups/883" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 377, "bbox": { "l": 42.54, "t": 161.96029999999973, "r": 513.5988000000009, "b": 120.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 174 ] } ], "orig": "Exception: The requirements of Clause 7.2 need not apply to electrical equipment, the failure of which does not affect the operation of safety services. A1", "text": "Exception: The requirements of Clause 7.2 need not apply to electrical equipment, the failure of which does not affect the operation of safety services. A1", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8979", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 377, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/8980", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 378, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/8981", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 378, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "374", "text": "374" }, { "self_ref": "#/texts/8982", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 378, "bbox": { "l": 42.54, "t": 746.0453, "r": 56.62050000000001, "b": 736.0013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/8983", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 378, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/8984", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 378, "bbox": { "l": 85.08, "t": 745.9403, "r": 384.1764000000005, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "Examples include but are not limited to the following:", "text": "Examples include but are not limited to the following:" }, { "self_ref": "#/texts/8985", "parent": { "$ref": "#/groups/884" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 378, "bbox": { "l": 85.07999999999998, "t": 725.9603, "r": 513.6936000000006, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 174 ] } ], "orig": "(a) Pumps for jacking and jockey pressure maintenance, the failure of which does not deprive the fire hydrant, sprinkler, or hose reel pump of adequate water supply.", "text": "(a) Pumps for jacking and jockey pressure maintenance, the failure of which does not deprive the fire hydrant, sprinkler, or hose reel pump of adequate water supply.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8986", "parent": { "$ref": "#/groups/884" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 378, "bbox": { "l": 85.08000000000001, "t": 677.9603, "r": 513.5532000000012, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 119 ] } ], "orig": "(b) Circuits of diesel driven fire pump controllers arranged in accordance with the electrical requirements of AS 2941.", "text": "(b) Circuits of diesel driven fire pump controllers arranged in accordance with the electrical requirements of AS 2941.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8987", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 378, "bbox": { "l": 96.42, "t": 646.8572, "r": 363.0264779999999, "b": 634.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "NOTE: Attention is drawn to the requirements for-", "text": "NOTE: Attention is drawn to the requirements for-" }, { "self_ref": "#/texts/8988", "parent": { "$ref": "#/groups/885" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 378, "bbox": { "l": 96.42, "t": 630.83738, "r": 513.3075420000005, "b": 605.624006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "(a) fire pumps in the AS 2118 series, AS 2419.1 and AS 2941 or NZS 4515, NZS 4517 and NZS 4541; and", "text": "(a) fire pumps in the AS 2118 series, AS 2419.1 and AS 2941 or NZS 4515, NZS 4517 and NZS 4541; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8989", "parent": { "$ref": "#/groups/885" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 378, "bbox": { "l": 96.42, "t": 601.8578660000001, "r": 452.6265720000005, "b": 589.604186, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "(b) automatic sprinkler systems in the AS 2118 series or NZS 4541.", "text": "(b) automatic sprinkler systems in the AS 2118 series or NZS 4541.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8990", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 378, "bbox": { "l": 85.08, "t": 582.9203, "r": 513.6324000000008, "b": 555.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "7.2.5.2 Wiring systems supplying fire pumps and fire pump control equipment", "text": "7.2.5.2 Wiring systems supplying fire pumps and fire pump control equipment", "level": 1 }, { "self_ref": "#/texts/8991", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 378, "bbox": { "l": 85.08000000000001, "t": 548.9603, "r": 283.74000000000007, "b": 535.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "7.2.5.2.1 Types of wiring systems", "text": "7.2.5.2.1 Types of wiring systems", "level": 1 }, { "self_ref": "#/texts/8992", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 378, "bbox": { "l": 85.08000000000001, "t": 528.9203, "r": 513.6132000000009, "b": 487.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 209 ] } ], "orig": "Wiring systems supplying fire pumps and fire pump control equipment shall comply with AS/NZS 3013 with a WS classification as specified by the Standard relevant to the installation of such equipment.", "text": "Wiring systems supplying fire pumps and fire pump control equipment shall comply with AS/NZS 3013 with a WS classification as specified by the Standard relevant to the installation of such equipment." }, { "self_ref": "#/texts/8993", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 378, "bbox": { "l": 96.42, "t": 483.8372, "r": 513.2833860000002, "b": 458.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "NOTE: See Appendix H for further information regarding the application of the WS classification system.", "text": "NOTE: See Appendix H for further information regarding the application of the WS classification system." }, { "self_ref": "#/texts/8994", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 378, "bbox": { "l": 85.07999999999998, "t": 451.94030000000004, "r": 513.6275999999999, "b": 424.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "Where the relevant Standard does not specify a WS classification, the wiring system shall be of a type that is-", "text": "Where the relevant Standard does not specify a WS classification, the wiring system shall be of a type that is-" }, { "self_ref": "#/texts/8995", "parent": { "$ref": "#/groups/886" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 378, "bbox": { "l": 85.07999999999998, "t": 417.9203, "r": 513.6600000000001, "b": 390.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "(a) capable of maintaining supply to the equipment when exposed to either fire or mechanical damage; or", "text": "(a) capable of maintaining supply to the equipment when exposed to either fire or mechanical damage; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8996", "parent": { "$ref": "#/groups/886" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 378, "bbox": { "l": 85.07999999999996, "t": 383.96029999999996, "r": 513.5712000000012, "b": 356.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "(b) capable of maintaining supply to the equipment when exposed to fire and protected against mechanical damage by-", "text": "(b) capable of maintaining supply to the equipment when exposed to fire and protected against mechanical damage by-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8997", "parent": { "$ref": "#/groups/886" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 378, "bbox": { "l": 113.39999999999992, "t": 349.9402999999999, "r": 364.4772000000002, "b": 336.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "(i) installation in an effective enclosure; or", "text": "(i) installation in an effective enclosure; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8998", "parent": { "$ref": "#/groups/886" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 378, "bbox": { "l": 113.39999999999992, "t": 329.96029999999996, "r": 513.6192000000001, "b": 302.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(ii) installation in a location where the system will not be exposed to mechanical damage.", "text": "(ii) installation in a location where the system will not be exposed to mechanical damage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/8999", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 378, "bbox": { "l": 85.07999999999996, "t": 295.94029999999987, "r": 513.5699999999999, "b": 268.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "Exception: The fire and mechanical protection requirements specified in Items (a) and (b) above need not apply to the following:", "text": "Exception: The fire and mechanical protection requirements specified in Items (a) and (b) above need not apply to the following:" }, { "self_ref": "#/texts/9000", "parent": { "$ref": "#/groups/887" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 378, "bbox": { "l": 85.07999999999998, "t": 261.92029999999977, "r": 513.5832000000006, "b": 234.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "1 Wiring systems in an enclosure or location that provides protection against fire and mechanical damage.", "text": "1 Wiring systems in an enclosure or location that provides protection against fire and mechanical damage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9001", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 378, "bbox": { "l": 113.45999999999998, "t": 227.96029999999985, "r": 513.5952000000002, "b": 172.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 215 ] } ], "orig": "Example: Cables or enclosed wiring systems installed in underground locations, buried in concrete or masonry walls or floors, or installed in a fire-rated enclosure and provided with effective mechanical protection.", "text": "Example: Cables or enclosed wiring systems installed in underground locations, buried in concrete or masonry walls or floors, or installed in a fire-rated enclosure and provided with effective mechanical protection." }, { "self_ref": "#/texts/9002", "parent": { "$ref": "#/groups/888" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 378, "bbox": { "l": 85.07999999999998, "t": 165.92029999999988, "r": 513.6671999999995, "b": 138.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 129 ] } ], "orig": "2 Wiring systems installed for electric-driven fire pumps that form part of a pump set that includes a stand-by fuel-driven pump.", "text": "2 Wiring systems installed for electric-driven fire pumps that form part of a pump set that includes a stand-by fuel-driven pump.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9003", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 378, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9004", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 379, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9005", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 379, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "375", "text": "375" }, { "self_ref": "#/texts/9006", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 379, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/9007", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 379, "bbox": { "l": 85.08, "t": 751.9403, "r": 271.1952000000002, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "7.2.5.2.2 Segregation of cables", "text": "7.2.5.2.2 Segregation of cables", "level": 1 }, { "self_ref": "#/texts/9008", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 379, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 513.6096, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "Conductors supplying fire pumps and fire pump control equipment shall not be enclosed with conductors of different safety services or with conductors of any other system.", "text": "Conductors supplying fire pumps and fire pump control equipment shall not be enclosed with conductors of different safety services or with conductors of any other system." }, { "self_ref": "#/texts/9009", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 379, "bbox": { "l": 85.07999999999998, "t": 683.9603, "r": 389.7552000000004, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "For the purposes of this Clause, the following applies:", "text": "For the purposes of this Clause, the following applies:" }, { "self_ref": "#/texts/9010", "parent": { "$ref": "#/groups/889" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 379, "bbox": { "l": 85.07999999999998, "t": 663.9203, "r": 513.6287999999998, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 203 ] } ], "orig": "(a) If a duct or trunking is divided into separate channels by means of fixed and continuous barriers that provide effective segregation, each channel may be regarded as a separate enclosure.", "text": "(a) If a duct or trunking is divided into separate channels by means of fixed and continuous barriers that provide effective segregation, each channel may be regarded as a separate enclosure.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9011", "parent": { "$ref": "#/groups/889" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 379, "bbox": { "l": 85.07999999999998, "t": 615.9203, "r": 513.5376000000007, "b": 588.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "(b) Wiring systems complying with Clause 7.2.2.2 may be considered to provide effective segregation.", "text": "(b) Wiring systems complying with Clause 7.2.2.2 may be considered to provide effective segregation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9012", "parent": { "$ref": "#/groups/889" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 379, "bbox": { "l": 85.07999999999998, "t": 581.9603, "r": 513.5759999999998, "b": 554.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "(c) Wiring systems within switchboards shall be physically separated from all other wiring systems by at least 50 mm or by effective barriers.", "text": "(c) Wiring systems within switchboards shall be physically separated from all other wiring systems by at least 50 mm or by effective barriers.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9013", "parent": { "$ref": "#/groups/889" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 379, "bbox": { "l": 85.08000000000001, "t": 547.9403, "r": 513.6564000000017, "b": 506.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 202 ] } ], "orig": "(d) Conductors of different safety services shall not be incorporated with each other within a multi-core cable or with incorporated with conductors of any other wiring system within a multi-core cable.", "text": "(d) Conductors of different safety services shall not be incorporated with each other within a multi-core cable or with incorporated with conductors of any other wiring system within a multi-core cable.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9014", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 379, "bbox": { "l": 85.07999999999998, "t": 499.9402999999999, "r": 466.6919999999998, "b": 486.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "7.2.5.3 Switchgear for fire pumps and fire pump control equipment", "text": "7.2.5.3 Switchgear for fire pumps and fire pump control equipment", "level": 1 }, { "self_ref": "#/texts/9015", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 379, "bbox": { "l": 85.0799999999999, "t": 479.9602999999999, "r": 513.626400000001, "b": 410.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 357 ] } ], "orig": "Where emergency equipment is required by national building codes, all switchboards that sustain supply to such equipment shall be constructed so that the emergency equipment switchgear is separated from other switchgear by metal partitions designed to minimize the spread of a fault from the other switchgear to the emergency switchgear.", "text": "Where emergency equipment is required by national building codes, all switchboards that sustain supply to such equipment shall be constructed so that the emergency equipment switchgear is separated from other switchgear by metal partitions designed to minimize the spread of a fault from the other switchgear to the emergency switchgear." }, { "self_ref": "#/texts/9016", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 379, "bbox": { "l": 85.07999999999998, "t": 403.9402999999998, "r": 513.596400000001, "b": 376.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "7.2.5.4 Interposing switches for fire pumps and fire pump control equipment", "text": "7.2.5.4 Interposing switches for fire pumps and fire pump control equipment", "level": 1 }, { "self_ref": "#/texts/9017", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 379, "bbox": { "l": 85.07999999999998, "t": 369.92029999999977, "r": 513.5976000000003, "b": 342.54829999999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 144 ] } ], "orig": "No switch shall be interposed between a main switch and downstream switchboards supplying fire pumps and fire pumps control equipment.", "text": "No switch shall be interposed between a main switch and downstream switchboards supplying fire pumps and fire pumps control equipment." }, { "self_ref": "#/texts/9018", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 379, "bbox": { "l": 85.07999999999996, "t": 335.96029999999973, "r": 475.4976000000001, "b": 322.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "7.2.5.5 Pump rooms for fire pumps and fire pump control equipment", "text": "7.2.5.5 Pump rooms for fire pumps and fire pump control equipment", "level": 1 }, { "self_ref": "#/texts/9019", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 379, "bbox": { "l": 85.07999999999993, "t": 315.92029999999977, "r": 513.6527999999995, "b": 274.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 204 ] } ], "orig": "In rooms used essentially to house fire hydrant or sprinkler pumps, lighting equipment and socket-outlets may be connected as a final subcircuit to the circuit supplying the pump equipment, provided that-", "text": "In rooms used essentially to house fire hydrant or sprinkler pumps, lighting equipment and socket-outlets may be connected as a final subcircuit to the circuit supplying the pump equipment, provided that-" }, { "self_ref": "#/texts/9020", "parent": { "$ref": "#/groups/890" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 379, "bbox": { "l": 85.07999999999993, "t": 267.92029999999966, "r": 513.6384000000004, "b": 240.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "(a) the final subcircuit is protected against any overcurrent, in accordance with Clause 2.5;", "text": "(a) the final subcircuit is protected against any overcurrent, in accordance with Clause 2.5;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9021", "parent": { "$ref": "#/groups/890" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 379, "bbox": { "l": 85.07999999999998, "t": 233.96029999999973, "r": 513.6672000000001, "b": 206.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "(b) the final subcircuit is protected by an RCD with a fixed rated residual current not exceeding 30 mA; and", "text": "(b) the final subcircuit is protected by an RCD with a fixed rated residual current not exceeding 30 mA; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9022", "parent": { "$ref": "#/groups/890" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 379, "bbox": { "l": 85.07999999999998, "t": 199.94029999999975, "r": 513.6432000000004, "b": 172.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "(c) the wiring system between the pump equipment circuit and such final subcircuit protective device complies with-", "text": "(c) the wiring system between the pump equipment circuit and such final subcircuit protective device complies with-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9023", "parent": { "$ref": "#/groups/890" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 379, "bbox": { "l": 113.40000000000003, "t": 165.92029999999977, "r": 513.6012000000005, "b": 138.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "(i) the current-carrying capacity and installation requirements of Clause 2.5.3.1; and", "text": "(i) the current-carrying capacity and installation requirements of Clause 2.5.3.1; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9024", "parent": { "$ref": "#/groups/890" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 379, "bbox": { "l": 113.40000000000009, "t": 131.96029999999973, "r": 513.6132000000008, "b": 104.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "(ii) the type and segregation requirements of Clauses 7.2.5.2.2 and 7.2.5.3.", "text": "(ii) the type and segregation requirements of Clauses 7.2.5.2.2 and 7.2.5.3.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9025", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 379, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9026", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 380, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9027", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 380, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "376", "text": "376" }, { "self_ref": "#/texts/9028", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 380, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/9029", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 380, "bbox": { "l": 113.45999999999998, "t": 745.9403, "r": 513.6587999999998, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 304 ] } ], "orig": "Exception: Circuits for lighting and socket-outlets in pump rooms installed in accordance with Clause 7.2.5.2.1. The wiring system between the final subcircuit protective device and the lighting equipment or sockets-outlets need not comply with the requirements of Clause 7.2.5.2.2.", "text": "Exception: Circuits for lighting and socket-outlets in pump rooms installed in accordance with Clause 7.2.5.2.1. The wiring system between the final subcircuit protective device and the lighting equipment or sockets-outlets need not comply with the requirements of Clause 7.2.5.2.2." }, { "self_ref": "#/texts/9030", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 380, "bbox": { "l": 85.07999999999998, "t": 669.9203, "r": 237.71160000000006, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "7.2.5.6 Fire-pump motors", "text": "7.2.5.6 Fire-pump motors", "level": 1 }, { "self_ref": "#/texts/9031", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 380, "bbox": { "l": 85.07999999999998, "t": 649.9403, "r": 365.91360000000054, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "7.2.5.6.1 Isolating switches for fire-pump motors", "text": "7.2.5.6.1 Isolating switches for fire-pump motors", "level": 1 }, { "self_ref": "#/texts/9032", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 380, "bbox": { "l": 85.07999999999998, "t": 629.9603, "r": 513.6636000000008, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 146 ] } ], "orig": "Where fire-pump motors are automatically controlled, a manually operated isolating switch shall be connected on the supply side of the pump motor.", "text": "Where fire-pump motors are automatically controlled, a manually operated isolating switch shall be connected on the supply side of the pump motor." }, { "self_ref": "#/texts/9033", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 380, "bbox": { "l": 85.07999999999998, "t": 595.9403, "r": 241.16999999999976, "b": 582.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "The isolating switch shall-", "text": "The isolating switch shall-" }, { "self_ref": "#/texts/9034", "parent": { "$ref": "#/groups/891" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 380, "bbox": { "l": 42.54, "t": 575.9603, "r": 460.999200000001, "b": 562.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "(a) comply with the requirements of Clauses 2.3.2 and 2.3.6; and A1", "text": "(a) comply with the requirements of Clauses 2.3.2 and 2.3.6; and A1", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9035", "parent": { "$ref": "#/groups/891" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 380, "bbox": { "l": 85.07999999999998, "t": 555.9203, "r": 366.7848000000004, "b": 542.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "(b) be installed adjacent to the pump motor; and", "text": "(b) be installed adjacent to the pump motor; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9036", "parent": { "$ref": "#/groups/891" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 380, "bbox": { "l": 85.07999999999998, "t": 535.9403, "r": 507.2735999999998, "b": 522.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "(c) be provided with a device for locking the switch in the closed position.", "text": "(c) be provided with a device for locking the switch in the closed position.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9037", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 380, "bbox": { "l": 85.07999999999998, "t": 515.9603, "r": 392.4288000000007, "b": 502.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "7.2.5.6.2 Overcurrent protection for fire-pump motors", "text": "7.2.5.6.2 Overcurrent protection for fire-pump motors", "level": 1 }, { "self_ref": "#/texts/9038", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 380, "bbox": { "l": 85.07999999999998, "t": 495.92029999999994, "r": 513.6612000000003, "b": 468.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "The overload characteristics of overcurrent protective devices provided on circuits supplying fire-pump motors shall-", "text": "The overload characteristics of overcurrent protective devices provided on circuits supplying fire-pump motors shall-" }, { "self_ref": "#/texts/9039", "parent": { "$ref": "#/groups/892" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 380, "bbox": { "l": 85.07999999999998, "t": 461.9602999999999, "r": 340.18800000000033, "b": 448.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "(a) have an inverse time characteristic; and", "text": "(a) have an inverse time characteristic; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9040", "parent": { "$ref": "#/groups/892" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 380, "bbox": { "l": 85.07999999999998, "t": 441.9202999999999, "r": 416.0567999999998, "b": 428.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "(b) be rated, or in the case of circuit-breakers be set to-", "text": "(b) be rated, or in the case of circuit-breakers be set to-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9041", "parent": { "$ref": "#/groups/892" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 380, "bbox": { "l": 113.39999999999998, "t": 421.94029999999987, "r": 473.64239999999995, "b": 408.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "(i) carry 125% of the full-load motor current continuously; and", "text": "(i) carry 125% of the full-load motor current continuously; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9042", "parent": { "$ref": "#/groups/892" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 380, "bbox": { "l": 113.4, "t": 401.96029999999985, "r": 513.5892000000002, "b": 374.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "(ii) open the circuit in not less than 20 s at 600% of the full-load motor current.", "text": "(ii) open the circuit in not less than 20 s at 600% of the full-load motor current.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9043", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 380, "bbox": { "l": 85.0800000000001, "t": 367.9402999999998, "r": 513.5964000000007, "b": 340.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "No other overload protective device shall be inserted between the pump motor controller and the motor.", "text": "No other overload protective device shall be inserted between the pump motor controller and the motor." }, { "self_ref": "#/texts/9044", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 380, "bbox": { "l": 85.0800000000001, "t": 333.92029999999977, "r": 513.6600000000007, "b": 306.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "Where more than one motor is provided on the same circuit, the overcurrent protective device may be rated or set to-", "text": "Where more than one motor is provided on the same circuit, the overcurrent protective device may be rated or set to-" }, { "self_ref": "#/texts/9045", "parent": { "$ref": "#/groups/893" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 380, "bbox": { "l": 85.0800000000001, "t": 299.96029999999973, "r": 513.5808000000004, "b": 272.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "(A) carry 125% of the sum of the full-load current of all motors operating simultaneously; and", "text": "(A) carry 125% of the sum of the full-load current of all motors operating simultaneously; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9046", "parent": { "$ref": "#/groups/893" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 380, "bbox": { "l": 85.0800000000001, "t": 265.94029999999975, "r": 513.6036000000004, "b": 238.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "(B) open the circuit in not less than 20 s at 600% of the full-load current of the largest motor supplied.", "text": "(B) open the circuit in not less than 20 s at 600% of the full-load current of the largest motor supplied.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9047", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 380, "bbox": { "l": 85.0800000000001, "t": 231.92029999999977, "r": 420.8736000000007, "b": 218.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "7.2.5.6.3 Overtemperature protection for fire-pump motors", "text": "7.2.5.6.3 Overtemperature protection for fire-pump motors", "level": 1 }, { "self_ref": "#/texts/9048", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 380, "bbox": { "l": 85.08000000000004, "t": 211.94029999999975, "r": 513.6048000000003, "b": 170.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 207 ] } ], "orig": "Overtemperature protective devices shall not be provided on fire-pump motors where the operation of such devices might reduce the operating time of the equipment under emergency conditions.", "text": "Overtemperature protective devices shall not be provided on fire-pump motors where the operation of such devices might reduce the operating time of the equipment under emergency conditions." }, { "self_ref": "#/texts/9049", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 380, "bbox": { "l": 85.08000000000004, "t": 163.94029999999975, "r": 350.5452000000001, "b": 150.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "7.2.5.6.4 Control circuits for fire-pump motors", "text": "7.2.5.6.4 Control circuits for fire-pump motors", "level": 1 }, { "self_ref": "#/texts/9050", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 380, "bbox": { "l": 85.08000000000004, "t": 143.96029999999973, "r": 495.7752000000002, "b": 130.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "Control circuits associated with the operation of fire-pump motors shall-", "text": "Control circuits associated with the operation of fire-pump motors shall-" }, { "self_ref": "#/texts/9051", "parent": { "$ref": "#/groups/894" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 380, "bbox": { "l": 85.08000000000004, "t": 123.92029999999977, "r": 513.6096000000005, "b": 96.54829999999981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "(a) be directly connected between the active and neutral conductor of the pump circuit;", "text": "(a) be directly connected between the active and neutral conductor of the pump circuit;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9052", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 380, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9053", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 381, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9054", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 381, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "377", "text": "377" }, { "self_ref": "#/texts/9055", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 381, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/9056", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 381, "bbox": { "l": 42.54, "t": 661.3253, "r": 56.62050000000001, "b": 651.2813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/9057", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 381, "bbox": { "l": 66.6, "t": 630.3721999999999, "r": 76.24480199999999, "b": 614.7705199999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/9058", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 381, "bbox": { "l": 113.46, "t": 751.8572, "r": 422.7336600000004, "b": 739.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "NOTE: This requirement precludes the use of transformers.", "text": "NOTE: This requirement precludes the use of transformers." }, { "self_ref": "#/texts/9059", "parent": { "$ref": "#/groups/895" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 381, "bbox": { "l": 85.08, "t": 732.9203, "r": 513.6540000000005, "b": 691.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "(b) be arranged so that the active conductor of the control circuit is directly connected to the coil of the operating device within the starter; and", "text": "(b) be arranged so that the active conductor of the control circuit is directly connected to the coil of the operating device within the starter; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9060", "parent": { "$ref": "#/groups/895" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 381, "bbox": { "l": 85.07999999999998, "t": 684.9203, "r": 513.6420000000003, "b": 629.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 272 ] } ], "orig": "(c) not be provided with overload protective devices other than those provided for the pump-motor circuit, in accordance with Clause 7.2.5.6.2. This arrangement requires the installation of a switch in the neutral conductor of the control circuit for a fire pump.", "text": "(c) not be provided with overload protective devices other than those provided for the pump-motor circuit, in accordance with Clause 7.2.5.6.2. This arrangement requires the installation of a switch in the neutral conductor of the control circuit for a fire pump.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9061", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 381, "bbox": { "l": 85.08000000000004, "t": 622.9403, "r": 486.80160000000103, "b": 609.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "7.2.6 Fire and smoke detection equipment and fire alarm systems", "text": "7.2.6 Fire and smoke detection equipment and fire alarm systems", "level": 1 }, { "self_ref": "#/texts/9062", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 381, "bbox": { "l": 85.08000000000007, "t": 602.9603, "r": 182.93760000000012, "b": 589.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "7.2.6.1 General", "text": "7.2.6.1 General", "level": 1 }, { "self_ref": "#/texts/9063", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 381, "bbox": { "l": 85.08000000000007, "t": 582.9203, "r": 441.6372000000006, "b": 569.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "Fire and smoke detection and alarm systems shall include:", "text": "Fire and smoke detection and alarm systems shall include:" }, { "self_ref": "#/texts/9064", "parent": { "$ref": "#/groups/896" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 381, "bbox": { "l": 85.0800000000001, "t": 562.9403, "r": 339.3168000000003, "b": 549.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "(a) Fire and smoke detection equipment.", "text": "(a) Fire and smoke detection equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9065", "parent": { "$ref": "#/groups/896" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 381, "bbox": { "l": 85.0800000000001, "t": 542.9603, "r": 244.1448000000003, "b": 529.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "(b) Fire indicator panels.", "text": "(b) Fire indicator panels.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9066", "parent": { "$ref": "#/groups/896" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 381, "bbox": { "l": 85.0800000000001, "t": 522.9203, "r": 303.64320000000043, "b": 509.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "(c) Fire and smoke alarm systems.", "text": "(c) Fire and smoke alarm systems.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9067", "parent": { "$ref": "#/groups/896" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 381, "bbox": { "l": 85.0800000000001, "t": 502.9403, "r": 306.90960000000047, "b": 489.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "(d) Warning and intercom systems.", "text": "(d) Warning and intercom systems.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9068", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 381, "bbox": { "l": 85.0800000000001, "t": 482.96029999999996, "r": 428.20680000000107, "b": 469.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "7.2.6.2 Wiring systems for fire detection and alarm systems", "text": "7.2.6.2 Wiring systems for fire detection and alarm systems", "level": 1 }, { "self_ref": "#/texts/9069", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 381, "bbox": { "l": 85.0800000000001, "t": 462.92029999999994, "r": 488.2919999999999, "b": 449.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "7.2.6.2.1 Types of wiring systems for fire detection and alarm systems", "text": "7.2.6.2.1 Types of wiring systems for fire detection and alarm systems", "level": 1 }, { "self_ref": "#/texts/9070", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 381, "bbox": { "l": 85.08000000000004, "t": 442.9402999999999, "r": 513.6264000000003, "b": 401.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 208 ] } ], "orig": "Wiring systems supplying fire detection and alarm systems shall comply with AS/NZS 3013 with a WS classification as specified by the Standard relevant to the installation of such equipment.", "text": "Wiring systems supplying fire detection and alarm systems shall comply with AS/NZS 3013 with a WS classification as specified by the Standard relevant to the installation of such equipment." }, { "self_ref": "#/texts/9071", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 381, "bbox": { "l": 96.42, "t": 397.8572, "r": 513.2833860000002, "b": 372.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "NOTE: See Appendix H for further information regarding the application of the WS classification system.", "text": "NOTE: See Appendix H for further information regarding the application of the WS classification system." }, { "self_ref": "#/texts/9072", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 381, "bbox": { "l": 85.07999999999998, "t": 365.9603, "r": 513.6456000000005, "b": 338.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "Where the relevant Standard does not specify a WS classification, the wiring system shall be of a type that is-", "text": "Where the relevant Standard does not specify a WS classification, the wiring system shall be of a type that is-" }, { "self_ref": "#/texts/9073", "parent": { "$ref": "#/groups/897" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 381, "bbox": { "l": 85.07999999999998, "t": 331.9403, "r": 513.6600000000001, "b": 304.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "(a) capable of maintaining supply to the equipment when exposed to either fire or mechanical damage; or", "text": "(a) capable of maintaining supply to the equipment when exposed to either fire or mechanical damage; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9074", "parent": { "$ref": "#/groups/897" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 381, "bbox": { "l": 85.07999999999996, "t": 297.9203, "r": 513.5712000000012, "b": 270.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "(b) capable of maintaining supply to the equipment when exposed to fire and protected against mechanical damage by-", "text": "(b) capable of maintaining supply to the equipment when exposed to fire and protected against mechanical damage by-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9075", "parent": { "$ref": "#/groups/897" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 381, "bbox": { "l": 113.39999999999992, "t": 263.96029999999996, "r": 364.4772000000002, "b": 250.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "(i) installation in an effective enclosure; or", "text": "(i) installation in an effective enclosure; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9076", "parent": { "$ref": "#/groups/897" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 381, "bbox": { "l": 113.39999999999992, "t": 243.9203, "r": 513.6192000000001, "b": 216.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(ii) installation in a location where the system will not be exposed to mechanical damage.", "text": "(ii) installation in a location where the system will not be exposed to mechanical damage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9077", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 381, "bbox": { "l": 85.07999999999996, "t": 209.96029999999996, "r": 513.5699999999999, "b": 182.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "Exception: The fire and mechanical protection requirements specified in Items (a) and (b) above need not apply to the following:", "text": "Exception: The fire and mechanical protection requirements specified in Items (a) and (b) above need not apply to the following:" }, { "self_ref": "#/texts/9078", "parent": { "$ref": "#/groups/898" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 381, "bbox": { "l": 85.07999999999998, "t": 175.94029999999998, "r": 513.6180000000005, "b": 148.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "1 Wiring systems installed in an enclosure or location that provides protection against fire and mechanical damage.", "text": "1 Wiring systems installed in an enclosure or location that provides protection against fire and mechanical damage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9079", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 381, "bbox": { "l": 113.45999999999992, "t": 141.9203, "r": 513.5952000000002, "b": 86.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 228 ] } ], "orig": "Example: Cables or enclosed wiring systems installed in underground locations, buried in concrete or masonry walls or floors, or installed in an appropriate fire-rated enclosure and provided with effective mechanical protection.", "text": "Example: Cables or enclosed wiring systems installed in underground locations, buried in concrete or masonry walls or floors, or installed in an appropriate fire-rated enclosure and provided with effective mechanical protection." }, { "self_ref": "#/texts/9080", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 381, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9081", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 382, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9082", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 382, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "378", "text": "378" }, { "self_ref": "#/texts/9083", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 382, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/9084", "parent": { "$ref": "#/groups/899" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 382, "bbox": { "l": 85.08, "t": 745.9403, "r": 513.6048000000011, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 232 ] } ], "orig": "2 Circuits that provide the primary power source of fire detection and alarm systems that are provided with battery backup in accordance with the AS 1670 series or NZS 4512, up to the control and indicating panel.", "text": "2 Circuits that provide the primary power source of fire detection and alarm systems that are provided with battery backup in accordance with the AS 1670 series or NZS 4512, up to the control and indicating panel.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9085", "parent": { "$ref": "#/groups/899" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 382, "bbox": { "l": 85.08000000000004, "t": 683.9603, "r": 513.6816000000007, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 127 ] } ], "orig": "3 Circuits of emergency warning systems complying with the AS 1670 series or NZS 4512, beyond the main equipment panel.", "text": "3 Circuits of emergency warning systems complying with the AS 1670 series or NZS 4512, beyond the main equipment panel.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9086", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 382, "bbox": { "l": 85.0800000000001, "t": 649.9403, "r": 475.6488000000007, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "7.2.6.2.2 Segregation of cables for fire detection and alarm systems", "text": "7.2.6.2.2 Segregation of cables for fire detection and alarm systems", "level": 1 }, { "self_ref": "#/texts/9087", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 382, "bbox": { "l": 85.0800000000001, "t": 629.9603, "r": 513.6396000000001, "b": 588.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 163 ] } ], "orig": "Conductors of fire detection and alarm systems shall not be enclosed with conductors of different safety services or with conductors of any other system.", "text": "Conductors of fire detection and alarm systems shall not be enclosed with conductors of different safety services or with conductors of any other system." }, { "self_ref": "#/texts/9088", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 382, "bbox": { "l": 85.08000000000015, "t": 581.9603, "r": 389.7876000000001, "b": 568.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "For the purposes of this Clause, the following applies:", "text": "For the purposes of this Clause, the following applies:" }, { "self_ref": "#/texts/9089", "parent": { "$ref": "#/groups/900" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 382, "bbox": { "l": 85.08000000000015, "t": 561.9203, "r": 513.6288, "b": 520.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 203 ] } ], "orig": "(a) If a duct or trunking is divided into separate channels by means of fixed and continuous barriers that provide effective segregation, each channel may be regarded as a separate enclosure.", "text": "(a) If a duct or trunking is divided into separate channels by means of fixed and continuous barriers that provide effective segregation, each channel may be regarded as a separate enclosure.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9090", "parent": { "$ref": "#/groups/900" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 382, "bbox": { "l": 85.0800000000001, "t": 513.9202999999999, "r": 513.5975999999997, "b": 472.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 184 ] } ], "orig": "(b) Wiring systems for fire and smoke detection and fire alarm systems shall be physically separated from all other wiring systems by at least 50 mm or by effective barriers.", "text": "(b) Wiring systems for fire and smoke detection and fire alarm systems shall be physically separated from all other wiring systems by at least 50 mm or by effective barriers.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9091", "parent": { "$ref": "#/groups/900" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 382, "bbox": { "l": 85.0800000000001, "t": 465.9202999999999, "r": 513.6540000000002, "b": 410.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 247 ] } ], "orig": "(c) Conductors of different fire and smoke detection and fire alarm systems shall not be incorporated with each other within a multi-core cable or incorporated with conductors of any other wiring system within a multi-core cable.", "text": "(c) Conductors of different fire and smoke detection and fire alarm systems shall not be incorporated with each other within a multi-core cable or incorporated with conductors of any other wiring system within a multi-core cable.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9092", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 382, "bbox": { "l": 85.08000000000007, "t": 403.9402999999998, "r": 457.35600000000034, "b": 390.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "7.2.6.3 Interposing switches for fire detection and alarm systems", "text": "7.2.6.3 Interposing switches for fire detection and alarm systems", "level": 1 }, { "self_ref": "#/texts/9093", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 382, "bbox": { "l": 85.08000000000004, "t": 383.9602999999998, "r": 513.5976000000003, "b": 356.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 148 ] } ], "orig": "No switch shall be interposed between a main switch and downstream switchboards supplying fire and smoke detection and fire alarm systems.", "text": "No switch shall be interposed between a main switch and downstream switchboards supplying fire and smoke detection and fire alarm systems." }, { "self_ref": "#/texts/9094", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 382, "bbox": { "l": 66.6, "t": 351.3122, "r": 255.56640000000024, "b": 335.71052000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "7.2.7 Air-handling systems *", "text": "7.2.7 Air-handling systems *", "level": 1 }, { "self_ref": "#/texts/9095", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 382, "bbox": { "l": 85.08000000000004, "t": 329.96029999999973, "r": 182.9376000000001, "b": 316.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "7.2.7.1 General", "text": "7.2.7.1 General", "level": 1 }, { "self_ref": "#/texts/9096", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 382, "bbox": { "l": 85.08000000000004, "t": 309.92029999999977, "r": 513.7032000000004, "b": 282.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 111 ] } ], "orig": "Air-handling systems intended to exhaust and control the spread of fire and smoke are safety services.", "text": "Air-handling systems intended to exhaust and control the spread of fire and smoke are safety services.", "level": 1 }, { "self_ref": "#/texts/9097", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 382, "bbox": { "l": 85.08000000000004, "t": 275.96029999999973, "r": 361.82399999999984, "b": 262.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "7.2.7.2 Wiring systems for air-handling systems", "text": "7.2.7.2 Wiring systems for air-handling systems", "level": 1 }, { "self_ref": "#/texts/9098", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 382, "bbox": { "l": 85.08000000000004, "t": 255.92029999999966, "r": 415.5960000000007, "b": 242.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "7.2.7.2.1 Types of wiring system for air-handling systems", "text": "7.2.7.2.1 Types of wiring system for air-handling systems", "level": 1 }, { "self_ref": "#/texts/9099", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 382, "bbox": { "l": 85.08000000000001, "t": 235.94029999999975, "r": 513.6276000000005, "b": 194.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 177 ] } ], "orig": "Wiring systems supplying air-handling systems shall comply with AS/NZS 3013 with a WS classification as specified by the Standard relevant to the installation of such equipment.", "text": "Wiring systems supplying air-handling systems shall comply with AS/NZS 3013 with a WS classification as specified by the Standard relevant to the installation of such equipment." }, { "self_ref": "#/texts/9100", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 382, "bbox": { "l": 96.42, "t": 190.85720000000003, "r": 513.2833860000002, "b": 165.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "NOTE: See Appendix H for further information regarding the application of the WS classification system.", "text": "NOTE: See Appendix H for further information regarding the application of the WS classification system." }, { "self_ref": "#/texts/9101", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 382, "bbox": { "l": 85.07999999999998, "t": 158.96029999999996, "r": 513.6456000000005, "b": 131.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "Where the relevant Standard does not specify a WS classification, the wiring system shall be of a type that is-", "text": "Where the relevant Standard does not specify a WS classification, the wiring system shall be of a type that is-" }, { "self_ref": "#/texts/9102", "parent": { "$ref": "#/groups/901" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 382, "bbox": { "l": 85.07999999999998, "t": 124.94029999999998, "r": 513.6600000000001, "b": 97.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "(a) capable of maintaining supply to the equipment when exposed to either fire or mechanical damage; or", "text": "(a) capable of maintaining supply to the equipment when exposed to either fire or mechanical damage; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9103", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 382, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9104", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 383, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9105", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 383, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "379", "text": "379" }, { "self_ref": "#/texts/9106", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 383, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/9107", "parent": { "$ref": "#/groups/902" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 383, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.5712000000012, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "(b) capable of maintaining supply to the equipment when exposed to fire and protected against mechanical damage by-", "text": "(b) capable of maintaining supply to the equipment when exposed to fire and protected against mechanical damage by-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9108", "parent": { "$ref": "#/groups/902" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 383, "bbox": { "l": 113.39999999999998, "t": 717.9203, "r": 364.47720000000027, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "(i) installation in an effective enclosure; or", "text": "(i) installation in an effective enclosure; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9109", "parent": { "$ref": "#/groups/902" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 383, "bbox": { "l": 113.39999999999998, "t": 697.9403, "r": 513.6192000000001, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(ii) installation in a location where the system will not be exposed to mechanical damage.", "text": "(ii) installation in a location where the system will not be exposed to mechanical damage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9110", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 383, "bbox": { "l": 85.07999999999998, "t": 663.9203, "r": 513.5699999999999, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "Exception: The fire and mechanical protection requirements specified in Items (a) and (b) above need not apply to the following:", "text": "Exception: The fire and mechanical protection requirements specified in Items (a) and (b) above need not apply to the following:" }, { "self_ref": "#/texts/9111", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 383, "bbox": { "l": 113.45999999999998, "t": 629.9603, "r": 513.636000000001, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "Wiring systems in an enclosure or location that provides protection against fire and mechanical damage.", "text": "Wiring systems in an enclosure or location that provides protection against fire and mechanical damage." }, { "self_ref": "#/texts/9112", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 383, "bbox": { "l": 85.07999999999993, "t": 595.9403, "r": 513.6432000000008, "b": 540.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 263 ] } ], "orig": "Example: Cables or enclosed wiring systems installed in underground locations, buried enclosed in concrete or masonry walls or floors, or installed in an appropriate fire-rated enclosure and provided with effective mechanical protection.", "text": "Example: Cables or enclosed wiring systems installed in underground locations, buried enclosed in concrete or masonry walls or floors, or installed in an appropriate fire-rated enclosure and provided with effective mechanical protection." }, { "self_ref": "#/texts/9113", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 383, "bbox": { "l": 85.07999999999993, "t": 533.9603, "r": 409.4159999999997, "b": 520.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "7.2.7.2.2 Segregation of cables for air-handling systems", "text": "7.2.7.2.2 Segregation of cables for air-handling systems", "level": 1 }, { "self_ref": "#/texts/9114", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 383, "bbox": { "l": 85.07999999999993, "t": 513.9202999999999, "r": 513.6072000000004, "b": 486.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "Conductors supplying air-handling systems shall not be enclosed with different safety services or with conductors of any other system.", "text": "Conductors supplying air-handling systems shall not be enclosed with different safety services or with conductors of any other system." }, { "self_ref": "#/texts/9115", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 383, "bbox": { "l": 85.07999999999993, "t": 479.9602999999999, "r": 389.75520000000034, "b": 466.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "For the purposes of this Clause, the following applies:", "text": "For the purposes of this Clause, the following applies:" }, { "self_ref": "#/texts/9116", "parent": { "$ref": "#/groups/903" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 383, "bbox": { "l": 85.07999999999993, "t": 459.9202999999999, "r": 513.6287999999997, "b": 418.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 203 ] } ], "orig": "(a) If a duct or trunking is divided into separate channels by means of fixed and continuous barriers that provide effective segregation, each channel may be regarded as a separate enclosure.", "text": "(a) If a duct or trunking is divided into separate channels by means of fixed and continuous barriers that provide effective segregation, each channel may be regarded as a separate enclosure.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9117", "parent": { "$ref": "#/groups/903" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 383, "bbox": { "l": 85.07999999999987, "t": 411.9202999999998, "r": 513.6384000000003, "b": 370.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 157 ] } ], "orig": "(b) Wiring systems of air-handling systems shall be physically separated from all other wiring systems by at least 50 mm or by effective barriers.", "text": "(b) Wiring systems of air-handling systems shall be physically separated from all other wiring systems by at least 50 mm or by effective barriers.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9118", "parent": { "$ref": "#/groups/903" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 383, "bbox": { "l": 85.07999999999987, "t": 363.92029999999977, "r": 513.5856000000006, "b": 322.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 197 ] } ], "orig": "(c) Conductors of different safety services shall not be incorporated with each other within a multi-core cable or incorporated with conductors of any other wiring system within a multi-core cable.", "text": "(c) Conductors of different safety services shall not be incorporated with each other within a multi-core cable or incorporated with conductors of any other wiring system within a multi-core cable.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9119", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 383, "bbox": { "l": 85.07999999999987, "t": 315.92029999999977, "r": 401.7443999999999, "b": 302.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "7.2.7.2.3 Interposing switches for air-handling systems", "text": "7.2.7.2.3 Interposing switches for air-handling systems", "level": 1 }, { "self_ref": "#/texts/9120", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 383, "bbox": { "l": 85.07999999999987, "t": 295.94029999999975, "r": 513.5976000000002, "b": 268.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "No switch shall be interposed between a main switch and downstream switchboards supplying air-handling systems.", "text": "No switch shall be interposed between a main switch and downstream switchboards supplying air-handling systems." }, { "self_ref": "#/texts/9121", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 383, "bbox": { "l": 66.6, "t": 261.92029999999966, "r": 261.61199999999985, "b": 246.31052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "7.2.8 Evacuation equipment *", "text": "7.2.8 Evacuation equipment *", "level": 1 }, { "self_ref": "#/texts/9122", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 383, "bbox": { "l": 85.07999999999987, "t": 241.94029999999975, "r": 182.93759999999992, "b": 228.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "7.2.8.1 General", "text": "7.2.8.1 General", "level": 1 }, { "self_ref": "#/texts/9123", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 383, "bbox": { "l": 85.07999999999987, "t": 221.96029999999973, "r": 513.6756000000004, "b": 194.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "Evacuation equipment shall include sound systems and intercom systems for emergency purposes compliant with AS 1670.4.", "text": "Evacuation equipment shall include sound systems and intercom systems for emergency purposes compliant with AS 1670.4.", "level": 1 }, { "self_ref": "#/texts/9124", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 383, "bbox": { "l": 96.42, "t": 190.85720000000003, "r": 513.2581319999993, "b": 165.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "NOTE: Emergency evacuation lighting requirements are provided for in the National Construction Code or New Zealand Building Code.", "text": "NOTE: Emergency evacuation lighting requirements are provided for in the National Construction Code or New Zealand Building Code." }, { "self_ref": "#/texts/9125", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 383, "bbox": { "l": 85.08, "t": 158.96029999999996, "r": 369.2736000000007, "b": 145.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "7.2.8.2 Wiring systems for evacuation equipment", "text": "7.2.8.2 Wiring systems for evacuation equipment", "level": 1 }, { "self_ref": "#/texts/9126", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 383, "bbox": { "l": 85.08000000000001, "t": 138.9203, "r": 423.0383999999999, "b": 125.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "7.2.8.2.1 Types of wiring system for evacuation equipment", "text": "7.2.8.2.1 Types of wiring system for evacuation equipment", "level": 1 }, { "self_ref": "#/texts/9127", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 383, "bbox": { "l": 85.08000000000001, "t": 118.94029999999998, "r": 513.6876000000001, "b": 91.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 128 ] } ], "orig": "Wiring systems, supplying evacuation equipment shall comply with AS/NZS 3013 with a WS classification as specified in AS 1670.4.", "text": "Wiring systems, supplying evacuation equipment shall comply with AS/NZS 3013 with a WS classification as specified in AS 1670.4." }, { "self_ref": "#/texts/9128", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 383, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9129", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 384, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9130", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 384, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "380", "text": "380" }, { "self_ref": "#/texts/9131", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 384, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/9132", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 384, "bbox": { "l": 96.42, "t": 745.8572, "r": 513.2833860000002, "b": 720.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "NOTE: See Appendix H for further information regarding the application of the WS classification system.", "text": "NOTE: See Appendix H for further information regarding the application of the WS classification system." }, { "self_ref": "#/texts/9133", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 384, "bbox": { "l": 85.07999999999998, "t": 713.9603, "r": 513.6072000000005, "b": 686.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "Exception: The fire and mechanical protection requirements specified above need not apply to the following:", "text": "Exception: The fire and mechanical protection requirements specified above need not apply to the following:" }, { "self_ref": "#/texts/9134", "parent": { "$ref": "#/groups/904" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 384, "bbox": { "l": 85.07999999999998, "t": 679.9403, "r": 513.5832000000006, "b": 652.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "1 Wiring systems in an enclosure or location that provides protection against fire and mechanical damage.", "text": "1 Wiring systems in an enclosure or location that provides protection against fire and mechanical damage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9135", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 384, "bbox": { "l": 113.45999999999998, "t": 645.9203, "r": 513.5952000000002, "b": 590.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 239 ] } ], "orig": "Example: Cables or enclosed wiring systems installed in underground locations, buried in concrete or masonry walls or floors, or installed in an appropriate fire-rated enclosure and provided with an effective mechanical protection.", "text": "Example: Cables or enclosed wiring systems installed in underground locations, buried in concrete or masonry walls or floors, or installed in an appropriate fire-rated enclosure and provided with an effective mechanical protection." }, { "self_ref": "#/texts/9136", "parent": { "$ref": "#/groups/905" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 384, "bbox": { "l": 85.07999999999998, "t": 583.9403, "r": 513.6143999999997, "b": 542.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 164 ] } ], "orig": "2 Supply to emergency warning systems that are provided with battery backup, in accordance with the AS 1670.4 or NZS 4512, up to the main equipment panel.", "text": "2 Supply to emergency warning systems that are provided with battery backup, in accordance with the AS 1670.4 or NZS 4512, up to the main equipment panel.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9137", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 384, "bbox": { "l": 85.07999999999998, "t": 535.9403, "r": 416.8020000000008, "b": 522.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "7.2.8.2.2 Segregation of cables for evacuation equipment", "text": "7.2.8.2.2 Segregation of cables for evacuation equipment", "level": 1 }, { "self_ref": "#/texts/9138", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 384, "bbox": { "l": 85.07999999999998, "t": 515.9603, "r": 513.5904000000008, "b": 488.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "Conductors supplying evacuation equipment shall not be enclosed with different safety services or with conductors of any other system.", "text": "Conductors supplying evacuation equipment shall not be enclosed with different safety services or with conductors of any other system." }, { "self_ref": "#/texts/9139", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 384, "bbox": { "l": 85.07999999999998, "t": 481.9402999999999, "r": 389.7552000000004, "b": 468.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "For the purposes of this Clause, the following applies:", "text": "For the purposes of this Clause, the following applies:" }, { "self_ref": "#/texts/9140", "parent": { "$ref": "#/groups/906" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 384, "bbox": { "l": 85.07999999999998, "t": 461.9602999999999, "r": 513.6287999999998, "b": 420.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 203 ] } ], "orig": "(a) If a duct or trunking is divided into separate channels by means of fixed and continuous barriers that provide effective segregation, each channel may be regarded as a separate enclosure.", "text": "(a) If a duct or trunking is divided into separate channels by means of fixed and continuous barriers that provide effective segregation, each channel may be regarded as a separate enclosure.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9141", "parent": { "$ref": "#/groups/906" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 384, "bbox": { "l": 85.07999999999998, "t": 413.96029999999985, "r": 513.6048000000009, "b": 372.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 157 ] } ], "orig": "(b) Wiring systems of evacuation equipment shall be physically separated from all other wiring systems by at least 50 mm or by effective barriers.", "text": "(b) Wiring systems of evacuation equipment shall be physically separated from all other wiring systems by at least 50 mm or by effective barriers.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9142", "parent": { "$ref": "#/groups/906" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 384, "bbox": { "l": 85.07999999999998, "t": 365.9602999999998, "r": 513.570000000001, "b": 324.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 200 ] } ], "orig": "(c) Conductors of different safety services shall not be incorporated with each other within a multi-core cable or be incorporated with conductors of any other wiring system within a multi-core cable.", "text": "(c) Conductors of different safety services shall not be incorporated with each other within a multi-core cable or be incorporated with conductors of any other wiring system within a multi-core cable.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9143", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 384, "bbox": { "l": 85.07999999999998, "t": 317.96029999999973, "r": 398.45400000000075, "b": 304.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "7.2.8.3 Interposing switches for evacuation equipment", "text": "7.2.8.3 Interposing switches for evacuation equipment", "level": 1 }, { "self_ref": "#/texts/9144", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 384, "bbox": { "l": 85.07999999999998, "t": 297.92029999999977, "r": 513.5976000000003, "b": 270.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "No switch shall be interposed between a main switch and downstream switchboards supplying evacuation equipment.", "text": "No switch shall be interposed between a main switch and downstream switchboards supplying evacuation equipment." }, { "self_ref": "#/texts/9145", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 384, "bbox": { "l": 66.6, "t": 265.8723, "r": 221.4119999999999, "b": 250.27062, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "7.2.9 Emergency lifts *", "text": "7.2.9 Emergency lifts *", "level": 1 }, { "self_ref": "#/texts/9146", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 384, "bbox": { "l": 85.07999999999998, "t": 243.92029999999977, "r": 182.93760000000003, "b": 230.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "7.2.9.1 General", "text": "7.2.9.1 General", "level": 1 }, { "self_ref": "#/texts/9147", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 384, "bbox": { "l": 85.07999999999998, "t": 223.94029999999975, "r": 212.3424000000001, "b": 210.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "7.2.9.1.1 In Australia", "text": "7.2.9.1.1 In Australia", "level": 1 }, { "self_ref": "#/texts/9148", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 384, "bbox": { "l": 85.07999999999998, "t": 203.96029999999973, "r": 513.6348000000002, "b": 148.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 268 ] } ], "orig": "In Australia only, lifts deemed to be emergency lifts by the NCC are safety services. Although compliance with the AS 1735 series is not a requirement of this Standard, regulatory authorities may require compliance and may have additional requirements.", "text": "In Australia only, lifts deemed to be emergency lifts by the NCC are safety services. Although compliance with the AS 1735 series is not a requirement of this Standard, regulatory authorities may require compliance and may have additional requirements." }, { "self_ref": "#/texts/9149", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 384, "bbox": { "l": 85.08000000000001, "t": 141.92029999999977, "r": 237.0264, "b": 128.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "7.2.9.1.2 In New Zealand", "text": "7.2.9.1.2 In New Zealand", "level": 1 }, { "self_ref": "#/texts/9150", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 384, "bbox": { "l": 85.08000000000001, "t": 121.94029999999975, "r": 513.7583999999999, "b": 94.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "In New Zealand only, lifts required to operate for firefighting or other emergency purposes are safety services.", "text": "In New Zealand only, lifts required to operate for firefighting or other emergency purposes are safety services." }, { "self_ref": "#/texts/9151", "parent": { "$ref": "#/pictures/181" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 384, "bbox": { "l": 522.2999, "t": 221.72029999999995, "r": 534.5747, "b": 208.3283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/9152", "parent": { "$ref": "#/pictures/182" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 384, "bbox": { "l": 518.46, "t": 140.06029999999998, "r": 538.4184000000001, "b": 126.66830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/9153", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 384, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9154", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 385, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9155", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 385, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "381", "text": "381" }, { "self_ref": "#/texts/9156", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 385, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/9157", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 385, "bbox": { "l": 85.08, "t": 751.9403, "r": 262.8000000000002, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "7.2.9.2 Control and protection", "text": "7.2.9.2 Control and protection", "level": 1 }, { "self_ref": "#/texts/9158", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 385, "bbox": { "l": 85.08000000000001, "t": 731.9603, "r": 513.6480000000008, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 199 ] } ], "orig": "Each lift or each group of lifts that is specifically required to operate for firefighting or other emergency purposes shall be controlled and protected independently of all other lifts.", "text": "Each lift or each group of lifts that is specifically required to operate for firefighting or other emergency purposes shall be controlled and protected independently of all other lifts." }, { "self_ref": "#/texts/9159", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 385, "bbox": { "l": 85.07999999999998, "t": 683.9603, "r": 513.6132000000006, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 227 ] } ], "orig": "Main switches controlling lifts, arranged in accordance with Clause 7.2.4, shall be identified in accordance with the requirements of Clause 7.2.4.4 and distinguished from main switches controlling other lifts.", "text": "Main switches controlling lifts, arranged in accordance with Clause 7.2.4, shall be identified in accordance with the requirements of Clause 7.2.4.4 and distinguished from main switches controlling other lifts." }, { "self_ref": "#/texts/9160", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 385, "bbox": { "l": 85.07999999999998, "t": 635.9603, "r": 331.05839999999984, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "7.2.9.3 Wiring systems for emergency lifts", "text": "7.2.9.3 Wiring systems for emergency lifts", "level": 1 }, { "self_ref": "#/texts/9161", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 385, "bbox": { "l": 85.07999999999998, "t": 615.9203, "r": 384.8376000000006, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "7.2.9.3.1 Types of wiring system for emergency lifts", "text": "7.2.9.3.1 Types of wiring system for emergency lifts", "level": 1 }, { "self_ref": "#/texts/9162", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 385, "bbox": { "l": 85.07999999999998, "t": 595.9403, "r": 513.638400000001, "b": 554.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 208 ] } ], "orig": "Wiring systems supplying emergency lifts shall comply with AS/NZS 3013 with a WS classification as specified by the Standard relevant to the installation of such equipment (see Figure 7.1).", "text": "Wiring systems supplying emergency lifts shall comply with AS/NZS 3013 with a WS classification as specified by the Standard relevant to the installation of such equipment (see Figure 7.1)." }, { "self_ref": "#/texts/9163", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 385, "bbox": { "l": 96.42, "t": 550.8572, "r": 513.2833860000002, "b": 525.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "NOTE: See Appendix H for further information regarding the application of the WS classification system.", "text": "NOTE: See Appendix H for further information regarding the application of the WS classification system." }, { "self_ref": "#/texts/9164", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 385, "bbox": { "l": 85.08, "t": 518.9603, "r": 513.5712000000001, "b": 477.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "Where the Australian, New Zealand or Australian/New Zealand Standard does not specify a WS classification, the wiring system shall be of a type that is-", "text": "Where the Australian, New Zealand or Australian/New Zealand Standard does not specify a WS classification, the wiring system shall be of a type that is-" }, { "self_ref": "#/texts/9165", "parent": { "$ref": "#/groups/907" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 385, "bbox": { "l": 85.08000000000004, "t": 470.96029999999996, "r": 513.5976, "b": 443.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "(a) capable of maintaining supply to the equipment when exposed to either fire or mechanical damage; or", "text": "(a) capable of maintaining supply to the equipment when exposed to either fire or mechanical damage; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9166", "parent": { "$ref": "#/groups/907" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 385, "bbox": { "l": 85.07999999999998, "t": 436.9402999999999, "r": 513.5712000000012, "b": 409.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "(b) capable of maintaining supply to the equipment when exposed to fire and that is protected against mechanical damage by-", "text": "(b) capable of maintaining supply to the equipment when exposed to fire and that is protected against mechanical damage by-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9167", "parent": { "$ref": "#/groups/907" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 385, "bbox": { "l": 113.39999999999998, "t": 402.9202999999999, "r": 364.47720000000027, "b": 389.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "(i) installation in an effective enclosure; or", "text": "(i) installation in an effective enclosure; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9168", "parent": { "$ref": "#/groups/907" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 385, "bbox": { "l": 113.39999999999998, "t": 382.94029999999987, "r": 513.6192000000001, "b": 355.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(ii) installation in a location where the system will not be exposed to mechanical damage.", "text": "(ii) installation in a location where the system will not be exposed to mechanical damage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9169", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 385, "bbox": { "l": 85.07999999999998, "t": 348.9202999999998, "r": 513.57, "b": 321.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "Exceptions: The fire and mechanical protection requirements specified in Items (a) and (b) above need not apply to the following:", "text": "Exceptions: The fire and mechanical protection requirements specified in Items (a) and (b) above need not apply to the following:" }, { "self_ref": "#/texts/9170", "parent": { "$ref": "#/groups/908" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 385, "bbox": { "l": 85.07999999999998, "t": 314.96029999999973, "r": 513.5832000000006, "b": 287.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "1 Wiring systems in an enclosure or location that provides protection against fire and mechanical damage.", "text": "1 Wiring systems in an enclosure or location that provides protection against fire and mechanical damage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9171", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 385, "bbox": { "l": 113.45999999999998, "t": 280.94029999999975, "r": 513.6204000000007, "b": 239.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 208 ] } ], "orig": "Example: Wiring systems installed in underground locations, buried in concrete or masonry walls or floors, or installed in an appropriate firerated enclosure and provided with effective mechanical protection.", "text": "Example: Wiring systems installed in underground locations, buried in concrete or masonry walls or floors, or installed in an appropriate firerated enclosure and provided with effective mechanical protection." }, { "self_ref": "#/texts/9172", "parent": { "$ref": "#/groups/909" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 385, "bbox": { "l": 85.07999999999998, "t": 232.94029999999975, "r": 513.5712000000005, "b": 191.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 161 ] } ], "orig": "2 Circuits supplying lifts beyond the terminals of a circuit-breaker provided in the lift machine room for the control and protection of the lift installation.", "text": "2 Circuits supplying lifts beyond the terminals of a circuit-breaker provided in the lift machine room for the control and protection of the lift installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9173", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 385, "bbox": { "l": 85.07999999999993, "t": 184.94029999999975, "r": 271.1952000000001, "b": 171.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "7.2.9.3.2 Segregation of cables", "text": "7.2.9.3.2 Segregation of cables", "level": 1 }, { "self_ref": "#/texts/9174", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 385, "bbox": { "l": 85.07999999999993, "t": 164.96029999999973, "r": 513.6072, "b": 137.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 128 ] } ], "orig": "Conductors supplying lifts shall not be enclosed with different safety services or with conductors of any other system.", "text": "Conductors supplying lifts shall not be enclosed with different safety services or with conductors of any other system." }, { "self_ref": "#/texts/9175", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 385, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9176", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 386, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9177", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 386, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "382", "text": "382" }, { "self_ref": "#/texts/9178", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 386, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/9179", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 386, "bbox": { "l": 85.08, "t": 745.9403, "r": 389.7552000000004, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "For the purposes of this Clause, the following applies:", "text": "For the purposes of this Clause, the following applies:" }, { "self_ref": "#/texts/9180", "parent": { "$ref": "#/groups/910" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 386, "bbox": { "l": 85.07999999999998, "t": 725.9603, "r": 513.6287999999998, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 203 ] } ], "orig": "(a) If a duct or trunking is divided into separate channels by means of fixed and continuous barriers that provide effective segregation, each channel may be regarded as a separate enclosure.", "text": "(a) If a duct or trunking is divided into separate channels by means of fixed and continuous barriers that provide effective segregation, each channel may be regarded as a separate enclosure.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9181", "parent": { "$ref": "#/groups/910" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 386, "bbox": { "l": 42.54, "t": 678.5453, "r": 513.5568000000005, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "(b) Wiring systems complying with Clause 7.2.2 may be considered to provide effective segregation. A1", "text": "(b) Wiring systems complying with Clause 7.2.2 may be considered to provide effective segregation. A1", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9182", "parent": { "$ref": "#/groups/910" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 386, "bbox": { "l": 85.07999999999998, "t": 643.9403, "r": 513.5784000000014, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 200 ] } ], "orig": "(c) Conductors of different safety services shall not be incorporated with each other within a multi-core cable or be incorporated with conductors of any other wiring system within a multi-core cable.", "text": "(c) Conductors of different safety services shall not be incorporated with each other within a multi-core cable or be incorporated with conductors of any other wiring system within a multi-core cable.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9183", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 386, "bbox": { "l": 85.07999999999998, "t": 595.9403, "r": 252.8724, "b": 582.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "7.2.9.4 Interposing switches", "text": "7.2.9.4 Interposing switches", "level": 1 }, { "self_ref": "#/texts/9184", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 386, "bbox": { "l": 85.07999999999998, "t": 575.9603, "r": 513.5628000000002, "b": 548.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "No switch shall be interposed between a main switch for lifts and downstream lift switchboards.", "text": "No switch shall be interposed between a main switch for lifts and downstream lift switchboards." }, { "self_ref": "#/texts/9185", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 386, "bbox": { "l": 85.07999999999998, "t": 541.9403, "r": 430.91040000000095, "b": 528.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "Exceptions: This requirement need not apply to the following:", "text": "Exceptions: This requirement need not apply to the following:" }, { "self_ref": "#/texts/9186", "parent": { "$ref": "#/groups/911" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 386, "bbox": { "l": 85.07999999999998, "t": 521.9603, "r": 513.6167999999998, "b": 494.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "1 Where an alternative supply system is provided in accordance with Clause 7.2.2.3.1.", "text": "1 Where an alternative supply system is provided in accordance with Clause 7.2.2.3.1.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9187", "parent": { "$ref": "#/groups/911" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 386, "bbox": { "l": 85.07999999999998, "t": 487.9402999999999, "r": 513.6407999999996, "b": 446.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 189 ] } ], "orig": "2 To switches located remote from the building for which the safety services are provided, e.g. upstream switches supplying an outbuilding or fire separated portion of a building.", "text": "2 To switches located remote from the building for which the safety services are provided, e.g. upstream switches supplying an outbuilding or fire separated portion of a building.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9188", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 386, "bbox": { "l": 85.07999999999998, "t": 439.94029999999987, "r": 200.5752000000001, "b": 426.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "7.2.9.5 Switchgear", "text": "7.2.9.5 Switchgear", "level": 1 }, { "self_ref": "#/texts/9189", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 386, "bbox": { "l": 85.07999999999998, "t": 419.96029999999985, "r": 513.6264000000011, "b": 350.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 357 ] } ], "orig": "Where emergency equipment is required by national building codes, all switchboards that sustain supply to such equipment shall be constructed so that the emergency equipment switchgear is separated from other switchgear by metal partitions designed to minimize the spread of a fault from the other switchgear to the emergency switchgear.", "text": "Where emergency equipment is required by national building codes, all switchboards that sustain supply to such equipment shall be constructed so that the emergency equipment switchgear is separated from other switchgear by metal partitions designed to minimize the spread of a fault from the other switchgear to the emergency switchgear." }, { "self_ref": "#/texts/9190", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 386, "bbox": { "l": 85.0800000000001, "t": 343.94029999999975, "r": 331.7400000000003, "b": 330.54829999999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "7.2.10 Emergency motor-room-less lifts", "text": "7.2.10 Emergency motor-room-less lifts", "level": 1 }, { "self_ref": "#/texts/9191", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 386, "bbox": { "l": 85.0800000000001, "t": 323.96029999999973, "r": 191.82840000000007, "b": 310.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "7.2.10.1 General", "text": "7.2.10.1 General", "level": 1 }, { "self_ref": "#/texts/9192", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 386, "bbox": { "l": 85.0800000000001, "t": 303.92029999999977, "r": 513.5903999999997, "b": 276.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 141 ] } ], "orig": "Lifts classified as motor-room-less lifts (MRLs) are lifts that due to their design have no need for a traditional lift motor room.", "text": "Lifts classified as motor-room-less lifts (MRLs) are lifts that due to their design have no need for a traditional lift motor room." }, { "self_ref": "#/texts/9193", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 386, "bbox": { "l": 85.0800000000001, "t": 269.96029999999973, "r": 513.6552000000012, "b": 242.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "An MRL switchboard shall comply with the requirements of Clause 2.10.", "text": "An MRL switchboard shall comply with the requirements of Clause 2.10." }, { "self_ref": "#/texts/9194", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 386, "bbox": { "l": 85.0800000000001, "t": 235.94029999999975, "r": 184.0416000000002, "b": 222.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "MRLs that are-", "text": "MRLs that are-" }, { "self_ref": "#/texts/9195", "parent": { "$ref": "#/groups/912" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 386, "bbox": { "l": 85.0800000000001, "t": 215.96029999999973, "r": 513.6120000000006, "b": 188.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "(a) fitted for the evacuation of persons in an emergency from a building; or", "text": "(a) fitted for the evacuation of persons in an emergency from a building; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9196", "parent": { "$ref": "#/groups/912" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 386, "bbox": { "l": 85.0800000000001, "t": 181.94029999999975, "r": 513.6264000000003, "b": 154.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "(b) installed to facilitate the activities of the fire brigade and other emergency services personnel; or", "text": "(b) installed to facilitate the activities of the fire brigade and other emergency services personnel; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9197", "parent": { "$ref": "#/groups/912" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 386, "bbox": { "l": 85.0800000000001, "t": 147.92029999999977, "r": 364.4784000000004, "b": 134.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "(c) designated emergency lifts in the design,", "text": "(c) designated emergency lifts in the design,", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9198", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 386, "bbox": { "l": 85.0800000000001, "t": 127.94029999999975, "r": 513.6408000000001, "b": 100.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "shall comply with the additional installation requirements of this Clause.", "text": "shall comply with the additional installation requirements of this Clause." }, { "self_ref": "#/texts/9199", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 386, "bbox": { "l": 66.6, "t": 345.85220000000004, "r": 76.24480199999999, "b": 330.25052000000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/9200", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 386, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9201", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 387, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9202", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 387, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "383", "text": "383" }, { "self_ref": "#/texts/9203", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 387, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/9204", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 387, "bbox": { "l": 42.54, "t": 576.6653, "r": 56.62050000000001, "b": 566.6213, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/9205", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 387, "bbox": { "l": 96.42, "t": 751.8572, "r": 432.838415999999, "b": 739.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "NOTE: Regulatory authorities may have additional requirements.", "text": "NOTE: Regulatory authorities may have additional requirements." }, { "self_ref": "#/texts/9206", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 387, "bbox": { "l": 85.08, "t": 732.9203, "r": 220.79280000000006, "b": 719.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "7.2.10.2 Switchboards", "text": "7.2.10.2 Switchboards", "level": 1 }, { "self_ref": "#/texts/9207", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 387, "bbox": { "l": 85.08000000000001, "t": 712.9403, "r": 404.11440000000096, "b": 699.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "An MRL switchboard shall not be located in the lift shaft.", "text": "An MRL switchboard shall not be located in the lift shaft." }, { "self_ref": "#/texts/9208", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 387, "bbox": { "l": 85.07999999999998, "t": 692.9603, "r": 513.5772000000004, "b": 651.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 193 ] } ], "orig": "A switchboard located remote from the main switchboard and dedicated to supplying individual MRL switchboards shall be readily accessible and enclosed in a fire rated room or enclosure.", "text": "A switchboard located remote from the main switchboard and dedicated to supplying individual MRL switchboards shall be readily accessible and enclosed in a fire rated room or enclosure." }, { "self_ref": "#/texts/9209", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 387, "bbox": { "l": 85.07999999999998, "t": 644.9603, "r": 207.53520000000015, "b": 631.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "7.2.10.3 Switchgear", "text": "7.2.10.3 Switchgear", "level": 1 }, { "self_ref": "#/texts/9210", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 387, "bbox": { "l": 85.07999999999998, "t": 624.9203, "r": 513.6120000000001, "b": 597.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 111 ] } ], "orig": "An MRL switchboard shall be located in a readily accessible position in accordance with Clause 2.10.", "text": "An MRL switchboard shall be located in a readily accessible position in accordance with Clause 2.10." }, { "self_ref": "#/texts/9211", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 387, "bbox": { "l": 85.07999999999998, "t": 590.9603, "r": 513.6791999999997, "b": 563.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 146 ] } ], "orig": "An MRL switchboard that penetrates through into the lift shaft shall maintain the fire rating in accordance with Clause 3.9.9.3(a)(iii).", "text": "An MRL switchboard that penetrates through into the lift shaft shall maintain the fire rating in accordance with Clause 3.9.9.3(a)(iii)." }, { "self_ref": "#/texts/9212", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 387, "bbox": { "l": 85.07999999999998, "t": 556.9403, "r": 230.62439999999987, "b": 543.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "7.2.10.4 Wiring systems", "text": "7.2.10.4 Wiring systems", "level": 1 }, { "self_ref": "#/texts/9213", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 387, "bbox": { "l": 85.07999999999998, "t": 536.9603, "r": 362.30160000000024, "b": 523.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "7.2.10.4.1 Types of wiring systems for MRL lifts", "text": "7.2.10.4.1 Types of wiring systems for MRL lifts", "level": 1 }, { "self_ref": "#/texts/9214", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 387, "bbox": { "l": 85.07999999999993, "t": 516.9202999999999, "r": 513.643200000001, "b": 475.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 188 ] } ], "orig": "Wiring systems supplying MRLs shall comply with AS/NZS 3013 with a WS classification as specified by the Standard relevant to the installation of such equipment (see Figure 7.1).", "text": "Wiring systems supplying MRLs shall comply with AS/NZS 3013 with a WS classification as specified by the Standard relevant to the installation of such equipment (see Figure 7.1)." }, { "self_ref": "#/texts/9215", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 387, "bbox": { "l": 96.42, "t": 471.8372, "r": 513.2833860000002, "b": 446.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "NOTE: See Appendix H for further information regarding the application of the WS classification system.", "text": "NOTE: See Appendix H for further information regarding the application of the WS classification system." }, { "self_ref": "#/texts/9216", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 387, "bbox": { "l": 85.08, "t": 439.94030000000004, "r": 513.5712000000001, "b": 398.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "Where the Australian, New Zealand or Australian/New Zealand Standard does not specify a WS classification, the wiring system shall be of a type that is-", "text": "Where the Australian, New Zealand or Australian/New Zealand Standard does not specify a WS classification, the wiring system shall be of a type that is-" }, { "self_ref": "#/texts/9217", "parent": { "$ref": "#/groups/913" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 387, "bbox": { "l": 85.08000000000004, "t": 391.9403, "r": 513.5976, "b": 364.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "(a) capable of maintaining supply to the equipment when exposed to either fire or mechanical damage; or", "text": "(a) capable of maintaining supply to the equipment when exposed to either fire or mechanical damage; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9218", "parent": { "$ref": "#/groups/913" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 387, "bbox": { "l": 85.07999999999998, "t": 357.92029999999994, "r": 513.5676000000013, "b": 330.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "(b) capable of maintaining supply to the equipment when exposed to fire and that is protected against mechanical damage by-", "text": "(b) capable of maintaining supply to the equipment when exposed to fire and that is protected against mechanical damage by-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9219", "parent": { "$ref": "#/groups/913" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 387, "bbox": { "l": 113.39999999999998, "t": 323.96029999999996, "r": 364.47720000000027, "b": 310.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "(i) installation in an effective enclosure; or", "text": "(i) installation in an effective enclosure; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9220", "parent": { "$ref": "#/groups/913" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 387, "bbox": { "l": 113.39999999999998, "t": 303.9202999999999, "r": 513.6192000000001, "b": 276.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(ii) installation in a location where the system will not be exposed to mechanical damage.", "text": "(ii) installation in a location where the system will not be exposed to mechanical damage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9221", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 387, "bbox": { "l": 85.07999999999998, "t": 269.96029999999985, "r": 513.704400000001, "b": 186.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 455 ] } ], "orig": "Exception: The fire and mechanical protection requirements specified in Items (a) and (b) above need not apply to wiring systems in an enclosure or location that provides protection against fire and mechanical damage. For example, wiring systems installed in underground locations, buried in concrete or masonry walls or floors, or installed in an appropriate fire-rated enclosure and provided with effective mechanical protection.", "text": "Exception: The fire and mechanical protection requirements specified in Items (a) and (b) above need not apply to wiring systems in an enclosure or location that provides protection against fire and mechanical damage. For example, wiring systems installed in underground locations, buried in concrete or masonry walls or floors, or installed in an appropriate fire-rated enclosure and provided with effective mechanical protection." }, { "self_ref": "#/texts/9222", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 387, "bbox": { "l": 85.07999999999998, "t": 179.96029999999996, "r": 278.2152000000002, "b": 166.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "7.2.10.4.2 Segregation of cables", "text": "7.2.10.4.2 Segregation of cables", "level": 1 }, { "self_ref": "#/texts/9223", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 387, "bbox": { "l": 85.07999999999998, "t": 159.92029999999988, "r": 513.5507999999999, "b": 132.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "Conductors supplying MRL lifts shall not be enclosed with different safety services or with conductors of any other system.", "text": "Conductors supplying MRL lifts shall not be enclosed with different safety services or with conductors of any other system." }, { "self_ref": "#/texts/9224", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 387, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9225", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 388, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/9226", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 388, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9227", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 388, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "384", "text": "384" }, { "self_ref": "#/texts/9228", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 388, "bbox": { "l": 42.54, "t": 678.0053, "r": 56.62050000000001, "b": 667.9613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/9229", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 388, "bbox": { "l": 85.08, "t": 745.9403, "r": 389.7552000000004, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "For the purposes of this Clause, the following applies:", "text": "For the purposes of this Clause, the following applies:" }, { "self_ref": "#/texts/9230", "parent": { "$ref": "#/groups/914" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 388, "bbox": { "l": 85.07999999999998, "t": 725.9603, "r": 513.6287999999998, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 203 ] } ], "orig": "(a) If a duct or trunking is divided into separate channels by means of fixed and continuous barriers that provide effective segregation, each channel may be regarded as a separate enclosure.", "text": "(a) If a duct or trunking is divided into separate channels by means of fixed and continuous barriers that provide effective segregation, each channel may be regarded as a separate enclosure.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9231", "parent": { "$ref": "#/groups/914" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 388, "bbox": { "l": 85.07999999999998, "t": 677.9603, "r": 513.5568000000005, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "(b) Wiring systems complying with Clause 7.2.2 may be considered to provide effective segregation.", "text": "(b) Wiring systems complying with Clause 7.2.2 may be considered to provide effective segregation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9232", "parent": { "$ref": "#/groups/914" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 388, "bbox": { "l": 85.07999999999998, "t": 643.9403, "r": 513.5784000000014, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 200 ] } ], "orig": "(c) Conductors of different safety services shall not be incorporated with each other within a multi-core cable or be incorporated with conductors of any other wiring system within a multi-core cable.", "text": "(c) Conductors of different safety services shall not be incorporated with each other within a multi-core cable or be incorporated with conductors of any other wiring system within a multi-core cable.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9233", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 388, "bbox": { "l": 85.07999999999998, "t": 587.9603, "r": 348.67440000000016, "b": 574.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "7.3 ELECTRICITY GENERATION SYSTEMS", "text": "7.3 ELECTRICITY GENERATION SYSTEMS", "level": 1 }, { "self_ref": "#/texts/9234", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 388, "bbox": { "l": 85.07999999999998, "t": 567.9203, "r": 174.24600000000004, "b": 554.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "7.3.1 General", "text": "7.3.1 General", "level": 1 }, { "self_ref": "#/texts/9235", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 388, "bbox": { "l": 85.07999999999998, "t": 547.9403, "r": 513.6948000000011, "b": 478.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 341 ] } ], "orig": "The particular requirements of this Clause (Clause 7.3) supplement or amend the requirements of Sections 2 to 7 of this Standard for electricity generation systems connected to electrical installations that are intended to supply, either continuously or occasionally, all or part of the installation, including co-generation.", "text": "The particular requirements of this Clause (Clause 7.3) supplement or amend the requirements of Sections 2 to 7 of this Standard for electricity generation systems connected to electrical installations that are intended to supply, either continuously or occasionally, all or part of the installation, including co-generation." }, { "self_ref": "#/texts/9236", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 388, "bbox": { "l": 85.07999999999998, "t": 471.9202999999999, "r": 429.9383999999999, "b": 458.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "An electricity generation system may consist of the following:", "text": "An electricity generation system may consist of the following:" }, { "self_ref": "#/texts/9237", "parent": { "$ref": "#/groups/915" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 388, "bbox": { "l": 85.07999999999998, "t": 451.94029999999987, "r": 513.7031999999996, "b": 424.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "(a) Alternative and supplementary supply A generator set, typically combustion engine-driven, that-", "text": "(a) Alternative and supplementary supply A generator set, typically combustion engine-driven, that-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9238", "parent": { "$ref": "#/groups/915" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 388, "bbox": { "l": 113.39999999999998, "t": 417.9202999999998, "r": 513.6336000000005, "b": 390.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "(i) provides an alternative or stand-by a.c. electricity supply in the event of failure of the normal power supply to the installation; or", "text": "(i) provides an alternative or stand-by a.c. electricity supply in the event of failure of the normal power supply to the installation; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9239", "parent": { "$ref": "#/groups/915" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 388, "bbox": { "l": 113.39999999999992, "t": 383.9602999999998, "r": 513.6132000000002, "b": 356.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "(ii) is used as the primary power supply to an electrical installation; or", "text": "(ii) is used as the primary power supply to an electrical installation; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9240", "parent": { "$ref": "#/groups/915" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 388, "bbox": { "l": 113.39999999999995, "t": 349.94029999999975, "r": 406.9787999999998, "b": 336.54829999999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "(iii) is used as part of a stand-alone power system.", "text": "(iii) is used as part of a stand-alone power system.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9241", "parent": { "$ref": "#/groups/915" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 388, "bbox": { "l": 66.6, "t": 330.1922, "r": 513.7140000000009, "b": 288.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 208 ] } ], "orig": "(b) Stand-alone power system A system that is not connected to the power distribution system of a network provider. Stand-alone systems may be supplied with power from one or more of the following: *", "text": "(b) Stand-alone power system A system that is not connected to the power distribution system of a network provider. Stand-alone systems may be supplied with power from one or more of the following: *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9242", "parent": { "$ref": "#/groups/915" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 388, "bbox": { "l": 113.39999999999995, "t": 281.96029999999973, "r": 250.21799999999985, "b": 268.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "(i) Photovoltaic array.", "text": "(i) Photovoltaic array.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9243", "parent": { "$ref": "#/groups/915" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 388, "bbox": { "l": 113.39999999999995, "t": 261.92029999999966, "r": 339.6959999999998, "b": 248.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "(ii) Wind turbine or mini-hydro turbine.", "text": "(ii) Wind turbine or mini-hydro turbine.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9244", "parent": { "$ref": "#/groups/915" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 388, "bbox": { "l": 113.39999999999995, "t": 241.94029999999975, "r": 513.6408000000007, "b": 214.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "(iii) Engine driven generator set in the form of an a.c. supply or a d.c. supply.", "text": "(iii) Engine driven generator set in the form of an a.c. supply or a d.c. supply.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9245", "parent": { "$ref": "#/groups/915" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 388, "bbox": { "l": 85.08000000000001, "t": 207.92029999999977, "r": 513.6072000000001, "b": 166.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 201 ] } ], "orig": "(c) Inverter system An inverter system that provides an a.c. power supply from an interactive inverter using a renewable energy source, such as photovoltaic, wind turbine or mini-hydro turbine.", "text": "(c) Inverter system An inverter system that provides an a.c. power supply from an interactive inverter using a renewable energy source, such as photovoltaic, wind turbine or mini-hydro turbine.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9246", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 388, "bbox": { "l": 113.46000000000004, "t": 159.92029999999977, "r": 513.613200000001, "b": 104.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 237 ] } ], "orig": "In the event of the renewable energy output available exceeding the electrical installation load, subject to formal approval of the electricity distributor, any surplus energy available is exported into the distribution system.", "text": "In the event of the renewable energy output available exceeding the electrical installation load, subject to formal approval of the electricity distributor, any surplus energy available is exported into the distribution system." }, { "self_ref": "#/texts/9247", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 388, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9248", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 389, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9249", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 389, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "385", "text": "385" }, { "self_ref": "#/texts/9250", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 389, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/9251", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 389, "bbox": { "l": 113.46, "t": 751.9403, "r": 513.6360000000009, "b": 710.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 166 ] } ], "orig": "If the output available from the renewable energy sources is insufficient for the installation loading, the shortfall in energy required is imported from the network.", "text": "If the output available from the renewable energy sources is insufficient for the installation loading, the shortfall in energy required is imported from the network." }, { "self_ref": "#/texts/9252", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 389, "bbox": { "l": 113.46000000000004, "t": 703.9403, "r": 513.6156, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 140 ] } ], "orig": "The interactive inverter of the system also provides control of the exporting and importing of energy from the system and network.", "text": "The interactive inverter of the system also provides control of the exporting and importing of energy from the system and network." }, { "self_ref": "#/texts/9253", "parent": { "$ref": "#/groups/916" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 389, "bbox": { "l": 85.08000000000004, "t": 669.9203, "r": 513.6984000000006, "b": 614.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 266 ] } ], "orig": "(d) Battery system A battery system that provides supply from an alternative energy source, such as a generator set, photovoltaic array, wind turbine or mini-hydro turbine, to charge a battery bank and provide a d.c. supply to an electrical installation.", "text": "(d) Battery system A battery system that provides supply from an alternative energy source, such as a generator set, photovoltaic array, wind turbine or mini-hydro turbine, to charge a battery bank and provide a d.c. supply to an electrical installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9254", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 389, "bbox": { "l": 85.0800000000001, "t": 607.9403, "r": 342.4164000000004, "b": 594.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "7.3.2 Selection and installation of system", "text": "7.3.2 Selection and installation of system", "level": 1 }, { "self_ref": "#/texts/9255", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 389, "bbox": { "l": 85.08000000000007, "t": 587.9603, "r": 513.6179999999999, "b": 546.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "The selection, installation and control of electrical equipment that is intended to form an electricity system shall comply with the following Standards:", "text": "The selection, installation and control of electrical equipment that is intended to form an electricity system shall comply with the following Standards:" }, { "self_ref": "#/texts/9256", "parent": { "$ref": "#/groups/917" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 389, "bbox": { "l": 85.0800000000001, "t": 539.9603, "r": 513.6720000000001, "b": 526.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "(a) Engine-driven generating sets ........................................ AS/NZS 3010.", "text": "(a) Engine-driven generating sets ........................................ AS/NZS 3010.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9257", "parent": { "$ref": "#/groups/917" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 389, "bbox": { "l": 85.0800000000001, "t": 519.9202999999999, "r": 513.6600000000002, "b": 506.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "(b) Stand-alone power systems .............................. AS/NZS 4509 (series).", "text": "(b) Stand-alone power systems .............................. AS/NZS 4509 (series).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9258", "parent": { "$ref": "#/groups/917" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 389, "bbox": { "l": 42.54, "t": 499.9402999999999, "r": 513.6888000000009, "b": 486.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "(c) Battery systems ............................ AS 3011 (series) and AS/NZS 5139. A1", "text": "(c) Battery systems ............................ AS 3011 (series) and AS/NZS 5139. A1", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9259", "parent": { "$ref": "#/groups/917" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 389, "bbox": { "l": 85.08000000000013, "t": 479.9602999999999, "r": 513.6744, "b": 466.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "(d) Photovoltaic array systems ............................................ AS/NZS 5033.", "text": "(d) Photovoltaic array systems ............................................ AS/NZS 5033.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9260", "parent": { "$ref": "#/groups/917" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 389, "bbox": { "l": 85.0800000000001, "t": 459.9202999999999, "r": 513.6516000000003, "b": 446.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(e) Inverter systems ............................................... AS/NZS 4777 (series).", "text": "(e) Inverter systems ............................................... AS/NZS 4777 (series).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9261", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 389, "bbox": { "l": 85.08000000000004, "t": 439.94029999999987, "r": 172.30800000000013, "b": 426.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "7.3.3 Control", "text": "7.3.3 Control", "level": 1 }, { "self_ref": "#/texts/9262", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 389, "bbox": { "l": 85.08000000000004, "t": 419.96029999999985, "r": 513.7152000000006, "b": 378.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 204 ] } ], "orig": "An electricity generation system shall be controlled by a main switch or switches at the installation switchboard to which the connection of the electricity generation system is made.", "text": "An electricity generation system shall be controlled by a main switch or switches at the installation switchboard to which the connection of the electricity generation system is made." }, { "self_ref": "#/texts/9263", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 389, "bbox": { "l": 85.08000000000004, "t": 371.9602999999998, "r": 513.6419999999997, "b": 316.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 286 ] } ], "orig": "The electricity generation system shall be controlled by switches or devices suitable for starting and stopping the electricity generation system. Where there is more than one switch or device for this purpose, they shall be grouped together and clearly identified.", "text": "The electricity generation system shall be controlled by switches or devices suitable for starting and stopping the electricity generation system. Where there is more than one switch or device for this purpose, they shall be grouped together and clearly identified." }, { "self_ref": "#/texts/9264", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 389, "bbox": { "l": 85.08000000000004, "t": 309.92029999999977, "r": 513.6072000000008, "b": 268.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 169 ] } ], "orig": "An electricity generation system shall be so arranged that it cannot supply energy upstream of the point of connection to the installation either directly or indirectly.", "text": "An electricity generation system shall be so arranged that it cannot supply energy upstream of the point of connection to the installation either directly or indirectly." }, { "self_ref": "#/texts/9265", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 389, "bbox": { "l": 85.08000000000001, "t": 261.92029999999966, "r": 513.6084000000006, "b": 220.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 189 ] } ], "orig": "Exception: An electricity distributor may enter into a formal agreement to permit co-generation (feedback or exporting into the upstream network) under specific conditions.", "text": "Exception: An electricity distributor may enter into a formal agreement to permit co-generation (feedback or exporting into the upstream network) under specific conditions." }, { "self_ref": "#/texts/9266", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 389, "bbox": { "l": 85.08000000000004, "t": 213.92029999999977, "r": 513.6335999999995, "b": 186.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 140 ] } ], "orig": "Examples include grid-connected inverter-based systems or engine-driven generating systems intended to operate in parallel with the network.", "text": "Examples include grid-connected inverter-based systems or engine-driven generating systems intended to operate in parallel with the network." }, { "self_ref": "#/texts/9267", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 389, "bbox": { "l": 96.42, "t": 182.87720000000002, "r": 513.321815999999, "b": 144.583352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 228 ] } ], "orig": "NOTE: Conditions for the connection of grid-connected systems, co-generation and other systems that are intended to operate in parallel with the electricity distributor's system are beyond the scope of this Standard.", "text": "NOTE: Conditions for the connection of grid-connected systems, co-generation and other systems that are intended to operate in parallel with the electricity distributor's system are beyond the scope of this Standard." }, { "self_ref": "#/texts/9268", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 389, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9269", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 390, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/9270", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 390, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9271", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 390, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "386", "text": "386" }, { "self_ref": "#/texts/9272", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 390, "bbox": { "l": 85.08, "t": 745.9403, "r": 340.03440000000046, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "7.3.3.1 Basic protection and fault protection", "text": "7.3.3.1 Basic protection and fault protection", "level": 1 }, { "self_ref": "#/texts/9273", "parent": { "$ref": "#/groups/918" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 390, "bbox": { "l": 66.6, "t": 727.3322, "r": 513.660000000001, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 239 ] } ], "orig": "Provision shall be made to ensure that all necessary connections for basic and fault protection in the installation, such as the MEN connection, remain intact when supply is available from the output of the electricity generation system. *", "text": "Provision shall be made to ensure that all necessary connections for basic and fault protection in the installation, such as the MEN connection, remain intact when supply is available from the output of the electricity generation system. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9274", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 390, "bbox": { "l": 85.08000000000004, "t": 663.9203, "r": 179.52000000000012, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "7.3.4 Isolation", "text": "7.3.4 Isolation", "level": 1 }, { "self_ref": "#/texts/9275", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 390, "bbox": { "l": 85.08000000000004, "t": 643.9403, "r": 182.9376000000001, "b": 630.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "7.3.4.1 General", "text": "7.3.4.1 General", "level": 1 }, { "self_ref": "#/texts/9276", "parent": { "$ref": "#/groups/919" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 390, "bbox": { "l": 66.6, "t": 624.7922, "r": 513.7632000000011, "b": 596.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 127 ] } ], "orig": "An inverter or regenerative supply source shall not be connected downstream of the generating set changeover device. *", "text": "An inverter or regenerative supply source shall not be connected downstream of the generating set changeover device. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9277", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 390, "bbox": { "l": 85.08000000000004, "t": 589.9403, "r": 513.6179999999998, "b": 562.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "Exception: This requirement need not apply where control systems prevent backfeed to the generator.", "text": "Exception: This requirement need not apply where control systems prevent backfeed to the generator." }, { "self_ref": "#/texts/9278", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 390, "bbox": { "l": 85.08000000000004, "t": 555.9203, "r": 513.6612, "b": 528.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 145 ] } ], "orig": "Each electricity generation system shall be provided with an isolating switch, in accordance with Clause 2.3.2.2. The following applies:", "text": "Each electricity generation system shall be provided with an isolating switch, in accordance with Clause 2.3.2.2. The following applies:" }, { "self_ref": "#/texts/9279", "parent": { "$ref": "#/groups/920" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 390, "bbox": { "l": 85.08000000000004, "t": 521.9603, "r": 287.1072000000001, "b": 508.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "(a) The isolating switch shall be-", "text": "(a) The isolating switch shall be-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9280", "parent": { "$ref": "#/groups/920" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 390, "bbox": { "l": 113.40000000000003, "t": 501.92029999999994, "r": 513.6180000000003, "b": 460.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 194 ] } ], "orig": "(i) installed adjacent to, or on, the electricity generation system so that a person operating the switch has a clear view of any person working on the electricity generation system; or", "text": "(i) installed adjacent to, or on, the electricity generation system so that a person operating the switch has a clear view of any person working on the electricity generation system; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9281", "parent": { "$ref": "#/groups/920" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 390, "bbox": { "l": 113.40000000000003, "t": 453.9202999999999, "r": 513.5736000000005, "b": 426.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "(ii) provided with a means of securing the device in the isolated position that requires a deliberate action to engage or disengage.", "text": "(ii) provided with a means of securing the device in the isolated position that requires a deliberate action to engage or disengage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9282", "parent": { "$ref": "#/groups/920" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 390, "bbox": { "l": 42.54, "t": 421.08529999999996, "r": 166.05000000000004, "b": 406.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "and A1", "text": "and A1", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9283", "parent": { "$ref": "#/groups/920" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 390, "bbox": { "l": 85.08000000000001, "t": 399.9202999999998, "r": 513.5820000000001, "b": 372.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "(b) The isolating switch may be combined with overcurrent protection required by Clause 7.3.5.1.", "text": "(b) The isolating switch may be combined with overcurrent protection required by Clause 7.3.5.1.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9284", "parent": { "$ref": "#/groups/920" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 390, "bbox": { "l": 42.54, "t": 365.9602999999998, "r": 137.73000000000008, "b": 352.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "and A1", "text": "and A1", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9285", "parent": { "$ref": "#/groups/920" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 390, "bbox": { "l": 85.08000000000007, "t": 345.92029999999977, "r": 513.6012000000006, "b": 318.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "(c) The isolating switch shall comply with Clause 4.13 when the electricity generation system incorporates an electric motor.", "text": "(c) The isolating switch shall comply with Clause 4.13 when the electricity generation system incorporates an electric motor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9286", "parent": { "$ref": "#/groups/920" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 390, "bbox": { "l": 42.54, "t": 318.0653, "r": 137.7300000000001, "b": 298.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "and A1", "text": "and A1", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9287", "parent": { "$ref": "#/groups/920" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 390, "bbox": { "l": 85.0800000000001, "t": 291.92029999999977, "r": 427.6259999999999, "b": 278.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "(d) The isolating switch shall be under manual control only.", "text": "(d) The isolating switch shall be under manual control only.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9288", "parent": { "$ref": "#/groups/920" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 390, "bbox": { "l": 42.54, "t": 275.82539999999995, "r": 137.73000000000008, "b": 258.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "and A1", "text": "and A1", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9289", "parent": { "$ref": "#/groups/920" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 390, "bbox": { "l": 85.08000000000007, "t": 251.96029999999973, "r": 513.5688000000014, "b": 224.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 132 ] } ], "orig": "(e) The isolating switch shall not be capable of being overridden or bypassed by programmable control systems or the like.", "text": "(e) The isolating switch shall not be capable of being overridden or bypassed by programmable control systems or the like.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9290", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 390, "bbox": { "l": 85.0800000000001, "t": 217.94029999999975, "r": 513.6840000000013, "b": 176.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 168 ] } ], "orig": "Exception: The isolation arrangements for systems, in accordance with AS/NZS 4509.1 or the AS/NZS 4777 series, are deemed to satisfy these requirements.", "text": "Exception: The isolation arrangements for systems, in accordance with AS/NZS 4509.1 or the AS/NZS 4777 series, are deemed to satisfy these requirements." }, { "self_ref": "#/texts/9291", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 390, "bbox": { "l": 85.0800000000001, "t": 169.94029999999975, "r": 435.1128000000006, "b": 156.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "7.3.4.2 Electricity generation systems incorporating batteries", "text": "7.3.4.2 Electricity generation systems incorporating batteries", "level": 1 }, { "self_ref": "#/texts/9292", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 390, "bbox": { "l": 85.0800000000001, "t": 149.96029999999973, "r": 513.6828000000012, "b": 94.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 254 ] } ], "orig": "Where batteries are incorporated in an electricity generation system, a switch capable of interrupting the supply from such batteries shall be installed adjacent to the batteries and shall be clearly identified to indicate its purpose.", "text": "Where batteries are incorporated in an electricity generation system, a switch capable of interrupting the supply from such batteries shall be installed adjacent to the batteries and shall be clearly identified to indicate its purpose." }, { "self_ref": "#/texts/9293", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 390, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9294", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 391, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9295", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 391, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "387", "text": "387" }, { "self_ref": "#/texts/9296", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 391, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/9297", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 391, "bbox": { "l": 66.6, "t": 679.3322, "r": 76.24480199999999, "b": 663.73052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/9298", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 391, "bbox": { "l": 66.6, "t": 493.3322, "r": 76.24480199999999, "b": 477.73052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/9299", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 391, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.5832000000012, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 155 ] } ], "orig": "A single switch that incorporates both a.c. and d.c. switching functions outlined in Clause 7.3.4.1 and this Clause (Clause 7.3.4.2) may be used.", "text": "A single switch that incorporates both a.c. and d.c. switching functions outlined in Clause 7.3.4.1 and this Clause (Clause 7.3.4.2) may be used." }, { "self_ref": "#/texts/9300", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 391, "bbox": { "l": 85.07999999999998, "t": 717.9203, "r": 264.81600000000003, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "7.3.5 Overcurrent protection", "text": "7.3.5 Overcurrent protection", "level": 1 }, { "self_ref": "#/texts/9301", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 391, "bbox": { "l": 85.07999999999998, "t": 697.9403, "r": 358.87440000000043, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "7.3.5.1 Electricity generation system protection", "text": "7.3.5.1 Electricity generation system protection", "level": 1 }, { "self_ref": "#/texts/9302", "parent": { "$ref": "#/groups/921" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 391, "bbox": { "l": 85.0799999999999, "t": 677.9603, "r": 513.636000000001, "b": 608.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 330 ] } ], "orig": "Electricity generation systems shall be provided with overcurrent protection, in line with the applicable Australian, New Zealand or Australian/ New Zealand Standard for the particular generating system. Where the relevant Standard does not specify overcurrent requirements, then the following requirements apply:", "text": "Electricity generation systems shall be provided with overcurrent protection, in line with the applicable Australian, New Zealand or Australian/ New Zealand Standard for the particular generating system. Where the relevant Standard does not specify overcurrent requirements, then the following requirements apply:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9303", "parent": { "$ref": "#/groups/921" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 391, "bbox": { "l": 85.0799999999999, "t": 601.9403, "r": 513.7080000000003, "b": 546.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 285 ] } ], "orig": "(a) Overcurrent protective devices shall be located as close as practicable to the output terminals of the electricity generation system so that the unprotected interconnecting conductors to an electrical installation are as short as practicable and, in no case, exceed 15 m in length.", "text": "(a) Overcurrent protective devices shall be located as close as practicable to the output terminals of the electricity generation system so that the unprotected interconnecting conductors to an electrical installation are as short as practicable and, in no case, exceed 15 m in length.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9304", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 391, "bbox": { "l": 113.45999999999992, "t": 539.9603, "r": 513.6360000000006, "b": 498.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 166 ] } ], "orig": "Exception: Overcurrent protective devices need not be provided where the unexpected interruption of the supply could cause a greater danger than overcurrent.", "text": "Exception: Overcurrent protective devices need not be provided where the unexpected interruption of the supply could cause a greater danger than overcurrent." }, { "self_ref": "#/texts/9305", "parent": { "$ref": "#/groups/922" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 391, "bbox": { "l": 85.07999999999998, "t": 491.96029999999996, "r": 513.7031999999997, "b": 450.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 212 ] } ], "orig": "(b) Any unprotected interconnecting conductors between the generating set and associated switchboard shall be completely enclosed by metal or other material that is not combustible or installed underground.", "text": "(b) Any unprotected interconnecting conductors between the generating set and associated switchboard shall be completely enclosed by metal or other material that is not combustible or installed underground.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9306", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 391, "bbox": { "l": 85.07999999999993, "t": 443.9602999999999, "r": 403.1208, "b": 430.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "Exception: Overcurrent protection may be provided by-", "text": "Exception: Overcurrent protection may be provided by-" }, { "self_ref": "#/texts/9307", "parent": { "$ref": "#/groups/923" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 391, "bbox": { "l": 85.07999999999993, "t": 423.9202999999999, "r": 513.6335999999997, "b": 396.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "1 an overcurrent protective device within the electricity generation system; or", "text": "1 an overcurrent protective device within the electricity generation system; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9308", "parent": { "$ref": "#/groups/923" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 391, "bbox": { "l": 85.07999999999996, "t": 389.96029999999985, "r": 513.5999999999999, "b": 362.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "2 the characteristics of the electricity generation system being unable to support the fault current.", "text": "2 the characteristics of the electricity generation system being unable to support the fault current.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9309", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 391, "bbox": { "l": 85.08000000000004, "t": 355.9402999999998, "r": 513.6096000000013, "b": 300.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 256 ] } ], "orig": "Where a single electricity generation system is intended to operate in parallel with another electricity generation system, circulating harmonic currents shall be limited so that the current carrying capacity of conductors is not exceeded.", "text": "Where a single electricity generation system is intended to operate in parallel with another electricity generation system, circulating harmonic currents shall be limited so that the current carrying capacity of conductors is not exceeded." }, { "self_ref": "#/texts/9310", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 391, "bbox": { "l": 96.42, "t": 296.8773, "r": 497.9322480000007, "b": 284.6236200000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "NOTE: The effects of circulating harmonic currents may be limited as follows:", "text": "NOTE: The effects of circulating harmonic currents may be limited as follows:" }, { "self_ref": "#/texts/9311", "parent": { "$ref": "#/groups/924" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 391, "bbox": { "l": 96.42, "t": 280.85748, "r": 436.3509179999995, "b": 268.6038000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "(a) The selection of generating sets with compensated windings.", "text": "(a) The selection of generating sets with compensated windings.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9312", "parent": { "$ref": "#/groups/924" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 391, "bbox": { "l": 96.42, "t": 264.83766, "r": 513.3009539999993, "b": 239.62428599999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "(b) The provision of a suitable impedance in the connection to generator star points.", "text": "(b) The provision of a suitable impedance in the connection to generator star points.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9313", "parent": { "$ref": "#/groups/924" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 391, "bbox": { "l": 96.42, "t": 235.85814600000003, "r": 513.2515440000008, "b": 210.584382, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 159 ] } ], "orig": "(c) The provision of switches that interrupt the circulatory circuit but that are interlocked so that at all times fault protection is not impaired.", "text": "(c) The provision of switches that interrupt the circulatory circuit but that are interlocked so that at all times fault protection is not impaired.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9314", "parent": { "$ref": "#/groups/924" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 391, "bbox": { "l": 96.42, "t": 206.87753399999997, "r": 307.52257800000007, "b": 194.62385400000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "(d) The provision of filtering equipment.", "text": "(d) The provision of filtering equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9315", "parent": { "$ref": "#/groups/924" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 391, "bbox": { "l": 96.42, "t": 190.857714, "r": 239.3806980000003, "b": 178.60403399999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "(e) Other effective means.", "text": "(e) Other effective means.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9316", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 391, "bbox": { "l": 85.08, "t": 171.9203, "r": 233.65320000000006, "b": 158.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "7.3.5.2 Circuit protection", "text": "7.3.5.2 Circuit protection", "level": 1 }, { "self_ref": "#/texts/9317", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 391, "bbox": { "l": 85.08000000000001, "t": 151.94029999999998, "r": 193.4976000000001, "b": 138.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "7.3.5.2.1 General", "text": "7.3.5.2.1 General", "level": 1 }, { "self_ref": "#/texts/9318", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 391, "bbox": { "l": 85.07999999999998, "t": 131.96029999999996, "r": 513.6432000000011, "b": 90.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 208 ] } ], "orig": "The prospective short-circuit current and prospective earth fault current shall be assessed for each electricity generation system or combination of systems that can operate to supply an installation.", "text": "The prospective short-circuit current and prospective earth fault current shall be assessed for each electricity generation system or combination of systems that can operate to supply an installation." }, { "self_ref": "#/texts/9319", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 391, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9320", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 392, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/9321", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 392, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9322", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 392, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "388", "text": "388" }, { "self_ref": "#/texts/9323", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 392, "bbox": { "l": 85.07999999999998, "t": 745.9403, "r": 513.5952000000003, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 186 ] } ], "orig": "The short-circuit rating of protective devices within the electrical installation shall not be exceeded for any of the intended methods of operation of the electricity generation system.", "text": "The short-circuit rating of protective devices within the electrical installation shall not be exceeded for any of the intended methods of operation of the electricity generation system." }, { "self_ref": "#/texts/9324", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 392, "bbox": { "l": 96.42, "t": 700.8572, "r": 513.3844020000005, "b": 649.603658, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 282 ] } ], "orig": "NOTE: If the electricity generation system has an electronic overcurrent protection system fitted, e.g. inverters, such devices may automatically limit the output current and may prevent the operation of an external overcurrent device within the installation under fault conditions.", "text": "NOTE: If the electricity generation system has an electronic overcurrent protection system fitted, e.g. inverters, such devices may automatically limit the output current and may prevent the operation of an external overcurrent device within the installation under fault conditions." }, { "self_ref": "#/texts/9325", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 392, "bbox": { "l": 85.07999999999998, "t": 642.9203, "r": 513.5664000000005, "b": 601.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 222 ] } ], "orig": "Every circuit outgoing from an electricity generation system shall be individually protected in accordance with Clause 2.5 and shall also include additional (earth leakage) protection where required by Clause 2.6.", "text": "Every circuit outgoing from an electricity generation system shall be individually protected in accordance with Clause 2.5 and shall also include additional (earth leakage) protection where required by Clause 2.6." }, { "self_ref": "#/texts/9326", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 392, "bbox": { "l": 85.08000000000001, "t": 594.9203, "r": 513.654, "b": 539.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 246 ] } ], "orig": "A circuit is considered to be protected against prospective short-circuit and earth fault currents when it is supplied from an electricity generation system incapable of delivering a current exceeding the current-carrying capacity of the circuit.", "text": "A circuit is considered to be protected against prospective short-circuit and earth fault currents when it is supplied from an electricity generation system incapable of delivering a current exceeding the current-carrying capacity of the circuit." }, { "self_ref": "#/texts/9327", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 392, "bbox": { "l": 96.42, "t": 535.8572, "r": 513.3613439999991, "b": 510.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "NOTE: Typical supply sources include small generating sets or inverters fitted with electronic overload protection systems.", "text": "NOTE: Typical supply sources include small generating sets or inverters fitted with electronic overload protection systems." }, { "self_ref": "#/texts/9328", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 392, "bbox": { "l": 85.07999999999998, "t": 503.9603, "r": 513.6192000000009, "b": 462.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 168 ] } ], "orig": "Exception: Overcurrent protective devices shall not be provided where the unexpected interruption of the supply could cause a greater danger than overcurrent.", "text": "Exception: Overcurrent protective devices shall not be provided where the unexpected interruption of the supply could cause a greater danger than overcurrent." }, { "self_ref": "#/texts/9329", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 392, "bbox": { "l": 85.07999999999998, "t": 455.96029999999996, "r": 181.97520000000006, "b": 442.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "7.3.5.2.2 RCDs", "text": "7.3.5.2.2 RCDs", "level": 1 }, { "self_ref": "#/texts/9330", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 392, "bbox": { "l": 85.07999999999998, "t": 435.92029999999994, "r": 513.5904000000006, "b": 408.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 152 ] } ], "orig": "The possible waveform of a fault current to earth can affect the operation of RCDs and shall be taken into account for the selection of the type of RCD.", "text": "The possible waveform of a fault current to earth can affect the operation of RCDs and shall be taken into account for the selection of the type of RCD." }, { "self_ref": "#/texts/9331", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 392, "bbox": { "l": 85.07999999999998, "t": 401.9602999999999, "r": 513.6804000000001, "b": 360.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 218 ] } ], "orig": "Where an electricity generation system includes an inverter, the RCD shall be of a type suitable for the earth fault waveform of the particular inverter, and in accordance with the inverter manufacturer's instructions.", "text": "Where an electricity generation system includes an inverter, the RCD shall be of a type suitable for the earth fault waveform of the particular inverter, and in accordance with the inverter manufacturer's instructions." }, { "self_ref": "#/texts/9332", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 392, "bbox": { "l": 96.42, "t": 356.87719999999996, "r": 458.2966439999997, "b": 344.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "NOTE: Requirements for types of RCDs are set out in Clause 2.6.2.2.", "text": "NOTE: Requirements for types of RCDs are set out in Clause 2.6.2.2." }, { "self_ref": "#/texts/9333", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 392, "bbox": { "l": 85.08, "t": 337.9404, "r": 178.6476, "b": 324.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "7.3.6 Earthing", "text": "7.3.6 Earthing", "level": 1 }, { "self_ref": "#/texts/9334", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 392, "bbox": { "l": 85.08, "t": 317.96039999999994, "r": 513.6216000000002, "b": 290.5283999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "The system of protective earthing in the electrical installation shall be a MEN system in accordance with Section 5.", "text": "The system of protective earthing in the electrical installation shall be a MEN system in accordance with Section 5.", "level": 1 }, { "self_ref": "#/texts/9335", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 392, "bbox": { "l": 85.08000000000001, "t": 283.94039999999995, "r": 513.6588000000003, "b": 242.52839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 204 ] } ], "orig": "Exception: Where the output of the electricity generation system does not exceed 25 kVA, the output may be arranged as a separated supply, in accordance with the requirements of Clause 7.4.", "text": "Exception: Where the output of the electricity generation system does not exceed 25 kVA, the output may be arranged as a separated supply, in accordance with the requirements of Clause 7.4." }, { "self_ref": "#/texts/9336", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 392, "bbox": { "l": 85.08000000000001, "t": 235.94039999999995, "r": 513.582, "b": 194.52839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 152 ] } ], "orig": "Any exposed conductive parts of the electricity generation system shall be earthed by connection to the main earthing conductor at the main switchboard.", "text": "Any exposed conductive parts of the electricity generation system shall be earthed by connection to the main earthing conductor at the main switchboard." }, { "self_ref": "#/texts/9337", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 392, "bbox": { "l": 85.08000000000001, "t": 187.94039999999995, "r": 318.0240000000004, "b": 174.5483999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "7.3.7 Connected electrical equipment", "text": "7.3.7 Connected electrical equipment", "level": 1 }, { "self_ref": "#/texts/9338", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 392, "bbox": { "l": 85.08000000000001, "t": 167.96039999999994, "r": 513.6696000000004, "b": 126.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 207 ] } ], "orig": "Any accessory, conductor, insulation or other component connected to the output side of an electricity generation system shall be suitable for the voltage, current and frequency of the output of the system.", "text": "Any accessory, conductor, insulation or other component connected to the output side of an electricity generation system shall be suitable for the voltage, current and frequency of the output of the system." }, { "self_ref": "#/texts/9339", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 392, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9340", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 393, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/9341", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 393, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9342", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 393, "bbox": { "l": 66.6, "t": 581.4122, "r": 76.243404, "b": 565.81052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/9343", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 393, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "389", "text": "389" }, { "self_ref": "#/texts/9344", "parent": { "$ref": "#/groups/925" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 393, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/9345", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 393, "bbox": { "l": 96.42, "t": 751.8572, "r": 513.3031500000005, "b": 713.623742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 225 ] } ], "orig": "NOTE: The values of current-carrying capacity and voltage drop specified in the AS/NZS 3008.1 series are based on 50 Hz a.c. conditions but may also be applied to d.c. installations to provide conservative results.", "text": "NOTE: The values of current-carrying capacity and voltage drop specified in the AS/NZS 3008.1 series are based on 50 Hz a.c. conditions but may also be applied to d.c. installations to provide conservative results." }, { "self_ref": "#/texts/9346", "parent": { "$ref": "#/groups/926" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 393, "bbox": { "l": 85.08, "t": 706.9403, "r": 341.35200000000054, "b": 693.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "7.3.8 Connection to electrical installation", "text": "7.3.8 Connection to electrical installation", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9347", "parent": { "$ref": "#/groups/926" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 393, "bbox": { "l": 85.07999999999998, "t": 686.9603, "r": 248.26919999999987, "b": 673.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "7.3.8.1 Alternative supplies", "text": "7.3.8.1 Alternative supplies", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9348", "parent": { "$ref": "#/groups/926" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 393, "bbox": { "l": 85.07999999999998, "t": 666.9203, "r": 193.49760000000006, "b": 653.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "7.3.8.1.1 General", "text": "7.3.8.1.1 General", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9349", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 393, "bbox": { "l": 85.07999999999998, "t": 646.9403, "r": 513.6480000000012, "b": 619.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "The following shall apply to the connection of an alternative (stand-by) supply to an installation:", "text": "The following shall apply to the connection of an alternative (stand-by) supply to an installation:" }, { "self_ref": "#/texts/9350", "parent": { "$ref": "#/groups/927" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 393, "bbox": { "l": 85.07999999999998, "t": 612.9203, "r": 513.7116000000007, "b": 585.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "(a) The incoming neutral to a MEN switchboard shall not be switched.", "text": "(a) The incoming neutral to a MEN switchboard shall not be switched.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9351", "parent": { "$ref": "#/groups/927" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 393, "bbox": { "l": 85.07999999999998, "t": 578.9603, "r": 513.6456000000005, "b": 509.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 264 ] } ], "orig": "(b) The neutral-earth connection (MEN connection) shall be made within the installation at the main switchboard. This may require disconnection of any neutral-earth connection within an electricity generation system, such as an engine-driven generating set.", "text": "(b) The neutral-earth connection (MEN connection) shall be made within the installation at the main switchboard. This may require disconnection of any neutral-earth connection within an electricity generation system, such as an engine-driven generating set.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9352", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 393, "bbox": { "l": 113.45999999999995, "t": 502.9403, "r": 513.7020000000003, "b": 447.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "This requirement applies to any switchboard fitted with an MEN connection and may be the main switchboard, or a switchboard in an outbuilding, regarded as a main switchboard for earthing purposes within the outbuilding.", "text": "This requirement applies to any switchboard fitted with an MEN connection and may be the main switchboard, or a switchboard in an outbuilding, regarded as a main switchboard for earthing purposes within the outbuilding." }, { "self_ref": "#/texts/9353", "parent": { "$ref": "#/groups/928" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 393, "bbox": { "l": 85.07999999999996, "t": 440.9602999999999, "r": 463.9296000000003, "b": 427.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "(c) Neutral and earth conductors shall not operate in parallel.", "text": "(c) Neutral and earth conductors shall not operate in parallel.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9354", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 393, "bbox": { "l": 85.07999999999996, "t": 420.9202999999999, "r": 147.44400000000005, "b": 407.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Exception:", "text": "Exception:", "level": 1 }, { "self_ref": "#/texts/9355", "parent": { "$ref": "#/groups/929" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 393, "bbox": { "l": 85.07999999999996, "t": 400.94029999999987, "r": 534.5735, "b": 331.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 304 ] } ], "orig": "1 In Australia only, when connected to a distribution switchboard and operating on the alternative supply, the distribution board submain neutral and protective earthing conductors may be operated in parallel through a remote MEN connection within the installation provided thatA", "text": "1 In Australia only, when connected to a distribution switchboard and operating on the alternative supply, the distribution board submain neutral and protective earthing conductors may be operated in parallel through a remote MEN connection within the installation provided thatA", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9356", "parent": { "$ref": "#/groups/929" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 393, "bbox": { "l": 113.39999999999992, "t": 326.1202999999998, "r": 424.6235999999999, "b": 311.4322999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": " conductors are not overloaded by current sharing;", "text": " conductors are not overloaded by current sharing;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9357", "parent": { "$ref": "#/groups/929" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 393, "bbox": { "l": 113.39999999999989, "t": 306.1402999999998, "r": 508.7160000000003, "b": 291.4522999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": " conductors are suitable for the maximum calculated fault current;", "text": " conductors are suitable for the maximum calculated fault current;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9358", "parent": { "$ref": "#/groups/929" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 393, "bbox": { "l": 113.39999999999986, "t": 286.1602999999998, "r": 513.6132000000009, "b": 257.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": " the nominal size of copper earthing conductors complies with the requirements of Clause 5.3.3; and", "text": " the nominal size of copper earthing conductors complies with the requirements of Clause 5.3.3; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9359", "parent": { "$ref": "#/groups/929" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 393, "bbox": { "l": 113.39999999999986, "t": 252.14029999999968, "r": 513.5856000000002, "b": 223.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 127 ] } ], "orig": " the current-carrying capacity of neutral conductors shall be not less than that of their associated active conductor.", "text": " the current-carrying capacity of neutral conductors shall be not less than that of their associated active conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9360", "parent": { "$ref": "#/groups/929" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 393, "bbox": { "l": 66.6, "t": 218.29230000000007, "r": 538.416, "b": 119.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 505 ] } ], "orig": "2 In New Zealand only, where the generating set is connected to a switchboard without a N-E link and when the electrical installation is operating from the alternative supply, a N-E connection and a connection to the mass of earth are required to be made in the distribution switchboard in accordance with AS/NZS 3010. This N-E connection and connection to the mass of earth are not required when the electrical installation is operating from a normal supply. NZ *", "text": "2 In New Zealand only, where the generating set is connected to a switchboard without a N-E link and when the electrical installation is operating from the alternative supply, a N-E connection and a connection to the mass of earth are required to be made in the distribution switchboard in accordance with AS/NZS 3010. This N-E connection and connection to the mass of earth are not required when the electrical installation is operating from a normal supply. NZ *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9361", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 393, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9362", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 394, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9363", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 394, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "390", "text": "390" }, { "self_ref": "#/texts/9364", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 394, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/9365", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 394, "bbox": { "l": 85.08, "t": 745.9403, "r": 202.78799999999998, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "7.3.8.1.2 Switching", "text": "7.3.8.1.2 Switching", "level": 1 }, { "self_ref": "#/texts/9366", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 394, "bbox": { "l": 85.08000000000001, "t": 725.9603, "r": 513.6132000000015, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 385 ] } ], "orig": "The changeover device for an alternative supply shall be selected to maintain the function of, and prevent damage to, the electrical installation being supplied. Functions to be maintained include the maintenance of the continuity of the neutral conductor (overlapping of neutrals), the operation of RCDs or the continued operation of uninterruptible power supplies.", "text": "The changeover device for an alternative supply shall be selected to maintain the function of, and prevent damage to, the electrical installation being supplied. Functions to be maintained include the maintenance of the continuity of the neutral conductor (overlapping of neutrals), the operation of RCDs or the continued operation of uninterruptible power supplies." }, { "self_ref": "#/texts/9367", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 394, "bbox": { "l": 85.08000000000001, "t": 649.9403, "r": 513.5736000000012, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 127 ] } ], "orig": "The changeover device shall open all active conductors of the normal supply when the alternative supply is connected.", "text": "The changeover device shall open all active conductors of the normal supply when the alternative supply is connected." }, { "self_ref": "#/texts/9368", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 394, "bbox": { "l": 85.08000000000001, "t": 615.9203, "r": 513.5411999999995, "b": 588.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 153 ] } ], "orig": "Where the operation of a switch automatically brings into service an alternative supply, the purpose of the switch shall be marked accordingly.", "text": "Where the operation of a switch automatically brings into service an alternative supply, the purpose of the switch shall be marked accordingly." }, { "self_ref": "#/texts/9369", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 394, "bbox": { "l": 85.07999999999998, "t": 581.9603, "r": 513.6204000000001, "b": 554.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "Switching arrangements in accordance with AS/NZS 3010 are deemed to satisfy these requirements.", "text": "Switching arrangements in accordance with AS/NZS 3010 are deemed to satisfy these requirements." }, { "self_ref": "#/texts/9370", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 394, "bbox": { "l": 96.42, "t": 550.8572, "r": 513.3437760000005, "b": 525.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "NOTE: Typical switching arrangements are shown in Figures 7.3, 7.4, 7.5 and 7.6.", "text": "NOTE: Typical switching arrangements are shown in Figures 7.3, 7.4, 7.5 and 7.6." }, { "self_ref": "#/texts/9371", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 394, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9372", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 395, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9373", "parent": { "$ref": "#/pictures/183" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 395, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "391", "text": "391" }, { "self_ref": "#/texts/9374", "parent": { "$ref": "#/pictures/183" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 395, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/9375", "parent": { "$ref": "#/pictures/183" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 395, "bbox": { "l": 151.1184356, "t": 292.89581449000036, "r": 158.6288112, "b": 138.096, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "Normal supply via main switch(es)", "text": "Normal supply via main switch(es)" }, { "self_ref": "#/texts/9376", "parent": { "$ref": "#/pictures/183" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 395, "bbox": { "l": 161.3135156, "t": 281.5480832100004, "r": 168.8238912, "b": 149.42928314999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "and/or overcurrent protection", "text": "and/or overcurrent protection" }, { "self_ref": "#/texts/9377", "parent": { "$ref": "#/pictures/183" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 395, "bbox": { "l": 376.2782356, "t": 392.24918992999983, "r": 383.78861120000005, "b": 256.57529999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "To load via protection devices", "text": "To load via protection devices" }, { "self_ref": "#/texts/9378", "parent": { 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Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9418", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 396, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/9419", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 396, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "392", "text": "392" }, { "self_ref": "#/texts/9420", "parent": { "$ref": "#/pictures/184" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 396, "bbox": { "l": 99.48, "t": 464.87719999999996, "r": 498.91812600000014, "b": 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593.8128021999999, "r": 267.46135723, "b": 584.5949621799999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "L1", "text": "L1" }, { "self_ref": "#/texts/9496", "parent": { "$ref": "#/pictures/185" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 397, "bbox": { "l": 93.03950388999998, "t": 265.1173726199995, "r": 100.32693468999999, "b": 106.48659831999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "FIXED ELECTRICAL INSTALLATION", "text": "FIXED ELECTRICAL INSTALLATION" }, { "self_ref": "#/texts/9497", "parent": { "$ref": "#/pictures/185" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 397, "bbox": { "l": 308.8446108, "t": 655.0836813999999, "r": 316.1320416, "b": 649.5848, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "E", "text": "E" }, { "self_ref": "#/texts/9498", "parent": { "$ref": "#/pictures/185" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 397, "bbox": { "l": 413.5106108, "t": 192.55707791999998, "r": 420.7980416, "b": 180.87009999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "EE", "text": "EE" }, { "self_ref": "#/texts/9499", "parent": { "$ref": "#/pictures/185" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 397, "bbox": { "l": 200.0218108, "t": 448.99754694, "r": 207.30924159999998, "b": 405.4624, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Generator", "text": "Generator" }, { "self_ref": "#/texts/9500", "parent": { "$ref": "#/pictures/185" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 397, "bbox": { "l": 209.9142508, "t": 453.2903018799997, "r": 217.20168159999997, "b": 401.15975202, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "supply main", "text": "supply main" }, { "self_ref": "#/texts/9501", "parent": { "$ref": "#/pictures/185" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 397, "bbox": { "l": 219.80751517, "t": 442.61571172, "r": 227.09494596999997, "b": 411.84093753999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "switch*", "text": "switch*" }, { "self_ref": "#/texts/9502", "parent": { "$ref": "#/pictures/185" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 397, "bbox": { "l": 491.00300000000004, "t": 697.3337479999991, "r": 503.25668, "b": 164.72029999999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 80 ] } ], "orig": "FIGURE 7.5 TYPICAL EXAMPLE OF CONNECTION OF A SINGLE PHASE ALTERNATIVE SUPPLY", "text": "FIGURE 7.5 TYPICAL EXAMPLE OF CONNECTION OF A SINGLE PHASE ALTERNATIVE SUPPLY" }, { "self_ref": "#/texts/9503", "parent": { "$ref": "#/pictures/185" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 397, "bbox": { "l": 503.962694, "t": 690.0013040000005, "r": 516.216374, "b": 172.09995800000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "TO A SWITCHBOARD WITH A LOCAL MEN CONNECTION BY MEANS OF A PLUG AND SOCKET", "text": "TO A SWITCHBOARD WITH A LOCAL MEN CONNECTION BY MEANS OF A PLUG AND SOCKET" }, { "self_ref": "#/texts/9504", "parent": { "$ref": "#/pictures/185" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 397, "bbox": { "l": 516.922388, "t": 525.5285899999994, "r": 529.176068, "b": 336.50020400000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "(Symbols are explained in Table J1)", "text": "(Symbols are explained in Table J1)" }, { "self_ref": "#/texts/9505", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 398, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9506", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 398, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "394", "text": "394" }, { "self_ref": "#/texts/9507", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 398, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/9508", "parent": { "$ref": "#/pictures/186" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 398, "bbox": { "l": 501.92310000000003, "t": 701.6879059999989, "r": 514.17678, "b": 172.40030000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "FIGURE 7.6 TYPICAL EXAMPLE OF CONNECTION OF A THREE PHASE ALTERNATIVE SUPPLY", "text": "FIGURE 7.6 TYPICAL EXAMPLE OF CONNECTION OF A THREE PHASE ALTERNATIVE SUPPLY" }, { "self_ref": "#/texts/9509", "parent": { "$ref": "#/pictures/186" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 398, "bbox": { "l": 137.6818952, "t": 283.8286474500002, "r": 144.9773704, "b": 133.66250000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "Normal supply via main switch(es)", "text": "Normal supply via main switch(es)" }, { "self_ref": "#/texts/9510", "parent": { "$ref": "#/pictures/186" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 398, "bbox": { "l": 147.5852552, "t": 272.82059104999985, "r": 154.8807304, "b": 144.65654074999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "and/or overcurrent protection", "text": "and/or overcurrent protection" }, { "self_ref": "#/texts/9511", "parent": { "$ref": "#/pictures/186" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 398, "bbox": { "l": 393.69365456, "t": 384.38681394999924, "r": 400.98912976, "b": 252.77491375, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "To load via protection devices", "text": "To load via protection devices" }, { "self_ref": "#/texts/9512", "parent": { "$ref": "#/pictures/186" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 398, "bbox": { "l": 183.129068, "t": 398.90613160000004, "r": 191.3993704, "b": 277.79202454999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "Manual changeover device †", "text": "Manual changeover device †" }, { "self_ref": "#/texts/9513", "parent": { "$ref": "#/pictures/186" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { 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"$ref": "#/pictures/186" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 398, "bbox": { "l": 333.79491328000006, "t": 160.82038519999992, "r": 341.09038848000006, "b": 122.33918144999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "MEN link", "text": "MEN link" }, { "self_ref": "#/texts/9517", "parent": { "$ref": "#/pictures/186" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 398, "bbox": { "l": 118.62379519999999, "t": 212.06944774999988, "r": 125.91927039999999, "b": 115.94270000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "MAIN SWITCHBOARD", "text": "MAIN SWITCHBOARD" }, { "self_ref": "#/texts/9518", "parent": { "$ref": "#/pictures/186" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 398, "bbox": { "l": 460.11723168000003, "t": 446.80685174999894, "r": 467.41270688000003, "b": 108.22584800000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "* Includes overcurrent protection rated to suit the generator input socket and", "text": "* Includes overcurrent protection rated to suit the generator input socket and" }, { "self_ref": "#/texts/9519", "parent": { "$ref": "#/pictures/186" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 398, "bbox": { "l": 470.02059168000005, "t": 299.11982545000023, "r": 477.31606688000005, "b": 108.22584800000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "t he current carrying capacity of the cable.", "text": "t he current carrying capacity of the cable." }, { "self_ref": "#/texts/9520", "parent": { "$ref": "#/pictures/186" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 398, "bbox": { "l": 479.9239516800001, "t": 448.2925106499991, "r": 487.21942688000007, "b": 108.22584800000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "† 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MEN CONNECTION BY MEANS OF A PLUG AND SOCKET (Symbols are explained in Table J1)" }, { "self_ref": "#/texts/9577", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 398, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9578", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 399, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9579", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 399, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "395", "text": "395" }, { "self_ref": "#/texts/9580", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 399, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/9581", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 399, "bbox": { "l": 85.08, "t": 751.9403, "r": 320.27519999999976, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "7.3.8.2 Grid-connected inverter systems", "text": "7.3.8.2 Grid-connected inverter systems", "level": 1 }, { "self_ref": "#/texts/9582", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 399, "bbox": { "l": 85.08000000000001, "t": 731.9603, "r": 193.4976000000001, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "7.3.8.2.1 General", "text": "7.3.8.2.1 General", "level": 1 }, { "self_ref": "#/texts/9583", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 399, "bbox": { "l": 85.07999999999998, "t": 711.9203, "r": 513.6336000000008, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "The connection of a grid-connected system is subject to formal agreement with the electricity distributor.", "text": "The connection of a grid-connected system is subject to formal agreement with the electricity distributor." }, { "self_ref": "#/texts/9584", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 399, "bbox": { "l": 85.07999999999998, "t": 677.9603, "r": 202.78799999999995, "b": 664.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "7.3.8.2.2 Switching", "text": "7.3.8.2.2 Switching", "level": 1 }, { "self_ref": "#/texts/9585", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 399, "bbox": { "l": 85.07999999999998, "t": 657.9203, "r": 513.6144, "b": 630.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] } ], "orig": "A main switch shall be provided to enable isolation of the inverter output from the switchboard to which it is connected.", "text": "A main switch shall be provided to enable isolation of the inverter output from the switchboard to which it is connected." }, { "self_ref": "#/texts/9586", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 399, "bbox": { "l": 85.07999999999993, "t": 623.9603, "r": 513.6227999999998, "b": 596.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "All switches shall be clearly identified as to their function, in accordance with Clause 2.3.2.", "text": "All switches shall be clearly identified as to their function, in accordance with Clause 2.3.2." }, { "self_ref": "#/texts/9587", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 399, "bbox": { "l": 85.07999999999993, "t": 589.9403, "r": 212.44320000000002, "b": 576.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "7.3.8.2.3 Connection", "text": "7.3.8.2.3 Connection", "level": 1 }, { "self_ref": "#/texts/9588", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 399, "bbox": { "l": 85.07999999999993, "t": 569.9603, "r": 513.5831999999999, "b": 528.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 193 ] } ], "orig": "The method of connection of a grid-connected inverter system shall be in accordance with the AS/NZS 4777 series of Standards in conjunction with the requirements of the electricity distributor.", "text": "The method of connection of a grid-connected inverter system shall be in accordance with the AS/NZS 4777 series of Standards in conjunction with the requirements of the electricity distributor." }, { "self_ref": "#/texts/9589", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 399, "bbox": { "l": 85.07999999999993, "t": 521.9603, "r": 513.5856000000008, "b": 466.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 260 ] } ], "orig": "The electricity generation system shall not impose a voltage on the electrical installation measured at the point of supply between the electricity distributors' network and the electrical installation outside the limits specified by Clause 1.6.2(c).", "text": "The electricity generation system shall not impose a voltage on the electrical installation measured at the point of supply between the electricity distributors' network and the electrical installation outside the limits specified by Clause 1.6.2(c)." }, { "self_ref": "#/texts/9590", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 399, "bbox": { "l": 96.42, "t": 462.8372, "r": 513.3492659999998, "b": 437.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "NOTE: A typical interactive inverter a.c. connection and main switch (solar supply) is shown in Figure 7.7.", "text": "NOTE: A typical interactive inverter a.c. connection and main switch (solar supply) is shown in Figure 7.7." }, { "self_ref": "#/texts/9591", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 399, "bbox": { "l": 85.08, "t": 430.94030000000004, "r": 293.8080000000002, "b": 417.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "7.3.8.3 Stand-alone power systems", "text": "7.3.8.3 Stand-alone power systems", "level": 1 }, { "self_ref": "#/texts/9592", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 399, "bbox": { "l": 85.08000000000001, "t": 410.9603, "r": 193.4976000000001, "b": 397.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "7.3.8.3.1 General", "text": "7.3.8.3.1 General", "level": 1 }, { "self_ref": "#/texts/9593", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 399, "bbox": { "l": 85.07999999999998, "t": 390.9203, "r": 513.658800000001, "b": 363.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "The consumer mains of the electrical installation shall be connected to the output of the electricity generating system.", "text": "The consumer mains of the electrical installation shall be connected to the output of the electricity generating system." }, { "self_ref": "#/texts/9594", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 399, "bbox": { "l": 85.08, "t": 356.96029999999996, "r": 202.78799999999998, "b": 343.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "7.3.8.3.2 Switching", "text": "7.3.8.3.2 Switching", "level": 1 }, { "self_ref": "#/texts/9595", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 399, "bbox": { "l": 85.08000000000001, "t": 336.92029999999994, "r": 513.6588000000002, "b": 309.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "Control of the electrical installation shall be arranged in accordance with Clause 2.3.", "text": "Control of the electrical installation shall be arranged in accordance with Clause 2.3." }, { "self_ref": "#/texts/9596", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 399, "bbox": { "l": 85.08000000000001, "t": 302.96029999999996, "r": 212.4432000000001, "b": 289.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "7.3.8.3.3 Connection", "text": "7.3.8.3.3 Connection", "level": 1 }, { "self_ref": "#/texts/9597", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 399, "bbox": { "l": 85.07999999999998, "t": 282.9202999999999, "r": 513.6023999999999, "b": 255.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "The method of connection of a stand-alone system shall be in accordance with the AS/NZS 4509 series of Standards.", "text": "The method of connection of a stand-alone system shall be in accordance with the AS/NZS 4509 series of Standards." }, { "self_ref": "#/texts/9598", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 399, "bbox": { "l": 96.42, "t": 251.87720000000002, "r": 513.3613440000003, "b": 226.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "NOTE: A typical stand-alone connection is shown in Figure 7.4 for an installation with a switchboard including a local MEN connection.", "text": "NOTE: A typical stand-alone connection is shown in Figure 7.4 for an installation with a switchboard including a local MEN connection." }, { "self_ref": "#/texts/9599", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 399, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9600", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 400, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9601", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 400, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "396", "text": "396" }, { "self_ref": "#/texts/9602", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 400, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/9603", "parent": { "$ref": "#/pictures/187" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 400, "bbox": { "l": 478.4631, "t": 682.5506599999993, "r": 503.676474, "b": 160.10030000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "FIGURE 7.7 TYPICAL MAIN SWITCHBOARD CONECTION OF AN INVERTER ENERGY SYSTEM (Symbols are explained in Table J1. For additional information, refer to AS/NZS 4777.1)", "text": "FIGURE 7.7 TYPICAL MAIN SWITCHBOARD CONECTION OF AN INVERTER ENERGY SYSTEM (Symbols are explained in Table J1. For additional information, refer to AS/NZS 4777.1)" }, { "self_ref": "#/texts/9604", "parent": { "$ref": "#/pictures/187" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 400, "bbox": { "l": 226.0, "t": 727.3333333333334, "r": 235.33333333333331, "b": 694.0, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Energy", "text": "Energy" }, { "self_ref": "#/texts/9605", "parent": { "$ref": "#/pictures/187" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 400, "bbox": { "l": 235.0, "t": 725.6666666666666, "r": 244.0, "b": 695.3333333333334, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "source", "text": "source" }, { "self_ref": "#/texts/9606", "parent": { "$ref": "#/pictures/187" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 400, "bbox": { "l": 191.66666666666666, "t": 689.0, "r": 202.33333333333334, "b": 652.0, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "isolating", "text": "isolating" }, { "self_ref": "#/texts/9607", "parent": { "$ref": "#/pictures/187" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 400, "bbox": { "l": 200.66666666666666, "t": 690.0, "r": 211.0, "b": 649.6666666666667, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "switches", "text": "switches" }, { "self_ref": "#/texts/9608", "parent": { "$ref": "#/pictures/187" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 400, "bbox": { "l": 175.66666666666666, "t": 685.6666666666666, "r": 183.66666666666666, "b": 653.6666666666667, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Energy", "text": "Energy" }, { "self_ref": "#/texts/9609", "parent": { "$ref": "#/pictures/187" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 400, "bbox": { "l": 184.66666666666666, "t": 684.6666666666666, "r": 192.66666666666666, "b": 654.3333333333333, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "source", "text": "source" }, { "self_ref": "#/texts/9610", "parent": { "$ref": "#/pictures/187" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 400, "bbox": { "l": 183.0, "t": 637.6666666666667, "r": 192.0, "b": 602.0, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Inverter", "text": "Inverter" }, { "self_ref": "#/texts/9611", "parent": { "$ref": "#/pictures/187" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 400, "bbox": { "l": 291.33333333333337, "t": 634.3333333333333, "r": 301.0, "b": 562.3333333333334, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "(Explanatory only)", "text": "(Explanatory only)" }, { "self_ref": "#/texts/9612", "parent": { "$ref": "#/pictures/187" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 400, "bbox": { "l": 255.66666666666669, "t": 626.6666666666667, "r": 261.0, "b": 619.3333333333333, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "II", "text": "II" }, { "self_ref": "#/texts/9613", "parent": { "$ref": "#/pictures/187" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 400, "bbox": { "l": 172.0, "t": 604.3333333333334, "r": 184.66666666666666, "b": 559.6666666666666, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "protection", "text": "protection" }, { "self_ref": "#/texts/9614", "parent": { "$ref": "#/pictures/187" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 400, "bbox": { "l": 183.0, "t": 598.3333333333334, "r": 191.66666666666666, "b": 566.3333333333334, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "device", "text": "device" }, { "self_ref": "#/texts/9615", "parent": { "$ref": "#/pictures/187" }, "children": [], "content_layer": "body", 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[], "content_layer": "body", "label": "text", "prov": [ { "page_no": 400, "bbox": { "l": 201.33333333333334, "t": 523.6666666666666, "r": 211.66666666666669, "b": 474.3333333333333, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "1 or 3 phase", "text": "1 or 3 phase" }, { "self_ref": "#/texts/9619", "parent": { "$ref": "#/pictures/187" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 400, "bbox": { "l": 255.33333333333331, "t": 508.66666666666663, "r": 264.6666666666667, "b": 479.6666666666667, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Switch", "text": "Switch" }, { "self_ref": "#/texts/9620", "parent": { "$ref": "#/pictures/187" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 400, "bbox": { "l": 264.0, "t": 512.0, "r": 274.0, "b": 474.6666666666667, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "(Inverter", "text": "(Inverter" }, { "self_ref": 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444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9662", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 401, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "397", "text": "397" }, { "self_ref": "#/texts/9663", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 401, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/9664", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 401, "bbox": { "l": 85.08, "t": 751.9403, "r": 513.5903999999997, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "7.4 PROTECTION BY ELECTRICAL SEPARATION (ISOLATED SUPPLY)", "text": "7.4 PROTECTION BY ELECTRICAL SEPARATION (ISOLATED SUPPLY)", "level": 1 }, { "self_ref": "#/texts/9665", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 401, "bbox": { "l": 96.42, "t": 720.8372, "r": 513.3525600000004, "b": 695.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "NOTE: The expression 'electrical separation' has the same meaning as 'isolated supply'. 'Electrical separation' is used throughout this Clause.", "text": "NOTE: The expression 'electrical separation' has the same meaning as 'isolated supply'. 'Electrical separation' is used throughout this Clause." }, { "self_ref": "#/texts/9666", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 401, "bbox": { "l": 85.08, "t": 688.9403, "r": 174.24600000000007, "b": 675.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "7.4.1 General", "text": "7.4.1 General", "level": 1 }, { "self_ref": "#/texts/9667", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 401, "bbox": { "l": 85.08, "t": 668.9603, "r": 513.645600000001, "b": 613.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 274 ] } ], "orig": "The particular requirements of this Clause (Clause 7.4) provide methods of protection against electric shock arising from indirect contact that are deemed to comply with Clause 1.5.5.5. These methods include that of protection by electrical separation of the supply.", "text": "The particular requirements of this Clause (Clause 7.4) provide methods of protection against electric shock arising from indirect contact that are deemed to comply with Clause 1.5.5.5. These methods include that of protection by electrical separation of the supply." }, { "self_ref": "#/texts/9668", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 401, "bbox": { "l": 85.08000000000001, "t": 606.9203, "r": 513.6600000000005, "b": 551.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 280 ] } ], "orig": "Protection by electrical separation is an alternative to other recognized methods and is intended, in an individual circuit, to prevent shock current through contact with exposed conductive parts that might be energized by a fault in the basic insulation of that circuit.", "text": "Protection by electrical separation is an alternative to other recognized methods and is intended, in an individual circuit, to prevent shock current through contact with exposed conductive parts that might be energized by a fault in the basic insulation of that circuit." }, { "self_ref": "#/texts/9669", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 401, "bbox": { "l": 85.07999999999998, "t": 544.9403, "r": 513.518400000001, "b": 517.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "Protection by electrical separation shall be afforded by compliance with Clauses 7.4.2 to 7.4.4, and with-", "text": "Protection by electrical separation shall be afforded by compliance with Clauses 7.4.2 to 7.4.4, and with-" }, { "self_ref": "#/texts/9670", "parent": { "$ref": "#/groups/930" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 401, "bbox": { "l": 85.07999999999998, "t": 510.92029999999994, "r": 418.4952000000003, "b": 497.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "(a) Clause 7.4.5 for a supply to one item of equipment; or", "text": "(a) Clause 7.4.5 for a supply to one item of equipment; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9671", "parent": { "$ref": "#/groups/930" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 401, "bbox": { "l": 85.07999999999998, "t": 490.9402999999999, "r": 464.01960000000076, "b": 477.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "(b) Clause 7.4.6 for a supply to more than one item of equipment.", "text": "(b) Clause 7.4.6 for a supply to more than one item of equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9672", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 401, "bbox": { "l": 96.42, "t": 473.87719999999996, "r": 513.3767160000002, "b": 448.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "NOTE: Figure 7.8 provides an illustration of a separated supply to single and multiple items of equipment.", "text": "NOTE: Figure 7.8 provides an illustration of a separated supply to single and multiple items of equipment." }, { "self_ref": "#/texts/9673", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 401, "bbox": { "l": 85.08, "t": 441.9203, "r": 229.73160000000001, "b": 428.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "7.4.2 Source of supply", "text": "7.4.2 Source of supply", "level": 1 }, { "self_ref": "#/texts/9674", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 401, "bbox": { "l": 85.08, "t": 421.9403, "r": 375.5040000000005, "b": 408.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "The source supplying a separated circuit shall be-", "text": "The source supplying a separated circuit shall be-" }, { "self_ref": "#/texts/9675", "parent": { "$ref": "#/groups/931" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 401, "bbox": { "l": 85.08, "t": 401.96029999999996, "r": 513.6083999999997, "b": 360.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 150 ] } ], "orig": "(a) an isolating transformer complying with AS/NZS 61558 so that the output is separated from the input by double insulation or equivalent; or", "text": "(a) an isolating transformer complying with AS/NZS 61558 so that the output is separated from the input by double insulation or equivalent; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9676", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 401, "bbox": { "l": 113.46, "t": 356.87719999999996, "r": 513.3351299999988, "b": 305.623658, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 284 ] } ], "orig": "NOTE: The scope of AS/NZS 61558.1 incorporates isolating transformer ratings up to 25 kVA for single-phase and 40 kVA for multiphase. The use of higher ratings is permitted provided that the relevant construction and verification provisions of AS/NZS 61558 are applied.", "text": "NOTE: The scope of AS/NZS 61558.1 incorporates isolating transformer ratings up to 25 kVA for single-phase and 40 kVA for multiphase. The use of higher ratings is permitted provided that the relevant construction and verification provisions of AS/NZS 61558 are applied." }, { "self_ref": "#/texts/9677", "parent": { "$ref": "#/groups/932" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 401, "bbox": { "l": 85.08, "t": 298.94039999999995, "r": 513.6288000000008, "b": 271.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "(b) a generator output, e.g. a motor-generator set that is installed so that the output is separated from the frame of the generator; or", "text": "(b) a generator output, e.g. a motor-generator set that is installed so that the output is separated from the frame of the generator; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9678", "parent": { "$ref": "#/groups/932" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 401, "bbox": { "l": 113.46, "t": 267.83719999999994, "r": 513.3647759999989, "b": 229.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 238 ] } ], "orig": "NOTE: The fitting of an RCD, and the connection of an equipotential bonding conductor and an additional conductor to the generator output winding to ensure the correct operation of the RCD, does NOT provide the output", "text": "NOTE: The fitting of an RCD, and the connection of an equipotential bonding conductor and an additional conductor to the generator output winding to ensure the correct operation of the RCD, does NOT provide the output", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9679", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 401, "bbox": { "l": 113.45999999999998, "t": 228.83733800000005, "r": 452.3917379999994, "b": 216.583658, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "separation required by this Clause. See AS/NZS 3010 for details.", "text": "separation required by this Clause. See AS/NZS 3010 for details." }, { "self_ref": "#/texts/9680", "parent": { "$ref": "#/groups/933" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 401, "bbox": { "l": 85.08, "t": 209.96029999999996, "r": 513.6156000000002, "b": 182.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "(c) an isolated inverter complying with the safety requirements of AS/NZS 4763.", "text": "(c) an isolated inverter complying with the safety requirements of AS/NZS 4763.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9681", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 401, "bbox": { "l": 96.42, "t": 178.85720000000003, "r": 513.3251100000006, "b": 140.623742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 200 ] } ], "orig": "NOTE: The rated output for separated (isolated) transformers or generators should be limited to 25 kVA for single-phase and 40 kVA for poly-phase supplies to ensure stable operation.", "text": "NOTE: The rated output for separated (isolated) transformers or generators should be limited to 25 kVA for single-phase and 40 kVA for poly-phase supplies to ensure stable operation." }, { "self_ref": "#/texts/9682", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 401, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9683", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 402, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/9684", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 402, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9685", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 402, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "398", "text": "398" }, { "self_ref": "#/texts/9686", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 402, "bbox": { "l": 85.08, "t": 745.9403, "r": 269.93519999999995, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "7.4.3 Arrangement of circuits", "text": "7.4.3 Arrangement of circuits", "level": 1 }, { "self_ref": "#/texts/9687", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 402, "bbox": { "l": 85.08, "t": 725.9603, "r": 444.42600000000056, "b": 712.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "Separated circuits shall comply with the following requirements:", "text": "Separated circuits shall comply with the following requirements:" }, { "self_ref": "#/texts/9688", "parent": { "$ref": "#/groups/934" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 402, "bbox": { "l": 85.08000000000001, "t": 705.9203, "r": 332.54640000000006, "b": 692.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "(a) Circuit voltage shall not exceed 500 V.", "text": "(a) Circuit voltage shall not exceed 500 V.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9689", "parent": { "$ref": "#/groups/934" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 402, "bbox": { "l": 85.08000000000001, "t": 685.9403, "r": 513.6408, "b": 644.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 180 ] } ], "orig": "(b) All live parts of a separated circuit shall be reliably and effectively electrically separated from all other circuits, including other separated circuits and earth.", "text": "(b) All live parts of a separated circuit shall be reliably and effectively electrically separated from all other circuits, including other separated circuits and earth.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9690", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 402, "bbox": { "l": 113.45999999999998, "t": 637.9403, "r": 513.597600000001, "b": 610.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "This requirement shall also apply to live parts of relays, contactors and similar electrical equipment installed in the separated circuit.", "text": "This requirement shall also apply to live parts of relays, contactors and similar electrical equipment installed in the separated circuit." }, { "self_ref": "#/texts/9691", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 402, "bbox": { "l": 113.46, "t": 606.8372, "r": 162.619656, "b": 594.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/9692", "parent": { "$ref": "#/groups/935" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 402, "bbox": { "l": 113.46, "t": 590.8766720000001, "r": 513.3658740000001, "b": 539.6231300000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 237 ] } ], "orig": "1 This requirement can be satisfied by insulation of the live parts to Class II (double or reinforced insulation) or measures that are equivalent to the input and output transformer winding isolation provisions of AS/NZS 61558.", "text": "1 This requirement can be satisfied by insulation of the live parts to Class II (double or reinforced insulation) or measures that are equivalent to the input and output transformer winding isolation provisions of AS/NZS 61558.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9693", "parent": { "$ref": "#/groups/935" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 402, "bbox": { "l": 113.46, "t": 535.8569900000001, "r": 513.3021900000001, "b": 484.60344800000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 233 ] } ], "orig": "2 Each separated circuit should comprise a separate cable or wiring system. However, multi-core cables or a common non-conductive wiring enclosure may be used where the segregation requirements of Clause 3.9.8 are satisfied.", "text": "2 Each separated circuit should comprise a separate cable or wiring system. However, multi-core cables or a common non-conductive wiring enclosure may be used where the segregation requirements of Clause 3.9.8 are satisfied.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9694", "parent": { "$ref": "#/groups/935" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 402, "bbox": { "l": 85.08, "t": 477.9203, "r": 513.6504000000009, "b": 436.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 220 ] } ], "orig": "(c) Exposed conductive parts of electrical equipment supplied by a separated circuit shall not be connected to the protective earthing conductor, or the exposed conductive parts, of the source of supply.", "text": "(c) Exposed conductive parts of electrical equipment supplied by a separated circuit shall not be connected to the protective earthing conductor, or the exposed conductive parts, of the source of supply.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9695", "parent": { "$ref": "#/groups/935" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 402, "bbox": { "l": 85.07999999999998, "t": 429.92029999999994, "r": 513.6744000000004, "b": 388.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 199 ] } ], "orig": "(d) Cables and supply flexible cords to electrical equipment shall be protected against mechanical damage or otherwise arranged to ensure that any damage that might occur is readily visible.", "text": "(d) Cables and supply flexible cords to electrical equipment shall be protected against mechanical damage or otherwise arranged to ensure that any damage that might occur is readily visible.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9696", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 402, "bbox": { "l": 85.07999999999996, "t": 381.9202999999999, "r": 236.7143999999998, "b": 368.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "7.4.4 Switching devices", "text": "7.4.4 Switching devices", "level": 1 }, { "self_ref": "#/texts/9697", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 402, "bbox": { "l": 85.07999999999996, "t": 361.94029999999987, "r": 508.6932000000005, "b": 348.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "Switching devices shall operate in all live conductors of a separated circuit.", "text": "Switching devices shall operate in all live conductors of a separated circuit." }, { "self_ref": "#/texts/9698", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 402, "bbox": { "l": 96.42, "t": 344.87719999999996, "r": 513.3514620000007, "b": 306.583352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 189 ] } ], "orig": "NOTE: Switching the active conductor(s) of the primary of an isolating transformer, in accordance with Clause 2.3.2, is an acceptable method of control and disconnection of supply.", "text": "NOTE: Switching the active conductor(s) of the primary of an isolating transformer, in accordance with Clause 2.3.2, is an acceptable method of control and disconnection of supply." }, { "self_ref": "#/texts/9699", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 402, "bbox": { "l": 85.08, "t": 299.96029999999996, "r": 395.8188000000002, "b": 286.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "7.4.5 Supply to single item of electrical equipment", "text": "7.4.5 Supply to single item of electrical equipment", "level": 1 }, { "self_ref": "#/texts/9700", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 402, "bbox": { "l": 85.07999999999996, "t": 279.9203, "r": 513.6108000000011, "b": 224.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 282 ] } ], "orig": "Where a separated circuit supplies a single item of electrical equipment, any exposed conductive parts of the electrical equipment shall not be connected to the exposed conductive parts of any other circuit, including other separated circuits or earth.", "text": "Where a separated circuit supplies a single item of electrical equipment, any exposed conductive parts of the electrical equipment shall not be connected to the exposed conductive parts of any other circuit, including other separated circuits or earth." }, { "self_ref": "#/texts/9701", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 402, "bbox": { "l": 85.07999999999996, "t": 217.94029999999998, "r": 414.6203999999999, "b": 204.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "7.4.6 Supply to multiple items of electrical equipment", "text": "7.4.6 Supply to multiple items of electrical equipment", "level": 1 }, { "self_ref": "#/texts/9702", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 402, "bbox": { "l": 85.0799999999999, "t": 197.96029999999996, "r": 513.6396, "b": 170.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "Where a separated circuit supplies more than one item of electrical equipment, the following requirements apply:", "text": "Where a separated circuit supplies more than one item of electrical equipment, the following requirements apply:" }, { "self_ref": "#/texts/9703", "parent": { "$ref": "#/groups/936" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 402, "bbox": { "l": 85.0799999999999, "t": 163.94029999999998, "r": 513.6240000000007, "b": 122.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 174 ] } ], "orig": "(a) Any exposed conductive parts of the separated circuit shall be connected together by an insulated equipotential bonding conductor that is not connected to-", "text": "(a) Any exposed conductive parts of the separated circuit shall be connected together by an insulated equipotential bonding conductor that is not connected to-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9704", "parent": { "$ref": "#/groups/936" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 402, "bbox": { "l": 113.39999999999986, "t": 115.9403000000001, "r": 177.56759999999989, "b": 102.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "(i) earth;", "text": "(i) earth;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9705", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 402, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9706", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 403, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9707", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 403, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "399", "text": "399" }, { "self_ref": "#/texts/9708", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 403, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/9709", "parent": { "$ref": "#/groups/937" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 403, "bbox": { "l": 113.4, "t": 751.9403, "r": 513.6096000000005, "b": 724.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 132 ] } ], "orig": "(ii) a protective earthing conductor or exposed conductive parts of another circuit, including another separated circuit; or", "text": "(ii) a protective earthing conductor or exposed conductive parts of another circuit, including another separated circuit; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9710", "parent": { "$ref": "#/groups/937" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 403, "bbox": { "l": 113.39999999999998, "t": 717.9203, "r": 330.91320000000036, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "(iii) any extraneous conductive parts.", "text": "(iii) any extraneous conductive parts.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9711", "parent": { "$ref": "#/groups/937" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 403, "bbox": { "l": 85.07999999999998, "t": 697.9403, "r": 513.6168000000014, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 158 ] } ], "orig": "(b) The designated earthing contact of any socket-outlet installed on the separated circuit shall be connected to the equipotential bonding conductor.", "text": "(b) The designated earthing contact of any socket-outlet installed on the separated circuit shall be connected to the equipotential bonding conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9712", "parent": { "$ref": "#/groups/937" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 403, "bbox": { "l": 85.07999999999998, "t": 649.9403, "r": 513.6684, "b": 594.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 294 ] } ], "orig": "(c) The designated protective earthing conductor in any supply cable or flexible cord to electrical equipment [other than Class II (double or reinforced insulation) equipment] connected to the separated circuit shall be connected to the equipotential bonding conductor.", "text": "(c) The designated protective earthing conductor in any supply cable or flexible cord to electrical equipment [other than Class II (double or reinforced insulation) equipment] connected to the separated circuit shall be connected to the equipotential bonding conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9713", "parent": { "$ref": "#/groups/937" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 403, "bbox": { "l": 85.07999999999993, "t": 587.9603, "r": 513.6336000000002, "b": 546.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 186 ] } ], "orig": "(d) Exposed conductive parts of the source of supply that are earthed, shall not be simultaneously accessible with any exposed conductive part of the separated circuit.", "text": "(d) Exposed conductive parts of the source of supply that are earthed, shall not be simultaneously accessible with any exposed conductive part of the separated circuit.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9714", "parent": { "$ref": "#/groups/937" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 403, "bbox": { "l": 85.07999999999993, "t": 539.9603, "r": 513.6827999999998, "b": 470.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 356 ] } ], "orig": "(e) A protective device shall operate to disconnect the separated circuit automatically in the event of two faults resulting in exposed conductive parts being connected to live parts of different polarity. If the protective device is a circuit-breaker, the protective device shall open in all unearthed conductors substantially together.", "text": "(e) A protective device shall operate to disconnect the separated circuit automatically in the event of two faults resulting in exposed conductive parts being connected to live parts of different polarity. If the protective device is a circuit-breaker, the protective device shall open in all unearthed conductors substantially together.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9715", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 403, "bbox": { "l": 85.07999999999981, "t": 463.9402999999999, "r": 352.4856000000002, "b": 450.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "7.4.7 Variable speed drive (VSD) EMI filters", "text": "7.4.7 Variable speed drive (VSD) EMI filters", "level": 1 }, { "self_ref": "#/texts/9716", "parent": { "$ref": "#/groups/938" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 403, "bbox": { "l": 66.6, "t": 444.1922, "r": 513.6336000000001, "b": 402.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 207 ] } ], "orig": "Where a variable speed drive uses an EMI filter it shall not reference the frame of the system. Optimally, only one EMI filter should be used on an isolated supply where multiple VSDs are used. *", "text": "Where a variable speed drive uses an EMI filter it shall not reference the frame of the system. Optimally, only one EMI filter should be used on an isolated supply where multiple VSDs are used. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9717", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 403, "bbox": { "l": 96.41999999999999, "t": 398.87719999999996, "r": 513.3141300000002, "b": 373.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "NOTE: EMI filters referenced to the frame produce harmful capacitive coupled currents.", "text": "NOTE: EMI filters referenced to the frame produce harmful capacitive coupled currents." }, { "self_ref": "#/texts/9718", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 403, "bbox": { "l": 85.08, "t": 366.9203, "r": 172.3488, "b": 353.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "7.4.8 Testing", "text": "7.4.8 Testing", "level": 1 }, { "self_ref": "#/texts/9719", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 403, "bbox": { "l": 85.08, "t": 346.9403, "r": 182.93760000000006, "b": 333.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "7.4.8.1 General", "text": "7.4.8.1 General", "level": 1 }, { "self_ref": "#/texts/9720", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 403, "bbox": { "l": 85.08000000000001, "t": 326.96029999999996, "r": 513.5988000000003, "b": 271.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 242 ] } ], "orig": "In addition to the testing requirements of Section 8, the separation of each separated circuit (transformer secondary winding or isolated winding generator output) and the wiring to the socket-outlet shall be individually confirmed.", "text": "In addition to the testing requirements of Section 8, the separation of each separated circuit (transformer secondary winding or isolated winding generator output) and the wiring to the socket-outlet shall be individually confirmed." }, { "self_ref": "#/texts/9721", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 403, "bbox": { "l": 85.08000000000004, "t": 264.9202999999999, "r": 513.600000000001, "b": 237.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "Separation shall be verified by a measurement of the insulation resistance between the separated circuit and-", "text": "Separation shall be verified by a measurement of the insulation resistance between the separated circuit and-" }, { "self_ref": "#/texts/9722", "parent": { "$ref": "#/groups/939" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 403, "bbox": { "l": 85.08000000000004, "t": 230.96029999999996, "r": 513.5663999999999, "b": 203.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "(a) if a transformer is the source of the separated supply, the transformer primary winding;", "text": "(a) if a transformer is the source of the separated supply, the transformer primary winding;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9723", "parent": { "$ref": "#/groups/939" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 403, "bbox": { "l": 85.08000000000001, "t": 196.94029999999998, "r": 209.89559999999986, "b": 183.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "(b) any other wiring;", "text": "(b) any other wiring;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9724", "parent": { "$ref": "#/groups/939" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 403, "bbox": { "l": 85.08000000000001, "t": 176.96029999999996, "r": 294.42600000000033, "b": 163.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "(c) any other separated circuit; and", "text": "(c) any other separated circuit; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9725", "parent": { "$ref": "#/groups/939" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 403, "bbox": { "l": 85.08000000000001, "t": 156.9203, "r": 149.20919999999998, "b": 143.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "(d) earth.", "text": "(d) earth.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9726", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 403, "bbox": { "l": 85.07999999999998, "t": 138.1402999999999, "r": 513.6216000000001, "b": 109.56829999999991, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "Insulation resistance values obtained shall be not less than 1 M  , when tested at a voltage of 500 V d.c.", "text": "Insulation resistance values obtained shall be not less than 1 M  , when tested at a voltage of 500 V d.c." }, { "self_ref": "#/texts/9727", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 403, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9728", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 404, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9729", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 404, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "400", "text": "400" }, { "self_ref": "#/texts/9730", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 404, "bbox": { "l": 42.54, "t": 638.8253, "r": 56.62050000000001, "b": 628.7813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/9731", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 404, "bbox": { "l": 42.54, "t": 520.1453, "r": 56.62050000000001, "b": 510.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/9732", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 404, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/9733", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 404, "bbox": { "l": 96.42, "t": 745.8572, "r": 513.3745200000002, "b": 694.515818, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 290 ] } ], "orig": "NOTE: Where final subcircuits are not of significant length, the insulation resistance of the separated circuit should be significantly greater than 1 M  , e.g. with short lengths (say 50 m) of polymeric cable, a value in excess of 50 M  would be expected.", "text": "NOTE: Where final subcircuits are not of significant length, the insulation resistance of the separated circuit should be significantly greater than 1 M  , e.g. with short lengths (say 50 m) of polymeric cable, a value in excess of 50 M  would be expected." }, { "self_ref": "#/texts/9734", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 404, "bbox": { "l": 85.08, "t": 687.9203, "r": 337.87080000000003, "b": 674.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "7.4.8.2 Single items of electrical equipment", "text": "7.4.8.2 Single items of electrical equipment", "level": 1 }, { "self_ref": "#/texts/9735", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 404, "bbox": { "l": 85.07999999999996, "t": 667.9403, "r": 513.6588000000012, "b": 612.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 248 ] } ], "orig": "Where a single item of electrical equipment is supplied from a single separated circuit, separation shall be verified in accordance with Clause 7.4.8.1 and, in addition, by a measurement of the insulation resistance between earth and-", "text": "Where a single item of electrical equipment is supplied from a single separated circuit, separation shall be verified in accordance with Clause 7.4.8.1 and, in addition, by a measurement of the insulation resistance between earth and-" }, { "self_ref": "#/texts/9736", "parent": { "$ref": "#/groups/940" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 404, "bbox": { "l": 85.07999999999996, "t": 605.9603, "r": 278.70359999999994, "b": 592.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "(a) exposed conductive parts; or", "text": "(a) exposed conductive parts; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9737", "parent": { "$ref": "#/groups/940" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 404, "bbox": { "l": 85.07999999999996, "t": 585.9203, "r": 315.3264000000003, "b": 572.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "(b) the earth contact of a socket-outlet.", "text": "(b) the earth contact of a socket-outlet.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9738", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 404, "bbox": { "l": 85.07999999999996, "t": 565.9403, "r": 346.3044000000005, "b": 552.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "7.4.8.3 Multiple items of electrical equipment", "text": "7.4.8.3 Multiple items of electrical equipment", "level": 1 }, { "self_ref": "#/texts/9739", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 404, "bbox": { "l": 85.07999999999996, "t": 545.9603, "r": 513.6588000000012, "b": 490.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 232 ] } ], "orig": "Where more than one item of electrical equipment is supplied from a single separated circuit, separation shall be verified in accordance with Clause 7.4.8.1 and, in addition, by a measurement of the insulation resistance between-", "text": "Where more than one item of electrical equipment is supplied from a single separated circuit, separation shall be verified in accordance with Clause 7.4.8.1 and, in addition, by a measurement of the insulation resistance between-" }, { "self_ref": "#/texts/9740", "parent": { "$ref": "#/groups/941" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 404, "bbox": { "l": 85.07999999999996, "t": 483.92029999999994, "r": 488.1000000000012, "b": 470.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "(a) the separated circuit and the equipotential bonding conductor; and", "text": "(a) the separated circuit and the equipotential bonding conductor; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9741", "parent": { "$ref": "#/groups/941" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 404, "bbox": { "l": 85.07999999999993, "t": 463.9402999999999, "r": 402.6276000000008, "b": 450.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "(b) the equipotential bonding conductor and earth; and", "text": "(b) the equipotential bonding conductor and earth; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9742", "parent": { "$ref": "#/groups/941" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 404, "bbox": { "l": 85.07999999999993, "t": 443.9602999999999, "r": 513.5844000000004, "b": 416.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 129 ] } ], "orig": "(c) the equipotential bonding conductor and any equipotential bonding conductor associated with another separated circuit.", "text": "(c) the equipotential bonding conductor and any equipotential bonding conductor associated with another separated circuit.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9743", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 404, "bbox": { "l": 85.0799999999999, "t": 409.94029999999987, "r": 300.75599999999974, "b": 396.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "7.4.8.4 Bonding conductor continuity", "text": "7.4.8.4 Bonding conductor continuity", "level": 1 }, { "self_ref": "#/texts/9744", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 404, "bbox": { "l": 85.0799999999999, "t": 389.96029999999985, "r": 513.6431999999996, "b": 348.4522999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 197 ] } ], "orig": "The resistance of an equipotential bonding conductor for the earth contacts of socket-outlets, or exposed conductive parts connected to the same separated circuit, shall not exceed 0.5  .", "text": "The resistance of an equipotential bonding conductor for the earth contacts of socket-outlets, or exposed conductive parts connected to the same separated circuit, shall not exceed 0.5  ." }, { "self_ref": "#/texts/9745", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 404, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9746", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 405, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/9747", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 405, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9748", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 405, "bbox": { "l": 85.08, "t": 282.74850000000004, "r": 127.87241400000002, "b": 271.56618000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/9749", "parent": { "$ref": "#/groups/942" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 405, "bbox": { "l": 85.08, "t": 267.74856, "r": 503.0212139999995, "b": 256.5662400000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "1 Transformer to AS/NZS 61558. If Class II, omit earth connection from final subcircuit.", "text": "1 Transformer to AS/NZS 61558. If Class II, omit earth connection from final subcircuit.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9750", "parent": { "$ref": "#/groups/942" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 405, "bbox": { "l": 66.6, "t": 253.6322, "r": 513.110352, "b": 217.56639600000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 252 ] } ], "orig": "2 Transformer or generator provided with separated or isolated output protection which may be circuit-breaker operating in all live (active and neutral) conductors or a high rupturing capacity (HRC) fuse operating in all active conductors. *", "text": "2 Transformer or generator provided with separated or isolated output protection which may be circuit-breaker operating in all live (active and neutral) conductors or a high rupturing capacity (HRC) fuse operating in all active conductors. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9751", "parent": { "$ref": "#/groups/942" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 405, "bbox": { "l": 85.07999999999998, "t": 213.74877600000002, "r": 513.0682680000001, "b": 190.566504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 182 ] } ], "orig": "3 Equipotential bonding conductor has to be insulated and NOT connected to earth. If more than one socket-outlet, all socket-outlet earth pins have to be linked together.", "text": "3 Equipotential bonding conductor has to be insulated and NOT connected to earth. If more than one socket-outlet, all socket-outlet earth pins have to be linked together.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9752", "parent": { "$ref": "#/groups/942" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 405, "bbox": { "l": 85.07899799999993, "t": 186.74888399999998, "r": 513.1163639999991, "b": 163.56661199999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "4 An RCD cannot be fitted as the equipotential bond is connected to the frame of the generator.", "text": "4 An RCD cannot be fitted as the equipotential bond is connected to the frame of the generator.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9753", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 405, "bbox": { "l": 161.04, "t": 144.83719999999994, "r": 437.4230700000004, "b": 119.62382600000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "FIGURE 7.8 SEPARATED (ISOLATED) SUPPLIES (Symbols are explained in Table J1)", "text": "FIGURE 7.8 SEPARATED (ISOLATED) SUPPLIES (Symbols are explained in Table J1)", "level": 1 }, { "self_ref": "#/texts/9754", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 405, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "401", "text": "401" }, { "self_ref": "#/texts/9755", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 405, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/9756", "parent": { "$ref": "#/pictures/188" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 405, "bbox": { "l": 107.6572, "t": 725.4736988, "r": 113.32696680000001, "b": 717.9603175999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/9757", "parent": { "$ref": "#/pictures/188" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 405, "bbox": { "l": 107.6572, "t": 681.06655616, "r": 113.79448880000001, "b": 673.55317496, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "N", "text": "N" }, { "self_ref": "#/texts/9758", "parent": { "$ref": "#/pictures/188" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 405, "bbox": { "l": 163.91199716, "t": 656.58602237, "r": 236.7051725599999, "b": 649.07264117, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "Class I isolating", "text": "Class I isolating" }, { "self_ref": "#/texts/9759", "parent": { "$ref": "#/pictures/188" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 405, "bbox": { "l": 176.23247692, "t": 646.08683708, "r": 224.36684196000002, "b": 638.57345588, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "t r a n s fo mer", "text": "t r a n s fo mer" }, { "self_ref": "#/texts/9760", "parent": { "$ref": "#/pictures/188" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 405, "bbox": { "l": 169.04198856000002, "t": 635.58765179, "r": 231.5751811600001, "b": 628.07427059, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Notes 1 and 2", "text": "Notes 1 and 2" }, { "self_ref": "#/texts/9761", "parent": { "$ref": "#/pictures/188" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 405, "bbox": { "l": 90.96836468000002, "t": 751.27672367, "r": 123.83431124000006, "b": 743.76334247, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "To final", "text": "To final" }, { "self_ref": "#/texts/9762", "parent": { "$ref": "#/pictures/188" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 405, "bbox": { "l": 85.55956016000002, "t": 740.77753838, "r": 129.24906604000003, "b": 733.26415718, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "subcircuit", "text": "subcircuit" }, { "self_ref": "#/texts/9763", "parent": { "$ref": "#/pictures/188" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 405, "bbox": { "l": 408.8620736800001, "t": 662.4726375500001, "r": 462.77926084000035, "b": 654.95925635, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "Typical load", "text": "Typical load" }, { "self_ref": "#/texts/9764", "parent": { "$ref": "#/pictures/188" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 405, "bbox": { "l": 417.8206452400001, "t": 651.97345226, "r": 453.82408944000014, "b": 644.46007106, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "(class I)", "text": "(class I)" }, { "self_ref": "#/texts/9765", "parent": { "$ref": "#/pictures/188" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 405, "bbox": { "l": 101.5211, "t": 647.6363987999999, "r": 113.53386528000001, "b": 640.1230175999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "PE", "text": "PE" }, { "self_ref": "#/texts/9766", "parent": { "$ref": "#/groups/943" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 405, "bbox": { "l": 163.7927, "t": 617.9229988, "r": 430.28874040000045, "b": 610.4096175999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "(a) Separated (or isolated) supply with single socket-outlet", "text": "(a) Separated (or isolated) supply with single socket-outlet", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9767", "parent": { "$ref": "#/pictures/189" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 405, "bbox": { "l": 156.744, "t": 445.9198988, "r": 437.33370359999924, "b": 438.40651760000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "(b) Separated (or isolated) supply with multiple socket-outlets", "text": "(b) Separated (or isolated) supply with multiple socket-outlets" }, { "self_ref": "#/texts/9768", "parent": { "$ref": "#/pictures/189" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 405, "bbox": { "l": 142.95805128, "t": 579.2739158, "r": 175.82399784000003, "b": 571.7605346, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "To final", "text": "To final" }, { "self_ref": "#/texts/9769", "parent": { "$ref": "#/pictures/189" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 405, "bbox": { "l": 137.54924676000002, "t": 568.77473051, "r": 181.23875264000017, "b": 561.26134931, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "subcircuit", "text": "subcircuit" }, { "self_ref": "#/texts/9770", "parent": { "$ref": "#/pictures/189" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 405, "bbox": { "l": 159.646, "t": 553.4704988, "r": 165.31576679999998, "b": 545.9571176, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/9771", "parent": { "$ref": "#/pictures/189" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 405, "bbox": { "l": 159.646, "t": 509.06335615999996, "r": 165.78328879999998, "b": 501.54997496, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "N", "text": "N" }, { "self_ref": "#/texts/9772", "parent": { "$ref": "#/pictures/189" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 405, "bbox": { "l": 153.51041128, "t": 475.63305947, "r": 165.52317655999997, "b": 468.11967827, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "PE", "text": "PE" }, { "self_ref": "#/texts/9773", "parent": { "$ref": "#/pictures/189" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 405, "bbox": { "l": 215.90078232000002, "t": 484.58157794999994, "r": 288.6956577999999, "b": 477.06819674999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "Class I isolating", "text": "Class I isolating" }, { "self_ref": "#/texts/9774", "parent": { "$ref": "#/pictures/189" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 405, "bbox": { "l": 228.22126208000003, "t": 474.0823926599999, "r": 276.35562712, "b": 466.56901145999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "t r a n s fo mer", "text": "t r a n s fo mer" }, { "self_ref": "#/texts/9775", "parent": { "$ref": "#/pictures/189" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 405, "bbox": { "l": 221.03077372000004, "t": 463.5832073699999, "r": 283.5639663200001, "b": 456.06982616999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Notes 1 and 2", "text": "Notes 1 and 2" }, { "self_ref": "#/texts/9776", "parent": { "$ref": "#/pictures/189" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 405, "bbox": { "l": 373.77956156000005, "t": 490.7597191199999, "r": 432.8326904000002, "b": 483.2463379199999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Equipotential", "text": "Equipotential" }, { "self_ref": "#/texts/9777", "parent": { "$ref": "#/pictures/189" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 405, "bbox": { "l": 392.53314404, "t": 480.2605338299999, "r": 414.07485771999995, "b": 472.7471526299999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "bond", "text": "bond" }, { "self_ref": "#/texts/9778", "parent": { "$ref": "#/pictures/189" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 405, "bbox": { "l": 388.79381808000005, "t": 469.76134853999986, "r": 417.81673380000007, "b": 462.2479673399999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Note 3", "text": "Note 3" }, { "self_ref": "#/texts/9779", "parent": { "$ref": "#/pictures/190" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 405, "bbox": { "l": 153.257, "t": 297.3986987999999, "r": 440.81278139999915, "b": 289.8853176, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "(c) Generator set with isolated winding and single socket-outlet", "text": "(c) Generator set with isolated winding and single socket-outlet" }, { "self_ref": "#/texts/9780", "parent": { "$ref": "#/pictures/190" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 405, "bbox": { "l": 266.5385, "t": 325.53029879999997, "r": 328.30155636, "b": 318.01691759999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Generator set", "text": "Generator set" }, { "self_ref": "#/texts/9781", "parent": { "$ref": "#/pictures/190" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 405, "bbox": { "l": 282.9102704, "t": 315.03111350999995, "r": 311.93318612, "b": 307.51773230999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Note 4", "text": "Note 4" }, { "self_ref": "#/texts/9782", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 405, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9783", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 406, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9784", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 406, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "402", "text": "402" }, { "self_ref": "#/texts/9785", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 406, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/9786", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 406, "bbox": { "l": 85.08, "t": 745.9403, "r": 442.2912000000001, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "7.5 EXTRA-LOW VOLTAGE ELECTRICAL INSTALLATIONS", "text": "7.5 EXTRA-LOW VOLTAGE ELECTRICAL INSTALLATIONS", "level": 1 }, { "self_ref": "#/texts/9787", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 406, "bbox": { "l": 85.08, "t": 725.9603, "r": 165.06720000000004, "b": 712.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "7.5.1 Scope", "text": "7.5.1 Scope", "level": 1 }, { "self_ref": "#/texts/9788", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 406, "bbox": { "l": 85.08, "t": 705.9203, "r": 513.6864000000008, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 344 ] } ], "orig": "The particular requirements of this Clause (Clause 7.5) apply to electrical installations or parts of electrical installations operating at extra-low voltage and are deemed to comply with Clause 1.5.7 for both basic and fault protection (protection against both direct contact and indirect contact) by the use of extra-low voltage.", "text": "The particular requirements of this Clause (Clause 7.5) apply to electrical installations or parts of electrical installations operating at extra-low voltage and are deemed to comply with Clause 1.5.7 for both basic and fault protection (protection against both direct contact and indirect contact) by the use of extra-low voltage." }, { "self_ref": "#/texts/9789", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 406, "bbox": { "l": 85.08000000000004, "t": 629.9603, "r": 196.23120000000017, "b": 616.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "7.5.2 Application", "text": "7.5.2 Application", "level": 1 }, { "self_ref": "#/texts/9790", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 406, "bbox": { "l": 85.08000000000004, "t": 609.9203, "r": 513.6048000000003, "b": 582.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "Extra-low voltage electrical installations shall be one of the following systems-", "text": "Extra-low voltage electrical installations shall be one of the following systems-" }, { "self_ref": "#/texts/9791", "parent": { "$ref": "#/groups/944" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 406, "bbox": { "l": 85.08000000000004, "t": 575.9603, "r": 167.20080000000007, "b": 562.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "(a) SELV; or", "text": "(a) SELV; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9792", "parent": { "$ref": "#/groups/944" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 406, "bbox": { "l": 85.08000000000004, "t": 555.9203, "r": 152.29440000000005, "b": 542.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "(b) PELV.", "text": "(b) PELV.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9793", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 406, "bbox": { "l": 85.08000000000004, "t": 535.9403, "r": 513.6024000000003, "b": 508.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "The particular requirements of this Clause (Clause 7.5) supplement, replace or modify requirements of other Sections of this Standard.", "text": "The particular requirements of this Clause (Clause 7.5) supplement, replace or modify requirements of other Sections of this Standard." }, { "self_ref": "#/texts/9794", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 406, "bbox": { "l": 85.08000000000004, "t": 501.92029999999994, "r": 513.648, "b": 460.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 200 ] } ], "orig": "Where no particular requirement is specified in this Clause, extra-low voltage electrical installations shall comply with the relevant requirements of other Sections of this Standard.", "text": "Where no particular requirement is specified in this Clause, extra-low voltage electrical installations shall comply with the relevant requirements of other Sections of this Standard." }, { "self_ref": "#/texts/9795", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 406, "bbox": { "l": 85.08000000000004, "t": 453.9202999999999, "r": 513.6504, "b": 398.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 274 ] } ], "orig": "Where an electrical installation operates at extra-low voltage but does not comply with the SELV or PELV requirements of this Clause (Clause 7.5), it is deemed to be operating at low voltage and shall comply with the relevant requirements of other Sections of this Standard.", "text": "Where an electrical installation operates at extra-low voltage but does not comply with the SELV or PELV requirements of this Clause (Clause 7.5), it is deemed to be operating at low voltage and shall comply with the relevant requirements of other Sections of this Standard." }, { "self_ref": "#/texts/9796", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 406, "bbox": { "l": 85.08000000000004, "t": 391.9402999999998, "r": 404.29800000000006, "b": 378.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "7.5.3 Sources of supply to SELV and PELV systems", "text": "7.5.3 Sources of supply to SELV and PELV systems", "level": 1 }, { "self_ref": "#/texts/9797", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 406, "bbox": { "l": 85.08000000000004, "t": 371.9602999999998, "r": 512.4971999999999, "b": 358.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "The source supplying a SELV or PELV system shall be one of the following:", "text": "The source supplying a SELV or PELV system shall be one of the following:" }, { "self_ref": "#/texts/9798", "parent": { "$ref": "#/groups/945" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 406, "bbox": { "l": 85.08000000000004, "t": 351.92029999999977, "r": 458.65920000000017, "b": 338.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "(a) A safety isolating transformer complying with AS/NZS 61558.", "text": "(a) A safety isolating transformer complying with AS/NZS 61558.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9799", "parent": { "$ref": "#/groups/945" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 406, "bbox": { "l": 85.08000000000004, "t": 331.94029999999975, "r": 513.6876000000009, "b": 290.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 156 ] } ], "orig": "(b) A source of current independent of a higher voltage supply, such as an engine-driven generator, or an electrochemical source, such as a battery.", "text": "(b) A source of current independent of a higher voltage supply, such as an engine-driven generator, or an electrochemical source, such as a battery.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9800", "parent": { "$ref": "#/groups/945" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 406, "bbox": { "l": 85.08000000000004, "t": 283.94029999999975, "r": 513.6444000000008, "b": 228.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 238 ] } ], "orig": "(c) A source of current separated from higher voltage electrical installations, such as a motor-generator set, with electrically separate windings having a degree of electrical separation equivalent to that specified by Item (a).", "text": "(c) A source of current separated from higher voltage electrical installations, such as a motor-generator set, with electrically separate windings having a degree of electrical separation equivalent to that specified by Item (a).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9801", "parent": { "$ref": "#/groups/945" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 406, "bbox": { "l": 85.08000000000004, "t": 221.96029999999973, "r": 513.6312000000013, "b": 138.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 425 ] } ], "orig": "(d) Certain electronic devices complying with appropriate Standards, where, in the case of an internal fault, the voltage at the output terminals cannot exceed extra-low voltage. Higher voltages at the output terminals may be used, provided that the voltage at the output terminals is immediately reduced to extra-low voltage if contact is made with live parts under normal or fault conditions.", "text": "(d) Certain electronic devices complying with appropriate Standards, where, in the case of an internal fault, the voltage at the output terminals cannot exceed extra-low voltage. Higher voltages at the output terminals may be used, provided that the voltage at the output terminals is immediately reduced to extra-low voltage if contact is made with live parts under normal or fault conditions.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9802", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 406, "bbox": { "l": 113.46, "t": 134.87720000000002, "r": 415.75037999999944, "b": 122.62351999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "NOTE: Such devices include insulation testing equipment.", "text": "NOTE: Such devices include insulation testing equipment." }, { "self_ref": "#/texts/9803", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 406, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9804", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 407, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9805", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 407, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "403", "text": "403" }, { "self_ref": "#/texts/9806", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 407, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/9807", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 407, "bbox": { "l": 85.08, "t": 751.9403, "r": 443.32920000000047, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "7.5.4 Separation requirements for SELV and PELV circuits", "text": "7.5.4 Separation requirements for SELV and PELV circuits", "level": 1 }, { "self_ref": "#/texts/9808", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 407, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 513.5844000000008, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "Live parts of SELV and PELV circuits shall be electrically separated from each other and from other higher voltage circuits.", "text": "Live parts of SELV and PELV circuits shall be electrically separated from each other and from other higher voltage circuits." }, { "self_ref": "#/texts/9809", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 407, "bbox": { "l": 85.07999999999998, "t": 697.9403, "r": 513.6012000000011, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 179 ] } ], "orig": "Arrangements shall ensure a level of electrical separation equivalent to that between the input and output of a safety isolating transformer complying with AS/NZS 61558.", "text": "Arrangements shall ensure a level of electrical separation equivalent to that between the input and output of a safety isolating transformer complying with AS/NZS 61558." }, { "self_ref": "#/texts/9810", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 407, "bbox": { "l": 85.07999999999998, "t": 649.9403, "r": 513.6168, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "SELV and PELV circuit conductors shall be segregated from those of other circuit conductors.", "text": "SELV and PELV circuit conductors shall be segregated from those of other circuit conductors." }, { "self_ref": "#/texts/9811", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 407, "bbox": { "l": 85.07999999999998, "t": 615.9203, "r": 513.6264000000001, "b": 574.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 169 ] } ], "orig": "Exception: SELV and PELV circuit conductors installed in accordance with Clause 3.9.8.3 may be contained within the same wiring system as low voltage circuits.", "text": "Exception: SELV and PELV circuit conductors installed in accordance with Clause 3.9.8.3 may be contained within the same wiring system as low voltage circuits." }, { "self_ref": "#/texts/9812", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 407, "bbox": { "l": 85.07999999999998, "t": 567.9203, "r": 513.6288000000001, "b": 526.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 225 ] } ], "orig": "Live parts shall be arranged so that short-circuit or arcing, either between live parts or between live parts and other conductive material, will not take place under the conditions that may reasonably be expected in service.", "text": "Live parts shall be arranged so that short-circuit or arcing, either between live parts or between live parts and other conductive material, will not take place under the conditions that may reasonably be expected in service." }, { "self_ref": "#/texts/9813", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 407, "bbox": { "l": 85.07999999999998, "t": 519.9202999999999, "r": 306.0900000000001, "b": 506.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "7.5.5 Arrangement of SELV circuits", "text": "7.5.5 Arrangement of SELV circuits", "level": 1 }, { "self_ref": "#/texts/9814", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 407, "bbox": { "l": 85.07999999999998, "t": 499.9402999999999, "r": 513.6384000000003, "b": 472.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 161 ] } ], "orig": "Live parts of SELV circuits shall not be connected to earth or protective earthing conductors that are part of other circuits or to other live parts.", "text": "Live parts of SELV circuits shall not be connected to earth or protective earthing conductors that are part of other circuits or to other live parts." }, { "self_ref": "#/texts/9815", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 407, "bbox": { "l": 85.07999999999998, "t": 465.9202999999999, "r": 320.5800000000002, "b": 452.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "SELV circuits shall not be connected to-", "text": "SELV circuits shall not be connected to-" }, { "self_ref": "#/texts/9816", "parent": { "$ref": "#/groups/946" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 407, "bbox": { "l": 85.07999999999998, "t": 445.94029999999987, "r": 192.70080000000013, "b": 432.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "(a) other circuits;", "text": "(a) other circuits;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9817", "parent": { "$ref": "#/groups/946" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 407, "bbox": { "l": 85.07999999999998, "t": 425.96029999999985, "r": 149.20919999999995, "b": 412.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "(b) earth;", "text": "(b) earth;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9818", "parent": { "$ref": "#/groups/946" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 407, "bbox": { "l": 85.07999999999998, "t": 405.9202999999998, "r": 512.4336000000009, "b": 392.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "(c) earthing conductors or exposed conductive parts of another system; or", "text": "(c) earthing conductors or exposed conductive parts of another system; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9819", "parent": { "$ref": "#/groups/946" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 407, "bbox": { "l": 85.07999999999998, "t": 385.9402999999998, "r": 278.5788000000002, "b": 372.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "(d) extraneous conductive parts.", "text": "(d) extraneous conductive parts.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9820", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 407, "bbox": { "l": 85.07999999999998, "t": 365.9602999999998, "r": 513.6023999999999, "b": 310.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 268 ] } ], "orig": "Exception: Connection to extraneous conductive parts may be made where electrical equipment is inherently required to be so connected and it is ensured that the extraneous conductive parts cannot attain a voltage exceeding that of the SELV circuit.", "text": "Exception: Connection to extraneous conductive parts may be made where electrical equipment is inherently required to be so connected and it is ensured that the extraneous conductive parts cannot attain a voltage exceeding that of the SELV circuit." }, { "self_ref": "#/texts/9821", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 407, "bbox": { "l": 96.42, "t": 306.83719999999994, "r": 513.3514620000004, "b": 255.583658, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 335 ] } ], "orig": "NOTE: If SELV circuits are liable to come into contact, either fortuitously or intentionally, with the exposed conductive parts of other circuits, protection against electric shock no longer depends solely on protection by SELV but on the protective measure to which the latter exposed conductive parts are subject.", "text": "NOTE: If SELV circuits are liable to come into contact, either fortuitously or intentionally, with the exposed conductive parts of other circuits, protection against electric shock no longer depends solely on protection by SELV but on the protective measure to which the latter exposed conductive parts are subject." }, { "self_ref": "#/texts/9822", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 407, "bbox": { "l": 85.07999999999998, "t": 248.96029999999996, "r": 513.5819999999998, "b": 207.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "Where the nominal voltage exceeds 25 V a.c. or 60 V ripple-free d.c., protection against electric shock in normal service (direct contact) shall be provided by-", "text": "Where the nominal voltage exceeds 25 V a.c. or 60 V ripple-free d.c., protection against electric shock in normal service (direct contact) shall be provided by-" }, { "self_ref": "#/texts/9823", "parent": { "$ref": "#/groups/947" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 407, "bbox": { "l": 85.07999999999998, "t": 200.96029999999996, "r": 513.6432000000001, "b": 173.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "(i) barriers or enclosures with a degree of protection of at least IPXXB or IP2X; or", "text": "(i) barriers or enclosures with a degree of protection of at least IPXXB or IP2X; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9824", "parent": { "$ref": "#/groups/947" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 407, "bbox": { "l": 85.08000000000004, "t": 166.94029999999998, "r": 513.6528000000004, "b": 139.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "(ii) insulation capable of withstanding a test voltage of 500 V a.c. for 1 min.", "text": "(ii) insulation capable of withstanding a test voltage of 500 V a.c. for 1 min.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9825", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 407, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9826", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 408, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9827", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 408, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/9828", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 408, "bbox": { "l": 96.42, "t": 745.8572, "r": 145.63345799999996, "b": 733.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/9829", "parent": { "$ref": "#/groups/948" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 408, "bbox": { "l": 96.42, "t": 729.83738, "r": 513.2855819999994, "b": 704.624006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "1 Basic protection is not necessary for voltages not exceeding 25 V a.c. or 60 V ripple-free d.c., in dry indoor conditions.", "text": "1 Basic protection is not necessary for voltages not exceeding 25 V a.c. or 60 V ripple-free d.c., in dry indoor conditions.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9830", "parent": { "$ref": "#/groups/948" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 408, "bbox": { "l": 96.42, "t": 700.8578660000001, "r": 513.2691119999989, "b": 662.624408, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 218 ] } ], "orig": "2 Insulation is capable of withstanding the test voltage for the required period when the insulation resistance after the test voltage has been applied for the specified period remains above the required minimum value.", "text": "2 Insulation is capable of withstanding the test voltage for the required period when the insulation resistance after the test voltage has been applied for the specified period remains above the required minimum value.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9831", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 408, "bbox": { "l": 85.08, "t": 655.9403, "r": 306.09000000000015, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "7.5.6 Arrangement of PELV circuits", "text": "7.5.6 Arrangement of PELV circuits", "level": 1 }, { "self_ref": "#/texts/9832", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 408, "bbox": { "l": 85.07999999999998, "t": 635.9603, "r": 513.6996000000009, "b": 608.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "The following applies for PELV circuits, where one conductor of the output circuit is earthed.", "text": "The following applies for PELV circuits, where one conductor of the output circuit is earthed." }, { "self_ref": "#/texts/9833", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 408, "bbox": { "l": 85.07999999999998, "t": 601.9403, "r": 307.1700000000002, "b": 588.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "Basic protection shall be provided by-", "text": "Basic protection shall be provided by-" }, { "self_ref": "#/texts/9834", "parent": { "$ref": "#/groups/949" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 408, "bbox": { "l": 85.07999999999998, "t": 581.9603, "r": 513.6120000000002, "b": 554.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "(a) barriers or enclosures affording a degree of protection of at least IPXXB or IP2X; or", "text": "(a) barriers or enclosures affording a degree of protection of at least IPXXB or IP2X; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9835", "parent": { "$ref": "#/groups/949" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 408, "bbox": { "l": 85.08000000000004, "t": 547.9403, "r": 513.6528000000004, "b": 520.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "(b) insulation capable of withstanding a test voltage of 500 V a.c. for 1 min.", "text": "(b) insulation capable of withstanding a test voltage of 500 V a.c. for 1 min.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9836", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 408, "bbox": { "l": 85.08000000000004, "t": 513.9202999999999, "r": 513.5412000000009, "b": 472.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 183 ] } ], "orig": "Exception: Basic protection shall be deemed unnecessary if electrical equipment is within the zone of influence of equipotential bonding and the nominal voltage does not exceed-", "text": "Exception: Basic protection shall be deemed unnecessary if electrical equipment is within the zone of influence of equipotential bonding and the nominal voltage does not exceed-" }, { "self_ref": "#/texts/9837", "parent": { "$ref": "#/groups/950" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 408, "bbox": { "l": 85.08000000000004, "t": 465.9202999999999, "r": 513.614400000001, "b": 424.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 185 ] } ], "orig": "1 25 V a.c. or 60 V ripple-free d.c., when electrical equipment is normally used in a dry location only and large-area contact with the human body is not to be expected; or", "text": "1 25 V a.c. or 60 V ripple-free d.c., when electrical equipment is normally used in a dry location only and large-area contact with the human body is not to be expected; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9838", "parent": { "$ref": "#/groups/950" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 408, "bbox": { "l": 85.0800000000001, "t": 417.9202999999998, "r": 395.70840000000067, "b": 404.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "2 6 V a.c. or 15 V ripple-free d.c., in all other cases.", "text": "2 6 V a.c. or 15 V ripple-free d.c., in all other cases.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9839", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 408, "bbox": { "l": 96.42, "t": 400.8572, "r": 145.63345799999996, "b": 388.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/9840", "parent": { "$ref": "#/groups/951" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 408, "bbox": { "l": 96.42, "t": 384.83738, "r": 513.2724060000005, "b": 359.624006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "1 The earthing of circuits may be achieved by an appropriate connection to earth within the source itself.", "text": "1 The earthing of circuits may be achieved by an appropriate connection to earth within the source itself.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9841", "parent": { "$ref": "#/groups/951" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 408, "bbox": { "l": 96.42, "t": 355.857866, "r": 509.75380799999994, "b": 343.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "2 AS/NZS 60479 indicates that large-area contact is approximately 8000 mm 2 .", "text": "2 AS/NZS 60479 indicates that large-area contact is approximately 8000 mm 2 .", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9842", "parent": { "$ref": "#/groups/951" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 408, "bbox": { "l": 96.42049199999997, "t": 339.83738, "r": 513.3223079999991, "b": 301.603922, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 230 ] } ], "orig": "3 Insulation is capable of withstanding the test voltage for the required period when the insulation resistance, after the test voltage has been applied for the specified period, remains above the required minimum value.", "text": "3 Insulation is capable of withstanding the test voltage for the required period when the insulation resistance, after the test voltage has been applied for the specified period, remains above the required minimum value.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9843", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 408, "bbox": { "l": 85.08, "t": 294.9204, "r": 291.4608000000002, "b": 281.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "7.5.7 Voltage drop in conductors", "text": "7.5.7 Voltage drop in conductors", "level": 1 }, { "self_ref": "#/texts/9844", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 408, "bbox": { "l": 85.08, "t": 274.94039999999995, "r": 513.6731999999998, "b": 233.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 203 ] } ], "orig": "The drop in voltage at any point in an extra-low voltage electrical installation shall not exceed 10% of the nominal value when all live conductors are carrying the circuit-operating current.", "text": "The drop in voltage at any point in an extra-low voltage electrical installation shall not exceed 10% of the nominal value when all live conductors are carrying the circuit-operating current." }, { "self_ref": "#/texts/9845", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 408, "bbox": { "l": 96.42, "t": 229.85720000000003, "r": 476.6376359999998, "b": 217.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "NOTE: Information on voltage drop is given in the AS/NZS 3008.1 series.", "text": "NOTE: Information on voltage drop is given in the AS/NZS 3008.1 series." }, { "self_ref": "#/texts/9846", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 408, "bbox": { "l": 85.07999999999998, "t": 210.9203, "r": 513.5819999999997, "b": 183.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 151 ] } ], "orig": "Exception: This requirement need not apply where electrical equipment is specially designed for operation with a voltage drop greater than 10%.", "text": "Exception: This requirement need not apply where electrical equipment is specially designed for operation with a voltage drop greater than 10%." }, { "self_ref": "#/texts/9847", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 408, "bbox": { "l": 96.42, "t": 179.87720000000002, "r": 513.3163259999991, "b": 141.583352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 214 ] } ], "orig": "NOTE: Motor starting, solenoid closing and other similar applications where high transient currents may be experienced that can significantly increase voltage drop, are excluded from consideration.", "text": "NOTE: Motor starting, solenoid closing and other similar applications where high transient currents may be experienced that can significantly increase voltage drop, are excluded from consideration." }, { "self_ref": "#/texts/9848", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 408, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "404", "text": "404", "level": 1 }, { "self_ref": "#/texts/9849", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 408, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9850", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 409, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9851", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 409, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "405", "text": "405" }, { "self_ref": "#/texts/9852", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 409, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/9853", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 409, "bbox": { "l": 85.08, "t": 751.9403, "r": 335.3196000000004, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "7.5.8 Control of an electrical installation", "text": "7.5.8 Control of an electrical installation", "level": 1 }, { "self_ref": "#/texts/9854", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 409, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 217.44959999999992, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "7.5.8.1 Main switches", "text": "7.5.8.1 Main switches", "level": 1 }, { "self_ref": "#/texts/9855", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 409, "bbox": { "l": 85.07999999999996, "t": 711.9203, "r": 513.5831999999994, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 146 ] } ], "orig": "The supply to an extra-low voltage electrical installation shall be controlled by a main switch or switches operating in all unearthed conductors.", "text": "The supply to an extra-low voltage electrical installation shall be controlled by a main switch or switches operating in all unearthed conductors." }, { "self_ref": "#/texts/9856", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 409, "bbox": { "l": 85.07999999999993, "t": 677.9603, "r": 513.6132000000008, "b": 608.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 353 ] } ], "orig": "Exception: This requirement need not apply where the extra-low voltage electrical installation is supplied from part of an electrical installation operating at a voltage greater than extra-low voltage and the operation of the main switch for the high voltage part of the electrical installation results in the disconnection of the supply.", "text": "Exception: This requirement need not apply where the extra-low voltage electrical installation is supplied from part of an electrical installation operating at a voltage greater than extra-low voltage and the operation of the main switch for the high voltage part of the electrical installation results in the disconnection of the supply." }, { "self_ref": "#/texts/9857", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 409, "bbox": { "l": 85.07999999999993, "t": 601.9403, "r": 221.72759999999997, "b": 588.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "7.5.8.2 Other switches", "text": "7.5.8.2 Other switches", "level": 1 }, { "self_ref": "#/texts/9858", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 409, "bbox": { "l": 85.07999999999993, "t": 581.9603, "r": 513.6083999999994, "b": 554.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "Switches in an extra-low voltage electrical installation shall comply with the following:", "text": "Switches in an extra-low voltage electrical installation shall comply with the following:" }, { "self_ref": "#/texts/9859", "parent": { "$ref": "#/groups/952" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 409, "bbox": { "l": 85.07999999999993, "t": 547.9403, "r": 513.5856000000006, "b": 520.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "(a) A switch shall operate in all unearthed conductors where the extra-low voltage supply is earthed at the point of supply, e.g. PELV.", "text": "(a) A switch shall operate in all unearthed conductors where the extra-low voltage supply is earthed at the point of supply, e.g. PELV.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9860", "parent": { "$ref": "#/groups/952" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 409, "bbox": { "l": 85.07999999999998, "t": 513.9202999999999, "r": 513.5819999999998, "b": 486.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "(b) Switches may operate in one less conductor than the number of conductors in the circuit, e.g. SELV.", "text": "(b) Switches may operate in one less conductor than the number of conductors in the circuit, e.g. SELV.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9861", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 409, "bbox": { "l": 85.07999999999998, "t": 479.9602999999999, "r": 264.81600000000003, "b": 466.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "7.5.9 Overcurrent protection", "text": "7.5.9 Overcurrent protection", "level": 1 }, { "self_ref": "#/texts/9862", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 409, "bbox": { "l": 85.07999999999998, "t": 459.9202999999999, "r": 182.93760000000003, "b": 446.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "7.5.9.1 General", "text": "7.5.9.1 General", "level": 1 }, { "self_ref": "#/texts/9863", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 409, "bbox": { "l": 85.07999999999998, "t": 439.94029999999987, "r": 513.6396000000003, "b": 412.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "Every extra-low voltage circuit shall be individually protected at its origin against overload and short-circuit currents by a protective device that-", "text": "Every extra-low voltage circuit shall be individually protected at its origin against overload and short-circuit currents by a protective device that-" }, { "self_ref": "#/texts/9864", "parent": { "$ref": "#/groups/953" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 409, "bbox": { "l": 85.08000000000001, "t": 405.9202999999998, "r": 513.6432000000002, "b": 378.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "(a) shall comply with the applicable requirements of Clauses 2.2 and 2.5; and", "text": "(a) shall comply with the applicable requirements of Clauses 2.2 and 2.5; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9865", "parent": { "$ref": "#/groups/953" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 409, "bbox": { "l": 85.08000000000004, "t": 371.9602999999998, "r": 513.6288, "b": 344.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "(b) may be provided in one conductor less than the number of conductors in the circuit.", "text": "(b) may be provided in one conductor less than the number of conductors in the circuit.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9866", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 409, "bbox": { "l": 85.07999999999998, "t": 337.94029999999975, "r": 513.656400000001, "b": 310.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 155 ] } ], "orig": "Where the extra-low voltage supply is earthed at the point of supply, the protective devices shall be installed in all the unearthed conductors.", "text": "Where the extra-low voltage supply is earthed at the point of supply, the protective devices shall be installed in all the unearthed conductors." }, { "self_ref": "#/texts/9867", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 409, "bbox": { "l": 85.07999999999998, "t": 303.92029999999977, "r": 513.584400000001, "b": 276.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "Exception: Circuits arranged in accordance with Clause 7.5.9.2 need not be provided with overcurrent protection.", "text": "Exception: Circuits arranged in accordance with Clause 7.5.9.2 need not be provided with overcurrent protection." }, { "self_ref": "#/texts/9868", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 409, "bbox": { "l": 85.07999999999998, "t": 269.96029999999973, "r": 331.87200000000024, "b": 256.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "7.5.9.2 Omission of overcurrent protection", "text": "7.5.9.2 Omission of overcurrent protection", "level": 1 }, { "self_ref": "#/texts/9869", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 409, "bbox": { "l": 85.07999999999998, "t": 249.92029999999966, "r": 513.5376, "b": 222.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "Overcurrent protection need not be provided where one of the following applies:", "text": "Overcurrent protection need not be provided where one of the following applies:" }, { "self_ref": "#/texts/9870", "parent": { "$ref": "#/groups/954" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 409, "bbox": { "l": 85.08000000000001, "t": 215.96029999999973, "r": 513.5712000000005, "b": 188.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "(a) The expected interruption to supply could result in a greater danger than the overcurrent.", "text": "(a) The expected interruption to supply could result in a greater danger than the overcurrent.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9871", "parent": { "$ref": "#/groups/954" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 409, "bbox": { "l": 85.08000000000004, "t": 181.94029999999975, "r": 513.6096000000006, "b": 140.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 172 ] } ], "orig": "(b) The rated output of the source of supply does not exceed the current rating of the circuit and the circuit is supplied from either of the following sources:", "text": "(b) The rated output of the source of supply does not exceed the current rating of the circuit and the circuit is supplied from either of the following sources:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9872", "parent": { "$ref": "#/groups/954" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 409, "bbox": { "l": 113.4, "t": 133.94029999999975, "r": 513.6875999999995, "b": 106.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "(i) A transformer marked to indicate that it is short-circuit proof in accordance with AS/NZS 61558 and-", "text": "(i) A transformer marked to indicate that it is short-circuit proof in accordance with AS/NZS 61558 and-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9873", "parent": { "$ref": "#/groups/954" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 409, "bbox": { "l": 141.77999999999997, "t": 99.92029999999977, "r": 503.44440000000105, "b": 86.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "(A) the rated output of the transformer does not exceed 1 A; or", "text": "(A) the rated output of the transformer does not exceed 1 A; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9874", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 409, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9875", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 410, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9876", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 410, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "406", "text": "406" }, { "self_ref": "#/texts/9877", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 410, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/9878", "parent": { "$ref": "#/groups/955" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 410, "bbox": { "l": 141.78, "t": 745.9403, "r": 513.6180000000003, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 188 ] } ], "orig": "(B) the short-circuit current of the transformer does not exceed the current-carrying capacity of the circuit conductors and such short-circuit current is marked on the transformer.", "text": "(B) the short-circuit current of the transformer does not exceed the current-carrying capacity of the circuit conductors and such short-circuit current is marked on the transformer.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9879", "parent": { "$ref": "#/groups/955" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 410, "bbox": { "l": 113.39999999999999, "t": 697.9403, "r": 513.6563999999997, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "(ii) A battery, comprising cells having a high internal resistance, e.g. Leclanché or dry-type primary cells.", "text": "(ii) A battery, comprising cells having a high internal resistance, e.g. Leclanché or dry-type primary cells.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9880", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 410, "bbox": { "l": 85.07999999999998, "t": 663.9203, "r": 253.29839999999982, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "7.5.10 Connecting devices", "text": "7.5.10 Connecting devices", "level": 1 }, { "self_ref": "#/texts/9881", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 410, "bbox": { "l": 85.07999999999998, "t": 643.9403, "r": 513.6623999999998, "b": 616.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "Plug and socket-outlet devices, including installation couplers, for SELV and PELV shall comply with the following:", "text": "Plug and socket-outlet devices, including installation couplers, for SELV and PELV shall comply with the following:" }, { "self_ref": "#/texts/9882", "parent": { "$ref": "#/groups/956" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 410, "bbox": { "l": 85.07999999999998, "t": 609.9203, "r": 482.13240000000025, "b": 596.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "(a) Plugs shall not be able to enter sockets of other voltage systems.", "text": "(a) Plugs shall not be able to enter sockets of other voltage systems.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9883", "parent": { "$ref": "#/groups/956" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 410, "bbox": { "l": 85.07999999999998, "t": 589.9403, "r": 431.7708000000006, "b": 576.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "(b) Sockets shall not accept plugs of other voltage systems.", "text": "(b) Sockets shall not accept plugs of other voltage systems.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9884", "parent": { "$ref": "#/groups/956" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 410, "bbox": { "l": 85.07999999999998, "t": 569.9603, "r": 498.38040000000126, "b": 556.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "(c) Sockets shall not have a contact for a protective earthing conductor.", "text": "(c) Sockets shall not have a contact for a protective earthing conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9885", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 410, "bbox": { "l": 85.07999999999998, "t": 549.9203, "r": 227.39640000000003, "b": 536.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "7.5.11 Wiring systems", "text": "7.5.11 Wiring systems", "level": 1 }, { "self_ref": "#/texts/9886", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 410, "bbox": { "l": 85.07999999999998, "t": 529.9403, "r": 189.89760000000007, "b": 516.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "7.5.11.1 General", "text": "7.5.11.1 General", "level": 1 }, { "self_ref": "#/texts/9887", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 410, "bbox": { "l": 85.07999999999998, "t": 509.96029999999996, "r": 513.6168000000004, "b": 468.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 212 ] } ], "orig": "Conductors and insulation of cables for extra-low voltage electrical installations shall be suitable for the intended purpose and need not be further protected unless installation conditions so demand.", "text": "Conductors and insulation of cables for extra-low voltage electrical installations shall be suitable for the intended purpose and need not be further protected unless installation conditions so demand." }, { "self_ref": "#/texts/9888", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 410, "bbox": { "l": 96.42, "t": 464.87719999999996, "r": 513.3251100000004, "b": 426.583352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 169 ] } ], "orig": "NOTE: Attention is drawn to the requirements of Clause 3.9.8.3 for segregation of different wiring systems and the need for further protection in some situations.", "text": "NOTE: Attention is drawn to the requirements of Clause 3.9.8.3 for segregation of different wiring systems and the need for further protection in some situations." }, { "self_ref": "#/texts/9889", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 410, "bbox": { "l": 85.08, "t": 419.9603, "r": 243.00960000000026, "b": 406.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "7.5.11.2 Aerial conductors", "text": "7.5.11.2 Aerial conductors", "level": 1 }, { "self_ref": "#/texts/9890", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 410, "bbox": { "l": 85.08000000000001, "t": 399.9203, "r": 513.5807999999997, "b": 372.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 150 ] } ], "orig": "Aerial conductors used in extra-low voltage electrical installations shall be installed in accordance with the applicable requirements of Clause 3.12.", "text": "Aerial conductors used in extra-low voltage electrical installations shall be installed in accordance with the applicable requirements of Clause 3.12." }, { "self_ref": "#/texts/9891", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 410, "bbox": { "l": 85.08000000000004, "t": 365.96029999999996, "r": 153.77040000000014, "b": 352.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:", "level": 1 }, { "self_ref": "#/texts/9892", "parent": { "$ref": "#/groups/957" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 410, "bbox": { "l": 85.08000000000004, "t": 345.92029999999994, "r": 513.5748000000007, "b": 318.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] } ], "orig": "1 The clearances above ground or elevated areas need not apply provided that the requirements of Clause 3.3.1 are satisfied.", "text": "1 The clearances above ground or elevated areas need not apply provided that the requirements of Clause 3.3.1 are satisfied.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9893", "parent": { "$ref": "#/groups/957" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 410, "bbox": { "l": 85.08000000000004, "t": 311.96029999999996, "r": 513.5676000000003, "b": 284.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "2 Bare conductors may be erected in accordance with the requirements for insulated conductors.", "text": "2 Bare conductors may be erected in accordance with the requirements for insulated conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9894", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 410, "bbox": { "l": 85.08000000000007, "t": 277.94029999999987, "r": 283.8191999999999, "b": 264.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "7.5.11.3 Underground conductors", "text": "7.5.11.3 Underground conductors", "level": 1 }, { "self_ref": "#/texts/9895", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 410, "bbox": { "l": 85.08000000000004, "t": 257.96029999999985, "r": 513.6576000000003, "b": 230.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "There are no depth-of-burial requirements for the safety of extra-low voltage cables.", "text": "There are no depth-of-burial requirements for the safety of extra-low voltage cables." }, { "self_ref": "#/texts/9896", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 410, "bbox": { "l": 96.42, "t": 226.85720000000003, "r": 472.2291660000005, "b": 214.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "NOTE: Consideration should be given to the risk of mechanical damage.", "text": "NOTE: Consideration should be given to the risk of mechanical damage." }, { "self_ref": "#/texts/9897", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 410, "bbox": { "l": 85.08, "t": 207.9203, "r": 179.30399999999995, "b": 194.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "7.5.12 Testing", "text": "7.5.12 Testing", "level": 1 }, { "self_ref": "#/texts/9898", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 410, "bbox": { "l": 85.08, "t": 187.94029999999998, "r": 189.8976000000001, "b": 174.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "7.5.12.1 General", "text": "7.5.12.1 General", "level": 1 }, { "self_ref": "#/texts/9899", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 410, "bbox": { "l": 85.07999999999998, "t": 167.96029999999996, "r": 513.6108000000003, "b": 126.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 177 ] } ], "orig": "The separation of ELV circuits shall be verified in accordance with Clause 7.5.12.2 in the case of protection by SELV, and Clause 7.5.12.3 in the case of protection by PELV.", "text": "The separation of ELV circuits shall be verified in accordance with Clause 7.5.12.2 in the case of protection by SELV, and Clause 7.5.12.3 in the case of protection by PELV." }, { "self_ref": "#/texts/9900", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 410, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9901", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 411, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9902", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 411, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "407", "text": "407" }, { "self_ref": "#/texts/9903", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 411, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/9904", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 411, "bbox": { "l": 85.07999999999998, "t": 751.9403, "r": 513.6264000000001, "b": 710.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 159 ] } ], "orig": "The insulation resistance value obtained in accordance with Clauses 7.5.12.2 and 7.5.12.3 shall not be less than 0.5 M  when tested at a voltage of 250 V d.c.", "text": "The insulation resistance value obtained in accordance with Clauses 7.5.12.2 and 7.5.12.3 shall not be less than 0.5 M  when tested at a voltage of 250 V d.c." }, { "self_ref": "#/texts/9905", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 411, "bbox": { "l": 85.07999999999998, "t": 703.9403, "r": 254.68800000000024, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "7.5.12.2 Protection by SELV", "text": "7.5.12.2 Protection by SELV", "level": 1 }, { "self_ref": "#/texts/9906", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 411, "bbox": { "l": 85.07999999999998, "t": 683.9603, "r": 513.6803999999996, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "The separation of live parts from those of other circuits and from earth shall be confirmed by a measurement of the insulation resistance.", "text": "The separation of live parts from those of other circuits and from earth shall be confirmed by a measurement of the insulation resistance." }, { "self_ref": "#/texts/9907", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 411, "bbox": { "l": 85.07999999999998, "t": 649.9403, "r": 254.68800000000024, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "7.5.12.3 Protection by PELV", "text": "7.5.12.3 Protection by PELV", "level": 1 }, { "self_ref": "#/texts/9908", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 411, "bbox": { "l": 85.07999999999998, "t": 629.9603, "r": 513.6096000000003, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "The separation of live parts from other circuits shall be confirmed by a measurement of the insulation resistance.", "text": "The separation of live parts from other circuits shall be confirmed by a measurement of the insulation resistance." }, { "self_ref": "#/texts/9909", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 411, "bbox": { "l": 85.07999999999998, "t": 587.9603, "r": 398.0543999999997, "b": 574.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "7.6 HIGH VOLTAGE ELECTRICAL INSTALLATIONS", "text": "7.6 HIGH VOLTAGE ELECTRICAL INSTALLATIONS", "level": 1 }, { "self_ref": "#/texts/9910", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 411, "bbox": { "l": 85.07999999999998, "t": 567.9203, "r": 165.07919999999993, "b": 554.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "7.6.1 Scope", "text": "7.6.1 Scope", "level": 1 }, { "self_ref": "#/texts/9911", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 411, "bbox": { "l": 85.07999999999998, "t": 547.9403, "r": 513.6672000000001, "b": 506.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 175 ] } ], "orig": "The particular requirements of this Clause (Clause 7.6) apply to electrical installations and those portions of electrical installations operating at high voltage.", "text": "The particular requirements of this Clause (Clause 7.6) apply to electrical installations and those portions of electrical installations operating at high voltage." }, { "self_ref": "#/texts/9912", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 411, "bbox": { "l": 85.07999999999998, "t": 499.9402999999999, "r": 513.5532000000007, "b": 458.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 215 ] } ], "orig": "For protection and earthing purposes, this Clause also applies to all the electrical equipment up to and including any low voltage cables and switchgear associated with high voltage transformers.", "text": "For protection and earthing purposes, this Clause also applies to all the electrical equipment up to and including any low voltage cables and switchgear associated with high voltage transformers." }, { "self_ref": "#/texts/9913", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 411, "bbox": { "l": 85.07999999999998, "t": 451.94029999999987, "r": 405.66000000000025, "b": 438.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "This Clause (Clause 7.6) does not apply to the following:", "text": "This Clause (Clause 7.6) does not apply to the following:" }, { "self_ref": "#/texts/9914", "parent": { "$ref": "#/groups/958" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 411, "bbox": { "l": 85.07999999999998, "t": 431.96029999999985, "r": 337.5144000000003, "b": 418.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "(a) Electric discharge illumination systems.", "text": "(a) Electric discharge illumination systems.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9915", "parent": { "$ref": "#/groups/958" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 411, "bbox": { "l": 85.07999999999998, "t": 411.9202999999998, "r": 212.86559999999983, "b": 398.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "(b) X-ray equipment.", "text": "(b) X-ray equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9916", "parent": { "$ref": "#/groups/958" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 411, "bbox": { "l": 85.07999999999998, "t": 391.9402999999998, "r": 267.6072000000002, "b": 378.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "(c) High frequency equipment.", "text": "(c) High frequency equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9917", "parent": { "$ref": "#/groups/958" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 411, "bbox": { "l": 85.07999999999998, "t": 371.9602999999998, "r": 513.642000000001, "b": 316.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 235 ] } ], "orig": "(d) High voltage wiring and electrical equipment enclosed within selfcontained electrical equipment and supplied at low voltage where precautions have been taken to prevent contact with high voltage conductors.", "text": "(d) High voltage wiring and electrical equipment enclosed within selfcontained electrical equipment and supplied at low voltage where precautions have been taken to prevent contact with high voltage conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9918", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 411, "bbox": { "l": 85.07999999999998, "t": 309.92029999999977, "r": 196.23120000000011, "b": 296.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "7.6.2 Application", "text": "7.6.2 Application", "level": 1 }, { "self_ref": "#/texts/9919", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 411, "bbox": { "l": 85.07999999999998, "t": 289.94029999999975, "r": 201.78240000000008, "b": 276.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "7.6.2.1 In Australia", "text": "7.6.2.1 In Australia", "level": 1 }, { "self_ref": "#/texts/9920", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 411, "bbox": { "l": 85.07999999999993, "t": 269.96029999999973, "r": 513.6204000000012, "b": 228.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 158 ] } ], "orig": "In Australia, electrical installations and those portions of electrical installations operating at high voltage shall be installed in accordance with AS 2067.", "text": "In Australia, electrical installations and those portions of electrical installations operating at high voltage shall be installed in accordance with AS 2067." }, { "self_ref": "#/texts/9921", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 411, "bbox": { "l": 85.07999999999993, "t": 221.96029999999973, "r": 226.46639999999988, "b": 208.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "7.6.2.2 In New Zealand", "text": "7.6.2.2 In New Zealand", "level": 1 }, { "self_ref": "#/texts/9922", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 411, "bbox": { "l": 85.07999999999993, "t": 201.92029999999977, "r": 513.5699999999997, "b": 160.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 201 ] } ], "orig": "In New Zealand, requirements for high voltage electrical installations and those portions of electrical installations operating at high voltage are set in the Electricity (Safety) Regulations.", "text": "In New Zealand, requirements for high voltage electrical installations and those portions of electrical installations operating at high voltage are set in the Electricity (Safety) Regulations." }, { "self_ref": "#/texts/9923", "parent": { "$ref": "#/pictures/191" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 411, "bbox": { "l": 522.2999, "t": 289.88030000000003, "r": 534.5735, "b": 276.4883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/9924", "parent": { "$ref": "#/pictures/192" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 411, "bbox": { "l": 518.46, "t": 222.74029999999993, "r": 538.416, "b": 209.3483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/9925", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 411, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9926", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 412, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9927", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 412, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "408", "text": "408" }, { "self_ref": "#/texts/9928", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 412, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/9929", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 412, "bbox": { "l": 85.08, "t": 745.9403, "r": 389.88720000000046, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "7.6.3 Issues relevant to high voltage installations", "text": "7.6.3 Issues relevant to high voltage installations", "level": 1 }, { "self_ref": "#/texts/9930", "parent": { "$ref": "#/groups/959" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 412, "bbox": { "l": 42.54, "t": 725.9603, "r": 513.6216000000007, "b": 698.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 150 ] } ], "orig": "For the design of electrical installations with voltage 1 kV or more, the issues that shall be taken into account include the following: A1", "text": "For the design of electrical installations with voltage 1 kV or more, the issues that shall be taken into account include the following: A1", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9931", "parent": { "$ref": "#/groups/959" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 412, "bbox": { "l": 85.07999999999998, "t": 691.9403, "r": 513.592800000001, "b": 664.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "(a) Insulation levels to withstand highest voltage and/or impulse withstand voltages.", "text": "(a) Insulation levels to withstand highest voltage and/or impulse withstand voltages.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9932", "parent": { "$ref": "#/groups/959" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 412, "bbox": { "l": 85.07999999999998, "t": 657.9203, "r": 513.5879999999996, "b": 630.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "(b) Minimum clearances to live parts taking into account electrode configurations and impulse withstand voltages.", "text": "(b) Minimum clearances to live parts taking into account electrode configurations and impulse withstand voltages.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9933", "parent": { "$ref": "#/groups/959" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 412, "bbox": { "l": 85.07999999999996, "t": 623.9603, "r": 375.4812000000004, "b": 610.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "(c) Minimum clearances under special conditions.", "text": "(c) Minimum clearances under special conditions.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9934", "parent": { "$ref": "#/groups/959" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 412, "bbox": { "l": 85.07999999999996, "t": 603.9203, "r": 451.9836000000002, "b": 590.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "(d) The application of various devices connected to the system.", "text": "(d) The application of various devices connected to the system.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9935", "parent": { "$ref": "#/groups/959" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 412, "bbox": { "l": 85.07999999999996, "t": 583.9403, "r": 487.2215999999998, "b": 570.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "(e) The methods of installation of equipment, cables and accessories.", "text": "(e) The methods of installation of equipment, cables and accessories.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9936", "parent": { "$ref": "#/groups/959" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 412, "bbox": { "l": 85.07999999999996, "t": 563.9603, "r": 513.6671999999999, "b": 522.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 164 ] } ], "orig": "(f) General requirements of installations regarding choice of circuit arrangement, documentation, transport routes, lighting, operational safety and labelling.", "text": "(f) General requirements of installations regarding choice of circuit arrangement, documentation, transport routes, lighting, operational safety and labelling.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9937", "parent": { "$ref": "#/groups/959" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 412, "bbox": { "l": 85.07999999999993, "t": 515.9603, "r": 378.25080000000014, "b": 502.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "(g) Special requirements with respect to buildings.", "text": "(g) Special requirements with respect to buildings.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9938", "parent": { "$ref": "#/groups/959" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 412, "bbox": { "l": 85.07999999999993, "t": 495.92029999999994, "r": 364.5119999999997, "b": 482.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "(h) Protection measures with respect to access.", "text": "(h) Protection measures with respect to access.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9939", "parent": { "$ref": "#/groups/959" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 412, "bbox": { "l": 85.07999999999993, "t": 475.9402999999999, "r": 343.1927999999997, "b": 462.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "(i) Protection measures with respect to fire.", "text": "(i) Protection measures with respect to fire.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9940", "parent": { "$ref": "#/groups/959" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 412, "bbox": { "l": 85.07999999999993, "t": 455.9602999999999, "r": 513.6504000000008, "b": 414.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "(j) Provision of earthing such that the system operates under all conditions and ensures safety of human life where there is legitimate access.", "text": "(j) Provision of earthing such that the system operates under all conditions and ensures safety of human life where there is legitimate access.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9941", "parent": { "$ref": "#/groups/959" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 412, "bbox": { "l": 85.0799999999999, "t": 407.96029999999985, "r": 161.82839999999996, "b": 394.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "(k) Testing.", "text": "(k) Testing.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9942", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 412, "bbox": { "l": 85.07999999999987, "t": 379.94029999999987, "r": 513.6576000000003, "b": 352.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "7.7 HAZARDOUS AREAS (EXPLOSIVE GAS OR COMBUSTIBLE DUSTS)", "text": "7.7 HAZARDOUS AREAS (EXPLOSIVE GAS OR COMBUSTIBLE DUSTS)", "level": 1 }, { "self_ref": "#/texts/9943", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 412, "bbox": { "l": 85.07999999999987, "t": 345.9202999999998, "r": 165.07919999999982, "b": 332.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "7.7.1 Scope", "text": "7.7.1 Scope", "level": 1 }, { "self_ref": "#/texts/9944", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 412, "bbox": { "l": 85.07999999999984, "t": 325.94029999999975, "r": 513.6479999999996, "b": 256.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 337 ] } ], "orig": "The particular requirements of this Clause (Clause 7.7) apply to the selection of electrical equipment and its installation to ensure safe use in areas where flammable or combustible materials are produced, prepared, processed, handled, stored or otherwise exist, and therefore may give rise to an explosive atmosphere.", "text": "The particular requirements of this Clause (Clause 7.7) apply to the selection of electrical equipment and its installation to ensure safe use in areas where flammable or combustible materials are produced, prepared, processed, handled, stored or otherwise exist, and therefore may give rise to an explosive atmosphere." }, { "self_ref": "#/texts/9945", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 412, "bbox": { "l": 85.07999999999983, "t": 249.92029999999977, "r": 328.13520000000017, "b": 236.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "7.7.2 Classification of hazardous areas", "text": "7.7.2 Classification of hazardous areas", "level": 1 }, { "self_ref": "#/texts/9946", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 412, "bbox": { "l": 85.07999999999984, "t": 229.94029999999975, "r": 310.7976000000003, "b": 216.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "7.7.2.1 Responsibility for classification", "text": "7.7.2.1 Responsibility for classification", "level": 1 }, { "self_ref": "#/texts/9947", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 412, "bbox": { "l": 85.07999999999984, "t": 209.96029999999973, "r": 513.6372000000001, "b": 154.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 268 ] } ], "orig": "The responsibility for classification of a hazardous area (see Clause 1.4.15) rests with the persons or parties in control of the installation. The requirements are contained in AS/NZS 60079.10.1 for gas or vapour and AS/NZS 60079.10.2 for combustible dust.", "text": "The responsibility for classification of a hazardous area (see Clause 1.4.15) rests with the persons or parties in control of the installation. The requirements are contained in AS/NZS 60079.10.1 for gas or vapour and AS/NZS 60079.10.2 for combustible dust." }, { "self_ref": "#/texts/9948", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 412, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9949", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 413, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9950", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 413, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "409", "text": "409" }, { "self_ref": "#/texts/9951", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 413, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/9952", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 413, "bbox": { "l": 85.08, "t": 751.9403, "r": 367.46520000000044, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "7.7.2.2 Hazardous areas (AS/NZS 60079 series)", "text": "7.7.2.2 Hazardous areas (AS/NZS 60079 series)", "level": 1 }, { "self_ref": "#/texts/9953", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 413, "bbox": { "l": 85.08000000000001, "t": 731.9603, "r": 513.7032000000002, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "For the purposes of classification, two types of hazardous area are as follows:", "text": "For the purposes of classification, two types of hazardous area are as follows:" }, { "self_ref": "#/texts/9954", "parent": { "$ref": "#/groups/960" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 413, "bbox": { "l": 85.08000000000001, "t": 697.9403, "r": 513.700800000001, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 227 ] } ], "orig": "(a) Hazardous area (gas or vapour) in which an explosive gas atmosphere is present, or may be expected to be present, in quantities such as to require special precautions for the construction, installation and use of apparatus.", "text": "(a) Hazardous area (gas or vapour) in which an explosive gas atmosphere is present, or may be expected to be present, in quantities such as to require special precautions for the construction, installation and use of apparatus.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9955", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 413, "bbox": { "l": 113.46, "t": 638.8772, "r": 162.619656, "b": 626.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/9956", "parent": { "$ref": "#/groups/961" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 413, "bbox": { "l": 113.46, "t": 622.85738, "r": 513.2407020000004, "b": 597.583616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "1 Hazardous areas are divided into zones based upon the frequency and duration of the occurrence of explosive gas atmospheres.", "text": "1 Hazardous areas are divided into zones based upon the frequency and duration of the occurrence of explosive gas atmospheres.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9957", "parent": { "$ref": "#/groups/961" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 413, "bbox": { "l": 113.46, "t": 593.8767680000001, "r": 491.6221799999999, "b": 581.623088, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "2 Explosive gas atmospheres include flammable vapours (from liquids).", "text": "2 Explosive gas atmospheres include flammable vapours (from liquids).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9958", "parent": { "$ref": "#/groups/961" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 413, "bbox": { "l": 85.08, "t": 574.9403, "r": 513.7008000000009, "b": 519.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 230 ] } ], "orig": "(b) Hazardous area (dust) in which combustible dust in the form of a cloud is present, or may be expected to be present, in quantities such as to require special precautions for the construction, installation and use of equipment.", "text": "(b) Hazardous area (dust) in which combustible dust in the form of a cloud is present, or may be expected to be present, in quantities such as to require special precautions for the construction, installation and use of equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9959", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 413, "bbox": { "l": 113.46, "t": 515.8772, "r": 162.619656, "b": 503.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/9960", "parent": { "$ref": "#/groups/962" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 413, "bbox": { "l": 113.46, "t": 499.85738, "r": 513.2560739999991, "b": 474.583616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "1 Hazardous areas are divided into zone based upon the frequency and duration of the occurrence of explosive dust atmospheres.", "text": "1 Hazardous areas are divided into zone based upon the frequency and duration of the occurrence of explosive dust atmospheres.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9961", "parent": { "$ref": "#/groups/962" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 413, "bbox": { "l": 113.46, "t": 470.87676799999997, "r": 477.41515799999945, "b": 458.623088, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "2 The potential of creating an explosive dust cloud from a dust layer.", "text": "2 The potential of creating an explosive dust cloud from a dust layer.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9962", "parent": { "$ref": "#/groups/962" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 413, "bbox": { "l": 113.46, "t": 454.856948, "r": 389.02945200000045, "b": 442.603268, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "3 Combustible dusts may include fibres and flyings.", "text": "3 Combustible dusts may include fibres and flyings.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9963", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 413, "bbox": { "l": 85.08, "t": 435.9203, "r": 351.71280000000047, "b": 422.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "7.7.2.3 Reduction or elimination of the hazard", "text": "7.7.2.3 Reduction or elimination of the hazard", "level": 1 }, { "self_ref": "#/texts/9964", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 413, "bbox": { "l": 85.08000000000001, "t": 415.9403, "r": 513.6324000000008, "b": 374.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 192 ] } ], "orig": "Through design and operation, it is possible to reduce the degree of hazard. This is achieved by giving attention to items such as plant layout, product containment and ventilation.", "text": "Through design and operation, it is possible to reduce the degree of hazard. This is achieved by giving attention to items such as plant layout, product containment and ventilation." }, { "self_ref": "#/texts/9965", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 413, "bbox": { "l": 85.08000000000004, "t": 367.9402999999999, "r": 252.33120000000017, "b": 354.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "7.7.2.4 Electrical equipment", "text": "7.7.2.4 Electrical equipment", "level": 1 }, { "self_ref": "#/texts/9966", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 413, "bbox": { "l": 85.08000000000004, "t": 347.9602999999999, "r": 200.80680000000012, "b": 334.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "7.7.2.4.1 Selection", "text": "7.7.2.4.1 Selection", "level": 1 }, { "self_ref": "#/texts/9967", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 413, "bbox": { "l": 85.08000000000004, "t": 327.9202999999999, "r": 513.5603999999996, "b": 300.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "Electrical equipment selected for use in hazardous areas shall comply with the applicable requirements of AS/NZS 60079.14.", "text": "Electrical equipment selected for use in hazardous areas shall comply with the applicable requirements of AS/NZS 60079.14." }, { "self_ref": "#/texts/9968", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 413, "bbox": { "l": 85.08000000000004, "t": 293.96029999999985, "r": 209.63880000000017, "b": 280.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "7.7.2.4.2 Installation", "text": "7.7.2.4.2 Installation", "level": 1 }, { "self_ref": "#/texts/9969", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 413, "bbox": { "l": 85.08000000000004, "t": 273.92029999999977, "r": 513.5772000000007, "b": 246.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "Electrical equipment shall be installed in accordance with the installation requirements of AS/NZS 60079.14.", "text": "Electrical equipment shall be installed in accordance with the installation requirements of AS/NZS 60079.14." }, { "self_ref": "#/texts/9970", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 413, "bbox": { "l": 96.42, "t": 242.87720000000002, "r": 145.63345799999996, "b": 230.62351999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/9971", "parent": { "$ref": "#/groups/963" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 413, "bbox": { "l": 96.42, "t": 226.85738000000003, "r": 490.2484440000004, "b": 214.6037, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "1 AS/NZS 60079.14 includes requirements for the competency of persons.", "text": "1 AS/NZS 60079.14 includes requirements for the competency of persons.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9972", "parent": { "$ref": "#/groups/963" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 413, "bbox": { "l": 96.42, "t": 210.83755999999994, "r": 495.5155499999991, "b": 198.58388000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "2 AS/NZS 60079.17 includes requirements for inspection and maintenance.", "text": "2 AS/NZS 60079.17 includes requirements for inspection and maintenance.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9973", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 413, "bbox": { "l": 85.08, "t": 183.98029999999994, "r": 472.374, "b": 170.5883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "7.8 STANDARDS FOR SPECIFIC ELECTRICAL INSTALLATIONS", "text": "7.8 STANDARDS FOR SPECIFIC ELECTRICAL INSTALLATIONS", "level": 1 }, { "self_ref": "#/texts/9974", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 413, "bbox": { "l": 85.07999999999998, "t": 163.94029999999998, "r": 165.06720000000004, "b": 150.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "7.8.1 Scope", "text": "7.8.1 Scope", "level": 1 }, { "self_ref": "#/texts/9975", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 413, "bbox": { "l": 42.54, "t": 144.06529999999998, "r": 513.5903999999998, "b": 116.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "This Clause (Clause 7.8) specifies Standards for specific electrical installations. A1", "text": "This Clause (Clause 7.8) specifies Standards for specific electrical installations. A1", "level": 1 }, { "self_ref": "#/texts/9976", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 413, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/9977", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 414, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/9978", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 414, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "410", "text": "410" }, { "self_ref": "#/texts/9979", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 414, "bbox": { "l": 42.54, "t": 746.0453, "r": 56.62050000000001, "b": 736.0013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/9980", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 414, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/9981", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 414, "bbox": { "l": 85.08, "t": 745.9403, "r": 513.6455999999998, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "Where the listed Standards do not specify a requirement, the relevant requirements of this Standard apply.", "text": "Where the listed Standards do not specify a requirement, the relevant requirements of this Standard apply." }, { "self_ref": "#/texts/9982", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 414, "bbox": { "l": 85.07999999999998, "t": 711.9203, "r": 513.6456000000004, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "Clause 7.8.2 lists Standards that are additional to, replace, or modify the general requirements of this Standard.", "text": "Clause 7.8.2 lists Standards that are additional to, replace, or modify the general requirements of this Standard." }, { "self_ref": "#/texts/9983", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 414, "bbox": { "l": 85.07999999999996, "t": 677.9603, "r": 513.6432000000005, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 246 ] } ], "orig": "Clause 7.8.3 lists Standards that provide additional guidance for specific electrical installations. The relevant regulatory authorities may have requirements additional to these standards with a varying method of application.", "text": "Clause 7.8.3 lists Standards that provide additional guidance for specific electrical installations. The relevant regulatory authorities may have requirements additional to these standards with a varying method of application." }, { "self_ref": "#/texts/9984", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 414, "bbox": { "l": 85.07999999999998, "t": 615.9203, "r": 513.5639999999997, "b": 588.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "7.8.2 Standards containing requirements that are additional to, replace, or modify the general requirements of this Standard", "text": "7.8.2 Standards containing requirements that are additional to, replace, or modify the general requirements of this Standard" }, { "self_ref": "#/texts/9985", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 414, "bbox": { "l": 85.07999999999998, "t": 581.9603, "r": 324.7991999999998, "b": 568.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "7.8.2.1 Construction and demolition sites", "text": "7.8.2.1 Construction and demolition sites", "level": 1 }, { "self_ref": "#/texts/9986", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 414, "bbox": { "l": 85.07999999999998, "t": 561.9203, "r": 513.6215999999998, "b": 534.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "Electrical installations for construction and demolition sites shall comply with AS/NZS 3012.", "text": "Electrical installations for construction and demolition sites shall comply with AS/NZS 3012." }, { "self_ref": "#/texts/9987", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 414, "bbox": { "l": 85.07999999999998, "t": 527.9603, "r": 313.3128, "b": 514.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "7.8.2.2 Electromedical treatment areas", "text": "7.8.2.2 Electromedical treatment areas", "level": 1 }, { "self_ref": "#/texts/9988", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 414, "bbox": { "l": 85.07999999999998, "t": 507.92029999999994, "r": 513.6072, "b": 480.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 127 ] } ], "orig": "Electrical installations in electromedical treatment areas (including home patient areas) shall comply with AS/NZS 3003.", "text": "Electrical installations in electromedical treatment areas (including home patient areas) shall comply with AS/NZS 3003." }, { "self_ref": "#/texts/9989", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 414, "bbox": { "l": 85.07999999999998, "t": 473.9602999999999, "r": 505.09199999999987, "b": 460.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "7.8.2.3 Transportable structures and vehicles including their site supplies", "text": "7.8.2.3 Transportable structures and vehicles including their site supplies", "level": 1 }, { "self_ref": "#/texts/9990", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 414, "bbox": { "l": 85.07999999999998, "t": 453.9202999999999, "r": 513.6155999999999, "b": 426.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] } ], "orig": "Electrical installations in transportable structures and vehicles including their site supplies shall comply with AS/NZS 3001.", "text": "Electrical installations in transportable structures and vehicles including their site supplies shall comply with AS/NZS 3001." }, { "self_ref": "#/texts/9991", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 414, "bbox": { "l": 85.08000000000004, "t": 419.96029999999985, "r": 311.96640000000036, "b": 406.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "7.8.2.4 Marinas and recreational boats", "text": "7.8.2.4 Marinas and recreational boats", "level": 1 }, { "self_ref": "#/texts/9992", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 414, "bbox": { "l": 85.08000000000004, "t": 399.9202999999998, "r": 513.5484000000004, "b": 372.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "Electrical installations in marinas and recreational boats shall comply with AS/NZS 3004.", "text": "Electrical installations in marinas and recreational boats shall comply with AS/NZS 3004." }, { "self_ref": "#/texts/9993", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 414, "bbox": { "l": 96.42, "t": 368.87719999999996, "r": 145.63345799999996, "b": 356.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/9994", "parent": { "$ref": "#/groups/964" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 414, "bbox": { "l": 96.42, "t": 352.85738, "r": 362.62900200000024, "b": 340.6037, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "1 AS/NZS 3004 is a two-part Standard as follows:", "text": "1 AS/NZS 3004 is a two-part Standard as follows:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9995", "parent": { "$ref": "#/groups/964" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 414, "bbox": { "l": 113.399472, "t": 336.83756, "r": 513.2515439999996, "b": 311.624186, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "(a) AS/NZS 3004.1 provides requirements for electrical installations on marinas.", "text": "(a) AS/NZS 3004.1 provides requirements for electrical installations on marinas.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9996", "parent": { "$ref": "#/groups/964" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 414, "bbox": { "l": 113.399472, "t": 307.85804600000006, "r": 513.3185219999991, "b": 282.58428200000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "(b) AS/NZS 3004.2 provides requirements for electrical installations in recreational boats.", "text": "(b) AS/NZS 3004.2 provides requirements for electrical installations in recreational boats.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9997", "parent": { "$ref": "#/groups/964" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 414, "bbox": { "l": 96.42000000000002, "t": 278.877434, "r": 513.3591479999995, "b": 214.60380800000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 290 ] } ], "orig": "2 In Australia, for electrical installations on commercial vessels, refer to the Australian Maritime Safety Authority, National Marine Safety Committee's National Standard for Commercial Vessels , Part C: Design and construction-Section 5: Engineering-Subsection 5B: Electrical (NSCV C 5B).", "text": "2 In Australia, for electrical installations on commercial vessels, refer to the Australian Maritime Safety Authority, National Marine Safety Committee's National Standard for Commercial Vessels , Part C: Design and construction-Section 5: Engineering-Subsection 5B: Electrical (NSCV C 5B).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/9998", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 414, "bbox": { "l": 85.08, "t": 207.9203, "r": 253.95480000000012, "b": 194.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "7.8.2.5 Shows and carnivals", "text": "7.8.2.5 Shows and carnivals", "level": 1 }, { "self_ref": "#/texts/9999", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 414, "bbox": { "l": 85.08000000000001, "t": 187.94029999999998, "r": 513.6300000000003, "b": 160.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "Electrical installations in shows and carnivals shall comply with AS/NZS 3002.", "text": "Electrical installations in shows and carnivals shall comply with AS/NZS 3002." }, { "self_ref": "#/texts/10000", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 414, "bbox": { "l": 85.08000000000004, "t": 153.9203, "r": 383.1072000000006, "b": 140.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "7.8.2.6 Telecommunication network power supplies", "text": "7.8.2.6 Telecommunication network power supplies", "level": 1 }, { "self_ref": "#/texts/10001", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 414, "bbox": { "l": 85.08000000000001, "t": 133.94029999999998, "r": 513.6252000000003, "b": 106.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "Extra-low voltage (d.c.) power supply installations within public telecommunication networks shall comply with AS/NZS 3015.", "text": "Extra-low voltage (d.c.) power supply installations within public telecommunication networks shall comply with AS/NZS 3015." }, { "self_ref": "#/texts/10002", "parent": { "$ref": "#/pictures/193" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 414, "bbox": { "l": 522.2999, "t": 280.6403, "r": 534.5735, "b": 267.2483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/10003", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 414, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10004", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 415, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10005", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 415, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "411", "text": "411" }, { "self_ref": "#/texts/10006", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 415, "bbox": { "l": 42.54, "t": 183.12530000000004, "r": 56.62050000000001, "b": 173.08130000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/10007", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 415, "bbox": { "l": 85.08, "t": 751.9403, "r": 240.01679999999996, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "7.8.2.7 Cranes and hoists", "text": "7.8.2.7 Cranes and hoists", "level": 1 }, { "self_ref": "#/texts/10008", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 415, "bbox": { "l": 85.07999999999998, "t": 731.9603, "r": 513.547200000001, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "Electrical installations for cranes and hoists shall be in accordance with the applicable requirements of this Standard.", "text": "Electrical installations for cranes and hoists shall be in accordance with the applicable requirements of this Standard." }, { "self_ref": "#/texts/10009", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 415, "bbox": { "l": 96.42, "t": 700.8572, "r": 513.3086400000004, "b": 675.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 163 ] } ], "orig": "NOTE: Such electrical installations may be subject to the requirements of the AS 1418 series or other requirements of the relevant regulatory authorities.", "text": "NOTE: Such electrical installations may be subject to the requirements of the AS 1418 series or other requirements of the relevant regulatory authorities." }, { "self_ref": "#/texts/10010", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 415, "bbox": { "l": 85.08, "t": 668.9603, "r": 161.7000000000001, "b": 655.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "7.8.2.8 Lifts", "text": "7.8.2.8 Lifts", "level": 1 }, { "self_ref": "#/texts/10011", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 415, "bbox": { "l": 85.08000000000001, "t": 648.9203, "r": 513.5304000000001, "b": 621.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 118 ] } ], "orig": "Electrical installations for lifts shall be in accordance with the applicable requirements of this Standard.", "text": "Electrical installations for lifts shall be in accordance with the applicable requirements of this Standard." }, { "self_ref": "#/texts/10012", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 415, "bbox": { "l": 96.42, "t": 617.8772, "r": 145.63345799999996, "b": 605.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/10013", "parent": { "$ref": "#/groups/965" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 415, "bbox": { "l": 96.42, "t": 601.85738, "r": 513.3448739999989, "b": 576.583616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "1 See Clause 7.2.3.4 for requirements affecting the control and arrangement of special lift installations.", "text": "1 See Clause 7.2.3.4 for requirements affecting the control and arrangement of special lift installations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10014", "parent": { "$ref": "#/groups/965" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 415, "bbox": { "l": 96.42, "t": 572.8767680000001, "r": 513.316326, "b": 547.603004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 155 ] } ], "orig": "2 Such electrical installations are within the scope of the AS 1735 series and compliance therewith may be required by the relevant regulatory authorities.", "text": "2 Such electrical installations are within the scope of the AS 1735 series and compliance therewith may be required by the relevant regulatory authorities.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10015", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 415, "bbox": { "l": 85.08, "t": 540.9203, "r": 278.7732000000002, "b": 527.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "7.8.2.9 High voltage installations", "text": "7.8.2.9 High voltage installations", "level": 1 }, { "self_ref": "#/texts/10016", "parent": { "$ref": "#/groups/966" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 415, "bbox": { "l": 66.6, "t": 521.3522, "r": 538.356, "b": 485.8283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "In Australia, high voltage electrical installations shall comply with AS 2067. A NZ *", "text": "In Australia, high voltage electrical installations shall comply with AS 2067. A NZ *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10017", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 415, "bbox": { "l": 85.07999999999998, "t": 500.96029999999996, "r": 513.6048000000002, "b": 473.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "In New Zealand, high voltage installation shall comply with the New Zealand Electricity (Safety) Regulations.", "text": "In New Zealand, high voltage installation shall comply with the New Zealand Electricity (Safety) Regulations." }, { "self_ref": "#/texts/10018", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 415, "bbox": { "l": 85.07999999999998, "t": 466.9402999999999, "r": 234.33840000000006, "b": 453.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "7.8.2.10 Generating sets", "text": "7.8.2.10 Generating sets", "level": 1 }, { "self_ref": "#/texts/10019", "parent": { "$ref": "#/groups/967" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 415, "bbox": { "l": 66.6, "t": 446.9602999999999, "r": 513.6744000000007, "b": 405.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 193 ] } ], "orig": "Electrical installations which include the use of generating sets for the supply of electricity at voltages normally exceeding 50 V a.c. or 120 V d.c. shall comply with AS/NZS 3010. *", "text": "Electrical installations which include the use of generating sets for the supply of electricity at voltages normally exceeding 50 V a.c. or 120 V d.c. shall comply with AS/NZS 3010. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10020", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 415, "bbox": { "l": 85.07999999999998, "t": 398.96029999999985, "r": 194.49960000000004, "b": 385.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "7.8.2.11 Inverters", "text": "7.8.2.11 Inverters", "level": 1 }, { "self_ref": "#/texts/10021", "parent": { "$ref": "#/groups/968" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 415, "bbox": { "l": 66.6, "t": 378.9202999999998, "r": 513.6132000000002, "b": 351.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": "Electrical installations including grid connections of energy systems via inverters shall comply with AS/NZS 4777 series. *", "text": "Electrical installations including grid connections of energy systems via inverters shall comply with AS/NZS 4777 series. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10022", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 415, "bbox": { "l": 42.54, "t": 347.7654, "r": 224.61360000000002, "b": 331.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "7.8.2.12 ' Text deleted ' A1", "text": "7.8.2.12 ' Text deleted ' A1", "level": 1 }, { "self_ref": "#/texts/10023", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 415, "bbox": { "l": 85.08000000000004, "t": 304.94029999999975, "r": 300.76800000000026, "b": 291.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "7.8.2.13 Stand-alone power systems", "text": "7.8.2.13 Stand-alone power systems", "level": 1 }, { "self_ref": "#/texts/10024", "parent": { "$ref": "#/groups/969" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 415, "bbox": { "l": 66.6, "t": 284.96029999999973, "r": 513.5784000000003, "b": 257.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "Electrical installations including stand-alone power systems shall comply with AS/NZS 4509 series. *", "text": "Electrical installations including stand-alone power systems shall comply with AS/NZS 4509 series. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10025", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 415, "bbox": { "l": 85.08000000000004, "t": 250.94029999999975, "r": 281.84039999999993, "b": 237.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "7.8.2.14 Photovoltaic (PV) arrays", "text": "7.8.2.14 Photovoltaic (PV) arrays", "level": 1 }, { "self_ref": "#/texts/10026", "parent": { "$ref": "#/groups/970" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 415, "bbox": { "l": 66.6, "t": 230.96029999999973, "r": 513.6096000000006, "b": 203.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "Electrical installations including photovoltaic arrays shall comply with AS/NZS 5033. *", "text": "Electrical installations including photovoltaic arrays shall comply with AS/NZS 5033. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10027", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 415, "bbox": { "l": 85.08000000000004, "t": 196.94029999999975, "r": 297.3096, "b": 183.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "7.8.2.15 Secondary battery systems", "text": "7.8.2.15 Secondary battery systems", "level": 1 }, { "self_ref": "#/texts/10028", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 415, "bbox": { "l": 85.08000000000004, "t": 176.96029999999973, "r": 513.7007999999996, "b": 107.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 380 ] } ], "orig": "Battery energy storage systems (BESS) and associated battery systems, as defined in AS/NZS 5139, shall comply with AS/NZS 5139. All other secondary battery systems, as defined in the scope of AS 3011 (series), installed in buildings, structures or premises such as those with critical power continuity requirements (e.g. for telecommunications, uninterruptible", "text": "Battery energy storage systems (BESS) and associated battery systems, as defined in AS/NZS 5139, shall comply with AS/NZS 5139. All other secondary battery systems, as defined in the scope of AS 3011 (series), installed in buildings, structures or premises such as those with critical power continuity requirements (e.g. for telecommunications, uninterruptible" }, { "self_ref": "#/texts/10029", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 415, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10030", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 415, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10031", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 416, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10032", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 416, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10033", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 416, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "412", "text": "412" }, { "self_ref": "#/texts/10034", "parent": { "$ref": "#/groups/971" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 416, "bbox": { "l": 42.54, "t": 745.9403, "r": 513.6936000000011, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 152 ] } ], "orig": "power supplies (UPS), hospitals, sub-stations and black start) that are outside the scope of AS/NZS 5139 shall comply with AS 3011 (series). A1", "text": "power supplies (UPS), hospitals, sub-stations and black start) that are outside the scope of AS/NZS 5139 shall comply with AS 3011 (series). A1", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10035", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 416, "bbox": { "l": 85.08000000000004, "t": 711.9203, "r": 278.6616000000001, "b": 698.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "7.8.2.16 Mobile medical facilities", "text": "7.8.2.16 Mobile medical facilities", "level": 1 }, { "self_ref": "#/texts/10036", "parent": { "$ref": "#/groups/972" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 416, "bbox": { "l": 66.6, "t": 693.0203, "r": 538.4184000000001, "b": 664.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "In New Zealand, electrical installations for mobile medical facilities shall comply with NZS 6115. * NZ", "text": "In New Zealand, electrical installations for mobile medical facilities shall comply with NZS 6115. * NZ", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10037", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 416, "bbox": { "l": 85.08000000000004, "t": 657.9203, "r": 333.1836000000002, "b": 644.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "7.8.2.17 Floor and ceiling heating systems", "text": "7.8.2.17 Floor and ceiling heating systems", "level": 1 }, { "self_ref": "#/texts/10038", "parent": { "$ref": "#/groups/973" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 416, "bbox": { "l": 66.6, "t": 638.4203, "r": 538.4184000000001, "b": 610.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "In New Zealand, electrical installations for floor and heating systems shall comply with NZS 6110. * NZ", "text": "In New Zealand, electrical installations for floor and heating systems shall comply with NZS 6110. * NZ", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10039", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 416, "bbox": { "l": 85.08000000000004, "t": 603.9203, "r": 397.55279999999993, "b": 590.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "7.8.2.18 Explosive atmospheres and hazardous areas", "text": "7.8.2.18 Explosive atmospheres and hazardous areas", "level": 1 }, { "self_ref": "#/texts/10040", "parent": { "$ref": "#/groups/974" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 416, "bbox": { "l": 66.6, "t": 583.9403, "r": 513.5772000000013, "b": 542.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 162 ] } ], "orig": "Electrical installations located in explosive atmospheres/hazardous areas that comply with AS/NZS 60079.14 are deemed to comply with this Standard. *", "text": "Electrical installations located in explosive atmospheres/hazardous areas that comply with AS/NZS 60079.14 are deemed to comply with this Standard. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10041", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 416, "bbox": { "l": 85.08000000000004, "t": 535.9403, "r": 314.96519999999975, "b": 522.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "7.8.3 Standards containing guidance", "text": "7.8.3 Standards containing guidance", "level": 1 }, { "self_ref": "#/texts/10042", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 416, "bbox": { "l": 85.08000000000004, "t": 515.9603, "r": 347.0844, "b": 502.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "7.8.3.1 Outdoor sites under heavy conditions", "text": "7.8.3.1 Outdoor sites under heavy conditions", "level": 1 }, { "self_ref": "#/texts/10043", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 416, "bbox": { "l": 85.08000000000004, "t": 495.92029999999994, "r": 513.6192000000001, "b": 468.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 132 ] } ], "orig": "Electrical installations in outdoor sites where heavy conditions exist may require compliance with additional requirements.", "text": "Electrical installations in outdoor sites where heavy conditions exist may require compliance with additional requirements." }, { "self_ref": "#/texts/10044", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 416, "bbox": { "l": 85.08000000000004, "t": 461.9602999999999, "r": 513.6180000000006, "b": 420.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 157 ] } ], "orig": "Such sites include open-cast mines, quarries, stockpiles and other industrial areas exposed to particularly onerous environmental and operational conditions.", "text": "Such sites include open-cast mines, quarries, stockpiles and other industrial areas exposed to particularly onerous environmental and operational conditions." }, { "self_ref": "#/texts/10045", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 416, "bbox": { "l": 96.42, "t": 416.87719999999996, "r": 513.3470700000005, "b": 365.623658, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 264 ] } ], "orig": "NOTE: Such electrical installations are within the scope of AS/NZS 3007. Compliance with AS/NZS 3007, although not a requirement of this Standard, may be required by relevant regulatory authorities, who may also have other requirements.", "text": "NOTE: Such electrical installations are within the scope of AS/NZS 3007. Compliance with AS/NZS 3007, although not a requirement of this Standard, may be required by relevant regulatory authorities, who may also have other requirements." }, { "self_ref": "#/texts/10046", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 416, "bbox": { "l": 85.08, "t": 358.9404, "r": 220.70879999999994, "b": 345.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "7.8.3.2 Electric fences", "text": "7.8.3.2 Electric fences", "level": 1 }, { "self_ref": "#/texts/10047", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 416, "bbox": { "l": 85.08000000000001, "t": 338.9604, "r": 513.643200000001, "b": 311.5283999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "Guidance on the installation requirements for electric fences is given in AS/NZS 3014 and AS/NZS 3016.", "text": "Guidance on the installation requirements for electric fences is given in AS/NZS 3014 and AS/NZS 3016." }, { "self_ref": "#/texts/10048", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 416, "bbox": { "l": 85.07999999999996, "t": 304.94039999999995, "r": 513.6216000000004, "b": 263.5283999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 231 ] } ], "orig": "Where an electrically operated fence is connected directly or indirectly to electricity supply mains, such connections shall be made only through a mains-operated fence controller complying with AS/NZS 60335.2.76.", "text": "Where an electrically operated fence is connected directly or indirectly to electricity supply mains, such connections shall be made only through a mains-operated fence controller complying with AS/NZS 60335.2.76." }, { "self_ref": "#/texts/10049", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 416, "bbox": { "l": 85.07999999999993, "t": 256.94039999999995, "r": 365.41079999999994, "b": 243.5483999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "7.8.3.3 Emergency power for supply in hospitals", "text": "7.8.3.3 Emergency power for supply in hospitals", "level": 1 }, { "self_ref": "#/texts/10050", "parent": { "$ref": "#/groups/975" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 416, "bbox": { "l": 66.6, "t": 236.96039999999994, "r": 513.6468000000006, "b": 209.52839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 111 ] } ], "orig": "Guidance on the installation requirements for emergency power supplies for hospitals is given in AS/NZS 3009. *", "text": "Guidance on the installation requirements for emergency power supplies for hospitals is given in AS/NZS 3009. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10051", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 416, "bbox": { "l": 85.07999999999993, "t": 202.94039999999995, "r": 248.90520000000006, "b": 189.5483999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "7.8.3.4 Lightning protection", "text": "7.8.3.4 Lightning protection", "level": 1 }, { "self_ref": "#/texts/10052", "parent": { "$ref": "#/groups/976" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 416, "bbox": { "l": 66.6, "t": 182.96039999999994, "r": 513.6167999999999, "b": 155.52839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "Guidance on the installation requirements for lightning protection systems is given in AS/NZS 1768. *", "text": "Guidance on the installation requirements for lightning protection systems is given in AS/NZS 1768. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10053", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 416, "bbox": { "l": 85.07999999999993, "t": 148.94039999999995, "r": 346.1508000000001, "b": 135.5483999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "7.8.3.5 Uninterruptible power systems (UPS)", "text": "7.8.3.5 Uninterruptible power systems (UPS)", "level": 1 }, { "self_ref": "#/texts/10054", "parent": { "$ref": "#/groups/977" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 416, "bbox": { "l": 66.6, "t": 128.96039999999994, "r": 513.6420000000008, "b": 101.52839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "Guidance on the installation requirements for uninterruptible power systems is given in AS 62040 series. *", "text": "Guidance on the installation requirements for uninterruptible power systems is given in AS 62040 series. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10055", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 416, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10056", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 417, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10057", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 417, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "413", "text": "413" }, { "self_ref": "#/texts/10058", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 417, "bbox": { "l": 42.54, "t": 407.0453, "r": 56.62050000000001, "b": 397.0013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/10059", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 417, "bbox": { "l": 85.08, "t": 751.9403, "r": 322.6488, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "7.8.3.6 Semiconductor power converters", "text": "7.8.3.6 Semiconductor power converters", "level": 1 }, { "self_ref": "#/texts/10060", "parent": { "$ref": "#/groups/978" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 417, "bbox": { "l": 66.6, "t": 731.9603, "r": 513.644400000001, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "Guidance on the installation requirements for semiconductor power converters is given in AS 60146 series. *", "text": "Guidance on the installation requirements for semiconductor power converters is given in AS 60146 series. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10061", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 417, "bbox": { "l": 85.08000000000004, "t": 697.9403, "r": 296.6940000000003, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "7.8.3.7 Rotating electrical machines", "text": "7.8.3.7 Rotating electrical machines", "level": 1 }, { "self_ref": "#/texts/10062", "parent": { "$ref": "#/groups/979" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 417, "bbox": { "l": 66.6, "t": 677.9603, "r": 513.6384000000002, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "Guidance on the installation requirements for rotating electrical machines is given in AS 60034 series. *", "text": "Guidance on the installation requirements for rotating electrical machines is given in AS 60034 series. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10063", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 417, "bbox": { "l": 85.08000000000004, "t": 643.9403, "r": 248.55360000000005, "b": 630.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "7.8.3.8 Periodic verification", "text": "7.8.3.8 Periodic verification", "level": 1 }, { "self_ref": "#/texts/10064", "parent": { "$ref": "#/groups/980" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 417, "bbox": { "l": 66.6, "t": 623.9603, "r": 513.6576000000009, "b": 596.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "Guidance on period verification of electrical installations is given in AS/NZS 3019. *", "text": "Guidance on period verification of electrical installations is given in AS/NZS 3019. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10065", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 417, "bbox": { "l": 85.08000000000004, "t": 589.9403, "r": 261.8087999999998, "b": 576.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "7.8.3.9 Verification guidelines", "text": "7.8.3.9 Verification guidelines", "level": 1 }, { "self_ref": "#/texts/10066", "parent": { "$ref": "#/groups/981" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 417, "bbox": { "l": 66.6, "t": 569.9603, "r": 513.6228000000006, "b": 528.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Verification guidelines for common tests that may be used to check whether low voltage installations comply with this Standard are given in AS/NZS 3017. *", "text": "Verification guidelines for common tests that may be used to check whether low voltage installations comply with this Standard are given in AS/NZS 3017. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10067", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 417, "bbox": { "l": 85.0800000000001, "t": 521.9603, "r": 317.4479999999999, "b": 508.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "7.8.3.10 Film, video and television sites", "text": "7.8.3.10 Film, video and television sites", "level": 1 }, { "self_ref": "#/texts/10068", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 417, "bbox": { "l": 85.08000000000007, "t": 501.92029999999994, "r": 513.6048000000011, "b": 460.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 173 ] } ], "orig": "Guidance on the safe working procedures for the use of electrical equipment and electrical installations on film, video and television sites is given in AS/NZS 4249.", "text": "Guidance on the safe working procedures for the use of electrical equipment and electrical installations on film, video and television sites is given in AS/NZS 4249." }, { "self_ref": "#/texts/10069", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 417, "bbox": { "l": 96.42, "t": 456.8372, "r": 513.3053459999995, "b": 418.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 161 ] } ], "orig": "NOTE: Compliance with AS/NZS 4249 or other requirements, although not a requirement of this Standard, may be required by relevant regulatory authorities.", "text": "NOTE: Compliance with AS/NZS 4249 or other requirements, although not a requirement of this Standard, may be required by relevant regulatory authorities." }, { "self_ref": "#/texts/10070", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 417, "bbox": { "l": 85.08, "t": 403.94030000000004, "r": 407.64000000000016, "b": 390.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "7.9 SUPPLIES FOR ELECTRIC VEHICLES (NZ ONLY)", "text": "7.9 SUPPLIES FOR ELECTRIC VEHICLES (NZ ONLY)", "level": 1 }, { "self_ref": "#/texts/10071", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 417, "bbox": { "l": 85.08, "t": 383.9603, "r": 165.07919999999996, "b": 370.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "7.9.1 Scope", "text": "7.9.1 Scope", "level": 1 }, { "self_ref": "#/texts/10072", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 417, "bbox": { "l": 85.07999999999998, "t": 363.9203, "r": 513.6708000000001, "b": 308.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 243 ] } ], "orig": "The particular requirements of this Clause (Clause 7.9) supplement or amend the requirements of Sections 2 to 7 of this Standard for parts of electrical installations intended for the charging of electric vehicles for New Zealand only.", "text": "The particular requirements of this Clause (Clause 7.9) supplement or amend the requirements of Sections 2 to 7 of this Standard for parts of electrical installations intended for the charging of electric vehicles for New Zealand only." }, { "self_ref": "#/texts/10073", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 417, "bbox": { "l": 96.42, "t": 304.8571999999999, "r": 145.63345799999996, "b": 292.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/10074", "parent": { "$ref": "#/groups/982" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 417, "bbox": { "l": 96.42, "t": 288.83737999999994, "r": 513.3130319999992, "b": 263.624006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "1 Appendix P contains information on the modes of charging used for charging systems used for electric vehicles.", "text": "1 Appendix P contains information on the modes of charging used for charging systems used for electric vehicles.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10075", "parent": { "$ref": "#/groups/982" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 417, "bbox": { "l": 96.42, "t": 259.85786600000006, "r": 513.3097379999995, "b": 234.58410200000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "2 Attention is drawn to the contribution of EV charging to the maximum demand of an installation. Refer to Tables C1 and C2.", "text": "2 Attention is drawn to the contribution of EV charging to the maximum demand of an installation. Refer to Tables C1 and C2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10076", "parent": { "$ref": "#/groups/982" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 417, "bbox": { "l": 96.42, "t": 230.877254, "r": 513.2548380000006, "b": 205.60348999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "3 Electricity distributors may require notification of the installation of EV charging equipment.", "text": "3 Electricity distributors may require notification of the installation of EV charging equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10077", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 417, "bbox": { "l": 85.08, "t": 198.9203, "r": 227.72760000000002, "b": 185.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "7.9.2 Supply (NZ only)", "text": "7.9.2 Supply (NZ only)", "level": 1 }, { "self_ref": "#/texts/10078", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 417, "bbox": { "l": 85.08, "t": 178.94029999999998, "r": 232.43520000000007, "b": 165.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "7.9.2.1 Source of supply", "text": "7.9.2.1 Source of supply", "level": 1 }, { "self_ref": "#/texts/10079", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 417, "bbox": { "l": 85.07999999999993, "t": 158.96029999999996, "r": 513.5964, "b": 117.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 164 ] } ], "orig": "The supply shall not be obtained from a switchboard in an outbuilding that has a separate MEN earthing system in accordance with Clause 5.5.3.1 option (c).", "text": "The supply shall not be obtained from a switchboard in an outbuilding that has a separate MEN earthing system in accordance with Clause 5.5.3.1 option (c)." }, { "self_ref": "#/texts/10080", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 417, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10081", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 417, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10082", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 418, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10083", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 418, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/10084", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 418, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "414", "text": "414", "level": 1 }, { "self_ref": "#/texts/10085", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 418, "bbox": { "l": 42.54, "t": 746.1052999999999, "r": 334.5456000000006, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "7.9.2.2 Socket-outlets for Mode 1 charging A1", "text": "7.9.2.2 Socket-outlets for Mode 1 charging A1", "level": 1 }, { "self_ref": "#/texts/10086", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 418, "bbox": { "l": 85.08000000000001, "t": 725.9603, "r": 449.7720000000001, "b": 712.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "Socket-outlets shall not be installed for use for Mode 1 charging.", "text": "Socket-outlets shall not be installed for use for Mode 1 charging." }, { "self_ref": "#/texts/10087", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 418, "bbox": { "l": 85.08000000000001, "t": 705.9203, "r": 378.52560000000045, "b": 692.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "7.9.3 Domestic electrical installations (NZ only)", "text": "7.9.3 Domestic electrical installations (NZ only)", "level": 1 }, { "self_ref": "#/texts/10088", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 418, "bbox": { "l": 85.08000000000001, "t": 685.9403, "r": 364.57680000000033, "b": 672.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "7.9.3.1 Facilities for other than Mode 1 charging", "text": "7.9.3.1 Facilities for other than Mode 1 charging", "level": 1 }, { "self_ref": "#/texts/10089", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 418, "bbox": { "l": 85.08000000000001, "t": 665.9603, "r": 513.640800000001, "b": 596.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 363 ] } ], "orig": "Every new domestic electrical installation that has a garage, being fully enclosed space including a door that is used for accommodating a motor vehicle that is incorporated as part of the main dwelling structure, shall have a facility to enable electric vehicle charging in accordance with either Clause 7.9.3.2 or Clause 7.9.3.3.", "text": "Every new domestic electrical installation that has a garage, being fully enclosed space including a door that is used for accommodating a motor vehicle that is incorporated as part of the main dwelling structure, shall have a facility to enable electric vehicle charging in accordance with either Clause 7.9.3.2 or Clause 7.9.3.3." }, { "self_ref": "#/texts/10090", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 418, "bbox": { "l": 85.08000000000004, "t": 589.9403, "r": 303.94200000000035, "b": 576.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "7.9.3.2 Facilities for Mode 2 charging", "text": "7.9.3.2 Facilities for Mode 2 charging", "level": 1 }, { "self_ref": "#/texts/10091", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 418, "bbox": { "l": 85.08000000000004, "t": 569.9603, "r": 480.3912, "b": 556.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "Each facility for Mode 2 charging shall comply with all of the following:", "text": "Each facility for Mode 2 charging shall comply with all of the following:" }, { "self_ref": "#/texts/10092", "parent": { "$ref": "#/groups/983" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 418, "bbox": { "l": 85.08000000000004, "t": 549.9203, "r": 513.6192000000007, "b": 522.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 144 ] } ], "orig": "(a) The final subcircuit shall have a minimum current-carrying capacity of 20 A and shall not supply any other socket-outlet or point in wiring.", "text": "(a) The final subcircuit shall have a minimum current-carrying capacity of 20 A and shall not supply any other socket-outlet or point in wiring.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10093", "parent": { "$ref": "#/groups/983" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 418, "bbox": { "l": 85.08000000000004, "t": 515.9603, "r": 513.5628000000011, "b": 488.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "(b) The socket-outlet shall comply with one of the following Standards and shall not be switched by the insertion or withdrawal of a plug:", "text": "(b) The socket-outlet shall comply with one of the following Standards and shall not be switched by the insertion or withdrawal of a plug:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10094", "parent": { "$ref": "#/groups/983" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 418, "bbox": { "l": 113.40000000000003, "t": 481.9402999999999, "r": 225.3911999999999, "b": 468.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "(i) AS/NZS 3112.", "text": "(i) AS/NZS 3112.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10095", "parent": { "$ref": "#/groups/983" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 418, "bbox": { "l": 113.40000000000003, "t": 461.9602999999999, "r": 219.34080000000006, "b": 448.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "(ii) IEC 60309-2.", "text": "(ii) IEC 60309-2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10096", "parent": { "$ref": "#/groups/983" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 418, "bbox": { "l": 113.40000000000003, "t": 441.9202999999999, "r": 225.35760000000002, "b": 428.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "(iii) AS/NZS 3123.", "text": "(iii) AS/NZS 3123.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10097", "parent": { "$ref": "#/groups/983" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 418, "bbox": { "l": 113.40000000000003, "t": 421.94029999999987, "r": 208.14120000000008, "b": 408.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "(iv) BS 1363-2.", "text": "(iv) BS 1363-2.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10098", "parent": { "$ref": "#/groups/983" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 418, "bbox": { "l": 85.08000000000004, "t": 401.96029999999985, "r": 513.660000000001, "b": 374.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "(c) The socket-outlet shall be installed at a minimum height of 800 mm from the floor or ground.", "text": "(c) The socket-outlet shall be installed at a minimum height of 800 mm from the floor or ground.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10099", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 418, "bbox": { "l": 85.08000000000007, "t": 367.9402999999998, "r": 339.06960000000043, "b": 354.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "7.9.3.3 Facilities for Mode 3 and 4 charging", "text": "7.9.3.3 Facilities for Mode 3 and 4 charging", "level": 1 }, { "self_ref": "#/texts/10100", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 418, "bbox": { "l": 85.08000000000007, "t": 347.9602999999998, "r": 513.5508000000004, "b": 320.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "The supply for Mode 3 and 4 electric vehicle charging systems shall comply with all of the following:", "text": "The supply for Mode 3 and 4 electric vehicle charging systems shall comply with all of the following:" }, { "self_ref": "#/texts/10101", "parent": { "$ref": "#/groups/984" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 418, "bbox": { "l": 85.0800000000001, "t": 313.94029999999975, "r": 513.6528000000005, "b": 286.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "(a) Single-phase final subcircuits shall have a minimum current-carrying capacity of 32 A.", "text": "(a) Single-phase final subcircuits shall have a minimum current-carrying capacity of 32 A.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10102", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 418, "bbox": { "l": 113.46, "t": 282.83719999999994, "r": 513.4185779999991, "b": 231.583658, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 266 ] } ], "orig": "NOTE: Where electric vehicle charging equipment that is greater than 20 A single phase is installed, consideration should be given to upgrading mains and/or the installation of a load management device to ensure continuity of supply and avoid excessive voltage drop.", "text": "NOTE: Where electric vehicle charging equipment that is greater than 20 A single phase is installed, consideration should be given to upgrading mains and/or the installation of a load management device to ensure continuity of supply and avoid excessive voltage drop." }, { "self_ref": "#/texts/10103", "parent": { "$ref": "#/groups/985" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 418, "bbox": { "l": 85.08, "t": 224.96029999999996, "r": 455.56920000000036, "b": 211.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(b) The final subcircuit shall not supply any other point in wiring.", "text": "(b) The final subcircuit shall not supply any other point in wiring.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10104", "parent": { "$ref": "#/groups/985" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 418, "bbox": { "l": 85.07999999999998, "t": 204.9203, "r": 513.6264000000008, "b": 135.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 321 ] } ], "orig": "(c) The final subcircuit shall be protected by a separate residual current device (RCD) of Type B complying with IEC 62423, with a maximum rated residual current of 30 mA which operates in all live (active and neutral) conductors. Combined RCD and overcurrent circuit-breakers (RCBOs) may be used.", "text": "(c) The final subcircuit shall be protected by a separate residual current device (RCD) of Type B complying with IEC 62423, with a maximum rated residual current of 30 mA which operates in all live (active and neutral) conductors. Combined RCD and overcurrent circuit-breakers (RCBOs) may be used.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10105", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 418, "bbox": { "l": 113.45999999999998, "t": 128.96030000000007, "r": 513.6323999999998, "b": 101.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] }, { "page_no": 419, "bbox": { "l": 42.54, "t": 751.9403, "r": 513.6564000000002, "b": 708.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 137, 303 ] } ], "orig": "Exception: For Mode 3 charging facilities a Type A RCD with a maximum rated residual current of 30 mA, in conjunction with a residual direct current-detecting device (RDC-DD) conforming to IEC 62955 may be used. NOTE: The RDC-DD disconnects supply where residual d.c. currents of A1", "text": "Exception: For Mode 3 charging facilities a Type A RCD with a maximum rated residual current of 30 mA, in conjunction with a residual direct current-detecting device (RDC-DD) conforming to IEC 62955 may be used. NOTE: The RDC-DD disconnects supply where residual d.c. currents of A1" }, { "self_ref": "#/texts/10106", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 418, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10107", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 419, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10108", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 419, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "415", "text": "415" }, { "self_ref": "#/texts/10109", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 419, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10110", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 419, "bbox": { "l": 113.46, "t": 707.877506, "r": 268.8643320000002, "b": 695.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "6 mA or greater are detected.", "text": "6 mA or greater are detected." }, { "self_ref": "#/texts/10111", "parent": { "$ref": "#/groups/986" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 419, "bbox": { "l": 85.08, "t": 688.9403, "r": 513.5796000000007, "b": 661.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "(d) The charging equipment shall be connected by direct connection in accordance with Clause 4.3.2.1.", "text": "(d) The charging equipment shall be connected by direct connection in accordance with Clause 4.3.2.1.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10112", "parent": { "$ref": "#/groups/986" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 419, "bbox": { "l": 85.08000000000004, "t": 654.9203, "r": 513.6144000000011, "b": 613.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 178 ] } ], "orig": "(e) An isolating switch complying with Clause 2.3.2.2.1, with a minimum current rating 32 A, shall be provided for the final subcircuit adjacent to the charging facility.", "text": "(e) An isolating switch complying with Clause 2.3.2.2.1, with a minimum current rating 32 A, shall be provided for the final subcircuit adjacent to the charging facility.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10113", "parent": { "$ref": "#/groups/986" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 419, "bbox": { "l": 85.08000000000004, "t": 606.9203, "r": 513.6120000000006, "b": 579.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": "(f) The socket-outlet or cable of the charging equipment shall be installed at a minimum height of 800 mm from the floor or ground.", "text": "(f) The socket-outlet or cable of the charging equipment shall be installed at a minimum height of 800 mm from the floor or ground.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10114", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 419, "bbox": { "l": 85.08000000000007, "t": 572.9603, "r": 355.5887999999999, "b": 559.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "7.9.4 Other electrical installations (NZ only)", "text": "7.9.4 Other electrical installations (NZ only)", "level": 1 }, { "self_ref": "#/texts/10115", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 419, "bbox": { "l": 85.08000000000001, "t": 552.9203, "r": 513.596400000001, "b": 497.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 293 ] } ], "orig": "The final subcircuit shall be protected by a separate residual current device (RCD) of Type B complying with IEC 62423, with a maximum rated residual current of 30 mA which operates in all live (active and neutral) conductors. Combined RCD and overcurrent circuit-breakers (RCBOs) may be used.", "text": "The final subcircuit shall be protected by a separate residual current device (RCD) of Type B complying with IEC 62423, with a maximum rated residual current of 30 mA which operates in all live (active and neutral) conductors. Combined RCD and overcurrent circuit-breakers (RCBOs) may be used." }, { "self_ref": "#/texts/10116", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 419, "bbox": { "l": 85.07999999999998, "t": 490.9402999999999, "r": 513.5963999999999, "b": 449.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 230 ] } ], "orig": "Exception: For Mode 3 charging facilities a Type A RCD with a maximum rated residual current of 30 mA, in conjunction with a residual direct current-detecting device (RDC-DD) conforming to IEC 62955 may be used.", "text": "Exception: For Mode 3 charging facilities a Type A RCD with a maximum rated residual current of 30 mA, in conjunction with a residual direct current-detecting device (RDC-DD) conforming to IEC 62955 may be used." }, { "self_ref": "#/texts/10117", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 419, "bbox": { "l": 96.42, "t": 445.8572, "r": 513.3185220000006, "b": 420.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "NOTE: The RDC-DD disconnects supply where residual d.c. currents of 6 mA or greater are detected.", "text": "NOTE: The RDC-DD disconnects supply where residual d.c. currents of 6 mA or greater are detected." }, { "self_ref": "#/texts/10118", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 419, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10119", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 420, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10120", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 420, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10121", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 420, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "416", "text": "416" }, { "self_ref": "#/texts/10122", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 420, "bbox": { "l": 154.8, "t": 722.0834, "r": 444.09398399999964, "b": 707.55308, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "S E C T I O N 8 V E R I F I C A T I O N", "text": "S E C T I O N 8 V E R I F I C A T I O N", "level": 1 }, { "self_ref": "#/texts/10123", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 420, "bbox": { "l": 85.08, "t": 692.9603, "r": 177.6971999999999, "b": 679.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "8.1 GENERAL", "text": "8.1 GENERAL", "level": 1 }, { "self_ref": "#/texts/10124", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 420, "bbox": { "l": 85.08, "t": 672.9203, "r": 196.23120000000014, "b": 659.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "8.1.1 Application", "text": "8.1.1 Application", "level": 1 }, { "self_ref": "#/texts/10125", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 420, "bbox": { "l": 85.08, "t": 652.9403, "r": 513.6444000000004, "b": 625.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "This Section specifies the minimum requirements for the inspection and testing to satisfy the fundamental safety principles of Part 1 of", "text": "This Section specifies the minimum requirements for the inspection and testing to satisfy the fundamental safety principles of Part 1 of" }, { "self_ref": "#/texts/10126", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 420, "bbox": { "l": 85.07999999999998, "t": 624.9203, "r": 428.2236000000002, "b": 611.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "this Standard in relation to verification of an installation.", "text": "this Standard in relation to verification of an installation." }, { "self_ref": "#/texts/10127", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 420, "bbox": { "l": 85.07999999999998, "t": 604.9403, "r": 257.54160000000024, "b": 591.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "8.1.2 General requirements", "text": "8.1.2 General requirements", "level": 1 }, { "self_ref": "#/texts/10128", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 420, "bbox": { "l": 85.07999999999998, "t": 584.9603, "r": 513.7212000000009, "b": 529.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 280 ] } ], "orig": "Prior to placing an electrical installation, or any part thereof, in service following construction, alteration or repair, it shall be verified, as far as practicable, that the installation is safe to energize and will operate in accordance with the requirements of this Standard.", "text": "Prior to placing an electrical installation, or any part thereof, in service following construction, alteration or repair, it shall be verified, as far as practicable, that the installation is safe to energize and will operate in accordance with the requirements of this Standard." }, { "self_ref": "#/texts/10129", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 420, "bbox": { "l": 85.07999999999993, "t": 522.9203, "r": 513.6516000000004, "b": 481.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 153 ] } ], "orig": "To confirm that the requirements of this Standard have been met, after completion and before being placed in service, the installation shall be-", "text": "To confirm that the requirements of this Standard have been met, after completion and before being placed in service, the installation shall be-" }, { "self_ref": "#/texts/10130", "parent": { "$ref": "#/groups/987" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 420, "bbox": { "l": 85.07999999999993, "t": 474.92029999999994, "r": 513.5604, "b": 447.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "(a) inspected in accordance with Clauses 8.1.3 and 8.2 as far as is practicable; and", "text": "(a) inspected in accordance with Clauses 8.1.3 and 8.2 as far as is practicable; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10131", "parent": { "$ref": "#/groups/987" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 420, "bbox": { "l": 85.0799999999999, "t": 440.9602999999999, "r": 340.6152000000001, "b": 427.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "(b) tested in accordance with Clause 8.3.", "text": "(b) tested in accordance with Clause 8.3.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10132", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 420, "bbox": { "l": 85.0799999999999, "t": 420.9202999999999, "r": 513.7031999999995, "b": 379.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 182 ] } ], "orig": "Precautions shall be taken to ensure the safety of persons and to avoid damage to property and the electrical installation equipment during inspection and testing.", "text": "Precautions shall be taken to ensure the safety of persons and to avoid damage to property and the electrical installation equipment during inspection and testing." }, { "self_ref": "#/texts/10133", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 420, "bbox": { "l": 85.07999999999993, "t": 372.9202999999998, "r": 513.6683999999998, "b": 317.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 272 ] } ], "orig": "Where the electrical installation is an alteration or repair to an existing electrical installation, it shall be verified that the alteration or repair complies with this Standard and does not impair the safety of the existing electrical installation.", "text": "Where the electrical installation is an alteration or repair to an existing electrical installation, it shall be verified that the alteration or repair complies with this Standard and does not impair the safety of the existing electrical installation." }, { "self_ref": "#/texts/10134", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 420, "bbox": { "l": 96.42, "t": 313.8571999999999, "r": 145.63345799999996, "b": 301.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/10135", "parent": { "$ref": "#/groups/988" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 420, "bbox": { "l": 96.42, "t": 297.83737999999994, "r": 513.2559360000005, "b": 285.5837, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "1 Additional visual inspections and testing may be required for specific", "text": "1 Additional visual inspections and testing may be required for specific", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10136", "parent": { "$ref": "#/groups/988" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 420, "bbox": { "l": 113.459862, "t": 284.87768600000004, "r": 513.3360900000002, "b": 233.624144, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 305 ] } ], "orig": "installations, such as separated supplies, SELV and PELV installations, electromedical installations, transportable structures and vehicles and marinas, etc. Guidance on these electrical installations can be obtained from Section 7 and the specific installation Standards referenced in Clause 7.8.", "text": "installations, such as separated supplies, SELV and PELV installations, electromedical installations, transportable structures and vehicles and marinas, etc. Guidance on these electrical installations can be obtained from Section 7 and the specific installation Standards referenced in Clause 7.8.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10137", "parent": { "$ref": "#/groups/988" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 420, "bbox": { "l": 96.42, "t": 229.85800399999994, "r": 513.4206359999994, "b": 204.58424000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "2 In New Zealand, attention is drawn to the requirements of NZECP 55 for wiring and fittings located near conductive thermal insulation.", "text": "2 In New Zealand, attention is drawn to the requirements of NZECP 55 for wiring and fittings located near conductive thermal insulation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10138", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 420, "bbox": { "l": 85.08, "t": 197.96029999999996, "r": 314.8476000000002, "b": 184.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "8.1.3 Periodic inspection and testing", "text": "8.1.3 Periodic inspection and testing", "level": 1 }, { "self_ref": "#/texts/10139", "parent": { "$ref": "#/groups/989" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 420, "bbox": { "l": 66.6, "t": 178.3922, "r": 513.6359999999997, "b": 136.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "Periodic inspection and testing of electrical installations shall be performed. Such inspection and testing needs to be performed in accordance with the requirements of-*", "text": "Periodic inspection and testing of electrical installations shall be performed. Such inspection and testing needs to be performed in accordance with the requirements of-*", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10140", "parent": { "$ref": "#/groups/989" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 420, "bbox": { "l": 85.08000000000004, "t": 129.9203, "r": 274.9308000000002, "b": 116.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "(i) the regulatory authority; and", "text": "(i) the regulatory authority; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10141", "parent": { "$ref": "#/groups/989" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 420, "bbox": { "l": 85.08000000000004, "t": 109.94029999999998, "r": 332.31120000000044, "b": 96.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "(ii) the owner or occupier of the premises.", "text": "(ii) the owner or occupier of the premises.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10142", "parent": { "$ref": "#/pictures/198" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 420, "bbox": { "l": 518.46, "t": 229.22029999999995, "r": 538.416, "b": 215.8283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/10143", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 420, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10144", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 421, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10145", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 421, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "417", "text": "417" }, { "self_ref": "#/texts/10146", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 421, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10147", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 421, "bbox": { "l": 96.42, "t": 751.8572, "r": 513.3503640000004, "b": 726.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "NOTE: Recommended periodic testing arrangements are set out in AS/NZS 3019.", "text": "NOTE: Recommended periodic testing arrangements are set out in AS/NZS 3019." }, { "self_ref": "#/texts/10148", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 421, "bbox": { "l": 85.08, "t": 711.9803, "r": 242.74799999999982, "b": 698.5883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "8.2 VISUAL INSPECTION", "text": "8.2 VISUAL INSPECTION", "level": 1 }, { "self_ref": "#/texts/10149", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 421, "bbox": { "l": 85.08, "t": 691.9403000000001, "r": 174.24600000000007, "b": 678.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "8.2.1 General", "text": "8.2.1 General", "level": 1 }, { "self_ref": "#/texts/10150", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 421, "bbox": { "l": 85.08, "t": 671.9603000000001, "r": 513.6468000000007, "b": 630.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 190 ] } ], "orig": "A visual inspection shall be made when work on an electrical installation has been completed in order to verify that the work complies with the requirements of this Standard.", "text": "A visual inspection shall be made when work on an electrical installation has been completed in order to verify that the work complies with the requirements of this Standard." }, { "self_ref": "#/texts/10151", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 421, "bbox": { "l": 85.08000000000004, "t": 623.9603000000001, "r": 513.6840000000005, "b": 582.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 238 ] } ], "orig": "The visual inspection shall be carried out before, or in association with, testing. The visual inspection should, where practicable, be made before the relevant part of the electrical installation is placed in service.", "text": "The visual inspection shall be carried out before, or in association with, testing. The visual inspection should, where practicable, be made before the relevant part of the electrical installation is placed in service." }, { "self_ref": "#/texts/10152", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 421, "bbox": { "l": 85.08000000000004, "t": 575.9603000000001, "r": 513.6984000000008, "b": 520.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 300 ] } ], "orig": "Exception: Where the visual inspection of a part of the electrical installation is not practicable at the completion of the work, e.g. not accessible because of enclosure in the building structure, consideration should be given to inspecting that part during the course of the installation.", "text": "Exception: Where the visual inspection of a part of the electrical installation is not practicable at the completion of the work, e.g. not accessible because of enclosure in the building structure, consideration should be given to inspecting that part during the course of the installation." }, { "self_ref": "#/texts/10153", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 421, "bbox": { "l": 85.08000000000004, "t": 513.9203, "r": 183.64320000000015, "b": 500.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "8.2.2 Checklist", "text": "8.2.2 Checklist", "level": 1 }, { "self_ref": "#/texts/10154", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 421, "bbox": { "l": 85.08000000000004, "t": 493.94030000000004, "r": 513.6072000000003, "b": 452.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 177 ] } ], "orig": "The following items shall be checked, where applicable during the visual inspection, to assess that the relevant requirements of this Standard are satisfied:", "text": "The following items shall be checked, where applicable during the visual inspection, to assess that the relevant requirements of this Standard are satisfied:" }, { "self_ref": "#/texts/10155", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 421, "bbox": { "l": 85.0800000000001, "t": 445.9403, "r": 165.21840000000012, "b": 432.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "(a) General :", "text": "(a) General :", "level": 1 }, { "self_ref": "#/texts/10156", "parent": { "$ref": "#/groups/990" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 421, "bbox": { "l": 113.40000000000009, "t": 425.96029999999996, "r": 513.6672000000011, "b": 398.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "(i) Basic protection (protection against direct contact with live parts), e.g. insulation and enclosure.", "text": "(i) Basic protection (protection against direct contact with live parts), e.g. insulation and enclosure.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10157", "parent": { "$ref": "#/groups/990" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 421, "bbox": { "l": 113.40000000000003, "t": 391.9402999999999, "r": 513.674400000001, "b": 350.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 197 ] } ], "orig": "(ii) Fault protection (protection against indirect contact with exposed conductive parts), e.g. by the use of automatic disconnection of supply, double insulation or isolating transformers.", "text": "(ii) Fault protection (protection against indirect contact with exposed conductive parts), e.g. by the use of automatic disconnection of supply, double insulation or isolating transformers.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10158", "parent": { "$ref": "#/groups/990" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 421, "bbox": { "l": 113.40000000000009, "t": 343.94029999999987, "r": 513.6912000000015, "b": 302.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 173 ] } ], "orig": "(iii) Protection against hazardous parts, e.g. enclosure, guarding or screening of flammable materials, hot surfaces and parts that may cause physical injury.", "text": "(iii) Protection against hazardous parts, e.g. enclosure, guarding or screening of flammable materials, hot surfaces and parts that may cause physical injury.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10159", "parent": { "$ref": "#/groups/990" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 421, "bbox": { "l": 113.40000000000009, "t": 295.94029999999975, "r": 506.0388000000012, "b": 282.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "(iv) Protection against spread of fire, e.g. penetration of fire barriers.", "text": "(iv) Protection against spread of fire, e.g. penetration of fire barriers.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10160", "parent": { "$ref": "#/groups/990" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 421, "bbox": { "l": 113.40000000000009, "t": 275.96029999999973, "r": 513.625200000001, "b": 234.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 159 ] } ], "orig": "(v) General condition of the electrical equipment, e.g. signs of damage that could impair safe operation, disconnection of unused electrical equipment.", "text": "(v) General condition of the electrical equipment, e.g. signs of damage that could impair safe operation, disconnection of unused electrical equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10161", "parent": { "$ref": "#/groups/990" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 421, "bbox": { "l": 85.08000000000004, "t": 227.96029999999973, "r": 215.31840000000008, "b": 214.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "(b) Consumer mains :", "text": "(b) Consumer mains :", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10162", "parent": { "$ref": "#/groups/990" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 421, "bbox": { "l": 113.40000000000005, "t": 207.92029999999977, "r": 290.31839999999994, "b": 194.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "(i) Current-carrying capacity.", "text": "(i) Current-carrying capacity.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10163", "parent": { "$ref": "#/groups/990" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 421, "bbox": { "l": 113.40000000000005, "t": 187.94029999999975, "r": 354.6719999999999, "b": 174.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "(ii) Voltage drop, e.g. size of conductors.", "text": "(ii) Voltage drop, e.g. size of conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10164", "parent": { "$ref": "#/groups/990" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 421, "bbox": { "l": 113.40000000000005, "t": 167.96029999999985, "r": 513.648000000001, "b": 140.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "(iii) Underground installation conditions, e.g. enclosure, depth of burial, mechanical protection.", "text": "(iii) Underground installation conditions, e.g. enclosure, depth of burial, mechanical protection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10165", "parent": { "$ref": "#/groups/990" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 421, "bbox": { "l": 113.40000000000009, "t": 133.94029999999987, "r": 305.8920000000004, "b": 120.54829999999981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "(iv) Aerial installation conditions.", "text": "(iv) Aerial installation conditions.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10166", "parent": { "$ref": "#/groups/990" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 421, "bbox": { "l": 113.40000000000009, "t": 113.96029999999985, "r": 263.50080000000014, "b": 100.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "(v) Connection of wiring.", "text": "(v) Connection of wiring.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10167", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 421, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10168", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 422, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10169", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 422, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "418", "text": "418" }, { "self_ref": "#/texts/10170", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 422, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/10171", "parent": { "$ref": "#/groups/991" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 422, "bbox": { "l": 113.4, "t": 745.9403, "r": 359.5896000000007, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "(vi) Protection against external influences.", "text": "(vi) Protection against external influences.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10172", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 422, "bbox": { "l": 85.08000000000001, "t": 725.9603, "r": 196.05840000000003, "b": 712.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "(c) Switchboards :", "text": "(c) Switchboards :", "level": 1 }, { "self_ref": "#/texts/10173", "parent": { "$ref": "#/groups/992" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 422, "bbox": { "l": 113.4, "t": 705.9203, "r": 333.86400000000054, "b": 692.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "(i) Location, e.g. access and egress.", "text": "(i) Location, e.g. access and egress.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10174", "parent": { "$ref": "#/groups/992" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 422, "bbox": { "l": 113.4, "t": 685.9403, "r": 513.63, "b": 644.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 182 ] } ], "orig": "(ii) Protective devices, e.g. selection and setting of adjustable protective devices for compliance with overcurrent protection, arc fault protection and discrimination requirements.", "text": "(ii) Protective devices, e.g. selection and setting of adjustable protective devices for compliance with overcurrent protection, arc fault protection and discrimination requirements.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10175", "parent": { "$ref": "#/groups/992" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 422, "bbox": { "l": 113.39999999999998, "t": 637.9403, "r": 354.0287999999997, "b": 624.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "(iii) Isolating devices, e.g. main switches.", "text": "(iii) Isolating devices, e.g. main switches.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10176", "parent": { "$ref": "#/groups/992" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 422, "bbox": { "l": 113.39999999999998, "t": 617.9603, "r": 512.8536000000004, "b": 604.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(iv) Connecting devices, e.g. neutral bars, earth bars and active links.", "text": "(iv) Connecting devices, e.g. neutral bars, earth bars and active links.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10177", "parent": { "$ref": "#/groups/992" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 422, "bbox": { "l": 113.39999999999998, "t": 597.9203, "r": 410.00640000000044, "b": 584.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "(v) Connection and fixing of wiring and switchgear.", "text": "(v) Connection and fixing of wiring and switchgear.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10178", "parent": { "$ref": "#/groups/992" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 422, "bbox": { "l": 113.39999999999998, "t": 577.9403, "r": 425.8332000000007, "b": 564.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "(vi) Identification and labelling of electrical equipment.", "text": "(vi) Identification and labelling of electrical equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10179", "parent": { "$ref": "#/groups/992" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 422, "bbox": { "l": 113.39999999999998, "t": 557.9603, "r": 359.61240000000066, "b": 544.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "(vii) Protection against external influences.", "text": "(vii) Protection against external influences.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10180", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 422, "bbox": { "l": 85.07999999999998, "t": 537.9203, "r": 205.9584, "b": 524.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "(d) Wiring systems :", "text": "(d) Wiring systems :", "level": 1 }, { "self_ref": "#/texts/10181", "parent": { "$ref": "#/groups/993" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 422, "bbox": { "l": 113.39999999999998, "t": 517.9403, "r": 501.801600000001, "b": 504.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(i) Conductor size, e.g. current-carrying capacity and voltage drop.", "text": "(i) Conductor size, e.g. current-carrying capacity and voltage drop.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10182", "parent": { "$ref": "#/groups/993" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 422, "bbox": { "l": 113.39999999999998, "t": 497.96029999999996, "r": 302.7888000000001, "b": 484.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "(ii) Identification of cable cores.", "text": "(ii) Identification of cable cores.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10183", "parent": { "$ref": "#/groups/993" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 422, "bbox": { "l": 113.39999999999998, "t": 477.92029999999994, "r": 306.26400000000007, "b": 464.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "(iii) Adequate support and fixing.", "text": "(iii) Adequate support and fixing.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10184", "parent": { "$ref": "#/groups/993" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 422, "bbox": { "l": 113.39999999999998, "t": 457.9402999999999, "r": 307.91759999999977, "b": 444.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "(iv) Connections and enclosures.", "text": "(iv) Connections and enclosures.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10185", "parent": { "$ref": "#/groups/993" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 422, "bbox": { "l": 113.39999999999998, "t": 437.9602999999999, "r": 513.5868, "b": 410.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "(v) Particular installation conditions, e.g. underground, aerial, safety services.", "text": "(v) Particular installation conditions, e.g. underground, aerial, safety services.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10186", "parent": { "$ref": "#/groups/993" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 422, "bbox": { "l": 113.39999999999998, "t": 403.94029999999987, "r": 476.9340000000011, "b": 390.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "(vi) Segregation from other services and electrical installations.", "text": "(vi) Segregation from other services and electrical installations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10187", "parent": { "$ref": "#/groups/993" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 422, "bbox": { "l": 113.39999999999998, "t": 383.96029999999985, "r": 446.4924000000011, "b": 370.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "(vii) Protection against external influences, e.g. enclosure.", "text": "(vii) Protection against external influences, e.g. enclosure.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10188", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 422, "bbox": { "l": 85.07999999999998, "t": 363.9202999999998, "r": 234.5184, "b": 350.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "(e) Electrical equipment :", "text": "(e) Electrical equipment :", "level": 1 }, { "self_ref": "#/texts/10189", "parent": { "$ref": "#/groups/994" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 422, "bbox": { "l": 113.39999999999998, "t": 343.9402999999998, "r": 513.6576000000007, "b": 316.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "(i) Isolation and switching devices for protection against injury from mechanical movement devices and motors.", "text": "(i) Isolation and switching devices for protection against injury from mechanical movement devices and motors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10190", "parent": { "$ref": "#/groups/994" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 422, "bbox": { "l": 113.39999999999995, "t": 309.92029999999977, "r": 513.6672000000003, "b": 282.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "(ii) Isolation and switching devices for protection against thermal effects, e.g. motors, room heaters, water heaters.", "text": "(ii) Isolation and switching devices for protection against thermal effects, e.g. motors, room heaters, water heaters.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10191", "parent": { "$ref": "#/groups/994" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 422, "bbox": { "l": 113.39999999999993, "t": 275.96029999999973, "r": 510.0959999999999, "b": 248.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "(iii) Switching devices for particular electrical equipment, e.g. socketoutlets, water heaters, etc.", "text": "(iii) Switching devices for particular electrical equipment, e.g. socketoutlets, water heaters, etc.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10192", "parent": { "$ref": "#/groups/994" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 422, "bbox": { "l": 113.39999999999992, "t": 241.94029999999975, "r": 513.618, "b": 214.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": "(iv) Particular installation conditions, e.g. locations affected by water, explosive atmospheres, extra-low voltage, high voltage.", "text": "(iv) Particular installation conditions, e.g. locations affected by water, explosive atmospheres, extra-low voltage, high voltage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10193", "parent": { "$ref": "#/groups/994" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 422, "bbox": { "l": 113.39999999999986, "t": 207.92029999999977, "r": 346.08600000000035, "b": 194.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "(v) Compliance with required Standard.", "text": "(v) Compliance with required Standard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10194", "parent": { "$ref": "#/groups/994" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 422, "bbox": { "l": 113.39999999999986, "t": 187.94029999999975, "r": 319.8816000000002, "b": 174.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "(vi) Connection, support and fixing.", "text": "(vi) Connection, support and fixing.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10195", "parent": { "$ref": "#/groups/994" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 422, "bbox": { "l": 66.6, "t": 167.96029999999973, "r": 513.5520000000002, "b": 140.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "(vii) Protection against external influences including ingress of moisture where required by any clause. *", "text": "(vii) Protection against external influences including ingress of moisture where required by any clause. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10196", "parent": { "$ref": "#/groups/994" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 422, "bbox": { "l": 66.6, "t": 133.94029999999975, "r": 448.75200000000075, "b": 116.95051999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "(viii) Suitability for intended voltage, current and frequency. *", "text": "(viii) Suitability for intended voltage, current and frequency. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10197", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 422, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10198", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 423, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10199", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 423, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "419", "text": "419" }, { "self_ref": "#/texts/10200", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 423, "bbox": { "l": 49.74, "t": 735.7253, "r": 63.821400000000004, "b": 725.6813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/10201", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 423, "bbox": { "l": 66.6, "t": 668.3521999999999, "r": 76.24480199999999, "b": 652.7505199999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/10202", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 423, "bbox": { "l": 113.46, "t": 751.8572, "r": 162.619656, "b": 739.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/10203", "parent": { "$ref": "#/groups/995" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 423, "bbox": { "l": 113.46, "t": 735.83738, "r": 513.4185779999993, "b": 671.624144, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 320 ] } ], "orig": "1 An RCD is deemed suitable for operation under residual alternating current and residual pulsating direct current conditions if it is marked with one of the symbols cited in Clause 2.6.2.2.1 Note 1 Items (b) to (e). If the marking is not clearly legible, the RCD should be replaced prior to testing.", "text": "1 An RCD is deemed suitable for operation under residual alternating current and residual pulsating direct current conditions if it is marked with one of the symbols cited in Clause 2.6.2.2.1 Note 1 Items (b) to (e). If the marking is not clearly legible, the RCD should be replaced prior to testing.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10204", "parent": { "$ref": "#/groups/995" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 423, "bbox": { "l": 113.46, "t": 667.858004, "r": 408.5233439999996, "b": 655.604324, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "2 Appendix Q contains further guidance for DC circuits.", "text": "2 Appendix Q contains further guidance for DC circuits.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10205", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 423, "bbox": { "l": 85.08, "t": 648.9203, "r": 167.49840000000003, "b": 635.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "(f) Earthing :", "text": "(f) Earthing :", "level": 1 }, { "self_ref": "#/texts/10206", "parent": { "$ref": "#/groups/996" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 423, "bbox": { "l": 113.4, "t": 628.9403, "r": 240.98880000000014, "b": 615.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "(i) MEN connection.", "text": "(i) MEN connection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10207", "parent": { "$ref": "#/groups/996" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 423, "bbox": { "l": 113.4, "t": 608.9603, "r": 234.6071999999999, "b": 595.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "(ii) Earth electrode.", "text": "(ii) Earth electrode.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10208", "parent": { "$ref": "#/groups/996" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 423, "bbox": { "l": 113.4, "t": 588.9203, "r": 393.9672000000002, "b": 575.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "(iii) Earthing conductors, e.g. size, identification.", "text": "(iii) Earthing conductors, e.g. size, identification.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10209", "parent": { "$ref": "#/groups/996" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 423, "bbox": { "l": 113.40000000000003, "t": 568.9403, "r": 468.6552000000006, "b": 555.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "(iv) Equipotential bonding conductors, e.g. size, identification.", "text": "(iv) Equipotential bonding conductors, e.g. size, identification.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10210", "parent": { "$ref": "#/groups/996" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 423, "bbox": { "l": 113.40000000000003, "t": 548.9603, "r": 353.0664000000006, "b": 535.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "(v) Connections, joints and terminations.", "text": "(v) Connections, joints and terminations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10211", "parent": { "$ref": "#/groups/996" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 423, "bbox": { "l": 113.40000000000003, "t": 528.9203, "r": 359.6424000000007, "b": 515.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "(vi) Protection against external influences.", "text": "(vi) Protection against external influences.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10212", "parent": { "$ref": "#/groups/996" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 423, "bbox": { "l": 113.40000000000003, "t": 508.9403, "r": 458.0747999999999, "b": 495.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "(vii) Connection to earthing arrangements for other systems.", "text": "(vii) Connection to earthing arrangements for other systems.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10213", "parent": { "$ref": "#/groups/996" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 423, "bbox": { "l": 113.4, "t": 488.96029999999996, "r": 513.5808000000001, "b": 461.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "(viii) Creation of earthed situation that may require earthing of additional electrical equipment.", "text": "(viii) Creation of earthed situation that may require earthing of additional electrical equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10214", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 423, "bbox": { "l": 85.08000000000004, "t": 446.96029999999996, "r": 171.1032, "b": 433.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "8.3 TESTING", "text": "8.3 TESTING", "level": 1 }, { "self_ref": "#/texts/10215", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 423, "bbox": { "l": 85.08000000000004, "t": 426.92029999999994, "r": 174.2460000000001, "b": 413.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "8.3.1 General", "text": "8.3.1 General", "level": 1 }, { "self_ref": "#/texts/10216", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 423, "bbox": { "l": 85.08000000000004, "t": 406.9402999999999, "r": 513.6768000000008, "b": 351.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 289 ] } ], "orig": "After completion of, or in association with, the visual inspection, tests shall be carried out in accordance with Clause 8.3.3 on the electrical installation to verify that it complies with the requirements of this Standard and that it is suitable for the use intended.", "text": "After completion of, or in association with, the visual inspection, tests shall be carried out in accordance with Clause 8.3.3 on the electrical installation to verify that it complies with the requirements of this Standard and that it is suitable for the use intended." }, { "self_ref": "#/texts/10217", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 423, "bbox": { "l": 85.08000000000004, "t": 344.96029999999985, "r": 360.9972000000005, "b": 331.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "If necessary, additional tests may be carried out.", "text": "If necessary, additional tests may be carried out." }, { "self_ref": "#/texts/10218", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 423, "bbox": { "l": 85.08000000000004, "t": 324.92029999999977, "r": 209.21040000000008, "b": 311.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "8.3.2 Test methods", "text": "8.3.2 Test methods", "level": 1 }, { "self_ref": "#/texts/10219", "parent": { "$ref": "#/groups/997" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 423, "bbox": { "l": 66.6, "t": 304.94029999999975, "r": 513.5688000000006, "b": 263.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 217 ] } ], "orig": "AS/NZS 3017 sets out common test methods that may be used to verify by testing that a low voltage electrical installation complies with this Standard, and also includes minimum safety standards for test instruments. *", "text": "AS/NZS 3017 sets out common test methods that may be used to verify by testing that a low voltage electrical installation complies with this Standard, and also includes minimum safety standards for test instruments. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10220", "parent": { "$ref": "#/groups/997" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 423, "bbox": { "l": 66.6, "t": 256.94029999999975, "r": 513.6276000000005, "b": 229.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 155 ] } ], "orig": "Testing shall be carried out in such a manner that the safety of the operator and other people in the vicinity, and test equipment is not placed at risk. *", "text": "Testing shall be carried out in such a manner that the safety of the operator and other people in the vicinity, and test equipment is not placed at risk. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10221", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 423, "bbox": { "l": 96.42, "t": 225.83719999999994, "r": 513.4546739999993, "b": 187.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 191 ] } ], "orig": "NOTE: The test methods set out in this Clause (Clause 8.3) are given as reference methods. Other methods are not precluded, provided that they give equally valid results.", "text": "NOTE: The test methods set out in this Clause (Clause 8.3) are given as reference methods. Other methods are not precluded, provided that they give equally valid results." }, { "self_ref": "#/texts/10222", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 423, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10223", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 423, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10224", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 424, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10225", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 424, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10226", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 424, "bbox": { "l": 49.74, "t": 388.5053, "r": 63.821400000000004, "b": 378.4613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/10227", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 424, "bbox": { "l": 85.08, "t": 745.9403, "r": 224.08800000000002, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "8.3.3 Mandatory tests", "text": "8.3.3 Mandatory tests", "level": 1 }, { "self_ref": "#/texts/10228", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 424, "bbox": { "l": 85.08, "t": 725.9603, "r": 205.58160000000015, "b": 712.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "8.3.3.1 Low voltage", "text": "8.3.3.1 Low voltage", "level": 1 }, { "self_ref": "#/texts/10229", "parent": { "$ref": "#/groups/998" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 424, "bbox": { "l": 66.6, "t": 705.9203, "r": 513.619200000001, "b": 678.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "Testing shall be carried out on parts of electrical installations designed to operate at low voltage as follows: *", "text": "Testing shall be carried out on parts of electrical installations designed to operate at low voltage as follows: *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10230", "parent": { "$ref": "#/groups/998" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 424, "bbox": { "l": 85.08000000000004, "t": 671.9603, "r": 513.614400000001, "b": 658.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "(a) Continuity of the earthing system (earth resistance of the main", "text": "(a) Continuity of the earthing system (earth resistance of the main", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10231", "parent": { "$ref": "#/groups/998" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 424, "bbox": { "l": 113.46000000000004, "t": 657.9203, "r": 513.6504000000004, "b": 616.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "earthing conductor, protective earthing conductors, PEN conductors and bonding conductors), in accordance with Clause 8.3.5.", "text": "earthing conductor, protective earthing conductors, PEN conductors and bonding conductors), in accordance with Clause 8.3.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10232", "parent": { "$ref": "#/groups/998" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 424, "bbox": { "l": 85.08000000000004, "t": 609.9203, "r": 443.4312000000003, "b": 596.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "(b) Insulation resistance, in accordance with Clause 8.3.6.", "text": "(b) Insulation resistance, in accordance with Clause 8.3.6.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10233", "parent": { "$ref": "#/groups/998" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 424, "bbox": { "l": 85.08000000000004, "t": 589.9403, "r": 364.17839999999984, "b": 576.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "(c) Polarity, in accordance with Clause 8.3.7.", "text": "(c) Polarity, in accordance with Clause 8.3.7.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10234", "parent": { "$ref": "#/groups/998" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 424, "bbox": { "l": 85.08000000000004, "t": 569.9603, "r": 481.92960000000113, "b": 556.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "(d) Correct circuit connections, in accordance with Clause 8.3.8.", "text": "(d) Correct circuit connections, in accordance with Clause 8.3.8.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10235", "parent": { "$ref": "#/groups/998" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 424, "bbox": { "l": 85.08000000000004, "t": 549.9203, "r": 513.6852000000008, "b": 508.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "(e) Verification of impedance required for automatic disconnection of supply (earth fault-loop impedance), in accordance with Clause 8.3.9.", "text": "(e) Verification of impedance required for automatic disconnection of supply (earth fault-loop impedance), in accordance with Clause 8.3.9.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10236", "parent": { "$ref": "#/groups/998" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 424, "bbox": { "l": 85.08000000000004, "t": 501.92029999999994, "r": 437.0795999999999, "b": 488.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "(f) Operation of RCDs, in accordance with Clause 8.3.10.", "text": "(f) Operation of RCDs, in accordance with Clause 8.3.10.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10237", "parent": { "$ref": "#/groups/998" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 424, "bbox": { "l": 66.6, "t": 481.9402999999999, "r": 513.5712000000011, "b": 440.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 197 ] } ], "orig": "Exception: Verification of earth fault loop impedance may be omitted where automatic disconnection of supply (refer to Clause 1.5.5.2) is not the method used to provide fault protection. *", "text": "Exception: Verification of earth fault loop impedance may be omitted where automatic disconnection of supply (refer to Clause 1.5.5.2) is not the method used to provide fault protection. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10238", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 424, "bbox": { "l": 96.42, "t": 436.8572, "r": 145.63345799999996, "b": 424.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/10239", "parent": { "$ref": "#/groups/999" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 424, "bbox": { "l": 96.42, "t": 420.83738, "r": 380.81407800000017, "b": 408.5837, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "1 Item (e) above may require that supply is available.", "text": "1 Item (e) above may require that supply is available.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10240", "parent": { "$ref": "#/groups/999" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 424, "bbox": { "l": 96.42, "t": 404.876852, "r": 358.58616599999993, "b": 392.623172, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "2 Item (f) above requires that supply is available.", "text": "2 Item (f) above requires that supply is available.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10241", "parent": { "$ref": "#/groups/999" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 424, "bbox": { "l": 96.42, "t": 388.857032, "r": 451.8733440000005, "b": 376.60335200000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "3 Additional tests for isolated supplies are detailed in Clause 7.4.8.", "text": "3 Additional tests for isolated supplies are detailed in Clause 7.4.8.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10242", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 424, "bbox": { "l": 85.08, "t": 369.9203, "r": 123.61199999999997, "b": 356.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "8.3.3.2", "text": "8.3.3.2", "level": 1 }, { "self_ref": "#/texts/10243", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 424, "bbox": { "l": 123.9, "t": 369.9203, "r": 235.35119999999995, "b": 356.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "Extra-low voltage", "text": "Extra-low voltage", "level": 1 }, { "self_ref": "#/texts/10244", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 424, "bbox": { "l": 85.08000000000001, "t": 349.9403, "r": 513.619200000001, "b": 336.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "Testing shall be carried out on parts of electrical installations", "text": "Testing shall be carried out on parts of electrical installations" }, { "self_ref": "#/texts/10245", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 424, "bbox": { "l": 85.08000000000004, "t": 335.96029999999996, "r": 398.74080000000015, "b": 322.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "designed to operate at extra-low voltage as follows:", "text": "designed to operate at extra-low voltage as follows:" }, { "self_ref": "#/texts/10246", "parent": { "$ref": "#/groups/1000" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 424, "bbox": { "l": 85.08000000000004, "t": 315.9203, "r": 513.6287999999996, "b": 302.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "(a) Continuity of the earthing system for PELV circuits in accordance", "text": "(a) Continuity of the earthing system for PELV circuits in accordance", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10247", "parent": { "$ref": "#/groups/1000" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 424, "bbox": { "l": 113.46000000000004, "t": 301.9403, "r": 222.24480000000008, "b": 288.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "with Clause 8.3.5.", "text": "with Clause 8.3.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10248", "parent": { "$ref": "#/groups/1000" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 424, "bbox": { "l": 85.08000000000004, "t": 281.96029999999996, "r": 446.7647999999999, "b": 268.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "(b) Insulation resistance in accordance with Clause 7.5.12.", "text": "(b) Insulation resistance in accordance with Clause 7.5.12.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10249", "parent": { "$ref": "#/groups/1000" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 424, "bbox": { "l": 85.08000000000004, "t": 261.9202999999999, "r": 465.93480000000096, "b": 248.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "(c) Polarity for PELV circuits in accordance with Clause 8.3.7.", "text": "(c) Polarity for PELV circuits in accordance with Clause 8.3.7.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10250", "parent": { "$ref": "#/groups/1000" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 424, "bbox": { "l": 85.08000000000004, "t": 241.94029999999998, "r": 478.2924000000009, "b": 228.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "(d) Correct circuit connections in accordance with Clause 8.3.8.", "text": "(d) Correct circuit connections in accordance with Clause 8.3.8.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10251", "parent": { "$ref": "#/groups/1000" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 424, "bbox": { "l": 85.08000000000007, "t": 221.96029999999996, "r": 207.50160000000025, "b": 208.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "8.3.3.3 Test failures", "text": "8.3.3.3 Test failures", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10252", "parent": { "$ref": "#/groups/1000" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 424, "bbox": { "l": 66.6, "t": 202.21220000000005, "r": 513.5904000000004, "b": 186.61051999999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "If any part of the electrical installation fails a test, that test and any *", "text": "If any part of the electrical installation fails a test, that test and any *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10253", "parent": { "$ref": "#/groups/1000" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 424, "bbox": { "l": 85.08000000000007, "t": 187.94029999999998, "r": 513.7403999999997, "b": 160.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "preceding tests that may have been influenced by the fault indicated shall be repeated after the fault has been rectified.", "text": "preceding tests that may have been influenced by the fault indicated shall be repeated after the fault has been rectified.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10254", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 424, "bbox": { "l": 85.08000000000007, "t": 153.9203, "r": 235.36800000000022, "b": 140.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "8.3.4 Sequence of tests", "text": "8.3.4 Sequence of tests", "level": 1 }, { "self_ref": "#/texts/10255", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 424, "bbox": { "l": 85.08000000000007, "t": 133.94029999999998, "r": 326.4192000000002, "b": 120.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "A testing sequence is shown in Figure 8.1.", "text": "A testing sequence is shown in Figure 8.1." }, { "self_ref": "#/texts/10256", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 424, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "420", "text": "420" }, { "self_ref": "#/texts/10257", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 424, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10258", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 425, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10259", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 425, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "421", "text": "421" }, { "self_ref": "#/texts/10260", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 425, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/10261", "parent": { "$ref": "#/pictures/199" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 425, "bbox": { "l": 200.88, "t": 440.87719999999996, "r": 397.5405839999997, "b": 428.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "FIGURE 8.1 TESTING SEQUENCE", "text": "FIGURE 8.1 TESTING SEQUENCE" }, { "self_ref": "#/texts/10262", "parent": { "$ref": "#/pictures/199" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 425, "bbox": { "l": 123.5223, "t": 743.3859532, "r": 197.7631380999999, "b": 735.8739864, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Earth resistance", "text": "Earth resistance" }, { "self_ref": "#/texts/10263", "parent": { "$ref": "#/pictures/199" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 425, "bbox": { "l": 149.7194007, "t": 732.88874439, "r": 171.59662659999995, "b": 725.3767775900001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "test-", "text": "test-" }, { "self_ref": "#/texts/10264", "parent": { "$ref": "#/pictures/199" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 425, "bbox": { "l": 132.9046874, "t": 722.3915355800001, "r": 188.41049020000003, "b": 714.8795687800001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "continuity of", "text": "continuity of" }, { "self_ref": "#/texts/10265", "parent": { "$ref": "#/pictures/199" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 425, "bbox": { "l": 129.8134788, "t": 711.8943267700001, "r": 191.49235209999998, "b": 704.3823599700002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "main earthing", "text": "main earthing" }, { "self_ref": "#/texts/10266", "parent": { "$ref": "#/pictures/199" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 425, "bbox": { "l": 138.51610620000002, "t": 701.3971179600002, "r": 182.79992109999998, "b": 693.8851511600002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "conductor", "text": "conductor" }, { "self_ref": 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"bbox": { "l": 319.90445769999997, "t": 491.3887995100002, "r": 413.5278024999998, "b": 483.8768327100002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "operation of residual", "text": "operation of residual" }, { "self_ref": "#/texts/10281", "parent": { "$ref": "#/pictures/199" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 425, "bbox": { "l": 332.07725989999994, "t": 480.89159070000017, "r": 401.4025834999994, "b": 473.3796239000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "current devices", "text": "current devices" }, { "self_ref": "#/texts/10282", "parent": { "$ref": "#/pictures/199" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 425, "bbox": { "l": 191.54027869999996, "t": 497.47995087000015, "r": 261.8011220000001, "b": 489.96798407000017, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Earth fault-loop", "text": "Earth fault-loop" }, { "self_ref": "#/texts/10283", "parent": { "$ref": "#/pictures/199" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 425, "bbox": { "l": 192.36448769999996, "t": 486.98274206000013, "r": 260.9990051999999, "b": 479.47077526000015, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "i mpedance test", "text": "i mpedance test" }, { "self_ref": "#/texts/10284", "parent": { "$ref": "#/pictures/199" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 425, "bbox": { "l": 382.5902255, "t": 616.5446246500002, "r": 482.96018830000014, "b": 609.0326578500002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "Final subcircuit tests-", "text": "Final subcircuit tests-" }, { "self_ref": "#/texts/10285", "parent": { "$ref": "#/pictures/199" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 425, "bbox": { "l": 405.5822578, "t": 606.0474158400002, "r": 446.0041861999997, "b": 598.5354490400002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "• polarity", "text": "• polarity" }, { "self_ref": "#/texts/10286", "parent": { "$ref": "#/pictures/199" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 425, "bbox": { "l": 405.5822578, "t": 595.5502070300003, "r": 466.5694752999996, "b": 588.0382402300003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "• connections", "text": "• connections" }, { "self_ref": "#/texts/10287", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 425, "bbox": { "l": 85.08, "t": 415.94030000000004, "r": 328.2240000000005, "b": 402.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "8.3.5 Continuity of the earthing system", "text": "8.3.5 Continuity of the earthing system", "level": 1 }, { "self_ref": "#/texts/10288", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 425, "bbox": { "l": 85.08, "t": 395.9603, "r": 182.93760000000006, "b": 382.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "8.3.5.1 General", "text": "8.3.5.1 General", "level": 1 }, { "self_ref": "#/texts/10289", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 425, "bbox": { "l": 85.08000000000001, "t": 375.9203, "r": 513.6600000000007, "b": 292.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 464 ] } ], "orig": "Testing to prove the continuity of the earthing system (earth resistance of the main earthing conductor, protective earthing conductors, combined protective earthing and neutral (PEN) conductors and bonding conductors) shall be carried out to ensure that the earthing system has been installed in a manner that will cause circuit protective devices to operate if there is a fault between live parts, other than the neutral, and the mass of earth.", "text": "Testing to prove the continuity of the earthing system (earth resistance of the main earthing conductor, protective earthing conductors, combined protective earthing and neutral (PEN) conductors and bonding conductors) shall be carried out to ensure that the earthing system has been installed in a manner that will cause circuit protective devices to operate if there is a fault between live parts, other than the neutral, and the mass of earth." }, { "self_ref": "#/texts/10290", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 425, "bbox": { "l": 85.08000000000004, "t": 285.9202999999999, "r": 513.6119999999999, "b": 244.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 168 ] } ], "orig": "An effective earthing system will ensure that exposed conductive parts of electrical equipment do not reach dangerous voltages when such faults occur.", "text": "An effective earthing system will ensure that exposed conductive parts of electrical equipment do not reach dangerous voltages when such faults occur." }, { "self_ref": "#/texts/10291", "parent": { "$ref": "#/groups/1001" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 425, "bbox": { "l": 66.6, "t": 237.92029999999988, "r": 513.7140000000009, "b": 182.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 254 ] } ], "orig": "Where a PEN submain is installed in accordance with Clause 5.5.3.1(c), testing shall confirm that the earth terminal, point or bar of the sub-board is connected via the PEN conductor to the earth terminal, point or bar of the main switchboard. *", "text": "Where a PEN submain is installed in accordance with Clause 5.5.3.1(c), testing shall confirm that the earth terminal, point or bar of the sub-board is connected via the PEN conductor to the earth terminal, point or bar of the main switchboard. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10292", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 425, "bbox": { "l": 85.0800000000001, "t": 175.94029999999998, "r": 180.34800000000016, "b": 162.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "8.3.5.2 Results", "text": "8.3.5.2 Results", "level": 1 }, { "self_ref": "#/texts/10293", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 425, "bbox": { "l": 85.0800000000001, "t": 155.96029999999996, "r": 418.6248000000008, "b": 142.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "The resistance of protective earthing conductors shall be-", "text": "The resistance of protective earthing conductors shall be-" }, { "self_ref": "#/texts/10294", "parent": { "$ref": "#/groups/1002" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 425, "bbox": { "l": 85.0800000000001, "t": 135.9203, "r": 513.5736000000011, "b": 108.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "(a) low enough to permit the passage of current necessary to operate the overcurrent protective device; and", "text": "(a) low enough to permit the passage of current necessary to operate the overcurrent protective device; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10295", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 425, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10296", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 426, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10297", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 426, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "422", "text": "422" }, { "self_ref": "#/texts/10298", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 426, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/10299", "parent": { "$ref": "#/groups/1003" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 426, "bbox": { "l": 85.08, "t": 745.9403, "r": 513.5820000000006, "b": 718.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "(b) consistent with the length, cross-sectional area and type of conductor material.", "text": "(b) consistent with the length, cross-sectional area and type of conductor material.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10300", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 426, "bbox": { "l": 85.08000000000001, "t": 711.9203, "r": 513.6228000000003, "b": 684.4522999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "The resistance of the main earthing conductor or any equipotential bonding conductor shall be not more than 0.5  .", "text": "The resistance of the main earthing conductor or any equipotential bonding conductor shall be not more than 0.5  ." }, { "self_ref": "#/texts/10301", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 426, "bbox": { "l": 96.42, "t": 680.8772, "r": 145.63345799999996, "b": 668.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/10302", "parent": { "$ref": "#/groups/1004" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 426, "bbox": { "l": 96.42, "t": 664.85738, "r": 513.2998560000003, "b": 613.603838, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 302 ] } ], "orig": "1 Under the subsequent tests for earth fault-loop impedance, the maximum allowable resistance of the protective earthing conductor associated with any particular circuit depends on the type and rating of the protective device and the impedance of the live conductors that comprise the circuit.", "text": "1 Under the subsequent tests for earth fault-loop impedance, the maximum allowable resistance of the protective earthing conductor associated with any particular circuit depends on the type and rating of the protective device and the impedance of the live conductors that comprise the circuit.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10303", "parent": { "$ref": "#/groups/1004" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 426, "bbox": { "l": 96.42, "t": 609.837698, "r": 513.3454979999991, "b": 571.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 220 ] } ], "orig": "2 Resistance values ( R e ) for earthing conductors are given in Table 8.2 as a function of the rating of the associated overcurrent protective device. These values may be used when testing for earth continuity.", "text": "2 Resistance values ( R e ) for earthing conductors are given in Table 8.2 as a function of the rating of the associated overcurrent protective device. These values may be used when testing for earth continuity.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10304", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 426, "bbox": { "l": 85.08, "t": 564.9203, "r": 253.20120000000003, "b": 551.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "8.3.6 Insulation resistance", "text": "8.3.6 Insulation resistance", "level": 1 }, { "self_ref": "#/texts/10305", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 426, "bbox": { "l": 85.08, "t": 544.9403, "r": 182.93760000000006, "b": 531.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "8.3.6.1 General", "text": "8.3.6.1 General", "level": 1 }, { "self_ref": "#/texts/10306", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 426, "bbox": { "l": 85.08000000000001, "t": 524.9603, "r": 513.6120000000011, "b": 469.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 264 ] } ], "orig": "Insulation resistance testing shall be carried out to ensure that the insulation resistance between all live conductors and earth or, as the case may be, all live parts and earth, is adequate to ensure the integrity of the insulation. This testing is to prevent-", "text": "Insulation resistance testing shall be carried out to ensure that the insulation resistance between all live conductors and earth or, as the case may be, all live parts and earth, is adequate to ensure the integrity of the insulation. This testing is to prevent-" }, { "self_ref": "#/texts/10307", "parent": { "$ref": "#/groups/1005" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 426, "bbox": { "l": 85.08000000000007, "t": 462.9202999999999, "r": 385.23360000000014, "b": 449.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "(a) electric shock hazards from inadvertent contact;", "text": "(a) electric shock hazards from inadvertent contact;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10308", "parent": { "$ref": "#/groups/1005" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 426, "bbox": { "l": 85.08000000000007, "t": 442.94029999999987, "r": 315.9251999999999, "b": 429.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "(b) fire hazards from short-circuits; and", "text": "(b) fire hazards from short-circuits; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10309", "parent": { "$ref": "#/groups/1005" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 426, "bbox": { "l": 85.08000000000007, "t": 422.96029999999985, "r": 227.9496000000001, "b": 409.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "(c) equipment damage.", "text": "(c) equipment damage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10310", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 426, "bbox": { "l": 85.08000000000007, "t": 402.9202999999998, "r": 513.6552000000014, "b": 361.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 202 ] } ], "orig": "In addition, an insulation resistance test between conductors is necessary for consumer mains and submains to minimize risk of injury or property damage because of insulation breakdown.", "text": "In addition, an insulation resistance test between conductors is necessary for consumer mains and submains to minimize risk of injury or property damage because of insulation breakdown." }, { "self_ref": "#/texts/10311", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 426, "bbox": { "l": 85.08000000000007, "t": 354.92029999999977, "r": 176.33640000000017, "b": 341.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "8.3.6.2 Method", "text": "8.3.6.2 Method", "level": 1 }, { "self_ref": "#/texts/10312", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 426, "bbox": { "l": 85.08000000000007, "t": 334.94029999999975, "r": 513.5676000000007, "b": 307.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 119 ] } ], "orig": "The integrity of the insulation is stressed by applying a direct current at 500 V for low voltage circuits.", "text": "The integrity of the insulation is stressed by applying a direct current at 500 V for low voltage circuits." }, { "self_ref": "#/texts/10313", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 426, "bbox": { "l": 85.0800000000001, "t": 300.92029999999977, "r": 153.7704000000002, "b": 287.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Exceptions:", "text": "Exceptions:" }, { "self_ref": "#/texts/10314", "parent": { "$ref": "#/groups/1006" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 426, "bbox": { "l": 85.0800000000001, "t": 280.94029999999975, "r": 513.6192, "b": 239.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 199 ] } ], "orig": "1 Where equipment, such as electromagnetic compatibility (EMC) filters, equipment containing surge protective devices connected to earth, or electronic equipment, is likely to be damaged by the test-", "text": "1 Where equipment, such as electromagnetic compatibility (EMC) filters, equipment containing surge protective devices connected to earth, or electronic equipment, is likely to be damaged by the test-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10315", "parent": { "$ref": "#/groups/1006" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 426, "bbox": { "l": 113.40000000000009, "t": 234.14029999999968, "r": 513.6024000000001, "b": 205.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": " such equipment may be disconnected or switched off before carrying out the insulation resistance test on the circuit; or", "text": " such equipment may be disconnected or switched off before carrying out the insulation resistance test on the circuit; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10316", "parent": { "$ref": "#/groups/1006" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 426, "bbox": { "l": 113.40000000000012, "t": 200.1202999999997, "r": 513.6384000000002, "b": 171.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": " the test voltage for the particular circuit may be reduced to 250 V d.c.", "text": " the test voltage for the particular circuit may be reduced to 250 V d.c.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10317", "parent": { "$ref": "#/groups/1006" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 426, "bbox": { "l": 85.08000000000013, "t": 164.96029999999973, "r": 513.6408000000009, "b": 95.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 318 ] } ], "orig": "2 Where connected equipment, such as sheathed heating elements of appliances or an RCD with an FE connection, is likely to influence the verification test, the equipment may be disconnected before carrying out the insulation resistance test on the circuit and the equipment tested separately.", "text": "2 Where connected equipment, such as sheathed heating elements of appliances or an RCD with an FE connection, is likely to influence the verification test, the equipment may be disconnected before carrying out the insulation resistance test on the circuit and the equipment tested separately.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10318", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 426, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10319", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 427, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10320", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 427, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "423", "text": "423" }, { "self_ref": "#/texts/10321", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 427, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10322", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 427, "bbox": { "l": 85.07999999999998, "t": 751.9403, "r": 513.6504000000003, "b": 696.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 239 ] } ], "orig": "The insulation resistance tester used shall be able to maintain its terminal voltage within +20% and  10% of the nominal open circuit terminal voltage, when measuring a resistance of 1 M  on the 500 V range or 10 M  on the 1000 V range.", "text": "The insulation resistance tester used shall be able to maintain its terminal voltage within +20% and  10% of the nominal open circuit terminal voltage, when measuring a resistance of 1 M  on the 500 V range or 10 M  on the 1000 V range." }, { "self_ref": "#/texts/10323", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 427, "bbox": { "l": 85.0800000000001, "t": 689.9603, "r": 180.34800000000016, "b": 676.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "8.3.6.3 Results", "text": "8.3.6.3 Results", "level": 1 }, { "self_ref": "#/texts/10324", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 427, "bbox": { "l": 85.0800000000001, "t": 669.9203, "r": 292.0272000000001, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "The insulation resistance between-", "text": "The insulation resistance between-" }, { "self_ref": "#/texts/10325", "parent": { "$ref": "#/groups/1007" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 427, "bbox": { "l": 85.0800000000001, "t": 649.9403, "r": 420.03720000000067, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "(a) the conductors of consumer mains and submains; and", "text": "(a) the conductors of consumer mains and submains; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10326", "parent": { "$ref": "#/groups/1007" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 427, "bbox": { "l": 85.0800000000001, "t": 629.9603, "r": 513.5988000000008, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "(b) live and earthed parts of an electrical installation, or parts thereof, including consumer mains and submains,", "text": "(b) live and earthed parts of an electrical installation, or parts thereof, including consumer mains and submains,", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10327", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 427, "bbox": { "l": 85.0800000000001, "t": 597.1402999999999, "r": 245.43840000000012, "b": 582.4522999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "shall be not less than 1 M  .", "text": "shall be not less than 1 M  ." }, { "self_ref": "#/texts/10328", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 427, "bbox": { "l": 66.6, "t": 576.1922, "r": 153.77040000000017, "b": 560.59052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Exceptions: *", "text": "Exceptions: *", "level": 1 }, { "self_ref": "#/texts/10329", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 427, "bbox": { "l": 85.08000000000004, "t": 555.9203, "r": 513.6144000000002, "b": 528.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "Acceptable insulation resistance values for items likely to adversely affect test results are as follows:", "text": "Acceptable insulation resistance values for items likely to adversely affect test results are as follows:" }, { "self_ref": "#/texts/10330", "parent": { "$ref": "#/groups/1008" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 427, "bbox": { "l": 85.08000000000004, "t": 523.1603, "r": 503.6784, "b": 508.4723, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "1 For sheathed heating elements of appliances; not less than 0.01 M  .", "text": "1 For sheathed heating elements of appliances; not less than 0.01 M  .", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10331", "parent": { "$ref": "#/groups/1008" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 427, "bbox": { "l": 85.08000000000004, "t": 501.9203, "r": 513.6384000000012, "b": 474.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "2 A value permitted in the Standard applicable to the electrical equipment.", "text": "2 A value permitted in the Standard applicable to the electrical equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10332", "parent": { "$ref": "#/groups/1008" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 427, "bbox": { "l": 85.08000000000007, "t": 469.1603, "r": 513.6492000000001, "b": 440.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "3 For functional earth connections of RCDs; not less than 0.05 M  , or as prescribed by the manufacturer.", "text": "3 For functional earth connections of RCDs; not less than 0.05 M  , or as prescribed by the manufacturer.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10333", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 427, "bbox": { "l": 96.42, "t": 436.8572, "r": 145.63345799999996, "b": 424.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/10334", "parent": { "$ref": "#/groups/1009" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 427, "bbox": { "l": 67.08, "t": 420.83738, "r": 513.3130320000007, "b": 382.516082, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 191 ] } ], "orig": "1 For shorter cable runs, the insulation resistance should be significantly greater than 1 M  , e.g. for polymeric cables up to 50 m a value in excess of 50 M  would be expected. *", "text": "1 For shorter cable runs, the insulation resistance should be significantly greater than 1 M  , e.g. for polymeric cables up to 50 m a value in excess of 50 M  would be expected. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10335", "parent": { "$ref": "#/groups/1009" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 427, "bbox": { "l": 67.08, "t": 379.0922, "r": 513.2811899999994, "b": 353.624408, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": "2 Insulation resistance varies with insulation materials, and decreases with increased length and/or higher temperature. *", "text": "2 Insulation resistance varies with insulation materials, and decreases with increased length and/or higher temperature. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10336", "parent": { "$ref": "#/groups/1009" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 427, "bbox": { "l": 66.6, "t": 349.858268, "r": 513.3295019999991, "b": 311.53697, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 204 ] } ], "orig": "3 PVC insulated cables with a route length of 50 m can be expected to have insulation resistances of at least 20 M  at a temperature not exceeding 20°C but only 6 M  at a temperature of 30°C. *", "text": "3 PVC insulated cables with a route length of 50 m can be expected to have insulation resistances of at least 20 M  at a temperature not exceeding 20°C but only 6 M  at a temperature of 30°C. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10337", "parent": { "$ref": "#/groups/1009" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 427, "bbox": { "l": 67.08, "t": 308.35220000000004, "r": 513.3108360000001, "b": 282.497066, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "4 XLPE insulated cables can be expected to have insulation resistance of at least 1500 M  for a route length of 50 m. *", "text": "4 XLPE insulated cables can be expected to have insulation resistance of at least 1500 M  for a route length of 50 m. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10338", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 427, "bbox": { "l": 85.08, "t": 275.96029999999996, "r": 173.97599999999997, "b": 262.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "8.3.7 Polarity", "text": "8.3.7 Polarity", "level": 1 }, { "self_ref": "#/texts/10339", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 427, "bbox": { "l": 85.08, "t": 255.9203, "r": 182.93760000000006, "b": 242.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "8.3.7.1 General", "text": "8.3.7.1 General", "level": 1 }, { "self_ref": "#/texts/10340", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 427, "bbox": { "l": 85.08000000000001, "t": 235.94029999999998, "r": 513.628800000001, "b": 194.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 186 ] } ], "orig": "Polarity testing shall be carried out to ensure that no shock hazard arises from the incorrect connection of active, neutral and earthing conductors. This testing is to prevent-", "text": "Polarity testing shall be carried out to ensure that no shock hazard arises from the incorrect connection of active, neutral and earthing conductors. This testing is to prevent-" }, { "self_ref": "#/texts/10341", "parent": { "$ref": "#/groups/1010" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 427, "bbox": { "l": 85.08000000000004, "t": 187.94029999999998, "r": 513.6312000000006, "b": 132.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 232 ] } ], "orig": "(a) the transposition of active and neutral conductors of the consumer mains, or submains supplying an outbuilding having an MEN connection, resulting in the electrical installation earthing system becoming energized;", "text": "(a) the transposition of active and neutral conductors of the consumer mains, or submains supplying an outbuilding having an MEN connection, resulting in the electrical installation earthing system becoming energized;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10342", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 427, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10343", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 428, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10344", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 428, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "424", "text": "424" }, { "self_ref": "#/texts/10345", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 428, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/10346", "parent": { "$ref": "#/groups/1011" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 428, "bbox": { "l": 85.08, "t": 745.9403, "r": 513.6060000000007, "b": 704.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 174 ] } ], "orig": "(b) combinations of incorrect active, neutral and earthing conductor connections resulting in the exposed conductive parts of the electrical installation becoming energized;", "text": "(b) combinations of incorrect active, neutral and earthing conductor connections resulting in the exposed conductive parts of the electrical installation becoming energized;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10347", "parent": { "$ref": "#/groups/1011" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 428, "bbox": { "l": 85.07999999999996, "t": 697.9403, "r": 513.6071999999999, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 225 ] } ], "orig": "(c) the connection of switches or protective devices in neutral conductors, resulting in parts of appliances, such as heating elements and lampholders, remaining energized when the switches are in the 'OFF' position; and", "text": "(c) the connection of switches or protective devices in neutral conductors, resulting in parts of appliances, such as heating elements and lampholders, remaining energized when the switches are in the 'OFF' position; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10348", "parent": { "$ref": "#/groups/1011" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 428, "bbox": { "l": 85.07999999999996, "t": 635.9603, "r": 513.6672000000001, "b": 594.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "(d) multiphase equipment, such as multiphase motors, and semiconductor-controlled equipment operating in an unpredictable manner.", "text": "(d) multiphase equipment, such as multiphase motors, and semiconductor-controlled equipment operating in an unpredictable manner.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10349", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 428, "bbox": { "l": 85.07999999999993, "t": 587.9603, "r": 180.34799999999998, "b": 574.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "8.3.7.2 Results", "text": "8.3.7.2 Results", "level": 1 }, { "self_ref": "#/texts/10350", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 428, "bbox": { "l": 85.0799999999999, "t": 567.9203, "r": 513.6156000000013, "b": 526.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 220 ] } ], "orig": "The polarity testing shall show that all active, neutral and protective earthing conductors in the electrical installation are correctly connected to the corresponding terminals of electrical equipment so that-", "text": "The polarity testing shall show that all active, neutral and protective earthing conductors in the electrical installation are correctly connected to the corresponding terminals of electrical equipment so that-" }, { "self_ref": "#/texts/10351", "parent": { "$ref": "#/groups/1012" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 428, "bbox": { "l": 85.0799999999999, "t": 519.9202999999999, "r": 513.6431999999999, "b": 478.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 200 ] } ], "orig": "(a) there is no transposition of conductors that could result in the electrical equipment becoming unsafe when it is connected to supply, particularly where appliances are connected by socket-outlets;", "text": "(a) there is no transposition of conductors that could result in the electrical equipment becoming unsafe when it is connected to supply, particularly where appliances are connected by socket-outlets;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10352", "parent": { "$ref": "#/groups/1012" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 428, "bbox": { "l": 85.07999999999987, "t": 471.9202999999999, "r": 513.5831999999999, "b": 444.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "(b) switches or protective devices do not operate in the earthing or a combined protective earthing and neutral (PEN) conductor;", "text": "(b) switches or protective devices do not operate in the earthing or a combined protective earthing and neutral (PEN) conductor;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10353", "parent": { "$ref": "#/groups/1012" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 428, "bbox": { "l": 85.07999999999979, "t": 437.96029999999985, "r": 513.5880000000006, "b": 410.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "(c) switches or protective devices do not operate independently in neutral conductors;", "text": "(c) switches or protective devices do not operate independently in neutral conductors;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10354", "parent": { "$ref": "#/groups/1012" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 428, "bbox": { "l": 85.07999999999981, "t": 403.9402999999998, "r": 513.6348000000004, "b": 362.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 213 ] } ], "orig": "(d) all Edison screw lampholders that are not incorporated in an appliance or provided with a shroud or skirt that prevents contact with the outer contact shall have the neutral connected to the outer contact; and", "text": "(d) all Edison screw lampholders that are not incorporated in an appliance or provided with a shroud or skirt that prevents contact with the outer contact shall have the neutral connected to the outer contact; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10355", "parent": { "$ref": "#/groups/1012" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 428, "bbox": { "l": 85.07999999999981, "t": 355.94029999999975, "r": 513.5927999999997, "b": 328.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "(e) all fixed socket-outlets for multiphase supplies are connected so the phase sequence is the same throughout the installation.", "text": "(e) all fixed socket-outlets for multiphase supplies are connected so the phase sequence is the same throughout the installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10356", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 428, "bbox": { "l": 85.07999999999981, "t": 321.92029999999977, "r": 291.68519999999967, "b": 308.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "8.3.8 Correct circuit connections", "text": "8.3.8 Correct circuit connections", "level": 1 }, { "self_ref": "#/texts/10357", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 428, "bbox": { "l": 85.07999999999981, "t": 301.94029999999975, "r": 182.93759999999986, "b": 288.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "8.3.8.1 General", "text": "8.3.8.1 General", "level": 1 }, { "self_ref": "#/texts/10358", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 428, "bbox": { "l": 85.07999999999981, "t": 281.96029999999973, "r": 513.5843999999996, "b": 254.5282999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 96 ] } ], "orig": "Testing for correct circuit connections shall be carried out to ensure the following:", "text": "Testing for correct circuit connections shall be carried out to ensure the following:" }, { "self_ref": "#/texts/10359", "parent": { "$ref": "#/groups/1013" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 428, "bbox": { "l": 85.07999999999981, "t": 247.94029999999964, "r": 456.6263999999994, "b": 234.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "(a) Protective earthing conductors do not normally carry current.", "text": "(a) Protective earthing conductors do not normally carry current.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10360", "parent": { "$ref": "#/groups/1013" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 428, "bbox": { "l": 85.07999999999981, "t": 227.96029999999973, "r": 103.9535999999998, "b": 214.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "(b)", "text": "(b)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10361", "parent": { "$ref": "#/groups/1013" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 428, "bbox": { "l": 113.45999999999981, "t": 227.96029999999973, "r": 242.10959999999992, "b": 214.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "No short-circuit exists.", "text": "No short-circuit exists.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10362", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 428, "bbox": { "l": 113.46, "t": 210.83719999999994, "r": 513.3658740000004, "b": 172.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 203 ] } ], "orig": "NOTE: A short-circuit current flowing between live conductors or through part of the earthing system can cause considerable fire damage or personal injury, particularly in high current locations.", "text": "NOTE: A short-circuit current flowing between live conductors or through part of the earthing system can cause considerable fire damage or personal injury, particularly in high current locations." }, { "self_ref": "#/texts/10363", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 428, "bbox": { "l": 66.6, "t": 470.7122, "r": 76.24480199999999, "b": 455.11052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/10364", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 428, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10365", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 429, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10366", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 429, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "425", "text": "425" }, { "self_ref": "#/texts/10367", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 429, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10368", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 429, "bbox": { "l": 66.6, "t": 365.9522, "r": 76.24480199999999, "b": 350.35052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/10369", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 429, "bbox": { "l": 85.08, "t": 751.9403, "r": 180.34800000000007, "b": 738.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "8.3.8.2 Results", "text": "8.3.8.2 Results", "level": 1 }, { "self_ref": "#/texts/10370", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 429, "bbox": { "l": 85.08000000000001, "t": 731.9603, "r": 513.6360000000001, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 209 ] } ], "orig": "The correct circuit connections testing shall show that the active, neutral and protective earthing conductors of each circuit are correctly connected so that none of the following conditions exists:", "text": "The correct circuit connections testing shall show that the active, neutral and protective earthing conductors of each circuit are correctly connected so that none of the following conditions exists:" }, { "self_ref": "#/texts/10371", "parent": { "$ref": "#/groups/1014" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 429, "bbox": { "l": 85.08000000000001, "t": 683.9603, "r": 325.9080000000003, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "(a) Short-circuit between the conductors.", "text": "(a) Short-circuit between the conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10372", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 429, "bbox": { "l": 113.46000000000001, "t": 663.9203, "r": 128.0736, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "or", "text": "or" }, { "self_ref": "#/texts/10373", "parent": { "$ref": "#/groups/1015" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 429, "bbox": { "l": 85.08000000000001, "t": 643.9403, "r": 513.6264000000001, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "(b) Transposition of conductors that could result in the earthing system and any exposed conductive parts of the electrical installation becoming energized.", "text": "(b) Transposition of conductors that could result in the earthing system and any exposed conductive parts of the electrical installation becoming energized.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10374", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 429, "bbox": { "l": 113.45999999999998, "t": 595.9403, "r": 128.07359999999997, "b": 582.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "or", "text": "or" }, { "self_ref": "#/texts/10375", "parent": { "$ref": "#/groups/1016" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 429, "bbox": { "l": 85.07999999999998, "t": 575.9603, "r": 430.7844000000009, "b": 562.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "(c) Interconnection of conductors between different circuits.", "text": "(c) Interconnection of conductors between different circuits.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10376", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 429, "bbox": { "l": 96.42, "t": 558.8372, "r": 470.9763480000005, "b": 546.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "NOTE: Any MEN or ESR connection is not considered as a short-circuit.", "text": "NOTE: Any MEN or ESR connection is not considered as a short-circuit." }, { "self_ref": "#/texts/10377", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 429, "bbox": { "l": 85.08, "t": 539.9603, "r": 416.4084000000007, "b": 526.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "8.3.9 Verification of earth fault-loop impedance (EFLI)", "text": "8.3.9 Verification of earth fault-loop impedance (EFLI)", "level": 1 }, { "self_ref": "#/texts/10378", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 429, "bbox": { "l": 85.08, "t": 519.9202999999999, "r": 324.45480000000026, "b": 506.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "8.3.9.1 Low voltage socket-outlet circuits", "text": "8.3.9.1 Low voltage socket-outlet circuits", "level": 1 }, { "self_ref": "#/texts/10379", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 429, "bbox": { "l": 85.07999999999998, "t": 499.9402999999999, "r": 513.6300000000006, "b": 458.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 174 ] } ], "orig": "Where an installation includes circuits satisfying (a), (b) and (c) below, EFLI testing, in accordance with Clause 8.3.9.2, shall be carried out for those circuits:", "text": "Where an installation includes circuits satisfying (a), (b) and (c) below, EFLI testing, in accordance with Clause 8.3.9.2, shall be carried out for those circuits:" }, { "self_ref": "#/texts/10380", "parent": { "$ref": "#/groups/1017" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 429, "bbox": { "l": 85.07999999999998, "t": 451.94029999999987, "r": 431.3736000000004, "b": 438.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "(a) Fault protection is by automatic disconnection of supply.", "text": "(a) Fault protection is by automatic disconnection of supply.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10381", "parent": { "$ref": "#/groups/1017" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 429, "bbox": { "l": 85.07999999999998, "t": 431.96029999999985, "r": 329.3760000000004, "b": 418.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "(b) Supplying one or more socket-outlets.", "text": "(b) Supplying one or more socket-outlets.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10382", "parent": { "$ref": "#/groups/1017" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 429, "bbox": { "l": 85.07999999999998, "t": 411.9202999999998, "r": 513.6228000000003, "b": 384.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 129 ] } ], "orig": "(c) Where socket-outlets are not protected by a residual current device with a residual current rating of 30 mA or less.", "text": "(c) Where socket-outlets are not protected by a residual current device with a residual current rating of 30 mA or less.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10383", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 429, "bbox": { "l": 96.42, "t": 380.87719999999996, "r": 145.63345799999996, "b": 368.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/10384", "parent": { "$ref": "#/groups/1018" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 429, "bbox": { "l": 96.42, "t": 364.85738, "r": 513.3086400000005, "b": 326.623922, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 226 ] } ], "orig": "1 The tests described in Clause 8.3.9.2 are carried out in order to verify that the protective device will operate to disconnect an earth fault current within the time and touch voltage requirements of Clauses 5.7 and 1.5.5.3.", "text": "1 The tests described in Clause 8.3.9.2 are carried out in order to verify that the protective device will operate to disconnect an earth fault current within the time and touch voltage requirements of Clauses 5.7 and 1.5.5.3.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10385", "parent": { "$ref": "#/groups/1018" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 429, "bbox": { "l": 66.6, "t": 323.4122, "r": 513.2614259999991, "b": 297.584018, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "2 Further information on the earth fault-loop impedance is contained in Appendix B, Paragraph B4 and Clause 5.7. *", "text": "2 Further information on the earth fault-loop impedance is contained in Appendix B, Paragraph B4 and Clause 5.7. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10386", "parent": { "$ref": "#/groups/1018" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 429, "bbox": { "l": 66.6, "t": 293.87826799999993, "r": 513.2943660000005, "b": 255.58442000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 228 ] } ], "orig": "3 EFLI testing is not required for RCD-protected socket-outlets, as the maximum operating time of RCDs providing additional protection is less than the 0.4 s specified by Clause 5.7.2, Item (a) and Clause 1.5.5.3, Item (d). *", "text": "3 EFLI testing is not required for RCD-protected socket-outlets, as the maximum operating time of RCDs providing additional protection is less than the 0.4 s specified by Clause 5.7.2, Item (a) and Clause 1.5.5.3, Item (d). *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10387", "parent": { "$ref": "#/groups/1018" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 429, "bbox": { "l": 66.6, "t": 252.91219999999998, "r": 513.2295839999991, "b": 226.60380800000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 152 ] } ], "orig": "4 EFLI testing is not required for socket-outlets on separated supplies because for these circuits fault protection is not by automatic disconnection. *", "text": "4 EFLI testing is not required for socket-outlets on separated supplies because for these circuits fault protection is not by automatic disconnection. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10388", "parent": { "$ref": "#/groups/1018" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 429, "bbox": { "l": 67.62, "t": 222.91219999999998, "r": 513.3437760000004, "b": 145.60434800000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 451 ] } ], "orig": "5 EFLI testing is not specifically required for circuits supplying equipment other than socket-outlets because of the risk of electric shock when performing the test on live electrical equipment. For a circuit supplying other than socket-outlets, the longer permitted operating time combined with verification of earth continuity in accordance with Clause 8.3.5.2, is considered to adequately verify compliance with Clause 5.7. *", "text": "5 EFLI testing is not specifically required for circuits supplying equipment other than socket-outlets because of the risk of electric shock when performing the test on live electrical equipment. For a circuit supplying other than socket-outlets, the longer permitted operating time combined with verification of earth continuity in accordance with Clause 8.3.5.2, is considered to adequately verify compliance with Clause 5.7. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10389", "parent": { "$ref": "#/groups/1018" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 429, "bbox": { "l": 67.08, "t": 142.45230000000004, "r": 513.3679320000006, "b": 103.60474999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 231 ] } ], "orig": "6 While EFLI testing is not required for other circuits, the maximum trip time requirement still has to be complied with. In most cases, if voltage drop requirements are complied with, the EFLI will be acceptable. *", "text": "6 While EFLI testing is not required for other circuits, the maximum trip time requirement still has to be complied with. In most cases, if voltage drop requirements are complied with, the EFLI will be acceptable. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10390", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 429, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10391", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 430, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10392", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 430, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "426", "text": "426" }, { "self_ref": "#/texts/10393", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 430, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/10394", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 430, "bbox": { "l": 85.08, "t": 745.9403, "r": 186.29040000000003, "b": 732.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "8.3.9.2 Methods", "text": "8.3.9.2 Methods", "level": 1 }, { "self_ref": "#/texts/10395", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 430, "bbox": { "l": 85.08000000000001, "t": 725.9603, "r": 193.4976000000001, "b": 712.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "8.3.9.2.1 General", "text": "8.3.9.2.1 General", "level": 1 }, { "self_ref": "#/texts/10396", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 430, "bbox": { "l": 85.07999999999998, "t": 705.9203, "r": 513.6264000000001, "b": 678.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "One of the following methods (Clause 8.3.9.2.2 or 8.3.9.2.3) shall be used, depending on availability of supply.", "text": "One of the following methods (Clause 8.3.9.2.2 or 8.3.9.2.3) shall be used, depending on availability of supply." }, { "self_ref": "#/texts/10397", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 430, "bbox": { "l": 85.07999999999998, "t": 671.9603, "r": 240.98160000000016, "b": 658.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "8.3.9.2.2 Supply available", "text": "8.3.9.2.2 Supply available", "level": 1 }, { "self_ref": "#/texts/10398", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 430, "bbox": { "l": 85.07999999999998, "t": 651.9203, "r": 513.6324, "b": 596.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 267 ] } ], "orig": "Where supply is available, the earth fault-loop impedance for each branch of each final subcircuit shall be determined using an earth fault-loop impedance tester at the socket-outlet furthest from the supply on each branch of the final subcircuit.", "text": "Where supply is available, the earth fault-loop impedance for each branch of each final subcircuit shall be determined using an earth fault-loop impedance tester at the socket-outlet furthest from the supply on each branch of the final subcircuit." }, { "self_ref": "#/texts/10399", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 430, "bbox": { "l": 85.07999999999998, "t": 589.9403, "r": 311.7576000000001, "b": 576.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "The MEN connection shall be left intact.", "text": "The MEN connection shall be left intact." }, { "self_ref": "#/texts/10400", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 430, "bbox": { "l": 85.07999999999998, "t": 569.9603, "r": 258.5760000000002, "b": 556.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "8.3.9.2.3 No supply available", "text": "8.3.9.2.3 No supply available", "level": 1 }, { "self_ref": "#/texts/10401", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 430, "bbox": { "l": 85.07999999999998, "t": 549.9203, "r": 513.6348000000006, "b": 508.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 174 ] } ], "orig": "Where no supply is available, the total resistance ( R phe) of the active and protective earthing conductors of the circuit shall be measured using an ohmmeter.", "text": "Where no supply is available, the total resistance ( R phe) of the active and protective earthing conductors of the circuit shall be measured using an ohmmeter." }, { "self_ref": "#/texts/10402", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 430, "bbox": { "l": 85.07999999999996, "t": 501.92029999999994, "r": 513.6672000000005, "b": 432.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 304 ] } ], "orig": "Each active conductor in turn and the protective earthing conductor shall be connected together at the origin of the circuit (normally where the protective device is fitted). The resistance of each active-PEC pair shall be determined using an ohmmeter at the furthest point of each branch of the circuit.", "text": "Each active conductor in turn and the protective earthing conductor shall be connected together at the origin of the circuit (normally where the protective device is fitted). The resistance of each active-PEC pair shall be determined using an ohmmeter at the furthest point of each branch of the circuit." }, { "self_ref": "#/texts/10403", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 430, "bbox": { "l": 96.42, "t": 428.87719999999996, "r": 145.63345799999996, "b": 416.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/10404", "parent": { "$ref": "#/groups/1019" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 430, "bbox": { "l": 96.42, "t": 412.85738, "r": 513.4250279999989, "b": 361.603838, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 305 ] } ], "orig": "1 Where supply is available and the electrical installation is connected to a distribution system, the earth fault-loop impedance test is preferred in order to verify the complete earth fault-loop including the integrity of the MEN connection and the supply neutral (PEN) conductors.", "text": "1 Where supply is available and the electrical installation is connected to a distribution system, the earth fault-loop impedance test is preferred in order to verify the complete earth fault-loop including the integrity of the MEN connection and the supply neutral (PEN) conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10405", "parent": { "$ref": "#/groups/1019" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 430, "bbox": { "l": 96.42, "t": 357.837698, "r": 513.3229139999992, "b": 319.60424, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 164 ] } ], "orig": "2 Where no supply is available, the resistance method establishes the contribution of the final subcircuit to the total impedance of the full earth fault loop.", "text": "2 Where no supply is available, the resistance method establishes the contribution of the final subcircuit to the total impedance of the full earth fault loop.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10406", "parent": { "$ref": "#/groups/1019" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 430, "bbox": { "l": 96.42, "t": 315.83809999999994, "r": 373.34767800000037, "b": 303.58442, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "3 Reference to voltage drop values are in Table B1.", "text": "3 Reference to voltage drop values are in Table B1.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10407", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 430, "bbox": { "l": 85.08, "t": 296.96029999999996, "r": 180.34800000000007, "b": 283.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "8.3.9.3 Results", "text": "8.3.9.3 Results", "level": 1 }, { "self_ref": "#/texts/10408", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 430, "bbox": { "l": 85.08000000000001, "t": 276.9203, "r": 462.76560000000023, "b": 263.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "The values obtained shall satisfy the requirements of Clause 5.7.4.", "text": "The values obtained shall satisfy the requirements of Clause 5.7.4." }, { "self_ref": "#/texts/10409", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 430, "bbox": { "l": 85.07999999999998, "t": 256.9403, "r": 349.6056000000001, "b": 243.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "This requirement is deemed to be satisfied if-", "text": "This requirement is deemed to be satisfied if-" }, { "self_ref": "#/texts/10410", "parent": { "$ref": "#/groups/1020" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 430, "bbox": { "l": 85.07999999999998, "t": 236.96029999999996, "r": 513.6156000000009, "b": 195.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 190 ] } ], "orig": "(a) the earth fault-loop impedance, measured in accordance with Clause 8.3.9.2.2, does not exceed the value shown in Table 8.1 for the applicable type and rating of the protective device; or", "text": "(a) the earth fault-loop impedance, measured in accordance with Clause 8.3.9.2.2, does not exceed the value shown in Table 8.1 for the applicable type and rating of the protective device; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10411", "parent": { "$ref": "#/groups/1020" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 430, "bbox": { "l": 85.07999999999993, "t": 188.96029999999996, "r": 513.6408000000004, "b": 133.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 274 ] } ], "orig": "(b) the total resistance ( R phe) of the of the active and protective earthing conductors, measured in accordance with Clause 8.3.9.2.3 does not exceed the value shown in Table 8.2 for the applicable circuit protection rating and required disconnection time.", "text": "(b) the total resistance ( R phe) of the of the active and protective earthing conductors, measured in accordance with Clause 8.3.9.2.3 does not exceed the value shown in Table 8.2 for the applicable circuit protection rating and required disconnection time.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10412", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 430, "bbox": { "l": 49.74, "t": 650.5853, "r": 63.821400000000004, "b": 640.5413, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/10413", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 430, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10414", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 431, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/10415", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 431, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10416", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 431, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "427", "text": "427" }, { "self_ref": "#/texts/10417", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 431, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10418", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 431, "bbox": { "l": 96.42, "t": 751.8572, "r": 145.63345799999996, "b": 739.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/10419", "parent": { "$ref": "#/groups/1021" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 431, "bbox": { "l": 96.42, "t": 735.83738, "r": 502.0473239999993, "b": 723.39908, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "1 The values of Z s in Table 8.1 were calculated as shown in Paragraph B4.5.", "text": "1 The values of Z s in Table 8.1 were calculated as shown in Paragraph B4.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10420", "parent": { "$ref": "#/groups/1021" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 431, "bbox": { "l": 96.41977199999998, "t": 719.8766720000001, "r": 513.3512339999992, "b": 681.5828240000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 178 ] } ], "orig": "2 The values in Table 8.2 were calculated using the d.c. resistance values for conductors at 20°C, as specified in AS/NZS 1125, and the maximum circuit lengths given in Table B1.", "text": "2 The values in Table 8.2 were calculated using the d.c. resistance values for conductors at 20°C, as specified in AS/NZS 1125, and the maximum circuit lengths given in Table B1.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10421", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 431, "bbox": { "l": 98.63999999999999, "t": 667.9403, "r": 500.12880000000007, "b": 592.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 202 ] } ], "orig": "TABLE 8.1 MAXIMUM VALUES OF EARTH FAULT-LOOP IMPEDANCE FOR THE TOTAL CIRCUIT INCLUDING THE SUPPLY TRANSFORMER ( Z s AT 230 V) VALUES RELATING TO OPERATION OF PROTECTIVE DEVICES ON THE FINAL SUBCIRCUIT", "text": "TABLE 8.1 MAXIMUM VALUES OF EARTH FAULT-LOOP IMPEDANCE FOR THE TOTAL CIRCUIT INCLUDING THE SUPPLY TRANSFORMER ( Z s AT 230 V) VALUES RELATING TO OPERATION OF PROTECTIVE DEVICES ON THE FINAL SUBCIRCUIT", "level": 1 }, { "self_ref": "#/texts/10422", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 431, "bbox": { "l": 94.98, "t": 297.26840000000004, "r": 137.84556, "b": 286.08608000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/10423", "parent": { "$ref": "#/groups/1022" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 431, "bbox": { "l": 67.62, "t": 281.83230000000003, "r": 503.1396899999986, "b": 257.046116, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 140 ] } ], "orig": "1 Refer to AS/NZS 3017 for EFL tester tolerances. Refer to Table B1 for circuit route lengths of final subcircuits up to 200 A. *", "text": "1 Refer to AS/NZS 3017 for EFL tester tolerances. Refer to Table B1 for circuit route lengths of final subcircuits up to 200 A. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10424", "parent": { "$ref": "#/groups/1022" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 431, "bbox": { "l": 68.58, "t": 253.69219999999996, "r": 423.88750199999936, "b": 238.09051999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "2 Refer to Paragraph B4.5 for MCB data used in these calculations. *", "text": "2 Refer to Paragraph B4.5 for MCB data used in these calculations. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10425", "parent": { "$ref": "#/groups/1022" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 431, "bbox": { "l": 68.1, "t": 236.248604, "r": 503.2158419999987, "b": 212.04629599999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "3 MCB selection is based on instantaneous (0.1 s max) operation using the mean of the tripping value. *", "text": "3 MCB selection is based on instantaneous (0.1 s max) operation using the mean of the tripping value. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10426", "parent": { "$ref": "#/groups/1022" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 431, "bbox": { "l": 69.12, "t": 207.26876000000004, "r": 503.18878799999993, "b": 183.06645200000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "4 Refer to IEC 60269 and manufacturer's date for fuse curve limits (mean values are used in these calculations). *", "text": "4 Refer to IEC 60269 and manufacturer's date for fuse curve limits (mean values are used in these calculations). *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10427", "parent": { "$ref": "#/groups/1022" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 431, "bbox": { "l": 68.58, "t": 179.23220000000003, "r": 503.20682399999873, "b": 154.08660800000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "5 Refer to Clauses 1.5.5.3 and 5.7.2 and Figure B4 for required disconnection times and conditions, e.g. Condition for 5s disconnection time. *", "text": "5 Refer to Clauses 1.5.5.3 and 5.7.2 and Figure B4 for required disconnection times and conditions, e.g. Condition for 5s disconnection time. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10428", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 431, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10429", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 432, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10430", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 432, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "428", "text": "428" }, { "self_ref": "#/texts/10431", "parent": { "$ref": "#/groups/1024" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 432, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10432", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 432, "bbox": { "l": 112.68, "t": 745.9403, "r": 486.16560000000055, "b": 684.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 128 ] } ], "orig": "TABLE 8.2 MAXIMUM VALUES OF RESISTANCE OF FINAL SUBCIRCUITS AT 80% RATED CURRENT RELATING TO Z s IMPEDANCE VALUES IN TABLE 8.1", "text": "TABLE 8.2 MAXIMUM VALUES OF RESISTANCE OF FINAL SUBCIRCUITS AT 80% RATED CURRENT RELATING TO Z s IMPEDANCE VALUES IN TABLE 8.1", "level": 1 }, { "self_ref": "#/texts/10433", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 432, "bbox": { "l": 50.52, "t": 645.1253, "r": 64.6014, "b": 635.0813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/10434", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 432, "bbox": { "l": 79.98, "t": 419.0597, "r": 122.70256800000003, "b": 408.48002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/10435", "parent": { "$ref": "#/groups/1025" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 432, "bbox": { "l": 56.28, "t": 405.73220000000003, "r": 517.856316, "b": 382.303688, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 127 ] } ], "orig": "1 The values, which have been rounded to one decimal place, are calculated using R phe as 64%  Z s in Table 8.1. *", "text": "1 The values, which have been rounded to one decimal place, are calculated using R phe as 64%  Z s in Table 8.1. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10436", "parent": { "$ref": "#/groups/1025" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 432, "bbox": { "l": 56.4, "t": 379.9322, "r": 517.8860400000004, "b": 344.579924, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 234 ] } ], "orig": "2 64% takes into account deemed reduction values of 80%  Z s (typical value for the final subcircuit)  80% assumes that conductor temperature for Z s at rated current is 70°C and for tests at no load current is 20°C). *", "text": "2 64% takes into account deemed reduction values of 80%  Z s (typical value for the final subcircuit)  80% assumes that conductor temperature for Z s at rated current is 70°C and for tests at no load current is 20°C). *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10437", "parent": { "$ref": "#/groups/1025" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 432, "bbox": { "l": 56.52, "t": 340.640036, "r": 517.8282000000011, "b": 295.559792, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 304 ] } ], "orig": "3 Table B1 gives earth fault loop route lengths for final subcircuits will satisfy the requirements of Clauses 1.5.5.3, 5.7 and 8.3.9 for automatic disconnection of supply for the conditions of Paragraph B5.2.2. These values comply with Table 8.2 and may be used as an alternative to resistance values. *", "text": "3 Table B1 gives earth fault loop route lengths for final subcircuits will satisfy the requirements of Clauses 1.5.5.3, 5.7 and 8.3.9 for automatic disconnection of supply for the conditions of Paragraph B5.2.2. These values comply with Table 8.2 and may be used as an alternative to resistance values. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10438", "parent": { "$ref": "#/groups/1025" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 432, "bbox": { "l": 55.92, "t": 294.2522, "r": 517.8443159999993, "b": 269.57985199999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 118 ] } ], "orig": "4 In addition, Table B1 also includes final subcircuit route length for voltage drops complying with Clause 3.6.2. *", "text": "4 In addition, Table B1 also includes final subcircuit route length for voltage drops complying with Clause 3.6.2. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10439", "parent": { "$ref": "#/groups/1025" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 432, "bbox": { "l": 55.32, "t": 266.05219999999997, "r": 517.8414720000006, "b": 243.5999119999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "5 To comply with both earth fault loop and voltage drop route length the shortest route length is required. *", "text": "5 To comply with both earth fault loop and voltage drop route length the shortest route length is required. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10440", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 432, "bbox": { "l": 85.08, "t": 237.14030000000002, "r": 246.94559999999987, "b": 223.74829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "8.3.10 Operation of RCDs", "text": "8.3.10 Operation of RCDs", "level": 1 }, { "self_ref": "#/texts/10441", "parent": { "$ref": "#/groups/1026" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 432, "bbox": { "l": 57.6, "t": 217.1603, "r": 513.6000000000007, "b": 189.7283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "To verify that RCDs have been correctly installed, tests shall be performed on all RCDs. *", "text": "To verify that RCDs have been correctly installed, tests shall be performed on all RCDs. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10442", "parent": { "$ref": "#/groups/1026" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 432, "bbox": { "l": 57.54, "t": 183.14030000000002, "r": 513.5952000000012, "b": 155.76830000000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 150 ] } ], "orig": "The function of the RCD shall be verified either by the operation of the integral test device, or by the use of special test equipment. *", "text": "The function of the RCD shall be verified either by the operation of the integral test device, or by the use of special test equipment. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10443", "parent": { "$ref": "#/groups/1026" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 432, "bbox": { "l": 57.6, "t": 149.12030000000004, "r": 513.6072000000006, "b": 121.74830000000009, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "In all cases, isolation of all switched poles shall be verified after the RCD has operated to disconnect the designated circuit. *", "text": "In all cases, isolation of all switched poles shall be verified after the RCD has operated to disconnect the designated circuit. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10444", "parent": { "$ref": "#/groups/1026" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 432, "bbox": { "l": 57.54, "t": 115.1603, "r": 513.6120000000009, "b": 87.7283000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "Isolation of all poles shall be verified by voltage tests or, after removing supply, by continuity checks through each pole. *", "text": "Isolation of all poles shall be verified by voltage tests or, after removing supply, by continuity checks through each pole. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10445", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 432, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10446", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 433, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/10447", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 433, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10448", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 433, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "429", "text": "429" }, { "self_ref": "#/texts/10449", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 433, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10450", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 433, "bbox": { "l": 85.08, "t": 751.9403, "r": 485.57759999999973, "b": 722.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 83 ] } ], "orig": "Exception: In Australia, testing is not required if supply is not available. NOTES:", "text": "Exception: In Australia, testing is not required if supply is not available. NOTES:", "level": 1 }, { "self_ref": "#/texts/10451", "parent": { "$ref": "#/pictures/200" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 433, "bbox": { "l": 522.2999, "t": 750.2003, "r": 534.5747, "b": 736.8082999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/10452", "parent": { "$ref": "#/groups/1027" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 433, "bbox": { "l": 96.42, "t": 718.85738, "r": 466.4306279999991, "b": 706.6037, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "1 Tripping the RCD by means of the integral test device establishes-", "text": "1 Tripping the RCD by means of the integral test device establishes-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10453", "parent": { "$ref": "#/groups/1027" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 433, "bbox": { "l": 113.399472, "t": 702.83756, "r": 334.4202840000003, "b": 690.58388, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "(a) the RCD is functioning correctly; and", "text": "(a) the RCD is functioning correctly; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10454", "parent": { "$ref": "#/groups/1027" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 433, "bbox": { "l": 113.399472, "t": 686.87813, "r": 513.2888759999989, "b": 661.604366, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "(b) the integrity of the electrical and mechanical elements of the tripping device.", "text": "(b) the integrity of the electrical and mechanical elements of the tripping device.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10455", "parent": { "$ref": "#/groups/1027" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 433, "bbox": { "l": 96.42000000000002, "t": 657.8382260000001, "r": 511.9580999999992, "b": 645.584546, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "2 Operation of the integral test device does not provide a means of checking-", "text": "2 Operation of the integral test device does not provide a means of checking-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10456", "parent": { "$ref": "#/groups/1027" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 433, "bbox": { "l": 113.39947200000002, "t": 641.8776980000001, "r": 513.2976599999989, "b": 616.6039340000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "(a) the continuity of the main earthing conductor or the associated circuit protective earthing conductors;", "text": "(a) the continuity of the main earthing conductor or the associated circuit protective earthing conductors;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10457", "parent": { "$ref": "#/groups/1027" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 433, "bbox": { "l": 113.399472, "t": 612.8377940000001, "r": 401.8868940000004, "b": 600.5841140000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "(b) any earth electrode or other means of earthing; or", "text": "(b) any earth electrode or other means of earthing; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10458", "parent": { "$ref": "#/groups/1027" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 433, "bbox": { "l": 113.399472, "t": 596.8772660000002, "r": 465.9815459999994, "b": 584.6235860000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "(c) any other part of the associated electrical installation earthing.", "text": "(c) any other part of the associated electrical installation earthing.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10459", "parent": { "$ref": "#/groups/1027" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 433, "bbox": { "l": 66.12, "t": 582.2521999999999, "r": 499.13455800000054, "b": 566.6505199999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "3 Guidance on the suitability of types of RCD is contained in Clause 2.6.2.2. *", "text": "3 Guidance on the suitability of types of RCD is contained in Clause 2.6.2.2. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10460", "parent": { "$ref": "#/groups/1027" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 433, "bbox": { "l": 65.1, "t": 564.8376260000002, "r": 513.3360899999989, "b": 539.6242520000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "4 There is no requirement to test the operating time of RCDs. Operating time is a function of the type of RCD. *", "text": "4 There is no requirement to test the operating time of RCDs. Operating time is a function of the type of RCD. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10461", "parent": { "$ref": "#/groups/1027" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 433, "bbox": { "l": 65.1, "t": 535.8581120000002, "r": 513.2877779999992, "b": 510.5843480000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "5 A suitable test could be performed using a test plug with a resistor between the active and earth pins. *", "text": "5 A suitable test could be performed using a test plug with a resistor between the active and earth pins. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10462", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 433, "bbox": { "l": 85.08, "t": 495.9803, "r": 270.9935999999999, "b": 482.5883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "8.4 VERIFICATION RECORDS", "text": "8.4 VERIFICATION RECORDS", "level": 1 }, { "self_ref": "#/texts/10463", "parent": { "$ref": "#/groups/1028" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 433, "bbox": { "l": 66.6, "t": 475.9403, "r": 513.5784000000012, "b": 448.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 145 ] } ], "orig": "The date of initial certification of an installation shall be available on-site, by permanent, indelible marking on or at the main switchboard. *", "text": "The date of initial certification of an installation shall be available on-site, by permanent, indelible marking on or at the main switchboard. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10464", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 433, "bbox": { "l": 96.42, "t": 444.8372, "r": 513.3448740000005, "b": 406.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 196 ] } ], "orig": "NOTE: In order to enable reverification, it is necessary to know the details of the original verification. This will facilitate the operation of a reverification regime, when instituted.", "text": "NOTE: In order to enable reverification, it is necessary to know the details of the original verification. This will facilitate the operation of a reverification regime, when instituted." }, { "self_ref": "#/texts/10465", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 433, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10466", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 434, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10467", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 434, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "430", "text": "430" }, { "self_ref": "#/texts/10468", "parent": { "$ref": "#/groups/1029" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 434, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10469", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 434, "bbox": { "l": 206.22, "t": 728.9603, "r": 392.74451999999985, "b": 692.55308, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "APPENDIX A REFERENCED DOCUMENTS", "text": "APPENDIX A REFERENCED DOCUMENTS", "level": 1 }, { "self_ref": "#/texts/10470", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 434, "bbox": { "l": 262.02, "t": 683.9603, "r": 336.64680000000027, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "(Informative)", "text": "(Informative)" }, { "self_ref": "#/texts/10471", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 434, "bbox": { "l": 85.07999999999998, "t": 663.9203, "r": 409.3716000000004, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "The following documents are referenced in this Standard:", "text": "The following documents are referenced in this Standard:" }, { "self_ref": "#/texts/10472", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 434, "bbox": { "l": 85.44000000000003, "t": 643.9403, "r": 105.39600000000003, "b": 630.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "AS", "text": "AS" }, { "self_ref": "#/texts/10473", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 434, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10474", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 435, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/10475", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 435, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10476", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 435, "bbox": { "l": 50.16, "t": 645.3053, "r": 64.2414, "b": 635.2613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/10477", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 435, "bbox": { "l": 85.44, "t": 746.9603, "r": 105.396, "b": 733.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "AS", "text": "AS" }, { "self_ref": "#/texts/10478", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 435, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "431", "text": "431" }, { "self_ref": "#/texts/10479", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 435, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10480", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 435, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10481", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 436, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10482", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 436, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/10483", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 436, "bbox": { "l": 85.44, "t": 746.9603, "r": 133.93440000000004, "b": 733.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "AS/NZS", "text": "AS/NZS" }, { "self_ref": "#/texts/10484", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 436, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "432", "text": "432", "level": 1 }, { "self_ref": "#/texts/10485", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 436, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10486", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 437, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/10487", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 437, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. 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85.44, "t": 184.94029999999975, "r": 373.5396000000002, "b": 171.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "National Standard for Commercial Vessels (NSCV)", "text": "National Standard for Commercial Vessels (NSCV)", "level": 1 }, { "self_ref": "#/texts/10531", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 441, "bbox": { "l": 85.44, "t": 170.96029999999973, "r": 116.66399999999999, "b": 157.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "C 5B", "text": "C 5B" }, { "self_ref": "#/texts/10532", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 441, "bbox": { "l": 161.5704, "t": 170.96029999999973, "r": 204.348, "b": 157.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "Part C:", "text": "Part C:" }, { "self_ref": "#/texts/10533", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 441, "bbox": { "l": 212.6544, "t": 170.96029999999973, "r": 509.9592000000007, "b": 157.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "Design and construction-Section 5: Engineering-", "text": "Design and construction-Section 5: Engineering-" }, { "self_ref": "#/texts/10534", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 441, "bbox": { "l": 212.64, "t": 156.92029999999977, "r": 356.25120000000044, "b": 143.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "Subsection 5B: Electrical", "text": "Subsection 5B: Electrical" }, { "self_ref": "#/texts/10535", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 441, "bbox": { "l": 85.44, "t": 136.94029999999975, "r": 244.97759999999982, "b": 123.54829999999981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "New Zealand Building Code", "text": "New Zealand Building Code" }, { "self_ref": "#/texts/10536", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 441, "bbox": { "l": 85.44, "t": 116.96029999999973, "r": 360.75839999999977, "b": 103.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "New Zealand Ministry of Economic Development", "text": "New Zealand Ministry of Economic Development" }, { "self_ref": "#/texts/10537", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 441, "bbox": { "l": 161.5812, "t": 102.92029999999977, "r": 337.8515999999998, "b": 89.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "Electricity (Safety) Regulations", "text": "Electricity (Safety) Regulations" }, { "self_ref": "#/texts/10538", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 441, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10539", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 442, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10540", "parent": { "$ref": "#/groups/1031" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 442, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10541", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 442, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "438", "text": "438" }, { "self_ref": "#/texts/10542", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 442, "bbox": { "l": 85.44, "t": 746.9603, "r": 358.1063999999996, "b": 719.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "New Zealand Telecommunications Forum (TCF) Premises Wiring Guidelines", "text": "New Zealand Telecommunications Forum (TCF) Premises Wiring Guidelines" }, { "self_ref": "#/texts/10543", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 442, "bbox": { "l": 85.44, "t": 712.9403, "r": 219.3948000000001, "b": 699.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "Worksafe New Zealand", "text": "Worksafe New Zealand", "level": 1 }, { "self_ref": "#/texts/10544", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 442, "bbox": { "l": 85.44, "t": 698.9603, "r": 148.50000000000003, "b": 685.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "NZECP 55", "text": "NZECP 55" }, { "self_ref": "#/texts/10545", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 442, "bbox": { "l": 163.04640000000003, "t": 698.9603, "r": 510.0264000000001, "b": 657.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": "New Zealand Electrical Code of Practice for Managing Electrical Risks Associated with Electrically Conductive Thermal Insulation", "text": "New Zealand Electrical Code of Practice for Managing Electrical Risks Associated with Electrically Conductive Thermal Insulation" }, { "self_ref": "#/texts/10546", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 442, "bbox": { "l": 85.43999999999998, "t": 650.9603, "r": 329.72879999999975, "b": 637.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Guide for electric vehicle charging systems", "text": "Guide for electric vehicle charging systems" }, { "self_ref": "#/texts/10547", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 442, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10548", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 443, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10549", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 443, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "439", "text": "439" }, { "self_ref": "#/texts/10550", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 443, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10551", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 443, "bbox": { "l": 85.07999999999998, "t": 655.9403, "r": 158.86080000000004, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "B1 SCOPE", "text": "B1 SCOPE", "level": 1 }, { "self_ref": "#/texts/10552", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 443, "bbox": { "l": 85.07999999999993, "t": 635.9603, "r": 513.6227999999999, "b": 580.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 260 ] } ], "orig": "This Appendix provides an example of the general arrangement of electrical installation circuits and identifies the steps required to determine the essential circuit arrangements that affect conductor size and selection of protective devices.", "text": "This Appendix provides an example of the general arrangement of electrical installation circuits and identifies the steps required to determine the essential circuit arrangements that affect conductor size and selection of protective devices." }, { "self_ref": "#/texts/10553", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 443, "bbox": { "l": 85.07999999999998, "t": 573.9203, "r": 329.4935999999998, "b": 560.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Guidance is also provided on the following:", "text": "Guidance is also provided on the following:" }, { "self_ref": "#/texts/10554", "parent": { "$ref": "#/groups/1032" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 443, "bbox": { "l": 85.07999999999998, "t": 553.9403, "r": 513.654, "b": 526.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "(a) Coordination of the characteristics of conductors and protective devices for protection against overload current.", "text": "(a) Coordination of the characteristics of conductors and protective devices for protection against overload current.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10555", "parent": { "$ref": "#/groups/1032" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 443, "bbox": { "l": 85.07999999999998, "t": 519.9202999999999, "r": 513.6732000000006, "b": 464.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 255 ] } ], "orig": "(b) Automatic disconnection of supply to provide fault protection, including determination of maximum earth fault-loop impedance and maximum length of a circuit that will allow a protective device to operate within the specified disconnection time.", "text": "(b) Automatic disconnection of supply to provide fault protection, including determination of maximum earth fault-loop impedance and maximum length of a circuit that will allow a protective device to operate within the specified disconnection time.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10556", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 443, "bbox": { "l": 85.07999999999993, "t": 449.9602999999999, "r": 276.0288, "b": 436.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "B2 CIRCUIT ARRANGEMENTS", "text": "B2 CIRCUIT ARRANGEMENTS", "level": 1 }, { "self_ref": "#/texts/10557", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 443, "bbox": { "l": 85.07999999999993, "t": 429.9202999999999, "r": 513.630000000001, "b": 388.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 179 ] } ], "orig": "The electrical installation is required to be arranged with an appropriate number of independent circuits to different parts, in accordance with Clause 2.2.1.1.", "text": "The electrical installation is required to be arranged with an appropriate number of independent circuits to different parts, in accordance with Clause 2.2.1.1." }, { "self_ref": "#/texts/10558", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 443, "bbox": { "l": 85.07999999999998, "t": 381.9202999999998, "r": 513.6036000000009, "b": 340.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 166 ] } ], "orig": "The most common distribution arrangement for a low-voltage electrical installation is radial branched distribution, an example of which is shown in Figure B1.", "text": "The most common distribution arrangement for a low-voltage electrical installation is radial branched distribution, an example of which is shown in Figure B1." }, { "self_ref": "#/texts/10559", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 443, "bbox": { "l": 85.07999999999998, "t": 333.92029999999977, "r": 513.5952000000009, "b": 306.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "The steps that should be taken to ensure correct circuit arrangements are as follows:", "text": "The steps that should be taken to ensure correct circuit arrangements are as follows:" }, { "self_ref": "#/texts/10560", "parent": { "$ref": "#/groups/1033" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 443, "bbox": { "l": 85.07999999999998, "t": 299.96029999999973, "r": 513.5664000000004, "b": 258.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 217 ] } ], "orig": "(a) Determine the required current-carrying capacity, in accordance with the AS/NZS 3008.1 series, for circuit conductors dependent on the method of installation and the presence of external influences.", "text": "(a) Determine the required current-carrying capacity, in accordance with the AS/NZS 3008.1 series, for circuit conductors dependent on the method of installation and the presence of external influences.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10561", "parent": { "$ref": "#/groups/1033" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 443, "bbox": { "l": 85.07999999999998, "t": 251.96029999999973, "r": 513.6263999999999, "b": 210.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "(b) Determine overcurrent requirements, in accordance with Clause 2.5. Overcurrent includes both overload currents and short-circuit currents (see Paragraph B3).", "text": "(b) Determine overcurrent requirements, in accordance with Clause 2.5. Overcurrent includes both overload currents and short-circuit currents (see Paragraph B3).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10562", "parent": { "$ref": "#/groups/1033" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 443, "bbox": { "l": 85.07999999999998, "t": 203.96029999999973, "r": 513.3450120000007, "b": 161.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 159 ] } ], "orig": "(c) Determine voltage drop requirements, in accordance with Clause 3.6. NOTE: Guidance on the calculation of voltage drop is given in the AS/NZS 3008.1 series.", "text": "(c) Determine voltage drop requirements, in accordance with Clause 3.6. NOTE: Guidance on the calculation of voltage drop is given in the AS/NZS 3008.1 series.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10563", "parent": { "$ref": "#/groups/1033" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 443, "bbox": { "l": 85.08, "t": 154.94039999999995, "r": 513.6048000000001, "b": 127.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "(d) Determine the automatic disconnection of supply requirements, in accordance with Clause 5.7 (see also Paragraphs B4 and B5).", "text": "(d) Determine the automatic disconnection of supply requirements, in accordance with Clause 5.7 (see also Paragraphs B4 and B5).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10564", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 443, "bbox": { "l": 200.88, "t": 728.9603, "r": 398.0509739999999, "b": 692.55308, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "APPENDIX B CIRCUIT PROTECTION GUIDE", "text": "APPENDIX B CIRCUIT PROTECTION GUIDE", "level": 1 }, { "self_ref": "#/texts/10565", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 443, "bbox": { "l": 262.02, "t": 683.9603, "r": 336.64680000000027, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "(Informative)", "text": "(Informative)" }, { "self_ref": "#/texts/10566", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 443, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10567", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 444, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/10568", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 444, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10569", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 444, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/10570", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "440", "text": "440" }, { "self_ref": "#/texts/10571", "parent": { "$ref": "#/pictures/201" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 92.9182, "t": 573.2519816, "r": 193.82669860000001, "b": 565.7401032, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "Safety service circuits", "text": "Safety service circuits" }, { "self_ref": "#/texts/10572", "parent": { "$ref": "#/pictures/201" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 85.13986312, "t": 562.7548963200001, "r": 201.5846422000001, "b": 555.24301792, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "(fire, evacuation and lifts)", "text": "(fire, evacuation and lifts)" }, { "self_ref": "#/texts/10573", "parent": { "$ref": "#/pictures/201" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 287.94168579999996, "t": 751.6930840000001, "r": 426.39591231999947, "b": 744.1812056000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "HV/LV supply transformer by-", "text": "HV/LV supply transformer by-" }, { "self_ref": "#/texts/10574", "parent": { "$ref": "#/pictures/201" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 287.94168579999996, "t": 741.1959987200001, "r": 487.4584909599992, "b": 733.6841203200001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "a) distributor where external to premises; or", "text": "a) distributor where external to premises; or" }, { "self_ref": "#/texts/10575", "parent": { "$ref": "#/pictures/201" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 287.94168579999996, "t": 730.6989134400002, "r": 506.15997843999924, "b": 723.1870350400002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "b) either distributor or customer within premises", "text": "b) either distributor or customer within premises" }, { "self_ref": "#/texts/10576", "parent": { "$ref": "#/pictures/201" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 287.94168579999996, "t": 709.7047428800001, "r": 435.6272704000004, "b": 702.1928644800001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "Supply to main switchboard by-", "text": "Supply to main switchboard by-" }, { "self_ref": "#/texts/10577", "parent": { "$ref": "#/pictures/201" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 287.94168579999996, "t": 699.2076576000002, "r": 407.6400427599997, "b": 691.6957792000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "a) distributor's network; or", "text": "a) distributor's network; or" }, { "self_ref": "#/texts/10578", "parent": { "$ref": "#/pictures/201" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 287.94168579999996, "t": 688.7105723200002, "r": 367.0939535200005, "b": 681.1986939200002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "b) service line; or", "text": "b) service line; or" }, { "self_ref": "#/texts/10579", "parent": { "$ref": "#/pictures/201" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 287.94168579999996, "t": 678.2134870400002, "r": 372.7021055200003, "b": 670.7016086400002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "c) consumer mains", "text": "c) consumer mains" }, { "self_ref": "#/texts/10580", "parent": { "$ref": "#/pictures/201" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 159.83874831999995, "t": 515.1717353600002, "r": 269.51720703999996, "b": 507.6598569600001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "Distribution switchboard", "text": "Distribution switchboard" }, { "self_ref": "#/texts/10581", "parent": { "$ref": "#/pictures/201" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 165.24636639999994, "t": 504.6746500800001, "r": 264.1112884, "b": 497.1627716800001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "(mechanical services)", "text": "(mechanical services)" }, { "self_ref": "#/texts/10582", "parent": { "$ref": "#/pictures/201" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 416.6173345599999, "t": 515.1717353600002, "r": 468.57091479999974, "b": 507.6598569600001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "Distribution", "text": "Distribution" }, { "self_ref": "#/texts/10583", "parent": { "$ref": "#/pictures/201" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 415.6979375199999, "t": 504.6746500800001, "r": 469.5098553999999, "b": 497.1627716800001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "switchboard", "text": "switchboard" }, { "self_ref": "#/texts/10584", "parent": { "$ref": "#/pictures/201" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 347.23514739999996, "t": 583.6173540800002, "r": 399.1887276399998, "b": 576.1054756800002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "Distribution", "text": "Distribution" }, { "self_ref": "#/texts/10585", "parent": { "$ref": "#/pictures/201" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 346.31575036, "t": 573.1202688000002, "r": 400.12766823999993, "b": 565.6083904000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "switchboard", "text": "switchboard" }, { "self_ref": "#/texts/10586", "parent": { "$ref": "#/pictures/201" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 242.45022616, "t": 423.0314088000001, "r": 316.85680768000014, "b": 415.5195304000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "Final subcircuits", "text": "Final subcircuits" }, { "self_ref": "#/texts/10587", "parent": { "$ref": "#/pictures/201" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 229.5446788, "t": 412.5343235200001, "r": 329.7547075599999, "b": 405.0224451200001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "t o pumps, chillers etc.", "text": "t o pumps, chillers etc." }, { "self_ref": "#/texts/10588", "parent": { "$ref": "#/pictures/201" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 395.60460868, "t": 423.0314088000001, "r": 470.0179879600005, "b": 415.5195304000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "Final subcircuits", "text": "Final subcircuits" }, { "self_ref": "#/texts/10589", "parent": { "$ref": "#/pictures/201" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 365.10645844000004, "t": 412.5343235200001, "r": 500.5016929600003, "b": 405.0224451200001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "t o general lighting, power etc.", "text": "t o general lighting, power etc." }, { "self_ref": "#/texts/10590", "parent": { "$ref": "#/pictures/201" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 330.40304392, "t": 597.2441054400001, "r": 374.1891155200001, "b": 589.7322270400001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Submains", "text": "Submains" }, { "self_ref": "#/texts/10591", "parent": { "$ref": "#/pictures/201" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 262.61748064000005, "t": 650.1459142400001, "r": 341.3287436800001, "b": 642.6340358400001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Main switchboard", "text": "Main switchboard" }, { "self_ref": "#/texts/10592", "parent": { "$ref": "#/pictures/201" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 400.02655156000003, "t": 529.6168056000001, "r": 443.8126231600001, "b": 522.1049272000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Submains", "text": "Submains" }, { "self_ref": "#/texts/10593", "parent": { "$ref": "#/pictures/201" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 200.6259, "t": 547.2594816000001, "r": 272.06525928, "b": 539.7476032000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "General power,", "text": "General power," }, { "self_ref": "#/texts/10594", "parent": { "$ref": "#/pictures/201" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 209.91079044, "t": 536.7623963200001, "r": 262.7489291999999, "b": 529.2505179200001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "l i g h t i n g e t c .", "text": "l i g h t i n g e t c ." }, { "self_ref": "#/texts/10595", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 85.08, "t": 397.76840000000004, "r": 513.038208, "b": 374.58612800000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "NOTE: Alternative arrangements are permitted; however, this arrangement offers the following advantages:", "text": "NOTE: Alternative arrangements are permitted; however, this arrangement offers the following advantages:" }, { "self_ref": "#/texts/10596", "parent": { "$ref": "#/groups/1034" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 444, "bbox": { "l": 85.08000000000001, "t": 370.76850800000005, "r": 490.3539299999998, "b": 359.58618800000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "(a) One circuit only will be shut down (by fuses or circuit-breakers) in case of a fault.", "text": "(a) One circuit only will be shut down (by fuses or circuit-breakers) in case of a fault.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10597", "parent": { "$ref": "#/groups/1034" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 444, "bbox": { "l": 85.08000000000001, "t": 355.7685680000001, "r": 264.4490220000001, "b": 344.58624800000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "(b) Location of the fault is simplified.", "text": "(b) Location of the fault is simplified.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10598", "parent": { "$ref": "#/groups/1034" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 444, "bbox": { "l": 85.08000000000001, "t": 340.7686280000001, "r": 513.086304, "b": 317.586356, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "(c) Maintenance or extensions to a circuit can be performed, leaving the remainder of the electrical installation in service.", "text": "(c) Maintenance or extensions to a circuit can be performed, leaving the remainder of the electrical installation in service.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10599", "parent": { "$ref": "#/groups/1034" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 444, "bbox": { "l": 85.08000000000001, "t": 313.7687360000001, "r": 513.1113539999986, "b": 290.5864640000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "(d) Conductor sizes can be reduced at protective devices installed on switchboards to suit the decreasing demand towards the final subcircuits.", "text": "(d) Conductor sizes can be reduced at protective devices installed on switchboards to suit the decreasing demand towards the final subcircuits.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10600", "parent": { "$ref": "#/groups/1034" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 444, "bbox": { "l": 85.08100200000001, "t": 286.7688440000002, "r": 513.1033379999989, "b": 263.58657200000016, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 176 ] } ], "orig": "(e) Conversely, a fault occurring on one of the circuits from the main switchboard will shut down supply to all circuits of related downstream distribution boards.", "text": "(e) Conversely, a fault occurring on one of the circuits from the main switchboard will shut down supply to all circuits of related downstream distribution boards.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10601", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 444, "bbox": { "l": 88.5, "t": 244.85720000000003, "r": 509.95741799999973, "b": 219.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "FIGURE B1 EXAMPLE OF CIRCUIT ARRANGEMENTS FOR AN ELECTRICAL INSTALLATION (TO THREE LEVELS)", "text": "FIGURE B1 EXAMPLE OF CIRCUIT ARRANGEMENTS FOR AN ELECTRICAL INSTALLATION (TO THREE LEVELS)", "level": 1 }, { "self_ref": "#/texts/10602", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 444, "bbox": { "l": 204.66071399999998, "t": 218.87742200000002, "r": 393.71435400000036, "b": 206.623742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "(Symbols are explained in Table J1)", "text": "(Symbols are explained in Table J1)" }, { "self_ref": "#/texts/10603", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 444, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10604", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 445, "bbox": { "l": 150.804918, "t": 832.9521762, "r": 290.15898119999974, "b": 799.7075010000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 231 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Libray Service. Further repoduction, distribution, storage or use on a network is prohibted. Printed / viewed by: [stephn.lohnig@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Libray Service. Further repoduction, distribution, storage or use on a network is prohibted. Printed / viewed by: [stephn.lohnig@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10605", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 445, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "441", "text": "441" }, { "self_ref": "#/texts/10606", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 445, "bbox": { "l": 85.08, "t": 752.9603, "r": 356.40000000000026, "b": 739.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "B3 PROTECTION AGAINST OVERCURRENT", "text": "B3 PROTECTION AGAINST OVERCURRENT", "level": 1 }, { "self_ref": "#/texts/10607", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 445, "bbox": { "l": 85.08, "t": 732.9203, "r": 172.60800000000006, "b": 719.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "B3.1 General", "text": "B3.1 General", "level": 1 }, { "self_ref": "#/texts/10608", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 445, "bbox": { "l": 85.07999999999998, "t": 712.9403, "r": 513.5795999999997, "b": 685.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "The term 'overcurrent' includes both overload current and short-circuit current.", "text": "The term 'overcurrent' includes both overload current and short-circuit current." }, { "self_ref": "#/texts/10609", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 445, "bbox": { "l": 85.07999999999998, "t": 678.9203, "r": 513.5628000000003, "b": 637.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 218 ] } ], "orig": "The danger to the system from overload currents is that the temperature of conductors and their insulation will rise to levels at which the effectiveness of the insulation and its expected service life will be reduced.", "text": "The danger to the system from overload currents is that the temperature of conductors and their insulation will rise to levels at which the effectiveness of the insulation and its expected service life will be reduced." }, { "self_ref": "#/texts/10610", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 445, "bbox": { "l": 85.08000000000001, "t": 630.9203, "r": 513.5904000000008, "b": 589.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 175 ] } ], "orig": "Short-circuit currents may be up to several thousand times normal current and will cause overheating and mechanical stresses of conductors and associated connections.", "text": "Short-circuit currents may be up to several thousand times normal current and will cause overheating and mechanical stresses of conductors and associated connections." }, { "self_ref": "#/texts/10611", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 445, "bbox": { "l": 96.42, "t": 585.8372, "r": 390.8267400000004, "b": 573.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "NOTE: See Clause 2.5.4 and the AS/NZS 3008.1 series.", "text": "NOTE: See Clause 2.5.4 and the AS/NZS 3008.1 series." }, { "self_ref": "#/texts/10612", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 445, "bbox": { "l": 85.07999999999998, "t": 566.9603, "r": 513.5760000000008, "b": 539.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "Clause 2.5.1 requires active conductors to be protected by one or more protective devices in the event of overload or short-circuit.", "text": "Clause 2.5.1 requires active conductors to be protected by one or more protective devices in the event of overload or short-circuit." }, { "self_ref": "#/texts/10613", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 445, "bbox": { "l": 85.07999999999998, "t": 532.9403, "r": 513.6228, "b": 477.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 293 ] } ], "orig": "The protection of conductors by protective devices is shown graphically in Figure B2. The conductor is deemed to be protected if its damage curve, determined in accordance with Clause 2.5.4.5, is to the right of the time/current characteristic curve of the protective device.", "text": "The protection of conductors by protective devices is shown graphically in Figure B2. The conductor is deemed to be protected if its damage curve, determined in accordance with Clause 2.5.4.5, is to the right of the time/current characteristic curve of the protective device." }, { "self_ref": "#/texts/10614", "parent": { "$ref": "#/pictures/202" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 445, "bbox": { "l": 99.36, "t": 267.83719999999994, "r": 499.05396000000013, "b": 255.58352000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "FIGURE B2 TYPICAL OVERCURRENT PROTECTION OF CONDUCTORS", "text": "FIGURE B2 TYPICAL OVERCURRENT PROTECTION OF CONDUCTORS" }, { "self_ref": "#/texts/10615", "parent": { "$ref": "#/pictures/202" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 445, "bbox": { "l": 270.3914, "t": 446.2305016, "r": 327.1561597500003, "b": 438.7230432, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "Time/current", "text": "Time/current" }, { "self_ref": "#/texts/10616", "parent": { "$ref": "#/pictures/202" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 445, "bbox": { "l": 270.3914, "t": 435.73959282000004, "r": 359.76986259999967, "b": 428.23213442, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "characteristic curve", "text": "characteristic curve" }, { "self_ref": "#/texts/10617", "parent": { "$ref": "#/pictures/202" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 445, "bbox": { "l": 270.3914, "t": 425.24868404000006, "r": 356.30149539999985, "b": 417.74122564000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "of a circuit-breaker", "text": "of a circuit-breaker" }, { "self_ref": "#/texts/10618", "parent": { "$ref": "#/pictures/202" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 445, "bbox": { "l": 281.2255, "t": 411.9274016, "r": 337.99025975000035, "b": 404.4199432, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "Time/current", "text": "Time/current" }, { "self_ref": "#/texts/10619", "parent": { "$ref": "#/pictures/202" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 445, "bbox": { "l": 281.2255, "t": 401.43649282, "r": 342.3988264899998, "b": 393.92903442, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "characteristic", "text": "characteristic" }, { "self_ref": "#/texts/10620", "parent": { "$ref": "#/pictures/202" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 445, "bbox": { "l": 281.2255, "t": 390.94558404, "r": 348.41491341999983, "b": 383.43812564, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "curve of a fuse", "text": "curve of a fuse" }, { "self_ref": "#/texts/10621", "parent": { "$ref": "#/pictures/202" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 445, "bbox": { "l": 330.2313, "t": 368.7979016, "r": 394.79393532000034, "b": 361.29044319999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "Damage curve", "text": "Damage curve" }, { "self_ref": "#/texts/10622", "parent": { "$ref": "#/pictures/202" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 445, "bbox": { "l": 330.2313, "t": 358.30699282, "r": 374.4529818, "b": 350.79953442, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "of a cable", "text": "of a cable" }, { "self_ref": "#/texts/10623", "parent": { "$ref": "#/pictures/202" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 445, "bbox": { "l": 239.71711716, "t": 294.39253448, "r": 289.21530759000007, "b": 286.88507608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "CURRENT", "text": "CURRENT" }, { "self_ref": "#/texts/10624", "parent": { "$ref": "#/pictures/202" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 445, "bbox": { "l": 290.01524228, "t": 296.21844348, "r": 291.90244208, "b": 286.40099788, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "l", "text": "l" }, { "self_ref": "#/texts/10625", "parent": { "$ref": "#/pictures/202" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 445, "bbox": { "l": 200.5292556, "t": 360.86365515999995, "r": 208.0440512, "b": 334.9901, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "TIME", "text": "TIME" }, { "self_ref": "#/texts/10626", "parent": { "$ref": "#/pictures/202" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 445, "bbox": { "l": 198.70156210000002, "t": 363.99063047999994, "r": 208.5286025, "b": 361.62968767999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "t", "text": "t" }, { "self_ref": "#/texts/10627", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 445, "bbox": { "l": 85.08, "t": 242.96029999999996, "r": 513.6192000000004, "b": 215.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "B3.2 Coordination between conductors and overload protective devices", "text": "B3.2 Coordination between conductors and overload protective devices", "level": 1 }, { "self_ref": "#/texts/10628", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 445, "bbox": { "l": 85.08000000000001, "t": 208.94029999999998, "r": 181.25760000000005, "b": 195.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "B3.2.1 General", "text": "B3.2.1 General", "level": 1 }, { "self_ref": "#/texts/10629", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 445, "bbox": { "l": 85.08000000000001, "t": 188.96029999999996, "r": 513.6468000000013, "b": 147.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Clause 2.5.3 requires a protective device to interrupt overload currents and that the operating characteristics of such a device satisfies the following two conditions that are shown as Equations 2.1 and 2.2 of Clause 2.5.3.1:", "text": "Clause 2.5.3 requires a protective device to interrupt overload currents and that the operating characteristics of such a device satisfies the following two conditions that are shown as Equations 2.1 and 2.2 of Clause 2.5.3.1:" }, { "self_ref": "#/texts/10630", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 445, "bbox": { "l": 113.4600000000001, "t": 142.1603, "r": 172.89600000000002, "b": 127.47230000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "I B  I N  I Z", "text": "I B  I N  I Z" }, { "self_ref": "#/texts/10631", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 445, "bbox": { "l": 113.46000000000001, "t": 122.12030000000004, "r": 186.876, "b": 107.43229999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "I 2  1.45  I Z", "text": "I 2  1.45  I Z" }, { "self_ref": "#/texts/10632", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 445, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10633", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 445, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10634", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 446, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10635", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 446, "bbox": { "l": 150.804918, "t": 832.9521762, "r": 290.15898119999974, "b": 799.7075010000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 231 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Libray Service. Further repoduction, distribution, storage or use on a network is prohibted. Printed / viewed by: [stephn.lohnig@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Libray Service. Further repoduction, distribution, storage or use on a network is prohibted. Printed / viewed by: [stephn.lohnig@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10636", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 446, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "442", "text": "442" }, { "self_ref": "#/texts/10637", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 446, "bbox": { "l": 85.08, "t": 746.9603, "r": 122.64, "b": 733.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "where", "text": "where", "level": 1 }, { "self_ref": "#/texts/10638", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 446, "bbox": { "l": 113.46000000000001, "t": 726.9203, "r": 509.9256000000006, "b": 699.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "I B = the current for which the circuit is designed, e.g. maximum demand", "text": "I B = the current for which the circuit is designed, e.g. maximum demand" }, { "self_ref": "#/texts/10639", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 446, "bbox": { "l": 113.46000000000001, "t": 692.9603, "r": 126.516, "b": 679.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "I N", "text": "I N" }, { "self_ref": "#/texts/10640", "parent": { "$ref": "#/groups/1037" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 446, "bbox": { "l": 134.7024, "t": 692.9603, "r": 513.2993159999999, "b": 650.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "= the nominal current of the protective device NOTE: For adjustable devices, the nominal current ( I N) is the current setting selected.", "text": "= the nominal current of the protective device NOTE: For adjustable devices, the nominal current ( I N) is the current setting selected.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10641", "parent": { "$ref": "#/groups/1037" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 446, "bbox": { "l": 113.46, "t": 643.9403, "r": 509.9423999999999, "b": 616.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "I Z = the continuous current-carrying capacity of the conductor (see the AS/NZS 3008.1 series)", "text": "I Z = the continuous current-carrying capacity of the conductor (see the AS/NZS 3008.1 series)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10642", "parent": { "$ref": "#/groups/1037" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 446, "bbox": { "l": 113.46000000000004, "t": 609.9203, "r": 509.8176000000005, "b": 582.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "I 2 = the current ensuring effective operation of the protective device and may be taken as equal to either the-", "text": "I 2 = the current ensuring effective operation of the protective device and may be taken as equal to either the-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10643", "parent": { "$ref": "#/groups/1037" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 446, "bbox": { "l": 148.86480000000003, "t": 575.9603, "r": 513.540000000001, "b": 548.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "(a) operating current in conventional time for circuit-breakers (1.45 I N); or", "text": "(a) operating current in conventional time for circuit-breakers (1.45 I N); or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10644", "parent": { "$ref": "#/groups/1037" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 446, "bbox": { "l": 148.8648, "t": 541.9403, "r": 513.6239999999999, "b": 514.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "(b) fusing current in conventional time for fuses (1.6 I N for fuses in accordance with the IEC 60269 series).", "text": "(b) fusing current in conventional time for fuses (1.6 I N for fuses in accordance with the IEC 60269 series).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10645", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 446, "bbox": { "l": 96.42, "t": 510.8372, "r": 485.74115400000073, "b": 498.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "NOTE: The conditions of the equations are shown graphically in Figure B3.", "text": "NOTE: The conditions of the equations are shown graphically in Figure B3." }, { "self_ref": "#/texts/10646", "parent": { "$ref": "#/pictures/203" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 446, "bbox": { "l": 137.34, "t": 253.85720000000003, "r": 461.0227140000001, "b": 228.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "FIGURE B3 COORDINATION OF THE CHARACTERISTICS OF CONDUCTORS AND PROTECTIVE DEVICES", "text": "FIGURE B3 COORDINATION OF THE CHARACTERISTICS OF CONDUCTORS AND PROTECTIVE DEVICES" }, { "self_ref": "#/texts/10647", "parent": { "$ref": "#/pictures/203" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 446, "bbox": { "l": 401.4304, "t": 462.9673444, "r": 447.5787184900001, "b": 455.4525488, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Conductor", "text": "Conductor" }, { "self_ref": "#/texts/10648", "parent": { "$ref": "#/pictures/203" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 446, "bbox": { "l": 401.4304, "t": 452.46618263, "r": 432.02258034000016, "b": 444.95138703, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "ratings", "text": "ratings" }, { "self_ref": "#/texts/10649", "parent": { "$ref": "#/pictures/203" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 446, "bbox": { "l": 330.02853323, "t": 357.63439268, "r": 331.91515583, "b": 347.80735228, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "l", "text": "l" }, { "self_ref": "#/texts/10650", "parent": { "$ref": "#/pictures/203" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 446, "bbox": { "l": 332.836, "t": 351.1506296, "r": 336.1435328, "b": 345.89029919999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "2", "text": "2" }, { "self_ref": "#/texts/10651", "parent": { "$ref": "#/pictures/203" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 446, "bbox": { "l": 360.1126, "t": 366.32143790000003, "r": 361.9992226, "b": 356.4943975, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "l", "text": "l" }, { "self_ref": "#/texts/10652", "parent": { "$ref": "#/pictures/203" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 446, "bbox": { "l": 146.16024903, "t": 343.53477545000004, "r": 209.09186019000003, "b": 336.01997985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "Characteristic", "text": "Characteristic" }, { "self_ref": "#/texts/10653", "parent": { "$ref": "#/pictures/203" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 446, "bbox": { "l": 146.16024903, "t": 333.03361368000003, "r": 202.26687545999994, "b": 325.5188180800001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "of protective", "text": "of protective" }, { "self_ref": "#/texts/10654", "parent": { "$ref": "#/pictures/203" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 446, "bbox": { "l": 146.16024903, "t": 322.53245190999996, "r": 180.11945583, "b": 315.01765631, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "devices", "text": "devices" }, { "self_ref": "#/texts/10655", "parent": { "$ref": "#/pictures/203" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 446, "bbox": { "l": 201.78072, "t": 314.43204349999996, "r": 209.75010640000002, "b": 305.8612025, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "l", "text": "l" }, { "self_ref": "#/texts/10656", "parent": { "$ref": "#/pictures/203" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 446, "bbox": { "l": 208.217284, "t": 336.61585290999994, "r": 235.61967316, "b": 306.3272984, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "N Fuses", "text": "N Fuses" }, { "self_ref": "#/texts/10657", "parent": { "$ref": "#/pictures/203" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 446, "bbox": { "l": 203.2858314, "t": 288.55782509999995, "r": 211.3795958, "b": 280.09645750000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "l", "text": "l" }, { "self_ref": "#/texts/10658", "parent": { "$ref": "#/pictures/203" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 446, "bbox": { "l": 209.7833416, "t": 287.40998820000004, "r": 216.51312520000002, "b": 280.6337936, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "N", "text": "N" }, { "self_ref": "#/texts/10659", "parent": { "$ref": "#/pictures/203" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 446, "bbox": { "l": 210.1257104, "t": 342.8915167599999, "r": 270.44171786000015, "b": 285.68964559999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Circuit-breakers", "text": "Circuit-breakers" }, { "self_ref": "#/texts/10660", "parent": { "$ref": 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"#/texts/10666", "parent": { "$ref": "#/pictures/203" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 446, "bbox": { "l": 351.0175416, "t": 433.66376249999996, "r": 357.2654742, "b": 427.3391936, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "Z", "text": "Z" }, { "self_ref": "#/texts/10667", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 446, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10668", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 447, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10669", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 447, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "443", "text": "443" }, { "self_ref": "#/texts/10670", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 447, "bbox": { "l": 85.08, "t": 752.9603, "r": 198.522, "b": 739.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "B3.2.2 Application", "text": "B3.2.2 Application", "level": 1 }, { "self_ref": "#/texts/10671", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 447, "bbox": { "l": 85.08, "t": 732.9203, "r": 191.8776000000001, "b": 719.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "B3.2.2.1 General", "text": "B3.2.2.1 General", "level": 1 }, { "self_ref": "#/texts/10672", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 447, "bbox": { "l": 85.07999999999998, "t": 712.9403, "r": 513.6000000000012, "b": 685.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "As shown in Equations 2.1 and 2.2, a protective device functions correctly if-", "text": "As shown in Equations 2.1 and 2.2, a protective device functions correctly if-" }, { "self_ref": "#/texts/10673", "parent": { "$ref": "#/groups/1038" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 447, "bbox": { "l": 85.07999999999998, "t": 678.9203, "r": 513.6348000000002, "b": 651.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 141 ] } ], "orig": "(a) its nominal current I N is greater than the maximum load current I B but less than the maximum allowable current I Z for the circuit; and", "text": "(a) its nominal current I N is greater than the maximum load current I B but less than the maximum allowable current I Z for the circuit; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10674", "parent": { "$ref": "#/groups/1038" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 447, "bbox": { "l": 85.07999999999998, "t": 644.9603, "r": 379.1784, "b": 631.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "(b) its tripping current I 2 setting is less than 1.45 I Z.", "text": "(b) its tripping current I 2 setting is less than 1.45 I Z.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10675", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 447, "bbox": { "l": 85.07999999999998, "t": 624.9203, "r": 311.59200000000044, "b": 611.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "B3.2.2.2 Protection by circuit-breakers", "text": "B3.2.2.2 Protection by circuit-breakers", "level": 1 }, { "self_ref": "#/texts/10676", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 447, "bbox": { "l": 85.07999999999998, "t": 604.9403, "r": 513.6552000000001, "b": 549.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 304 ] } ], "orig": "Standards, such as the AS/NZS 60898 series, require the tripping current for circuit-breakers ( I 2 in Equation 2.2) to be less than 1.45 I N, therefore, the condition of Equation 2.2 will always be satisfied. For circuit-breakers, 1.45 I N is known as the conventional tripping current.", "text": "Standards, such as the AS/NZS 60898 series, require the tripping current for circuit-breakers ( I 2 in Equation 2.2) to be less than 1.45 I N, therefore, the condition of Equation 2.2 will always be satisfied. For circuit-breakers, 1.45 I N is known as the conventional tripping current." }, { "self_ref": "#/texts/10677", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 447, "bbox": { "l": 85.08000000000001, "t": 542.9603, "r": 254.93400000000003, "b": 529.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "B3.2.2.3 Protection by fuses", "text": "B3.2.2.3 Protection by fuses", "level": 1 }, { "self_ref": "#/texts/10678", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 447, "bbox": { "l": 85.08000000000001, "t": 522.9203, "r": 513.591600000001, "b": 481.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 215 ] } ], "orig": "Fuses complying with the IEC 60269 series have a conventional tripping current of 1.6 I N, therefore, to satisfy the conditions of Equation 2.2, the rating of such fuses should not exceed 0.9 I Z.", "text": "Fuses complying with the IEC 60269 series have a conventional tripping current of 1.6 I N, therefore, to satisfy the conditions of Equation 2.2, the rating of such fuses should not exceed 0.9 I Z." }, { "self_ref": "#/texts/10679", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 447, "bbox": { "l": 96.42, "t": 477.8372, "r": 338.84412600000013, "b": 465.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "NOTE: The factor 0.9 is derived from 1.45/1.6.", "text": "NOTE: The factor 0.9 is derived from 1.45/1.6." }, { "self_ref": "#/texts/10680", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 447, "bbox": { "l": 85.08, "t": 450.9803, "r": 478.9799999999998, "b": 437.5883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "B4 PROTECTION BY AUTOMATIC DISCONNECTION OF SUPPLY", "text": "B4 PROTECTION BY AUTOMATIC DISCONNECTION OF SUPPLY", "level": 1 }, { "self_ref": "#/texts/10681", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 447, "bbox": { "l": 85.08, "t": 430.9403, "r": 194.56799999999993, "b": 417.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "B4.1 Application", "text": "B4.1 Application", "level": 1 }, { "self_ref": "#/texts/10682", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 447, "bbox": { "l": 85.08, "t": 410.96029999999996, "r": 500.27760000000114, "b": 397.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "This Paragraph (Paragraph B4) provides guidance on the application of-", "text": "This Paragraph (Paragraph B4) provides guidance on the application of-" }, { "self_ref": "#/texts/10683", "parent": { "$ref": "#/groups/1039" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 447, "bbox": { "l": 85.08, "t": 390.92029999999994, "r": 513.6240000000006, "b": 363.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "(a) the disconnection times required for protection by automatic disconnection of supply;", "text": "(a) the disconnection times required for protection by automatic disconnection of supply;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10684", "parent": { "$ref": "#/groups/1039" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 447, "bbox": { "l": 85.07999999999996, "t": 356.9602999999999, "r": 513.6000000000001, "b": 329.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "(b) the earthing system impedance (earth fault-loop impedance) requirements of Clause 5.7; and", "text": "(b) the earthing system impedance (earth fault-loop impedance) requirements of Clause 5.7; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10685", "parent": { "$ref": "#/groups/1039" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 447, "bbox": { "l": 85.07999999999998, "t": 322.94029999999987, "r": 462.6444000000009, "b": 309.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "(c) the earth fault-loop impedance test outlined in Clause 8.3.9.3.", "text": "(c) the earth fault-loop impedance test outlined in Clause 8.3.9.3.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10686", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 447, "bbox": { "l": 85.07999999999998, "t": 302.96029999999985, "r": 179.25599999999994, "b": 289.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "B4.2 Principle", "text": "B4.2 Principle", "level": 1 }, { "self_ref": "#/texts/10687", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 447, "bbox": { "l": 85.07999999999998, "t": 282.92029999999977, "r": 513.6300000000002, "b": 241.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 223 ] } ], "orig": "The principle of protection by automatic disconnection of supply is intended to prevent a person being subjected to a dangerous touch voltage for a time sufficient to cause organ damage, in the event of an insulation fault.", "text": "The principle of protection by automatic disconnection of supply is intended to prevent a person being subjected to a dangerous touch voltage for a time sufficient to cause organ damage, in the event of an insulation fault." }, { "self_ref": "#/texts/10688", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 447, "bbox": { "l": 85.07999999999998, "t": 234.92029999999977, "r": 513.6708000000001, "b": 179.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 252 ] } ], "orig": "In order to meet this requirement, in the event of such a fault, the circuit protective device has to interrupt the resulting fault current sufficiently quickly to prevent the touch voltage persisting long enough to be dangerous.", "text": "In order to meet this requirement, in the event of such a fault, the circuit protective device has to interrupt the resulting fault current sufficiently quickly to prevent the touch voltage persisting long enough to be dangerous." }, { "self_ref": "#/texts/10689", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 447, "bbox": { "l": 85.07999999999998, "t": 172.94029999999987, "r": 513.5868000000006, "b": 145.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "It follows that this method of protection relies on the combination of two conditions:", "text": "It follows that this method of protection relies on the combination of two conditions:" }, { "self_ref": "#/texts/10690", "parent": { "$ref": "#/groups/1040" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 447, "bbox": { "l": 85.07999999999998, "t": 138.92029999999988, "r": 513.6131999999998, "b": 111.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "(a) The provision of a conducting path, designated the 'earth fault-loop', to provide for circulation of the fault current.", "text": "(a) The provision of a conducting path, designated the 'earth fault-loop', to provide for circulation of the fault current.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10691", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 447, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10692", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 447, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10693", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 448, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10694", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 448, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "444", "text": "444" }, { "self_ref": "#/texts/10695", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 448, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/10696", "parent": { "$ref": "#/groups/1041" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 448, "bbox": { "l": 85.08, "t": 752.9603, "r": 513.6371999999997, "b": 697.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 291 ] } ], "orig": "(b) The interruption of the fault current within a maximum time by an appropriate protective device. This maximum time depends on parameters such as the highest touch voltage, the probability of a fault, and the probability of a person touching equipment during a fault.", "text": "(b) The interruption of the fault current within a maximum time by an appropriate protective device. This maximum time depends on parameters such as the highest touch voltage, the probability of a fault, and the probability of a person touching equipment during a fault.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10697", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 448, "bbox": { "l": 96.42, "t": 693.8372, "r": 513.3997739999992, "b": 655.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 172 ] } ], "orig": "NOTE: Acceptable limits of touch voltage and duration are based on a knowledge of the effects of electric current on the human body described in the AS/NZS 60479 series.", "text": "NOTE: Acceptable limits of touch voltage and duration are based on a knowledge of the effects of electric current on the human body described in the AS/NZS 60479 series." }, { "self_ref": "#/texts/10698", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 448, "bbox": { "l": 85.08, "t": 648.9203, "r": 513.6084000000008, "b": 565.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 440 ] } ], "orig": "Condition (a) requires the installation of protective earthing conductors connecting all exposed conductive parts of the electrical equipment supplied by the installation to an earthing system, thus forming the earth fault-loop as shown in Figure B5. The protective earthing conductors need to be of appropriate size and installed in a sound and reliable manner, in accordance with Section 5 of this Standard.", "text": "Condition (a) requires the installation of protective earthing conductors connecting all exposed conductive parts of the electrical equipment supplied by the installation to an earthing system, thus forming the earth fault-loop as shown in Figure B5. The protective earthing conductors need to be of appropriate size and installed in a sound and reliable manner, in accordance with Section 5 of this Standard." }, { "self_ref": "#/texts/10699", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 448, "bbox": { "l": 85.08000000000001, "t": 558.9203, "r": 513.5976000000007, "b": 531.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "Condition (b) requires the installation of protective devices with appropriate characteristics as specified in Section 2 of this Standard.", "text": "Condition (b) requires the installation of protective devices with appropriate characteristics as specified in Section 2 of this Standard." }, { "self_ref": "#/texts/10700", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 448, "bbox": { "l": 85.08000000000001, "t": 524.9603, "r": 248.98079999999987, "b": 511.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "B4.3 Disconnection times", "text": "B4.3 Disconnection times", "level": 1 }, { "self_ref": "#/texts/10701", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 448, "bbox": { "l": 85.07999999999993, "t": 504.92029999999994, "r": 513.5904000000002, "b": 449.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 261 ] } ], "orig": "The AS/NZS 60479 series defines two components that permit the establishment of a relationship between the prospective touch voltage and its duration that does not usually result in harmful physiological effects on any person subjected to that touch voltage.", "text": "The AS/NZS 60479 series defines two components that permit the establishment of a relationship between the prospective touch voltage and its duration that does not usually result in harmful physiological effects on any person subjected to that touch voltage." }, { "self_ref": "#/texts/10702", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 448, "bbox": { "l": 85.07999999999993, "t": 442.94029999999987, "r": 252.64800000000008, "b": 429.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "These two components are-", "text": "These two components are-" }, { "self_ref": "#/texts/10703", "parent": { "$ref": "#/groups/1042" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 448, "bbox": { "l": 85.07999999999993, "t": 422.96029999999985, "r": 513.6216, "b": 395.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "(a) the effect on the human body of electrical currents of various magnitudes and durations flowing through the body; and", "text": "(a) the effect on the human body of electrical currents of various magnitudes and durations flowing through the body; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10704", "parent": { "$ref": "#/groups/1042" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 448, "bbox": { "l": 85.07999999999993, "t": 388.9402999999998, "r": 513.5760000000006, "b": 361.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "(b) the electrical impedance of the human body as a function of touch voltage.", "text": "(b) the electrical impedance of the human body as a function of touch voltage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10705", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 448, "bbox": { "l": 85.07999999999981, "t": 354.92029999999977, "r": 513.5748000000013, "b": 313.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 152 ] } ], "orig": "The required relationship between prospective touch voltage and disconnection time is derived for the normal situation as shown in Curve L of Figure B4.", "text": "The required relationship between prospective touch voltage and disconnection time is derived for the normal situation as shown in Curve L of Figure B4." }, { "self_ref": "#/texts/10706", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 448, "bbox": { "l": 85.07999999999981, "t": 306.92029999999977, "r": 513.6216000000005, "b": 265.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 198 ] } ], "orig": "Figure B4 shows the maximum duration that a person may be in contact with an exposed live part of a circuit for a range of touch voltages under normal conditions (Curve L ).", "text": "Figure B4 shows the maximum duration that a person may be in contact with an exposed live part of a circuit for a range of touch voltages under normal conditions (Curve L )." }, { "self_ref": "#/texts/10707", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 448, "bbox": { "l": 85.07999999999984, "t": 258.92029999999966, "r": 513.6552, "b": 231.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "Normal situations were identified as having the following general characteristics:", "text": "Normal situations were identified as having the following general characteristics:" }, { "self_ref": "#/texts/10708", "parent": { "$ref": "#/groups/1043" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 448, "bbox": { "l": 85.07999999999987, "t": 224.96029999999973, "r": 218.2859999999998, "b": 211.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "(i) Dry locations; and", "text": "(i) Dry locations; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10709", "parent": { "$ref": "#/groups/1043" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 448, "bbox": { "l": 85.07999999999987, "t": 204.92029999999977, "r": 333.5303999999999, "b": 191.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "(ii) Floor presenting significant resistance.", "text": "(ii) Floor presenting significant resistance.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10710", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 448, "bbox": { "l": 85.07999999999987, "t": 184.94029999999975, "r": 513.6048000000012, "b": 129.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 250 ] } ], "orig": "Particular situations, including damp or wet locations and those involving exposure to wet or bare skin, require touch voltages to be further limited as shown by curve L p. Damp situations are covered in Section 6 of this Standard.", "text": "Particular situations, including damp or wet locations and those involving exposure to wet or bare skin, require touch voltages to be further limited as shown by curve L p. Damp situations are covered in Section 6 of this Standard." }, { "self_ref": "#/texts/10711", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 448, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10712", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 449, "bbox": { "l": 150.804918, "t": 832.9521762, "r": 290.15898119999974, "b": 799.7075010000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 231 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Libray Service. Further repoduction, distribution, storage or use on a network is prohibted. Printed / viewed by: [stephn.lohnig@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Libray Service. Further repoduction, distribution, storage or use on a network is prohibted. Printed / viewed by: [stephn.lohnig@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10713", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 449, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "445", "text": "445" }, { "self_ref": "#/texts/10714", "parent": { "$ref": "#/pictures/204" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 164.408, "t": 751.5460296, "r": 194.37856542, "b": 744.0314992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "10 000", "text": "10 000" }, { "self_ref": "#/texts/10715", "parent": { "$ref": "#/pictures/204" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 173.0272, "t": 665.2757296, "r": 194.37815702000003, "b": 657.7611992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "1000", "text": "1000" }, { "self_ref": "#/texts/10716", "parent": { "$ref": "#/pictures/204" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 178.7493, "t": 579.0047296, "r": 194.37850315999998, "b": 571.4901992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "100", "text": "100" }, { "self_ref": "#/texts/10717", "parent": { "$ref": "#/pictures/204" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 184.4709, "t": 492.73302959999995, "r": 194.3783493, "b": 485.2184992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "10", "text": "10" }, { "self_ref": "#/texts/10718", "parent": { "$ref": "#/pictures/204" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 196.7954, "t": 481.8753296, "r": 206.7028493, "b": 474.36079920000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "10", "text": "10" }, { "self_ref": "#/texts/10719", "parent": { "$ref": "#/pictures/204" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 308.1087, "t": 481.87632959999996, "r": 323.7379031599999, "b": 474.3617992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "100", "text": "100" }, { "self_ref": "#/texts/10720", "parent": { "$ref": "#/pictures/204" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 419.4224, "t": 481.87632959999996, "r": 440.7733570199999, "b": 474.3617992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "1000", "text": "1000" }, { "self_ref": "#/texts/10721", "parent": { "$ref": "#/pictures/204" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 282.1639, "t": 623.7101586, "r": 286.8902336, "b": 613.883465, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "L", "text": "L" }, { "self_ref": "#/texts/10722", "parent": { "$ref": "#/pictures/204" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 287.8173, "t": 617.2254864, "r": 291.7862168, "b": 611.9653328, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "P", "text": "P" }, { "self_ref": "#/texts/10723", "parent": { "$ref": "#/pictures/204" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 342.3861, "t": 623.0222586, "r": 347.1124336, "b": 613.195565, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "L", "text": "L" }, { "self_ref": "#/texts/10724", "parent": { "$ref": "#/pictures/204" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 154.0292704, "t": 640.5354542400005, "r": 161.5438008, "b": 584.5131, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "DURATION,", "text": "DURATION," }, { "self_ref": "#/texts/10725", "parent": { "$ref": "#/pictures/204" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 152.2016414, "t": 653.44616552, "r": 162.028335, "b": 641.3013583000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "ms", "text": "ms" }, { "self_ref": "#/texts/10726", "parent": { "$ref": "#/pictures/204" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 288.1433, "t": 460.41892959999996, "r": 337.7443009999997, "b": 452.9043992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "VOLTAGE,", "text": "VOLTAGE," }, { "self_ref": "#/texts/10727", "parent": { "$ref": "#/pictures/204" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 338.51020506000003, "t": 462.24655859999996, "r": 343.70407166, "b": 452.41986499999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "V", "text": "V" }, { "self_ref": "#/texts/10728", "parent": { "$ref": "#/pictures/204" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 151.44, "t": 437.64529999999996, "r": 159.2205, "b": 427.6013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "L", "text": "L" }, { "self_ref": "#/texts/10729", "parent": { "$ref": "#/pictures/204" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 177.18, "t": 437.64529999999996, "r": 269.50740000000025, "b": 427.6013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "for normal conditions", "text": "for normal conditions" }, { "self_ref": "#/texts/10730", "parent": { "$ref": "#/pictures/204" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 310.50690000000026, "t": 437.64529999999996, "r": 413.28150000000073, "b": 427.6013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "touch voltage limit 50 V", "text": "touch voltage limit 50 V" }, { "self_ref": "#/texts/10731", "parent": { "$ref": "#/pictures/204" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 151.44, "t": 426.60499999999996, "r": 156.444, "b": 416.561, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "L", "text": "L" }, { "self_ref": "#/texts/10732", "parent": { "$ref": "#/pictures/204" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 156.72, "t": 426.6053, "r": 162.882, "b": 416.5613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "p", "text": "p" }, { "self_ref": "#/texts/10733", "parent": { "$ref": "#/pictures/204" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 177.18120000000002, "t": 426.6053, "r": 255.07889999999978, "b": 416.5613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "for wet conditions", "text": "for wet conditions" }, { "self_ref": "#/texts/10734", "parent": { "$ref": "#/pictures/204" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 310.4783999999998, "t": 426.6053, "r": 413.2854000000003, "b": 416.5613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "touch voltage limit 25 V", "text": "touch voltage limit 25 V" }, { "self_ref": "#/texts/10735", "parent": { "$ref": "#/groups/1044" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 85.0797, "t": 404.52560000000005, "r": 443.77920000000137, "b": 393.50960000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "[Source: IEC TR 61200-413:1996  1996 (IEC), Geneva, Switzerland, www.iec.ch.]", "text": "[Source: IEC TR 61200-413:1996  1996 (IEC), Geneva, Switzerland, www.iec.ch.]" }, { "self_ref": "#/texts/10736", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 449, "bbox": { "l": 132.48, "t": 374.87719999999996, "r": 465.9195419999998, "b": 349.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "FIGURE B4 MAXIMUM DURATION OF PROSPECTIVE 50 Hz TOUCH VOLTAGE", "text": "FIGURE B4 MAXIMUM DURATION OF PROSPECTIVE 50 Hz TOUCH VOLTAGE", "level": 1 }, { "self_ref": "#/texts/10737", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 85.08, "t": 336.92040000000003, "r": 396.11760000000066, "b": 323.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "These curves demonstrate that for normal conditions-", "text": "These curves demonstrate that for normal conditions-" }, { "self_ref": "#/texts/10738", "parent": { "$ref": "#/groups/1045" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 449, "bbox": { "l": 85.08, "t": 316.94039999999995, "r": 507.33599999999996, "b": 303.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "(A) a touch voltage of 50 V can be sustained by a person indefinitely; and", "text": "(A) a touch voltage of 50 V can be sustained by a person indefinitely; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10739", "parent": { "$ref": "#/groups/1045" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 449, "bbox": { "l": 85.07999999999998, "t": 296.96039999999994, "r": 513.5832000000008, "b": 269.5283999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "(B) a touch voltage of 100 V cannot be sustained and has to be disconnected.", "text": "(B) a touch voltage of 100 V cannot be sustained and has to be disconnected.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10740", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 85.07999999999998, "t": 262.94039999999995, "r": 513.6300000000007, "b": 221.52839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 171 ] } ], "orig": "The required disconnection time depends on environmental conditions and whether a person is likely to be in contact with exposed conductive parts at the time of the fault.", "text": "The required disconnection time depends on environmental conditions and whether a person is likely to be in contact with exposed conductive parts at the time of the fault." }, { "self_ref": "#/texts/10741", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 85.07999999999998, "t": 214.94039999999995, "r": 513.6383999999999, "b": 187.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 156 ] } ], "orig": "The protective device is selected so that the fault current, I A = U o/ Z s , ensures its operation in a time t not greater than the required time.", "text": "The protective device is selected so that the fault current, I A = U o/ Z s , ensures its operation in a time t not greater than the required time." }, { "self_ref": "#/texts/10742", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 85.07999999999993, "t": 180.9203, "r": 513.6744000000009, "b": 139.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "This requires the calculation of the earth fault-loop impedance, Z s, which is possible only if all the elements of the loop, including the source, are known.", "text": "This requires the calculation of the earth fault-loop impedance, Z s, which is possible only if all the elements of the loop, including the source, are known." }, { "self_ref": "#/texts/10743", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 449, "bbox": { "l": 85.07999999999993, "t": 132.9203, "r": 513.6143999999997, "b": 91.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 229 ] } ], "orig": "Z s may be calculated if the live and protective earthing conductors are in close proximity to one another and are not separated by ferromagnetic material. Alternatively, it may be determined by measurement.", "text": "Z s may be calculated if the live and protective earthing conductors are in close proximity to one another and are not separated by ferromagnetic material. Alternatively, it may be determined by measurement." }, { "self_ref": "#/texts/10744", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 449, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/10745", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 449, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10746", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 450, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/10747", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 450, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10748", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 450, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "446", "text": "446" }, { "self_ref": "#/texts/10749", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 450, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/10750", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 450, "bbox": { "l": 85.07999999999998, "t": 752.9603, "r": 513.6420000000006, "b": 697.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 265 ] } ], "orig": "Reactance may generally be ignored for conductors of 35 mm 2 or less where the active and earthing conductors are in close proximity to one another. Thus, for such circuits, the current I A may be calculated using only conductor resistance by-", "text": "Reactance may generally be ignored for conductors of 35 mm 2 or less where the active and earthing conductors are in close proximity to one another. Thus, for such circuits, the current I A may be calculated using only conductor resistance by-" }, { "self_ref": "#/texts/10751", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "formula", "prov": [ { "page_no": 450, "bbox": { "l": 113.46000000000004, "t": 690.9203, "r": 509.96880000000004, "b": 677.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "I A = U O/( R PE + R L) . . . B1", "text": "" }, { "self_ref": "#/texts/10752", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 450, "bbox": { "l": 85.07999999999993, "t": 670.9403, "r": 122.63999999999993, "b": 657.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "where", "text": "where" }, { "self_ref": "#/texts/10753", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 450, "bbox": { "l": 113.45999999999992, "t": 650.9603, "r": 368.35919999999993, "b": 637.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "U O = the nominal a.c. r.m.s. voltage to earth", "text": "U O = the nominal a.c. r.m.s. voltage to earth" }, { "self_ref": "#/texts/10754", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 450, "bbox": { "l": 113.46, "t": 630.9203, "r": 510.00000000000057, "b": 603.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "R PE = the resistance of the protective earthing conductor from the reference point to the exposed conductive part", "text": "R PE = the resistance of the protective earthing conductor from the reference point to the exposed conductive part" }, { "self_ref": "#/texts/10755", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 450, "bbox": { "l": 113.45999999999998, "t": 596.9603, "r": 509.8944000000012, "b": 569.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "R L = the resistance of the phase (active) conductor from the reference point to the exposed conductive part", "text": "R L = the resistance of the phase (active) conductor from the reference point to the exposed conductive part" }, { "self_ref": "#/texts/10756", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 450, "bbox": { "l": 85.08000000000004, "t": 562.9403, "r": 513.6264000000004, "b": 521.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 179 ] } ], "orig": "A study was made of the influence of the variations in the different parameters on the value of the prospective touch voltage and the corresponding disconnection time.", "text": "A study was made of the influence of the variations in the different parameters on the value of the prospective touch voltage and the corresponding disconnection time." }, { "self_ref": "#/texts/10757", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 450, "bbox": { "l": 85.08000000000007, "t": 514.9403, "r": 275.4503999999999, "b": 501.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "These parameters are as follows:", "text": "These parameters are as follows:" }, { "self_ref": "#/texts/10758", "parent": { "$ref": "#/groups/1046" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 450, "bbox": { "l": 85.08000000000007, "t": 494.96029999999996, "r": 513.657600000001, "b": 425.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 348 ] } ], "orig": "(1) The factor c that represents the proportion of the supply voltage available at the reference point during operation of the protective device. Depending on the circuit considered, this may vary between 0.6, e.g. a circuit very far from the source, and 1.0, e.g. a circuit supplied directly from the source.", "text": "The factor c that represents the proportion of the supply voltage available at the reference point during operation of the protective device. Depending on the circuit considered, this may vary between 0.6, e.g. a circuit very far from the source, and 1.0, e.g. a circuit supplied directly from the source.", "enumerated": true, "marker": "(1)" }, { "self_ref": "#/texts/10759", "parent": { "$ref": "#/groups/1046" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 450, "bbox": { "l": 85.08000000000013, "t": 418.94029999999987, "r": 513.6060000000011, "b": 377.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 198 ] } ], "orig": "(2) The value m is the ratio of the cross-sectional area of the phase conductor compared to the cross-sectional area of the protective earthing conductor in the circuit considered.", "text": "The value m is the ratio of the cross-sectional area of the phase conductor compared to the cross-sectional area of the protective earthing conductor in the circuit considered.", "enumerated": true, "marker": "(2)" }, { "self_ref": "#/texts/10760", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 450, "bbox": { "l": 85.08000000000004, "t": 370.94030000000004, "r": 513.6168000000006, "b": 343.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "The supply voltage U O may vary within the limits specified in AS 60038 in Australia, or IEC 60038 in New Zealand.", "text": "The supply voltage U O may vary within the limits specified in AS 60038 in Australia, or IEC 60038 in New Zealand." }, { "self_ref": "#/texts/10761", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 450, "bbox": { "l": 85.07999999999998, "t": 336.9203, "r": 513.6815999999998, "b": 295.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 171 ] } ], "orig": "Using a mean value of 0.8 for the factor c and a ratio m of 1, values that exist in most final subcircuits, the prospective touch voltage U T for a circuit is given by-", "text": "Using a mean value of 0.8 for the factor c and a ratio m of 1, values that exist in most final subcircuits, the prospective touch voltage U T for a circuit is given by-" }, { "self_ref": "#/texts/10762", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "formula", "prov": [ { "page_no": 450, "bbox": { "l": 113.45999999999998, "t": 290.1204, "r": 303.108, "b": 275.43240000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "U T = c U O m/(1 + m) = 0.8  230 ", "text": "" }, { "self_ref": "#/texts/10763", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "formula", "prov": [ { "page_no": 450, "bbox": { "l": 113.45999999999995, "t": 248.96039999999994, "r": 171.42000000000004, "b": 235.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "U T = 92 V", "text": "" }, { "self_ref": "#/texts/10764", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 450, "bbox": { "l": 85.07999999999998, "t": 228.9203, "r": 513.6383999999999, "b": 201.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "This touch voltage approximates to a time of 0.4 s, according to curve L of Figure B4.", "text": "This touch voltage approximates to a time of 0.4 s, according to curve L of Figure B4." }, { "self_ref": "#/texts/10765", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 450, "bbox": { "l": 85.07999999999998, "t": 194.96029999999996, "r": 513.702, "b": 167.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 140 ] } ], "orig": "Therefore, for hand-held equipment, the maximum disconnection time for a 230 V nominal a.c. r.m.s. voltage to earth should not exceed 0.4 s.", "text": "Therefore, for hand-held equipment, the maximum disconnection time for a 230 V nominal a.c. r.m.s. voltage to earth should not exceed 0.4 s." }, { "self_ref": "#/texts/10766", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 450, "bbox": { "l": 85.07999999999998, "t": 160.94029999999998, "r": 513.6179999999999, "b": 119.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "Disconnection times up to but not exceeding 5 s are permitted for circuits not directly supplying portable or hand-held equipment for the following reasons:", "text": "Disconnection times up to but not exceeding 5 s are permitted for circuits not directly supplying portable or hand-held equipment for the following reasons:" }, { "self_ref": "#/texts/10767", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 450, "bbox": { "l": 85.07999999999998, "t": 112.9403000000001, "r": 322.2660000000002, "b": 99.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "(aa) Faults in such circuits are less likely.", "text": "(aa) Faults in such circuits are less likely." }, { "self_ref": "#/texts/10768", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "formula", "prov": [ { "page_no": 450, "bbox": { "l": 303.41999999999996, "t": 288.9204, "r": 510.0144000000003, "b": 275.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "1/2 = 92 V . . . B2", "text": "" }, { "self_ref": "#/texts/10769", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 450, "bbox": { "l": 85.07999999999996, "t": 268.94039999999995, "r": 112.29599999999994, "b": 255.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "thus", "text": "thus" }, { "self_ref": "#/texts/10770", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 450, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10771", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 451, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10772", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 451, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "447", "text": "447" }, { "self_ref": "#/texts/10773", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 451, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10774", "parent": { "$ref": "#/groups/1047" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 451, "bbox": { "l": 85.08, "t": 752.9603, "r": 513.6180000000003, "b": 725.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "(bb) There is less likelihood of persons being in contact with equipment supplied by such circuits during a fault.", "text": "(bb) There is less likelihood of persons being in contact with equipment supplied by such circuits during a fault.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10775", "parent": { "$ref": "#/groups/1047" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 451, "bbox": { "l": 85.07999999999998, "t": 718.9403, "r": 513.5748000000002, "b": 691.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": "(cc) Equipment supplied by these circuits is not usually gripped and can therefore be released easily if a fault occurs.", "text": "(cc) Equipment supplied by these circuits is not usually gripped and can therefore be released easily if a fault occurs.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10776", "parent": { "$ref": "#/groups/1047" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 451, "bbox": { "l": 85.07999999999998, "t": 684.9203, "r": 513.645600000001, "b": 657.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": "(dd) Touch voltages are not expected to exceed the values set out in Figure B4 for the time/touch-voltage relationship.", "text": "(dd) Touch voltages are not expected to exceed the values set out in Figure B4 for the time/touch-voltage relationship.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10777", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 451, "bbox": { "l": 85.08000000000001, "t": 650.9603, "r": 513.5496, "b": 623.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "The time limit of 5 s does not imply intentional delayed operation of protective devices or touch voltages that are unsafe.", "text": "The time limit of 5 s does not imply intentional delayed operation of protective devices or touch voltages that are unsafe." }, { "self_ref": "#/texts/10778", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 451, "bbox": { "l": 85.08000000000001, "t": 616.9403, "r": 513.6828000000005, "b": 547.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 392 ] } ], "orig": "Where the conditions for protection by automatic disconnection of supply cannot be fulfilled by overcurrent protective devices, such protection may be provided by RCDs having a suitable tripping time. This may occur with circuits supplying socket-outlets, the length of which is unknown, or circuits of great length and small cross-sectional area thus having high impedance.", "text": "Where the conditions for protection by automatic disconnection of supply cannot be fulfilled by overcurrent protective devices, such protection may be provided by RCDs having a suitable tripping time. This may occur with circuits supplying socket-outlets, the length of which is unknown, or circuits of great length and small cross-sectional area thus having high impedance." }, { "self_ref": "#/texts/10779", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 451, "bbox": { "l": 96.42, "t": 543.8372, "r": 513.4261259999995, "b": 492.583658, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 332 ] } ], "orig": "NOTE: Maximum disconnection times will vary for other operating voltages or installation conditions. In particular, lower values of disconnecting time and touch voltage may be required for damp situations or special installations, in accordance with the requirements of Sections 6 and 7 of this Standard.", "text": "NOTE: Maximum disconnection times will vary for other operating voltages or installation conditions. In particular, lower values of disconnecting time and touch voltage may be required for damp situations or special installations, in accordance with the requirements of Sections 6 and 7 of this Standard." }, { "self_ref": "#/texts/10780", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 451, "bbox": { "l": 85.08, "t": 485.9603, "r": 243.94800000000012, "b": 472.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "B4.4 The earth fault-loop", "text": "B4.4 The earth fault-loop", "level": 1 }, { "self_ref": "#/texts/10781", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 451, "bbox": { "l": 85.07999999999998, "t": 465.9203, "r": 513.5976000000006, "b": 438.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "The earth fault-loop in an MEN system comprises the following parts, starting and ending at the point of fault (see Figure B5):", "text": "The earth fault-loop in an MEN system comprises the following parts, starting and ending at the point of fault (see Figure B5):" }, { "self_ref": "#/texts/10782", "parent": { "$ref": "#/groups/1048" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 451, "bbox": { "l": 85.08000000000001, "t": 431.96029999999996, "r": 513.7055999999995, "b": 404.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "(a) The protective earthing conductor (PE) including the main earthing terminal/connection or bar and MEN connection.", "text": "(a) The protective earthing conductor (PE) including the main earthing terminal/connection or bar and MEN connection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10783", "parent": { "$ref": "#/groups/1048" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 451, "bbox": { "l": 85.07999999999998, "t": 397.9402999999999, "r": 513.6048000000001, "b": 328.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 296 ] } ], "orig": "(b) The neutral-return path, consisting of the neutral conductor (N) between the main neutral terminal or bar and the neutral point at the transformer (the earth return path R G to R B has a relatively high resistance and may be ignored for an individual installation in an MEN system).", "text": "(b) The neutral-return path, consisting of the neutral conductor (N) between the main neutral terminal or bar and the neutral point at the transformer (the earth return path R G to R B has a relatively high resistance and may be ignored for an individual installation in an MEN system).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10784", "parent": { "$ref": "#/groups/1048" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 451, "bbox": { "l": 85.07999999999996, "t": 321.9203, "r": 513.6012000000009, "b": 294.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "(c) The path through the neutral point of the transformer and the transformer winding.", "text": "(c) The path through the neutral point of the transformer and the transformer winding.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10785", "parent": { "$ref": "#/groups/1048" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 451, "bbox": { "l": 85.07999999999993, "t": 287.96029999999996, "r": 405.93720000000053, "b": 274.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "(d) The active conductor as far as the point of the fault.", "text": "(d) The active conductor as far as the point of the fault.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10786", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 451, "bbox": { "l": 85.07999999999993, "t": 267.9202999999999, "r": 513.5832000000005, "b": 240.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 83 ] } ], "orig": "The earth fault-loop is normally regarded as consisting of the following two parts:", "text": "The earth fault-loop is normally regarded as consisting of the following two parts:" }, { "self_ref": "#/texts/10787", "parent": { "$ref": "#/groups/1049" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 451, "bbox": { "l": 85.07999999999996, "t": 233.96029999999996, "r": 434.0687999999999, "b": 220.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "(i) Conductors upstream or 'external' to the reference point.", "text": "(i) Conductors upstream or 'external' to the reference point.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10788", "parent": { "$ref": "#/groups/1049" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 451, "bbox": { "l": 85.07999999999993, "t": 213.92029999999988, "r": 513.6456000000012, "b": 186.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "(ii) Conductors downstream or 'internal' to the circuit from the reference point.", "text": "(ii) Conductors downstream or 'internal' to the circuit from the reference point.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10789", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 451, "bbox": { "l": 85.07999999999993, "t": 179.96029999999996, "r": 513.6120000000008, "b": 152.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "Figure B5 shows an active-to-earth fault which, for the purposes of calculations, is deemed to be of negligible impedance.", "text": "Figure B5 shows an active-to-earth fault which, for the purposes of calculations, is deemed to be of negligible impedance." }, { "self_ref": "#/texts/10790", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 451, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10791", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 452, "bbox": { "l": 150.804918, "t": 832.9521762, "r": 290.15898119999974, "b": 799.7075010000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 231 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Libray Service. Further repoduction, distribution, storage or use on a network is prohibted. Printed / viewed by: [stephn.lohnig@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Libray Service. Further repoduction, distribution, storage or use on a network is prohibted. Printed / viewed by: [stephn.lohnig@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10792", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 452, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "448", "text": "448" }, { "self_ref": "#/texts/10793", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 452, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/10794", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 85.08, "t": 752.9603, "r": 513.6168000000002, "b": 697.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 252 ] } ], "orig": "At the instant of the fault, current will flow through the earth fault-loop and its magnitude is only limited by the total system impedance Z s that is obtained from all the individual impedances in the earth fault-loop as follows:", "text": "At the instant of the fault, current will flow through the earth fault-loop and its magnitude is only limited by the total system impedance Z s that is obtained from all the individual impedances in the earth fault-loop as follows:" }, { "self_ref": "#/texts/10795", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "formula", "prov": [ { "page_no": 452, "bbox": { "l": 113.46000000000004, "t": 690.9203, "r": 510.03120000000007, "b": 677.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "Z s = Z AB + Z BC + Z CD + Z DE + Z EF + Z FG + Z GH + Z HA . . . B3", "text": "" }, { "self_ref": "#/texts/10796", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 85.07999999999993, "t": 670.9403, "r": 513.6600000000012, "b": 601.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 388 ] } ], "orig": "In Figure B5, impedances Z AB, Z BC, Z FG, Z GH and Z HA are all upstream of the protective device within the electrical installation under consideration and are regarded as being external to the reference point, hence, they may be collectively referred to as Z ext . The remainder that are downstream (or 'internal') may be referred to as Z int, therefore, Z s = Z ext + Z int .", "text": "In Figure B5, impedances Z AB, Z BC, Z FG, Z GH and Z HA are all upstream of the protective device within the electrical installation under consideration and are regarded as being external to the reference point, hence, they may be collectively referred to as Z ext . The remainder that are downstream (or 'internal') may be referred to as Z int, therefore, Z s = Z ext + Z int ." }, { "self_ref": "#/texts/10797", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 85.07999999999998, "t": 594.9203, "r": 508.9860000000004, "b": 581.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "This ratio is used to determine a suitable circuit length (see Paragraph B5).", "text": "This ratio is used to determine a suitable circuit length (see Paragraph B5)." }, { "self_ref": "#/texts/10798", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 258.9421, "t": 384.175784, "r": 332.3391718900001, "b": 376.662668, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "MEN connection", "text": "MEN connection" }, { "self_ref": "#/texts/10799", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 353.56867653999996, "t": 395.3630177, "r": 386.03788051000004, "b": 387.8499017, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "Neutral", "text": "Neutral" }, { "self_ref": "#/texts/10800", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 353.56867653999996, "t": 385.1642177, "r": 367.48150060000006, "b": 377.65110169999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "bar", "text": "bar" }, { "self_ref": "#/texts/10801", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 258.9421, "t": 364.8269606, "r": 300.62959077999994, "b": 357.3138446, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Earth bar", "text": "Earth bar" }, { "self_ref": "#/texts/10802", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 425.22983175999997, "t": 540.8998937, "r": 434.73106534, "b": 533.3867777, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "L1", "text": "L1" }, { "self_ref": "#/texts/10803", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 425.22983175999997, "t": 527.9525171, "r": 435.69121504, "b": 520.4394011, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "L2", "text": "L2" }, { "self_ref": "#/texts/10804", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 425.22983175999997, "t": 515.2354634, "r": 435.5586634, "b": 507.7223474, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "L3", "text": "L3" }, { "self_ref": "#/texts/10805", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 425.44310394999997, "t": 503.44395080000004, "r": 431.57786574999994, "b": 495.9308348, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "N", "text": "N" }, { "self_ref": "#/texts/10806", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 311.0620846, "t": 549.7329044, "r": 404.69962198000013, "b": 542.2197884000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "Distributor's network", "text": "Distributor's network" }, { "self_ref": "#/texts/10807", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 258.94294969, "t": 403.0529129, "r": 337.6514337699996, "b": 395.5397969, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Main switchboard", "text": "Main switchboard" }, { "self_ref": "#/texts/10808", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 257.94371424999997, "t": 313.396112, "r": 278.94380259999997, "b": 305.88299600000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "Main", "text": "Main" }, { "self_ref": "#/texts/10809", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 257.94371424999997, "t": 303.197312, "r": 294.7743769899999, "b": 295.68419599999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "earthing", "text": "earthing" }, { "self_ref": "#/texts/10810", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 257.94371424999997, "t": 292.998512, "r": 302.22700797999977, "b": 285.48539600000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "conductor", "text": "conductor" }, { "self_ref": "#/texts/10811", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 137.29623114999998, "t": 313.396112, "r": 199.55641621, "b": 305.88299600000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Substation LV", "text": "Substation LV" }, { "self_ref": "#/texts/10812", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 137.29623114999998, "t": 303.197312, "r": 222.2635317699999, "b": 295.68419599999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "earthing conductor", "text": "earthing conductor" }, { "self_ref": "#/texts/10813", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 137.29623114999998, "t": 492.34680650000007, "r": 242.40543322000025, "b": 484.83369050000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "Distributor's substation", "text": "Distributor's substation" }, { "self_ref": "#/texts/10814", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 244.34697487, "t": 459.81433430000004, "r": 311.44444509999965, "b": 452.3012183, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "Point of supply", "text": "Point of supply" }, { "self_ref": "#/texts/10815", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 407.70922396000003, "t": 483.240128, "r": 461.12328643000006, "b": 475.727012, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "Service line", "text": "Service line" }, { "self_ref": "#/texts/10816", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 407.70922396000003, "t": 427.4968868, "r": 488.01937369, "b": 419.9837708, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "Consumers mains", "text": "Consumers mains" }, { "self_ref": "#/texts/10817", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 165.07854508000003, "t": 262.87635620000003, "r": 273.35199271000005, "b": 255.36324020000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "Soil resistance between", "text": "Soil resistance between" }, { "self_ref": "#/texts/10818", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 165.07854508000003, "t": 252.67755620000003, "r": 282.67139263, "b": 245.16444020000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "electrodes relatively high.", "text": "electrodes relatively high." }, { "self_ref": "#/texts/10819", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 165.07854508000003, "t": 242.47875620000002, "r": 259.2836753800003, "b": 234.96564020000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "Proportion of current", "text": "Proportion of current" }, { "self_ref": "#/texts/10820", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 165.07854508000003, "t": 232.27995620000002, "r": 237.4194523000002, "b": 224.76684020000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "may be ignored.", "text": "may be ignored." }, { "self_ref": "#/texts/10821", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 343.30102258000005, "t": 277.18272290000004, "r": 420.9499432300004, "b": 269.66960689999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Faulty equipment", "text": "Faulty equipment" }, { "self_ref": "#/texts/10822", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 209.1713, "t": 550.179384, "r": 275.8575202700001, "b": 542.6662680000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Fault current (l", "text": "Fault current (l" }, { "self_ref": "#/texts/10823", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 276.7316, "t": 545.5235988000001, "r": 280.6987826, "b": 540.2644176, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/10824", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 281.055, "t": 550.179384, "r": 283.8844677, "b": 542.6662680000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": ")", "text": ")" }, { "self_ref": "#/texts/10825", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 122.43232173000001, "t": 543.2110539, "r": 131.26654866, "b": 535.6979379, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/10826", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 400.14500133, "t": 377.5638441, "r": 406.27976313, "b": 370.05072809999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "C", "text": "C" }, { "self_ref": "#/texts/10827", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 405.35020227, "t": 295.36066619999997, "r": 411.48496407, "b": 287.8475501999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "D", "text": "D" }, { "self_ref": "#/texts/10828", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 353.33642892, "t": 295.36066619999997, "r": 359.00386122, "b": 287.8475501999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "E", "text": "E" }, { "self_ref": "#/texts/10829", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 353.57434212, "t": 365.8777191, "r": 358.76594802, "b": 358.36460309999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "F", "text": "F" }, { "self_ref": "#/texts/10830", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 121.50785900999998, "t": 502.75071449999996, "r": 130.80431729999998, "b": 495.23759849999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "H", "text": "H" }, { "self_ref": "#/texts/10831", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 409.74734802, "t": 444.25634699999995, "r": 415.41478032, "b": 436.7432309999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "B", "text": "B" }, { "self_ref": "#/texts/10832", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 354.04167162, "t": 444.9490155, "r": 360.65225982, "b": 437.43589949999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "G", "text": "G" }, { "self_ref": "#/texts/10833", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 290.09740098, "t": 248.1716684999999, "r": 296.23216277999995, "b": 238.3468244999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "R", "text": "R" }, { "self_ref": "#/texts/10834", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 297.1941, "t": 241.69029879999994, "r": 301.82148839999996, "b": 236.4311176, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "G", "text": "G" }, { "self_ref": "#/texts/10835", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 113.5704, "t": 248.172869, "r": 119.70516180000001, "b": 238.348025, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "R", "text": "R" }, { "self_ref": "#/texts/10836", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 120.746, "t": 241.69029879999994, "r": 124.7131826, "b": 236.4311176, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "B", "text": "B" }, { "self_ref": "#/texts/10837", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 470.0629, "t": 348.62056900000005, "r": 476.1976618, "b": 338.795725, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "R", "text": "R" }, { "self_ref": "#/texts/10838", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 477.0913, "t": 342.1380988, "r": 484.3809236799999, "b": 336.8789176, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "ph", "text": "ph" }, { "self_ref": "#/texts/10839", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 335.3212, "t": 327.7621690000001, "r": 341.45596179999995, "b": 317.937325, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "R", "text": "R" }, { "self_ref": "#/texts/10840", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 342.3056, "t": 321.27959880000003, "r": 345.6125768, "b": 316.0204176, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "e", "text": "e" }, { "self_ref": "#/texts/10841", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 420.7039, "t": 335.852684, "r": 466.5523227100001, "b": 328.339568, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Reference", "text": "Reference" }, { "self_ref": "#/texts/10842", "parent": { "$ref": "#/pictures/205" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 420.7039, "t": 325.65388400000006, "r": 442.52733796, "b": 318.140768, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "point", "text": "point" }, { "self_ref": "#/texts/10843", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 85.07999999999998, "t": 214.76839999999993, "r": 513.0782880000011, "b": 191.58612800000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 150 ] } ], "orig": "NOTE: Although supply from a distribution system is shown, the same principle applies where the substation forms part of the electrical installation.", "text": "NOTE: Although supply from a distribution system is shown, the same principle applies where the substation forms part of the electrical installation." }, { "self_ref": "#/texts/10844", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 452, "bbox": { "l": 92.16, "t": 172.85720000000003, "r": 506.21221799999995, "b": 147.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "FIGURE B5 MEN SYSTEM (SIMPLIFIED)-SHOWING FAULT CURRENT ( I A) PATH (EARTH FAULT-LOOP)", "text": "FIGURE B5 MEN SYSTEM (SIMPLIFIED)-SHOWING FAULT CURRENT ( I A) PATH (EARTH FAULT-LOOP)" }, { "self_ref": "#/texts/10845", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 452, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10846", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 453, "bbox": { "l": 150.804918, "t": 832.9521762, "r": 290.15898119999974, "b": 799.7075010000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 231 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Libray Service. Further repoduction, distribution, storage or use on a network is prohibted. Printed / viewed by: [stephn.lohnig@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Libray Service. Further repoduction, distribution, storage or use on a network is prohibted. Printed / viewed by: [stephn.lohnig@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10847", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 453, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "449", "text": "449" }, { "self_ref": "#/texts/10848", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 453, "bbox": { "l": 85.08, "t": 752.9603, "r": 374.3424000000002, "b": 739.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "B4.5 Calculation of earth fault-loop impedance", "text": "B4.5 Calculation of earth fault-loop impedance", "level": 1 }, { "self_ref": "#/texts/10849", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 85.07999999999998, "t": 732.9203, "r": 513.6815999999998, "b": 649.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 374 ] } ], "orig": "Table 8.1 contains calculated examples of the maximum values of earth fault-loop impedance, Z s, using approximate mean tripping currents, which may be taken as I A for a limited range of MCBs (taken from the AS/NZS 60898 series and manufacturers' time/current characteristic curves) and fuses (taken from IEC 60269.1) and the appropriate disconnection time.", "text": "Table 8.1 contains calculated examples of the maximum values of earth fault-loop impedance, Z s, using approximate mean tripping currents, which may be taken as I A for a limited range of MCBs (taken from the AS/NZS 60898 series and manufacturers' time/current characteristic curves) and fuses (taken from IEC 60269.1) and the appropriate disconnection time." }, { "self_ref": "#/texts/10850", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 453, "bbox": { "l": 96.42, "t": 645.8372, "r": 145.63345799999996, "b": 633.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/10851", "parent": { "$ref": "#/groups/1050" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 453, "bbox": { "l": 96.42, "t": 629.8766720000001, "r": 513.294365999999, "b": 591.5828240000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 217 ] } ], "orig": "1 The appropriate tolerances permitted by the product Standard should be taken into consideration. Therefore, as part of the simplification process, approximate mean tripping currents have been used.", "text": "1 The appropriate tolerances permitted by the product Standard should be taken into consideration. Therefore, as part of the simplification process, approximate mean tripping currents have been used.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10852", "parent": { "$ref": "#/groups/1050" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 453, "bbox": { "l": 96.42, "t": 587.8759760000002, "r": 512.559803999999, "b": 575.6222960000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "2 See Figure B6 for typical time/current curves for a circuit-breaker and a fuse.", "text": "2 See Figure B6 for typical time/current curves for a circuit-breaker and a fuse.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10853", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 453, "bbox": { "l": 166.08, "t": 352.8572, "r": 432.41088000000036, "b": 327.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "FIGURE B6 TYPICAL TIME/CURRENT CURVES FOR CIRCUIT-BREAKERS AND FUSES", "text": "FIGURE B6 TYPICAL TIME/CURRENT CURVES FOR CIRCUIT-BREAKERS AND FUSES" }, { "self_ref": "#/texts/10854", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 170.1982, "t": 398.50581120000004, "r": 222.2042949099999, "b": 390.99340240000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "CURRENT,", "text": "CURRENT," }, { "self_ref": "#/texts/10855", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 222.96917791, "t": 400.33292420000004, "r": 224.85588931, "b": 390.509005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "l", "text": "l" }, { "self_ref": "#/texts/10856", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 102.1285308, "t": 494.7852418399999, "r": 109.6413816, "b": 465.7112, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "TIME,", "text": "TIME," }, { "self_ref": "#/texts/10857", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 100.3013103, "t": 497.91342926, "r": 110.1258075, "b": 495.55092966, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "t", "text": "t" }, { "self_ref": "#/texts/10858", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 321.21396848999996, "t": 494.7852418399999, "r": 328.72681929, "b": 465.7112, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "TIME,", "text": "TIME," }, { "self_ref": "#/texts/10859", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 319.38674799, "t": 497.91342926, "r": 329.21124519, "b": 495.55092966, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "t", "text": "t" }, { "self_ref": "#/texts/10860", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 156.196, "t": 376.35661120000003, "r": 238.8560559399998, "b": 368.84420240000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "(a) Circuit-breaker", "text": "(a) Circuit-breaker" }, { "self_ref": "#/texts/10861", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 388.26745128999994, "t": 398.50546986000006, "r": 440.27354619999994, "b": 390.99306106000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "CURRENT,", "text": "CURRENT," }, { "self_ref": "#/texts/10862", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 441.03842919999994, "t": 400.33258286000006, "r": 442.92514059999996, "b": 390.50866366, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "l", "text": "l" }, { "self_ref": "#/texts/10863", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 397.21743225999995, "t": 376.3566112000001, "r": 433.97600949999986, "b": 368.8442024000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "(b) Fuse", "text": "(b) Fuse" }, { "self_ref": "#/texts/10864", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 210.26387952999994, "t": 543.5077070000001, "r": 250.52307129999997, "b": 535.9952982000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Range of", "text": "Range of" }, { "self_ref": "#/texts/10865", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 210.26387952999994, "t": 533.00988054, "r": 248.49953082999994, "b": 525.49747174, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "overload", "text": "overload" }, { "self_ref": "#/texts/10866", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 210.26387952999994, "t": 522.51205408, "r": 255.26959524999987, "b": 514.99964528, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "protection", "text": "protection" }, { "self_ref": "#/texts/10867", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 164.44228860999993, "t": 537.89719536, "r": 200.74533552999992, "b": 530.38478656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "Thermal", "text": "Thermal" }, { "self_ref": "#/texts/10868", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 164.44228860999993, "t": 527.3993688999999, "r": 197.3832498099999, "b": 519.8869600999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "release", "text": "release" }, { "self_ref": "#/texts/10869", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 248.50887939999993, "t": 474.6841844799999, "r": 288.7680711699999, "b": 467.1717756799999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Range of", "text": "Range of" }, { "self_ref": "#/texts/10870", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 248.50887939999993, "t": 464.1863580199999, "r": 303.0331391199997, "b": 456.6739492199999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "short-circuit", "text": "short-circuit" }, { "self_ref": "#/texts/10871", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 248.50887939999993, "t": 453.6885315599999, "r": 293.51459512000025, "b": 446.1761227599999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "protection", "text": "protection" }, { "self_ref": "#/texts/10872", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 396.7355559699999, "t": 543.5077069999999, "r": 436.99474773999987, "b": 535.9952981999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Range of", "text": "Range of" }, { "self_ref": "#/texts/10873", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 396.7355559699999, "t": 533.0098805399998, "r": 434.97120727, "b": 525.4974717399998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "overload", "text": "overload" }, { "self_ref": "#/texts/10874", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 396.7355559699999, "t": 522.5120540799998, "r": 441.74127169000025, "b": 514.9996452799998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "protection", "text": "protection" }, { "self_ref": "#/texts/10875", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 421.48292049999986, "t": 469.44504417999974, "r": 461.74211226999984, "b": 461.93263537999974, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Range of", "text": "Range of" }, { "self_ref": "#/texts/10876", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 421.48292049999986, "t": 458.94721771999974, "r": 476.0071802199996, "b": 451.43480891999974, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "short-circuit", "text": "short-circuit" }, { "self_ref": "#/texts/10877", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 421.48292049999986, "t": 448.44939125999974, "r": 466.4886362200002, "b": 440.93698245999974, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "protection", "text": "protection" }, { "self_ref": "#/texts/10878", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 199.65240270999988, "t": 468.36747241999973, "r": 240.1274614599998, "b": 460.8550636199997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Magnetic", "text": "Magnetic" }, { "self_ref": "#/texts/10879", "parent": { "$ref": "#/pictures/206" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 199.65240270999988, "t": 457.86964595999973, "r": 232.59336390999985, "b": 450.3572371599997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "release", "text": "release" }, { "self_ref": "#/texts/10880", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 85.08, "t": 314.96029999999996, "r": 505.1616000000008, "b": 301.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "The values of Z s in Table 8.1 were calculated using the following equation:", "text": "The values of Z s in Table 8.1 were calculated using the following equation:" }, { "self_ref": "#/texts/10881", "parent": { "$ref": "#/groups/1051" }, "children": [], "content_layer": "body", "label": "formula", "prov": [ { "page_no": 453, "bbox": { "l": 111.96000000000001, "t": 294.9204, "r": 514.9776, "b": 281.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "Z s = U o/ l a . . . B4", "text": "Z s = U o/ l a . . . B4" }, { "self_ref": "#/texts/10882", "parent": { "$ref": "#/groups/1051" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 453, "bbox": { "l": 83.58, "t": 274.94039999999995, "r": 121.14, "b": 261.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "where", "text": "where", "level": 1 }, { "self_ref": "#/texts/10883", "parent": { "$ref": "#/groups/1051" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 111.96000000000001, "t": 254.96039999999994, "r": 300.6672000000005, "b": 241.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "Z s = earth fault-loop impedance", "text": "Z s = earth fault-loop impedance" }, { "self_ref": "#/texts/10884", "parent": { "$ref": "#/groups/1051" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 111.96, "t": 234.9203, "r": 322.2024000000003, "b": 221.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "U o = nominal phase voltage (230 V)", "text": "U o = nominal phase voltage (230 V)" }, { "self_ref": "#/texts/10885", "parent": { "$ref": "#/groups/1051" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 111.96, "t": 214.94029999999998, "r": 511.3320000000011, "b": 187.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 80 ] } ], "orig": "l a = current causing automatic operation of the protective device, as follows:", "text": "l a = current causing automatic operation of the protective device, as follows:" }, { "self_ref": "#/texts/10886", "parent": { "$ref": "#/groups/1051" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 147.42, "t": 180.9203, "r": 490.65840000000014, "b": 167.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "l a for circuit-breakers is the mean tripping current as follows:", "text": "l a for circuit-breakers is the mean tripping current as follows:" }, { "self_ref": "#/texts/10887", "parent": { "$ref": "#/groups/1051" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 161.58480000000003, "t": 162.14030000000002, "r": 317.57520000000034, "b": 147.45230000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "Type B = 4  rated current", "text": "Type B = 4  rated current" }, { "self_ref": "#/texts/10888", "parent": { "$ref": "#/groups/1051" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 161.58480000000003, "t": 142.1603, "r": 328.19520000000045, "b": 127.47230000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "Type C = 7.5  rated current", "text": "Type C = 7.5  rated current" }, { "self_ref": "#/texts/10889", "parent": { "$ref": "#/groups/1051" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 161.58480000000003, "t": 122.12030000000004, "r": 335.1552000000004, "b": 107.43230000000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "Type D = 12.5  rated current", "text": "Type D = 12.5  rated current" }, { "self_ref": "#/texts/10890", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 453, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10891", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 453, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10892", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 454, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/10893", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 454, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10894", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 454, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/10895", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 454, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "450", "text": "450" }, { "self_ref": "#/texts/10896", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 454, "bbox": { "l": 147.42, "t": 746.9603, "r": 514.9008000000011, "b": 719.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "l a for fuses consists of approximate mean values from IEC 60269.1", "text": "l a for fuses consists of approximate mean values from IEC 60269.1" }, { "self_ref": "#/texts/10897", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 454, "bbox": { "l": 85.07999999999998, "t": 712.9403, "r": 373.2672000000005, "b": 699.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "B4.6 Earth fault-loop impedance measurement", "text": "B4.6 Earth fault-loop impedance measurement", "level": 1 }, { "self_ref": "#/texts/10898", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 454, "bbox": { "l": 85.07999999999998, "t": 692.9603, "r": 513.7187999999998, "b": 651.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 209 ] } ], "orig": "Clause 8.3.9 requires an earth fault-loop impedance measurement test. The measured impedance should not exceed the value given for Z s in Table 8.1 for the appropriate protective device and disconnection time.", "text": "Clause 8.3.9 requires an earth fault-loop impedance measurement test. The measured impedance should not exceed the value given for Z s in Table 8.1 for the appropriate protective device and disconnection time." }, { "self_ref": "#/texts/10899", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 454, "bbox": { "l": 85.07999999999998, "t": 644.9603, "r": 513.5832, "b": 617.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 152 ] } ], "orig": "The earth fault-loop impedance should be measured using an instrument that has a facility for measuring and indicating low values of impedance.", "text": "The earth fault-loop impedance should be measured using an instrument that has a facility for measuring and indicating low values of impedance." }, { "self_ref": "#/texts/10900", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 454, "bbox": { "l": 85.08000000000004, "t": 610.9403, "r": 334.04880000000037, "b": 597.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "The MEN connection needs to be left intact.", "text": "The MEN connection needs to be left intact." }, { "self_ref": "#/texts/10901", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 454, "bbox": { "l": 85.08000000000004, "t": 590.9603, "r": 310.6524000000003, "b": 577.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "Measurements can be made as follows:", "text": "Measurements can be made as follows:" }, { "self_ref": "#/texts/10902", "parent": { "$ref": "#/groups/1053" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 454, "bbox": { "l": 85.08000000000004, "t": 570.9203, "r": 513.6108000000011, "b": 529.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 166 ] } ], "orig": "(a) For a submain, where the instrument is connected between the relevant active conductor and the main earthing terminal/connection or bar at a switchboard.", "text": "(a) For a submain, where the instrument is connected between the relevant active conductor and the main earthing terminal/connection or bar at a switchboard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10903", "parent": { "$ref": "#/groups/1053" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 454, "bbox": { "l": 85.08000000000004, "t": 522.9203, "r": 513.5676000000013, "b": 481.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 214 ] } ], "orig": "(b) For a final subcircuit, where the instrument is connected between the furthest point on the active conductor and the corresponding point on the associated protective earthing conductor, e.g. at a socket-outlet.", "text": "(b) For a final subcircuit, where the instrument is connected between the furthest point on the active conductor and the corresponding point on the associated protective earthing conductor, e.g. at a socket-outlet.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10904", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 454, "bbox": { "l": 85.08000000000007, "t": 474.92029999999994, "r": 513.6456000000013, "b": 447.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "The suitability of the particular overcurrent protective device depends on the value of the earth fault-loop impedance ( Z s ).", "text": "The suitability of the particular overcurrent protective device depends on the value of the earth fault-loop impedance ( Z s )." }, { "self_ref": "#/texts/10905", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 454, "bbox": { "l": 96.42, "t": 443.87719999999996, "r": 513.3382859999995, "b": 392.623658, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 272 ] } ], "orig": "NOTE: Where the circuit protective device is an RCD, the measurement of earth fault-loop impedance is not necessary; however, it is recommended that such measurement be carried out so as to identify any abnormal circuit conditions that may be present.", "text": "NOTE: Where the circuit protective device is an RCD, the measurement of earth fault-loop impedance is not necessary; however, it is recommended that such measurement be carried out so as to identify any abnormal circuit conditions that may be present." }, { "self_ref": "#/texts/10906", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 454, "bbox": { "l": 85.08, "t": 377.9603, "r": 293.53679999999997, "b": 364.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "B5 MAXIMUM CIRCUIT LENGTHS", "text": "B5 MAXIMUM CIRCUIT LENGTHS", "level": 1 }, { "self_ref": "#/texts/10907", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 454, "bbox": { "l": 85.08, "t": 357.9203, "r": 172.62479999999994, "b": 344.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "B5.1 General", "text": "B5.1 General", "level": 1 }, { "self_ref": "#/texts/10908", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 454, "bbox": { "l": 85.08, "t": 337.9403, "r": 513.6636000000008, "b": 268.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 344 ] } ], "orig": "The information in Paragraph B5.2 may be used as a guide to provide a reasonably accurate assessment of maximum circuit lengths, in metres, that will ensure the correct operation of the protective device within the appropriate disconnection time to provide fault protection, in accordance with Clause 5.7.", "text": "The information in Paragraph B5.2 may be used as a guide to provide a reasonably accurate assessment of maximum circuit lengths, in metres, that will ensure the correct operation of the protective device within the appropriate disconnection time to provide fault protection, in accordance with Clause 5.7." }, { "self_ref": "#/texts/10909", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 454, "bbox": { "l": 85.08000000000004, "t": 261.9202999999999, "r": 370.01879999999994, "b": 248.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "B5.2 Calculation of maximum length of circuit", "text": "B5.2 Calculation of maximum length of circuit", "level": 1 }, { "self_ref": "#/texts/10910", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 454, "bbox": { "l": 85.08000000000004, "t": 241.94029999999998, "r": 249.936, "b": 228.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "B5.2.1 Determination of Zint", "text": "B5.2.1 Determination of Zint", "level": 1 }, { "self_ref": "#/texts/10911", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 454, "bbox": { "l": 85.07999999999998, "t": 221.96029999999996, "r": 334.7784, "b": 208.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "As stated in Paragraph B4.4, Z s = Zext + Z int .", "text": "As stated in Paragraph B4.4, Z s = Zext + Z int ." }, { "self_ref": "#/texts/10912", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 454, "bbox": { "l": 85.07999999999998, "t": 201.9203, "r": 513.6407999999999, "b": 146.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 267 ] } ], "orig": "When an electrical installation is being designed, Z ext may or may not be available (it will depend on the electricity distributor's transformer and supply cables). If it is not available, Z int may be determined by either of the following methods:", "text": "When an electrical installation is being designed, Z ext may or may not be available (it will depend on the electricity distributor's transformer and supply cables). If it is not available, Z int may be determined by either of the following methods:" }, { "self_ref": "#/texts/10913", "parent": { "$ref": "#/groups/1054" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 454, "bbox": { "l": 85.07999999999998, "t": 139.94029999999998, "r": 503.91360000000043, "b": 126.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "(a) When the length and cross-sectional area of conductors are known-", "text": "(a) When the length and cross-sectional area of conductors are known-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10914", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "formula", "prov": [ { "page_no": 454, "bbox": { "l": 141.78, "t": 119.96029999999996, "r": 509.9712000000001, "b": 106.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "Z int = Z CD + Z EF . . . B5", "text": "" }, { "self_ref": "#/texts/10915", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 454, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10916", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 455, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/10917", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 455, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10918", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 455, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "451", "text": "451" }, { "self_ref": "#/texts/10919", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 455, "bbox": { "l": 113.46, "t": 746.9603, "r": 151.01999999999998, "b": 733.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "where", "text": "where" }, { "self_ref": "#/texts/10920", "parent": { "$ref": "#/groups/1055" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 455, "bbox": { "l": 141.78, "t": 726.9203, "r": 506.6711999999998, "b": 713.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "Z CD = impedance of the active conductors (C to D in Figure B5)", "text": "Z CD = impedance of the active conductors (C to D in Figure B5)" }, { "self_ref": "#/texts/10921", "parent": { "$ref": "#/groups/1055" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 455, "bbox": { "l": 141.78000000000003, "t": 706.9403, "r": 510.02880000000096, "b": 679.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "Z EF = impedance of the protective earthing conductors (E to F in Figure B5)", "text": "Z EF = impedance of the protective earthing conductors (E to F in Figure B5)" }, { "self_ref": "#/texts/10922", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 455, "bbox": { "l": 113.46, "t": 675.8372, "r": 162.619656, "b": 663.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/10923", "parent": { "$ref": "#/groups/1056" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 455, "bbox": { "l": 113.46, "t": 659.8772, "r": 379.97380799999996, "b": 647.43908, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "1 Consumer mains ( Z BC and Z FG) form part of Z ext .", "text": "1 Consumer mains ( Z BC and Z FG) form part of Z ext .", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10924", "parent": { "$ref": "#/groups/1056" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 455, "bbox": { "l": 113.459562, "t": 643.85738, "r": 478.59287400000073, "b": 631.6037, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "2 Impedances for conductors are given in the AS/NZS 3008.1 series.", "text": "2 Impedances for conductors are given in the AS/NZS 3008.1 series.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10925", "parent": { "$ref": "#/groups/1056" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 455, "bbox": { "l": 85.08, "t": 624.9203, "r": 513.6383999999999, "b": 555.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 336 ] } ], "orig": "(b) When the length and cross-sectional area of the supply conductors are not known, it may be assumed that there will always be 80% or more of the nominal phase voltage available at the position of the circuit protective device. Therefore, Z int should be not greater than 0.8 Z s . This may be expressed as follows:", "text": "(b) When the length and cross-sectional area of the supply conductors are not known, it may be assumed that there will always be 80% or more of the nominal phase voltage available at the position of the circuit protective device. Therefore, Z int should be not greater than 0.8 Z s . This may be expressed as follows:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10926", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "formula", "prov": [ { "page_no": 455, "bbox": { "l": 141.77999999999997, "t": 548.9603, "r": 509.97120000000007, "b": 535.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "Z int = 0.8 U o/ l a . . . B6", "text": "" }, { "self_ref": "#/texts/10927", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 455, "bbox": { "l": 85.07999999999998, "t": 528.9203, "r": 244.6427999999999, "b": 515.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "B5.2.2 Calculation method", "text": "B5.2.2 Calculation method", "level": 1 }, { "self_ref": "#/texts/10928", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 455, "bbox": { "l": 85.07999999999998, "t": 508.9403, "r": 513.6024000000008, "b": 467.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 177 ] } ], "orig": "This method is only reliable where the conductors that make up the earthfault-current loop are in close proximity to each other and are not separated by ferromagnetic materials.", "text": "This method is only reliable where the conductors that make up the earthfault-current loop are in close proximity to each other and are not separated by ferromagnetic materials." }, { "self_ref": "#/texts/10929", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 455, "bbox": { "l": 85.08000000000004, "t": 460.9402999999999, "r": 513.6744000000001, "b": 419.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 220 ] } ], "orig": "Equation B6 may be expressed in terms of circuit length by considering conductor sizes (active and earth) and protective device tripping current (see Note 1). This gives rise to the following equation:", "text": "Equation B6 may be expressed in terms of circuit length by considering conductor sizes (active and earth) and protective device tripping current (see Note 1). This gives rise to the following equation:" }, { "self_ref": "#/texts/10930", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "formula", "prov": [ { "page_no": 455, "bbox": { "l": 115.01999999999998, "t": 412.0403, "r": 509.96880000000004, "b": 376.98092660000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "  o ph pe max a ph pe 0.8 U S S L l S S    . . . B7", "text": "" }, { "self_ref": "#/texts/10931", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 455, "bbox": { "l": 85.07999999999993, "t": 367.94030000000004, "r": 122.63999999999993, "b": 354.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "where", "text": "where" }, { "self_ref": "#/texts/10932", "parent": { "$ref": "#/groups/1057" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 455, "bbox": { "l": 113.45999999999992, "t": 347.9603, "r": 136.10868000000002, "b": 334.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "L max", "text": "L max" }, { "self_ref": "#/texts/10933", "parent": { "$ref": "#/groups/1057" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 455, "bbox": { "l": 148.85999999999999, "t": 347.9603, "r": 437.04719999999986, "b": 334.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "= maximum route length, in metres (see Table B1)", "text": "= maximum route length, in metres (see Table B1)" }, { "self_ref": "#/texts/10934", "parent": { "$ref": "#/groups/1057" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 455, "bbox": { "l": 113.45999999999998, "t": 327.9203, "r": 126.83688000000001, "b": 314.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "U o", "text": "U o" }, { "self_ref": "#/texts/10935", "parent": { "$ref": "#/groups/1057" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 455, "bbox": { "l": 148.86, "t": 327.9204, "r": 323.25360000000023, "b": 314.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "= nominal phase volts (230 V)", "text": "= nominal phase volts (230 V)" }, { "self_ref": "#/texts/10936", "parent": { "$ref": "#/groups/1057" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 455, "bbox": { "l": 112.56120209999999, "t": 309.1404, "r": 124.1726205, "b": 294.4524, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "", "text": "" }, { "self_ref": "#/texts/10937", "parent": { "$ref": "#/groups/1057" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 455, "bbox": { "l": 148.86, "t": 309.1404, "r": 468.0384, "b": 294.4524, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "= resistivity at normal working temperature, in  -mm 2 /m", "text": "= resistivity at normal working temperature, in  -mm 2 /m" }, { "self_ref": "#/texts/10938", "parent": { "$ref": "#/groups/1057" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 455, "bbox": { "l": 148.85999999999999, "t": 289.1604, "r": 289.27200000000016, "b": 274.4724, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "= 22.5  10  3 for copper", "text": "= 22.5  10  3 for copper" }, { "self_ref": "#/texts/10939", "parent": { "$ref": "#/groups/1057" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 455, "bbox": { "l": 148.86, "t": 269.12030000000004, "r": 297.5112, "b": 254.43229999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "= 36  10  3 for aluminium", "text": "= 36  10  3 for aluminium" }, { "self_ref": "#/texts/10940", "parent": { "$ref": "#/groups/1057" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 455, "bbox": { "l": 113.46, "t": 247.94039999999995, "r": 121.55688, "b": 234.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "I a", "text": "I a" }, { "self_ref": "#/texts/10941", "parent": { "$ref": "#/groups/1057" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 455, "bbox": { "l": 148.86, "t": 247.94029999999998, "r": 510.00960000000003, "b": 206.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 80 ] } ], "orig": "= trip current setting for the instantaneous operation of a circuit- breaker or", "text": "= trip current setting for the instantaneous operation of a circuit- breaker or" }, { "self_ref": "#/texts/10942", "parent": { "$ref": "#/groups/1058" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 455, "bbox": { "l": 148.86000000000004, "t": 199.94029999999998, "r": 509.9532000000006, "b": 172.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "= the current that assures operation of the protective fuse concerned, in the specified time", "text": "= the current that assures operation of the protective fuse concerned, in the specified time", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10943", "parent": { "$ref": "#/groups/1057" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 455, "bbox": { "l": 113.46000000000004, "t": 165.9203, "r": 509.8848000000007, "b": 138.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "S ph = cross-sectional area of the active conductor of the circuit concerned, in mm 2", "text": "S ph = cross-sectional area of the active conductor of the circuit concerned, in mm 2" }, { "self_ref": "#/texts/10944", "parent": { "$ref": "#/groups/1057" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 455, "bbox": { "l": 113.45999999999998, "t": 131.96039999999994, "r": 509.9904000000003, "b": 104.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "S pe = cross-sectional area of the protective earthing conductor concerned, in mm 2", "text": "S pe = cross-sectional area of the protective earthing conductor concerned, in mm 2" }, { "self_ref": "#/texts/10945", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 455, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10946", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 455, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10947", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 456, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10948", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 456, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "452", "text": "452" }, { "self_ref": "#/texts/10949", "parent": { "$ref": "#/groups/1059" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 456, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/10950", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 456, "bbox": { "l": 96.42, "t": 752.8772, "r": 145.63345799999996, "b": 740.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/10951", "parent": { "$ref": "#/groups/1060" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 456, "bbox": { "l": 96.42, "t": 736.85738, "r": 516.6125220000006, "b": 711.39908, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "1 Mean tripping currents, as outlined in Note 1 to Paragraph B4.5, are used for I A.", "text": "1 Mean tripping currents, as outlined in Note 1 to Paragraph B4.5, are used for I A.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10952", "parent": { "$ref": "#/groups/1060" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 456, "bbox": { "l": 96.419478, "t": 707.87777, "r": 513.354416, "b": 669.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 185 ] } ], "orig": "2 This calculation method is considered valid for cable sizes up to 120 mm 2 . For larger sizes, Z s should be calculated by other methods taking account of cable inductance.", "text": "2 This calculation method is considered valid for cable sizes up to 120 mm 2 . For larger sizes, Z s should be calculated by other methods taking account of cable inductance.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10953", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 456, "bbox": { "l": 85.08, "t": 662.9603, "r": 227.68560000000002, "b": 649.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "B5.2.3 Guidance tables", "text": "B5.2.3 Guidance tables", "level": 1 }, { "self_ref": "#/texts/10954", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 456, "bbox": { "l": 85.07999999999996, "t": 642.9203, "r": 513.6768000000009, "b": 573.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 333 ] } ], "orig": "Table B1 provides typical maximum circuit route lengths above which the impedance of the conductors could limit the magnitude of the short-circuit current to a level below that required to operate the protective device protecting the circuit in sufficient time to ensure safety against indirect contact.", "text": "Table B1 provides typical maximum circuit route lengths above which the impedance of the conductors could limit the magnitude of the short-circuit current to a level below that required to operate the protective device protecting the circuit in sufficient time to ensure safety against indirect contact." }, { "self_ref": "#/texts/10955", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 456, "bbox": { "l": 85.07999999999998, "t": 566.9603, "r": 513.6672000000003, "b": 539.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "The lengths were calculated using Equation B7 and the active and protective earthing conductor sizes outlined in the table.", "text": "The lengths were calculated using Equation B7 and the active and protective earthing conductor sizes outlined in the table." }, { "self_ref": "#/texts/10956", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 456, "bbox": { "l": 85.07999999999993, "t": 532.9403, "r": 513.6756000000005, "b": 477.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 230 ] } ], "orig": "Table B2 provides a comparison of maximum circuit route length limits due to voltage drop and earth fault loop impedance. Where voltage drop values are in italics, the circuit route length is limited by earth fault loop impedance.", "text": "Table B2 provides a comparison of maximum circuit route length limits due to voltage drop and earth fault loop impedance. Where voltage drop values are in italics, the circuit route length is limited by earth fault loop impedance." }, { "self_ref": "#/texts/10957", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 456, "bbox": { "l": 85.07999999999993, "t": 470.9602999999999, "r": 513.6432000000002, "b": 443.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] } ], "orig": "Table C8 provides an alternative voltage drop assessment method that can be applied where route length and circuit current are known.", "text": "Table C8 provides an alternative voltage drop assessment method that can be applied where route length and circuit current are known." }, { "self_ref": "#/texts/10958", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 456, "bbox": { "l": 85.07999999999993, "t": 436.94029999999987, "r": 215.97359999999992, "b": 423.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "B5.2.4 ' Text deleted '", "text": "B5.2.4 ' Text deleted '", "level": 1 }, { "self_ref": "#/texts/10959", "parent": { "$ref": "#/tables/60" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 456, "bbox": { "l": 135.05999999999995, "t": 389.90029999999985, "r": 463.72800000000007, "b": 328.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "TABLE B1 MAXIMUM ROUTE LENGTHS FOR DIFFERENT SIZES OF CONDUCTORS AND PROTECTIVE DEVICES USING APPROPRIATE MEAN TRIPPING CURRENTS ( I a) *", "text": "TABLE B1 MAXIMUM ROUTE LENGTHS FOR DIFFERENT SIZES OF CONDUCTORS AND PROTECTIVE DEVICES USING APPROPRIATE MEAN TRIPPING CURRENTS ( I a) *" }, { "self_ref": "#/texts/10960", "parent": { "$ref": "#/groups/1061" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 456, "bbox": { "l": 454.44, "t": 109.52840000000003, "r": 510.56602799999996, "b": 98.34608000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "( continued )", "text": "( continued )" }, { "self_ref": "#/texts/10961", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 456, "bbox": { "l": 49.74, "t": 665.5253, "r": 63.821400000000004, "b": 655.4813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/10962", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 456, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10963", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 457, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10964", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 457, "bbox": { "l": 52.2, "t": 764.2253, "r": 66.2814, "b": 754.1813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/10965", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 457, "bbox": { "l": 224.10000000000005, "t": 783.9884, "r": 366.336, "b": 749.2883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "453 TABLE B1 ( continued )", "text": "453 TABLE B1 ( continued )" }, { "self_ref": "#/texts/10966", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 457, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/10967", "parent": { "$ref": "#/tables/61" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 457, "bbox": { "l": 87.48, "t": 496.1084, "r": 255.02767200000002, "b": 484.92608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "* See Clause B4.5 for values of I a .", "text": "* See Clause B4.5 for values of I a ." }, { "self_ref": "#/texts/10968", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 457, "bbox": { "l": 87.48, "t": 480.08840000000004, "r": 198.95550600000007, "b": 468.90608000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "NOTES TO TABLE B1:", "text": "NOTES TO TABLE B1:", "level": 1 }, { "self_ref": "#/texts/10969", "parent": { "$ref": "#/groups/1062" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 457, "bbox": { "l": 87.48, "t": 466.10849600000006, "r": 510.5594699999988, "b": 443.88614000000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "1 The types of circuit-breakers (Type B, C or D) are based on the types described in AS/NZS 60898 series.", "text": "1 The types of circuit-breakers (Type B, C or D) are based on the types described in AS/NZS 60898 series.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10970", "parent": { "$ref": "#/groups/1062" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 457, "bbox": { "l": 87.48000000000002, "t": 441.0885560000001, "r": 420.3854819999991, "b": 429.9062360000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "2 Fuses based on IEC 60269-1 are also known as BS 88 type fuses.", "text": "2 Fuses based on IEC 60269-1 are also known as BS 88 type fuses.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10971", "parent": { "$ref": "#/groups/1062" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 457, "bbox": { "l": 87.48000000000002, "t": 427.1086520000001, "r": 510.59253599999886, "b": 404.88629600000013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 164 ] } ], "orig": "3 The maximum route lengths are the length of the phase conductor from the point of connection to the point of use and are related to a disconnection time of 0.4 s.", "text": "3 The maximum route lengths are the length of the phase conductor from the point of connection to the point of use and are related to a disconnection time of 0.4 s.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10972", "parent": { "$ref": "#/groups/1062" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 457, "bbox": { "l": 87.4810020000001, "t": 402.08871200000016, "r": 510.58276799999965, "b": 368.886044, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 242 ] } ], "orig": "4 When the nominal phase voltage of the electrical installation is not 230 V, the maximum length may be determined by multiplying by a factor of U o/230. For a nominal phase voltage of 240 V, the factor would be ~1.04.", "text": "4 When the nominal phase voltage of the electrical installation is not 230 V, the maximum length may be determined by multiplying by a factor of U o/230. For a nominal phase voltage of 240 V, the factor would be ~1.04.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10973", "parent": { "$ref": "#/groups/1062" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 457, "bbox": { "l": 87.48025200000001, "t": 366.08846000000005, "r": 510.6458940000001, "b": 343.92622400000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "5 Lengths of circuits may also be limited by voltage drop, particularly for single-phase arrangements.", "text": "5 Lengths of circuits may also be limited by voltage drop, particularly for single-phase arrangements.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10974", "parent": { "$ref": "#/groups/1062" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 457, "bbox": { "l": 87.48025200000001, "t": 341.06852000000003, "r": 510.6208439999985, "b": 307.926368, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 207 ] } ], "orig": "6 The maximum length obtained only satisfies the fault protection requirements of Clause 1.5.5.3. The overload, short-circuit and voltage drop requirements will need to be considered independently.", "text": "6 The maximum length obtained only satisfies the fault protection requirements of Clause 1.5.5.3. The overload, short-circuit and voltage drop requirements will need to be considered independently.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/10975", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 457, "bbox": { "l": 85.08, "t": 301.46029999999996, "r": 221.39280000000002, "b": 288.0683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "B5.2.5 Guidance table", "text": "B5.2.5 Guidance table", "level": 1 }, { "self_ref": "#/texts/10976", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 457, "bbox": { "l": 85.08, "t": 281.48029999999994, "r": 513.5892000000015, "b": 254.10829999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 145 ] } ], "orig": "Table B2 contains comparison of circuit route lengths based on the loop impedance of circuit conductors at various voltage drop levels.", "text": "Table B2 contains comparison of circuit route lengths based on the loop impedance of circuit conductors at various voltage drop levels." }, { "self_ref": "#/texts/10977", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 457, "bbox": { "l": 85.08000000000001, "t": 247.46029999999996, "r": 513.6600000000012, "b": 178.0883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 305 ] } ], "orig": "Circuit length limiting factors include voltage drop and fault-loop impedance. Table B1 provides maximum route lengths based on fault-loop impedance and Clause C4 provides information on voltage drop. Table C7 provides a simple method for estimating the voltage drop for various conductor sizes.", "text": "Circuit length limiting factors include voltage drop and fault-loop impedance. Table B1 provides maximum route lengths based on fault-loop impedance and Clause C4 provides information on voltage drop. Table C7 provides a simple method for estimating the voltage drop for various conductor sizes." }, { "self_ref": "#/texts/10978", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 457, "bbox": { "l": 85.07999999999998, "t": 171.50030000000004, "r": 513.6096000000005, "b": 116.1083000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 299 ] } ], "orig": "Table B2 gives calculations of circuit lengths based on voltage drop and fault loop impedance. The figures in bold indicate where the voltage drop is the limiting factor. If the figures are in italics , then the length should be based on the values of the earth loop impedance.", "text": "Table B2 gives calculations of circuit lengths based on voltage drop and fault loop impedance. The figures in bold indicate where the voltage drop is the limiting factor. If the figures are in italics , then the length should be based on the values of the earth loop impedance." }, { "self_ref": "#/texts/10979", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 457, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10980", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 458, "bbox": { "l": 20.89150000000002, "t": 325.159970703125, "r": 30.935500000000022, "b": 266.41517070312517, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10981", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 458, "bbox": { "l": 33.770500000000006, "t": 534.724970703125, "r": 47.85110000000001, "b": 524.680970703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/10982", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 458, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10983", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 458, "bbox": { "l": 786.756496, "t": 540.860084703125, "r": 797.938816, "b": 445.989722703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10984", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 458, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "454", "text": "454" }, { "self_ref": "#/texts/10985", "parent": { "$ref": "#/tables/62" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 458, "bbox": { "l": 87.89049999999997, "t": 525.1399707031251, "r": 743.2969000000012, "b": 491.767970703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "TABLE B2 COMPARISON OF CIRCUIT ROUTE LENGTH BASED ON LOOP IMPEDANCE AND VARIOUS VOLTAGE DROPS", "text": "TABLE B2 COMPARISON OF CIRCUIT ROUTE LENGTH BASED ON LOOP IMPEDANCE AND VARIOUS VOLTAGE DROPS" }, { "self_ref": "#/texts/10986", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 458, "bbox": { "l": 712.0105, "t": 142.28807070312507, "r": 768.136528, "b": 131.10575070312507, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "( continued )", "text": "( continued )" }, { "self_ref": "#/texts/10987", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 459, "bbox": { "l": 22.631500000000017, "t": 325.099970703125, "r": 32.67550000000002, "b": 266.35517070312517, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/10988", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 459, "bbox": { "l": 34.91060000000001, "t": 526.624970703125, "r": 48.99200000000001, "b": 516.580970703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/10989", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 459, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10990", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 459, "bbox": { "l": 786.75673, "t": 145.3396227031251, "r": 797.93905, "b": 50.469260703125656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10991", "parent": { "$ref": "#/tables/63" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 459, "bbox": { "l": 342.5905, "t": 520.459970703125, "r": 484.8265, "b": 507.067970703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "TABLE B2 ( continued )", "text": "TABLE B2 ( continued )" }, { "self_ref": "#/texts/10992", "parent": { "$ref": "#/tables/63" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 459, "bbox": { "l": 62.27050000000001, "t": 332.644370703125, "r": 513.4964319999987, "b": 321.185750703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "a Earth fault loop impedance lengths are for MCB Curve C and disconnection time within 0.4 s.", "text": "a Earth fault loop impedance lengths are for MCB Curve C and disconnection time within 0.4 s." }, { "self_ref": "#/texts/10993", "parent": { "$ref": "#/tables/63" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 459, "bbox": { "l": 62.27050000000001, "t": 316.624370703125, "r": 743.2600419999991, "b": 305.165750703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 153 ] } ], "orig": "b Circuit length based on voltage drop. If in bold , voltage drop is the limiting figure; if in italics , use length based on earth fault-loop impedance.", "text": "b Circuit length based on voltage drop. If in bold , voltage drop is the limiting figure; if in italics , use length based on earth fault-loop impedance." }, { "self_ref": "#/texts/10994", "parent": { "$ref": "#/tables/63" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 459, "bbox": { "l": 62.27050000000002, "t": 300.664370703125, "r": 332.35086399999955, "b": 289.20575070312503, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "c Calculations are based on resistance of cable at 75°C.", "text": "c Calculations are based on resistance of cable at 75°C." }, { "self_ref": "#/texts/10995", "parent": { "$ref": "#/tables/63" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 459, "bbox": { "l": 62.27050000000002, "t": 284.644370703125, "r": 668.057938, "b": 273.185750703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": "d Voltage drop on final subcircuits with distributed loads (see Clause 3.6.2 Exception 1) uses half the current rating of the MCB.", "text": "d Voltage drop on final subcircuits with distributed loads (see Clause 3.6.2 Exception 1) uses half the current rating of the MCB." }, { "self_ref": "#/texts/10996", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 459, "bbox": { "l": 779.0162799999999, "t": 308.83997070312506, "r": 790.1985999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "455", "text": "455" }, { "self_ref": "#/texts/10997", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 460, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/10998", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 460, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/10999", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 460, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "456", "text": "456" }, { "self_ref": "#/texts/11000", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 460, "bbox": { "l": 85.07999999999998, "t": 655.9403, "r": 158.86080000000004, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "C1 SCOPE", "text": "C1 SCOPE", "level": 1 }, { "self_ref": "#/texts/11001", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 460, "bbox": { "l": 85.07999999999998, "t": 635.9603, "r": 369.83640000000054, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "This Appendix provides guidance on the following:", "text": "This Appendix provides guidance on the following:" }, { "self_ref": "#/texts/11002", "parent": { "$ref": "#/groups/1063" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 460, "bbox": { "l": 85.07999999999998, "t": 615.9203, "r": 513.5880000000002, "b": 588.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "(a) Determination of the circuit current for consumer mains, submains and final subcircuits.", "text": "(a) Determination of the circuit current for consumer mains, submains and final subcircuits.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11003", "parent": { "$ref": "#/groups/1063" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 460, "bbox": { "l": 85.07999999999998, "t": 581.9603, "r": 502.68239999999975, "b": 568.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(b) Cable selection based on current-carrying capacity and voltage drop.", "text": "(b) Cable selection based on current-carrying capacity and voltage drop.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11004", "parent": { "$ref": "#/groups/1063" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 460, "bbox": { "l": 85.07999999999998, "t": 561.9203, "r": 512.2955999999998, "b": 548.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "(c) Coordination of current ratings of circuit cables and protective devices.", "text": "(c) Coordination of current ratings of circuit cables and protective devices.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11005", "parent": { "$ref": "#/groups/1063" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 460, "bbox": { "l": 85.08000000000001, "t": 541.9403, "r": 513.6936000000011, "b": 500.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 188 ] } ], "orig": "(d) Division of installation into circuits supplying single and multiple items of equipment, as necessary, to provide satisfactory performance of circuits for the purpose intended.", "text": "(d) Division of installation into circuits supplying single and multiple items of equipment, as necessary, to provide satisfactory performance of circuits for the purpose intended.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11006", "parent": { "$ref": "#/groups/1063" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 460, "bbox": { "l": 85.08000000000001, "t": 493.9402999999999, "r": 217.12680000000017, "b": 480.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "(e) Cable installation.", "text": "(e) Cable installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11007", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 460, "bbox": { "l": 85.08000000000001, "t": 473.9602999999999, "r": 513.6276000000008, "b": 432.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 203 ] } ], "orig": "These are the factors that determine the arrangement of circuits in an installation that is deemed to meet the design, equipment selection and installation criteria of this Standard.", "text": "These are the factors that determine the arrangement of circuits in an installation that is deemed to meet the design, equipment selection and installation criteria of this Standard." }, { "self_ref": "#/texts/11008", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 460, "bbox": { "l": 85.08000000000004, "t": 417.9802999999999, "r": 234.11280000000014, "b": 404.5882999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "C2 MAXIMUM DEMAND", "text": "C2 MAXIMUM DEMAND", "level": 1 }, { "self_ref": "#/texts/11009", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 460, "bbox": { "l": 85.08000000000004, "t": 397.94029999999987, "r": 324.39480000000003, "b": 384.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "C2.1 After diversity maximum demand", "text": "C2.1 After diversity maximum demand", "level": 1 }, { "self_ref": "#/texts/11010", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 460, "bbox": { "l": 85.08000000000004, "t": 377.96029999999985, "r": 513.6323999999996, "b": 322.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 246 ] } ], "orig": "As indicated in Clause 2.5.3, the current in a circuit is not permitted to exceed the current rating of the circuit protective device, which, in turn, is not permitted to exceed the current-carrying capacity of the circuit conductors.", "text": "As indicated in Clause 2.5.3, the current in a circuit is not permitted to exceed the current rating of the circuit protective device, which, in turn, is not permitted to exceed the current-carrying capacity of the circuit conductors." }, { "self_ref": "#/texts/11011", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 460, "bbox": { "l": 96.42, "t": 318.83719999999994, "r": 381.59585399999935, "b": 306.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "NOTE: Paragraph B3.2 of Appendix B explains further.", "text": "NOTE: Paragraph B3.2 of Appendix B explains further." }, { "self_ref": "#/texts/11012", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 460, "bbox": { "l": 85.07999999999998, "t": 299.96029999999996, "r": 513.6732000000004, "b": 230.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 386 ] } ], "orig": "For circuits supplying a single item of equipment, the circuit current is simply the nominal load current of the equipment, e.g. a 10 000 W 230/400 V three-phase heater has a full per-phase load current of 14.5 A. The circuit conductors and the protective device are required to have a current-carrying capacity of not less than 16 A (nearest standard rating).", "text": "For circuits supplying a single item of equipment, the circuit current is simply the nominal load current of the equipment, e.g. a 10 000 W 230/400 V three-phase heater has a full per-phase load current of 14.5 A. The circuit conductors and the protective device are required to have a current-carrying capacity of not less than 16 A (nearest standard rating)." }, { "self_ref": "#/texts/11013", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 460, "bbox": { "l": 85.07999999999993, "t": 223.94029999999998, "r": 513.6311999999997, "b": 140.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 469 ] } ], "orig": "Where more than one item of equipment is connected, the circuit current could be assessed as the sum of the individual equipment load currents. While this would provide a safe and conservative solution, it does not take account of the normal operating conditions during which all equipment is not operating simultaneously at full load or for long periods, e.g. submains to a distribution board associated with numerous socket-outlet circuits.", "text": "Where more than one item of equipment is connected, the circuit current could be assessed as the sum of the individual equipment load currents. While this would provide a safe and conservative solution, it does not take account of the normal operating conditions during which all equipment is not operating simultaneously at full load or for long periods, e.g. submains to a distribution board associated with numerous socket-outlet circuits." }, { "self_ref": "#/texts/11014", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 460, "bbox": { "l": 85.07999999999993, "t": 133.94029999999998, "r": 513.5760000000002, "b": 106.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 152 ] } ], "orig": "Under such conditions, the circuit current is estimated using diversity factors and is often described as the 'after diversity maximum demand'.", "text": "Under such conditions, the circuit current is estimated using diversity factors and is often described as the 'after diversity maximum demand'." }, { "self_ref": "#/texts/11015", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 460, "bbox": { "l": 258.0, "t": 728.9603, "r": 340.7676000000001, "b": 715.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "APPENDIX C", "text": "APPENDIX C", "level": 1 }, { "self_ref": "#/texts/11016", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 460, "bbox": { "l": 211.62, "t": 707.0834, "r": 387.3860939999999, "b": 692.55308, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "CIRCUIT ARRANGEMENTS", "text": "CIRCUIT ARRANGEMENTS", "level": 1 }, { "self_ref": "#/texts/11017", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 460, "bbox": { "l": 262.02, "t": 683.9603, "r": 336.64680000000027, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "(Informative)", "text": "(Informative)" }, { "self_ref": "#/texts/11018", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 460, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11019", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 461, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11020", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 461, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "457", "text": "457" }, { "self_ref": "#/texts/11021", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 461, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11022", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 461, "bbox": { "l": 85.08, "t": 752.9603, "r": 513.6396000000009, "b": 725.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 150 ] } ], "orig": "The diversity factors applicable to any given circuit in an installation will depend on a number of features of the installation including-", "text": "The diversity factors applicable to any given circuit in an installation will depend on a number of features of the installation including-" }, { "self_ref": "#/texts/11023", "parent": { "$ref": "#/groups/1064" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 461, "bbox": { "l": 85.07999999999993, "t": 718.9403, "r": 513.5760000000006, "b": 691.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "(a) conditions under which the installation is expected to be used, e.g. residential compared with commercial;", "text": "(a) conditions under which the installation is expected to be used, e.g. residential compared with commercial;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11024", "parent": { "$ref": "#/groups/1064" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 461, "bbox": { "l": 85.07999999999993, "t": 684.9203, "r": 513.6407999999999, "b": 643.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "(b) operating characteristics of the connected load, e.g. airconditioning load in tropical locations compared with heating loads in cold-climate regions;", "text": "(b) operating characteristics of the connected load, e.g. airconditioning load in tropical locations compared with heating loads in cold-climate regions;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11025", "parent": { "$ref": "#/groups/1064" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 461, "bbox": { "l": 85.07999999999998, "t": 636.9203, "r": 513.6276000000013, "b": 595.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 216 ] } ], "orig": "(c) number and physical distribution of points provided on the circuit, e.g. socket-outlets provided for convenient connection of portable equipment compared to dedicated or fixed equipment loads; and", "text": "(c) number and physical distribution of points provided on the circuit, e.g. socket-outlets provided for convenient connection of portable equipment compared to dedicated or fixed equipment loads; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11026", "parent": { "$ref": "#/groups/1064" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 461, "bbox": { "l": 85.08000000000001, "t": 588.9203, "r": 506.67840000000126, "b": 575.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "(d) size and type of significant loads, e.g. large motors or industrial plant.", "text": "(d) size and type of significant loads, e.g. large motors or industrial plant.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11027", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 461, "bbox": { "l": 85.08000000000001, "t": 568.9403, "r": 513.6612000000011, "b": 471.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 501 ] } ], "orig": "It should be recognized that the determination of diversity factors given in this Appendix will not be accurate for every installation and different installations of the same type may have significantly different load profiles which the designer needs to consider. The methods provided herein have been used over several editions of this Standard and, provided that care is taken to assess the presence of unusual equipment loads, are considered appropriate for many typical applications.", "text": "It should be recognized that the determination of diversity factors given in this Appendix will not be accurate for every installation and different installations of the same type may have significantly different load profiles which the designer needs to consider. The methods provided herein have been used over several editions of this Standard and, provided that care is taken to assess the presence of unusual equipment loads, are considered appropriate for many typical applications." }, { "self_ref": "#/texts/11028", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 461, "bbox": { "l": 85.08000000000001, "t": 464.9602999999999, "r": 513.6792000000012, "b": 409.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 276 ] } ], "orig": "When the load is assessed and the current-carrying capacity of the circuit is determined by allowing for diversity of operation of equipment, then the circuit should be protected by a circuit-breaker of rating to conform with Paragraph B3.2 of Appendix B.", "text": "When the load is assessed and the current-carrying capacity of the circuit is determined by allowing for diversity of operation of equipment, then the circuit should be protected by a circuit-breaker of rating to conform with Paragraph B3.2 of Appendix B." }, { "self_ref": "#/texts/11029", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 461, "bbox": { "l": 85.08000000000001, "t": 402.9202999999998, "r": 513.7055999999999, "b": 375.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "C2.2 Calculation of maximum demand in consumer mains and submains", "text": "C2.2 Calculation of maximum demand in consumer mains and submains", "level": 1 }, { "self_ref": "#/texts/11030", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 461, "bbox": { "l": 85.08000000000001, "t": 368.9602999999998, "r": 513.6552000000008, "b": 299.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 327 ] } ], "orig": "As specified in Clause 2.2.2, maximum demand current may be determined by one of four methods-calculation, assessment, measurement or limitation. The following paragraphs provide information on and examples of the application of the calculation method for determining maximum demand current in consumer mains and submains only.", "text": "As specified in Clause 2.2.2, maximum demand current may be determined by one of four methods-calculation, assessment, measurement or limitation. The following paragraphs provide information on and examples of the application of the calculation method for determining maximum demand current in consumer mains and submains only." }, { "self_ref": "#/texts/11031", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 461, "bbox": { "l": 85.0800000000001, "t": 292.94029999999975, "r": 259.9320000000004, "b": 279.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "C2.3 Domestic installations", "text": "C2.3 Domestic installations", "level": 1 }, { "self_ref": "#/texts/11032", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 461, "bbox": { "l": 85.0800000000001, "t": 272.96029999999973, "r": 178.27440000000016, "b": 259.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "C2.3.1 Method", "text": "C2.3.1 Method", "level": 1 }, { "self_ref": "#/texts/11033", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 461, "bbox": { "l": 85.08000000000007, "t": 252.92029999999966, "r": 513.712800000001, "b": 155.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 508 ] } ], "orig": "Table C1 provides an allocation of load for different types of equipment connected to consumer mains or submains in a single or multiple domestic installation. The load current is calculated for each equipment load group in the installation or affected part thereof, and these contributions are added together to achieve the maximum demand current. The accompanying notes provide clarification of certain provisions and the ensuing examples demonstrate how the calculation is made.", "text": "Table C1 provides an allocation of load for different types of equipment connected to consumer mains or submains in a single or multiple domestic installation. The load current is calculated for each equipment load group in the installation or affected part thereof, and these contributions are added together to achieve the maximum demand current. The accompanying notes provide clarification of certain provisions and the ensuing examples demonstrate how the calculation is made." }, { "self_ref": "#/texts/11034", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 461, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11035", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 462, "bbox": { "l": 40.931500000000014, "t": 310.939970703125, "r": 50.97550000000002, "b": 252.1951707031252, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11036", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 462, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11037", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 462, "bbox": { "l": 786.756496, "t": 540.860084703125, "r": 797.938816, "b": 445.989722703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11038", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 462, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "458", "text": "458" }, { "self_ref": "#/texts/11039", "parent": { "$ref": "#/tables/64" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 462, "bbox": { "l": 156.1705, "t": 496.759970703125, "r": 689.190099999999, "b": 463.387970703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 79 ] } ], "orig": "TABLE C1 MAXIMUM DEMAND-SINGLE AND MULTIPLE DOMESTIC ELECTRICAL INSTALLATIONS", "text": "TABLE C1 MAXIMUM DEMAND-SINGLE AND MULTIPLE DOMESTIC ELECTRICAL INSTALLATIONS" }, { "self_ref": "#/texts/11040", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 462, "bbox": { "l": 703.6705, "t": 119.36807070312506, "r": 759.796528, "b": 108.18575070312505, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "( continued )", "text": "( continued )" }, { "self_ref": "#/texts/11041", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 463, "bbox": { "l": 50.77150000000001, "t": 313.519970703125, "r": 60.81550000000002, "b": 254.77517070312518, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11042", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 463, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11043", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 463, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "459", "text": "459" }, { "self_ref": "#/texts/11044", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 463, "bbox": { "l": 786.756496, "t": 145.3396227031251, "r": 797.938816, "b": 50.469260703125656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11045", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 463, "bbox": { "l": 57.83050000000002, "t": 232.14497070312495, "r": 71.91190000000002, "b": 222.10097070312497, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/11046", "parent": { "$ref": "#/tables/65" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 463, "bbox": { "l": 349.6705, "t": 520.459970703125, "r": 491.90649999999994, "b": 507.067970703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "TABLE C1 ( continued )", "text": "TABLE C1 ( continued )" }, { "self_ref": "#/texts/11047", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 463, "bbox": { "l": 703.5505, "t": 113.60807070312507, "r": 759.6765280000001, "b": 102.42575070312506, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "( continued )", "text": "( continued )" }, { "self_ref": "#/texts/11048", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 464, "bbox": { "l": 40.931500000000014, "t": 310.939970703125, "r": 50.97550000000002, "b": 252.1951707031252, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11049", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 464, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11050", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 464, "bbox": { "l": 786.756496, "t": 540.860084703125, "r": 797.938816, "b": 445.989722703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11051", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 464, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "460", "text": "460" }, { "self_ref": "#/texts/11052", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 464, "bbox": { "l": 58.37050000000001, "t": 497.764970703125, "r": 72.4519, "b": 487.720970703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/11053", "parent": { "$ref": "#/tables/66" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 464, "bbox": { "l": 348.17060000000004, "t": 520.459970703125, "r": 490.4066, "b": 507.067970703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "TABLE C1 ( continued )", "text": "TABLE C1 ( continued )" }, { "self_ref": "#/texts/11054", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 465, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11055", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 465, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "461", "text": "461" }, { "self_ref": "#/texts/11056", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 465, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11057", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 465, "bbox": { "l": 85.08, "t": 749.7883999999999, "r": 197.15169600000007, "b": 738.6060799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "NOTES TO TABLE C1:", "text": "NOTES TO TABLE C1:", "level": 1 }, { "self_ref": "#/texts/11058", "parent": { "$ref": "#/groups/1065" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 465, "bbox": { "l": 85.08, "t": 734.7884599999999, "r": 510.10936199999986, "b": 699.6062359999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 186 ] } ], "orig": "1 See Clause 2.2.2 for the circumstances where the maximum demand for consumer mains, submains, and final subcircuits, may be determined by assessment, measurement or limitation.", "text": "1 See Clause 2.2.2 for the circumstances where the maximum demand for consumer mains, submains, and final subcircuits, may be determined by assessment, measurement or limitation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11059", "parent": { "$ref": "#/groups/1065" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 465, "bbox": { "l": 85.07999999999997, "t": 695.7886159999998, "r": 510.09433199999853, "b": 660.6063919999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 205 ] } ], "orig": "2 For multiphase connections, divide the number of living units by the number of supply phases, e.g. for 16 units on a three-phase supply, 16/3 = 6 units on the heaviest loaded phase (Column 4).", "text": "2 For multiphase connections, divide the number of living units by the number of supply phases, e.g. for 16 units on a three-phase supply, 16/3 = 6 units on the heaviest loaded phase (Column 4).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11060", "parent": { "$ref": "#/groups/1065" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 465, "bbox": { "l": 85.07999999999997, "t": 656.7887719999998, "r": 510.02819999999986, "b": 597.6066439999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 404 ] } ], "orig": "3 Where only a portion of the number of units in a multiple domestic electrical installation is equipped with permanently connected or fixed appliances, such as electric cooking ranges or space heating equipment, the number of appliances in each category is divided over the number of phases, and the maximum demand determined as shown in Paragraph C2.3.2.3.", "text": "3 Where only a portion of the number of units in a multiple domestic electrical installation is equipped with permanently connected or fixed appliances, such as electric cooking ranges or space heating equipment, the number of appliances in each category is divided over the number of phases, and the maximum demand determined as shown in Paragraph C2.3.2.3.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11061", "parent": { "$ref": "#/groups/1065" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 465, "bbox": { "l": 85.08, "t": 593.7890239999997, "r": 433.830107999999, "b": 582.6067039999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "4 Lighting track systems are regarded as two points per metre of track.", "text": "4 Lighting track systems are regarded as two points per metre of track.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11062", "parent": { "$ref": "#/groups/1065" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 465, "bbox": { "l": 85.08000000000001, "t": 578.7890839999997, "r": 510.08230799999893, "b": 555.6068119999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 162 ] } ], "orig": "5 A socket-outlet installed more than 2.3 m above a floor for the connection of a luminaire may be included as a lighting point in load group (a)(i).", "text": "5 A socket-outlet installed more than 2.3 m above a floor for the connection of a luminaire may be included as a lighting point in load group (a)(i).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11063", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 465, "bbox": { "l": 106.37951400000001, "t": 551.7891919999996, "r": 510.0813059999989, "b": 516.6069679999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 226 ] } ], "orig": "An appliance rated at not more than 150 W, which is permanently connected, or connected by means of a socket-outlet installed more than 2.3 m above a floor, may be included as a lighting point in load group (a)(i).", "text": "An appliance rated at not more than 150 W, which is permanently connected, or connected by means of a socket-outlet installed more than 2.3 m above a floor, may be included as a lighting point in load group (a)(i)." }, { "self_ref": "#/texts/11064", "parent": { "$ref": "#/groups/1066" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 465, "bbox": { "l": 85.08000000000001, "t": 512.7893479999997, "r": 511.6754879999987, "b": 501.6070279999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "6 In the calculation of the connected load, the following ratings are assigned to lighting:", "text": "6 In the calculation of the connected load, the following ratings are assigned to lighting:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11065", "parent": { "$ref": "#/groups/1066" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 465, "bbox": { "l": 106.38151800000004, "t": 497.7894079999997, "r": 513.0271859999996, "b": 426.60732799999965, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 472 ] } ], "orig": "(a) Incandescent lamps 60 W or the actual wattage of the lamp to be installed, whichever is the greater, except if the design of the luminaire associated with the lampholder only permits lamps of less than 60 W to be inserted in any lampholder, in which case, the connected load of that lampholder is the wattage of the highest rated lamp that may be accommodated. For multi-lamp luminaires, the load for each lampholder is assessed on the above basis.", "text": "(a) Incandescent lamps 60 W or the actual wattage of the lamp to be installed, whichever is the greater, except if the design of the luminaire associated with the lampholder only permits lamps of less than 60 W to be inserted in any lampholder, in which case, the connected load of that lampholder is the wattage of the highest rated lamp that may be accommodated. For multi-lamp luminaires, the load for each lampholder is assessed on the above basis.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11066", "parent": { "$ref": "#/groups/1066" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 465, "bbox": { "l": 106.38151800000001, "t": 422.7897079999997, "r": 510.089321999999, "b": 387.60748399999966, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 211 ] } ], "orig": "(b) Fluorescent and other discharge lamps Full connected load, i.e. the actual current consumed by the lighting arrangement, including the losses of auxiliary equipment, such as ballasts and capacitors.", "text": "(b) Fluorescent and other discharge lamps Full connected load, i.e. the actual current consumed by the lighting arrangement, including the losses of auxiliary equipment, such as ballasts and capacitors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11067", "parent": { "$ref": "#/groups/1066" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 465, "bbox": { "l": 106.38151800000001, "t": 383.7898639999997, "r": 510.0664499999984, "b": 360.606128, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "(c) Lighting tracks (230 V) 0.5 A/m per phase of track or the actual connected load, whichever is the greater.", "text": "(c) Lighting tracks (230 V) 0.5 A/m per phase of track or the actual connected load, whichever is the greater.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11068", "parent": { "$ref": "#/groups/1066" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 465, "bbox": { "l": 85.08017400000003, "t": 356.78850800000004, "r": 442.65188999999907, "b": 345.60618800000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "7 Floodlighting, swimming pool lighting, tennis court lighting and the like.", "text": "7 Floodlighting, swimming pool lighting, tennis court lighting and the like.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11069", "parent": { "$ref": "#/groups/1066" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 465, "bbox": { "l": 85.08017400000006, "t": 341.78856800000005, "r": 510.0363899999992, "b": 306.60634400000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 209 ] } ], "orig": "8 For the purpose of determining maximum demand, a multiple combination socketoutlet is regarded as the same number of points as the number of integral socketoutlets in the combination.", "text": "8 For the purpose of determining maximum demand, a multiple combination socketoutlet is regarded as the same number of points as the number of integral socketoutlets in the combination.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11070", "parent": { "$ref": "#/groups/1066" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 465, "bbox": { "l": 85.08117600000007, "t": 302.788724, "r": 510.0432959999999, "b": 279.606128, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "9 Each item of permanently connected electrical equipment not exceeding 10 A may be included in load group (b)(i) as an additional point.", "text": "9 Each item of permanently connected electrical equipment not exceeding 10 A may be included in load group (b)(i) as an additional point.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11071", "parent": { "$ref": "#/groups/1066" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 465, "bbox": { "l": 85.08006599999997, "t": 275.7885080000001, "r": 510.02333999999996, "b": 240.60608000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 267 ] } ], "orig": "10 Where an electrical installation contains 15 A or 20 A socket-outlets covered by load group (b)(ii) or (b)(iii), the base loading of load group (b) is increased by 10 A or 15 A respectively. If both 15 A and 20 A socket-outlets are installed, the increase is 15 A.", "text": "10 Where an electrical installation contains 15 A or 20 A socket-outlets covered by load group (b)(ii) or (b)(iii), the base loading of load group (b) is increased by 10 A or 15 A respectively. If both 15 A and 20 A socket-outlets are installed, the increase is 15 A.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11072", "parent": { "$ref": "#/groups/1066" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 465, "bbox": { "l": 85.080486, "t": 236.78846, "r": 510.11285399999997, "b": 201.60623599999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 215 ] } ], "orig": "11 Where an electrical installation includes an airconditioning system for use in hot weather and a heating system for use in cool weather, only the system that has the greater load is taken into account.", "text": "11 Where an electrical installation includes an airconditioning system for use in hot weather and a heating system for use in cool weather, only the system that has the greater load is taken into account.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11073", "parent": { "$ref": "#/groups/1066" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 465, "bbox": { "l": 85.080486, "t": 197.78861599999993, "r": 510.03369599999894, "b": 174.60634400000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 118 ] } ], "orig": "12 Instantaneous water heaters including 'quick recovery' heaters having element ratings greater than 100 W/L.", "text": "12 Instantaneous water heaters including 'quick recovery' heaters having element ratings greater than 100 W/L.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11074", "parent": { "$ref": "#/groups/1066" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 465, "bbox": { "l": 85.080486, "t": 170.788724, "r": 510.042714, "b": 147.606452, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "13 Storage-type water heaters, including 'quick recovery' heaters not covered by Note 12.", "text": "13 Storage-type water heaters, including 'quick recovery' heaters not covered by Note 12.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11075", "parent": { "$ref": "#/groups/1066" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 465, "bbox": { "l": 85.080486, "t": 143.78883199999996, "r": 510.03169199999877, "b": 108.60660799999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 209 ] } ], "orig": "14 This load group is not applicable to socket-outlets installed in communal areas but connected to the individual living units. Such socket-outlets should be included in load group (b).", "text": "14 This load group is not applicable to socket-outlets installed in communal areas but connected to the individual living units. Such socket-outlets should be included in load group (b).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11076", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 465, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11077", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 466, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/11078", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 466, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11079", "parent": { "$ref": "#/groups/1067" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 466, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/11080", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 466, "bbox": { "l": 85.08, "t": 752.9603, "r": 269.51279999999986, "b": 739.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "C2.3.2 Examples of calculation", "text": "C2.3.2 Examples of calculation", "level": 1 }, { "self_ref": "#/texts/11081", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 466, "bbox": { "l": 96.42, "t": 735.8372, "r": 513.3569520000005, "b": 710.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "NOTE: These examples were calculated assuming a supply voltage and electrical equipment rating of 230 V.", "text": "NOTE: These examples were calculated assuming a supply voltage and electrical equipment rating of 230 V." }, { "self_ref": "#/texts/11082", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 466, "bbox": { "l": 85.08, "t": 703.9403, "r": 206.50320000000016, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "C2.3.2.1 Example 1", "text": "C2.3.2.1 Example 1", "level": 1 }, { "self_ref": "#/texts/11083", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 466, "bbox": { "l": 85.08000000000001, "t": 683.9603, "r": 138.84720000000004, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Problem:", "text": "Problem:", "level": 1 }, { "self_ref": "#/texts/11084", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 466, "bbox": { "l": 85.08000000000001, "t": 663.9203, "r": 513.6120000000005, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "To determine the maximum demand of a single domestic electrical", "text": "To determine the maximum demand of a single domestic electrical" }, { "self_ref": "#/texts/11085", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 466, "bbox": { "l": 85.07999999999998, "t": 649.9403, "r": 420.4920000000004, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "installation supplied at single-phase with the following load:", "text": "installation supplied at single-phase with the following load:" }, { "self_ref": "#/texts/11086", "parent": { "$ref": "#/groups/1068" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 466, "bbox": { "l": 85.07999999999998, "t": 629.9603, "r": 208.79999999999984, "b": 616.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "24 lighting points", "text": "24 lighting points", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11087", "parent": { "$ref": "#/groups/1068" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 466, "bbox": { "l": 85.07999999999998, "t": 609.9203, "r": 216.74159999999998, "b": 596.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "10 m of lighting track", "text": "10 m of lighting track", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11088", "parent": { "$ref": "#/groups/1068" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 466, "bbox": { "l": 85.07999999999998, "t": 589.9403, "r": 275.4, "b": 576.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "9 10 A single socket-outlets", "text": "9 10 A single socket-outlets", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11089", "parent": { "$ref": "#/groups/1068" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 466, "bbox": { "l": 85.07999999999998, "t": 569.9603, "r": 280.08, "b": 556.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "8 10 A double socket-outlets", "text": "8 10 A double socket-outlets", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11090", "parent": { "$ref": "#/groups/1068" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 466, "bbox": { "l": 85.07999999999998, "t": 549.9203, "r": 229.09920000000014, "b": 536.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "1 50 W exhaust fan", "text": "1 50 W exhaust fan", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11091", "parent": { "$ref": "#/groups/1068" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 466, "bbox": { "l": 85.07999999999998, "t": 529.9403, "r": 241.33920000000006, "b": 516.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "1 1000 W strip heater", "text": "1 1000 W strip heater", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11092", "parent": { "$ref": "#/groups/1068" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 466, "bbox": { "l": 85.07999999999998, "t": 509.96029999999996, "r": 232.38959999999994, "b": 496.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "1 15 A socket-outlet", "text": "1 15 A socket-outlet", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11093", "parent": { "$ref": "#/groups/1068" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 466, "bbox": { "l": 85.07999999999998, "t": 489.92029999999994, "r": 220.57199999999997, "b": 476.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "1 10 000 W range", "text": "1 10 000 W range", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11094", "parent": { "$ref": "#/groups/1068" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 466, "bbox": { "l": 85.07999999999998, "t": 469.9402999999999, "r": 248.05679999999992, "b": 456.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "1 4800 W water heater", "text": "1 4800 W water heater", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11095", "parent": { "$ref": "#/groups/1068" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 466, "bbox": { "l": 85.07999999999998, "t": 449.9602999999999, "r": 287.54400000000044, "b": 436.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "1 3000 W tennis court lighting", "text": "1 3000 W tennis court lighting", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11096", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 466, "bbox": { "l": 85.07999999999998, "t": 429.9202999999999, "r": 134.136, "b": 416.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Solution :", "text": "Solution :", "level": 1 }, { "self_ref": "#/texts/11097", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 466, "bbox": { "l": 85.07999999999998, "t": 409.94029999999987, "r": 513.5988000000002, "b": 396.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "The method of determining demand in accordance with Table C1 is as", "text": "The method of determining demand in accordance with Table C1 is as" }, { "self_ref": "#/texts/11098", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 466, "bbox": { "l": 85.07999999999998, "t": 395.96029999999985, "r": 130.83599999999993, "b": 382.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "follows:", "text": "follows:" }, { "self_ref": "#/texts/11099", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "code", "prov": [ { "page_no": 466, "bbox": { "l": 113.45999999999992, "t": 375.9202999999998, "r": 416.6472000000001, "b": 102.54829999999981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 375 ] } ], "orig": "Load group (a)(i)24 lighting points; plus 10 m of lighting track; plus 50 W exhaust fan = 45 points = 3 + 2 + 2 = 7 A. Load group (a)(ii)3000 W tennis court lighting = 13  0.75 = 9.8 A. Load group (b)(i)9  10 A single socket-outlets; plus 8  10 A double socket-outlets = 25 points 1000 W strip heater = 1 point = 10 + 5 = 15 A. Load group (b)(ii)15 A socket-outlet = 10 A.", "text": "Load group (a)(i)24 lighting points; plus 10 m of lighting track; plus 50 W exhaust fan = 45 points = 3 + 2 + 2 = 7 A. Load group (a)(ii)3000 W tennis court lighting = 13  0.75 = 9.8 A. Load group (b)(i)9  10 A single socket-outlets; plus 8  10 A double socket-outlets = 25 points 1000 W strip heater = 1 point = 10 + 5 = 15 A. Load group (b)(ii)15 A socket-outlet = 10 A.", "captions": [], "references": [], "footnotes": [], "code_language": "unknown" }, { "self_ref": "#/texts/11100", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 466, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "462", "text": "462" }, { "self_ref": "#/texts/11101", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 466, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11102", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 467, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/11103", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 467, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11104", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 467, "bbox": { "l": 113.46, "t": 752.9603, "r": 211.3224, "b": 739.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "Load group (c)-", "text": "Load group (c)-" }, { "self_ref": "#/texts/11105", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 467, "bbox": { "l": 141.78, "t": 734.1202999999999, "r": 367.2432000000002, "b": 719.4322999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "10 000 W range = 43.48  0.5 = 21.7 A.", "text": "10 000 W range = 43.48  0.5 = 21.7 A." }, { "self_ref": "#/texts/11106", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 467, "bbox": { "l": 113.45999999999992, "t": 712.9403, "r": 208.67400000000006, "b": 699.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "Load group (f)-", "text": "Load group (f)-" }, { "self_ref": "#/texts/11107", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 467, "bbox": { "l": 141.77999999999992, "t": 692.9603, "r": 319.5252000000002, "b": 679.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "Water heater 4800 W = 20.9 A.", "text": "Water heater 4800 W = 20.9 A." }, { "self_ref": "#/texts/11108", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 467, "bbox": { "l": 212.63999999999993, "t": 672.9203, "r": 510.0539999999999, "b": 645.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "= Sum of load group demands = (a)(i) + (a)(ii) + (b)(i) + (b)(ii) + (c) + (f)", "text": "= Sum of load group demands = (a)(i) + (a)(ii) + (b)(i) + (b)(ii) + (c) + (f)" }, { "self_ref": "#/texts/11109", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "formula", "prov": [ { "page_no": 467, "bbox": { "l": 113.45999999999992, "t": 672.9203, "r": 404.62559999999974, "b": 605.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "Total demand = 7 + 9.8 + 15 + 10 + 21.7 + 20.9 = 84.4 A", "text": "" }, { "self_ref": "#/texts/11110", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 467, "bbox": { "l": 85.0799999999999, "t": 598.9403, "r": 206.50320000000005, "b": 585.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "C2.3.2.2 Example 2", "text": "C2.3.2.2 Example 2", "level": 1 }, { "self_ref": "#/texts/11111", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 467, "bbox": { "l": 85.0799999999999, "t": 578.9603, "r": 138.84719999999993, "b": 565.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Problem:", "text": "Problem:", "level": 1 }, { "self_ref": "#/texts/11112", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 467, "bbox": { "l": 85.0799999999999, "t": 558.9203, "r": 513.602400000001, "b": 531.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "To determine the maximum demand of the heaviest loaded phase in a domestic electrical installation comprising-", "text": "To determine the maximum demand of the heaviest loaded phase in a domestic electrical installation comprising-" }, { "self_ref": "#/texts/11113", "parent": { "$ref": "#/groups/1069" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 467, "bbox": { "l": 85.0799999999999, "t": 524.9603, "r": 208.79999999999976, "b": 511.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "26 lighting points", "text": "26 lighting points", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11114", "parent": { "$ref": "#/groups/1069" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 467, "bbox": { "l": 85.0799999999999, "t": 504.92029999999994, "r": 350.70840000000027, "b": 491.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "24 10 A single-phase single socket-outlets", "text": "24 10 A single-phase single socket-outlets", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11115", "parent": { "$ref": "#/groups/1069" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 467, "bbox": { "l": 85.0799999999999, "t": 484.9402999999999, "r": 307.62240000000014, "b": 471.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "1 15 A single-phase socket-outlet", "text": "1 15 A single-phase socket-outlet", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11116", "parent": { "$ref": "#/groups/1069" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 467, "bbox": { "l": 85.0799999999999, "t": 464.9602999999999, "r": 513.6000000000009, "b": 437.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "1 16 600 W three-phase electric range consisting of two 5000 W hotplates and one 6600 W oven", "text": "1 16 600 W three-phase electric range consisting of two 5000 W hotplates and one 6600 W oven", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11117", "parent": { "$ref": "#/groups/1069" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 467, "bbox": { "l": 85.0799999999999, "t": 430.94029999999987, "r": 359.0219999999998, "b": 417.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "1 4000 W single-phase airconditioning unit", "text": "1 4000 W single-phase airconditioning unit", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11118", "parent": { "$ref": "#/groups/1069" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 467, "bbox": { "l": 85.0799999999999, "t": 410.96029999999985, "r": 411.88800000000026, "b": 397.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "1 12 960 W three-phase instantaneous water heater", "text": "1 12 960 W three-phase instantaneous water heater", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11119", "parent": { "$ref": "#/groups/1069" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 467, "bbox": { "l": 85.0799999999999, "t": 390.9202999999998, "r": 471.8952000000002, "b": 357.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "1 3600 W single-phase clothes dryer and arranged for connection across a three-phase supply as follows:", "text": "1 3600 W single-phase clothes dryer and arranged for connection across a three-phase supply as follows:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11120", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 467, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "463", "text": "463" }, { "self_ref": "#/texts/11121", "parent": { "$ref": "#/groups/1070" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 467, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11122", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 467, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11123", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 468, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/11124", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 468, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11125", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 468, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/11126", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 468, "bbox": { "l": 85.08, "t": 752.9603, "r": 134.13600000000002, "b": 739.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Solution :", "text": "Solution :", "level": 1 }, { "self_ref": "#/texts/11127", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 468, "bbox": { "l": 85.07999999999998, "t": 732.9203, "r": 513.5568000000005, "b": 705.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "The method of determining the demand in the heaviest loaded phase, in accordance with Table C1 is as follows:", "text": "The method of determining the demand in the heaviest loaded phase, in accordance with Table C1 is as follows:" }, { "self_ref": "#/texts/11128", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 468, "bbox": { "l": 85.08, "t": 496.1603, "r": 412.7664, "b": 482.7683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "Total loading, heaviest loaded phase = red phase, 40.2 A.", "text": "Total loading, heaviest loaded phase = red phase, 40.2 A." }, { "self_ref": "#/texts/11129", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 468, "bbox": { "l": 85.07999999999998, "t": 476.1203, "r": 206.50320000000013, "b": 462.7283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "C2.3.2.3 Example 3", "text": "C2.3.2.3 Example 3", "level": 1 }, { "self_ref": "#/texts/11130", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 468, "bbox": { "l": 85.07999999999998, "t": 456.14029999999997, "r": 138.84720000000002, "b": 442.7483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Problem:", "text": "Problem:", "level": 1 }, { "self_ref": "#/texts/11131", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 468, "bbox": { "l": 85.07999999999998, "t": 436.16029999999995, "r": 513.5832000000005, "b": 408.72829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "To determine the maximum demand of the heaviest loaded phase of a block of 80 units comprising the following loads:", "text": "To determine the maximum demand of the heaviest loaded phase of a block of 80 units comprising the following loads:" }, { "self_ref": "#/texts/11132", "parent": { "$ref": "#/groups/1071" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 468, "bbox": { "l": 85.07999999999998, "t": 402.1402999999999, "r": 132.85920000000004, "b": 388.7482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Lighting", "text": "Lighting" }, { "self_ref": "#/texts/11133", "parent": { "$ref": "#/groups/1071" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 468, "bbox": { "l": 382.7256000000001, "t": 402.1402999999999, "r": 434.16720000000004, "b": 388.7482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "80 units.", "text": "80 units." }, { "self_ref": "#/texts/11134", "parent": { "$ref": "#/groups/1071" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 468, "bbox": { "l": 85.07999999999998, "t": 382.1602999999999, "r": 434.0784000000002, "b": 368.7682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "10 A single-phase socket-outlets 80 units.", "text": "10 A single-phase socket-outlets 80 units." }, { "self_ref": "#/texts/11135", "parent": { "$ref": "#/groups/1071" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 468, "bbox": { "l": 85.07999999999998, "t": 362.1202999999999, "r": 434.1503999999998, "b": 348.7282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "Single-phase electric ranges 17 units.", "text": "Single-phase electric ranges 17 units." }, { "self_ref": "#/texts/11136", "parent": { "$ref": "#/groups/1071" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 468, "bbox": { "l": 85.07999999999998, "t": 342.14029999999985, "r": 352.36800000000045, "b": 328.74829999999986, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "2500 W (10.9 A) permanently connected single-", "text": "2500 W (10.9 A) permanently connected single-" }, { "self_ref": "#/texts/11137", "parent": { "$ref": "#/groups/1071" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 468, "bbox": { "l": 85.07999999999998, "t": 328.1602999999998, "r": 196.1556000000001, "b": 314.76829999999984, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "phase strip heaters", "text": "phase strip heaters" }, { "self_ref": "#/texts/11138", "parent": { "$ref": "#/groups/1071" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 468, "bbox": { "l": 382.73999999999995, "t": 328.1602999999998, "r": 434.1432, "b": 314.76829999999984, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "80 units.", "text": "80 units." }, { "self_ref": "#/texts/11139", "parent": { "$ref": "#/groups/1071" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 468, "bbox": { "l": 85.07999999999998, "t": 308.1202999999998, "r": 434.1743999999998, "b": 294.72829999999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "Single-phase quick recovery water heaters 80 units.", "text": "Single-phase quick recovery water heaters 80 units." }, { "self_ref": "#/texts/11140", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 468, "bbox": { "l": 85.07999999999998, "t": 288.1402999999998, "r": 476.6400000000003, "b": 274.74829999999974, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "Loading not associated with the individual units (communal services):", "text": "Loading not associated with the individual units (communal services):" }, { "self_ref": "#/texts/11141", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 468, "bbox": { "l": 85.07999999999998, "t": 268.1602999999998, "r": 284.13599999999997, "b": 254.76829999999973, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "Communal area lighting and power :", "text": "Communal area lighting and power :" }, { "self_ref": "#/texts/11142", "parent": { "$ref": "#/groups/1072" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 468, "bbox": { "l": 85.07999999999998, "t": 248.12029999999982, "r": 239.96400000000003, "b": 234.72829999999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "90 60 W lighting points", "text": "90 60 W lighting points" }, { "self_ref": "#/texts/11143", "parent": { "$ref": "#/groups/1072" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 468, "bbox": { "l": 85.07999999999998, "t": 228.1402999999998, "r": 102.34559999999998, "b": 214.74829999999974, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "21", "text": "21" }, { "self_ref": "#/texts/11144", "parent": { "$ref": "#/groups/1072" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 468, "bbox": { "l": 125.89319999999998, "t": 228.1402999999998, "r": 246.93479999999994, "b": 214.74829999999974, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "100 W lighting points", "text": "100 W lighting points" }, { "self_ref": "#/texts/11145", "parent": { "$ref": "#/groups/1072" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 468, "bbox": { "l": 125.88239999999999, "t": 208.16029999999978, "r": 252.81359999999992, "b": 194.76829999999973, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "(total lighting 7500 W)", "text": "(total lighting 7500 W)" }, { "self_ref": "#/texts/11146", "parent": { "$ref": "#/groups/1072" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 468, "bbox": { "l": 85.07999999999998, "t": 188.12029999999982, "r": 348.9684000000004, "b": 174.72829999999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "20 10 A single-phase single socket-outlets", "text": "20 10 A single-phase single socket-outlets" }, { "self_ref": "#/texts/11147", "parent": { "$ref": "#/groups/1072" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 468, "bbox": { "l": 85.07999999999998, "t": 168.1402999999998, "r": 102.34319999999998, "b": 154.74829999999974, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "10", "text": "10" }, { "self_ref": "#/texts/11148", "parent": { "$ref": "#/groups/1072" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 468, "bbox": { "l": 125.88959999999999, "t": 168.1402999999998, "r": 330.0876000000001, "b": 154.74829999999974, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "3600 W single-phase clothes dryers", "text": "3600 W single-phase clothes dryers" }, { "self_ref": "#/texts/11149", "parent": { "$ref": "#/groups/1072" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 468, "bbox": { "l": 85.07999999999998, "t": 148.16029999999978, "r": 95.38319999999997, "b": 134.76829999999984, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "2", "text": "2" }, { "self_ref": "#/texts/11150", "parent": { "$ref": "#/groups/1072" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 468, "bbox": { "l": 125.88959999999997, "t": 148.16029999999978, "r": 508.61280000000113, "b": 134.76829999999984, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "12 000 W three-phase lift motors (22 A per phase nameplate rating)", "text": "12 000 W three-phase lift motors (22 A per phase nameplate rating)" }, { "self_ref": "#/texts/11151", "parent": { "$ref": "#/groups/1072" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 468, "bbox": { "l": 85.07999999999998, "t": 128.12029999999982, "r": 513.6024000000002, "b": 100.74829999999986, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "1 5500 W three-phase pump motor (10.4 A per phase nameplate rating)", "text": "1 5500 W three-phase pump motor (10.4 A per phase nameplate rating)" }, { "self_ref": "#/texts/11152", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 468, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "464", "text": "464" }, { "self_ref": "#/texts/11153", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 468, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11154", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 469, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/11155", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 469, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11156", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 469, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "465", "text": "465" }, { "self_ref": "#/texts/11157", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 469, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11158", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 469, "bbox": { "l": 85.08, "t": 746.9603, "r": 509.9772000000005, "b": 719.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "1 4000 W three-phase water supply motor (8.3 A per phase nameplate rating)", "text": "1 4000 W three-phase water supply motor (8.3 A per phase nameplate rating)", "level": 1 }, { "self_ref": "#/texts/11159", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 469, "bbox": { "l": 85.07999999999994, "t": 712.9403, "r": 134.13599999999997, "b": 699.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Solution :", "text": "Solution :", "level": 1 }, { "self_ref": "#/texts/11160", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 469, "bbox": { "l": 85.07999999999996, "t": 692.9603, "r": 513.6144000000015, "b": 651.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 229 ] } ], "orig": "The method of determining the demand of the heaviest loaded phase, assuming that the electrical installation is balanced as far as practicable over the three phases, in accordance with Table C1, is as follows:", "text": "The method of determining the demand of the heaviest loaded phase, assuming that the electrical installation is balanced as far as practicable over the three phases, in accordance with Table C1, is as follows:" }, { "self_ref": "#/texts/11161", "parent": { "$ref": "#/groups/1073" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 469, "bbox": { "l": 85.07999999999998, "t": 644.9603, "r": 513.6287999999998, "b": 589.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 278 ] } ], "orig": "(a) Number of units per phase, three-phase supply = 80/3 = 27 units over each of two phases and 26 units on the other phase. The instructions given in Column 5 of Table C1 would therefore be applicable to the electrical installation other than for the electric ranges.", "text": "(a) Number of units per phase, three-phase supply = 80/3 = 27 units over each of two phases and 26 units on the other phase. The instructions given in Column 5 of Table C1 would therefore be applicable to the electrical installation other than for the electric ranges.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11162", "parent": { "$ref": "#/groups/1073" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 469, "bbox": { "l": 85.08000000000001, "t": 582.9203, "r": 513.6576000000006, "b": 527.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 240 ] } ], "orig": "(b) The number of electric ranges per phase = 17/3 = 6 over each of two phases and 5 on the other phase. The instructions in Column 4 of Table C1 would therefore be applicable to the load group (c), ranges and cooking appliances.", "text": "(b) The number of electric ranges per phase = 17/3 = 6 over each of two phases and 5 on the other phase. The instructions in Column 4 of Table C1 would therefore be applicable to the load group (c), ranges and cooking appliances.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11163", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 469, "bbox": { "l": 85.08000000000004, "t": 520.9403, "r": 232.89840000000007, "b": 507.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "Individual units (27 units) :", "text": "Individual units (27 units) :" }, { "self_ref": "#/texts/11164", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 469, "bbox": { "l": 195.59999999999997, "t": 375.44030000000004, "r": 508.29000000000013, "b": 362.04830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "Total units loading for heaviest loaded phase = 473.9 A", "text": "Total units loading for heaviest loaded phase = 473.9 A" }, { "self_ref": "#/texts/11165", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 469, "bbox": { "l": 85.08, "t": 352.9404, "r": 202.56959999999987, "b": 339.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "Communal services:", "text": "Communal services:", "level": 1 }, { "self_ref": "#/texts/11166", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 469, "bbox": { "l": 85.07999999999998, "t": 332.9604, "r": 513.6000000000013, "b": 291.5483999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 231 ] } ], "orig": "The lighting is taken as being evenly balanced over the phases, i.e. 7500/3 = 2500 W per phase. [Should the lighting load be arranged for connection to one phase, the loading for load group (h) would be 7500 W.]", "text": "The lighting is taken as being evenly balanced over the phases, i.e. 7500/3 = 2500 W per phase. [Should the lighting load be arranged for connection to one phase, the loading for load group (h) would be 7500 W.]" }, { "self_ref": "#/texts/11167", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 469, "bbox": { "l": 85.07999999999998, "t": 284.96039999999994, "r": 513.5844000000008, "b": 257.5283999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "The 20 socket-outlets are taken as connected, seven over each of two phases and six on the other phase.", "text": "The 20 socket-outlets are taken as connected, seven over each of two phases and six on the other phase." }, { "self_ref": "#/texts/11168", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 469, "bbox": { "l": 85.08000000000001, "t": 250.94039999999995, "r": 513.6228000000008, "b": 209.52839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 159 ] } ], "orig": "The 10 clothes dryers are taken as connected, three over each of two phases and four on the other phase-loading on heaviest loaded phase = 14 400 W.", "text": "The 10 clothes dryers are taken as connected, three over each of two phases and four on the other phase-loading on heaviest loaded phase = 14 400 W." }, { "self_ref": "#/texts/11169", "parent": { "$ref": "#/groups/1074" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 469, "bbox": { "l": 83.58000000000001, "t": 202.82039999999995, "r": 248.0664000000003, "b": 189.4283999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "The two 12 000 W lift motors", "text": "The two 12 000 W lift motors" }, { "self_ref": "#/texts/11170", "parent": { "$ref": "#/groups/1074" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 469, "bbox": { "l": 262.0728000000003, "t": 202.82039999999995, "r": 471.6252000000001, "b": 189.4283999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "= 22 A per phase (nameplate rating)", "text": "= 22 A per phase (nameplate rating)" }, { "self_ref": "#/texts/11171", "parent": { "$ref": "#/groups/1074" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 469, "bbox": { "l": 83.58000000000001, "t": 182.84039999999993, "r": 128.99880000000005, "b": 169.4484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "Motors:", "text": "Motors:" }, { "self_ref": "#/texts/11172", "parent": { "$ref": "#/groups/1074" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 469, "bbox": { "l": 138.98520000000005, "t": 182.84039999999993, "r": 221.29800000000017, "b": 169.4484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "5500 W motor", "text": "5500 W motor" }, { "self_ref": "#/texts/11173", "parent": { "$ref": "#/groups/1074" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 469, "bbox": { "l": 262.0044000000002, "t": 182.84039999999993, "r": 482.2272000000007, "b": 169.4484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "= 10.4 A per phase (nameplate rating)", "text": "= 10.4 A per phase (nameplate rating)" }, { "self_ref": "#/texts/11174", "parent": { "$ref": "#/groups/1074" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 469, "bbox": { "l": 139.0224, "t": 162.80039999999997, "r": 221.304, "b": 149.40839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "4000 W motor", "text": "4000 W motor" }, { "self_ref": "#/texts/11175", "parent": { "$ref": "#/groups/1074" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 469, "bbox": { "l": 262.0104, "t": 162.80039999999997, "r": 475.2612000000011, "b": 149.40839999999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "= 8.3 A per phase (nameplate rating)", "text": "= 8.3 A per phase (nameplate rating)" }, { "self_ref": "#/texts/11176", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 469, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11177", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 470, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11178", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 470, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/11179", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 470, "bbox": { "l": 48.24, "t": 694.5053, "r": 62.321400000000004, "b": 684.4613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/11180", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 470, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "466", "text": "466" }, { "self_ref": "#/texts/11181", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 470, "bbox": { "l": 85.08, "t": 559.166735, "r": 313.2430174999999, "b": 545.766923, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "Total loading for heaviest loaded phase:", "text": "Total loading for heaviest loaded phase:" }, { "self_ref": "#/texts/11182", "parent": { "$ref": "#/groups/1075" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 470, "bbox": { "l": 113.4597452, "t": 539.127052, "r": 365.8648956999997, "b": 525.72724, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "= units loading + communal services loading", "text": "= units loading + communal services loading", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11183", "parent": { "$ref": "#/groups/1075" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 470, "bbox": { "l": 113.4597452, "t": 519.147404, "r": 267.0965144000001, "b": 505.747592, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "= 473.9 + 114.8 = 588.7 A.", "text": "= 473.9 + 114.8 = 588.7 A.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11184", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 470, "bbox": { "l": 85.08, "t": 499.1603, "r": 287.01839999999993, "b": 485.7683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "C2.4 Non-domestic installations", "text": "C2.4 Non-domestic installations", "level": 1 }, { "self_ref": "#/texts/11185", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 470, "bbox": { "l": 85.08, "t": 479.1203, "r": 178.27440000000004, "b": 465.7283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "C2.4.1 Method", "text": "C2.4.1 Method", "level": 1 }, { "self_ref": "#/texts/11186", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 470, "bbox": { "l": 85.07879929999999, "t": 459.146635, "r": 513.6662628999994, "b": 361.7482524, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 510 ] } ], "orig": "Table C2 provides an allocation of load for different types of equipment connected to consumer mains or submains in a non-domestic installation. The load current is calculated for each equipment load group in the installation, or affected part thereof, and these contributions are then added together to achieve the maximum demand current. The accompanying notes provide clarification of certain provisions and the ensuing examples demonstrate how the calculation is made.", "text": "Table C2 provides an allocation of load for different types of equipment connected to consumer mains or submains in a non-domestic installation. The load current is calculated for each equipment load group in the installation, or affected part thereof, and these contributions are then added together to achieve the maximum demand current. The accompanying notes provide clarification of certain provisions and the ensuing examples demonstrate how the calculation is made." }, { "self_ref": "#/texts/11187", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 470, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11188", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 471, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11189", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 471, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "467", "text": "467" }, { "self_ref": "#/texts/11190", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 471, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11191", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 471, "bbox": { "l": 64.62, "t": 330.3722, "r": 74.264802, "b": 314.77052000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/11192", "parent": { "$ref": "#/tables/71" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 471, "bbox": { "l": 90.23999999999998, "t": 752.9003, "r": 508.55040000000054, "b": 719.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "TABLE C2 MAXIMUM DEMAND-NON-DOMESTIC ELECTRICAL INSTALLATIONS", "text": "TABLE C2 MAXIMUM DEMAND-NON-DOMESTIC ELECTRICAL INSTALLATIONS" }, { "self_ref": "#/texts/11193", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 471, "bbox": { "l": 456.48, "t": 105.74839999999995, "r": 512.606028, "b": 94.56608000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "( continued )", "text": "( continued )" }, { "self_ref": "#/texts/11194", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 471, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11195", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 472, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/11196", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 472, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11197", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 472, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/11198", "parent": { "$ref": "#/tables/72" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 472, "bbox": { "l": 229.8, "t": 783.9884, "r": 372.038331, "b": 753.8468230000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "468 TABLE C2 ( continued )", "text": "468 TABLE C2 ( continued )" }, { "self_ref": "#/texts/11199", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 472, "bbox": { "l": 85.44, "t": 421.1084, "r": 130.33561200000003, "b": 409.92608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/11200", "parent": { "$ref": "#/groups/1076" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 472, "bbox": { "l": 85.44, "t": 406.10846000000004, "r": 512.6166480000002, "b": 370.926236, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 183 ] } ], "orig": "1 See Clause 1.6.3 for where the maximum demand for consumer mains, submains, and final subcircuits respectively, may be determined by assessment, measurement or limitation.", "text": "1 See Clause 1.6.3 for where the maximum demand for consumer mains, submains, and final subcircuits respectively, may be determined by assessment, measurement or limitation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11201", "parent": { "$ref": "#/groups/1076" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 472, "bbox": { "l": 85.44, "t": 367.10861600000004, "r": 508.73590199999865, "b": 355.92629600000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "2 In the calculation of the connected load, the following ratings are assigned to lighting:", "text": "2 In the calculation of the connected load, the following ratings are assigned to lighting:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11202", "parent": { "$ref": "#/groups/1076" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 472, "bbox": { "l": 102.41989199999998, "t": 352.10867600000006, "r": 512.6637420000001, "b": 280.926596, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 487 ] } ], "orig": "(a) Incandescent lamps 60 W or the actual wattage of the lamp to be installed, whichever is the greater, except if the design of the luminaire associated with the lampholder only permits lamps of less than 60 W to be inserted in any lampholder, in which case, the connected load of that lampholder is the wattage of the highest rated lamp which may be accommodated. For multi-lamp luminaires, the load for each lampholder is assessed on the above basis.", "text": "(a) Incandescent lamps 60 W or the actual wattage of the lamp to be installed, whichever is the greater, except if the design of the luminaire associated with the lampholder only permits lamps of less than 60 W to be inserted in any lampholder, in which case, the connected load of that lampholder is the wattage of the highest rated lamp which may be accommodated. For multi-lamp luminaires, the load for each lampholder is assessed on the above basis.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11203", "parent": { "$ref": "#/groups/1076" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 472, "bbox": { "l": 102.41989199999996, "t": 277.108976, "r": 512.6326799999993, "b": 241.92675200000008, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 213 ] } ], "orig": "(b) Fluorescent and other discharge lamps Full connected load, i.e. the actual current consumed by the lighting arrangement, having regard to auxiliary equipment, such as ballasts and capacitors.", "text": "(b) Fluorescent and other discharge lamps Full connected load, i.e. the actual current consumed by the lighting arrangement, having regard to auxiliary equipment, such as ballasts and capacitors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11204", "parent": { "$ref": "#/groups/1076" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 472, "bbox": { "l": 102.41989199999999, "t": 238.10913200000005, "r": 512.5842299999997, "b": 214.92612800000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "(c) Lighting tracks 0.5 A/m per phase of track or the actual connected load, whichever is the greater.", "text": "(c) Lighting tracks 0.5 A/m per phase of track or the actual connected load, whichever is the greater.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11205", "parent": { "$ref": "#/groups/1076" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 472, "bbox": { "l": 85.440648, "t": 211.10850800000003, "r": 512.646354, "b": 187.92623600000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 159 ] } ], "orig": "3 A socket-outlet installed more than 2.3 m above a floor for the connection of a luminaire may be included as a lighting point in load group (a).", "text": "3 A socket-outlet installed more than 2.3 m above a floor for the connection of a luminaire may be included as a lighting point in load group (a).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11206", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 472, "bbox": { "l": 101.52009600000002, "t": 184.10839999999996, "r": 512.620655999999, "b": 148.92617599999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 223 ] } ], "orig": "An appliance rated at not more than 150 W, which is permanently connected, or connected by means of a socket-outlet installed more than 2.3 m above a floor, may be included as a lighting point in load group (a).", "text": "An appliance rated at not more than 150 W, which is permanently connected, or connected by means of a socket-outlet installed more than 2.3 m above a floor, may be included as a lighting point in load group (a)." }, { "self_ref": "#/texts/11207", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 472, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11208", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 473, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/11209", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 473, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11210", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 473, "bbox": { "l": 85.44, "t": 749.7883999999999, "r": 250.826112, "b": 738.6060799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "NOTES TO TABLE C2 ( continued )", "text": "NOTES TO TABLE C2 ( continued )", "level": 1 }, { "self_ref": "#/texts/11211", "parent": { "$ref": "#/groups/1077" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 473, "bbox": { "l": 85.44, "t": 734.7884599999999, "r": 512.5715580000001, "b": 663.6063799999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 504 ] } ], "orig": "4 Load group (b)(ii) applies to an electrical installation, or portion of an electrical installation, incorporating permanently installed heating and/or cooling equipment specifically provided to render unnecessary the use of socket-outlets for portable electric space heating or cooling appliances. Whether heating or cooling, or both, is deemed necessary to avoid the use of portable heating or cooling equipment will depend on the location and climate involved.", "text": "4 Load group (b)(ii) applies to an electrical installation, or portion of an electrical installation, incorporating permanently installed heating and/or cooling equipment specifically provided to render unnecessary the use of socket-outlets for portable electric space heating or cooling appliances. Whether heating or cooling, or both, is deemed necessary to avoid the use of portable heating or cooling equipment will depend on the location and climate involved.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11212", "parent": { "$ref": "#/groups/1077" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 473, "bbox": { "l": 85.44000000000003, "t": 659.7887599999998, "r": 509.52046800000016, "b": 624.6065359999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 201 ] } ], "orig": "5 For the purpose of determining maximum demand, a multiple combination socketoutlet is regarded as the same number of points as the number of integral socketoutlets in the combination.", "text": "5 For the purpose of determining maximum demand, a multiple combination socketoutlet is regarded as the same number of points as the number of integral socketoutlets in the combination.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11213", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 473, "bbox": { "l": 85.08, "t": 617.9603, "r": 269.51279999999986, "b": 604.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "C2.4.2 Examples of calculation", "text": "C2.4.2 Examples of calculation", "level": 1 }, { "self_ref": "#/texts/11214", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 473, "bbox": { "l": 85.08, "t": 597.9203, "r": 206.50320000000016, "b": 584.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "C2.4.2.1 Example 4", "text": "C2.4.2.1 Example 4", "level": 1 }, { "self_ref": "#/texts/11215", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 473, "bbox": { "l": 85.08000000000001, "t": 577.9403, "r": 138.84720000000004, "b": 564.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Problem:", "text": "Problem:", "level": 1 }, { "self_ref": "#/texts/11216", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 473, "bbox": { "l": 85.08, "t": 557.966635, "r": 513.5774110999995, "b": 530.5270379, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "To determine the maximum demand of the heaviest loaded phase of a 30-unit motel complex supplied by three-phase with the following load:", "text": "To determine the maximum demand of the heaviest loaded phase of a 30-unit motel complex supplied by three-phase with the following load:" }, { "self_ref": "#/texts/11217", "parent": { "$ref": "#/groups/1078" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 473, "bbox": { "l": 85.08000000000004, "t": 523.9472019, "r": 244.93399380000005, "b": 510.5473898999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "200 60 W lighting points", "text": "200 60 W lighting points", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11218", "parent": { "$ref": "#/groups/1078" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 473, "bbox": { "l": 85.08000000000004, "t": 503.9675538999999, "r": 457.3258167999996, "b": 490.56774189999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "30 50 W single-phase exhaust fans (permanently connected)", "text": "30 50 W single-phase exhaust fans (permanently connected)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11219", "parent": { "$ref": "#/groups/1078" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 473, "bbox": { "l": 85.08000000000001, "t": 483.9278708999999, "r": 513.6686642999987, "b": 456.5483087999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "10 10 A single-phase single socket-outlets (non-permanently heated or cooled area)", "text": "10 10 A single-phase single socket-outlets (non-permanently heated or cooled area)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11220", "parent": { "$ref": "#/groups/1078" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 473, "bbox": { "l": 85.08000000000001, "t": 449.9684727999999, "r": 509.9705082999999, "b": 422.5288756999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "90 10 A single-phase single socket-outlets (permanently heated or cooled area)", "text": "90 10 A single-phase single socket-outlets (permanently heated or cooled area)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11221", "parent": { "$ref": "#/groups/1078" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 473, "bbox": { "l": 85.07999999999998, "t": 415.9490396999999, "r": 317.11887709999974, "b": 402.5492276999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "4 15 A single-phase socket-outlets", "text": "4 15 A single-phase socket-outlets", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11222", "parent": { "$ref": "#/groups/1078" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 473, "bbox": { "l": 85.07999999999998, "t": 395.9693916999999, "r": 513.5642033999997, "b": 368.5297945999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "1 16 600 W three-phase electric range consisting of two 5000 W hotplates and one 6600 W oven", "text": "1 16 600 W three-phase electric range consisting of two 5000 W hotplates and one 6600 W oven", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11223", "parent": { "$ref": "#/groups/1078" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 473, "bbox": { "l": 85.07879930000004, "t": 361.9499585999999, "r": 513.6709003999997, "b": 334.5670729, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "1 750 W three-phase sewerage pump motor (2.0 A per phase nameplate rating)", "text": "1 750 W three-phase sewerage pump motor (2.0 A per phase nameplate rating)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11224", "parent": { "$ref": "#/groups/1078" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 473, "bbox": { "l": 85.07983469999999, "t": 327.9272019, "r": 329.80891009999965, "b": 314.5273899, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "1 6000 W single-phase sauna heater", "text": "1 6000 W single-phase sauna heater", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11225", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 473, "bbox": { "l": 85.07983469999999, "t": 307.9475539, "r": 513.5604359999996, "b": 280.5679918000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "The load is arranged for connection across the three-phase supply as follows:", "text": "The load is arranged for connection across the three-phase supply as follows:" }, { "self_ref": "#/texts/11226", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 473, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "469", "text": "469" }, { "self_ref": "#/texts/11227", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 473, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11228", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 473, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11229", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 474, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/11230", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 474, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11231", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 474, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "470", "text": "470" }, { "self_ref": "#/texts/11232", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 474, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/11233", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 474, "bbox": { "l": 85.08, "t": 752.966635, "r": 134.137946, "b": 739.566823, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Solution :", "text": "Solution :", "level": 1 }, { "self_ref": "#/texts/11234", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 474, "bbox": { "l": 85.07999999999998, "t": 732.926635, "r": 513.6302418999987, "b": 705.5470729, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 129 ] } ], "orig": "The method of determining the demand in the heaviest loaded phase in accordance with Table C2, Column 2 is as follows:", "text": "The method of determining the demand in the heaviest loaded phase in accordance with Table C2, Column 2 is as follows:" }, { "self_ref": "#/texts/11235", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 474, "bbox": { "l": 85.08, "t": 261.566635, "r": 425.3379680999998, "b": 248.16682300000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "Total loading, heaviest loaded phase = blue phase, 95.16 A.", "text": "Total loading, heaviest loaded phase = blue phase, 95.16 A." }, { "self_ref": "#/texts/11236", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 474, "bbox": { "l": 85.08, "t": 241.52030000000002, "r": 206.50320000000016, "b": 228.12829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "C2.4.2.2 Example 5", "text": "C2.4.2.2 Example 5", "level": 1 }, { "self_ref": "#/texts/11237", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 474, "bbox": { "l": 85.08000000000001, "t": 221.5403, "r": 138.84720000000004, "b": 208.14830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Problem:", "text": "Problem:", "level": 1 }, { "self_ref": "#/texts/11238", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 474, "bbox": { "l": 85.08, "t": 201.56663500000002, "r": 513.6098300000001, "b": 160.14728779999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "To determine the maximum demand of the heaviest loaded phase of a factory electrical installation supplied by three-phase with the following load:", "text": "To determine the maximum demand of the heaviest loaded phase of a factory electrical installation supplied by three-phase with the following load:" }, { "self_ref": "#/texts/11239", "parent": { "$ref": "#/groups/1079" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 474, "bbox": { "l": 85.08000000000004, "t": 153.56745180000007, "r": 510.02453979999865, "b": 126.12785470000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "30 Twin 36 W power factor corrected fluorescent luminaires each with a run current of 0.42 A or as specified by the supplier", "text": "30 Twin 36 W power factor corrected fluorescent luminaires each with a run current of 0.42 A or as specified by the supplier", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11240", "parent": { "$ref": "#/groups/1079" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 474, "bbox": { "l": 85.08000000000001, "t": 119.54801870000006, "r": 509.9428921999997, "b": 92.16845660000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "10 10 A single-phase single socket-outlets (non-permanently heated or cooled area)", "text": "10 10 A single-phase single socket-outlets (non-permanently heated or cooled area)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11241", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 474, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11242", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 475, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11243", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 475, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "471", "text": "471", "level": 1 }, { "self_ref": "#/texts/11244", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 475, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/11245", "parent": { "$ref": "#/groups/1080" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 475, "bbox": { "l": 85.08, "t": 746.966635, "r": 509.89606489999943, "b": 719.5270379, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 83 ] } ], "orig": "4 10 A single-phase double socket-outlets (permanently heated or cooled area)", "text": "4 10 A single-phase double socket-outlets (permanently heated or cooled area)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11246", "parent": { "$ref": "#/groups/1080" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 475, "bbox": { "l": 85.08, "t": 712.9472019, "r": 309.959103, "b": 699.5473899, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "1 20 A single-phase socket-outlet", "text": "1 20 A single-phase socket-outlet", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11247", "parent": { "$ref": "#/groups/1080" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 475, "bbox": { "l": 85.08, "t": 692.9675539, "r": 309.959103, "b": 679.5677419, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "1 15 A single-phase socket-outlet", "text": "1 15 A single-phase socket-outlet", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11248", "parent": { "$ref": "#/groups/1080" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 475, "bbox": { "l": 85.08, "t": 672.9278709, "r": 331.57050229999936, "b": 659.5280589, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "1 4000 W single-phase airconditioner", "text": "1 4000 W single-phase airconditioner", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11249", "parent": { "$ref": "#/groups/1080" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 475, "bbox": { "l": 85.08, "t": 652.9482229, "r": 513.6693953999998, "b": 625.5670729, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "1 5500 W three-phase rolling machine motor (10.4 A per phase nameplate rating)", "text": "1 5500 W three-phase rolling machine motor (10.4 A per phase nameplate rating)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11250", "parent": { "$ref": "#/groups/1080" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 475, "bbox": { "l": 85.08073110000002, "t": 618.9272019, "r": 509.9885010999992, "b": 591.5470729, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "1 4000 W three-phase lathe motor (8.3 A per phase nameplate rating)", "text": "1 4000 W three-phase lathe motor (8.3 A per phase nameplate rating)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11251", "parent": { "$ref": "#/groups/1080" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 475, "bbox": { "l": 85.08118300000002, "t": 584.9672369, "r": 371.34006999999957, "b": 571.5674249, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "1 3600 W single-phase storage water heater", "text": "1 3600 W single-phase storage water heater", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11252", "parent": { "$ref": "#/groups/1080" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 475, "bbox": { "l": 85.08118300000002, "t": 564.9275539, "r": 509.99450459999963, "b": 537.5479918, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 118 ] } ], "orig": "2 250 A output three-phase arc welders (permanently connected) (10 A per phase primary current nameplate rating)", "text": "2 250 A output three-phase arc welders (permanently connected) (10 A per phase primary current nameplate rating)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11253", "parent": { "$ref": "#/groups/1080" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 475, "bbox": { "l": 85.08118299999998, "t": 530.9681558, "r": 513.6704589999998, "b": 489.5470729, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 151 ] } ], "orig": "1 30 000 VA two-phase spot welder (permanently connected)varying operation [Paragraph C2.5.2.3(a)(i)] (50 A per phase primary current nameplate rating)", "text": "1 30 000 VA two-phase spot welder (permanently connected)varying operation [Paragraph C2.5.2.3(a)(i)] (50 A per phase primary current nameplate rating)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11254", "parent": { "$ref": "#/groups/1080" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 475, "bbox": { "l": 85.080594, "t": 482.9672369, "r": 509.992714899999, "b": 441.5478897, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 177 ] } ], "orig": "1 15 000 VA two-phase spot welder (permanently connected)specific operation at 20% duty cycle [Paragraph C2.5.2.3(a)(ii)] (25 A per phase primary current nameplate rating)", "text": "1 15 000 VA two-phase spot welder (permanently connected)specific operation at 20% duty cycle [Paragraph C2.5.2.3(a)(ii)] (25 A per phase primary current nameplate rating)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11255", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 475, "bbox": { "l": 85.08059399999999, "t": 434.9680537, "r": 513.5611952999996, "b": 407.52845659999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "The load is arranged for connection across the three-phase supply as follows:", "text": "The load is arranged for connection across the three-phase supply as follows:" }, { "self_ref": "#/texts/11256", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 475, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11257", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 476, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/11258", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 476, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11259", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 476, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "472", "text": "472" }, { "self_ref": "#/texts/11260", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 476, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/11261", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 476, "bbox": { "l": 85.08, "t": 752.966635, "r": 134.137946, "b": 739.566823, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Solution :", "text": "Solution :", "level": 1 }, { "self_ref": "#/texts/11262", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 476, "bbox": { "l": 85.07999999999998, "t": 732.926635, "r": 513.6302418999987, "b": 705.5470729, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 129 ] } ], "orig": "The method of determining the demand in the heaviest loaded phase in accordance with Table C2, Column 3 is as follows:", "text": "The method of determining the demand in the heaviest loaded phase in accordance with Table C2, Column 3 is as follows:" }, { "self_ref": "#/texts/11263", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 476, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11264", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 477, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11265", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 477, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "473", "text": "473" }, { "self_ref": "#/texts/11266", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 477, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11267", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 477, "bbox": { "l": 85.08, "t": 752.966635, "r": 432.2684084999991, "b": 739.566823, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "Total loading, heaviest loaded phase = blue phase, 102.68 A.", "text": "Total loading, heaviest loaded phase = blue phase, 102.68 A." }, { "self_ref": "#/texts/11268", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 477, "bbox": { "l": 85.07999999999998, "t": 732.9203, "r": 513.643200000001, "b": 705.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "C2.4.3 Alternative calculation method for commercial and light-industrial applications", "text": "C2.4.3 Alternative calculation method for commercial and light-industrial applications", "level": 1 }, { "self_ref": "#/texts/11269", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 477, "bbox": { "l": 85.07999999999998, "t": 698.9603, "r": 191.87760000000006, "b": 685.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "C2.4.3.1 General", "text": "C2.4.3.1 General", "level": 1 }, { "self_ref": "#/texts/11270", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 477, "bbox": { "l": 85.07999999999998, "t": 678.926635, "r": 513.7214951000003, "b": 623.5275376999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 242 ] } ], "orig": "The alternative calculation method set out below may be used for commercial and light-industrial applications. This method is based on experience and energy consumption figures for different types of occupancy within installations.", "text": "The alternative calculation method set out below may be used for commercial and light-industrial applications. This method is based on experience and energy consumption figures for different types of occupancy within installations." }, { "self_ref": "#/texts/11271", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 477, "bbox": { "l": 85.08000000000004, "t": 616.9477016999999, "r": 513.5918194999994, "b": 575.5283544999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 214 ] } ], "orig": "The values shown in Table C3 depend on factors such as the climate, occupancy hours and levels, energy management systems, and the degree to which equipment is uniformly distributed in the affected area.", "text": "The values shown in Table C3 depend on factors such as the climate, occupancy hours and levels, energy management systems, and the degree to which equipment is uniformly distributed in the affected area." }, { "self_ref": "#/texts/11272", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 477, "bbox": { "l": 85.08000000000004, "t": 568.9485184999999, "r": 513.6314425999988, "b": 541.5689563999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "An example is provided to demonstrate how the energy demand figures are converted to demand current.", "text": "An example is provided to demonstrate how the energy demand figures are converted to demand current." }, { "self_ref": "#/texts/11273", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 477, "bbox": { "l": 85.08, "t": 534.9203, "r": 195.8736, "b": 521.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "C2.4.3.2 Example", "text": "C2.4.3.2 Example", "level": 1 }, { "self_ref": "#/texts/11274", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 477, "bbox": { "l": 85.07992300000001, "t": 514.946635, "r": 513.6357425999992, "b": 431.5270379, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 414 ] } ], "orig": "A tenancy submains supplies an office of 1500 m 2 in a temperate location that uses a dedicated airconditioning plant with zonal electric reheat in cooler months. Table C3 gives a figure of 50 VA/m 2 for general light and power and 50 VA/m 2 for airconditioning. The total figure is 150 kVA (1500 m 2  100 VA/m 2 ), which equates to approximately 217 A at a 230/400 V operating voltage.", "text": "A tenancy submains supplies an office of 1500 m 2 in a temperate location that uses a dedicated airconditioning plant with zonal electric reheat in cooler months. Table C3 gives a figure of 50 VA/m 2 for general light and power and 50 VA/m 2 for airconditioning. The total figure is 150 kVA (1500 m 2  100 VA/m 2 ), which equates to approximately 217 A at a 230/400 V operating voltage." }, { "self_ref": "#/texts/11275", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 477, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11276", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 478, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11277", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 478, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "474", "text": "474" }, { "self_ref": "#/texts/11278", "parent": { "$ref": "#/groups/1081" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 478, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11279", "parent": { "$ref": "#/tables/77" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 478, "bbox": { "l": 148.14, "t": 752.9603, "r": 450.59040000000033, "b": 705.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "TABLE C3 MAXIMUM DEMAND-ENERGY DEMAND METHOD FOR NON-DOMESTIC INSTALLATIONS", "text": "TABLE C3 MAXIMUM DEMAND-ENERGY DEMAND METHOD FOR NON-DOMESTIC INSTALLATIONS" }, { "self_ref": "#/texts/11280", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 478, "bbox": { "l": 65.76, "t": 553.8122, "r": 75.40480200000002, "b": 538.21052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/11281", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 478, "bbox": { "l": 94.08, "t": 339.0285, "r": 503.9070180000002, "b": 315.846228, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 156 ] } ], "orig": "NOTE: EV charging relates to charging equipment associated with electric vehicles and should be considered in addition to all other energy demands.", "text": "NOTE: EV charging relates to charging equipment associated with electric vehicles and should be considered in addition to all other energy demands." }, { "self_ref": "#/texts/11282", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 478, "bbox": { "l": 64.5, "t": 309.20029999999997, "r": 397.06920000000065, "b": 290.05062, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "C2.4.4 Alternative method using switchboard diversity *", "text": "C2.4.4 Alternative method using switchboard diversity *", "level": 1 }, { "self_ref": "#/texts/11283", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 478, "bbox": { "l": 85.08, "t": 289.22673499999996, "r": 513.6530551999991, "b": 233.82763769999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 252 ] } ], "orig": "For switchboards conforming with the AS/NZS 3439 series or the AS/NZS 61439 series, the maximum demand may be determined by multiplying the arithmetic sum of the circuit overload ratings by the appropriate diversity factor in Table C4 below.", "text": "For switchboards conforming with the AS/NZS 3439 series or the AS/NZS 61439 series, the maximum demand may be determined by multiplying the arithmetic sum of the circuit overload ratings by the appropriate diversity factor in Table C4 below." }, { "self_ref": "#/texts/11284", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 478, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11285", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 479, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/11286", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 479, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11287", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 479, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "475", "text": "475" }, { "self_ref": "#/texts/11288", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 479, "bbox": { "l": 64.5, "t": 751.6922, "r": 74.144802, "b": 736.09052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/11289", "parent": { "$ref": "#/tables/78" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 479, "bbox": { "l": 205.07999999999998, "t": 752.9003, "r": 393.63119999999964, "b": 705.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "TABLE C4 UPSTREAM CIRCUIT LOADING AFTER DIVERSITY", "text": "TABLE C4 UPSTREAM CIRCUIT LOADING AFTER DIVERSITY" }, { "self_ref": "#/texts/11290", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 479, "bbox": { "l": 85.08, "t": 590.9603, "r": 350.442, "b": 577.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "C2.5 Maximum demand in final subcircuits", "text": "C2.5 Maximum demand in final subcircuits", "level": 1 }, { "self_ref": "#/texts/11291", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 479, "bbox": { "l": 85.08, "t": 570.9203, "r": 181.22639999999996, "b": 557.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "C2.5.1 General", "text": "C2.5.1 General", "level": 1 }, { "self_ref": "#/texts/11292", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 479, "bbox": { "l": 85.08, "t": 550.946635, "r": 412.7138082999999, "b": 537.546823, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "The maximum demand in final subcircuits is determined-", "text": "The maximum demand in final subcircuits is determined-" }, { "self_ref": "#/texts/11293", "parent": { "$ref": "#/groups/1082" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 479, "bbox": { "l": 85.08, "t": 530.966987, "r": 513.4825557999993, "b": 517.567175, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "(a) for single items of equipment, by assessment of the connected load; or", "text": "(a) for single items of equipment, by assessment of the connected load; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11294", "parent": { "$ref": "#/groups/1082" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 479, "bbox": { "l": 85.08000000000001, "t": 510.92730399999994, "r": 513.6602593999997, "b": 483.54774189999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "(b) for multiple items of equipment, by limitation of the current rating of a circuit-breaker.", "text": "(b) for multiple items of equipment, by limitation of the current rating of a circuit-breaker.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11295", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 479, "bbox": { "l": 113.46, "t": 479.888241, "r": 513.3606328800009, "b": 454.6006849, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "NOTE: Table C9 provides guidance on the loading of points per final subcircuit.", "text": "NOTE: Table C9 provides guidance on the loading of points per final subcircuit." }, { "self_ref": "#/texts/11296", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 479, "bbox": { "l": 85.07999999999996, "t": 447.926635, "r": 513.6290411999995, "b": 392.5275377, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 279 ] } ], "orig": "In some applications, the connected equipment may operate in a particular manner that allows for diversity to be applied. This includes welding machines (see Paragraph C2.5.2), domestic cooking appliances (Paragraph C2.5.3) and interlocked equipment (Paragraph C2.5.4).", "text": "In some applications, the connected equipment may operate in a particular manner that allows for diversity to be applied. This includes welding machines (see Paragraph C2.5.2), domestic cooking appliances (Paragraph C2.5.3) and interlocked equipment (Paragraph C2.5.4)." }, { "self_ref": "#/texts/11297", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 479, "bbox": { "l": 85.08, "t": 385.94030000000004, "r": 239.28240000000014, "b": 372.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "C2.5.2 Welding machines", "text": "C2.5.2 Welding machines", "level": 1 }, { "self_ref": "#/texts/11298", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 479, "bbox": { "l": 85.07999999999998, "t": 365.9603, "r": 206.45279999999988, "b": 352.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "C2.5.2.1 Definitions", "text": "C2.5.2.1 Definitions", "level": 1 }, { "self_ref": "#/texts/11299", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 479, "bbox": { "l": 85.08, "t": 345.926735, "r": 503.45070729999946, "b": 332.526923, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "For the purpose of this Paragraph (C2.5.2), the following definitions apply:", "text": "For the purpose of this Paragraph (C2.5.2), the following definitions apply:" }, { "self_ref": "#/texts/11300", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 479, "bbox": { "l": 85.08000000000001, "t": 325.947087, "r": 251.4379168, "b": 312.546923, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "(a) Rated primary current -", "text": "(a) Rated primary current -", "level": 1 }, { "self_ref": "#/texts/11301", "parent": { "$ref": "#/groups/1083" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 479, "bbox": { "l": 113.400642, "t": 305.967087, "r": 513.596353399999, "b": 264.54773980000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 202 ] } ], "orig": "(i) for arc welding machines conforming with the AS 60974 series, the marked rated input current, or the marked corrected primary current where fitted with power factor correction equipment; and", "text": "(i) for arc welding machines conforming with the AS 60974 series, the marked rated input current, or the marked corrected primary current where fitted with power factor correction equipment; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11302", "parent": { "$ref": "#/groups/1083" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 479, "bbox": { "l": 113.400642, "t": 257.96790379999993, "r": 513.6996135999992, "b": 216.54855659999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 206 ] } ], "orig": "(ii) for all other welding machines, the current obtained by multiplying the rated kilovolt amperes (kVA) by 1000 and dividing by the rated primary voltage using the values given on the nameplate.", "text": "(ii) for all other welding machines, the current obtained by multiplying the rated kilovolt amperes (kVA) by 1000 and dividing by the rated primary voltage using the values given on the nameplate.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11303", "parent": { "$ref": "#/groups/1083" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 479, "bbox": { "l": 85.07973109999995, "t": 209.96872059999998, "r": 513.6227007999987, "b": 168.54728780000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 169 ] } ], "orig": "(b) Actual primary current The current drawn from the supply circuit during each welding operation at the particular heat tap and control setting used.", "text": "(b) Actual primary current The current drawn from the supply circuit during each welding operation at the particular heat tap and control setting used.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11304", "parent": { "$ref": "#/groups/1083" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 479, "bbox": { "l": 85.0808638, "t": 161.96745180000005, "r": 513.6346891000002, "b": 134.52703789999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": "(c) Duty cycle The ratio of the time during which welding current flows to the standard period of 1 min, expressed as a percentage.", "text": "(c) Duty cycle The ratio of the time during which welding current flows to the standard period of 1 min, expressed as a percentage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11305", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 479, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11306", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 479, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11307", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 480, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11308", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 480, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "476", "text": "476" }, { "self_ref": "#/texts/11309", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 480, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/11310", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 480, "bbox": { "l": 85.08, "t": 752.966635, "r": 147.81794599999998, "b": 739.566823, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Example 1 :", "text": "Example 1 :", "level": 1 }, { "self_ref": "#/texts/11311", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 480, "bbox": { "l": 85.08, "t": 732.926635, "r": 513.5702068999984, "b": 705.5470729, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] } ], "orig": "A spot welder supplied by a 50 Hz system (3000 cycles/min) making six 15-cycle welds per minute would have a duty cycle of-", "text": "A spot welder supplied by a 50 Hz system (3000 cycles/min) making six 15-cycle welds per minute would have a duty cycle of-" }, { "self_ref": "#/texts/11312", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "formula", "prov": [ { "page_no": 480, "bbox": { "l": 116.09959194000004, "t": 700.30666622, "r": 205.69188150000002, "b": 670.1553689, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "= 3% 3000 6 15 100  ", "text": "" }, { "self_ref": "#/texts/11313", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 480, "bbox": { "l": 85.08, "t": 663.926635, "r": 147.81794599999998, "b": 650.526823, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Example 2 :", "text": "Example 2 :", "level": 1 }, { "self_ref": "#/texts/11314", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 480, "bbox": { "l": 85.08, "t": 643.946635, "r": 513.5858159999996, "b": 616.5670729, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "A seam welder operating two cycles 'ON' and two cycles 'OFF' would have a duty cycle of 50%.", "text": "A seam welder operating two cycles 'ON' and two cycles 'OFF' would have a duty cycle of 50%." }, { "self_ref": "#/texts/11315", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 480, "bbox": { "l": 96.42, "t": 612.848241, "r": 513.4244960800007, "b": 561.5806201999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 279 ] } ], "orig": "NOTE: The current-carrying capacity of the supply conductors necessary to limit the voltage drop to a value permissible for the satisfactory performance of welding machines may sometimes be greater than that required to prevent overheating of the conductors.", "text": "NOTE: The current-carrying capacity of the supply conductors necessary to limit the voltage drop to a value permissible for the satisfactory performance of welding machines may sometimes be greater than that required to prevent overheating of the conductors." }, { "self_ref": "#/texts/11316", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 480, "bbox": { "l": 85.08, "t": 554.9603, "r": 269.83080000000007, "b": 541.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "C2.5.2.2 Arc welding machines", "text": "C2.5.2.2 Arc welding machines", "level": 1 }, { "self_ref": "#/texts/11317", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 480, "bbox": { "l": 85.08, "t": 534.926635, "r": 349.6542449999994, "b": 521.526823, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "The following applies to arc welding machines:", "text": "The following applies to arc welding machines:" }, { "self_ref": "#/texts/11318", "parent": { "$ref": "#/groups/1085" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 480, "bbox": { "l": 85.08, "t": 514.946987, "r": 513.7110663999996, "b": 487.5670729, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "(a) Individual machine The maximum demand of an individual arc welding machine is deemed to be 100% of the rated primary current.", "text": "(a) Individual machine The maximum demand of an individual arc welding machine is deemed to be 100% of the rated primary current.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11319", "parent": { "$ref": "#/groups/1085" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 480, "bbox": { "l": 85.0791769, "t": 480.9272019, "r": 513.7001035999996, "b": 453.5470729, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "(b) Groups of machines The maximum demand of two or more arc welding machines is deemed to be as follows:", "text": "(b) Groups of machines The maximum demand of two or more arc welding machines is deemed to be as follows:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11320", "parent": { "$ref": "#/groups/1085" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 480, "bbox": { "l": 113.39993130000002, "t": 446.9672369, "r": 513.6955266000001, "b": 419.5270379, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "(i) Two largest welding machines 100% of each rated primary current.", "text": "(i) Two largest welding machines 100% of each rated primary current.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11321", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 480, "bbox": { "l": 141.78, "t": 412.94030000000004, "r": 168.33359999999996, "b": 399.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "plus", "text": "plus" }, { "self_ref": "#/texts/11322", "parent": { "$ref": "#/groups/1086" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 480, "bbox": { "l": 113.4, "t": 392.966635, "r": 506.5956561999994, "b": 359.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(ii) Next largest welding machine 85% of the rated primary current. plus", "text": "(ii) Next largest welding machine 85% of the rated primary current. plus", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11323", "parent": { "$ref": "#/groups/1086" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 480, "bbox": { "l": 113.3999175, "t": 352.946987, "r": 506.5956561999994, "b": 319.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "(iii) Next largest welding machine 70% of the rated primary current. plus", "text": "(iii) Next largest welding machine 70% of the rated primary current. plus", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11324", "parent": { "$ref": "#/groups/1086" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 480, "bbox": { "l": 113.4, "t": 312.926735, "r": 491.82834699999927, "b": 299.526923, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "(iv) All other welding machines 60% of the rated primary current.", "text": "(iv) All other welding machines 60% of the rated primary current.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11325", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 480, "bbox": { "l": 85.08, "t": 292.94039999999995, "r": 313.28159999999997, "b": 279.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "C2.5.2.3 Resistance welding machines", "text": "C2.5.2.3 Resistance welding machines", "level": 1 }, { "self_ref": "#/texts/11326", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 480, "bbox": { "l": 85.08, "t": 272.966635, "r": 389.7996494999997, "b": 259.566823, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "The following applies to resistance welding machines:", "text": "The following applies to resistance welding machines:" }, { "self_ref": "#/texts/11327", "parent": { "$ref": "#/groups/1087" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 480, "bbox": { "l": 85.08, "t": 252.92695200000003, "r": 513.6733275000003, "b": 225.5470729, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 115 ] } ], "orig": "(a) Individual machines The maximum demand for an individual resistance welding machine is deemed to be as follows:", "text": "(a) Individual machines The maximum demand for an individual resistance welding machine is deemed to be as follows:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11328", "parent": { "$ref": "#/groups/1087" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 480, "bbox": { "l": 113.3995706, "t": 218.9672369, "r": 513.6888850999987, "b": 177.54728780000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 196 ] } ], "orig": "(i) Varying operation 70% of the rated primary current for seam and automatically fed machines, and 50% of the rated primary current for manually operated, non-automatic machines.", "text": "(i) Varying operation 70% of the rated primary current for seam and automatically fed machines, and 50% of the rated primary current for manually operated, non-automatic machines.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11329", "parent": { "$ref": "#/groups/1087" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 480, "bbox": { "l": 113.40071979999999, "t": 170.96745180000005, "r": 513.6174030999989, "b": 101.52775259999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 281 ] } ], "orig": "(ii) Specific operation The product of the actual primary current and the multiplier given below for the duty cycle at which the welder will be operated under specific operating conditions for which the actual primary current and duty cycle are known and remain unchanged.", "text": "(ii) Specific operation The product of the actual primary current and the multiplier given below for the duty cycle at which the welder will be operated under specific operating conditions for which the actual primary current and duty cycle are known and remain unchanged.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11330", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 480, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11331", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 481, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11332", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 481, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "477", "text": "477" }, { "self_ref": "#/texts/11333", "parent": { "$ref": "#/groups/1088" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 481, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11334", "parent": { "$ref": "#/groups/1089" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 481, "bbox": { "l": 113.46, "t": 749.127895, "r": 508.89493589999984, "b": 713.52714, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "Duty cycle %: 50 40 30 25 20 15 10 7.5  5.0 Multiplier: 0.71 0.63 0.55 0.50 0.45 0.39 0.32 0.27 0.22", "text": "Duty cycle %: 50 40 30 25 20 15 10 7.5  5.0 Multiplier: 0.71 0.63 0.55 0.50 0.45 0.39 0.32 0.27 0.22" }, { "self_ref": "#/texts/11335", "parent": { "$ref": "#/groups/1090" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 481, "bbox": { "l": 85.08145550000006, "t": 706.947304, "r": 513.7008064999993, "b": 637.5677875999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 315 ] } ], "orig": "(b) Groups of machines The demand for two or more resistance welding machines is deemed to be the sum of the values obtained in accordance with Item (a) for the largest welding machine supplied, and 60% of the values obtained in accordance with Item (a) for all other welding machines supplied.", "text": "(b) Groups of machines The demand for two or more resistance welding machines is deemed to be the sum of the values obtained in accordance with Item (a) for the largest welding machine supplied, and 60% of the values obtained in accordance with Item (a) for all other welding machines supplied.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11336", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 481, "bbox": { "l": 85.08, "t": 630.9203, "r": 299.8944000000001, "b": 617.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "C2.5.3 Domestic cooking appliances", "text": "C2.5.3 Domestic cooking appliances", "level": 1 }, { "self_ref": "#/texts/11337", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 481, "bbox": { "l": 85.07999999999998, "t": 610.946635, "r": 513.6194355999992, "b": 569.5272878, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 214 ] } ], "orig": "The maximum demand current for a final subcircuit connected to a fixed or stationary range, oven or hotplate installed in a domestic installation may be less than the full connected load of the equipment.", "text": "The maximum demand current for a final subcircuit connected to a fixed or stationary range, oven or hotplate installed in a domestic installation may be less than the full connected load of the equipment." }, { "self_ref": "#/texts/11338", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 481, "bbox": { "l": 85.07999999999998, "t": 562.9474518, "r": 513.6206362999992, "b": 535.5678896999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "Table C5 provides assessed maximum demand values that may be applied to a final subcircuit supplying-", "text": "Table C5 provides assessed maximum demand values that may be applied to a final subcircuit supplying-" }, { "self_ref": "#/texts/11339", "parent": { "$ref": "#/groups/1091" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 481, "bbox": { "l": 85.08000000000001, "t": 528.9280186999999, "r": 489.40131659999884, "b": 515.5282066999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(a) an individual appliance using the energy rating of the appliance; or", "text": "(a) an individual appliance using the energy rating of the appliance; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11340", "parent": { "$ref": "#/groups/1091" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 481, "bbox": { "l": 85.08000000000004, "t": 508.9483706999999, "r": 513.6122313999999, "b": 481.5688085999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "(b) more than one appliance, e.g. separate oven and hotplates using the total energy rating of the appliances.", "text": "(b) more than one appliance, e.g. separate oven and hotplates using the total energy rating of the appliances.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11341", "parent": { "$ref": "#/tables/79" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 481, "bbox": { "l": 125.69999999999999, "t": 467.9003, "r": 473.01719999999995, "b": 434.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "TABLE C5 MAXIMUM DEMAND-DOMESTIC COOKING APPLIANCES", "text": "TABLE C5 MAXIMUM DEMAND-DOMESTIC COOKING APPLIANCES" }, { "self_ref": "#/texts/11342", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 481, "bbox": { "l": 85.08, "t": 304.22040000000004, "r": 260.8103999999998, "b": 290.8284000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "C2.5.4 Interlocked equipment", "text": "C2.5.4 Interlocked equipment", "level": 1 }, { "self_ref": "#/texts/11343", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 481, "bbox": { "l": 85.0799999999999, "t": 284.186635, "r": 513.6722664000001, "b": 214.80778759999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 327 ] } ], "orig": "Where more than one item of equipment is connected to the same final subcircuit, but is interlocked so that only a limited number of items can be connected at one time, e.g. duty and stand-by arrangements, the maximum demand may be assessed from the combination of items that presents the highest simultaneous load.", "text": "Where more than one item of equipment is connected to the same final subcircuit, but is interlocked so that only a limited number of items can be connected at one time, e.g. duty and stand-by arrangements, the maximum demand may be assessed from the combination of items that presents the highest simultaneous load." }, { "self_ref": "#/texts/11344", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 481, "bbox": { "l": 85.08, "t": 200.24029999999993, "r": 394.16159999999974, "b": 186.8483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "C3 SIMPLIFIED PROTECTIVE DEVICE SELECTION", "text": "C3 SIMPLIFIED PROTECTIVE DEVICE SELECTION", "level": 1 }, { "self_ref": "#/texts/11345", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 481, "bbox": { "l": 85.07999999999998, "t": 180.206635, "r": 513.6530552000003, "b": 110.82778759999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 320 ] } ], "orig": "As specified in Clause 3.4, the current-carrying capacity of cables is required to be determined from the AS/NZS 3008.1 series. These Standards provide a comprehensive set of tables and calculation methods taking into account different cable/conductor types, installation methods and external influences.", "text": "As specified in Clause 3.4, the current-carrying capacity of cables is required to be determined from the AS/NZS 3008.1 series. These Standards provide a comprehensive set of tables and calculation methods taking into account different cable/conductor types, installation methods and external influences." }, { "self_ref": "#/texts/11346", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 481, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11347", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 482, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11348", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 482, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "478", "text": "478" }, { "self_ref": "#/texts/11349", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 482, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/11350", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 482, "bbox": { "l": 85.07999999999998, "t": 752.966635, "r": 513.6410481999998, "b": 697.5675376999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 299 ] } ], "orig": "For many typical and simple applications, reference to AS/NZS 3008.1 may not be needed or warranted and an alternative, albeit more conservative, approach may be adopted by limiting the current that can be provided to the circuit by the selection of appropriately rated protective devices.", "text": "For many typical and simple applications, reference to AS/NZS 3008.1 may not be needed or warranted and an alternative, albeit more conservative, approach may be adopted by limiting the current that can be provided to the circuit by the selection of appropriately rated protective devices." }, { "self_ref": "#/texts/11351", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 482, "bbox": { "l": 85.07999999999996, "t": 690.9276666999999, "r": 513.640046, "b": 635.5272878, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 267 ] } ], "orig": "Tables C6 and C7 provide guidance on the selection of protective devices suitable for use with cables of cross-sectional area from 1 mm 2 to 25 mm 2 , for single-phase and three-phase cable applications respectively, under a range of installation conditions.", "text": "Tables C6 and C7 provide guidance on the selection of protective devices suitable for use with cables of cross-sectional area from 1 mm 2 to 25 mm 2 , for single-phase and three-phase cable applications respectively, under a range of installation conditions." }, { "self_ref": "#/texts/11352", "parent": { "$ref": "#/pictures/207" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 482, "bbox": { "l": 95.94, "t": 621.9203, "r": 502.80239999999947, "b": 574.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 119 ] } ], "orig": "TABLE C6 SIMPLIFIED PROTECTIVE DEVICE SELECTION FOR CABLES FROM 1 mm 2 TO 25 mm 2 USED IN SINGLE-PHASE APPLICATIONS", "text": "TABLE C6 SIMPLIFIED PROTECTIVE DEVICE SELECTION FOR CABLES FROM 1 mm 2 TO 25 mm 2 USED IN SINGLE-PHASE APPLICATIONS" }, { "self_ref": "#/texts/11353", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 482, "bbox": { "l": 123.78, "t": 540.8684, "r": 371.85015000000027, "b": 517.6861279999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "Cable type-PVC insulated and sheathed cables, two-core and earth marked V-90", "text": "Cable type-PVC insulated and sheathed cables, two-core and earth marked V-90", "level": 1 }, { "self_ref": "#/texts/11354", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 482, "bbox": { "l": 85.14, "t": 250.04840000000002, "r": 245.75358600000013, "b": 238.86608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "NOTES TO TABLES C6 AND C7:", "text": "NOTES TO TABLES C6 AND C7:", "level": 1 }, { "self_ref": "#/texts/11355", "parent": { "$ref": "#/groups/1092" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 482, "bbox": { "l": 85.14, "t": 235.04840000000002, "r": 512.9715479999986, "b": 187.866176, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 276 ] } ], "orig": "1 Protective device ratings ( I n) have been assigned to align with typical current-carrying capacity ( I z) figures for flat and circular cables in AS/NZS 3008.1.1 for Australian conditions. The same ratings can be conservatively applied to New Zealand conditions.", "text": "1 Protective device ratings ( I n) have been assigned to align with typical current-carrying capacity ( I z) figures for flat and circular cables in AS/NZS 3008.1.1 for Australian conditions. The same ratings can be conservatively applied to New Zealand conditions.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11356", "parent": { "$ref": "#/groups/1092" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 482, "bbox": { "l": 85.14028799999997, "t": 184.04855599999996, "r": 512.9421839999987, "b": 148.86633199999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 202 ] } ], "orig": "2 Single-circuit installation methods have been provided to keep the tables simple. De-rating factors for groups of cables are not addressed, as it is presumed that circuits will-", "text": "2 Single-circuit installation methods have been provided to keep the tables simple. De-rating factors for groups of cables are not addressed, as it is presumed that circuits will-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11357", "parent": { "$ref": "#/groups/1092" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 482, "bbox": { "l": 102.12318599999998, "t": 145.0487119999999, "r": 289.45510200000007, "b": 133.8663919999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "(a) be separated from each other; and", "text": "(a) be separated from each other; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11358", "parent": { "$ref": "#/groups/1092" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 482, "bbox": { "l": 102.12218399999998, "t": 130.04877199999999, "r": 434.2010159999991, "b": 118.86645199999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "(b) operate below maximum current in lower ambient temperature; or", "text": "(b) operate below maximum current in lower ambient temperature; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11359", "parent": { "$ref": "#/groups/1092" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 482, "bbox": { "l": 102.12218399999998, "t": 115.04883199999995, "r": 512.9101199999998, "b": 91.86655999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 150 ] } ], "orig": "(c) for cables assigned normal ratings of 75°C, any increased temperature effects from grouping will not raise cable temperature above 90°C.", "text": "(c) for cables assigned normal ratings of 75°C, any increased temperature effects from grouping will not raise cable temperature above 90°C.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11360", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 482, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11361", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 483, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/11362", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 483, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11363", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 483, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "479", "text": "479" }, { "self_ref": "#/texts/11364", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 483, "bbox": { "l": 85.14, "t": 749.7883999999999, "r": 302.1892319999999, "b": 738.6060799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "NOTES TO TABLES C6 AND C7 ( continued ):", "text": "NOTES TO TABLES C6 AND C7 ( continued ):", "level": 1 }, { "self_ref": "#/texts/11365", "parent": { "$ref": "#/groups/1093" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 483, "bbox": { "l": 85.14000000000001, "t": 734.7884599999999, "r": 512.9228579999995, "b": 699.6062359999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 198 ] } ], "orig": "3 Other cables and installation methods can be sourced from the AS/NZS 3008.1 series, or conservatively compared with the protective device ratings for the following cable installation conditions:", "text": "3 Other cables and installation methods can be sourced from the AS/NZS 3008.1 series, or conservatively compared with the protective device ratings for the following cable installation conditions:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11366", "parent": { "$ref": "#/groups/1093" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 483, "bbox": { "l": 102.12289799999996, "t": 695.7886159999998, "r": 470.506194, "b": 684.6062959999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "(a) Cables buried direct in the ground may be treated as enclosed in ground.", "text": "(a) Cables buried direct in the ground may be treated as enclosed in ground.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11367", "parent": { "$ref": "#/groups/1093" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 483, "bbox": { "l": 102.12289799999996, "t": 680.7886759999998, "r": 508.29662399999836, "b": 669.6063559999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "(b) Unenclosed or enclosed cables in air touching a surface may be treated as in air.", "text": "(b) Unenclosed or enclosed cables in air touching a surface may be treated as in air.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11368", "parent": { "$ref": "#/groups/1093" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 483, "bbox": { "l": 102.12289799999996, "t": 665.7887359999997, "r": 512.8717559999989, "b": 642.6064639999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "(c) Cables lying on top of thermal insulation may be treated as in thermal insulation partially surrounded.", "text": "(c) Cables lying on top of thermal insulation may be treated as in thermal insulation partially surrounded.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11369", "parent": { "$ref": "#/groups/1093" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 483, "bbox": { "l": 102.12289799999996, "t": 638.7888439999997, "r": 512.8507139999987, "b": 615.6065719999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 128 ] } ], "orig": "(d) Cables passing through more than 300 mm of thermal insulation may be treated as in thermal insulation completely surrounded.", "text": "(d) Cables passing through more than 300 mm of thermal insulation may be treated as in thermal insulation completely surrounded.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11370", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 483, "bbox": { "l": 263.52, "t": 601.9403, "r": 335.25360000000006, "b": 588.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "TABLE C7", "text": "TABLE C7" }, { "self_ref": "#/texts/11371", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 483, "bbox": { "l": 102.6, "t": 581.9603, "r": 496.21080000000075, "b": 554.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "SIMPLIFIED PROTECTIVE DEVICE SELECTION FOR CABLES FROM 1 mm 2 TO 25 mm 2 USED IN THREE-PHASE APPLICATIONS", "text": "SIMPLIFIED PROTECTIVE DEVICE SELECTION FOR CABLES FROM 1 mm 2 TO 25 mm 2 USED IN THREE-PHASE APPLICATIONS", "level": 1 }, { "self_ref": "#/texts/11372", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 483, "bbox": { "l": 127.32, "t": 532.5884, "r": 375.39015000000023, "b": 509.406128, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "Cable type-PVC insulated and sheathed cables, four-core and earth, marked V-90", "text": "Cable type-PVC insulated and sheathed cables, four-core and earth, marked V-90" }, { "self_ref": "#/texts/11373", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 483, "bbox": { "l": 88.68, "t": 253.40840000000003, "r": 237.15535800000018, "b": 242.22608000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "NOTE: See Notes to Table C6.", "text": "NOTE: See Notes to Table C6." }, { "self_ref": "#/texts/11374", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 483, "bbox": { "l": 85.08, "t": 227.60030000000006, "r": 288.9504000000002, "b": 214.2083, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "C4 SIMPLIFIED VOLTAGE DROP", "text": "C4 SIMPLIFIED VOLTAGE DROP", "level": 1 }, { "self_ref": "#/texts/11375", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 483, "bbox": { "l": 85.08, "t": 207.56029999999998, "r": 198.90480000000005, "b": 194.16830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "C4.1 Background", "text": "C4.1 Background", "level": 1 }, { "self_ref": "#/texts/11376", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 483, "bbox": { "l": 85.07999999999998, "t": 187.586635, "r": 513.6398474999986, "b": 132.1875377, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 289 ] } ], "orig": "As indicated in Clause 3.6, the voltage drop in cables may be determined from the AS/NZS 3008.1 series. The Standard provides a comprehensive set of tables and calculation methods taking into account different cable/conductor types, operating temperatures and installation methods.", "text": "As indicated in Clause 3.6, the voltage drop in cables may be determined from the AS/NZS 3008.1 series. The Standard provides a comprehensive set of tables and calculation methods taking into account different cable/conductor types, operating temperatures and installation methods." }, { "self_ref": "#/texts/11377", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 483, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11378", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 483, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11379", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 484, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/11380", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 484, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11381", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 484, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "480", "text": "480" }, { "self_ref": "#/texts/11382", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 484, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/11383", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 484, "bbox": { "l": 85.08, "t": 752.966635, "r": 408.1067223999992, "b": 739.566823, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "The basic formula used in the AS/NZS 3008.1 series is-", "text": "The basic formula used in the AS/NZS 3008.1 series is-" }, { "self_ref": "#/texts/11384", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "formula", "prov": [ { "page_no": 484, "bbox": { "l": 113.46, "t": 734.127335, "r": 510.0085284999999, "b": 719.430767, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "V d = ( L  I  V c)/1000 . . . C1", "text": "" }, { "self_ref": "#/texts/11385", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 484, "bbox": { "l": 85.08079849999999, "t": 712.946987, "r": 122.64469800000002, "b": 699.547175, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "where", "text": "where" }, { "self_ref": "#/texts/11386", "parent": { "$ref": "#/groups/1096" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 484, "bbox": { "l": 113.46, "t": 692.966635, "r": 376.5593595999991, "b": 679.566823, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "V d = actual voltage drop on circuit; in volts, V", "text": "V d = actual voltage drop on circuit; in volts, V" }, { "self_ref": "#/texts/11387", "parent": { "$ref": "#/groups/1096" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 484, "bbox": { "l": 113.46, "t": 672.9203, "r": 123.75359999999999, "b": 659.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "L", "text": "L" }, { "self_ref": "#/texts/11388", "parent": { "$ref": "#/groups/1096" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 484, "bbox": { "l": 134.7, "t": 672.926635, "r": 347.4640399999993, "b": 659.526823, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "= route length of circuit; in metres, m", "text": "= route length of circuit; in metres, m" }, { "self_ref": "#/texts/11389", "parent": { "$ref": "#/groups/1096" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 484, "bbox": { "l": 113.46, "t": 652.9403, "r": 120.4584, "b": 639.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "I", "text": "I" }, { "self_ref": "#/texts/11390", "parent": { "$ref": "#/groups/1096" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 484, "bbox": { "l": 134.7, "t": 652.946635, "r": 472.3368400000001, "b": 639.546823, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "= circuit current (usually maximum demand); in amperes, A", "text": "= circuit current (usually maximum demand); in amperes, A" }, { "self_ref": "#/texts/11391", "parent": { "$ref": "#/groups/1096" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 484, "bbox": { "l": 113.46, "t": 632.966635, "r": 509.92138859999875, "b": 619.566823, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "V = cable voltage drop per ampere-metre length of the circuit; in", "text": "V = cable voltage drop per ampere-metre length of the circuit; in" }, { "self_ref": "#/texts/11392", "parent": { "$ref": "#/groups/1096" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 484, "bbox": { "l": 121.74, "t": 628.8422, "r": 353.1964189999994, "b": 605.5270379, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "c millivolts per ampere-metre, mV/Am", "text": "c millivolts per ampere-metre, mV/Am" }, { "self_ref": "#/texts/11393", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 484, "bbox": { "l": 85.080109, "t": 598.9472019, "r": 401.69199109999994, "b": 585.546823, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "Values of V c are tabulated in the AS/NZS 3008.1 series.", "text": "Values of V c are tabulated in the AS/NZS 3008.1 series." }, { "self_ref": "#/texts/11394", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 484, "bbox": { "l": 85.08060880000001, "t": 578.966987, "r": 513.6392555999987, "b": 565.567175, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 80 ] } ], "orig": "This formula can be made simpler to apply by expressing the resulting", "text": "This formula can be made simpler to apply by expressing the resulting" }, { "self_ref": "#/texts/11395", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 484, "bbox": { "l": 85.08060880000002, "t": 564.9272019, "r": 513.6824807999993, "b": 495.54835449999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 365 ] } ], "orig": "voltage drop in percentage terms, as this allows for the percentage voltage on each section, i.e. consumer mains, submains and final subcircuits, to be added together, regardless of whether it is single-phase or three-phase. When the voltage drop in a circuit is expressed as a percentage of the circuit operating voltage, the formula becomes-", "text": "voltage drop in percentage terms, as this allows for the percentage voltage on each section, i.e. consumer mains, submains and final subcircuits, to be added together, regardless of whether it is single-phase or three-phase. When the voltage drop in a circuit is expressed as a percentage of the circuit operating voltage, the formula becomes-" }, { "self_ref": "#/texts/11396", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "formula", "prov": [ { "page_no": 484, "bbox": { "l": 113.46035400000002, "t": 490.167335, "r": 510.03655409999976, "b": 455.430767, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "% V d = (100/ V o)  ( L  I  V c)/1000 . . . C2 = ( L  I  V c)/(10  V o)", "text": "" }, { "self_ref": "#/texts/11397", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 484, "bbox": { "l": 85.08059159999999, "t": 448.946987, "r": 122.64449110000002, "b": 435.547175, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "where", "text": "where" }, { "self_ref": "#/texts/11398", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 484, "bbox": { "l": 113.4603368, "t": 428.967339, "r": 513.4351909999989, "b": 401.5270379, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "% V d = actual voltage drop in circuit as a fraction of circuit-operating voltage; in percentage, %", "text": "% V d = actual voltage drop in circuit as a fraction of circuit-operating voltage; in percentage, %" }, { "self_ref": "#/texts/11399", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 484, "bbox": { "l": 113.46, "t": 394.946635, "r": 356.8678795999999, "b": 381.546823, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "V o = circuit-operating voltage; in volts, V", "text": "V o = circuit-operating voltage; in volts, V" }, { "self_ref": "#/texts/11400", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 484, "bbox": { "l": 85.07982899999999, "t": 374.966987, "r": 513.6360743999987, "b": 333.5476398, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 178 ] } ], "orig": "The above formula can be also be rewritten in favour of the usual factors that are known about a particular circuit. Its intended length and circuitcurrent as follows:", "text": "The above formula can be also be rewritten in favour of the usual factors that are known about a particular circuit. Its intended length and circuitcurrent as follows:" }, { "self_ref": "#/texts/11401", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "formula", "prov": [ { "page_no": 484, "bbox": { "l": 118.38004279999998, "t": 328.167335, "r": 259.65, "b": 313.470767, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "( L  I )/% V d = (10  V o)/ V c", "text": "" }, { "self_ref": "#/texts/11402", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 484, "bbox": { "l": 90.00053810000003, "t": 306.926952, "r": 390.28008099999994, "b": 293.526923, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "the units of which may be expressed as Am per % V d.", "text": "the units of which may be expressed as Am per % V d." }, { "self_ref": "#/texts/11403", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 484, "bbox": { "l": 85.0801515, "t": 288.147787, "r": 513.6561180000003, "b": 245.52703789999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 202 ] } ], "orig": "Table C8 provides a simple tabulation of the terms (10  V o)/ V c developed c from the AS/NZS 3008.1.1 series for common PVC/PVC cable types operating at 75°C, and 230 V and 400 V for single-phase and", "text": "Table C8 provides a simple tabulation of the terms (10  V o)/ V c developed c from the AS/NZS 3008.1.1 series for common PVC/PVC cable types operating at 75°C, and 230 V and 400 V for single-phase and" }, { "self_ref": "#/texts/11404", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 484, "bbox": { "l": 85.08006319999998, "t": 272.96698489999994, "r": 273.3792382, "b": 231.54728780000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "using values for V three-phase circuits respectively.", "text": "using values for V three-phase circuits respectively." }, { "self_ref": "#/texts/11405", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 484, "bbox": { "l": 85.08066140000005, "t": 224.96745180000005, "r": 513.6008857999999, "b": 197.52785470000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "Where the conditions of route length and circuit current are known, Table C8 may be used to determine-", "text": "Where the conditions of route length and circuit current are known, Table C8 may be used to determine-" }, { "self_ref": "#/texts/11406", "parent": { "$ref": "#/groups/1097" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 484, "bbox": { "l": 85.08066140000005, "t": 190.94801870000003, "r": 513.5912801999997, "b": 177.54820670000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "(a) the required cable size for a specified percentage voltage drop in the", "text": "(a) the required cable size for a specified percentage voltage drop in the", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11407", "parent": { "$ref": "#/groups/1097" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 484, "bbox": { "l": 113.46040660000008, "t": 176.9682686000001, "r": 178.42548080000006, "b": 163.5684566, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "circuit; and", "text": "circuit; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11408", "parent": { "$ref": "#/groups/1097" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 484, "bbox": { "l": 85.08066140000008, "t": 156.92858560000002, "r": 469.87619459999905, "b": 143.52877360000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "(b) the percentage voltage drop that a particular cable will provide.", "text": "(b) the percentage voltage drop that a particular cable will provide.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11409", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 484, "bbox": { "l": 85.08066140000008, "t": 136.94893760000002, "r": 383.8028143999998, "b": 123.54912560000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "Examples are provided to illustrate these operations.", "text": "Examples are provided to illustrate these operations." }, { "self_ref": "#/texts/11410", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 484, "bbox": { "l": 49.74, "t": 211.02530000000002, "r": 63.821400000000004, "b": 200.98130000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/11411", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 484, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11412", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 485, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11413", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 485, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "481", "text": "481" }, { "self_ref": "#/texts/11414", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 485, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11415", "parent": { "$ref": "#/tables/82" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 485, "bbox": { "l": 177.83999999999997, "t": 752.9003, "r": 420.8687999999996, "b": 719.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "TABLE C8 VOLTAGE DROP-SIMPLIFIED METHOD", "text": "TABLE C8 VOLTAGE DROP-SIMPLIFIED METHOD" }, { "self_ref": "#/texts/11416", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 485, "bbox": { "l": 85.08, "t": 464.4203, "r": 184.31759999999994, "b": 451.0283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "C4.2 Examples", "text": "C4.2 Examples", "level": 1 }, { "self_ref": "#/texts/11417", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 485, "bbox": { "l": 85.08, "t": 444.446635, "r": 412.897946, "b": 431.046823, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "To find the minimum cable size for given circuit conditions :", "text": "To find the minimum cable size for given circuit conditions :" }, { "self_ref": "#/texts/11418", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 485, "bbox": { "l": 85.07999999999998, "t": 424.466635, "r": 513.5930201999997, "b": 397.0270379, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "What size cable would be necessary to carry 50 A over a route length of 75 m with a maximum voltage drop of 2.5%?", "text": "What size cable would be necessary to carry 50 A over a route length of 75 m with a maximum voltage drop of 2.5%?" }, { "self_ref": "#/texts/11419", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 485, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11420", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 486, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/11421", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 486, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11422", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 486, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "482", "text": "482" }, { "self_ref": "#/texts/11423", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 486, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/11424", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 486, "bbox": { "l": 85.08, "t": 752.966635, "r": 295.537946, "b": 739.566823, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "To find voltage drop in a given circuit :", "text": "To find voltage drop in a given circuit :" }, { "self_ref": "#/texts/11425", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 486, "bbox": { "l": 85.07999999999998, "t": 732.926635, "r": 513.6518545, "b": 705.5470729, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "What is the voltage drop (%) for a single-phase circuit carrying 30 A over a route length of 25 m?", "text": "What is the voltage drop (%) for a single-phase circuit carrying 30 A over a route length of 25 m?" }, { "self_ref": "#/texts/11426", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 486, "bbox": { "l": 89.22, "t": 687.9203, "r": 260.58240000000006, "b": 674.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "STEP PROCESS", "text": "STEP PROCESS", "level": 1 }, { "self_ref": "#/texts/11427", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 486, "bbox": { "l": 374.00880000000006, "t": 687.9203, "r": 467.29680000000013, "b": 674.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "CALCULATION", "text": "CALCULATION", "level": 1 }, { "self_ref": "#/texts/11428", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 486, "bbox": { "l": 85.08, "t": 510.9803, "r": 406.7340000000001, "b": 497.5883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "C5 NUMBER OF POINTS CONNECTED TO CIRCUITS", "text": "C5 NUMBER OF POINTS CONNECTED TO CIRCUITS", "level": 1 }, { "self_ref": "#/texts/11429", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 486, "bbox": { "l": 85.08000000000001, "t": 490.9403, "r": 237.31200000000024, "b": 477.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "C5.1 Number of circuits", "text": "C5.1 Number of circuits", "level": 1 }, { "self_ref": "#/texts/11430", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 486, "bbox": { "l": 85.07999999999993, "t": 470.966635, "r": 513.6542559, "b": 443.5270379, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 145 ] } ], "orig": "Each item of equipment that has a current rating in excess of 20 A per phase should be connected to a separate and distinct circuit.", "text": "Each item of equipment that has a current rating in excess of 20 A per phase should be connected to a separate and distinct circuit." }, { "self_ref": "#/texts/11431", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 486, "bbox": { "l": 85.07999999999993, "t": 436.9472019, "r": 513.6482523999985, "b": 409.5676398, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 119 ] } ], "orig": "Where more than one item of equipment is to be connected to a circuit, consideration needs to be given to-", "text": "Where more than one item of equipment is to be connected to a circuit, consideration needs to be given to-" }, { "self_ref": "#/texts/11432", "parent": { "$ref": "#/groups/1099" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 486, "bbox": { "l": 85.07999999999993, "t": 402.92776879999997, "r": 513.5930201999985, "b": 375.5482067, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 151 ] } ], "orig": "(a) the number, distribution and type of equipment (lighting, socket-outlets or appliances, etc.), i.e. points, that are to be supplied in combination;", "text": "(a) the number, distribution and type of equipment (lighting, socket-outlets or appliances, etc.), i.e. points, that are to be supplied in combination;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11433", "parent": { "$ref": "#/groups/1099" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 486, "bbox": { "l": 85.07999999999993, "t": 368.9683707, "r": 513.6410481999994, "b": 341.52877359999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 118 ] } ], "orig": "(b) the operating characteristics of the different items of equipment, including seasonal or daily variations;", "text": "(b) the operating characteristics of the different items of equipment, including seasonal or daily variations;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11434", "parent": { "$ref": "#/groups/1099" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 486, "bbox": { "l": 85.07999999999993, "t": 334.94893759999997, "r": 513.6530551999999, "b": 293.52959039999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 177 ] } ], "orig": "(c) the circuit current under expected operating conditions and the coordination with cable and protective device ratings to minimize the risk of an overload fault; and", "text": "(c) the circuit current under expected operating conditions and the coordination with cable and protective device ratings to minimize the risk of an overload fault; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11435", "parent": { "$ref": "#/groups/1099" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 486, "bbox": { "l": 85.07999999999993, "t": 286.94975439999996, "r": 513.6110306999996, "b": 231.55065709999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 221 ] } ], "orig": "(d) the effects of an overload fault on the circuit, including loss of supply to equipment that performs a special function, e.g. security, emergency, medical or critical information and telecommunications purposes.", "text": "(d) the effects of an overload fault on the circuit, including loss of supply to equipment that performs a special function, e.g. security, emergency, medical or critical information and telecommunications purposes.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11436", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 486, "bbox": { "l": 85.07999999999987, "t": 224.97082109999997, "r": 513.6746678000001, "b": 169.57172379999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 256 ] } ], "orig": "Paragraph C5.2, together with Table C9, provides a method that has been used over several editions of this Standard and, provided that care is taken to assess the presence of unusual equipment loads, is considered appropriate for many typical applications.", "text": "Paragraph C5.2, together with Table C9, provides a method that has been used over several editions of this Standard and, provided that care is taken to assess the presence of unusual equipment loads, is considered appropriate for many typical applications." }, { "self_ref": "#/texts/11437", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 486, "bbox": { "l": 85.08, "t": 162.9203, "r": 226.36560000000017, "b": 149.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "C5.2 Final subcircuits", "text": "C5.2 Final subcircuits", "level": 1 }, { "self_ref": "#/texts/11438", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 486, "bbox": { "l": 85.07999999999998, "t": 142.946735, "r": 513.6398474999987, "b": 101.52738780000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 166 ] } ], "orig": "Guidance on the determination of the number of socket-outlets, lighting and appliances, i.e. points that may be connected to a final subcircuit, is given in Table C9.", "text": "Guidance on the determination of the number of socket-outlets, lighting and appliances, i.e. points that may be connected to a final subcircuit, is given in Table C9." }, { "self_ref": "#/texts/11439", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 486, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11440", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 487, "bbox": { "l": 50.77150000000001, "t": 313.519970703125, "r": 60.81550000000002, "b": 254.77517070312518, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11441", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 487, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11442", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 487, "bbox": { "l": 786.756496, "t": 145.3396227031251, "r": 797.938816, "b": 50.469260703125656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11443", "parent": { "$ref": "#/tables/85" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 487, "bbox": { "l": 221.21049999999997, "t": 496.759970703125, "r": 624.2353000000008, "b": 463.387970703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "TABLE C9 GUIDANCE ON THE LOADING OF POINTS PER FINAL SUBCIRCUIT", "text": "TABLE C9 GUIDANCE ON THE LOADING OF POINTS PER FINAL SUBCIRCUIT" }, { "self_ref": "#/texts/11444", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 487, "bbox": { "l": 698.3905, "t": 113.90807070312508, "r": 754.516528, "b": 102.72575070312507, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "( continued )", "text": "( continued )" }, { "self_ref": "#/texts/11445", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 487, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "483", "text": "483" }, { "self_ref": "#/texts/11446", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 488, "bbox": { "l": 55.09150000000001, "t": 310.939970703125, "r": 65.13550000000001, "b": 249.43397070312517, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11447", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 488, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11448", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 488, "bbox": { "l": 786.756496, "t": 540.860084703125, "r": 797.938816, "b": 445.989722703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11449", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 488, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "484", "text": "484" }, { "self_ref": "#/texts/11450", "parent": { "$ref": "#/tables/86" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 488, "bbox": { "l": 348.4705, "t": 520.466305703125, "r": 490.70883100000003, "b": 507.06649370312505, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "TABLE C9 ( continued )", "text": "TABLE C9 ( continued )" }, { "self_ref": "#/texts/11451", "parent": { "$ref": "#/groups/1100" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 488, "bbox": { "l": 90.11050000000003, "t": 222.568070703125, "r": 372.16147599999925, "b": 211.38575070312498, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "NP = denotes socket-outlets not permitted on these circuits", "text": "NP = denotes socket-outlets not permitted on these circuits" }, { "self_ref": "#/texts/11452", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 489, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11453", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 489, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "485", "text": "485" }, { "self_ref": "#/texts/11454", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 489, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11455", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 489, "bbox": { "l": 85.08, "t": 749.7883999999999, "r": 197.15169600000007, "b": 738.6060799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "NOTES TO TABLE C9:", "text": "NOTES TO TABLE C9:", "level": 1 }, { "self_ref": "#/texts/11456", "parent": { "$ref": "#/groups/1101" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 489, "bbox": { "l": 85.08, "t": 734.7884599999999, "r": 510.0913260000001, "b": 675.6062239999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 410 ] } ], "orig": "1 Cable cross-sectional areas and protective device ratings relate directly to specified installation methods given in Tables C6 and C7, e.g. a 2.5 mm 2 cross-sectional area cable used in conjunction with a 20 A protective device is recommended for use in Table C5 for a single-phase circuit partially surrounded in thermal insulation or from Table C6 for a three-phase circuit unenclosed in air.", "text": "1 Cable cross-sectional areas and protective device ratings relate directly to specified installation methods given in Tables C6 and C7, e.g. a 2.5 mm 2 cross-sectional area cable used in conjunction with a 20 A protective device is recommended for use in Table C5 for a single-phase circuit partially surrounded in thermal insulation or from Table C6 for a three-phase circuit unenclosed in air.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11457", "parent": { "$ref": "#/groups/1101" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 489, "bbox": { "l": 85.08077999999999, "t": 671.7886039999999, "r": 510.107957999999, "b": 612.6062719999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 412 ] } ], "orig": "2 Figures for 6 mm 2 and 10 mm 2 conductors are given primarily for dedicated circuits supplying permanently connected fixed or stationary appliances, water heaters and ranges. While this Standard does not prescribe the installation of socket-outlets and lighting points on these circuits, the physical limitations of the terminals of these devices may make their connection impractical.", "text": "2 Figures for 6 mm 2 and 10 mm 2 conductors are given primarily for dedicated circuits supplying permanently connected fixed or stationary appliances, water heaters and ranges. While this Standard does not prescribe the installation of socket-outlets and lighting points on these circuits, the physical limitations of the terminals of these devices may make their connection impractical.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11458", "parent": { "$ref": "#/groups/1101" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 489, "bbox": { "l": 85.08060000000002, "t": 608.7886519999998, "r": 510.02556, "b": 573.6061279999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 223 ] } ], "orig": "3 For the purposes of determining the number of points, a multiple combination of socket-outlets is regarded as the same number of points as the number of integral socket-outlets in the combination.", "text": "3 For the purposes of determining the number of points, a multiple combination of socket-outlets is regarded as the same number of points as the number of integral socket-outlets in the combination.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11459", "parent": { "$ref": "#/groups/1101" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 489, "bbox": { "l": 85.080486, "t": 569.7885079999999, "r": 510.05785200000014, "b": 546.6061279999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "4 A hotplate and oven are considered to be one cooking appliance if mounted within one room.", "text": "4 A hotplate and oven are considered to be one cooking appliance if mounted within one room.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11460", "parent": { "$ref": "#/groups/1101" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 489, "bbox": { "l": 85.080594, "t": 542.7885079999999, "r": 510.0187740000002, "b": 519.6062359999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 163 ] } ], "orig": "5 Maximum demand is limited by the circuit-breaker on the final subcircuit, which allows for diversity in operation of the range elements and hotplates.", "text": "5 Maximum demand is limited by the circuit-breaker on the final subcircuit, which allows for diversity in operation of the range elements and hotplates.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11461", "parent": { "$ref": "#/groups/1101" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 489, "bbox": { "l": 85.081596, "t": 515.7886159999999, "r": 510.00919799999883, "b": 456.606272, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 455 ] } ], "orig": "6 Lighting points A luminaire is deemed to comprise one or more lighting points, according to the number of points at which it is connected by flexible cords to the installation wiring, or according to the number of sections in which it is switched or controlled. Connections of festoon lighting and decorative lighting are not regarded as lighting points. See Table C1 for track systems and ELV lighting.", "text": "6 Lighting points A luminaire is deemed to comprise one or more lighting points, according to the number of points at which it is connected by flexible cords to the installation wiring, or according to the number of sections in which it is switched or controlled. Connections of festoon lighting and decorative lighting are not regarded as lighting points. See Table C1 for track systems and ELV lighting.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11462", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 489, "bbox": { "l": 106.37955, "t": 452.788652, "r": 510.1134059999986, "b": 429.60638, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "A socket-outlet installed more than 2.3 m above a floor for the connection of a luminaire may be included as a lighting point.", "text": "A socket-outlet installed more than 2.3 m above a floor for the connection of a luminaire may be included as a lighting point." }, { "self_ref": "#/texts/11463", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 489, "bbox": { "l": 106.37955, "t": 425.78876, "r": 510.08134199999887, "b": 390.606536, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 205 ] } ], "orig": "An appliance rated at not more than 150 W, which is permanently connected, or connected by means of a socket-outlet installed more than 2.3 m above a floor, may be included as a lighting point.", "text": "An appliance rated at not more than 150 W, which is permanently connected, or connected by means of a socket-outlet installed more than 2.3 m above a floor, may be included as a lighting point." }, { "self_ref": "#/texts/11464", "parent": { "$ref": "#/groups/1102" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 489, "bbox": { "l": 85.08003599999999, "t": 386.78891600000003, "r": 510.0372539999985, "b": 363.606644, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "7 Applies to circuits with 10 A socket-outlets connected where there are two or more circuits in an electrical installation.", "text": "7 Applies to circuits with 10 A socket-outlets connected where there are two or more circuits in an electrical installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11465", "parent": { "$ref": "#/groups/1102" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 489, "bbox": { "l": 85.08003600000004, "t": 359.78902400000004, "r": 510.04025999999857, "b": 312.606176, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 318 ] } ], "orig": "8 Restricted connections Table C9 precludes the connection of any socket-outlets on conductors having a cross-sectional area less than 2.5 mm 2 , except where they are used for the connection of a lighting point, or appliance rated at not more than 150 W and installed more than 2.3 m above a floor [see Note 6 above].", "text": "8 Restricted connections Table C9 precludes the connection of any socket-outlets on conductors having a cross-sectional area less than 2.5 mm 2 , except where they are used for the connection of a lighting point, or appliance rated at not more than 150 W and installed more than 2.3 m above a floor [see Note 6 above].", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11466", "parent": { "$ref": "#/groups/1102" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 489, "bbox": { "l": 85.08071999999993, "t": 308.78855599999997, "r": 510.02591399999994, "b": 261.60608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 298 ] } ], "orig": "9 The values are intended to be utilized when the final subcircuit is provided for general use. Where it is known that socket-outlets may be used for specific items of electrical equipment, such as dishwashers, room heaters or clothes dryers, the actual load of the equipment should be substituted.", "text": "9 The values are intended to be utilized when the final subcircuit is provided for general use. Where it is known that socket-outlets may be used for specific items of electrical equipment, such as dishwashers, room heaters or clothes dryers, the actual load of the equipment should be substituted.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11467", "parent": { "$ref": "#/groups/1102" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 489, "bbox": { "l": 85.080486, "t": 257.78846, "r": 510.00563999999883, "b": 234.60618799999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "10 Fixed and stationary appliances may be connected permanently or through socketoutlets.", "text": "10 Fixed and stationary appliances may be connected permanently or through socketoutlets.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11468", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 489, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11469", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 490, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/11470", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 490, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11471", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 490, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "486", "text": "486" }, { "self_ref": "#/texts/11472", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 490, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/11473", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 490, "bbox": { "l": 85.08, "t": 752.9603, "r": 513.6648000000005, "b": 725.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "C6 GUIDE TO MAXIMUM NUMBER OF CABLES INSTALLED IN CONDUITS", "text": "C6 GUIDE TO MAXIMUM NUMBER OF CABLES INSTALLED IN CONDUITS", "level": 1 }, { "self_ref": "#/texts/11474", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 490, "bbox": { "l": 85.08000000000001, "t": 718.9403, "r": 172.6080000000001, "b": 705.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "C6.1 General", "text": "C6.1 General", "level": 1 }, { "self_ref": "#/texts/11475", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 490, "bbox": { "l": 85.07999999999998, "t": 698.966635, "r": 513.6446502999997, "b": 657.5472877999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 211 ] } ], "orig": "This information is intended to be used as a guide for determining the number of cables and circuits that may be installed, without damage, in conduits and other forms of wiring enclosure.", "text": "This information is intended to be used as a guide for determining the number of cables and circuits that may be installed, without damage, in conduits and other forms of wiring enclosure." }, { "self_ref": "#/texts/11476", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 490, "bbox": { "l": 85.08, "t": 650.9603, "r": 251.64840000000007, "b": 637.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "C6.2 Basis of calculations", "text": "C6.2 Basis of calculations", "level": 1 }, { "self_ref": "#/texts/11477", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 490, "bbox": { "l": 85.08, "t": 630.926635, "r": 513.6938789999999, "b": 589.5673227999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 178 ] } ], "orig": "The number of cables that can be installed in a circular conduit is determined from the ratios of the cross-sectional areas of the enclosure and the cable as follows:", "text": "The number of cables that can be installed in a circular conduit is determined from the ratios of the cross-sectional areas of the enclosure and the cable as follows:" }, { "self_ref": "#/texts/11478", "parent": { "$ref": "#/groups/1104" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 490, "bbox": { "l": 106.38043289999999, "t": 582.5061372000001, "r": 507.25213839999975, "b": 552.4883000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "- -   internal cross sectional areaof enclosure Numberof cables space factor cross sectional area of cable", "text": "- -   internal cross sectional areaof enclosure Numberof cables space factor cross sectional area of cable" }, { "self_ref": "#/texts/11479", "parent": { "$ref": "#/groups/1104" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 490, "bbox": { "l": 85.08121559999998, "t": 543.9276462, "r": 513.630256799999, "b": 516.5480841, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "where the space factor recognizes the reduction of space available from the circular geometry of the cables and enclosures.", "text": "where the space factor recognizes the reduction of space available from the circular geometry of the cables and enclosures." }, { "self_ref": "#/texts/11480", "parent": { "$ref": "#/groups/1105" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 490, "bbox": { "l": 85.08121559999998, "t": 509.9682480999999, "r": 513.8391786000008, "b": 496.56843609999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "(a) For one cable in enclosure ............................................................. 0.5.", "text": "(a) For one cable in enclosure ............................................................. 0.5.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11481", "parent": { "$ref": "#/groups/1106" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 490, "bbox": { "l": 85.0812156, "t": 489.9285650999999, "r": 513.7995554999987, "b": 476.5287530999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "(b) For two cables in enclosure ......................................................... 0.33.", "text": "(b) For two cables in enclosure ......................................................... 0.33.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11482", "parent": { "$ref": "#/groups/1107" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 490, "bbox": { "l": 85.08121559999998, "t": 469.9489170999999, "r": 513.8043583000003, "b": 456.5491050999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "(c) For three or more cables in enclosure ............................................ 0.4.", "text": "(c) For three or more cables in enclosure ............................................ 0.4.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11483", "parent": { "$ref": "#/groups/1104" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 490, "bbox": { "l": 85.08121559999992, "t": 449.9692690999999, "r": 513.6470665999994, "b": 422.5296719999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "Tables C10 to C12 demonstrate the application of the equation for combinations of common conduit and cable types.", "text": "Tables C10 to C12 demonstrate the application of the equation for combinations of common conduit and cable types." }, { "self_ref": "#/texts/11484", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 490, "bbox": { "l": 85.08, "t": 415.94030000000004, "r": 231.69480000000004, "b": 402.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "C6.3 Application notes", "text": "C6.3 Application notes", "level": 1 }, { "self_ref": "#/texts/11485", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 490, "bbox": { "l": 85.07999999999998, "t": 395.966635, "r": 513.6662628999994, "b": 312.54800249999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 365 ] } ], "orig": "Cable types and sizes used in Tables C10 to C12 are based on manufacturer's catalogue nominal sizes for cables conforming to AS/NZS 5000.1 and AS/NZS 5000.2. For common building cable types, such as two-core and earth flat PVC/PVC V90 cables, the number of cables has increased because of the smaller cable dimensions of the 450/750 V rated cables.", "text": "Cable types and sizes used in Tables C10 to C12 are based on manufacturer's catalogue nominal sizes for cables conforming to AS/NZS 5000.1 and AS/NZS 5000.2. For common building cable types, such as two-core and earth flat PVC/PVC V90 cables, the number of cables has increased because of the smaller cable dimensions of the 450/750 V rated cables." }, { "self_ref": "#/texts/11486", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 490, "bbox": { "l": 85.07999999999998, "t": 305.96816650000005, "r": 513.6422488999995, "b": 264.5488193, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 226 ] } ], "orig": "The conduit sizes and types used in Tables C10 to C12 are based on nominal bore dimensions determined from AS/NZS 2053.2 (rigid UPVC), AS/NZS 2053.5 (corrugated) and AS/NZS 2053.6 (profile wall smooth bore).", "text": "The conduit sizes and types used in Tables C10 to C12 are based on nominal bore dimensions determined from AS/NZS 2053.2 (rigid UPVC), AS/NZS 2053.5 (corrugated) and AS/NZS 2053.6 (profile wall smooth bore)." }, { "self_ref": "#/texts/11487", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 490, "bbox": { "l": 85.07999999999998, "t": 257.9689833, "r": 513.6266397999997, "b": 202.569886, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 262 ] } ], "orig": "The calculation method may also be applied to other combinations of circular and non-circular enclosures, and cables of different types and sizes within the same enclosure, provided that the shape of the cables and enclosures are compatible.", "text": "The calculation method may also be applied to other combinations of circular and non-circular enclosures, and cables of different types and sizes within the same enclosure, provided that the shape of the cables and enclosures are compatible." }, { "self_ref": "#/texts/11488", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 490, "bbox": { "l": 85.08120069999984, "t": 195.93001500000003, "r": 513.6482524000002, "b": 112.57141750000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 427 ] } ], "orig": "The number of cables determined by the calculation assumes that the enclosure is relatively short in length, is clear of obstructions and distortions, and that the quantity and arrangement of impediments, such as bends, is minimized. Where this is not the case, the number of cables should be reduced and measures taken to ensure that the maximum cable pulling tension and bending radius are not exceeded.", "text": "The number of cables determined by the calculation assumes that the enclosure is relatively short in length, is clear of obstructions and distortions, and that the quantity and arrangement of impediments, such as bends, is minimized. Where this is not the case, the number of cables should be reduced and measures taken to ensure that the maximum cable pulling tension and bending radius are not exceeded." }, { "self_ref": "#/texts/11489", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 490, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11490", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 491, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11491", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 491, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "487", "text": "487" }, { "self_ref": "#/texts/11492", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 491, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11493", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 491, "bbox": { "l": 85.07999999999998, "t": 752.966635, "r": 513.6410481999997, "b": 697.5675376999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 288 ] } ], "orig": "The calculation for the number of cables does not consider the effects of grouping cables on current-carrying capacity, temperature rise and voltage drop. AS/NZS 3008 provides de-rating factors for grouping that need to be considered in determining the suitability of circuits.", "text": "The calculation for the number of cables does not consider the effects of grouping cables on current-carrying capacity, temperature rise and voltage drop. AS/NZS 3008 provides de-rating factors for grouping that need to be considered in determining the suitability of circuits." }, { "self_ref": "#/texts/11494", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 491, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11495", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 492, "bbox": { "l": 32.531500000000015, "t": 325.099970703125, "r": 42.57550000000003, "b": 266.35517070312517, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11496", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 492, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11497", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 492, "bbox": { "l": 786.756496, "t": 540.860084703125, "r": 797.938816, "b": 445.989722703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11498", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 492, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "488", "text": "488" }, { "self_ref": "#/texts/11499", "parent": { "$ref": "#/tables/87" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 492, "bbox": { "l": 113.9305, "t": 536.179970703125, "r": 717.1141000000006, "b": 502.747970703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "TABLE C10 GUIDE TO THE MAXIMUM NUMBER OF SINGLE-CORE SHEATHED CABLES INSTALLED IN CONDUIT", "text": "TABLE C10 GUIDE TO THE MAXIMUM NUMBER OF SINGLE-CORE SHEATHED CABLES INSTALLED IN CONDUIT" }, { "self_ref": "#/texts/11500", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 493, "bbox": { "l": 28.031500000000015, "t": 327.679970703125, "r": 38.07550000000002, "b": 268.93517070312515, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11501", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 493, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11502", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 493, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "489", "text": "489" }, { "self_ref": "#/texts/11503", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 493, "bbox": { "l": 786.756496, "t": 145.3396227031251, "r": 797.938816, "b": 50.469260703125656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11504", "parent": { "$ref": "#/tables/88" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 493, "bbox": { "l": 120.2305, "t": 538.159970703125, "r": 710.8225000000012, "b": 504.787970703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "TABLE C11 GUIDE TO THE MAXIMUM NUMBER OF TWO-CORE AND EARTH CABLES INSTALLED IN CONDUIT", "text": "TABLE C11 GUIDE TO THE MAXIMUM NUMBER OF TWO-CORE AND EARTH CABLES INSTALLED IN CONDUIT" }, { "self_ref": "#/texts/11505", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 494, "bbox": { "l": 32.531500000000015, "t": 325.099970703125, "r": 42.57550000000003, "b": 266.35517070312517, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11506", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 494, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11507", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 494, "bbox": { "l": 786.756496, "t": 540.860084703125, "r": 797.938816, "b": 445.989722703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11508", "parent": { "$ref": "#/tables/89" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 494, "bbox": { "l": 117.1105, "t": 538.159970703125, "r": 713.9017000000014, "b": 504.787970703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "TABLE C12 GUIDE TO THE MAXIMUM NUMBER OF FOUR-CORE AND EARTH CABLES INSTALLED IN CONDUIT", "text": "TABLE C12 GUIDE TO THE MAXIMUM NUMBER OF FOUR-CORE AND EARTH CABLES INSTALLED IN CONDUIT" }, { "self_ref": "#/texts/11509", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 494, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "490", "text": "490" }, { "self_ref": "#/texts/11510", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 495, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11511", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 495, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "491", "text": "491" }, { "self_ref": "#/texts/11512", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 495, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11513", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 495, "bbox": { "l": 85.07999999999998, "t": 640.9403, "r": 199.9752000000001, "b": 627.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "D1 APPLICATION", "text": "D1 APPLICATION", "level": 1 }, { "self_ref": "#/texts/11514", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 495, "bbox": { "l": 85.07999999999998, "t": 620.9603, "r": 172.60800000000006, "b": 607.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "D1.1 General", "text": "D1.1 General", "level": 1 }, { "self_ref": "#/texts/11515", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 495, "bbox": { "l": 85.07999999999998, "t": 600.9203, "r": 513.6072000000014, "b": 573.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 148 ] } ], "orig": "This Appendix sets out a series of tables, which provide information on the sinking depths and sizes of support structures for private aerial lines.", "text": "This Appendix sets out a series of tables, which provide information on the sinking depths and sizes of support structures for private aerial lines." }, { "self_ref": "#/texts/11516", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 495, "bbox": { "l": 85.07999999999998, "t": 566.9603, "r": 513.636, "b": 525.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 209 ] } ], "orig": "The information in the tables in this Appendix only applies to aerial conductor sizes up to 2  4 core 95 mm 2 aluminium (Al) and 4  7/3.5 mm 2 copper (Cu) with a maximum total weight of 2.7 kg/m.", "text": "The information in the tables in this Appendix only applies to aerial conductor sizes up to 2  4 core 95 mm 2 aluminium (Al) and 4  7/3.5 mm 2 copper (Cu) with a maximum total weight of 2.7 kg/m." }, { "self_ref": "#/texts/11517", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 495, "bbox": { "l": 96.42, "t": 521.8772, "r": 513.3229140000002, "b": 483.583352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 172 ] } ], "orig": "NOTE: AS/NZS 7000 and its companion HB 331 can be used to determine support structures for conductor sizes and installation conditions not covered by these tables.", "text": "NOTE: AS/NZS 7000 and its companion HB 331 can be used to determine support structures for conductor sizes and installation conditions not covered by these tables." }, { "self_ref": "#/texts/11518", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 495, "bbox": { "l": 85.07999999999998, "t": 476.9603, "r": 513.6000000000005, "b": 449.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "The following types of conductor support structures are covered by this Appendix:", "text": "The following types of conductor support structures are covered by this Appendix:" }, { "self_ref": "#/texts/11519", "parent": { "$ref": "#/groups/1108" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 495, "bbox": { "l": 85.07999999999998, "t": 442.9403, "r": 251.77080000000015, "b": 429.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "(a) Timber posts and poles.", "text": "(a) Timber posts and poles.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11520", "parent": { "$ref": "#/groups/1108" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 495, "bbox": { "l": 85.07999999999998, "t": 422.96029999999996, "r": 234.41520000000028, "b": 409.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "(b) Square timber struts.", "text": "(b) Square timber struts.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11521", "parent": { "$ref": "#/groups/1108" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 495, "bbox": { "l": 85.07999999999998, "t": 402.92029999999994, "r": 212.1852000000002, "b": 389.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "(c) Angle iron struts.", "text": "(c) Angle iron struts.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11522", "parent": { "$ref": "#/groups/1108" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 495, "bbox": { "l": 85.07999999999998, "t": 382.9402999999999, "r": 183.1655999999999, "b": 369.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "(d) Steel poles.", "text": "(d) Steel poles.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11523", "parent": { "$ref": "#/groups/1108" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 495, "bbox": { "l": 85.07999999999998, "t": 362.9602999999999, "r": 235.17839999999984, "b": 349.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "(e) Steel square section.", "text": "(e) Steel square section.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11524", "parent": { "$ref": "#/groups/1108" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 495, "bbox": { "l": 85.07999999999998, "t": 342.9202999999999, "r": 244.4879999999999, "b": 329.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "(f) Fabricated steel poles.", "text": "(f) Fabricated steel poles.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11525", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 495, "bbox": { "l": 85.07999999999998, "t": 322.94029999999987, "r": 325.25159999999994, "b": 309.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "D1.2 Using the tables in this Appendix", "text": "D1.2 Using the tables in this Appendix", "level": 1 }, { "self_ref": "#/texts/11526", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 495, "bbox": { "l": 85.07999999999998, "t": 302.96029999999985, "r": 513.6239999999996, "b": 275.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "Table D2 gives the forces exerted by the aerial conductor line. This is a function of-", "text": "Table D2 gives the forces exerted by the aerial conductor line. This is a function of-" }, { "self_ref": "#/texts/11527", "parent": { "$ref": "#/groups/1109" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 495, "bbox": { "l": 85.07999999999998, "t": 268.94029999999975, "r": 304.1916000000002, "b": 255.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "(a) the type of conductor being used;", "text": "(a) the type of conductor being used;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11528", "parent": { "$ref": "#/groups/1109" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 495, "bbox": { "l": 85.07999999999998, "t": 248.96029999999973, "r": 334.5984000000002, "b": 235.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "(b) the span length between supports; and", "text": "(b) the span length between supports; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11529", "parent": { "$ref": "#/groups/1109" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 495, "bbox": { "l": 85.07999999999998, "t": 228.92029999999977, "r": 202.7087999999999, "b": 215.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "(c) the design sag.", "text": "(c) the design sag.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11530", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 495, "bbox": { "l": 85.07999999999996, "t": 208.94029999999975, "r": 513.6456000000007, "b": 153.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 247 ] } ], "orig": "These factors combine to give the normal tension of an aerial conductor, in kilonewtons (kN). The last column of Table D2 indicates the minimum pole or strut strength needed (S rating) to support the normal load applied by that tension.", "text": "These factors combine to give the normal tension of an aerial conductor, in kilonewtons (kN). The last column of Table D2 indicates the minimum pole or strut strength needed (S rating) to support the normal load applied by that tension." }, { "self_ref": "#/texts/11531", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 495, "bbox": { "l": 85.07999999999998, "t": 146.96029999999985, "r": 513.7260000000009, "b": 91.56829999999991, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 248 ] } ], "orig": "Using this strength rating refer to Tables D3 to D13 to select the corresponding size of post, pole or strut. The S rating selected from Tables D3 to D13 has to be equal to or greater than the S rating derived from Table D2.", "text": "Using this strength rating refer to Tables D3 to D13 to select the corresponding size of post, pole or strut. The S rating selected from Tables D3 to D13 has to be equal to or greater than the S rating derived from Table D2." }, { "self_ref": "#/texts/11532", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 495, "bbox": { "l": 258.0, "t": 728.9603, "r": 340.7676000000001, "b": 715.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "APPENDIX D", "text": "APPENDIX D", "level": 1 }, { "self_ref": "#/texts/11533", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 495, "bbox": { "l": 138.54, "t": 707.0834, "r": 460.43997000000024, "b": 677.552738, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "MINIMUM SIZES OF POSTS, POLES AND STRUTS FOR AERIAL LINE CONDUCTORS", "text": "MINIMUM SIZES OF POSTS, POLES AND STRUTS FOR AERIAL LINE CONDUCTORS", "level": 1 }, { "self_ref": "#/texts/11534", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 495, "bbox": { "l": 262.02, "t": 668.9603, "r": 336.64680000000027, "b": 655.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "(Informative)", "text": "(Informative)" }, { "self_ref": "#/texts/11535", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 495, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11536", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 496, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11537", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 496, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/11538", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 496, "bbox": { "l": 96.42, "t": 752.8772, "r": 145.63345799999996, "b": 740.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/11539", "parent": { "$ref": "#/groups/1110" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 496, "bbox": { "l": 96.42, "t": 736.85738, "r": 513.3185220000001, "b": 711.583616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "1 The free length to lowest conductor support shown in the tables is the distance between the lowest conductor support and-", "text": "1 The free length to lowest conductor support shown in the tables is the distance between the lowest conductor support and-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11540", "parent": { "$ref": "#/groups/1110" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 496, "bbox": { "l": 113.399472, "t": 707.877866, "r": 308.79515999999995, "b": 695.624186, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "(a) the ground for a pole or post; or", "text": "(a) the ground for a pole or post; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11541", "parent": { "$ref": "#/groups/1110" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 496, "bbox": { "l": 113.399472, "t": 691.8580460000001, "r": 385.02600599999954, "b": 679.604366, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "(b) the closest fixing bolt on a structure for a strut.", "text": "(b) the closest fixing bolt on a structure for a strut.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11542", "parent": { "$ref": "#/groups/1110" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 496, "bbox": { "l": 96.42, "t": 675.8382260000001, "r": 513.3953819999992, "b": 598.604906, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 452 ] } ], "orig": "2 Galvanized steel-pipe posts with outside diameters up to and including 165 mm are Grade 250 steel water pipe commercially available in 6.5 m lengths. Posts specified with diameters of 168 mm have to be Grade 350 structural steel circular hollow sections, which may need to be specially ordered. Steel-pipe posts with a structural grade greater than 250 need to be clearly marked with their tested strength grade.", "text": "2 Galvanized steel-pipe posts with outside diameters up to and including 165 mm are Grade 250 steel water pipe commercially available in 6.5 m lengths. Posts specified with diameters of 168 mm have to be Grade 350 structural steel circular hollow sections, which may need to be specially ordered. Steel-pipe posts with a structural grade greater than 250 need to be clearly marked with their tested strength grade.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11543", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 496, "bbox": { "l": 85.08, "t": 583.9403, "r": 432.0851999999998, "b": 570.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "D2 GENERAL REQUIREMENTS FOR POSTS AND POLES", "text": "D2 GENERAL REQUIREMENTS FOR POSTS AND POLES", "level": 1 }, { "self_ref": "#/texts/11544", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 496, "bbox": { "l": 85.08, "t": 563.9603, "r": 322.14960000000013, "b": 550.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "D2.1 Sinking of posts/poles in ground", "text": "D2.1 Sinking of posts/poles in ground", "level": 1 }, { "self_ref": "#/texts/11545", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 496, "bbox": { "l": 85.07999999999998, "t": 543.9203, "r": 369.6071999999999, "b": 530.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "Posts/poles need to be securely set in the ground.", "text": "Posts/poles need to be securely set in the ground." }, { "self_ref": "#/texts/11546", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 496, "bbox": { "l": 85.0799999999999, "t": 523.9403, "r": 513.6671999999999, "b": 468.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 260 ] } ], "orig": "If the soil does not provide enough support, e.g. in built-up ground or soft soil, secure posts/poles either by setting them at a greater depth than normally necessary, or by using bearing blocks or shoes. Refer to Table D1 and the notes below.", "text": "If the soil does not provide enough support, e.g. in built-up ground or soft soil, secure posts/poles either by setting them at a greater depth than normally necessary, or by using bearing blocks or shoes. Refer to Table D1 and the notes below." }, { "self_ref": "#/texts/11547", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 496, "bbox": { "l": 85.07999999999987, "t": 461.9602999999999, "r": 513.6444000000001, "b": 392.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 359 ] } ], "orig": "Where, because of unusual circumstances, the butt of the post/pole cannot be sunk to the necessary depth in the ground, an alternative construction, such as flange mounting on a reinforced concrete structure, may be used. In such cases, the expertise of a structural engineer is needed to ensure that the mounting is suitable for the installation.", "text": "Where, because of unusual circumstances, the butt of the post/pole cannot be sunk to the necessary depth in the ground, an alternative construction, such as flange mounting on a reinforced concrete structure, may be used. In such cases, the expertise of a structural engineer is needed to ensure that the mounting is suitable for the installation." }, { "self_ref": "#/texts/11548", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 496, "bbox": { "l": 85.07999999999987, "t": 385.9402999999998, "r": 513.5988000000007, "b": 358.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 135 ] } ], "orig": "The length of the post/pole above ground needs to be assessed when selecting post/pole sizes to obtain necessary clearances.", "text": "The length of the post/pole above ground needs to be assessed when selecting post/pole sizes to obtain necessary clearances." }, { "self_ref": "#/texts/11549", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 496, "bbox": { "l": 96.42, "t": 354.8372, "r": 145.63345799999996, "b": 342.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/11550", "parent": { "$ref": "#/groups/1111" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 496, "bbox": { "l": 96.42, "t": 338.876672, "r": 513.2910719999993, "b": 313.60290800000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 150 ] } ], "orig": "1 The free length to the lowest conductor support shown in Table D1 is the distance between the lowest conductor support and ground level.", "text": "1 The free length to the lowest conductor support shown in Table D1 is the distance between the lowest conductor support and ground level.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11551", "parent": { "$ref": "#/groups/1111" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 496, "bbox": { "l": 96.42, "t": 309.836768, "r": 437.68938000000054, "b": 297.5830880000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "2 Soil quality Soil quality is defined according to AS/NZS 7000:", "text": "2 Soil quality Soil quality is defined according to AS/NZS 7000:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11552", "parent": { "$ref": "#/groups/1111" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 496, "bbox": { "l": 113.399472, "t": 293.877338, "r": 513.3064439999988, "b": 268.603574, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "(a) Poor Soft clay, poorly compacted sand and soils that tend to absorb large amounts of water (150 kPa/m).", "text": "(a) Poor Soft clay, poorly compacted sand and soils that tend to absorb large amounts of water (150 kPa/m).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11553", "parent": { "$ref": "#/groups/1111" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 496, "bbox": { "l": 113.399472, "t": 264.83743400000003, "r": 513.3075420000005, "b": 239.6240600000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "(b) Medium Compact medium clay, well-bonded sandy loam, bonded sand and gravel with reasonable surface water drainage (300 kPa/m).", "text": "(b) Medium Compact medium clay, well-bonded sandy loam, bonded sand and gravel with reasonable surface water drainage (300 kPa/m).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11554", "parent": { "$ref": "#/groups/1111" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 496, "bbox": { "l": 113.399472, "t": 235.85792000000004, "r": 513.3240120000002, "b": 210.584156, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "(c) Good Well compacted rock soil, hard clay and well-bonded sand and gravel with good surface water drainage (600 kPa/m).", "text": "(c) Good Well compacted rock soil, hard clay and well-bonded sand and gravel with good surface water drainage (600 kPa/m).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11555", "parent": { "$ref": "#/groups/1111" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 496, "bbox": { "l": 96.42000000000002, "t": 206.87730800000008, "r": 513.2877779999992, "b": 168.58346000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 224 ] } ], "orig": "3 Posts/poles set in concrete Where a post/pole is set in concrete, it needs to be located centrally in a hole with a size corresponding to a minimum diameter of 100 mm greater than the diameter of the post/pole.", "text": "3 Posts/poles set in concrete Where a post/pole is set in concrete, it needs to be located centrally in a hole with a size corresponding to a minimum diameter of 100 mm greater than the diameter of the post/pole.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11556", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 496, "bbox": { "l": 113.45986200000002, "t": 164.87661200000002, "r": 339.6654300000002, "b": 152.622932, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "The concrete should be finished as follows:", "text": "The concrete should be finished as follows:" }, { "self_ref": "#/texts/11557", "parent": { "$ref": "#/groups/1112" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 496, "bbox": { "l": 113.45986200000002, "t": 148.85679200000004, "r": 486.9226020000005, "b": 136.603112, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(a) For a wooden post/pole-not less than 250 mm below ground level.", "text": "(a) For a wooden post/pole-not less than 250 mm below ground level.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11558", "parent": { "$ref": "#/groups/1112" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 496, "bbox": { "l": 113.45986200000002, "t": 132.83697200000006, "r": 513.2954640000003, "b": 107.62359800000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "(b) For a steel post/pole-100 mm above ground level and shaped to shed water.", "text": "(b) For a steel post/pole-100 mm above ground level and shaped to shed water.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11559", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 496, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "492", "text": "492", "level": 1 }, { "self_ref": "#/texts/11560", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 496, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11561", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 497, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11562", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 497, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "493", "text": "493" }, { "self_ref": "#/texts/11563", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 497, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11564", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 497, "bbox": { "l": 113.46, "t": 752.8772, "r": 513.3296400000003, "b": 714.583352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 235 ] } ], "orig": "Setting the post/pole in concrete is equivalent to improving the soil quality by one step, i.e. from 'poor' to 'medium' or from 'medium' to 'good'. This corresponds to a reduction in the necessary sinking depth of the pole.", "text": "Setting the post/pole in concrete is equivalent to improving the soil quality by one step, i.e. from 'poor' to 'medium' or from 'medium' to 'good'. This corresponds to a reduction in the necessary sinking depth of the pole." }, { "self_ref": "#/texts/11565", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 497, "bbox": { "l": 113.46000000000001, "t": 710.877602, "r": 513.3252479999991, "b": 672.583754, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "The post/pole should be left undisturbed for three days, or long enough to ensure that the concrete has developed adequate strength prior to attaching the aerial line.", "text": "The post/pole should be left undisturbed for three days, or long enough to ensure that the concrete has developed adequate strength prior to attaching the aerial line." }, { "self_ref": "#/texts/11566", "parent": { "$ref": "#/groups/1113" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 497, "bbox": { "l": 96.42013800000001, "t": 668.878004, "r": 513.3505019999988, "b": 643.60424, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 128 ] } ], "orig": "4 Posts/poles set in solid rock Where a post/pole is set in solid rock, the depth in ground may be reduced by 0.3 m.", "text": "4 Posts/poles set in solid rock Where a post/pole is set in solid rock, the depth in ground may be reduced by 0.3 m.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11567", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 497, "bbox": { "l": 85.08, "t": 636.9203, "r": 241.27320000000003, "b": 623.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "D2.2 Timber posts/poles", "text": "D2.2 Timber posts/poles", "level": 1 }, { "self_ref": "#/texts/11568", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 497, "bbox": { "l": 85.07999999999998, "t": 616.9403, "r": 513.6108000000003, "b": 589.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "Timber posts and poles need to be of untreated hardwood or timber with preservative treatment in accordance with AS 3818.11.", "text": "Timber posts and poles need to be of untreated hardwood or timber with preservative treatment in accordance with AS 3818.11." }, { "self_ref": "#/texts/11569", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 497, "bbox": { "l": 85.07999999999998, "t": 582.9203, "r": 513.6276000000007, "b": 541.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 188 ] } ], "orig": "Tables D3 to D6 set out the minimum sizes of timber posts or poles of untreated hardwood timber with durability of Class 1 and 2 and strength rating of S3 or better.", "text": "Tables D3 to D6 set out the minimum sizes of timber posts or poles of untreated hardwood timber with durability of Class 1 and 2 and strength rating of S3 or better." }, { "self_ref": "#/texts/11570", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 497, "bbox": { "l": 85.08000000000004, "t": 534.9203, "r": 513.6120000000001, "b": 507.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "The base of timber posts/poles and surrounding ground needs to be treated against insect and fungal attack by environmentally approved methods.", "text": "The base of timber posts/poles and surrounding ground needs to be treated against insect and fungal attack by environmentally approved methods." }, { "self_ref": "#/texts/11571", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 497, "bbox": { "l": 85.08000000000004, "t": 500.96029999999996, "r": 513.6456000000005, "b": 473.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "Timber posts/poles need to be capped at the top to prevent water penetration.", "text": "Timber posts/poles need to be capped at the top to prevent water penetration." }, { "self_ref": "#/texts/11572", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 497, "bbox": { "l": 85.08000000000004, "t": 466.9402999999999, "r": 513.6396000000004, "b": 439.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "The distance between the top anchor bolt and the top of the post/pole should not be less than 200 mm.", "text": "The distance between the top anchor bolt and the top of the post/pole should not be less than 200 mm." }, { "self_ref": "#/texts/11573", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 497, "bbox": { "l": 85.08000000000004, "t": 432.9202999999999, "r": 259.85160000000025, "b": 419.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "D2.3 Steel-pipe posts/poles", "text": "D2.3 Steel-pipe posts/poles", "level": 1 }, { "self_ref": "#/texts/11574", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 497, "bbox": { "l": 85.08000000000004, "t": 412.94029999999987, "r": 513.6180000000004, "b": 385.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "The necessary sizes/grades of steel-pipe posts/poles are set out in Tables D7 to D13, with Figure D1 showing how the tables are applied.", "text": "The necessary sizes/grades of steel-pipe posts/poles are set out in Tables D7 to D13, with Figure D1 showing how the tables are applied." }, { "self_ref": "#/texts/11575", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 497, "bbox": { "l": 96.42, "t": 381.8372, "r": 513.3415799999989, "b": 356.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "NOTE: Hollow steel poles need to be capped at the top to prevent water penetration.", "text": "NOTE: Hollow steel poles need to be capped at the top to prevent water penetration." }, { "self_ref": "#/texts/11576", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 497, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11577", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 498, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11578", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11579", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "494", "text": "494" }, { "self_ref": "#/texts/11580", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 498, "bbox": { "l": 146.82, "t": 442.8572, "r": 451.6050359999997, "b": 430.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "FIGURE D1 GUIDE TO SELECTION OF POLES/POSTS", "text": "FIGURE D1 GUIDE TO SELECTION OF POLES/POSTS" }, { "self_ref": "#/texts/11581", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 432.7258, "t": 631.2942236, "r": 527.6820683199999, "b": 623.7827871999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "Free length to lowest", "text": "Free length to lowest" }, { "self_ref": "#/texts/11582", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 439.22265572, "t": 620.79775597, "r": 521.1945630400002, "b": 613.2863195699999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "conductor support", "text": "conductor support" }, { "self_ref": "#/texts/11583", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 437.14515795999995, "t": 610.30128834, "r": 523.2567600799998, "b": 602.78985194, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "( Tables D3, D5, D6", "text": "( Tables D3, D5, D6" }, { "self_ref": "#/texts/11584", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 444.1911395199999, "t": 599.8048207100001, "r": 516.2133286399996, "b": 592.29338431, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "and D10 to D13)", "text": "and D10 to D13)" }, { "self_ref": "#/texts/11585", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 440.3540589599999, "t": 589.3083530800001, "r": 520.0597596399999, "b": 581.79691668, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "= minimum height", "text": "= minimum height" }, { "self_ref": "#/texts/11586", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 449.72830007999994, "t": 578.8118854500001, "r": 510.68466847999963, "b": 571.30044905, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "above ground", "text": "above ground" }, { "self_ref": "#/texts/11587", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 445.09728215999996, "t": 568.3154178200001, "r": 515.31398632, "b": 560.80398142, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "+ maximum sag", "text": "+ maximum sag" }, { "self_ref": "#/texts/11588", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 444.1853, "t": 498.2207236, "r": 516.2244899199997, "b": 490.7092872, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "Depth in ground", "text": "Depth in ground" }, { "self_ref": "#/texts/11589", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 457.13055915999996, "t": 487.72425597, "r": 503.28348096000013, "b": 480.21281957, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "( Table D1)", "text": "( Table D1)" }, { "self_ref": "#/texts/11590", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 283.1684, "t": 751.8692236, "r": 365.6095294000001, "b": 744.3577872, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Maximum span for", "text": "Maximum span for" }, { "self_ref": "#/texts/11591", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 280.533276, "t": 741.3727559700001, "r": 368.2514537200001, "b": 733.86131957, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "cable type and size", "text": "cable type and size" }, { "self_ref": "#/texts/11592", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 300.06039488, "t": 730.8762883400001, "r": 348.72433484000015, "b": 723.36485194, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "( Table 3.9)", "text": "( Table 3.9)" }, { "self_ref": "#/texts/11593", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 66.05968359999997, "t": 631.2936751800002, "r": 182.19469851999986, "b": 623.7822387800001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "Minimum pole/post length", "text": "Minimum pole/post length" }, { "self_ref": "#/texts/11594", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 84.28199107999997, "t": 620.7972075500002, "r": 163.98769175999996, "b": 613.2857711500001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "= minimum height", "text": "= minimum height" }, { "self_ref": "#/texts/11595", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 93.65623219999998, "t": 610.3007399200002, "r": 154.61260060000004, "b": 602.7893035200001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "above ground", "text": "above ground" }, { "self_ref": "#/texts/11596", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 89.00821347999998, "t": 599.8042722900002, "r": 159.25976928000003, "b": 592.2928358900001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "+ Maximum sag", "text": "+ Maximum sag" }, { "self_ref": "#/texts/11597", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 84.36529499999997, "t": 589.3078046600002, "r": 163.89928760000012, "b": 581.7963682600001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "+ depth in ground", "text": "+ depth in ground" }, { "self_ref": "#/texts/11598", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 107.43708067999998, "t": 578.8113370300002, "r": 140.83175211999998, "b": 571.2999006300001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "+ 0.2 m", "text": "+ 0.2 m" }, { "self_ref": "#/texts/11599", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 280.5033, "t": 677.1711236000001, "r": 341.91954003999996, "b": 669.6596872, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Maximum sag", "text": "Maximum sag" }, { "self_ref": "#/texts/11600", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 287.82554456, "t": 666.6746559700001, "r": 334.5743444000002, "b": 659.16321957, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "( Table D2)", "text": "( Table D2)" }, { "self_ref": "#/texts/11601", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 260.64551556000004, "t": 567.0775977400001, "r": 361.75692352000044, "b": 559.56616134, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "Minimum height above", "text": "Minimum height above" }, { "self_ref": "#/texts/11602", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 269.56413524000004, "t": 556.5811301100001, "r": 352.84000392000036, "b": 549.06969371, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "ground (Table 3.8)", "text": "ground (Table 3.8)" }, { "self_ref": "#/texts/11603", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 209.29459916000002, "t": 613.3740470900001, "r": 272.67613168000014, "b": 605.86261069, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "Pole/post size", "text": "Pole/post size" }, { "self_ref": "#/texts/11604", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 209.29459916000002, "t": 602.8775794600001, "r": 295.1010369200002, "b": 595.36614306, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "and strength rating", "text": "and strength rating" }, { "self_ref": "#/texts/11605", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 209.29459916000002, "t": 592.3811118300001, "r": 295.4062012799999, "b": 584.86967543, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "( Tables D3, D5, D6", "text": "( Tables D3, D5, D6" }, { "self_ref": "#/texts/11606", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 209.29459916000002, "t": 581.8846442000001, "r": 281.3167882800001, "b": 574.3732078, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "and D10 to D13)", "text": "and D10 to D13)" }, { "self_ref": "#/texts/11607", "parent": { "$ref": "#/pictures/210" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 441.7872, "t": 709.1817236, "r": 472.30533607999996, "b": 701.6702872, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "≥0.2 m", "text": "≥0.2 m" }, { "self_ref": "#/texts/11608", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 498, "bbox": { "l": 85.08, "t": 409.94030000000004, "r": 414.0096, "b": 396.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "D3 ATTACHMENTS TO BUILDINGS OR STRUCTURES", "text": "D3 ATTACHMENTS TO BUILDINGS OR STRUCTURES", "level": 1 }, { "self_ref": "#/texts/11609", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 498, "bbox": { "l": 85.08, "t": 389.9603, "r": 276.8291999999999, "b": 376.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "D3.1 Responsibility for design", "text": "D3.1 Responsibility for design", "level": 1 }, { "self_ref": "#/texts/11610", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 85.07999999999998, "t": 369.9203, "r": 513.6264000000011, "b": 314.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 279 ] } ], "orig": "The support needs to be designed and installed using sound engineering practice to withstand calculated forces in the direction of pull. If necessary, the services of a structural engineer should be sought where doubt exists as to the required strength of an attachment.", "text": "The support needs to be designed and installed using sound engineering practice to withstand calculated forces in the direction of pull. If necessary, the services of a structural engineer should be sought where doubt exists as to the required strength of an attachment." }, { "self_ref": "#/texts/11611", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 498, "bbox": { "l": 85.08000000000001, "t": 307.9403, "r": 300.36120000000017, "b": 294.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "D3.2 Horizontal and vertical struts", "text": "D3.2 Horizontal and vertical struts", "level": 1 }, { "self_ref": "#/texts/11612", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 85.08000000000001, "t": 287.96029999999996, "r": 513.7272000000006, "b": 260.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "A strut is a straight length of support. Once it is bent, offset or braced, it is classed as a bracket.", "text": "A strut is a straight length of support. Once it is bent, offset or braced, it is classed as a bracket." }, { "self_ref": "#/texts/11613", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 85.08000000000001, "t": 253.94029999999987, "r": 513.6528000000013, "b": 212.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 197 ] } ], "orig": "The strength rating of struts is set out in Table D2. The sizes of horizontal and vertical struts are set out in Tables D4, D7 and D8, with Figure D2 showing how the tables are applied.", "text": "The strength rating of struts is set out in Table D2. The sizes of horizontal and vertical struts are set out in Tables D4, D7 and D8, with Figure D2 showing how the tables are applied." }, { "self_ref": "#/texts/11614", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 96.42, "t": 208.85720000000003, "r": 513.3459720000003, "b": 183.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "NOTE: Timber or hollow steel struts need to be capped at the top to prevent water penetration.", "text": "NOTE: Timber or hollow steel struts need to be capped at the top to prevent water penetration." }, { "self_ref": "#/texts/11615", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 498, "bbox": { "l": 85.07999999999998, "t": 176.96029999999996, "r": 513.648000000001, "b": 149.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "Two fixing bolts need to be used at a minimum distance of 600 mm apart to fix the strut to a structure.", "text": "Two fixing bolts need to be used at a minimum distance of 600 mm apart to fix the strut to a structure." }, { "self_ref": "#/texts/11616", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 498, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11617", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 499, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/11618", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 499, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11619", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "495", "text": "495" }, { "self_ref": "#/texts/11620", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11621", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 499, "bbox": { "l": 164.1, "t": 299.8773, "r": 434.3836800000004, "b": 287.6236200000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "FIGURE D2 GUIDE TO SELECTION OF STRUTS", "text": "FIGURE D2 GUIDE TO SELECTION OF STRUTS" }, { "self_ref": "#/texts/11622", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 383.6393, "t": 631.7220408, "r": 473.0252271200003, "b": 624.2091015999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "Clearance to lowest", "text": "Clearance to lowest" }, { "self_ref": "#/texts/11623", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 384.83846657, "t": 622.22378192, "r": 471.83710886, "b": 614.71084272, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "anchor cable point.", "text": "anchor cable point." }, { "self_ref": "#/texts/11624", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 358.21543894999996, "t": 612.72552304, "r": 498.4507879099996, "b": 605.21258384, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "Minimum height above building", "text": "Minimum height above building" }, { "self_ref": "#/texts/11625", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 375.99981856999995, "t": 603.22726416, "r": 480.5839709000001, "b": 595.71432496, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "or structure (Table 3.8)", "text": "or structure (Table 3.8)" }, { "self_ref": "#/texts/11626", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 336.4722, "t": 751.7808408, "r": 416.85970356, "b": 744.2679016, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Distance between", "text": "Distance between" }, { "self_ref": "#/texts/11627", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 324.79328646, "t": 741.2822731599999, "r": 416.84780538, "b": 733.7693339599999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "cable anchor points.", "text": "cable anchor points." }, { "self_ref": "#/texts/11628", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 291.58971543, "t": 730.7837055199999, "r": 416.84355603000046, "b": 723.2707663199999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "Spacing between conductor", "text": "Spacing between conductor" }, { "self_ref": "#/texts/11629", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 320.96037276000004, "t": 720.2851378799999, "r": 416.83080798000003, "b": 712.7721986799999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "supports (Table 3.10)", "text": "supports (Table 3.10)" }, { "self_ref": "#/texts/11630", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 231.0209, "t": 518.5216408, "r": 311.40755368999993, "b": 511.00870160000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Distance between", "text": "Distance between" }, { "self_ref": "#/texts/11631", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 231.0209, "t": 508.02307316, "r": 308.29532974999995, "b": 500.5101339600001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "support bolts will", "text": "support bolts will" }, { "self_ref": "#/texts/11632", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 231.0209, "t": 497.52450552000005, "r": 306.6168365, "b": 490.0115663200001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "depend upon the", "text": "depend upon the" }, { "self_ref": "#/texts/11633", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 231.0209, "t": 487.0259378800001, "r": 311.5171869200005, "b": 479.5129986800001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "l e ngth of the strut", "text": "l e ngth of the strut" }, { "self_ref": "#/texts/11634", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 231.0209, "t": 476.5273702400001, "r": 309.3330210199999, "b": 469.01443104000015, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "and its method of", "text": "and its method of" }, { "self_ref": "#/texts/11635", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 231.0209, "t": 466.0288026000001, "r": 327.9604716800001, "b": 458.51586340000017, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "f i x i n g t o t h e s t r u c t u r e", "text": "f i x i n g t o t h e s t r u c t u r e" }, { "self_ref": "#/texts/11636", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 167.69453669, "t": 617.1808104800001, "r": 262.6318146500002, "b": 609.6678712800001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "Free length to lowest", "text": "Free length to lowest" }, { "self_ref": "#/texts/11637", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 174.19094297, "t": 606.6822428400001, "r": 256.1464566799999, "b": 599.1693036400001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "conductor support", "text": "conductor support" }, { "self_ref": "#/texts/11638", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 162.23582168000002, "t": 596.1836752, "r": 268.0939291399999, "b": 588.670736, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "( Tables D4, D7 and D8)", "text": "( Tables D4, D7 and D8)" }, { "self_ref": "#/texts/11639", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 97.9364, "t": 507.4702408, "r": 213.2612093899999, "b": 499.95730160000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "Clearance from ground to", "text": "Clearance from ground to" }, { "self_ref": "#/texts/11640", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 97.67209043000001, "t": 496.97167316, "r": 213.51871999999986, "b": 489.4587339600001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "l owest anchor cable point", "text": "l owest anchor cable point" }, { "self_ref": "#/texts/11641", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 100.62198920000002, "t": 486.47310552000005, "r": 210.56797135999986, "b": 478.9601663200001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "= Minimum height above", "text": "= Minimum height above" }, { "self_ref": "#/texts/11642", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 113.96749781000001, "t": 475.97453788000007, "r": 197.22671209999982, "b": 468.4615986800001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "ground (Table 3.8)", "text": "ground (Table 3.8)" }, { "self_ref": "#/texts/11643", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 95.15987471000001, "t": 465.4759702400001, "r": 216.02838610999993, "b": 457.96303104000015, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "+ Maximum sag (Table D2)", "text": "+ Maximum sag (Table D2)" }, { "self_ref": "#/texts/11644", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 442.1356, "t": 549.6184408, "r": 478.36300848999997, "b": 542.1055016, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Building", "text": "Building" }, { "self_ref": "#/texts/11645", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 442.1356, "t": 539.11987316, "r": 481.9894037799999, "b": 531.60693396, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "structure", "text": "structure" }, { "self_ref": "#/texts/11646", "parent": { "$ref": "#/pictures/211" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 259.0647, "t": 699.3349408, "r": 288.66142275000004, "b": 691.8220016, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "≥0.1 m", "text": "≥0.1 m" }, { "self_ref": "#/texts/11647", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 499, "bbox": { "l": 85.07999999999998, "t": 266.96029999999996, "r": 513.6347999999998, "b": 239.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "D4 EXAMPLE USING THE TABLES TO DETERMINE POLE/ POST OR STRUT SIZE", "text": "D4 EXAMPLE USING THE TABLES TO DETERMINE POLE/ POST OR STRUT SIZE", "level": 1 }, { "self_ref": "#/texts/11648", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 499, "bbox": { "l": 85.07999999999998, "t": 232.94029999999998, "r": 176.00400000000005, "b": 219.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "D4.1 Problem", "text": "D4.1 Problem", "level": 1 }, { "self_ref": "#/texts/11649", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 85.07999999999998, "t": 212.96029999999996, "r": 513.5592000000006, "b": 171.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 172 ] } ], "orig": "Erect a 100 A, three-phase aerial line using a four-core, 16 mm 2 harddrawn insulated copper cable, a distance of 19 m over an area used by vehicles.", "text": "Erect a 100 A, three-phase aerial line using a four-core, 16 mm 2 harddrawn insulated copper cable, a distance of 19 m over an area used by vehicles." }, { "self_ref": "#/texts/11650", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 499, "bbox": { "l": 85.07999999999998, "t": 164.96029999999996, "r": 176.27879999999996, "b": 151.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "D4.2 Solution", "text": "D4.2 Solution", "level": 1 }, { "self_ref": "#/texts/11651", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 499, "bbox": { "l": 85.07999999999998, "t": 144.9203, "r": 377.6760000000004, "b": 131.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "D4.2.1 Determine the minimum length of pole/post", "text": "D4.2.1 Determine the minimum length of pole/post", "level": 1 }, { "self_ref": "#/texts/11652", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 499, "bbox": { "l": 85.07999999999998, "t": 124.94039999999995, "r": 513.5412000000007, "b": 97.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "First check that four-core 16 mm 2 hard-drawn insulated copper aerial cable is permitted to span 19 m.", "text": "First check that four-core 16 mm 2 hard-drawn insulated copper aerial cable is permitted to span 19 m." }, { "self_ref": "#/texts/11653", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 499, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11654", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 500, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/11655", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 500, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11656", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 500, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "496", "text": "496" }, { "self_ref": "#/texts/11657", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 500, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/11658", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 500, "bbox": { "l": 85.08, "t": 752.9603, "r": 429.9924000000001, "b": 739.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "Table 3.9 shows that these conductors may span up to 60 m.", "text": "Table 3.9 shows that these conductors may span up to 60 m." }, { "self_ref": "#/texts/11659", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 500, "bbox": { "l": 96.42, "t": 735.8372, "r": 469.05155399999984, "b": 710.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "NOTE: The minimum length of a pole/post = minimum height ground + maximum sag + depth in ground + 0.20 m.", "text": "NOTE: The minimum length of a pole/post = minimum height ground + maximum sag + depth in ground + 0.20 m." }, { "self_ref": "#/texts/11660", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 500, "bbox": { "l": 478.8413219999998, "t": 735.8372, "r": 513.3459719999997, "b": 723.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "above", "text": "above" }, { "self_ref": "#/texts/11661", "parent": { "$ref": "#/groups/1114" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 500, "bbox": { "l": 85.08, "t": 703.9403, "r": 494.83199999999994, "b": 690.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(a) Determine the minimum height of the conductors above the ground.", "text": "(a) Determine the minimum height of the conductors above the ground.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11662", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 500, "bbox": { "l": 113.45999999999998, "t": 683.9603, "r": 513.6108000000002, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "Table 3.8 shows that insulated live conductors are required to be at a", "text": "Table 3.8 shows that insulated live conductors are required to be at a" }, { "self_ref": "#/texts/11663", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 500, "bbox": { "l": 113.45999999999998, "t": 669.9203, "r": 460.4327999999999, "b": 656.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "minimum clearance of 4.6 m above an area used by vehicles.", "text": "minimum clearance of 4.6 m above an area used by vehicles." }, { "self_ref": "#/texts/11664", "parent": { "$ref": "#/groups/1115" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 500, "bbox": { "l": 85.07999999999998, "t": 649.9403, "r": 337.67040000000014, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "(b) Determine the maximum allowable sag.", "text": "(b) Determine the maximum allowable sag.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11665", "parent": { "$ref": "#/groups/1115" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 500, "bbox": { "l": 85.07999999999998, "t": 631.1602999999999, "r": 513.6144, "b": 588.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 151 ] } ], "orig": "(c) Table D2, Column 5 shows that for a 1  4 core, 16 mm 2 hard-drawn insulated copper aerial cable, the maximum straining conductor sag is 0.6 m.", "text": "(c) Table D2, Column 5 shows that for a 1  4 core, 16 mm 2 hard-drawn insulated copper aerial cable, the maximum straining conductor sag is 0.6 m.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11666", "parent": { "$ref": "#/groups/1115" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 500, "bbox": { "l": 85.08000000000004, "t": 581.9603, "r": 513.6180000000006, "b": 554.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "(d) Determine the minimum depth of the pole/post that needs to be supported in the ground.", "text": "(d) Determine the minimum depth of the pole/post that needs to be supported in the ground.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11667", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 500, "bbox": { "l": 113.45999999999998, "t": 547.9403, "r": 513.7008000000008, "b": 422.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 673 ] } ], "orig": "Table D1 shows that the minimum depth in the ground for a free length to lowest conductor support of 4.6 m varies, depending on the quality of the soil, from 1.8 m for poor quality, to 1.5 m for medium to 1.2 m for good quality. Note 2 to Paragraph D2.1 sets out the criteria on which the soil quality is defined. For the purpose of this example, the soil quality is poor, but it is decided to set the post/pole in concrete. Setting the post/pole in concrete is equivalent to improving the soil quality by one step, as stated in Note 3 of the Table, i.e. for this example from poor quality to medium quality soil.", "text": "Table D1 shows that the minimum depth in the ground for a free length to lowest conductor support of 4.6 m varies, depending on the quality of the soil, from 1.8 m for poor quality, to 1.5 m for medium to 1.2 m for good quality. Note 2 to Paragraph D2.1 sets out the criteria on which the soil quality is defined. For the purpose of this example, the soil quality is poor, but it is decided to set the post/pole in concrete. Setting the post/pole in concrete is equivalent to improving the soil quality by one step, as stated in Note 3 of the Table, i.e. for this example from poor quality to medium quality soil." }, { "self_ref": "#/texts/11668", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 500, "bbox": { "l": 113.46000000000001, "t": 415.9402999999998, "r": 367.8852000000004, "b": 402.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "Then, the minimum depth in ground is 1.5 m.", "text": "Then, the minimum depth in ground is 1.5 m." }, { "self_ref": "#/texts/11669", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 500, "bbox": { "l": 113.46000000000001, "t": 395.9602999999998, "r": 513.6480000000006, "b": 382.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "From Steps (a), (b) and (c) plus an additional length above support of", "text": "From Steps (a), (b) and (c) plus an additional length above support of" }, { "self_ref": "#/texts/11670", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 500, "bbox": { "l": 113.46000000000004, "t": 381.92029999999977, "r": 284.0136000000002, "b": 368.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "0.20 m (see Paragraph D2.1).", "text": "0.20 m (see Paragraph D2.1)." }, { "self_ref": "#/texts/11671", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 500, "bbox": { "l": 113.46000000000004, "t": 361.94029999999975, "r": 422.04960000000045, "b": 348.54829999999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "Minimum length of pole/post = 4.6 + 0.6 + 1.5 + 0.20", "text": "Minimum length of pole/post = 4.6 + 0.6 + 1.5 + 0.20" }, { "self_ref": "#/texts/11672", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 500, "bbox": { "l": 283.5036, "t": 341.96029999999973, "r": 339.5196000000001, "b": 328.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "= 6.90 m", "text": "= 6.90 m" }, { "self_ref": "#/texts/11673", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 500, "bbox": { "l": 85.08000000000001, "t": 321.92029999999977, "r": 402.4008000000004, "b": 308.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "D4.2.2 Select the minimum pole/post strength and size", "text": "D4.2.2 Select the minimum pole/post strength and size", "level": 1 }, { "self_ref": "#/texts/11674", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 500, "bbox": { "l": 85.08000000000001, "t": 301.94029999999975, "r": 411.0300000000007, "b": 288.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "Determine the minimum post/pole strength rating needed.", "text": "Determine the minimum post/pole strength rating needed." }, { "self_ref": "#/texts/11675", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 500, "bbox": { "l": 85.08000000000001, "t": 283.16029999999967, "r": 513.6275999999999, "b": 240.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 174 ] } ], "orig": "Table D2, Column 8 shows that for a 1  4 core, 16 mm 2 hard-drawn insulated copper aerial cable with a 20 metre span, the minimum post/pole strength rating is S18.", "text": "Table D2, Column 8 shows that for a 1  4 core, 16 mm 2 hard-drawn insulated copper aerial cable with a 20 metre span, the minimum post/pole strength rating is S18." }, { "self_ref": "#/texts/11676", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 500, "bbox": { "l": 85.08000000000004, "t": 233.96029999999996, "r": 513.6000000000009, "b": 220.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "Tables D3, D5, D6 and D10 to D13 show the minimum strength ratings and", "text": "Tables D3, D5, D6 and D10 to D13 show the minimum strength ratings and" }, { "self_ref": "#/texts/11677", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 500, "bbox": { "l": 85.08000000000004, "t": 219.9203, "r": 513.6504000000014, "b": 192.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "cross-sectional areas of various poles and post types for given free length to lowest conductor support.", "text": "cross-sectional areas of various poles and post types for given free length to lowest conductor support." }, { "self_ref": "#/texts/11678", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 500, "bbox": { "l": 96.42, "t": 188.87720000000002, "r": 513.2625239999996, "b": 163.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "NOTE: The free length to lowest conductor support = minimum height above ground + maximum sag.", "text": "NOTE: The free length to lowest conductor support = minimum height above ground + maximum sag." }, { "self_ref": "#/texts/11679", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 500, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11680", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 501, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11681", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 501, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "497", "text": "497", "level": 1 }, { "self_ref": "#/texts/11682", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 501, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/11683", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 501, "bbox": { "l": 85.08, "t": 752.9603, "r": 470.613600000001, "b": 739.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "For this example, any of the following would meet the specifications:", "text": "For this example, any of the following would meet the specifications:" }, { "self_ref": "#/texts/11684", "parent": { "$ref": "#/groups/1116" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 501, "bbox": { "l": 85.07999999999998, "t": 732.9203, "r": 513.7080000000009, "b": 677.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 282 ] } ], "orig": "(a) If a square sawn hardwood post is selected, then Table D3 shows that, for a free length to the lowest conductor of 5.2 m with a minimum strength of S18 and concreted in ground, a 175 mm  175 mm sawn hardwood post is needed (this has a strength rating of S21).", "text": "(a) If a square sawn hardwood post is selected, then Table D3 shows that, for a free length to the lowest conductor of 5.2 m with a minimum strength of S18 and concreted in ground, a 175 mm  175 mm sawn hardwood post is needed (this has a strength rating of S21).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11685", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 501, "bbox": { "l": 113.45999999999992, "t": 672.1402999999999, "r": 513.6755999999999, "b": 643.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "Then the post needed is a 6.90 m  175 mm  175 mm sawn hardwood (S21).", "text": "Then the post needed is a 6.90 m  175 mm  175 mm sawn hardwood (S21)." }, { "self_ref": "#/texts/11686", "parent": { "$ref": "#/groups/1117" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 501, "bbox": { "l": 85.07999999999993, "t": 636.9203, "r": 513.6840000000007, "b": 553.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 410 ] } ], "orig": "(b) If a cut round hardwood pole is selected, Tables D5 and D6 show that for a free length to the lowest conductor of 5.2 m with size reduced from the base of 8 m/2 kN pole, an S23 pole is needed. For 8 m/2 kN pole with the size reduced from the top, an S24 pole is needed. Note that a 2 kN pole may be used, as Table D2 Column 6 shows that, for this example, the nominal aerial tension is 1.35 kN.", "text": "(b) If a cut round hardwood pole is selected, Tables D5 and D6 show that for a free length to the lowest conductor of 5.2 m with size reduced from the base of 8 m/2 kN pole, an S23 pole is needed. For 8 m/2 kN pole with the size reduced from the top, an S24 pole is needed. Note that a 2 kN pole may be used, as Table D2 Column 6 shows that, for this example, the nominal aerial tension is 1.35 kN.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11687", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 501, "bbox": { "l": 113.45999999999992, "t": 546.9203, "r": 513.5304000000002, "b": 519.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "Thus the pole needed is either an S23, 8 m pole reduced from the base to 6.90 m or an S24, 8 m pole reduced from the top to 6.90 m.", "text": "Thus the pole needed is either an S23, 8 m pole reduced from the base to 6.90 m or an S24, 8 m pole reduced from the top to 6.90 m." }, { "self_ref": "#/texts/11688", "parent": { "$ref": "#/groups/1118" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 501, "bbox": { "l": 85.07999999999998, "t": 512.9603, "r": 513.6648000000008, "b": 457.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 246 ] } ], "orig": "(c) If Grade 250 steel pipe is selected, Table D10 shows that for a free length to the lowest conductor of 5.2 m and a minimum strength rating of S18, a pipe of 140 mm diameter  5.0 mm wall thickness is needed. This has an S20 rating.", "text": "(c) If Grade 250 steel pipe is selected, Table D10 shows that for a free length to the lowest conductor of 5.2 m and a minimum strength rating of S18, a pipe of 140 mm diameter  5.0 mm wall thickness is needed. This has an S20 rating.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11689", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 501, "bbox": { "l": 113.45999999999992, "t": 452.1202999999999, "r": 513.6552000000001, "b": 423.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "Thus the post needed is a 6.90 m  140 mm   5.0 mm wall thickness (S20) Grade 250 steel pipe.", "text": "Thus the post needed is a 6.90 m  140 mm   5.0 mm wall thickness (S20) Grade 250 steel pipe." }, { "self_ref": "#/texts/11690", "parent": { "$ref": "#/groups/1119" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 501, "bbox": { "l": 85.07999999999993, "t": 416.96029999999985, "r": 513.5988000000006, "b": 361.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 259 ] } ], "orig": "(d) If Grade 350 steel pipe is selected, Table D11 shows that for a free length to the lowest conductor of 5.2 m and a minimum strength rating of S18, a pipe of 140 mm diameter and 3.5 mm wall thickness is needed. This has an S19 rating.", "text": "(d) If Grade 350 steel pipe is selected, Table D11 shows that for a free length to the lowest conductor of 5.2 m and a minimum strength rating of S18, a pipe of 140 mm diameter and 3.5 mm wall thickness is needed. This has an S19 rating.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11691", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 501, "bbox": { "l": 113.45999999999981, "t": 356.12029999999976, "r": 513.6839999999996, "b": 327.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "Thus the post needed is 6.90 m  140 mm   3.5 mm wall thickness (S19) Grade 350 steel pipe.", "text": "Thus the post needed is 6.90 m  140 mm   3.5 mm wall thickness (S19) Grade 350 steel pipe." }, { "self_ref": "#/texts/11692", "parent": { "$ref": "#/groups/1120" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 501, "bbox": { "l": 85.07999999999981, "t": 320.96029999999973, "r": 513.6563999999998, "b": 265.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 266 ] } ], "orig": "(e) If Grade 350 steel square section is selected, Table D12(B) shows that for a free length to the lowest conductor of 5.2 m and a minimum strength rating of S18, a post of 100 mm  100 mm  9 mm wall thickness is needed. This has an S20 rating.", "text": "(e) If Grade 350 steel square section is selected, Table D12(B) shows that for a free length to the lowest conductor of 5.2 m and a minimum strength rating of S18, a post of 100 mm  100 mm  9 mm wall thickness is needed. This has an S20 rating.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11693", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 501, "bbox": { "l": 113.45999999999958, "t": 260.1202999999996, "r": 513.6515999999998, "b": 231.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "Thus the post needed is 6.90 m  100 mm  100 mm  9.0 mm wall thickness (S20) Grade 350 steel section.", "text": "Thus the post needed is 6.90 m  100 mm  100 mm  9.0 mm wall thickness (S20) Grade 350 steel section." }, { "self_ref": "#/texts/11694", "parent": { "$ref": "#/groups/1121" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 501, "bbox": { "l": 85.07999999999959, "t": 224.96029999999973, "r": 513.6551999999999, "b": 183.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 212 ] } ], "orig": "(f) If Grade 450 steel square section is selected, Table D13(B) shows that for a free length to the lowest conductor of 5.2 m and a minimum strength rating of S18, there is no suitable size available.", "text": "(f) If Grade 450 steel square section is selected, Table D13(B) shows that for a free length to the lowest conductor of 5.2 m and a minimum strength rating of S18, there is no suitable size available.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11695", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 501, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11696", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 502, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11697", "parent": { "$ref": "#/groups/1122" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 502, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11698", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 502, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "498", "text": "498" }, { "self_ref": "#/texts/11699", "parent": { "$ref": "#/tables/90" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 502, "bbox": { "l": 177.89999999999998, "t": 752.9003, "r": 420.88080000000025, "b": 719.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "TABLE D1 SINKING OF POSTS/POLES IN GROUND", "text": "TABLE D1 SINKING OF POSTS/POLES IN GROUND" }, { "self_ref": "#/texts/11700", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 502, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11701", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 503, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11702", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 503, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "499", "text": "499" }, { "self_ref": "#/texts/11703", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 503, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11704", "parent": { "$ref": "#/tables/91" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 503, "bbox": { "l": 146.82, "t": 752.9003, "r": 451.9343999999994, "b": 719.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "TABLE D2 FORCE EXERTED BY AERIAL LINE CONDUCTORS", "text": "TABLE D2 FORCE EXERTED BY AERIAL LINE CONDUCTORS" }, { "self_ref": "#/texts/11705", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 503, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11706", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 504, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11707", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 504, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "500", "text": "500" }, { "self_ref": "#/texts/11708", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 504, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/11709", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 504, "bbox": { "l": 81.66, "t": 749.7883999999999, "r": 193.73169600000008, "b": 738.6060799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "NOTES TO TABLE D2:", "text": "NOTES TO TABLE D2:", "level": 1 }, { "self_ref": "#/texts/11710", "parent": { "$ref": "#/groups/1123" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 504, "bbox": { "l": 81.66, "t": 734.7884599999999, "r": 516.4789020000001, "b": 711.6061879999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 149 ] } ], "orig": "1 Maximum allowable aerial line span (m) is limited to the maximum spans shown in Table 3.9 for the type of aerial conductor being used.", "text": "1 Maximum allowable aerial line span (m) is limited to the maximum spans shown in Table 3.9 for the type of aerial conductor being used.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11711", "parent": { "$ref": "#/groups/1123" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 504, "bbox": { "l": 81.65999999999994, "t": 707.7885679999998, "r": 516.446837999999, "b": 684.6062959999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": "2 Maximum allowable aerial line sag (m) has to be allowed for when determining adequate clearances shown in Table 3.8.", "text": "2 Maximum allowable aerial line sag (m) has to be allowed for when determining adequate clearances shown in Table 3.8.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11712", "parent": { "$ref": "#/groups/1123" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 504, "bbox": { "l": 81.65999999999994, "t": 680.7886759999998, "r": 516.3977399999989, "b": 645.6064519999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 205 ] } ], "orig": "3 Poles, posts or support sizes for aerial conductor lines with a total weight greater than the values shown in Table D2 should be determined by individual calculation. AS/NZS 7000 may be used as a guide.", "text": "3 Poles, posts or support sizes for aerial conductor lines with a total weight greater than the values shown in Table D2 should be determined by individual calculation. AS/NZS 7000 may be used as a guide.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11713", "parent": { "$ref": "#/groups/1123" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 504, "bbox": { "l": 81.66100199999991, "t": 641.7888319999997, "r": 516.346637999999, "b": 618.6065599999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 187 ] } ], "orig": "4 Normal aerial line tension will be achieved when the aerial line is erected with the normal aerial line sag at normal ambient temperatures with the conductor de-energized.", "text": "4 Normal aerial line tension will be achieved when the aerial line is erected with the normal aerial line sag at normal ambient temperatures with the conductor de-energized.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11714", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 504, "bbox": { "l": 119.09999999999997, "t": 590.9003, "r": 479.60880000000014, "b": 557.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "TABLE D3 SQUARE HARDWOOD POST (100 MPa TIMBER TO AS 2209)", "text": "TABLE D3 SQUARE HARDWOOD POST (100 MPa TIMBER TO AS 2209)" }, { "self_ref": "#/texts/11715", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 504, "bbox": { "l": 233.57999999999998, "t": 556.9403, "r": 365.10479999999967, "b": 543.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "STRENGTH RATINGS", "text": "STRENGTH RATINGS", "level": 1 }, { "self_ref": "#/texts/11716", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 504, "bbox": { "l": 67.68, "t": 169.04840000000002, "r": 530.2993920000001, "b": 145.866128, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "NOTE: The 'S' ratings in this Table may seem inconsistent, but change because of changes of depth in ground.", "text": "NOTE: The 'S' ratings in this Table may seem inconsistent, but change because of changes of depth in ground." }, { "self_ref": "#/texts/11717", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 504, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11718", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 505, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11719", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 505, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "501", "text": "501" }, { "self_ref": "#/texts/11720", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 505, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11721", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 505, "bbox": { "l": 111.17999999999998, "t": 752.9003, "r": 487.5888000000001, "b": 719.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "TABLE D4 SQUARE HARDWOOD STRUTS (100 MPa TIMBER TO AS 2209)", "text": "TABLE D4 SQUARE HARDWOOD STRUTS (100 MPa TIMBER TO AS 2209)" }, { "self_ref": "#/texts/11722", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 505, "bbox": { "l": 233.57999999999993, "t": 718.9403, "r": 365.1047999999996, "b": 705.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "STRENGTH RATINGS", "text": "STRENGTH RATINGS", "level": 1 }, { "self_ref": "#/texts/11723", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 505, "bbox": { "l": 122.94, "t": 445.1603, "r": 475.8648000000006, "b": 397.8083, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "TABLE D5 ROUND HARDWOOD POLE (100 MPa TIMBER TO AS 2209) STRENGTH RATINGS-HEIGHT REDUCED FROM BASE", "text": "TABLE D5 ROUND HARDWOOD POLE (100 MPa TIMBER TO AS 2209) STRENGTH RATINGS-HEIGHT REDUCED FROM BASE" }, { "self_ref": "#/texts/11724", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 505, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11725", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 506, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11726", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 506, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "502", "text": "502" }, { "self_ref": "#/texts/11727", "parent": { "$ref": "#/groups/1124" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 506, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11728", "parent": { "$ref": "#/tables/95" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 506, "bbox": { "l": 122.94, "t": 752.9003, "r": 475.8648000000006, "b": 705.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "TABLE D6 ROUND HARDWOOD POLE (100 MPa TIMBER TO AS 2209) STRENGTH RATINGS-HEIGHT REDUCED FROM TOP", "text": "TABLE D6 ROUND HARDWOOD POLE (100 MPa TIMBER TO AS 2209) STRENGTH RATINGS-HEIGHT REDUCED FROM TOP" }, { "self_ref": "#/texts/11729", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 506, "bbox": { "l": 92.34, "t": 396.02840000000003, "r": 252.95358600000014, "b": 384.84608000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "NOTES TO TABLES D5 AND D6:", "text": "NOTES TO TABLES D5 AND D6:" }, { "self_ref": "#/texts/11730", "parent": { "$ref": "#/groups/1125" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 506, "bbox": { "l": 92.34, "t": 381.02840000000003, "r": 505.736916, "b": 357.846128, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "1 Height reduced from top A standard pole is reduced in length by cutting off a section from the top of the pole.", "text": "1 Height reduced from top A standard pole is reduced in length by cutting off a section from the top of the pole.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11731", "parent": { "$ref": "#/groups/1125" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 506, "bbox": { "l": 92.340774, "t": 354.02850800000004, "r": 505.70728199999866, "b": 330.846228, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": "2 Height reduced from base A standard pole is reduced in length by cutting off a section from the bottom of the pole.", "text": "2 Height reduced from base A standard pole is reduced in length by cutting off a section from the bottom of the pole.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11732", "parent": { "$ref": "#/groups/1125" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 506, "bbox": { "l": 92.34019799999999, "t": 327.0286080000001, "r": 350.8541939999997, "b": 315.84628799999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "3 Both Tables D5 and D6 show reducing the height-", "text": "3 Both Tables D5 and D6 show reducing the height-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11733", "parent": { "$ref": "#/groups/1125" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 506, "bbox": { "l": 109.20185399999998, "t": 312.02866800000004, "r": 386.39112599999993, "b": 300.84634800000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "(a) from the top increases the kN rating of the pole; and", "text": "(a) from the top increases the kN rating of the pole; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11734", "parent": { "$ref": "#/groups/1125" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 506, "bbox": { "l": 109.20185399999998, "t": 297.028728, "r": 433.003164, "b": 285.8464080000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "(b) from the bottom results in an unchanged kN rating of the pole.", "text": "(b) from the bottom results in an unchanged kN rating of the pole.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11735", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 506, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11736", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 507, "bbox": { "l": 50.77150000000001, "t": 313.519970703125, "r": 60.81550000000002, "b": 254.77517070312518, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11737", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 507, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11738", "parent": { "$ref": "#/tables/96" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 507, "bbox": { "l": 95.5705, "t": 496.759970703125, "r": 749.7649000000009, "b": 463.291970703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "TABLE D7 ANGLE IRON STRUTS GRADE 250 STRENGTH RATINGS (CROSS-SECTION DIMENSIONS  THICKNESS, mm)", "text": "TABLE D7 ANGLE IRON STRUTS GRADE 250 STRENGTH RATINGS (CROSS-SECTION DIMENSIONS  THICKNESS, mm)" }, { "self_ref": "#/texts/11739", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 507, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "503", "text": "503" }, { "self_ref": "#/texts/11740", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 507, "bbox": { "l": 786.756496, "t": 145.3396227031251, "r": 797.938816, "b": 50.469260703125656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11741", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 508, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11742", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 508, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "504", "text": "504" }, { "self_ref": "#/texts/11743", "parent": { "$ref": "#/groups/1126" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 508, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11744", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 508, "bbox": { "l": 129.35999999999999, "t": 739.9403, "r": 469.4184000000004, "b": 706.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "TABLE D8 ANGLE IRON STRUTS GRADE 300 STRENGTH RATINGS", "text": "TABLE D8 ANGLE IRON STRUTS GRADE 300 STRENGTH RATINGS" }, { "self_ref": "#/texts/11745", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 508, "bbox": { "l": 142.38, "t": 707.1202999999999, "r": 456.3744, "b": 692.4322999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "(CROSS-SECTION DIMENSIONS  THICKNESS, mm)", "text": "(CROSS-SECTION DIMENSIONS  THICKNESS, mm)", "level": 1 }, { "self_ref": "#/texts/11746", "parent": { "$ref": "#/tables/97" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 508, "bbox": { "l": 181.32, "t": 400.1003, "r": 417.37439999999964, "b": 366.7283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "TABLE D9 FABRICATED RIVERTON OCTAGONAL", "text": "TABLE D9 FABRICATED RIVERTON OCTAGONAL" }, { "self_ref": "#/texts/11747", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 508, "bbox": { "l": 192.95999999999998, "t": 366.14029999999997, "r": 405.86399999999986, "b": 352.7483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "STEEL POLE STRENGTH RATINGS", "text": "STEEL POLE STRENGTH RATINGS", "level": 1 }, { "self_ref": "#/texts/11748", "parent": { "$ref": "#/groups/1127" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 508, "bbox": { "l": 168.06, "t": 145.22839999999997, "r": 376.9549559999995, "b": 134.04608000000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "NOTE: These poles should not be modified.", "text": "NOTE: These poles should not be modified." }, { "self_ref": "#/texts/11749", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 508, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11750", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 509, "bbox": { "l": 50.77150000000001, "t": 313.519970703125, "r": 60.81550000000002, "b": 254.77517070312518, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11751", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 509, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11752", "parent": { "$ref": "#/tables/99" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 509, "bbox": { "l": 185.6905, "t": 506.77997070312506, "r": 659.7169000000006, "b": 473.31197070312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "TABLE D10 GRADE 250 STEEL-PIPE (DIAMETER  THICKNESS, mm) STRENGTH RATINGS", "text": "TABLE D10 GRADE 250 STEEL-PIPE (DIAMETER  THICKNESS, mm) STRENGTH RATINGS" }, { "self_ref": "#/texts/11753", "parent": { "$ref": "#/groups/1128" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 509, "bbox": { "l": 786.756496, "t": 145.3396227031251, "r": 797.938816, "b": 50.469260703125656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11754", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 509, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "505", "text": "505" }, { "self_ref": "#/texts/11755", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 510, "bbox": { "l": 55.09150000000001, "t": 310.939970703125, "r": 65.13550000000001, "b": 249.43397070312517, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11756", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 510, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11757", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 510, "bbox": { "l": 786.756496, "t": 540.860084703125, "r": 797.938816, "b": 445.989722703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11758", "parent": { "$ref": "#/tables/100" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 510, "bbox": { "l": 185.6905, "t": 509.77997070312506, "r": 659.7169000000006, "b": 476.31197070312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "TABLE D11 GRADE 350 STEEL-PIPE (DIAMETER  THICKNESS, mm) STRENGTH RATINGS", "text": "TABLE D11 GRADE 350 STEEL-PIPE (DIAMETER  THICKNESS, mm) STRENGTH RATINGS" }, { "self_ref": "#/texts/11759", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 510, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "506", "text": "506" }, { "self_ref": "#/texts/11760", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 511, "bbox": { "l": 50.77150000000001, "t": 313.519970703125, "r": 60.81550000000002, "b": 254.77517070312518, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11761", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 511, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11762", "parent": { "$ref": "#/tables/101" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 511, "bbox": { "l": 156.35049999999998, "t": 509.77997070312506, "r": 688.9464999999994, "b": 476.31197070312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "TABLE D12(A) GRADE 350 STEEL SQUARE SECTION (WIDTH  THICKNESS, mm) STRENGTH RATINGS", "text": "TABLE D12(A) GRADE 350 STEEL SQUARE SECTION (WIDTH  THICKNESS, mm) STRENGTH RATINGS" }, { "self_ref": "#/texts/11763", "parent": { "$ref": "#/groups/1129" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 511, "bbox": { "l": 786.756496, "t": 145.3396227031251, "r": 797.938816, "b": 50.469260703125656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11764", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 511, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "507", "text": "507" }, { "self_ref": "#/texts/11765", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 512, "bbox": { "l": 55.09150000000001, "t": 310.939970703125, "r": 65.13550000000001, "b": 249.43397070312517, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11766", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 512, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11767", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 512, "bbox": { "l": 786.756496, "t": 540.860084703125, "r": 797.938816, "b": 445.989722703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11768", "parent": { "$ref": "#/tables/102" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 512, "bbox": { "l": 156.35049999999998, "t": 509.77997070312506, "r": 688.9464999999994, "b": 476.31197070312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "TABLE D12(B) GRADE 350 STEEL SQUARE SECTION (WIDTH  THICKNESS, mm) STRENGTH RATINGS", "text": "TABLE D12(B) GRADE 350 STEEL SQUARE SECTION (WIDTH  THICKNESS, mm) STRENGTH RATINGS" }, { "self_ref": "#/texts/11769", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 512, "bbox": { "l": 705.6505, "t": 127.40807070312508, "r": 761.776528, "b": 116.22575070312507, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "( continued )", "text": "( continued )" }, { "self_ref": "#/texts/11770", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 512, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "508", "text": "508" }, { "self_ref": "#/texts/11771", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 513, "bbox": { "l": 50.77150000000001, "t": 313.519970703125, "r": 60.81550000000002, "b": 254.77517070312518, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11772", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 513, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11773", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 513, "bbox": { "l": 786.756496, "t": 145.3396227031251, "r": 797.938816, "b": 50.469260703125656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11774", "parent": { "$ref": "#/tables/103" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 513, "bbox": { "l": 342.17060000000004, "t": 520.459970703125, "r": 499.9466, "b": 507.06797070312507, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "TABLE 12(B) ( continued )", "text": "TABLE 12(B) ( continued )" }, { "self_ref": "#/texts/11775", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 513, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "509", "text": "509" }, { "self_ref": "#/texts/11776", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 514, "bbox": { "l": 55.09150000000001, "t": 310.939970703125, "r": 65.13550000000001, "b": 249.43397070312517, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11777", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 514, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11778", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 514, "bbox": { "l": 786.756496, "t": 540.860084703125, "r": 797.938816, "b": 445.989722703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11779", "parent": { "$ref": "#/tables/104" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 514, "bbox": { "l": 156.35049999999998, "t": 509.77997070312506, "r": 688.9464999999994, "b": 476.31197070312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "TABLE D13(A) GRADE 450 STEEL SQUARE SECTION (WIDTH  THICKNESS, mm) STRENGTH RATINGS", "text": "TABLE D13(A) GRADE 450 STEEL SQUARE SECTION (WIDTH  THICKNESS, mm) STRENGTH RATINGS" }, { "self_ref": "#/texts/11780", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 514, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "510", "text": "510" }, { "self_ref": "#/texts/11781", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 515, "bbox": { "l": 50.77150000000001, "t": 313.519970703125, "r": 60.81550000000002, "b": 254.77517070312518, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11782", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 515, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11783", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 515, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "511", "text": "511" }, { "self_ref": "#/texts/11784", "parent": { "$ref": "#/tables/105" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 515, "bbox": { "l": 156.35049999999998, "t": 509.77997070312506, "r": 688.9464999999994, "b": 476.31197070312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "TABLE D13(B) GRADE 450 STEEL SQUARE SECTION (WIDTH  THICKNESS, mm) STRENGTH RATINGS", "text": "TABLE D13(B) GRADE 450 STEEL SQUARE SECTION (WIDTH  THICKNESS, mm) STRENGTH RATINGS" }, { "self_ref": "#/texts/11785", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 515, "bbox": { "l": 705.6505, "t": 139.40807070312508, "r": 761.776528, "b": 128.22575070312507, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "( continued )", "text": "( continued )" }, { "self_ref": "#/texts/11786", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 515, "bbox": { "l": 786.756496, "t": 145.3396227031251, "r": 797.938816, "b": 50.469260703125656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11787", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 516, "bbox": { "l": 55.09150000000001, "t": 310.939970703125, "r": 65.13550000000001, "b": 249.43397070312517, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11788", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 516, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11789", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 516, "bbox": { "l": 786.756496, "t": 540.860084703125, "r": 797.938816, "b": 445.989722703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11790", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 516, "bbox": { "l": 338.5106, "t": 526.459970703125, "r": 505.2866, "b": 513.067970703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "TABLE D13(B) ( continued )", "text": "TABLE D13(B) ( continued )", "level": 1 }, { "self_ref": "#/texts/11791", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 516, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "512", "text": "512" }, { "self_ref": "#/texts/11792", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 517, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/11793", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 517, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11794", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 517, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "513", "text": "513" }, { "self_ref": "#/texts/11795", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 517, "bbox": { "l": 85.07999999999998, "t": 640.9403, "r": 158.20080000000004, "b": 627.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "E1 SCOPE", "text": "E1 SCOPE", "level": 1 }, { "self_ref": "#/texts/11796", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 517, "bbox": { "l": 85.07999999999996, "t": 620.9603, "r": 513.6804000000011, "b": 495.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 623 ] } ], "orig": "This Standard contains provisions relating to the protection of an electrical installation from fire and electric shock, which are dependent on, or incorporated in, building requirements. Thus, reference to national construction codes is recommended for clarification of the application and any exceptions. National construction codes also contain a number of other provisions which relate to the design, selection and installation of equipment that forms part of an electrical installation, and which are intended to satisfy objectives for safety, health, amenity, sustainability and energy efficiency.", "text": "This Standard contains provisions relating to the protection of an electrical installation from fire and electric shock, which are dependent on, or incorporated in, building requirements. Thus, reference to national construction codes is recommended for clarification of the application and any exceptions. National construction codes also contain a number of other provisions which relate to the design, selection and installation of equipment that forms part of an electrical installation, and which are intended to satisfy objectives for safety, health, amenity, sustainability and energy efficiency." }, { "self_ref": "#/texts/11797", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 517, "bbox": { "l": 85.07999999999993, "t": 488.96029999999996, "r": 513.6407999999999, "b": 419.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 304 ] } ], "orig": "This Appendix outlines the above provisions in order to inform the electrical industry and practitioners who work with AS/NZS 3000 of measures affecting electrical installations implemented under the National Construction Code (NCC), for Australia, and the New Zealand Building Code (NZBC).", "text": "This Appendix outlines the above provisions in order to inform the electrical industry and practitioners who work with AS/NZS 3000 of measures affecting electrical installations implemented under the National Construction Code (NCC), for Australia, and the New Zealand Building Code (NZBC)." }, { "self_ref": "#/texts/11798", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 517, "bbox": { "l": 85.07999999999996, "t": 404.9602999999999, "r": 186.74880000000002, "b": 391.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "E2 AUSTRALIA", "text": "E2 AUSTRALIA", "level": 1 }, { "self_ref": "#/texts/11799", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 517, "bbox": { "l": 85.07999999999996, "t": 384.9202999999999, "r": 171.94800000000004, "b": 371.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "E2.1 General", "text": "E2.1 General", "level": 1 }, { "self_ref": "#/texts/11800", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 517, "bbox": { "l": 85.07999999999996, "t": 364.94029999999987, "r": 513.6408000000008, "b": 309.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 277 ] } ], "orig": "The NCC is written by the Australian Building Codes Board in conjunction with the building and plumbing authorities of the States and Territories. Its goals are nationally consistent health, safety, amenity and sustainability in building construction and plumbing and drainage.", "text": "The NCC is written by the Australian Building Codes Board in conjunction with the building and plumbing authorities of the States and Territories. Its goals are nationally consistent health, safety, amenity and sustainability in building construction and plumbing and drainage." }, { "self_ref": "#/texts/11801", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 517, "bbox": { "l": 85.08000000000004, "t": 302.96029999999973, "r": 513.642000000001, "b": 233.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 336 ] } ], "orig": "The NCC is adopted under building and plumbing construction legislation in Australian States and Territories, which have responsibility for building construction and plumbing and drainage installations. The NCC is implemented through building certifiers, both local government and private, and other professional practitioners.", "text": "The NCC is adopted under building and plumbing construction legislation in Australian States and Territories, which have responsibility for building construction and plumbing and drainage installations. The NCC is implemented through building certifiers, both local government and private, and other professional practitioners." }, { "self_ref": "#/texts/11802", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 517, "bbox": { "l": 85.08000000000004, "t": 226.94029999999975, "r": 253.48559999999998, "b": 213.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "The NCC is in three volumes:", "text": "The NCC is in three volumes:" }, { "self_ref": "#/texts/11803", "parent": { "$ref": "#/groups/1130" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 517, "bbox": { "l": 85.08000000000004, "t": 206.96029999999973, "r": 513.6060000000003, "b": 165.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 161 ] } ], "orig": "(a) Volume OneBuilding Code of Australia Class 2 to Class 9 Buildings (for multi-residential, commercial, industrial and public buildings and structures).", "text": "(a) Volume OneBuilding Code of Australia Class 2 to Class 9 Buildings (for multi-residential, commercial, industrial and public buildings and structures).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11804", "parent": { "$ref": "#/groups/1130" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 517, "bbox": { "l": 85.07999999999998, "t": 158.96029999999973, "r": 513.6540000000002, "b": 131.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "(b) Volume TwoBuilding Code of Australia Class 1 and Class 10 Buildings (for houses and associated structures).", "text": "(b) Volume TwoBuilding Code of Australia Class 1 and Class 10 Buildings (for houses and associated structures).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11805", "parent": { "$ref": "#/groups/1130" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 517, "bbox": { "l": 85.08, "t": 124.94029999999975, "r": 513.6035999999999, "b": 97.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "(c) Volume ThreePlumbing Code of Australia (for plumbing and drainage associated with all classes of buildings).", "text": "(c) Volume ThreePlumbing Code of Australia (for plumbing and drainage associated with all classes of buildings).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11806", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 517, "bbox": { "l": 258.3, "t": 728.9603, "r": 340.4220000000001, "b": 715.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "APPENDIX E", "text": "APPENDIX E", "level": 1 }, { "self_ref": "#/texts/11807", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 517, "bbox": { "l": 105.54, "t": 707.0834, "r": 493.4396520000002, "b": 677.552738, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "ELECTRICAL INSTALLATION REQUIREMENTS IN NATIONAL CONSTRUCTION CODES", "text": "ELECTRICAL INSTALLATION REQUIREMENTS IN NATIONAL CONSTRUCTION CODES", "level": 1 }, { "self_ref": "#/texts/11808", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 517, "bbox": { "l": 262.02, "t": 668.9603, "r": 336.64680000000027, "b": 655.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "(Informative)", "text": "(Informative)" }, { "self_ref": "#/texts/11809", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 517, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11810", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 517, "bbox": { "l": 519.2999, "t": 401.6603, "r": 531.5735, "b": 388.2683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/11811", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 517, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11812", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 518, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11813", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 518, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "514", "text": "514" }, { "self_ref": "#/texts/11814", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 518, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/11815", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 518, "bbox": { "l": 85.07999999999998, "t": 752.9603, "r": 513.577200000001, "b": 711.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 212 ] } ], "orig": "The NCC is performance-based and contains fundamental 'performance requirements' together with acceptable solutions, known as 'deemed-tosatisfy provisions', often based on compliance with Standards.", "text": "The NCC is performance-based and contains fundamental 'performance requirements' together with acceptable solutions, known as 'deemed-tosatisfy provisions', often based on compliance with Standards." }, { "self_ref": "#/texts/11816", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 518, "bbox": { "l": 85.07999999999993, "t": 704.9603, "r": 513.6180000000007, "b": 635.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 314 ] } ], "orig": "The ABCB also produces a Handbook, NCC Volume One Energy Efficiency Provisions . The Handbook, which is available free from the ABCB website (www.abcb.gov.au), has been developed to alert electricians and plumbers to the energy efficiency provisions of the NCC and how these provisions may affect them.", "text": "The ABCB also produces a Handbook, NCC Volume One Energy Efficiency Provisions . The Handbook, which is available free from the ABCB website (www.abcb.gov.au), has been developed to alert electricians and plumbers to the energy efficiency provisions of the NCC and how these provisions may affect them." }, { "self_ref": "#/texts/11817", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 518, "bbox": { "l": 66.6, "t": 628.9403, "r": 285.0240000000002, "b": 612.55052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "E2.2 Principles of classification *", "text": "E2.2 Principles of classification *", "level": 1 }, { "self_ref": "#/texts/11818", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 518, "bbox": { "l": 66.6, "t": 608.9603, "r": 180.59759999999997, "b": 592.45052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "E2.2.1 General *", "text": "E2.2.1 General *", "level": 1 }, { "self_ref": "#/texts/11819", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 518, "bbox": { "l": 85.07999999999993, "t": 588.9203, "r": 513.5988000000006, "b": 561.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 157 ] } ], "orig": "The classification of a building or part of a building is determined by the purpose for which it is designed, constructed or adapted to be used.", "text": "The classification of a building or part of a building is determined by the purpose for which it is designed, constructed or adapted to be used." }, { "self_ref": "#/texts/11820", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 518, "bbox": { "l": 92.15890200000001, "t": 557.8772, "r": 513.3549959999993, "b": 480.58349, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 426 ] } ], "orig": "NOTE: Paragraphs E2.2.2, E2.2.3 and E2.2.4 are extracts of Clauses A3.1, A3.2, A3.3 and A3.4 of the National Construction Code 2016, Volume One, licensed under a Creative Commons Attribution 4.0 International licence © 2016 Commonwealth of Australia and States and Territories of Australia. The full provisions and the complete NCC 2016 is freely available for download at www.abcb.gov.au.", "text": "NOTE: Paragraphs E2.2.2, E2.2.3 and E2.2.4 are extracts of Clauses A3.1, A3.2, A3.3 and A3.4 of the National Construction Code 2016, Volume One, licensed under a Creative Commons Attribution 4.0 International licence © 2016 Commonwealth of Australia and States and Territories of Australia. The full provisions and the complete NCC 2016 is freely available for download at www.abcb.gov.au." }, { "self_ref": "#/texts/11821", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 518, "bbox": { "l": 66.6, "t": 474.79220000000004, "r": 217.06320000000017, "b": 459.19052000000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "E2.2.2 Classifications *", "text": "E2.2.2 Classifications *", "level": 1 }, { "self_ref": "#/texts/11822", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 518, "bbox": { "l": 85.08, "t": 453.9203, "r": 435.8472000000004, "b": 440.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "Buildings are classified as follows (extracted from NCC 2016):", "text": "Buildings are classified as follows (extracted from NCC 2016):" }, { "self_ref": "#/texts/11823", "parent": { "$ref": "#/groups/1131" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 518, "bbox": { "l": 85.07999999999998, "t": 433.9403, "r": 472.21560000000045, "b": 420.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "(a) Class 1 One or more buildings which in association constitute:", "text": "(a) Class 1 One or more buildings which in association constitute:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11824", "parent": { "$ref": "#/groups/1131" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 518, "bbox": { "l": 113.39999999999998, "t": 413.96029999999996, "r": 346.374, "b": 400.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "(i) Class 1a-a single dwelling being-", "text": "(i) Class 1a-a single dwelling being-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11825", "parent": { "$ref": "#/groups/1131" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 518, "bbox": { "l": 141.77999999999997, "t": 393.92029999999994, "r": 292.24559999999985, "b": 380.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "(A) a detached house; or", "text": "(A) a detached house; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11826", "parent": { "$ref": "#/groups/1131" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 518, "bbox": { "l": 141.77999999999997, "t": 373.9402999999999, "r": 513.6756000000001, "b": 332.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 189 ] } ], "orig": "(B) one of a group of two or more attached dwellings, each being a building, separated by a fire-resisting wall, including a row house, terrace house, town house or villa unit; or", "text": "(B) one of a group of two or more attached dwellings, each being a building, separated by a fire-resisting wall, including a row house, terrace house, town house or villa unit; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11827", "parent": { "$ref": "#/groups/1131" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 518, "bbox": { "l": 113.39999999999996, "t": 325.94029999999987, "r": 492.3864000000007, "b": 312.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "(ii) Class 1b-a boarding house, guest house, hostel or the like-", "text": "(ii) Class 1b-a boarding house, guest house, hostel or the like-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11828", "parent": { "$ref": "#/groups/1131" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 518, "bbox": { "l": 141.77999999999997, "t": 305.96029999999996, "r": 513.636, "b": 278.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "(A) with a total area of all floors not exceeding 300 m 2 measured over the enclosing walls of the Class 1b; and", "text": "(A) with a total area of all floors not exceeding 300 m 2 measured over the enclosing walls of the Class 1b; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11829", "parent": { "$ref": "#/groups/1131" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 518, "bbox": { "l": 141.78000000000006, "t": 271.9403, "r": 513.6312000000004, "b": 244.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "(B) in which not more than 12 persons would ordinarily be resident; or", "text": "(B) in which not more than 12 persons would ordinarily be resident; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11830", "parent": { "$ref": "#/groups/1131" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 518, "bbox": { "l": 113.40000000000008, "t": 237.9203, "r": 513.5580000000001, "b": 210.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "(iii) Four or more single dwellings located on one allotment and used for short-term holiday accommodation,", "text": "(iii) Four or more single dwellings located on one allotment and used for short-term holiday accommodation,", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11831", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 518, "bbox": { "l": 113.4600000000001, "t": 203.96029999999996, "r": 513.6084000000002, "b": 176.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "which are not located above or below another dwelling or another Class building other than private garage.", "text": "which are not located above or below another dwelling or another Class building other than private garage." }, { "self_ref": "#/texts/11832", "parent": { "$ref": "#/groups/1132" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 518, "bbox": { "l": 85.08000000000013, "t": 169.94029999999998, "r": 513.6708000000013, "b": 142.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "(b) Class 2 A building containing two or more sole-occupancy units each being a separate dwelling.", "text": "(b) Class 2 A building containing two or more sole-occupancy units each being a separate dwelling.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11833", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 518, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11834", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 519, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/11835", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 519, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11836", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 519, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "515", "text": "515" }, { "self_ref": "#/texts/11837", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 519, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11838", "parent": { "$ref": "#/groups/1133" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 519, "bbox": { "l": 85.08, "t": 752.9603, "r": 513.6648000000002, "b": 711.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 187 ] } ], "orig": "(c) Class 3 A residential building, other than a building of Class 1 or 2, which is a common place of long term or transient living for a number of unrelated persons, including-", "text": "(c) Class 3 A residential building, other than a building of Class 1 or 2, which is a common place of long term or transient living for a number of unrelated persons, including-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11839", "parent": { "$ref": "#/groups/1133" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 519, "bbox": { "l": 113.39999999999995, "t": 704.9603, "r": 513.6612000000009, "b": 677.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "(i) a boarding house, guest house, hostel, lodging house or backpackers accommodation; or", "text": "(i) a boarding house, guest house, hostel, lodging house or backpackers accommodation; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11840", "parent": { "$ref": "#/groups/1133" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 519, "bbox": { "l": 113.39999999999995, "t": 670.9403, "r": 363.17520000000036, "b": 657.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "(ii) a residential part of a hotel or motel; or", "text": "(ii) a residential part of a hotel or motel; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11841", "parent": { "$ref": "#/groups/1133" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 519, "bbox": { "l": 113.39999999999995, "t": 650.9603, "r": 322.7928000000002, "b": 637.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "(iii) a residential part of a school; or", "text": "(iii) a residential part of a school; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11842", "parent": { "$ref": "#/groups/1133" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 519, "bbox": { "l": 113.39999999999995, "t": 630.9203, "r": 513.5640000000003, "b": 603.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "(iv) accommodation for the aged, children or people with disabilities; or", "text": "(iv) accommodation for the aged, children or people with disabilities; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11843", "parent": { "$ref": "#/groups/1133" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 519, "bbox": { "l": 113.39999999999998, "t": 596.9603, "r": 513.5820000000008, "b": 569.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "(v) a residential part of a health-care building which accommodates members of staff; or", "text": "(v) a residential part of a health-care building which accommodates members of staff; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11844", "parent": { "$ref": "#/groups/1133" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 519, "bbox": { "l": 113.39999999999992, "t": 562.9403, "r": 362.09880000000015, "b": 549.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "(vi) a residential part of a detention centre.", "text": "(vi) a residential part of a detention centre.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11845", "parent": { "$ref": "#/groups/1133" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 519, "bbox": { "l": 85.07999999999993, "t": 542.9603, "r": 513.6407999999998, "b": 515.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "(d) Class 4 A dwelling in a building that is Class 5, 6, 7, 8 or 9 if it is the only dwelling in the building.", "text": "(d) Class 4 A dwelling in a building that is Class 5, 6, 7, 8 or 9 if it is the only dwelling in the building.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11846", "parent": { "$ref": "#/groups/1133" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 519, "bbox": { "l": 85.07999999999996, "t": 508.9403, "r": 513.6336000000005, "b": 481.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 119 ] } ], "orig": "(e) Class 5 An office building used for professional or commercial purposes, excluding buildings of Class 6, 7, 8 or 9.", "text": "(e) Class 5 An office building used for professional or commercial purposes, excluding buildings of Class 6, 7, 8 or 9.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11847", "parent": { "$ref": "#/groups/1133" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 519, "bbox": { "l": 85.07999999999993, "t": 474.92029999999994, "r": 513.5903999999999, "b": 447.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 127 ] } ], "orig": "(f) Class 6 A shop or other building for the sale of goods by retail or the supply of services direct to the public, including-", "text": "(f) Class 6 A shop or other building for the sale of goods by retail or the supply of services direct to the public, including-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11848", "parent": { "$ref": "#/groups/1133" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 519, "bbox": { "l": 113.39999999999989, "t": 440.9602999999999, "r": 465.9744000000005, "b": 427.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "(i) an eating room, cafe, restaurant, milk or soft-drink bar; or", "text": "(i) an eating room, cafe, restaurant, milk or soft-drink bar; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11849", "parent": { "$ref": "#/groups/1133" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 519, "bbox": { "l": 113.39999999999992, "t": 420.9202999999999, "r": 513.5952000000001, "b": 393.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "(ii) a dining room, bar area that is not an assembly building, shop or kiosk part of a hotel or motel; or", "text": "(ii) a dining room, bar area that is not an assembly building, shop or kiosk part of a hotel or motel; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11850", "parent": { "$ref": "#/groups/1133" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 519, "bbox": { "l": 113.39999999999989, "t": 386.96029999999985, "r": 513.6060000000004, "b": 359.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "(iii) a hairdresser's or barber's shop, public laundry, or undertaker's establishment; or", "text": "(iii) a hairdresser's or barber's shop, public laundry, or undertaker's establishment; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11851", "parent": { "$ref": "#/groups/1133" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 519, "bbox": { "l": 113.39999999999986, "t": 352.9402999999998, "r": 429.6132000000006, "b": 339.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "(iv) market or sale room, showroom, or service station.", "text": "(iv) market or sale room, showroom, or service station.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11852", "parent": { "$ref": "#/groups/1133" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 519, "bbox": { "l": 85.07999999999987, "t": 332.9602999999998, "r": 286.5563999999997, "b": 319.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "(g) Class 7 A building which is-", "text": "(g) Class 7 A building which is-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11853", "parent": { "$ref": "#/groups/1133" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 519, "bbox": { "l": 113.39999999999986, "t": 312.92029999999977, "r": 277.73280000000005, "b": 299.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "(i) Class 7a-a carpark; or", "text": "(i) Class 7a-a carpark; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11854", "parent": { "$ref": "#/groups/1133" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 519, "bbox": { "l": 113.39999999999986, "t": 292.94029999999975, "r": 513.6252000000007, "b": 265.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 80 ] } ], "orig": "(ii) Class 7b-for storage, or display of goods or produce for sale by wholesale.", "text": "(ii) Class 7b-for storage, or display of goods or produce for sale by wholesale.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11855", "parent": { "$ref": "#/groups/1133" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 519, "bbox": { "l": 85.07999999999984, "t": 258.92029999999977, "r": 513.6288000000009, "b": 217.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 233 ] } ], "orig": "(h) Class 8 A laboratory, or a building in which a handicraft or process for the production, assembling, altering, repairing, packing, finishing, or cleaning of goods or produce is carried on for trade, sale or gain.", "text": "(h) Class 8 A laboratory, or a building in which a handicraft or process for the production, assembling, altering, repairing, packing, finishing, or cleaning of goods or produce is carried on for trade, sale or gain.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11856", "parent": { "$ref": "#/groups/1133" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 519, "bbox": { "l": 85.07999999999987, "t": 210.92029999999977, "r": 338.9951999999998, "b": 197.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "(i) Class 9 A building of a public nature-", "text": "(i) Class 9 A building of a public nature-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11857", "parent": { "$ref": "#/groups/1133" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 519, "bbox": { "l": 113.39999999999986, "t": 190.94029999999975, "r": 513.6288, "b": 163.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 111 ] } ], "orig": "(i) Class 9a-a health-care building, including those parts of the building set aside as a laboratory; or", "text": "(i) Class 9a-a health-care building, including those parts of the building set aside as a laboratory; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11858", "parent": { "$ref": "#/groups/1133" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 519, "bbox": { "l": 113.3999999999998, "t": 156.92029999999977, "r": 513.6420000000007, "b": 101.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 222 ] } ], "orig": "(ii) Class 9b-an assembly building, including a trade workshop, laboratory or the like in a primary or secondary school, but excluding any other parts of the building that are of another Class; or", "text": "(ii) Class 9b-an assembly building, including a trade workshop, laboratory or the like in a primary or secondary school, but excluding any other parts of the building that are of another Class; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11859", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 519, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11860", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 520, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11861", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 520, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/11862", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 520, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "516", "text": "516" }, { "self_ref": "#/texts/11863", "parent": { "$ref": "#/groups/1134" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 520, "bbox": { "l": 113.4, "t": 752.9603, "r": 330.46440000000047, "b": 739.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "(iii) Class 9c-an aged care building.", "text": "(iii) Class 9c-an aged care building.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11864", "parent": { "$ref": "#/groups/1134" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 520, "bbox": { "l": 85.08000000000001, "t": 732.9203, "r": 392.9748000000001, "b": 719.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "(j) Class 10 A non-habitable building or structure-", "text": "(j) Class 10 A non-habitable building or structure-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11865", "parent": { "$ref": "#/groups/1134" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 520, "bbox": { "l": 113.40000000000006, "t": 712.9403, "r": 513.5508, "b": 685.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "(i) Class 10a-a non-habitable building being a private garage, carport, shed, or the like; or", "text": "(i) Class 10a-a non-habitable building being a private garage, carport, shed, or the like; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11866", "parent": { "$ref": "#/groups/1134" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 520, "bbox": { "l": 113.40000000000009, "t": 678.9203, "r": 513.6383999999999, "b": 651.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "(ii) Class 10b-a structure being a fence, mast, antenna, retaining or free-standing wall, swimming pool, or the like; or", "text": "(ii) Class 10b-a structure being a fence, mast, antenna, retaining or free-standing wall, swimming pool, or the like; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11867", "parent": { "$ref": "#/groups/1134" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 520, "bbox": { "l": 113.40000000000003, "t": 644.9603, "r": 355.6200000000001, "b": 631.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "(iii) Class 10c-a private bushfire shelter.", "text": "(iii) Class 10c-a private bushfire shelter.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11868", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 520, "bbox": { "l": 66.6, "t": 625.2121999999999, "r": 255.36000000000016, "b": 609.61052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "E2.2.3 Multiple classification *", "text": "E2.2.3 Multiple classification *", "level": 1 }, { "self_ref": "#/texts/11869", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 520, "bbox": { "l": 85.08000000000004, "t": 604.9403, "r": 442.8972000000007, "b": 571.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "Each part of a building needs to be classified separately, and(a)", "text": "Each part of a building needs to be classified separately, and(a)" }, { "self_ref": "#/texts/11870", "parent": { "$ref": "#/groups/1135" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 520, "bbox": { "l": 113.40000000000003, "t": 564.9203, "r": 513.6684000000005, "b": 509.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 252 ] } ], "orig": "(i) where parts have different purposes, if not more than 10% of the floor area of a storey, being the minor use, is used for a purpose which is a different classification, the classification applying to the major use may apply to the whole storey; and", "text": "(i) where parts have different purposes, if not more than 10% of the floor area of a storey, being the minor use, is used for a purpose which is a different classification, the classification applying to the major use may apply to the whole storey; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11871", "parent": { "$ref": "#/groups/1135" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 520, "bbox": { "l": 113.40000000000009, "t": 502.9403, "r": 513.5868000000008, "b": 475.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": "(ii) the provisions of (a) do not apply when the minor use is a laboratory or a part classified as Class 2, 3 or 4; and", "text": "(ii) the provisions of (a) do not apply when the minor use is a laboratory or a part classified as Class 2, 3 or 4; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11872", "parent": { "$ref": "#/groups/1135" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 520, "bbox": { "l": 85.08000000000013, "t": 468.92029999999994, "r": 513.7031999999997, "b": 427.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 181 ] } ], "orig": "(b) a plant room, machinery room, lift motor room, boiler room or the like needs to have the same classification as the part of the building in which it is situated; and", "text": "(b) a plant room, machinery room, lift motor room, boiler room or the like needs to have the same classification as the part of the building in which it is situated; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11873", "parent": { "$ref": "#/groups/1135" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 520, "bbox": { "l": 85.08000000000015, "t": 420.9202999999999, "r": 513.6084000000013, "b": 393.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 150 ] } ], "orig": "(c) if a building has parts of different classification, each part needs to comply with all the relevant provisions for its classification.", "text": "(c) if a building has parts of different classification, each part needs to comply with all the relevant provisions for its classification.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11874", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 520, "bbox": { "l": 66.6, "t": 387.1922, "r": 352.3212000000003, "b": 371.59052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "E2.2.4 Parts with more than one classification *", "text": "E2.2.4 Parts with more than one classification *", "level": 1 }, { "self_ref": "#/texts/11875", "parent": { "$ref": "#/groups/1136" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 520, "bbox": { "l": 85.08000000000015, "t": 366.9202999999998, "r": 513.6324000000009, "b": 325.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 175 ] } ], "orig": "(a) Notwithstanding E2.2.3, a building or part of a building may have more than one classification applying to the whole building or to the whole of that part of the building.", "text": "(a) Notwithstanding E2.2.3, a building or part of a building may have more than one classification applying to the whole building or to the whole of that part of the building.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11876", "parent": { "$ref": "#/groups/1136" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 520, "bbox": { "l": 85.08000000000015, "t": 318.92029999999977, "r": 513.630000000001, "b": 263.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 265 ] } ], "orig": "(b) If a building or part of a building has more than one classification applying to the whole building or part in accordance with (a), that building or part needs to comply with all the relevant provisions of the BCA for each classification.", "text": "(b) If a building or part of a building has more than one classification applying to the whole building or part in accordance with (a), that building or part needs to comply with all the relevant provisions of the BCA for each classification.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11877", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 520, "bbox": { "l": 85.08000000000013, "t": 256.94029999999975, "r": 257.6315999999999, "b": 243.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "E2.3 Provisions in the NCC", "text": "E2.3 Provisions in the NCC", "level": 1 }, { "self_ref": "#/texts/11878", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 520, "bbox": { "l": 85.08000000000013, "t": 236.96029999999973, "r": 180.59760000000017, "b": 223.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "E2.3.1 General", "text": "E2.3.1 General", "level": 1 }, { "self_ref": "#/texts/11879", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 520, "bbox": { "l": 85.0800000000001, "t": 216.92029999999977, "r": 513.6492000000007, "b": 133.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 406 ] } ], "orig": "Volumes One and Two of the NCC contain provisions that may affect the selection and installation of equipment that forms part of an electrical installation, and which may vary according to the building classification, construction, use and local environment. These provisions are subject to variations between States and Territories, but can be generally categorized as follows:", "text": "Volumes One and Two of the NCC contain provisions that may affect the selection and installation of equipment that forms part of an electrical installation, and which may vary according to the building classification, construction, use and local environment. These provisions are subject to variations between States and Territories, but can be generally categorized as follows:" }, { "self_ref": "#/texts/11880", "parent": { "$ref": "#/groups/1137" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 520, "bbox": { "l": 85.0800000000001, "t": 126.92029999999977, "r": 513.5904000000003, "b": 99.54829999999981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "(a) Fire safety These safety measures are also reflected in relevant Clauses of this Standard.", "text": "(a) Fire safety These safety measures are also reflected in relevant Clauses of this Standard.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11881", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 520, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11882", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 521, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11883", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 521, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "517", "text": "517" }, { "self_ref": "#/texts/11884", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 521, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11885", "parent": { "$ref": "#/groups/1138" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 521, "bbox": { "l": 85.08, "t": 752.9603, "r": 513.7487999999997, "b": 697.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 269 ] } ], "orig": "(b) Health, amenity, sustainability and energy efficiency These measures relate to the selection and installation of electrical equipment to meet objectives other than safety, including access for people with a disability, and reduced greenhouse gas emissions.", "text": "(b) Health, amenity, sustainability and energy efficiency These measures relate to the selection and installation of electrical equipment to meet objectives other than safety, including access for people with a disability, and reduced greenhouse gas emissions.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11886", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 521, "bbox": { "l": 85.07999999999998, "t": 690.9203, "r": 195.22680000000014, "b": 677.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "E2.3.2 Fire safety", "text": "E2.3.2 Fire safety", "level": 1 }, { "self_ref": "#/texts/11887", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 521, "bbox": { "l": 85.07999999999998, "t": 670.9403, "r": 411.17880000000065, "b": 657.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "Provisions in the NCC for fire safety include the following:", "text": "Provisions in the NCC for fire safety include the following:" }, { "self_ref": "#/texts/11888", "parent": { "$ref": "#/groups/1139" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 521, "bbox": { "l": 85.07999999999998, "t": 650.9603, "r": 513.5916000000007, "b": 623.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "(a) Fire-resistance of building elements and fire hazard properties of materials.", "text": "(a) Fire-resistance of building elements and fire hazard properties of materials.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11889", "parent": { "$ref": "#/groups/1139" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 521, "bbox": { "l": 85.07999999999998, "t": 616.9403, "r": 513.6456000000011, "b": 589.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 141 ] } ], "orig": "(b) Penetrations for electrical services in fire-resistant walls, floors and ceilings, and protection by fire-stop seals and systems.", "text": "(b) Penetrations for electrical services in fire-resistant walls, floors and ceilings, and protection by fire-stop seals and systems.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11890", "parent": { "$ref": "#/groups/1139" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 521, "bbox": { "l": 85.08000000000001, "t": 582.9203, "r": 513.6012000000002, "b": 555.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "(c) Fire separation of substations and switchrooms for main switchboards supplying emergency equipment.", "text": "(c) Fire separation of substations and switchrooms for main switchboards supplying emergency equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11891", "parent": { "$ref": "#/groups/1139" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 521, "bbox": { "l": 85.08000000000007, "t": 548.9603, "r": 513.6383999999998, "b": 521.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "(d) Separation of switchgear and protection of wiring systems associated with circuits of emergency equipment.", "text": "(d) Separation of switchgear and protection of wiring systems associated with circuits of emergency equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11892", "parent": { "$ref": "#/groups/1139" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 521, "bbox": { "l": 85.0800000000001, "t": 514.9403, "r": 513.6144000000014, "b": 487.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "(e) Limitation on electrical services installed in exits and associated paths of travel.", "text": "(e) Limitation on electrical services installed in exits and associated paths of travel.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11893", "parent": { "$ref": "#/groups/1139" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 521, "bbox": { "l": 85.08000000000013, "t": 480.92029999999994, "r": 513.6072000000006, "b": 453.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "(f) Firefighting equipment systems including fire hydrants, fire hose reels and sprinklers.", "text": "(f) Firefighting equipment systems including fire hydrants, fire hose reels and sprinklers.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11894", "parent": { "$ref": "#/groups/1139" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 521, "bbox": { "l": 85.0800000000001, "t": 446.9602999999999, "r": 469.75320000000045, "b": 433.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "(g) Smoke hazard management systems including smoke exhaust.", "text": "(g) Smoke hazard management systems including smoke exhaust.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11895", "parent": { "$ref": "#/groups/1139" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 521, "bbox": { "l": 85.0800000000001, "t": 426.9202999999999, "r": 513.571200000001, "b": 399.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": "(h) Smoke detection and alarm systems, fire control centres including fire indicator panels and building occupant warning systems.", "text": "(h) Smoke detection and alarm systems, fire control centres including fire indicator panels and building occupant warning systems.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11896", "parent": { "$ref": "#/groups/1139" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 521, "bbox": { "l": 85.08000000000013, "t": 392.96029999999985, "r": 459.2508000000005, "b": 379.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "(i) Lifts for emergency use or access for people with a disability.", "text": "(i) Lifts for emergency use or access for people with a disability.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11897", "parent": { "$ref": "#/groups/1139" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 521, "bbox": { "l": 85.08000000000015, "t": 372.9202999999998, "r": 429.0648000000008, "b": 359.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "(j) Emergency evacuation lighting, exit and direction signs.", "text": "(j) Emergency evacuation lighting, exit and direction signs.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11898", "parent": { "$ref": "#/groups/1139" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 521, "bbox": { "l": 85.08000000000015, "t": 352.9402999999998, "r": 513.5844000000008, "b": 325.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] } ], "orig": "(k) Standby power systems for fire and smoke control systems, and emergency escape lighting in buildings containing atriums.", "text": "(k) Standby power systems for fire and smoke control systems, and emergency escape lighting in buildings containing atriums.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11899", "parent": { "$ref": "#/groups/1139" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 521, "bbox": { "l": 85.08000000000024, "t": 318.92029999999977, "r": 513.6060000000011, "b": 277.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 214 ] } ], "orig": "(l) Thermal insulation requirements of the building fabric (depending on climate zone) that may affect the location of electrical equipment that produces heat, e.g. recessed downlights and bathroom heaters.", "text": "(l) Thermal insulation requirements of the building fabric (depending on climate zone) that may affect the location of electrical equipment that produces heat, e.g. recessed downlights and bathroom heaters.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11900", "parent": { "$ref": "#/groups/1139" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 521, "bbox": { "l": 85.08000000000015, "t": 270.92029999999977, "r": 513.5868000000006, "b": 243.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "(m) Lighting in assembly buildings such as theatres, stages and public halls.", "text": "(m) Lighting in assembly buildings such as theatres, stages and public halls.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11901", "parent": { "$ref": "#/groups/1139" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 521, "bbox": { "l": 85.08000000000015, "t": 236.96029999999973, "r": 463.9296000000001, "b": 223.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "(n) Smoke alarms and evacuation lighting in residential premises.", "text": "(n) Smoke alarms and evacuation lighting in residential premises.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11902", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 521, "bbox": { "l": 85.08000000000015, "t": 216.92029999999977, "r": 410.3256000000007, "b": 203.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 57 ] } ], "orig": "E2.3.3 Safety (other than fire safety) health and amenity", "text": "E2.3.3 Safety (other than fire safety) health and amenity", "level": 1 }, { "self_ref": "#/texts/11903", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 521, "bbox": { "l": 85.08000000000018, "t": 196.94029999999975, "r": 513.672000000001, "b": 169.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "Provisions in the NCC for general safety, health and amenity include the following:", "text": "Provisions in the NCC for general safety, health and amenity include the following:" }, { "self_ref": "#/texts/11904", "parent": { "$ref": "#/groups/1140" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 521, "bbox": { "l": 85.08000000000021, "t": 162.92029999999977, "r": 354.76320000000055, "b": 149.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "(a) Artificial lighting to enable safe movement.", "text": "(a) Artificial lighting to enable safe movement.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11905", "parent": { "$ref": "#/groups/1140" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 521, "bbox": { "l": 85.08000000000021, "t": 142.94029999999975, "r": 510.0623999999996, "b": 115.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "(b) Lighting, indicator lamps and alarms for refrigerated chambers, strongrooms and vaults.", "text": "(b) Lighting, indicator lamps and alarms for refrigerated chambers, strongrooms and vaults.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11906", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 521, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11907", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 522, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11908", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 522, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "518", "text": "518" }, { "self_ref": "#/texts/11909", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 522, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/11910", "parent": { "$ref": "#/groups/1141" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 522, "bbox": { "l": 85.08, "t": 752.9603, "r": 513.57, "b": 725.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "(c) Selection and location of socket-outlets and lighting to maintain sound insulation properties.", "text": "(c) Selection and location of socket-outlets and lighting to maintain sound insulation properties.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11911", "parent": { "$ref": "#/groups/1141" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 522, "bbox": { "l": 85.07999999999998, "t": 718.9403, "r": 513.6336000000009, "b": 691.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 118 ] } ], "orig": "(d) Accessibility features, including hearing augmentation, signage and location of socket-outlets and switches.", "text": "(d) Accessibility features, including hearing augmentation, signage and location of socket-outlets and switches.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11912", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 522, "bbox": { "l": 66.6, "t": 685.2121999999999, "r": 319.5324000000003, "b": 669.61052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "E2.3.4 Sustainability-Energy efficiency *", "text": "E2.3.4 Sustainability-Energy efficiency *", "level": 1 }, { "self_ref": "#/texts/11913", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 522, "bbox": { "l": 85.07999999999998, "t": 664.9403, "r": 513.5364000000009, "b": 637.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "Provisions in the NCC for sustainability energy efficiency include the following:", "text": "Provisions in the NCC for sustainability energy efficiency include the following:" }, { "self_ref": "#/texts/11914", "parent": { "$ref": "#/groups/1142" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 522, "bbox": { "l": 85.07999999999998, "t": 630.9203, "r": 513.6263999999995, "b": 603.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "(a) Electricity metering separated for lighting, power, airconditioning and other significant plant in commercial and other large buildings.", "text": "(a) Electricity metering separated for lighting, power, airconditioning and other significant plant in commercial and other large buildings.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11915", "parent": { "$ref": "#/groups/1142" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 522, "bbox": { "l": 85.08000000000001, "t": 596.9603, "r": 513.5784, "b": 569.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 148 ] } ], "orig": "(b) Limitation on the energy consumption of interior and exterior artificial lighting including the use of automatic switching and dimming controls.", "text": "(b) Limitation on the energy consumption of interior and exterior artificial lighting including the use of automatic switching and dimming controls.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11916", "parent": { "$ref": "#/groups/1142" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 522, "bbox": { "l": 85.08000000000004, "t": 562.9403, "r": 513.6060000000006, "b": 521.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 171 ] } ], "orig": "(c) Limitation on electric resistance water heating (including swimming and spa pools) and electric resistance space heating in residential and commercial premises.", "text": "(c) Limitation on electric resistance water heating (including swimming and spa pools) and electric resistance space heating in residential and commercial premises.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11917", "parent": { "$ref": "#/groups/1142" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 522, "bbox": { "l": 85.0800000000001, "t": 514.9403, "r": 513.6372000000009, "b": 487.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] } ], "orig": "(d) Controls to limit unnecessary operation of swimming and spa pool pumps, airconditioning, ventilation or heating systems.", "text": "(d) Controls to limit unnecessary operation of swimming and spa pool pumps, airconditioning, ventilation or heating systems.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11918", "parent": { "$ref": "#/groups/1142" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 522, "bbox": { "l": 85.0800000000001, "t": 480.92029999999994, "r": 513.6552000000006, "b": 425.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 272 ] } ], "orig": "(e) Equipment provided to facilitate the efficient use of energy for artificial heating and cooling, including ceiling fans to provide air movement, sealing devices to prevent the loss of conditioned air, and shading devices to limit unwanted heat gain.", "text": "(e) Equipment provided to facilitate the efficient use of energy for artificial heating and cooling, including ceiling fans to provide air movement, sealing devices to prevent the loss of conditioned air, and shading devices to limit unwanted heat gain.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11919", "parent": { "$ref": "#/groups/1142" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 522, "bbox": { "l": 85.0800000000001, "t": 418.94029999999987, "r": 513.6096000000007, "b": 377.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 205 ] } ], "orig": "(f) Thermal insulation compensation measures to increase the level of insulation remaining where bulk insulation materials have been removed to provide for the safe operation of recessed equipment.", "text": "(f) Thermal insulation compensation measures to increase the level of insulation remaining where bulk insulation materials have been removed to provide for the safe operation of recessed equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11920", "parent": { "$ref": "#/groups/1142" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 522, "bbox": { "l": 85.0800000000001, "t": 370.9402999999998, "r": 513.6372000000001, "b": 329.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "(g) Ongoing maintenance of ventilation, heating, cooling and heated water systems, including the ability to access systems, to ensure efficient performance.", "text": "(g) Ongoing maintenance of ventilation, heating, cooling and heated water systems, including the ability to access systems, to ensure efficient performance.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11921", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 522, "bbox": { "l": 85.0800000000001, "t": 314.96029999999973, "r": 206.68079999999998, "b": 301.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "E3 NEW ZEALAND", "text": "E3 NEW ZEALAND", "level": 1 }, { "self_ref": "#/texts/11922", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 522, "bbox": { "l": 85.0800000000001, "t": 294.92029999999977, "r": 171.94800000000018, "b": 281.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "E3.1 General", "text": "E3.1 General", "level": 1 }, { "self_ref": "#/texts/11923", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 522, "bbox": { "l": 85.08000000000007, "t": 274.94029999999975, "r": 513.6179999999999, "b": 233.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 171 ] } ], "orig": "The NZBC is the first schedule to the New Zealand Building Regulations, 1992. The NZBC is a performance-based code that contains provisions under the headings of-", "text": "The NZBC is the first schedule to the New Zealand Building Regulations, 1992. The NZBC is a performance-based code that contains provisions under the headings of-" }, { "self_ref": "#/texts/11924", "parent": { "$ref": "#/groups/1143" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 522, "bbox": { "l": 85.0800000000001, "t": 226.94029999999975, "r": 163.08840000000015, "b": 213.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "(a) stability;", "text": "(a) stability;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11925", "parent": { "$ref": "#/groups/1143" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 522, "bbox": { "l": 85.0800000000001, "t": 206.96029999999973, "r": 175.76880000000023, "b": 193.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "(b) fire safety;", "text": "(b) fire safety;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11926", "parent": { "$ref": "#/groups/1143" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 522, "bbox": { "l": 85.0800000000001, "t": 186.92029999999977, "r": 159.54240000000004, "b": 173.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "(c) access;", "text": "(c) access;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11927", "parent": { "$ref": "#/groups/1143" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 522, "bbox": { "l": 85.0800000000001, "t": 166.94029999999975, "r": 168.76560000000003, "b": 153.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "(d) moisture;", "text": "(d) moisture;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11928", "parent": { "$ref": "#/groups/1143" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 522, "bbox": { "l": 85.0800000000001, "t": 146.96029999999973, "r": 203.01120000000031, "b": 133.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "(e) safety of users;", "text": "(e) safety of users;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11929", "parent": { "$ref": "#/groups/1143" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 522, "bbox": { "l": 85.0800000000001, "t": 126.92029999999977, "r": 265.20120000000037, "b": 113.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "(f) services and facilities; and", "text": "(f) services and facilities; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11930", "parent": { "$ref": "#/groups/1143" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 522, "bbox": { "l": 85.0800000000001, "t": 106.94029999999975, "r": 215.54880000000023, "b": 93.54829999999981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "(g) energy efficiency.", "text": "(g) energy efficiency.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11931", "parent": { "$ref": "#/pictures/212" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 522, "bbox": { "l": 515.64, "t": 312.0203, "r": 535.596, "b": 298.6283000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "NZ", "text": "NZ" }, { "self_ref": "#/texts/11932", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 522, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11933", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 523, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/11934", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 523, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11935", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 523, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "519", "text": "519" }, { "self_ref": "#/texts/11936", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 523, "bbox": { "l": 66.6, "t": 529.2121999999999, "r": 76.24480199999999, "b": 513.61052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/11937", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 523, "bbox": { "l": 85.08, "t": 752.9603, "r": 391.1604000000003, "b": 739.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "E3.2 Extent of electrical installations in the NZBC", "text": "E3.2 Extent of electrical installations in the NZBC", "level": 1 }, { "self_ref": "#/texts/11938", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 523, "bbox": { "l": 85.07999999999998, "t": 732.9203, "r": 513.6240000000008, "b": 705.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "The NZBC clauses that relate to electrical work, and are current and valid at the publication of this Standard, include the following:", "text": "The NZBC clauses that relate to electrical work, and are current and valid at the publication of this Standard, include the following:" }, { "self_ref": "#/texts/11939", "parent": { "$ref": "#/groups/1144" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 523, "bbox": { "l": 85.07999999999998, "t": 698.9603, "r": 513.6036000000008, "b": 671.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "(a) B1 structure Penetrations in structural members are required to not compromise the integrity of the building.", "text": "(a) B1 structure Penetrations in structural members are required to not compromise the integrity of the building.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11940", "parent": { "$ref": "#/groups/1144" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 523, "bbox": { "l": 85.07999999999993, "t": 664.9403, "r": 513.6479999999998, "b": 637.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "(b) C2 prevention of fire occurring Electrical installations are required to not cause a fire to start.", "text": "(b) C2 prevention of fire occurring Electrical installations are required to not cause a fire to start.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11941", "parent": { "$ref": "#/groups/1144" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 523, "bbox": { "l": 85.07999999999993, "t": 630.9203, "r": 513.6168000000004, "b": 603.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 148 ] } ], "orig": "(c) C3 fire affecting areas beyond the fire source Fire separations are required to not be compromised by penetration of electrical wiring.", "text": "(c) C3 fire affecting areas beyond the fire source Fire separations are required to not be compromised by penetration of electrical wiring.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11942", "parent": { "$ref": "#/groups/1144" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 523, "bbox": { "l": 85.07999999999993, "t": 596.9603, "r": 513.6120000000001, "b": 569.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "(d) D2 mechanical installations for access Requirements for buildings that require lifts.", "text": "(d) D2 mechanical installations for access Requirements for buildings that require lifts.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11943", "parent": { "$ref": "#/groups/1144" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 523, "bbox": { "l": 85.07999999999993, "t": 562.9403, "r": 513.7199999999995, "b": 535.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 140 ] } ], "orig": "(e) F3 hazardous substances for processes Requirements for electrical installations in hazardous areas not to cause fire or explosion.", "text": "(e) F3 hazardous substances for processes Requirements for electrical installations in hazardous areas not to cause fire or explosion.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11944", "parent": { "$ref": "#/groups/1144" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 523, "bbox": { "l": 85.0799999999999, "t": 528.9203, "r": 513.6672000000004, "b": 501.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "(f) F6 visibility in escape routes The requirements for provision of emergency lighting and other forms of luminance.", "text": "(f) F6 visibility in escape routes The requirements for provision of emergency lighting and other forms of luminance.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11945", "parent": { "$ref": "#/groups/1144" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 523, "bbox": { "l": 85.0799999999999, "t": 494.96029999999996, "r": 513.620400000001, "b": 467.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "(g) F7 warning systems Installations of fire, smoke and other alarm systems that activate in an emergency.", "text": "(g) F7 warning systems Installations of fire, smoke and other alarm systems that activate in an emergency.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11946", "parent": { "$ref": "#/groups/1144" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 523, "bbox": { "l": 85.0799999999999, "t": 460.9402999999999, "r": 513.6408000000008, "b": 433.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "(h) F8 signs General requirements for signs required by the Building Code.", "text": "(h) F8 signs General requirements for signs required by the Building Code.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11947", "parent": { "$ref": "#/groups/1144" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 523, "bbox": { "l": 85.0799999999999, "t": 426.9202999999999, "r": 493.188000000001, "b": 413.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "(i) G2 laundering Provision of a socket-outlet for a washing machine.", "text": "(i) G2 laundering Provision of a socket-outlet for a washing machine.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11948", "parent": { "$ref": "#/groups/1144" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 523, "bbox": { "l": 85.0799999999999, "t": 406.94029999999987, "r": 513.7200000000001, "b": 379.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 125 ] } ], "orig": "(j) G3 food preparation and prevention of contamination Provisions of electrical outlets for cooking and food storage.", "text": "(j) G3 food preparation and prevention of contamination Provisions of electrical outlets for cooking and food storage.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11949", "parent": { "$ref": "#/groups/1144" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 523, "bbox": { "l": 85.07999999999987, "t": 372.9202999999998, "r": 513.6335999999999, "b": 345.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 141 ] } ], "orig": "(k) G4 ventilation Electrical work associated with the installation and control of mechanical heating systems and ventilating systems.", "text": "(k) G4 ventilation Electrical work associated with the installation and control of mechanical heating systems and ventilating systems.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11950", "parent": { "$ref": "#/groups/1144" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 523, "bbox": { "l": 85.07999999999987, "t": 338.9602999999998, "r": 513.7272000000006, "b": 311.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "(l) G5 interior environment Installations of systems for electrical space heating.", "text": "(l) G5 interior environment Installations of systems for electrical space heating.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11951", "parent": { "$ref": "#/groups/1144" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 523, "bbox": { "l": 85.07999999999987, "t": 304.94029999999975, "r": 513.6552, "b": 277.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "(m) G8 artificial lighting Electrical work associated with the installation of lighting.", "text": "(m) G8 artificial lighting Electrical work associated with the installation of lighting.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11952", "parent": { "$ref": "#/groups/1144" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 523, "bbox": { "l": 85.07999999999987, "t": 270.92029999999977, "r": 513.6924000000007, "b": 243.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "(n) G9 electricity Links to AS/NZS 3000 and amendments for safe electrical installations.", "text": "(n) G9 electricity Links to AS/NZS 3000 and amendments for safe electrical installations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11953", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 523, "bbox": { "l": 113.46, "t": 239.87720000000002, "r": 162.619656, "b": 227.62351999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/11954", "parent": { "$ref": "#/groups/1145" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 523, "bbox": { "l": 113.46, "t": 223.85738000000003, "r": 513.3746580000002, "b": 172.603838, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 271 ] } ], "orig": "1 Electrical Safety Certificates, issued in accordance with the Electricity (Safety) Regulations, have to be accepted by Building Consent Authorities as establishing compliance of the electrical work with the provisions of Clause G9 of the Building Code.", "text": "1 Electrical Safety Certificates, issued in accordance with the Electricity (Safety) Regulations, have to be accepted by Building Consent Authorities as establishing compliance of the electrical work with the provisions of Clause G9 of the Building Code.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11955", "parent": { "$ref": "#/groups/1145" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 523, "bbox": { "l": 113.46, "t": 168.83769800000005, "r": 513.4229699999989, "b": 104.624462, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 340 ] } ], "orig": "2 A Certificate of Compliance for electrical work certifies compliance with requirements of the Electricity (Safety) Regulations, but does not remove the requirement for electrical work to comply with either electrical requirements of other clauses of the Building Code, or non-electrical aspects of the Building Code.", "text": "2 A Certificate of Compliance for electrical work certifies compliance with requirements of the Electricity (Safety) Regulations, but does not remove the requirement for electrical work to comply with either electrical requirements of other clauses of the Building Code, or non-electrical aspects of the Building Code.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11956", "parent": { "$ref": "#/groups/1146" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 523, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11957", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 523, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11958", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 524, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11959", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 524, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/11960", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 524, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "520", "text": "520", "level": 1 }, { "self_ref": "#/texts/11961", "parent": { "$ref": "#/groups/1147" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 524, "bbox": { "l": 85.08, "t": 752.9603, "r": 513.6431999999999, "b": 725.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "(o) G12 water supplies Electrical work associated with heating and pumping of water.", "text": "(o) G12 water supplies Electrical work associated with heating and pumping of water.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11962", "parent": { "$ref": "#/groups/1147" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 524, "bbox": { "l": 85.08000000000001, "t": 718.9403, "r": 513.702, "b": 691.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "(p) G13 foul water Electrical work associated with the pumping of foul water.", "text": "(p) G13 foul water Electrical work associated with the pumping of foul water.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11963", "parent": { "$ref": "#/groups/1147" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 524, "bbox": { "l": 85.08000000000001, "t": 684.9203, "r": 513.678, "b": 657.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "(q) G14 industrial liquid waste Electrical work associated with the control and pumping of trade waste.", "text": "(q) G14 industrial liquid waste Electrical work associated with the control and pumping of trade waste.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11964", "parent": { "$ref": "#/groups/1147" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 524, "bbox": { "l": 85.08000000000001, "t": 650.9603, "r": 513.6936000000009, "b": 623.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "(r) H1 energy efficiency Contains provisions for the efficient use of energy for-", "text": "(r) H1 energy efficiency Contains provisions for the efficient use of energy for-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11965", "parent": { "$ref": "#/groups/1147" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 524, "bbox": { "l": 113.4, "t": 616.9403, "r": 224.7119999999999, "b": 603.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "(i) water heating;", "text": "(i) water heating;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11966", "parent": { "$ref": "#/groups/1147" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 524, "bbox": { "l": 113.4, "t": 596.9603, "r": 189.1391999999999, "b": 583.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "(ii) lighting;", "text": "(ii) lighting;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11967", "parent": { "$ref": "#/groups/1147" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 524, "bbox": { "l": 113.4, "t": 576.9203, "r": 297.9096, "b": 563.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "(iii) mechanical ventilation; and", "text": "(iii) mechanical ventilation; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11968", "parent": { "$ref": "#/groups/1147" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 524, "bbox": { "l": 113.4, "t": 556.9403, "r": 258.46800000000013, "b": 543.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "(iv) heating and cooling.", "text": "(iv) heating and cooling.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11969", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 524, "bbox": { "l": 85.08000000000001, "t": 536.9603, "r": 234.38279999999995, "b": 523.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "E3.3 Building consents", "text": "E3.3 Building consents", "level": 1 }, { "self_ref": "#/texts/11970", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 524, "bbox": { "l": 85.08000000000001, "t": 516.9202999999999, "r": 337.4135999999999, "b": 503.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "Electrical work requires building consent if-", "text": "Electrical work requires building consent if-" }, { "self_ref": "#/texts/11971", "parent": { "$ref": "#/groups/1148" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 524, "bbox": { "l": 85.08000000000001, "t": 496.9402999999999, "r": 513.5808000000006, "b": 469.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "(a) it relates to a specified system of a building that is or will be covered by the building's compliance schedule; or", "text": "(a) it relates to a specified system of a building that is or will be covered by the building's compliance schedule; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11972", "parent": { "$ref": "#/groups/1148" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 524, "bbox": { "l": 85.0800000000001, "t": 462.9202999999999, "r": 513.5724000000009, "b": 435.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "(b) it is of a nature that would require a waiver or modification of the Building Code; or", "text": "(b) it is of a nature that would require a waiver or modification of the Building Code; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11973", "parent": { "$ref": "#/groups/1148" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 524, "bbox": { "l": 85.0800000000001, "t": 428.96029999999985, "r": 513.6251999999997, "b": 401.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "(c) the building owner wishes to apply for a building consent for electrical work.", "text": "(c) the building owner wishes to apply for a building consent for electrical work.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11974", "parent": { "$ref": "#/groups/1148" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 524, "bbox": { "l": 66.6, "t": 395.23220000000003, "r": 513.6516000000001, "b": 339.54829999999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 259 ] } ], "orig": "Electrical Safety Certificates, issued in accordance with the Electricity Regulations, have to be accepted by Building Consent Authorities as establishing compliance of the electrical work with the provisions of the Building Code. *", "text": "Electrical Safety Certificates, issued in accordance with the Electricity Regulations, have to be accepted by Building Consent Authorities as establishing compliance of the electrical work with the provisions of the Building Code. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11975", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 524, "bbox": { "l": 92.16, "t": 335.87719999999996, "r": 513.3637799999995, "b": 284.623658, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 263 ] } ], "orig": "NOTE: Specified systems are listed in Schedule 1 of the Building (Specified Systems, Change the Use and Earthquake-prone Buildings) Regulations, and include emergency lighting, fire alarms, lifts, ventilation, and airconditioning systems.", "text": "NOTE: Specified systems are listed in Schedule 1 of the Building (Specified Systems, Change the Use and Earthquake-prone Buildings) Regulations, and include emergency lighting, fire alarms, lifts, ventilation, and airconditioning systems." }, { "self_ref": "#/texts/11976", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 524, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/11977", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 525, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/11978", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 525, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "521", "text": "521" }, { "self_ref": "#/texts/11979", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 525, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/11980", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 525, "bbox": { "l": 258.66, "t": 728.9603, "r": 340.0452000000005, "b": 715.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "APPENDIX F", "text": "APPENDIX F", "level": 1 }, { "self_ref": "#/texts/11981", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 525, "bbox": { "l": 196.2, "t": 707.0834, "r": 402.77011199999953, "b": 692.55308, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "SURGE PROTECTION DEVICES", "text": "SURGE PROTECTION DEVICES", "level": 1 }, { "self_ref": "#/texts/11982", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 525, "bbox": { "l": 262.02, "t": 683.9603, "r": 336.64680000000027, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "(Informative)", "text": "(Informative)" }, { "self_ref": "#/texts/11983", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 525, "bbox": { "l": 85.07999999999998, "t": 655.9403, "r": 344.6664, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "F1 SURGE PROTECTIVE DEVICES (SPDs)", "text": "F1 SURGE PROTECTIVE DEVICES (SPDs)", "level": 1 }, { "self_ref": "#/texts/11984", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 525, "bbox": { "l": 85.07999999999998, "t": 635.9603, "r": 171.2891999999999, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "F1.1 General", "text": "F1.1 General", "level": 1 }, { "self_ref": "#/texts/11985", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 525, "bbox": { "l": 85.07999999999998, "t": 615.9203, "r": 513.6216000000002, "b": 560.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 298 ] } ], "orig": "This Appendix provides details on the installation of surge protection devices (SPDs) to provide limitation of transient overvoltages caused by powerline disturbances and by natural events, such as lightning strikes, to or near to exposed conductors, as discussed in Clause 2.7.3.", "text": "This Appendix provides details on the installation of surge protection devices (SPDs) to provide limitation of transient overvoltages caused by powerline disturbances and by natural events, such as lightning strikes, to or near to exposed conductors, as discussed in Clause 2.7.3." }, { "self_ref": "#/texts/11986", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 525, "bbox": { "l": 85.07999999999998, "t": 553.9403, "r": 513.6156000000001, "b": 526.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "SPDs do not provide protection against prolonged overvoltage or power outages and brownouts.", "text": "SPDs do not provide protection against prolonged overvoltage or power outages and brownouts." }, { "self_ref": "#/texts/11987", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 525, "bbox": { "l": 85.07999999999998, "t": 519.9202999999999, "r": 513.5628000000004, "b": 492.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "One or more of the following conditions could warrant the installation of SPDs in areas:", "text": "One or more of the following conditions could warrant the installation of SPDs in areas:" }, { "self_ref": "#/texts/11988", "parent": { "$ref": "#/groups/1149" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 525, "bbox": { "l": 85.07999999999998, "t": 485.9602999999999, "r": 276.8544, "b": 472.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "(a) Where lightning is prevalent.", "text": "(a) Where lightning is prevalent.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11989", "parent": { "$ref": "#/groups/1149" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 525, "bbox": { "l": 85.07999999999998, "t": 465.9202999999999, "r": 513.6216000000001, "b": 438.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 84 ] } ], "orig": "(b) Where power disturbances are frequent, for example, in industrial areas.", "text": "(b) Where power disturbances are frequent, for example, in industrial areas.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11990", "parent": { "$ref": "#/groups/1149" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 525, "bbox": { "l": 85.08000000000001, "t": 431.96029999999985, "r": 436.77360000000016, "b": 418.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "(c) Where the site is at the end of long overhead powerlines.", "text": "(c) Where the site is at the end of long overhead powerlines.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11991", "parent": { "$ref": "#/groups/1149" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 525, "bbox": { "l": 85.08000000000001, "t": 411.9202999999998, "r": 390.7116000000001, "b": 398.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "(d) Where the site is exposed, for example, on a hill.", "text": "(d) Where the site is exposed, for example, on a hill.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11992", "parent": { "$ref": "#/groups/1149" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 525, "bbox": { "l": 85.08000000000001, "t": 391.9402999999998, "r": 513.6576, "b": 364.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "(e) Where sites may be many hundreds of metres apart, for example, in outer suburban or rural areas.", "text": "(e) Where sites may be many hundreds of metres apart, for example, in outer suburban or rural areas.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11993", "parent": { "$ref": "#/groups/1149" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 525, "bbox": { "l": 85.07999999999998, "t": 357.92029999999977, "r": 513.7032000000003, "b": 330.54829999999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "(f) Where the site contains sensitive electronic equipment, for example, a home office, home theatre, computer network, etc.", "text": "(f) Where the site contains sensitive electronic equipment, for example, a home office, home theatre, computer network, etc.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/11994", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 525, "bbox": { "l": 85.07999999999996, "t": 323.96029999999973, "r": 513.615600000001, "b": 268.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 307 ] } ], "orig": "AS/NZS 1768 provides a detailed risk assessment on the need for lightning and surge protection. The result of a risk assessment will determine the need for both structural and surge protection. If structural protection is installed, primary surge protection, at least, is also required.", "text": "AS/NZS 1768 provides a detailed risk assessment on the need for lightning and surge protection. The result of a risk assessment will determine the need for both structural and surge protection. If structural protection is installed, primary surge protection, at least, is also required." }, { "self_ref": "#/texts/11995", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 525, "bbox": { "l": 85.07999999999993, "t": 261.92029999999966, "r": 513.6479999999996, "b": 206.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 292 ] } ], "orig": "This Appendix does not consider surge protective components that may be incorporated into appliances connected to the electrical installation. The presence of such components may modify the behaviour of the main SPD of the electrical installation and may need additional coordination.", "text": "This Appendix does not consider surge protective components that may be incorporated into appliances connected to the electrical installation. The presence of such components may modify the behaviour of the main SPD of the electrical installation and may need additional coordination." }, { "self_ref": "#/texts/11996", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 525, "bbox": { "l": 85.07999999999993, "t": 199.94029999999975, "r": 325.1712, "b": 186.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "F1.2 Selection and installation of SPDs", "text": "F1.2 Selection and installation of SPDs", "level": 1 }, { "self_ref": "#/texts/11997", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 525, "bbox": { "l": 85.07999999999993, "t": 179.96029999999973, "r": 182.98320000000004, "b": 166.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "F1.2.1 Location", "text": "F1.2.1 Location", "level": 1 }, { "self_ref": "#/texts/11998", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 525, "bbox": { "l": 85.07999999999993, "t": 159.92029999999977, "r": 513.5928000000011, "b": 132.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "Primary SPDs are installed near the origin of the electrical installation or at the main switchboard.", "text": "Primary SPDs are installed near the origin of the electrical installation or at the main switchboard." }, { "self_ref": "#/texts/11999", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 525, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12000", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 526, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12001", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 526, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/12002", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 526, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "522", "text": "522", "level": 1 }, { "self_ref": "#/texts/12003", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 526, "bbox": { "l": 85.07999999999996, "t": 752.9603, "r": 513.6239999999997, "b": 711.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 206 ] } ], "orig": "Secondary SPDs are installed at switchboards remote from the main switchboard. Secondary SPDs should be coordinated with the primary SPDs in accordance with the manufacturer's instructions.", "text": "Secondary SPDs are installed at switchboards remote from the main switchboard. Secondary SPDs should be coordinated with the primary SPDs in accordance with the manufacturer's instructions." }, { "self_ref": "#/texts/12004", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 526, "bbox": { "l": 85.07999999999993, "t": 704.9603, "r": 513.597600000001, "b": 677.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "Where premises contain sensitive electronic equipment, additional protection at the equipment may also be warranted.", "text": "Where premises contain sensitive electronic equipment, additional protection at the equipment may also be warranted." }, { "self_ref": "#/texts/12005", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 526, "bbox": { "l": 85.07999999999993, "t": 670.9403, "r": 513.5663999999996, "b": 643.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 142 ] } ], "orig": "Telecommunications, remote telemetry and industrial process control sites require special attention. AS/NZS 1768 provides further information.", "text": "Telecommunications, remote telemetry and industrial process control sites require special attention. AS/NZS 1768 provides further information." }, { "self_ref": "#/texts/12006", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 526, "bbox": { "l": 85.07999999999993, "t": 636.9203, "r": 192.41400000000002, "b": 623.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "F1.2.2 Installation", "text": "F1.2.2 Installation", "level": 1 }, { "self_ref": "#/texts/12007", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 526, "bbox": { "l": 85.0799999999999, "t": 616.9403, "r": 190.97759999999985, "b": 603.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "SPDs should be-", "text": "SPDs should be-" }, { "self_ref": "#/texts/12008", "parent": { "$ref": "#/groups/1150" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 526, "bbox": { "l": 85.0799999999999, "t": 596.9603, "r": 513.5928000000004, "b": 569.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 134 ] } ], "orig": "(a) installed after the main switch but prior to any RCD devices. Where the main switch is an RCD, refer to Paragraph F2.4;", "text": "(a) installed after the main switch but prior to any RCD devices. Where the main switch is an RCD, refer to Paragraph F2.4;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12009", "parent": { "$ref": "#/groups/1150" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 526, "bbox": { "l": 85.07999999999993, "t": 562.9403, "r": 513.5928000000002, "b": 535.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "(b) protected by an appropriate fuse or circuit-breaker separate from the SPD;", "text": "(b) protected by an appropriate fuse or circuit-breaker separate from the SPD;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12010", "parent": { "$ref": "#/groups/1150" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 526, "bbox": { "l": 85.07999999999993, "t": 528.9203, "r": 103.29719999999993, "b": 515.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "(c)", "text": "(c)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12011", "parent": { "$ref": "#/groups/1150" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 526, "bbox": { "l": 113.46, "t": 528.9203, "r": 516.7312439999993, "b": 499.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "connected at the main switchboard between phase and neutral; NOTE: Figure F1 shows a typical connection of a primary SPD for a", "text": "connected at the main switchboard between phase and neutral; NOTE: Figure F1 shows a typical connection of a primary SPD for a", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12012", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 526, "bbox": { "l": 113.46, "t": 498.837116, "r": 244.77091800000014, "b": 486.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "single-phase installation.", "text": "single-phase installation." }, { "self_ref": "#/texts/12013", "parent": { "$ref": "#/groups/1151" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 526, "bbox": { "l": 85.08, "t": 479.9603, "r": 513.588, "b": 438.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 152 ] } ], "orig": "(d) connected at switchboards remote from the main switchboard and without MEN connection, from each phase to neutral and from neutral to earth;", "text": "(d) connected at switchboards remote from the main switchboard and without MEN connection, from each phase to neutral and from neutral to earth;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12014", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 526, "bbox": { "l": 113.46, "t": 434.87719999999996, "r": 513.3922259999993, "b": 409.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "NOTE: Figure F2 shows a typical installation of a secondary SPD for a single-phase installation.", "text": "NOTE: Figure F2 shows a typical installation of a secondary SPD for a single-phase installation." }, { "self_ref": "#/texts/12015", "parent": { "$ref": "#/groups/1152" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 526, "bbox": { "l": 85.08, "t": 402.9203, "r": 513.6815999999999, "b": 375.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 101 ] } ], "orig": "(e) be legibly and permanently labelled as to their function, in accordance with Clause 2.10.5.1; and", "text": "(e) be legibly and permanently labelled as to their function, in accordance with Clause 2.10.5.1; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12016", "parent": { "$ref": "#/groups/1152" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 526, "bbox": { "l": 85.08000000000001, "t": 368.96029999999996, "r": 479.13360000000057, "b": 355.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "(f) where alarmed to provide status indication, fail safe in operation.", "text": "(f) where alarmed to provide status indication, fail safe in operation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12017", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 526, "bbox": { "l": 85.08000000000004, "t": 348.92029999999994, "r": 513.6347999999999, "b": 321.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "AS/NZS 1768 provides further details on the selection of primary and secondary SPDs.", "text": "AS/NZS 1768 provides further details on the selection of primary and secondary SPDs." }, { "self_ref": "#/texts/12018", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 526, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12019", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 527, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/12020", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 527, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12021", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 527, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/12022", "parent": { "$ref": "#/pictures/213" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 527, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "523", "text": "523" }, { "self_ref": "#/texts/12023", "parent": { "$ref": "#/pictures/213" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 527, "bbox": { "l": 205.6249, "t": 601.5120348, "r": 255.9028758500001, "b": 594.0021896, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Neutral bar", "text": "Neutral bar" }, { "self_ref": "#/texts/12024", "parent": { "$ref": "#/pictures/213" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 527, "bbox": { "l": 399.36605435, "t": 536.97239117, "r": 425.8609779500001, "b": 529.46254597, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "Loads", "text": "Loads" }, { "self_ref": "#/texts/12025", "parent": { "$ref": "#/pictures/213" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 527, "bbox": { "l": 129.65935804999998, "t": 708.96398732, "r": 159.97265769999993, "b": 701.4541421199999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Supply", "text": "Supply" }, { "self_ref": "#/texts/12026", "parent": { "$ref": "#/pictures/213" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 527, "bbox": { "l": 214.0975, "t": 566.0015348000001, "r": 255.79284070000003, "b": 558.4916896, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Earth bar", "text": "Earth bar" }, { "self_ref": "#/texts/12027", "parent": { "$ref": "#/pictures/213" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 527, "bbox": { "l": 256.8806487, "t": 517.88840325, "r": 280.7682324999999, "b": 510.37855805000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "Earth", "text": "Earth" }, { "self_ref": "#/texts/12028", "parent": { "$ref": "#/pictures/213" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 527, "bbox": { "l": 256.8806487, "t": 507.39415916, "r": 298.8436921499998, "b": 499.88431396000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "electrode", "text": "electrode" }, { "self_ref": "#/texts/12029", "parent": { "$ref": "#/pictures/213" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 527, "bbox": { "l": 205.5717, "t": 741.2581348000001, "r": 258.2768474499999, "b": 733.7482896, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Main switch", "text": "Main switch" }, { "self_ref": "#/texts/12030", "parent": { "$ref": "#/pictures/213" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 527, "bbox": { "l": 318.1033, "t": 708.9644348, "r": 339.31045689999996, "b": 701.4545896, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "Fuse", "text": "Fuse" }, { "self_ref": "#/texts/12031", "parent": { "$ref": "#/pictures/213" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 527, "bbox": { "l": 394.3467, "t": 684.4237348, "r": 407.00351605, "b": 676.9138896, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "CB", "text": "CB" }, { "self_ref": "#/texts/12032", "parent": { "$ref": "#/pictures/213" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 527, "bbox": { "l": 299.6726, "t": 658.8487076, "r": 314.15221043, "b": 652.6641552000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "SPD", "text": "SPD" }, { "self_ref": "#/texts/12033", "parent": { "$ref": "#/pictures/213" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 527, "bbox": { "l": 182.629, "t": 584.5213348000001, "r": 256.04244239999986, "b": 577.0114896, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "MEN connection", "text": "MEN connection" }, { "self_ref": "#/texts/12034", "parent": { "$ref": "#/pictures/213" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 527, "bbox": { "l": 444.3386078, "t": 684.4235142100001, "r": 464.39506780000005, "b": 676.91366901, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "RCD", "text": "RCD" }, { "self_ref": "#/texts/12035", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 527, "bbox": { "l": 126.12, "t": 480.8372, "r": 472.38308400000017, "b": 468.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "FIGURE F1 TYPICAL PRIMARY SPD AT MAIN SWITCHBOARD", "text": "FIGURE F1 TYPICAL PRIMARY SPD AT MAIN SWITCHBOARD" }, { "self_ref": "#/texts/12036", "parent": { "$ref": "#/pictures/214" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 527, "bbox": { "l": 172.1076, "t": 280.3225024000001, "r": 222.37965974999995, "b": 272.8072648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Neutral bar", "text": "Neutral bar" }, { "self_ref": "#/texts/12037", "parent": { "$ref": "#/pictures/214" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 527, "bbox": { "l": 452.94827549999997, "t": 216.72692956000003, "r": 479.4400814999998, "b": 209.21169196000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "Loads", "text": "Loads" }, { "self_ref": "#/texts/12038", "parent": { "$ref": "#/pictures/214" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 527, "bbox": { "l": 221.1299, "t": 422.8379024, "r": 273.8288457499999, "b": 415.3226648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Main switch", "text": "Main switch" }, { "self_ref": "#/texts/12039", "parent": { "$ref": "#/pictures/214" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 527, "bbox": { "l": 461.7767, "t": 363.1281024, "r": 474.43202675, "b": 355.61286479999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "CB", "text": "CB" }, { "self_ref": "#/texts/12040", "parent": { "$ref": "#/pictures/214" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 527, "bbox": { "l": 431.6288, "t": 363.1281024, "r": 444.28412675, "b": 355.61286479999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "CB", "text": "CB" }, { "self_ref": "#/texts/12041", "parent": { "$ref": "#/pictures/214" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 527, "bbox": { "l": 366.9942, "t": 376.1303024, "r": 388.1988614999999, "b": 368.61506479999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "Fuse", "text": "Fuse" }, { "self_ref": "#/texts/12042", "parent": { "$ref": "#/pictures/214" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 527, "bbox": { "l": 343.2983, "t": 330.04895919999996, "r": 358.6167031, "b": 323.8598984, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "SPD", "text": "SPD" }, { "self_ref": "#/texts/12043", "parent": { "$ref": "#/pictures/214" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 527, "bbox": { "l": 64.14, "t": 374.5890024, "r": 110.63662050000002, "b": 367.0737648, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "From MEN", "text": "From MEN" }, { "self_ref": "#/texts/12044", "parent": { "$ref": "#/pictures/214" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 527, "bbox": { "l": 64.14, "t": 364.08722298000004, "r": 113.15952825000006, "b": 356.57198538, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "connection", "text": "connection" }, { "self_ref": "#/texts/12045", "parent": { "$ref": "#/pictures/214" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 527, "bbox": { "l": 510.11854125, "t": 363.12826506000005, "r": 530.17264125, "b": 355.61302746, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "RCD", "text": "RCD" }, { "self_ref": "#/texts/12046", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 527, "bbox": { "l": 181.1049, "t": 204.2807024, "r": 222.79533450000008, "b": 196.76546480000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Earth bar", "text": "Earth bar" }, { "self_ref": "#/texts/12047", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 527, "bbox": { "l": 85.07999999999998, "t": 189.50839999999994, "r": 513.071274, "b": 166.32612800000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 184 ] } ], "orig": "NOTE: This configuration, with an integrated gas discharge tube connected from neutral to earth, is most commonly used and provides protection for all modes of disturbance.", "text": "NOTE: This configuration, with an integrated gas discharge tube connected from neutral to earth, is most commonly used and provides protection for all modes of disturbance." }, { "self_ref": "#/texts/12048", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 527, "bbox": { "l": 112.38, "t": 147.59720000000004, "r": 486.13261199999914, "b": 135.34352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "FIGURE F2 TYPICAL SECONDARY SPD AT DISTRIBUTION BOARD", "text": "FIGURE F2 TYPICAL SECONDARY SPD AT DISTRIBUTION BOARD" }, { "self_ref": "#/texts/12049", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 527, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12050", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 528, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12051", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 528, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/12052", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 528, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "524", "text": "524", "level": 1 }, { "self_ref": "#/texts/12053", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 528, "bbox": { "l": 85.08, "t": 752.9603, "r": 386.45160000000067, "b": 739.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "F1.2.3 Selection of surge protection devices (SPDs)", "text": "F1.2.3 Selection of surge protection devices (SPDs)", "level": 1 }, { "self_ref": "#/texts/12054", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 528, "bbox": { "l": 85.07999999999998, "t": 732.9203, "r": 513.6215999999998, "b": 691.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 206 ] } ], "orig": "For most domestic supplies in urban environments, a surge rating of I max = 40 kA per phase for an 8/20  s impulse and a maximum working voltage of 275 V a.c. to 320 V a.c. is suitable.", "text": "For most domestic supplies in urban environments, a surge rating of I max = 40 kA per phase for an 8/20  s impulse and a maximum working voltage of 275 V a.c. to 320 V a.c. is suitable." }, { "self_ref": "#/texts/12055", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 528, "bbox": { "l": 85.08000000000001, "t": 684.9203, "r": 513.5940000000007, "b": 629.4322999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 262 ] } ], "orig": "In the case of installations in exposed locations in high lightning areas, with long overhead service lines, or industrial and commercial premises, it may be prudent to install SPDs with a higher surge rating (typically 100 kA per phase for an 8/20  s impulse).", "text": "In the case of installations in exposed locations in high lightning areas, with long overhead service lines, or industrial and commercial premises, it may be prudent to install SPDs with a higher surge rating (typically 100 kA per phase for an 8/20  s impulse)." }, { "self_ref": "#/texts/12056", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 528, "bbox": { "l": 85.08000000000004, "t": 622.9403, "r": 299.6148000000002, "b": 609.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "F1.2.4 Overcurrent protective devices", "text": "F1.2.4 Overcurrent protective devices", "level": 1 }, { "self_ref": "#/texts/12057", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 528, "bbox": { "l": 85.08000000000001, "t": 602.9603, "r": 513.6264000000001, "b": 533.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 321 ] } ], "orig": "SPDs should be protected against short-circuit by suitable overcurrent protective devices. In accordance with Clause 2.5.2, the short-circuit withstand of the SPD, together with the overcurrent protective device, should be not less than the prospective short-circuit current at the point of installation.", "text": "SPDs should be protected against short-circuit by suitable overcurrent protective devices. In accordance with Clause 2.5.2, the short-circuit withstand of the SPD, together with the overcurrent protective device, should be not less than the prospective short-circuit current at the point of installation." }, { "self_ref": "#/texts/12058", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 528, "bbox": { "l": 85.0800000000001, "t": 526.9403, "r": 490.34400000000005, "b": 513.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "The current rating of the SPD overcurrent protective device should be-", "text": "The current rating of the SPD overcurrent protective device should be-" }, { "self_ref": "#/texts/12059", "parent": { "$ref": "#/groups/1153" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 528, "bbox": { "l": 85.0800000000001, "t": 506.96029999999996, "r": 513.6360000000011, "b": 479.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] } ], "orig": "(a) as recommended by the SPD manufacturer but not greater than the manufacturer's declared maximum backup fuse rating; and", "text": "(a) as recommended by the SPD manufacturer but not greater than the manufacturer's declared maximum backup fuse rating; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12060", "parent": { "$ref": "#/groups/1153" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 528, "bbox": { "l": 85.0800000000001, "t": 472.9402999999999, "r": 103.96200000000007, "b": 459.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "(b)", "text": "(b)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12061", "parent": { "$ref": "#/groups/1153" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 528, "bbox": { "l": 113.46840000000009, "t": 472.9402999999999, "r": 479.8752000000006, "b": 459.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "less than the rating of the immediate upstream protective device.", "text": "less than the rating of the immediate upstream protective device.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12062", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 528, "bbox": { "l": 96.41999999999999, "t": 455.87719999999996, "r": 513.3657359999992, "b": 417.583352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 163 ] } ], "orig": "NOTE: Notwithstanding the above, the following current ratings of HRC fuses or circuit-breakers are suitable for typical domestic applications, such as households:", "text": "NOTE: Notwithstanding the above, the following current ratings of HRC fuses or circuit-breakers are suitable for typical domestic applications, such as households:" }, { "self_ref": "#/texts/12063", "parent": { "$ref": "#/groups/1154" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 528, "bbox": { "l": 96.41999999999999, "t": 413.87650399999995, "r": 236.16026400000015, "b": 401.622824, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "(a) 32 A for a 40 kA SPD.", "text": "(a) 32 A for a 40 kA SPD.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12064", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 528, "bbox": { "l": 119.09919, "t": 397.856684, "r": 132.52773, "b": 385.603004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "or", "text": "or" }, { "self_ref": "#/texts/12065", "parent": { "$ref": "#/groups/1155" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 528, "bbox": { "l": 96.41890199999999, "t": 381.836864, "r": 242.5714860000002, "b": 369.583184, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "(b) 63 A for a 100 kA SPD.", "text": "(b) 63 A for a 100 kA SPD.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12066", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 528, "bbox": { "l": 85.07999999999993, "t": 362.9603, "r": 513.6227999999998, "b": 307.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 223 ] } ], "orig": "If an SPD is installed on the load side of an RCD, the RCD should have a breaking capacity of not less than 3 kA. S-type RCDs, in accordance with AS/NZS 61008.1 and AS/NZS 61009.1 are deemed to satisfy this recommendation.", "text": "If an SPD is installed on the load side of an RCD, the RCD should have a breaking capacity of not less than 3 kA. S-type RCDs, in accordance with AS/NZS 61008.1 and AS/NZS 61009.1 are deemed to satisfy this recommendation." }, { "self_ref": "#/texts/12067", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 528, "bbox": { "l": 85.07999999999993, "t": 300.9203, "r": 264.2196000000001, "b": 287.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "F1.2.5 Connecting conductors", "text": "F1.2.5 Connecting conductors", "level": 1 }, { "self_ref": "#/texts/12068", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 528, "bbox": { "l": 85.07999999999993, "t": 280.9403, "r": 513.6288000000006, "b": 211.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 322 ] } ], "orig": "Conductors used to connect an SPD to both the line, via the overcurrent protective device, and to the main earthing or neutral conductor should be consistent with the current rating of the backup fuse or circuit-breaker but should be not less than 6 mm 2 , be as short and direct as possible and with no loops.", "text": "Conductors used to connect an SPD to both the line, via the overcurrent protective device, and to the main earthing or neutral conductor should be consistent with the current rating of the backup fuse or circuit-breaker but should be not less than 6 mm 2 , be as short and direct as possible and with no loops." }, { "self_ref": "#/texts/12069", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 528, "bbox": { "l": 85.07999999999998, "t": 204.9203, "r": 517.3644000000003, "b": 163.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 160 ] } ], "orig": "The total conductor length between the two points of connection including both active and earth/neutral should be less than 1 m (ideally 300 mm-600 mm) overall.", "text": "The total conductor length between the two points of connection including both active and earth/neutral should be less than 1 m (ideally 300 mm-600 mm) overall." }, { "self_ref": "#/texts/12070", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 528, "bbox": { "l": 85.07999999999998, "t": 156.9203, "r": 513.6972000000006, "b": 129.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "A connection to the neutral conductor should be as close as practicable to the MEN link.", "text": "A connection to the neutral conductor should be as close as practicable to the MEN link." }, { "self_ref": "#/texts/12071", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 528, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12072", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 529, "bbox": { "l": 150.804918, "t": 832.9521762, "r": 430.99089659999936, "b": 799.7075010000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12073", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 529, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "525", "text": "525" }, { "self_ref": "#/texts/12074", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 529, "bbox": { "l": 85.08, "t": 752.9603, "r": 402.9336000000001, "b": 739.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "F2 SURGE PROTECTIVE EARTHING AND BONDING", "text": "F2 SURGE PROTECTIVE EARTHING AND BONDING", "level": 1 }, { "self_ref": "#/texts/12075", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 529, "bbox": { "l": 85.07999999999998, "t": 732.9203, "r": 513.6240000000001, "b": 677.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 268 ] } ], "orig": "Where conductive telecommunications conductors and equipment are employed, overvoltage protection may be required at buildings to prevent injury to people and to prevent damage to equipment. An example of how an injury can occur is shown in Figure F3 below.", "text": "Where conductive telecommunications conductors and equipment are employed, overvoltage protection may be required at buildings to prevent injury to people and to prevent damage to equipment. An example of how an injury can occur is shown in Figure F3 below." }, { "self_ref": "#/texts/12076", "parent": { "$ref": "#/pictures/215" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 529, "bbox": { "l": 136.44, "t": 400.8572, "r": 461.9453939999994, "b": 375.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "FIGURE F3 EXAMPLE OF HOW A TRANSIENT DEVELOPS A HAZARDOUS VOLTAGE DIFFERENCE IN A BUILDING", "text": "FIGURE F3 EXAMPLE OF HOW A TRANSIENT DEVELOPS A HAZARDOUS VOLTAGE DIFFERENCE IN A BUILDING" }, { "self_ref": "#/texts/12077", "parent": { "$ref": "#/pictures/215" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 529, "bbox": { "l": 408.133, "t": 498.1891928, "r": 449.71955905000004, "b": 490.9662056, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Electrical", "text": "Electrical" }, { "self_ref": "#/texts/12078", "parent": { "$ref": "#/pictures/215" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 529, "bbox": { "l": 408.133, "t": 490.3452248, "r": 462.57115000000016, "b": 483.1222376, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "Switchboard", "text": "Switchboard" }, { "self_ref": "#/texts/12079", "parent": { "$ref": "#/pictures/215" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 529, "bbox": { "l": 400.504, "t": 477.1062148, "r": 402.83227780000004, "b": 467.66076999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "I", "text": "I" }, { "self_ref": "#/texts/12080", "parent": { "$ref": "#/pictures/215" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 529, "bbox": { "l": 84.96, "t": 454.4765928, "r": 142.46008656000004, "b": 447.2536056, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Distant earth", "text": "Distant earth" }, { "self_ref": "#/texts/12081", "parent": { "$ref": "#/pictures/215" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 529, "bbox": { "l": 84.96, "t": 444.38320355999997, "r": 134.46689111999999, "b": 437.16021636, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "(zero volts)", "text": "(zero volts)" }, { "self_ref": "#/texts/12082", "parent": { "$ref": "#/pictures/215" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 529, "bbox": { "l": 339.4734, "t": 475.7768148, "r": 344.59058610000005, "b": 466.33137, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "V", "text": "V" }, { "self_ref": "#/texts/12083", "parent": { "$ref": "#/pictures/215" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 529, "bbox": { "l": 345.2408, "t": 469.20586119999996, "r": 348.18793949999997, "b": 465.39520239999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "E", "text": "E" }, { "self_ref": "#/texts/12084", "parent": { "$ref": "#/pictures/215" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 529, "bbox": { "l": 339.4734, "t": 475.7768148, "r": 344.59058610000005, "b": 466.33137, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "V", "text": "V" }, { "self_ref": "#/texts/12085", "parent": { "$ref": "#/pictures/215" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 529, "bbox": { "l": 345.2408, "t": 469.20586119999996, "r": 348.18793949999997, "b": 465.39520239999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "E", "text": "E" }, { "self_ref": "#/texts/12086", "parent": { "$ref": "#/pictures/215" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 529, "bbox": { "l": 146.0338, "t": 444.01229279999995, "r": 272.1427057599996, "b": 436.7893056, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "Telecommunications service", "text": "Telecommunications service" }, { "self_ref": "#/texts/12087", "parent": { "$ref": "#/pictures/215" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 529, "bbox": { "l": 395.89569589, "t": 435.43867235999994, "r": 464.52796537000006, "b": 428.21568515999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "Earth electrode", "text": "Earth electrode" }, { "self_ref": "#/texts/12088", "parent": { "$ref": "#/pictures/215" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 529, "bbox": { "l": 314.296, "t": 543.3576148, "r": 319.4131861, "b": 533.91217, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "V", "text": "V" }, { "self_ref": "#/texts/12089", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 529, "bbox": { "l": 85.07999999999998, "t": 362.9603, "r": 513.6612000000002, "b": 279.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 436 ] } ], "orig": "A transient overvoltage on the powerline may result in a high surge current to earth via the MEN link in the electrical switchboard. This momentarily raises the local earth potential typically by tens of thousands of volts. Thus, any object connected to the local earth, e.g. earthed electrical appliances, such as the refrigerator shown, metallic plumbing, concrete floor slab, etc., will momentarily be raised in potential.", "text": "A transient overvoltage on the powerline may result in a high surge current to earth via the MEN link in the electrical switchboard. This momentarily raises the local earth potential typically by tens of thousands of volts. Thus, any object connected to the local earth, e.g. earthed electrical appliances, such as the refrigerator shown, metallic plumbing, concrete floor slab, etc., will momentarily be raised in potential." }, { "self_ref": "#/texts/12090", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 529, "bbox": { "l": 85.07999999999996, "t": 272.96029999999996, "r": 513.6720000000008, "b": 203.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 345 ] } ], "orig": "To minimize the cost of installing overvoltage protection at domestic premises, all conductive services should enter the building as close as practicable to the main earth bar. To be effective the conductor from the telecommunications primary protection SPD to the main earth bar should be 1.5 m or less in length.", "text": "To minimize the cost of installing overvoltage protection at domestic premises, all conductive services should enter the building as close as practicable to the main earth bar. To be effective the conductor from the telecommunications primary protection SPD to the main earth bar should be 1.5 m or less in length." }, { "self_ref": "#/texts/12091", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 529, "bbox": { "l": 85.07999999999996, "t": 196.94029999999998, "r": 513.6336000000007, "b": 169.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 144 ] } ], "orig": "Bonding of metallic services, such as gas and water pipes, and conductive objects, e.g. concrete floors and metallic walls, etc. is recommended.", "text": "Bonding of metallic services, such as gas and water pipes, and conductive objects, e.g. concrete floors and metallic walls, etc. is recommended." }, { "self_ref": "#/texts/12092", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 529, "bbox": { "l": 85.07999999999996, "t": 162.9203, "r": 513.6816000000006, "b": 107.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 301 ] } ], "orig": "Primary protection for telecommunication lines is provided by a gas discharge tube type SPD. At domestic premises, this is preferably installed in a wall box near the electrical switchboard and connected to the main earth bar. Figure F4 shows this connection in the protector housing.", "text": "Primary protection for telecommunication lines is provided by a gas discharge tube type SPD. At domestic premises, this is preferably installed in a wall box near the electrical switchboard and connected to the main earth bar. Figure F4 shows this connection in the protector housing." }, { "self_ref": "#/texts/12093", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 529, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12094", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 529, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12095", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 530, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/12096", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 530, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12097", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 530, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "526", "text": "526" }, { "self_ref": "#/texts/12098", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 530, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/12099", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 530, "bbox": { "l": 85.07999999999996, "t": 752.9603, "r": 513.6432000000001, "b": 683.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 337 ] } ], "orig": "A special need exists for earthing of conductive telecommunications equipment. Current standards require a hard-wired earth for some equipment. There is a range of services which need to be bonded to the main earth bar via the telecommunications earth, e.g. telecommunications SPDs and cable screens, antennas, CATV, etc.", "text": "A special need exists for earthing of conductive telecommunications equipment. Current standards require a hard-wired earth for some equipment. There is a range of services which need to be bonded to the main earth bar via the telecommunications earth, e.g. telecommunications SPDs and cable screens, antennas, CATV, etc." }, { "self_ref": "#/texts/12100", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 530, "bbox": { "l": 85.07999999999993, "t": 676.9403, "r": 513.6407999999999, "b": 579.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 507 ] } ], "orig": "Some electrical installation practices make access to the earth electrode and earthing conductor difficult. To achieve the necessary short telecommunication bonding conductor, a bonding bar or terminal external to the main switchboard and mounted outside the meter box or electrical switchboard on an outside wall is recommended for domestic installations. It will assist telecommunications carriers if the bonding bar or terminal is provided when the switchboard is installed.", "text": "Some electrical installation practices make access to the earth electrode and earthing conductor difficult. To achieve the necessary short telecommunication bonding conductor, a bonding bar or terminal external to the main switchboard and mounted outside the meter box or electrical switchboard on an outside wall is recommended for domestic installations. It will assist telecommunications carriers if the bonding bar or terminal is provided when the switchboard is installed." }, { "self_ref": "#/texts/12101", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 530, "bbox": { "l": 85.07999999999998, "t": 572.9603, "r": 495.0852000000006, "b": 559.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "This method is detailed in AS/CA S009 and is shown below in Figure F4.", "text": "This method is detailed in AS/CA S009 and is shown below in Figure F4." }, { "self_ref": "#/texts/12102", "parent": { "$ref": "#/pictures/216" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 530, "bbox": { "l": 120.36, "t": 281.09719999999993, "r": 478.17733799999974, "b": 255.82343600000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "FIGURE F4 PREFERRED METHOD OF BONDING THE PRIMARY TELECOMMUNICATIONS PROTECTOR TO THE MAIN EARTH", "text": "FIGURE F4 PREFERRED METHOD OF BONDING THE PRIMARY TELECOMMUNICATIONS PROTECTOR TO THE MAIN EARTH" }, { "self_ref": "#/texts/12103", "parent": { "$ref": "#/pictures/216" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 530, "bbox": { "l": 134.7883, "t": 527.0761759999999, "r": 243.70365019999974, "b": 519.5745519999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "Electrical switchboard", "text": "Electrical switchboard" }, { "self_ref": "#/texts/12104", "parent": { "$ref": "#/pictures/216" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 530, "bbox": { "l": 265.7462, "t": 527.5231759999999, "r": 396.7807040200003, "b": 520.0215519999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "Equipotential bond to MEB", "text": "Equipotential bond to MEB" }, { "self_ref": "#/texts/12105", "parent": { "$ref": "#/pictures/216" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 530, "bbox": { "l": 260.03091378, "t": 517.0404202, "r": 402.4876114199999, "b": 509.5387961999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "via a bonding bar or terminal", "text": "via a bonding bar or terminal" }, { "self_ref": "#/texts/12106", "parent": { "$ref": "#/pictures/216" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 530, "bbox": { "l": 425.39809823999997, "t": 492.64401879999997, "r": 470.0646566800001, "b": 485.1423947999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "Protector", "text": "Protector" }, { "self_ref": "#/texts/12107", "parent": { "$ref": "#/pictures/216" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 530, "bbox": { "l": 428.714249, "t": 482.16126299999996, "r": 466.74664396000003, "b": 474.6596389999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "housing", "text": "housing" }, { "self_ref": "#/texts/12108", "parent": { "$ref": "#/pictures/216" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 530, "bbox": { "l": 271.7264, "t": 427.88027600000004, "r": 377.95121800000004, "b": 420.378652, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "<1.5 metres preferred", "text": "<1.5 metres preferred" }, { "self_ref": "#/texts/12109", "parent": { "$ref": "#/pictures/216" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 530, "bbox": { "l": 474.9675, "t": 415.232276, "r": 514.6607632800001, "b": 407.73065199999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "Bonding", "text": "Bonding" }, { "self_ref": "#/texts/12110", "parent": { "$ref": "#/pictures/216" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 530, "bbox": { "l": 474.9675, "t": 404.7495202, "r": 523.22391732, "b": 397.24789619999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "conductor", "text": "conductor" }, { "self_ref": "#/texts/12111", "parent": { "$ref": "#/pictures/216" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 530, "bbox": { "l": 214.761, "t": 356.009276, "r": 334.5287840600003, "b": 348.50765199999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "Main earthing conductor", "text": "Main earthing conductor" }, { "self_ref": "#/texts/12112", "parent": { "$ref": "#/pictures/216" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 530, "bbox": { "l": 214.278, "t": 398.622676, "r": 330.33675974000016, "b": 391.12105199999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "Bonding bar or terminal", "text": "Bonding bar or terminal" }, { "self_ref": "#/texts/12113", "parent": { "$ref": "#/pictures/216" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 530, "bbox": { "l": 214.278, "t": 388.1399202, "r": 411.5191467199994, "b": 380.63829619999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "(Communications Earth Terminal - CET)", "text": "(Communications Earth Terminal - CET)" }, { "self_ref": "#/texts/12114", "parent": { "$ref": "#/pictures/216" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 530, "bbox": { "l": 71.16, "t": 331.00657600000005, "r": 147.16427621999998, "b": 323.504952, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "Earth electrode", "text": "Earth electrode" }, { "self_ref": "#/texts/12115", "parent": { "$ref": "#/pictures/216" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 530, "bbox": { "l": 71.16, "t": 458.515776, "r": 135.43206625999994, "b": 451.01415199999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Equipotential", "text": "Equipotential" }, { "self_ref": "#/texts/12116", "parent": { "$ref": "#/pictures/216" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 530, "bbox": { "l": 71.16, "t": 448.0330202, "r": 137.82282289999995, "b": 440.53139619999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "bonding point", "text": "bonding point" }, { "self_ref": "#/texts/12117", "parent": { "$ref": "#/pictures/216" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 530, "bbox": { "l": 243.5222, "t": 497.90177600000004, "r": 387.21803201999944, "b": 490.400152, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "Main earthing bar or terminal", "text": "Main earthing bar or terminal" }, { "self_ref": "#/texts/12118", "parent": { "$ref": "#/pictures/216" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 530, "bbox": { "l": 214.761, "t": 343.3640511, "r": 494.3330187599994, "b": 335.9851057939394, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "NOTE: The main earthing conductor should be short and direct", "text": "NOTE: The main earthing conductor should be short and direct" }, { "self_ref": "#/texts/12119", "parent": { "$ref": "#/pictures/216" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 530, "bbox": { "l": 246.75713327999998, "t": 332.58193109999996, "r": 326.7771625199999, "b": 325.20298579393943, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "(no loops or coils)", "text": "(no loops or coils)" }, { "self_ref": "#/texts/12120", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 530, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12121", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 531, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12122", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 531, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "527", "text": "527" }, { "self_ref": "#/texts/12123", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 531, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12124", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 531, "bbox": { "l": 115.32, "t": 728.9603, "r": 483.5972100000003, "b": 692.55308, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "APPENDIX G DEGREES OF PROTECTION OF ENCLOSED EQUIPMENT", "text": "APPENDIX G DEGREES OF PROTECTION OF ENCLOSED EQUIPMENT", "level": 1 }, { "self_ref": "#/texts/12125", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 531, "bbox": { "l": 262.02, "t": 683.9603, "r": 336.64680000000027, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "(Informative)", "text": "(Informative)", "level": 1 }, { "self_ref": "#/texts/12126", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 531, "bbox": { "l": 85.07999999999998, "t": 663.9203, "r": 513.5928000000004, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 156 ] } ], "orig": "The degree of ingress protection of an item of enclosed equipment is expressed as an IP (Ingress Protection) rating, in accordance with AS 60529.", "text": "The degree of ingress protection of an item of enclosed equipment is expressed as an IP (Ingress Protection) rating, in accordance with AS 60529." }, { "self_ref": "#/texts/12127", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 531, "bbox": { "l": 85.07999999999998, "t": 615.9203, "r": 513.628800000001, "b": 588.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 116 ] } ], "orig": "The 'IP' rating is usually written as 'IP' followed by two numbers and, sometimes, an additional letter.", "text": "The 'IP' rating is usually written as 'IP' followed by two numbers and, sometimes, an additional letter." }, { "self_ref": "#/texts/12128", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 531, "bbox": { "l": 85.07999999999998, "t": 581.9603, "r": 513.6132000000007, "b": 540.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 173 ] } ], "orig": "The first number, from 1 to 6, designates a degree of 'protection against solid objects', and 'protection of persons against access to hazardous parts'.", "text": "The first number, from 1 to 6, designates a degree of 'protection against solid objects', and 'protection of persons against access to hazardous parts'." }, { "self_ref": "#/texts/12129", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 531, "bbox": { "l": 85.07999999999998, "t": 533.9603, "r": 513.558000000001, "b": 506.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "The second number, from 1 to 8, designates a degree of 'protection against entry of water with harmful effects'.", "text": "The second number, from 1 to 8, designates a degree of 'protection against entry of water with harmful effects'." }, { "self_ref": "#/texts/12130", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 531, "bbox": { "l": 85.07999999999998, "t": 499.9402999999999, "r": 513.5928, "b": 472.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "If a specific degree of protection is not designated, an 'X' is used instead of either one or both numbers.", "text": "If a specific degree of protection is not designated, an 'X' is used instead of either one or both numbers." }, { "self_ref": "#/texts/12131", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 531, "bbox": { "l": 85.08000000000004, "t": 465.9202999999999, "r": 513.5868, "b": 438.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 140 ] } ], "orig": "The additional letter, from A to D, when used, designates a degree of 'protection of persons against access to hazardous parts'.", "text": "The additional letter, from A to D, when used, designates a degree of 'protection of persons against access to hazardous parts'." }, { "self_ref": "#/texts/12132", "parent": { "$ref": "#/groups/1156" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 531, "bbox": { "l": 66.6, "t": 433.4522, "r": 513.6287999999996, "b": 362.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 360 ] } ], "orig": "AS/NZS 60947.3:2015, Annex D, refers to an IP56NW rating for switch disconnectors within enclosures; this is required in AS/NZS 5033 PV Installations. 'NW' is in reference to no water entry into the enclosure. The test procedure is identical to that undertaken to verify the IPx6 rating but no water is to enter the enclosure during the test. *", "text": "AS/NZS 60947.3:2015, Annex D, refers to an IP56NW rating for switch disconnectors within enclosures; this is required in AS/NZS 5033 PV Installations. 'NW' is in reference to no water entry into the enclosure. The test procedure is identical to that undertaken to verify the IPx6 rating but no water is to enter the enclosure during the test. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12133", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 531, "bbox": { "l": 85.08000000000004, "t": 355.94029999999975, "r": 513.5664000000005, "b": 328.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "On infrequent occasions, a supplementary letter, H, M, S or W, is used to designate special classes of electrical equipment.", "text": "On infrequent occasions, a supplementary letter, H, M, S or W, is used to designate special classes of electrical equipment." }, { "self_ref": "#/texts/12134", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 531, "bbox": { "l": 96.42, "t": 324.83719999999994, "r": 145.63345799999996, "b": 312.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/12135", "parent": { "$ref": "#/groups/1157" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 531, "bbox": { "l": 96.42, "t": 308.876672, "r": 513.3723240000002, "b": 283.60290800000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 145 ] } ], "orig": "1 Figure G1 gives further information and Figure G2 gives an example to facilitate the understanding of the IP code covered by AS 60529.", "text": "1 Figure G1 gives further information and Figure G2 gives an example to facilitate the understanding of the IP code covered by AS 60529.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12136", "parent": { "$ref": "#/groups/1157" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 531, "bbox": { "l": 96.42, "t": 279.836768, "r": 292.6051499999999, "b": 267.5830880000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "2 Refer to AS 60529 for test results.", "text": "2 Refer to AS 60529 for test results.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12137", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 531, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12138", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 532, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12139", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 532, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "528", "text": "528" }, { "self_ref": "#/texts/12140", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 532, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/12141", "parent": { "$ref": "#/pictures/217" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 532, "bbox": { "l": 210.54, "t": 291.1173, "r": 387.92519399999975, "b": 278.8636200000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "FIGURE G1 (in part) IP CODES", "text": "FIGURE G1 (in part) IP CODES" }, { "self_ref": "#/texts/12142", "parent": { "$ref": "#/pictures/217" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 532, "bbox": { "l": 94.86, "t": 749.0083999999999, "r": 419.9007839999995, "b": 737.8260799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "G1a-First numeral-Protection against ingress of solid objects", "text": "G1a-First numeral-Protection against ingress of solid objects" }, { "self_ref": "#/texts/12143", "parent": { "$ref": "#/pictures/217" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 532, "bbox": { "l": 436.85662799999943, "t": 749.0083999999999, "r": 505.18400999999915, "b": 737.8260799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Protection of", "text": "Protection of" }, { "self_ref": "#/texts/12144", "parent": { "$ref": "#/pictures/217" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 532, "bbox": { "l": 449.10006599999997, "t": 737.0084479999999, "r": 492.9245400000001, "b": 725.8261279999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "persons", "text": "persons" }, { "self_ref": "#/texts/12145", "parent": { "$ref": "#/pictures/217" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 532, "bbox": { "l": 431.93981399999996, "t": 725.0084959999999, "r": 510.15092400000003, "b": 713.8261759999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "against access", "text": "against access" }, { "self_ref": "#/texts/12146", "parent": { "$ref": "#/pictures/217" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 532, "bbox": { "l": 436.73939399999995, "t": 713.0085439999999, "r": 505.36837799999995, "b": 701.8262239999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "to hazardous", "text": "to hazardous" }, { "self_ref": "#/texts/12147", "parent": { "$ref": "#/pictures/217" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 532, "bbox": { "l": 444.53896199999997, "t": 701.0085919999999, "r": 497.52672599999977, "b": 689.8262719999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "parts with", "text": "parts with" }, { "self_ref": "#/texts/12148", "parent": { "$ref": "#/pictures/217" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 532, "bbox": { "l": 99.42, "t": 716.1283999999999, "r": 112.26363600000002, "b": 704.9460799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "IP", "text": "IP" }, { "self_ref": "#/texts/12149", "parent": { "$ref": "#/pictures/217" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 532, 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"t": 473.7884, "r": 132.083526, "b": 462.60608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "D", "text": "D" }, { "self_ref": "#/texts/12294", "parent": { "$ref": "#/pictures/219" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 534, "bbox": { "l": 96.480462, "t": 456.74838800000003, "r": 157.42611000000002, "b": 445.56606800000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "For use with", "text": "For use with" }, { "self_ref": "#/texts/12295", "parent": { "$ref": "#/pictures/219" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 534, "bbox": { "l": 88.980492, "t": 444.748436, "r": 164.96115000000003, "b": 433.566116, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "first numerals 2", "text": "first numerals 2" }, { "self_ref": "#/texts/12296", "parent": { "$ref": "#/pictures/219" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { 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"content_layer": "body", "label": "text", "prov": [ { "page_no": 534, "bbox": { "l": 175.799784, "t": 465.268394, "r": 283.53282, "b": 454.086074, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "100 mm long is not to", "text": "100 mm long is not to" }, { "self_ref": "#/texts/12300", "parent": { "$ref": "#/pictures/219" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 534, "bbox": { "l": 169.980168, "t": 453.268442, "r": 286.4786999999997, "b": 442.086122, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "contact hazardous parts", "text": "contact hazardous parts" }, { "self_ref": "#/texts/12301", "parent": { "$ref": "#/pictures/219" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 534, "bbox": { "l": 169.980168, "t": 441.26849, "r": 290.0909099999999, "b": 430.08617, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "when spherical stop face", "text": "when spherical stop face" }, { "self_ref": "#/texts/12302", "parent": { "$ref": "#/pictures/219" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 534, "bbox": { "l": 169.980168, "t": 429.268538, "r": 259.8735960000001, "b": 418.086218, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "is partially entered", "text": "is partially entered" }, { "self_ref": "#/texts/12303", "parent": { "$ref": "#/pictures/219" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 534, "bbox": { "l": 458.760516, "t": 453.268034, "r": 483.33156, "b": 442.085714, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "Wire", "text": "Wire" }, { "self_ref": "#/texts/12304", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 534, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12305", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 535, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/12306", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 535, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12307", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 535, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "531", "text": "531" }, { "self_ref": "#/texts/12308", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 535, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12309", "parent": { "$ref": "#/pictures/220" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 535, "bbox": { "l": 96.66, "t": 734.1030443999999, "r": 151.85896178000007, "b": 726.5882488, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "Code letters", "text": "Code letters" }, { "self_ref": "#/texts/12310", "parent": { "$ref": "#/pictures/220" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 535, "bbox": { "l": 96.66, "t": 723.60188263, "r": 184.94061571999995, "b": 716.08708703, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "(ingress protection)", "text": "(ingress protection)" }, { "self_ref": "#/texts/12311", "parent": { "$ref": "#/pictures/220" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 535, "bbox": { "l": 96.66, "t": 695.3069443999999, "r": 221.17181099999985, "b": 687.7921488, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "First characteristic numeral", "text": "First characteristic numeral" }, { "self_ref": "#/texts/12312", "parent": { "$ref": "#/pictures/220" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 535, "bbox": { "l": 96.66, "t": 684.80578263, "r": 225.5838876599998, "b": 677.29098703, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "(numerals 0 to 6, or letter X)", "text": "(numerals 0 to 6, or letter X)" }, { "self_ref": "#/texts/12313", "parent": { "$ref": "#/pictures/220" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 535, "bbox": { "l": 96.66, "t": 656.5113444, "r": 234.5711680200001, "b": 648.9965488, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "Second characteristic numeral", "text": "Second characteristic numeral" }, { "self_ref": "#/texts/12314", "parent": { "$ref": "#/pictures/220" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 535, "bbox": { "l": 96.66, "t": 646.01018263, "r": 225.6119251199998, "b": 638.4953870300001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "(numerals 0 to 8, or letter X)", "text": "(numerals 0 to 8, or letter X)" }, { "self_ref": "#/texts/12315", "parent": { "$ref": "#/pictures/220" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 535, "bbox": { "l": 96.66, "t": 617.7162443999999, "r": 215.22192214000023, "b": 610.2014488, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "Additional letter (optional)", "text": "Additional letter (optional)" }, { "self_ref": "#/texts/12316", "parent": { "$ref": "#/pictures/220" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 535, "bbox": { "l": 96.66, "t": 607.21508263, "r": 171.1869671599999, "b": 599.70028703, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "(letters A,B,C,D)", "text": "(letters A,B,C,D)" }, { "self_ref": "#/texts/12317", "parent": { "$ref": "#/pictures/220" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 535, "bbox": { "l": 96.66, "t": 578.9212444, "r": 215.22192214000023, "b": 571.4064488, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "Additional letter (optional)", "text": "Additional letter (optional)" }, { "self_ref": "#/texts/12318", "parent": { "$ref": "#/pictures/220" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 535, "bbox": { "l": 96.66, "t": 568.42008263, "r": 174.71204053999992, "b": 560.9052870300001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "(letters H,M,S,W)", "text": "(letters H,M,S,W)" }, { "self_ref": "#/texts/12319", "parent": { "$ref": "#/pictures/220" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 535, "bbox": { "l": 335.0382, "t": 752.1609444, "r": 343.83856396000004, "b": 744.6461488, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "IP", "text": "IP" }, { "self_ref": "#/texts/12320", "parent": { "$ref": "#/pictures/220" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 535, "bbox": { "l": 375.66278030000007, "t": 752.1609444, "r": 380.38666750000004, "b": 744.6461488, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "2", "text": "2" }, { "self_ref": "#/texts/12321", "parent": { "$ref": "#/pictures/220" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 535, "bbox": { "l": 414.24912222000006, "t": 752.1609444, "r": 418.97300942000004, "b": 744.6461488, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "3", "text": "3" }, { "self_ref": "#/texts/12322", "parent": { "$ref": "#/pictures/220" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 535, "bbox": { "l": 452.13027954000006, "t": 752.1609444, "r": 458.2645359400001, "b": 744.6461488, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "C", "text": "C" }, { "self_ref": "#/texts/12323", "parent": { "$ref": "#/pictures/220" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 535, "bbox": { "l": 490.7183207000001, "t": 752.1609444, "r": 496.85257710000013, "b": 744.6461488, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "H", "text": "H" }, { "self_ref": "#/texts/12324", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 535, "bbox": { "l": 85.08, "t": 545.6453, "r": 131.95019999999997, "b": 535.6013, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "LEGEND:", "text": "LEGEND:", "level": 1 }, { "self_ref": "#/texts/12325", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 535, "bbox": { "l": 85.08, "t": 534.6052999999999, "r": 287.15610000000044, "b": 524.5613, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "An enclosure with this designation (IP Code)-", "text": "An enclosure with this designation (IP Code)-" }, { "self_ref": "#/texts/12326", "parent": { "$ref": "#/groups/1158" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 535, "bbox": { "l": 85.08, "t": 523.6252999999999, "r": 509.8503000000009, "b": 491.5609999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 209 ] } ], "orig": "2 protects persons against access to hazardous parts with fingers; and protects the equipment inside the enclosure against ingress of solid foreign objects having a diameter of 12.5 mm and greater", "text": "2 protects persons against access to hazardous parts with fingers; and protects the equipment inside the enclosure against ingress of solid foreign objects having a diameter of 12.5 mm and greater", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12327", "parent": { "$ref": "#/groups/1158" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 535, "bbox": { "l": 85.07999999999997, "t": 490.6249999999999, "r": 509.8314000000012, "b": 469.6009999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 132 ] } ], "orig": "3 protects the equipment inside the enclosure against the harmful effects because of water sprayed against the enclosure", "text": "3 protects the equipment inside the enclosure against the harmful effects because of water sprayed against the enclosure", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12328", "parent": { "$ref": "#/groups/1158" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 535, "bbox": { "l": 85.07999999999997, "t": 468.60469999999987, "r": 509.9466000000002, "b": 436.60069999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 216 ] } ], "orig": "C protects persons handling tools having a diameter of 2.5 mm and greater and a length not exceeding 100 mm against access to hazardous parts (the tool may penetrate the enclosure up to its full length)", "text": "C protects persons handling tools having a diameter of 2.5 mm and greater and a length not exceeding 100 mm against access to hazardous parts (the tool may penetrate the enclosure up to its full length)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12329", "parent": { "$ref": "#/groups/1158" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 535, "bbox": { "l": 85.08089999999997, "t": 435.6043999999998, "r": 333.11190000000045, "b": 425.56039999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "H indicates that the equipment is high voltage apparatus", "text": "H indicates that the equipment is high voltage apparatus", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12330", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 535, "bbox": { "l": 190.02, "t": 406.8572, "r": 408.36388800000043, "b": 394.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "FIGURE G2 EXAMPLE OF 'IP' RATING", "text": "FIGURE G2 EXAMPLE OF 'IP' RATING", "level": 1 }, { "self_ref": "#/texts/12331", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 535, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12332", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 536, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12333", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 536, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12334", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 536, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "532", "text": "532" }, { "self_ref": "#/texts/12335", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 536, "bbox": { "l": 85.07999999999998, "t": 655.9403, "r": 176.11079999999987, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "H1 GENERAL", "text": "H1 GENERAL", "level": 1 }, { "self_ref": "#/texts/12336", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 536, "bbox": { "l": 85.07999999999998, "t": 635.9603, "r": 208.1279999999999, "b": 622.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "H1.1 Classification", "text": "H1.1 Classification", "level": 1 }, { "self_ref": "#/texts/12337", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 536, "bbox": { "l": 85.07999999999998, "t": 615.9203, "r": 513.6336000000002, "b": 560.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 296 ] } ], "orig": "This Appendix provides guidance on the application of the WS classification of wiring systems, in accordance with AS/NZS 3013. Wiring systems, comprising cable, busway, support, fixing and enclosure elements are classified in accordance with the ability of the complete system to-", "text": "This Appendix provides guidance on the application of the WS classification of wiring systems, in accordance with AS/NZS 3013. Wiring systems, comprising cable, busway, support, fixing and enclosure elements are classified in accordance with the ability of the complete system to-" }, { "self_ref": "#/texts/12338", "parent": { "$ref": "#/groups/1159" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 536, "bbox": { "l": 85.07999999999998, "t": 553.9403, "r": 513.6168000000001, "b": 526.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "(a) maintain circuit integrity under fire conditions for a specified period; and", "text": "(a) maintain circuit integrity under fire conditions for a specified period; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12339", "parent": { "$ref": "#/groups/1159" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 536, "bbox": { "l": 85.08000000000001, "t": 519.9202999999999, "r": 513.6144000000005, "b": 492.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "(b) maintain circuit integrity against mechanical damage of specified severity.", "text": "(b) maintain circuit integrity against mechanical damage of specified severity.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12340", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 536, "bbox": { "l": 113.46, "t": 488.87719999999996, "r": 513.2813279999987, "b": 463.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "NOTE: Elements of a wiring system may need replacement after exposure to a hazard.", "text": "NOTE: Elements of a wiring system may need replacement after exposure to a hazard." }, { "self_ref": "#/texts/12341", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 536, "bbox": { "l": 85.07999999999996, "t": 456.9203, "r": 513.6732000000006, "b": 415.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 152 ] } ], "orig": "This Appendix applies only to wiring systems that are in all other respects safe and suitable for their intended use and comply with relevant Standards.", "text": "This Appendix applies only to wiring systems that are in all other respects safe and suitable for their intended use and comply with relevant Standards." }, { "self_ref": "#/texts/12342", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 536, "bbox": { "l": 85.07999999999996, "t": 408.92029999999994, "r": 513.6215999999996, "b": 367.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 207 ] } ], "orig": "The use of wiring systems tested in accordance with AS/NZS 3013 may not be necessary where elements of building construction provide satisfactory protection against the effects of fire and mechanical damage.", "text": "The use of wiring systems tested in accordance with AS/NZS 3013 may not be necessary where elements of building construction provide satisfactory protection against the effects of fire and mechanical damage." }, { "self_ref": "#/texts/12343", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 536, "bbox": { "l": 96.42, "t": 363.8372, "r": 513.3437759999991, "b": 312.583658, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 253 ] } ], "orig": "NOTE: The degree of protection against fire and mechanical damage required of a wiring system depends on the application. To determine specific requirements, reference should be made to Standards dealing with a particular application (see Paragraph H2).", "text": "NOTE: The degree of protection against fire and mechanical damage required of a wiring system depends on the application. To determine specific requirements, reference should be made to Standards dealing with a particular application (see Paragraph H2)." }, { "self_ref": "#/texts/12344", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 536, "bbox": { "l": 85.08, "t": 305.96029999999996, "r": 197.87039999999993, "b": 292.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "H1.2 Designation", "text": "H1.2 Designation", "level": 1 }, { "self_ref": "#/texts/12345", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 536, "bbox": { "l": 85.08, "t": 285.9203, "r": 177.6300000000001, "b": 272.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "H1.2.1 General", "text": "H1.2.1 General", "level": 1 }, { "self_ref": "#/texts/12346", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 536, "bbox": { "l": 85.07999999999997, "t": 265.9403, "r": 513.6096000000007, "b": 210.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 285 ] } ], "orig": "The basic designation used to indicate the ability of a wiring system to maintain circuit integrity under fire conditions for a specified period and to maintain circuit integrity against mechanical damage of specified severity consists of a code of four characters.", "text": "The basic designation used to indicate the ability of a wiring system to maintain circuit integrity under fire conditions for a specified period and to maintain circuit integrity against mechanical damage of specified severity consists of a code of four characters." }, { "self_ref": "#/texts/12347", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 536, "bbox": { "l": 85.07999999999998, "t": 203.96029999999996, "r": 232.04159999999982, "b": 190.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "H1.2.2 Basic designation", "text": "H1.2.2 Basic designation", "level": 1 }, { "self_ref": "#/texts/12348", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 536, "bbox": { "l": 85.07999999999998, "t": 183.9203, "r": 382.40760000000034, "b": 170.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "The designation consists of the following characters:", "text": "The designation consists of the following characters:" }, { "self_ref": "#/texts/12349", "parent": { "$ref": "#/groups/1160" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 536, "bbox": { "l": 85.07999999999998, "t": 163.94029999999998, "r": 377.22480000000024, "b": 150.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "(a) The characteristic letters 'WS' (wiring system).", "text": "(a) The characteristic letters 'WS' (wiring system).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12350", "parent": { "$ref": "#/groups/1160" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 536, "bbox": { "l": 85.07999999999998, "t": 143.96030000000007, "r": 513.6048000000011, "b": 116.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "(b) Followed by a first characteristic numeral, where applicable (see Paragraph H1.3).", "text": "(b) Followed by a first characteristic numeral, where applicable (see Paragraph H1.3).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12351", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 536, "bbox": { "l": 258.0, "t": 728.9603, "r": 340.7676000000001, "b": 715.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "APPENDIX H", "text": "APPENDIX H", "level": 1 }, { "self_ref": "#/texts/12352", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 536, "bbox": { "l": 157.02, "t": 707.0834, "r": 441.97702200000026, "b": 692.55308, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "WS CLASSIFICATION OF WIRING SYSTEMS", "text": "WS CLASSIFICATION OF WIRING SYSTEMS", "level": 1 }, { "self_ref": "#/texts/12353", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 536, "bbox": { "l": 262.02, "t": 683.9603, "r": 336.64680000000027, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "(Informative)", "text": "(Informative)" }, { "self_ref": "#/texts/12354", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 536, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12355", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 537, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/12356", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 537, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12357", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 537, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "533", "text": "533" }, { "self_ref": "#/texts/12358", "parent": { "$ref": "#/groups/1161" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 537, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12359", "parent": { "$ref": "#/groups/1162" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 537, "bbox": { "l": 85.08, "t": 752.9603, "r": 513.6155999999999, "b": 725.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "(c) Followed by a second characteristic numeral, where applicable (see Paragraph H1.4).", "text": "(c) Followed by a second characteristic numeral, where applicable (see Paragraph H1.4).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12360", "parent": { "$ref": "#/groups/1162" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 537, "bbox": { "l": 85.07999999999998, "t": 718.9403, "r": 513.6108000000006, "b": 691.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "(d) A supplementary letter W, which may be added when required (see Paragraph H1.5).", "text": "(d) A supplementary letter W, which may be added when required (see Paragraph H1.5).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12361", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 537, "bbox": { "l": 85.07999999999998, "t": 684.9203, "r": 364.0596000000002, "b": 671.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "H1.2.3 Single characteristic numeral designation", "text": "H1.2.3 Single characteristic numeral designation", "level": 1 }, { "self_ref": "#/texts/12362", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 537, "bbox": { "l": 85.07999999999998, "t": 664.9403, "r": 513.6252000000005, "b": 623.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 201 ] } ], "orig": "Where a class of protection is indicated by only one characteristic numeral, the letter X is used in the position normally occupied by the omitted characteristic numeral, e.g. WSX5 or WS2X.", "text": "Where a class of protection is indicated by only one characteristic numeral, the letter X is used in the position normally occupied by the omitted characteristic numeral, e.g. WSX5 or WS2X." }, { "self_ref": "#/texts/12363", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 537, "bbox": { "l": 85.07999999999998, "t": 616.9403, "r": 291.76200000000017, "b": 603.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "H1.3 First characteristic numeral", "text": "H1.3 First characteristic numeral", "level": 1 }, { "self_ref": "#/texts/12364", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 537, "bbox": { "l": 85.07999999999998, "t": 596.9603, "r": 513.662400000001, "b": 569.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 161 ] } ], "orig": "The first characteristic numeral represents the time for which the wiring system is able to maintain circuit integrity under specified fire conditions.", "text": "The first characteristic numeral represents the time for which the wiring system is able to maintain circuit integrity under specified fire conditions." }, { "self_ref": "#/texts/12365", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 537, "bbox": { "l": 85.07999999999996, "t": 562.9403, "r": 513.6264000000006, "b": 521.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 213 ] } ], "orig": "Table H1 gives the minimum time the wiring system needs to maintain circuit integrity, when tested in accordance with AS/NZS 3013, in order to be assigned the associated characteristic numeral.", "text": "Table H1 gives the minimum time the wiring system needs to maintain circuit integrity, when tested in accordance with AS/NZS 3013, in order to be assigned the associated characteristic numeral." }, { "self_ref": "#/texts/12366", "parent": { "$ref": "#/tables/111" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 537, "bbox": { "l": 164.76, "t": 507.9203, "r": 433.9692, "b": 460.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "TABLE H1 DEGREE OF PROTECTION INDICATED BY THE FIRST CHARACTERISTIC NUMERAL", "text": "TABLE H1 DEGREE OF PROTECTION INDICATED BY THE FIRST CHARACTERISTIC NUMERAL" }, { "self_ref": "#/texts/12367", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 537, "bbox": { "l": 85.08, "t": 257.4203, "r": 309.39480000000026, "b": 244.02829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "H1.4 Second characteristic numeral", "text": "H1.4 Second characteristic numeral", "level": 1 }, { "self_ref": "#/texts/12368", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 537, "bbox": { "l": 85.07999999999998, "t": 237.44029999999998, "r": 513.6648000000012, "b": 196.02830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 179 ] } ], "orig": "The second characteristic numeral represents the degree of mechanical impact and cutting load to which the wiring system can be subjected without losing circuit integrity.", "text": "The second characteristic numeral represents the degree of mechanical impact and cutting load to which the wiring system can be subjected without losing circuit integrity." }, { "self_ref": "#/texts/12369", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 537, "bbox": { "l": 85.07999999999998, "t": 189.44029999999998, "r": 513.6240000000006, "b": 162.06830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "Table H2 indicates the degree of impact for which the wiring system needs to maintain circuit integrity when tested in accordance with AS/NZS 3013.", "text": "Table H2 indicates the degree of impact for which the wiring system needs to maintain circuit integrity when tested in accordance with AS/NZS 3013." }, { "self_ref": "#/texts/12370", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 537, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12371", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 538, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12372", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 538, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "534", "text": "534" }, { "self_ref": "#/texts/12373", "parent": { "$ref": "#/groups/1163" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 538, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12374", "parent": { "$ref": "#/tables/112" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 538, "bbox": { "l": 156.29999999999998, "t": 752.9003, "r": 442.3751999999996, "b": 705.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "TABLE H2 DEGREE OF PROTECTION INDICATED BY THE SECOND CHARACTERISTIC NUMERAL", "text": "TABLE H2 DEGREE OF PROTECTION INDICATED BY THE SECOND CHARACTERISTIC NUMERAL" }, { "self_ref": "#/texts/12375", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 538, "bbox": { "l": 85.08, "t": 514.4603, "r": 266.4984000000003, "b": 501.06829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "H1.5 Supplementary letter W", "text": "H1.5 Supplementary letter W", "level": 1 }, { "self_ref": "#/texts/12376", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 538, "bbox": { "l": 85.07999999999998, "t": 494.42029999999994, "r": 513.6120000000013, "b": 467.0482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 146 ] } ], "orig": "The addition of the supplementary letter W to a wiring system designation means that the wiring system is able to maintain circuit integrity when-", "text": "The addition of the supplementary letter W to a wiring system designation means that the wiring system is able to maintain circuit integrity when-" }, { "self_ref": "#/texts/12377", "parent": { "$ref": "#/groups/1164" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 538, "bbox": { "l": 85.07999999999998, "t": 460.4602999999999, "r": 513.684000000001, "b": 433.0282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "(a) tested for protection against exposure to fire for the period specified by the first characteristic numeral; and", "text": "(a) tested for protection against exposure to fire for the period specified by the first characteristic numeral; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12378", "parent": { "$ref": "#/groups/1164" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 538, "bbox": { "l": 85.07999999999998, "t": 426.44029999999987, "r": 243.35040000000015, "b": 413.04829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "(b) then hosed with water.", "text": "(b) then hosed with water.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12379", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 538, "bbox": { "l": 85.07999999999998, "t": 406.46029999999985, "r": 264.1319999999998, "b": 393.06829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "H1.6 Supply and installation", "text": "H1.6 Supply and installation", "level": 1 }, { "self_ref": "#/texts/12380", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 538, "bbox": { "l": 85.07999999999998, "t": 386.4202999999998, "r": 207.54720000000003, "b": 373.02829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "H1.6.1 Components", "text": "H1.6.1 Components", "level": 1 }, { "self_ref": "#/texts/12381", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 538, "bbox": { "l": 85.07999999999998, "t": 366.4402999999998, "r": 513.6696000000002, "b": 339.0682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 111 ] } ], "orig": "All components of a wiring system assigned a particular classification should comply with AS/NZS 3013.", "text": "All components of a wiring system assigned a particular classification should comply with AS/NZS 3013." }, { "self_ref": "#/texts/12382", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 538, "bbox": { "l": 85.08000000000004, "t": 332.42029999999977, "r": 201.41640000000004, "b": 319.0282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "H1.6.2 Instructions", "text": "H1.6.2 Instructions", "level": 1 }, { "self_ref": "#/texts/12383", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 538, "bbox": { "l": 85.08000000000004, "t": 312.44029999999975, "r": 513.6096000000007, "b": 257.0482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 298 ] } ], "orig": "Wiring system suppliers should provide installers with complete, concise details of methods of fixing and support for the wiring system required to achieve its classification in accordance with AS/NZS 3013, including instructions on the correct orientation of the wiring system.", "text": "Wiring system suppliers should provide installers with complete, concise details of methods of fixing and support for the wiring system required to achieve its classification in accordance with AS/NZS 3013, including instructions on the correct orientation of the wiring system." }, { "self_ref": "#/texts/12384", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 538, "bbox": { "l": 85.08000000000004, "t": 250.46029999999973, "r": 513.6576, "b": 195.06829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 245 ] } ], "orig": "Installers should install wiring systems strictly in accordance with the supplier's instructions. Substitution of appropriately tested supports and fixings of equivalent or greater classification and load capacity are acceptable.", "text": "Installers should install wiring systems strictly in accordance with the supplier's instructions. Substitution of appropriately tested supports and fixings of equivalent or greater classification and load capacity are acceptable." }, { "self_ref": "#/texts/12385", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 538, "bbox": { "l": 85.08000000000007, "t": 180.44029999999975, "r": 397.7400000000001, "b": 167.0482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "H2 PARTICULAR WIRING SYSTEM APPLICATIONS", "text": "H2 PARTICULAR WIRING SYSTEM APPLICATIONS", "level": 1 }, { "self_ref": "#/texts/12386", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 538, "bbox": { "l": 85.08000000000007, "t": 160.46029999999973, "r": 211.1904000000001, "b": 147.06829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "H2.1 Building Code", "text": "H2.1 Building Code", "level": 1 }, { "self_ref": "#/texts/12387", "parent": { "$ref": "#/pictures/221" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 538, "bbox": { "l": 520.2599, "t": 157.8804, "r": 532.5335, "b": 144.48839999999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "A", "text": "A" }, { "self_ref": "#/texts/12388", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 538, "bbox": { "l": 85.08000000000007, "t": 140.42029999999977, "r": 513.609600000001, "b": 113.0482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "The Building Code of Australia (NCC Volume 1) requires wiring systems supplying a substation or main switchboard, that supplies equipment", "text": "The Building Code of Australia (NCC Volume 1) requires wiring systems supplying a substation or main switchboard, that supplies equipment" }, { "self_ref": "#/texts/12389", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 538, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12390", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 539, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12391", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 539, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "535", "text": "535" }, { "self_ref": "#/texts/12392", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 539, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/12393", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 539, "bbox": { "l": 85.08, "t": 752.9603, "r": 513.5556000000005, "b": 725.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "required to operate in an emergency mode, to have a wiring system rating of-", "text": "required to operate in an emergency mode, to have a wiring system rating of-" }, { "self_ref": "#/texts/12394", "parent": { "$ref": "#/groups/1165" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 539, "bbox": { "l": 85.08000000000004, "t": 718.9403, "r": 504.8136000000002, "b": 705.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(a) WS53W, if located in a position subject to damage by motor vehicles;", "text": "(a) WS53W, if located in a position subject to damage by motor vehicles;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12395", "parent": { "$ref": "#/groups/1165" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 539, "bbox": { "l": 85.08000000000004, "t": 698.9603, "r": 245.46479999999985, "b": 685.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "(b) WS52W, elsewhere; or", "text": "(b) WS52W, elsewhere; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12396", "parent": { "$ref": "#/groups/1165" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 539, "bbox": { "l": 85.08000000000004, "t": 678.9203, "r": 517.2684000000008, "b": 651.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 111 ] } ], "orig": "(c) otherwise enclosed or protected by construction having a fire-resistance level of not less than120/120/120.", "text": "(c) otherwise enclosed or protected by construction having a fire-resistance level of not less than120/120/120.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12397", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 539, "bbox": { "l": 85.08000000000001, "t": 644.9603, "r": 326.3040000000005, "b": 631.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "H2.2 Equipment installation Standards", "text": "H2.2 Equipment installation Standards", "level": 1 }, { "self_ref": "#/texts/12398", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 539, "bbox": { "l": 85.08000000000001, "t": 624.9203, "r": 513.6072000000007, "b": 597.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] } ], "orig": "Standards that include requirements for wiring systems with fire or mechanical protection include, without limitation, the following:", "text": "Standards that include requirements for wiring systems with fire or mechanical protection include, without limitation, the following:" }, { "self_ref": "#/texts/12399", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 539, "bbox": { "l": 85.08000000000001, "t": 590.9603, "r": 517.2732000000009, "b": 535.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 246 ] } ], "orig": "AS/NZS 1668.1, The use of ventilation and airconditioning in buildings , Part 1: Fire and smoke control in buildings , requires a wiring system rating of WS5X for circuits supplying equipment required to operate in a smoke-control mode.", "text": "AS/NZS 1668.1, The use of ventilation and airconditioning in buildings , Part 1: Fire and smoke control in buildings , requires a wiring system rating of WS5X for circuits supplying equipment required to operate in a smoke-control mode." }, { "self_ref": "#/texts/12400", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 539, "bbox": { "l": 85.07999999999993, "t": 528.9203, "r": 513.6420000000004, "b": 459.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 340 ] } ], "orig": "AS 1670.1, Fire detection, warning, control and intercom systems-System design, installation and commissioning , Part 1: Fire , requires a wiring system mechanical rating of WSX2 for signal circuits and WS51W for fire rated circuits, e.g. incoming telcommunications connection, associated with fire detection and alarm system signals.", "text": "AS 1670.1, Fire detection, warning, control and intercom systems-System design, installation and commissioning , Part 1: Fire , requires a wiring system mechanical rating of WSX2 for signal circuits and WS51W for fire rated circuits, e.g. incoming telcommunications connection, associated with fire detection and alarm system signals." }, { "self_ref": "#/texts/12401", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 539, "bbox": { "l": 85.07999999999987, "t": 452.9602999999999, "r": 513.6504000000004, "b": 383.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 298 ] } ], "orig": "AS 1670.4, Fire detection, warning, control and intercom systems-System design, installation and commissioning , Part 4: Sound systems and intercom systems for emergency purposes , requires a wiring system rating of WS51W for intercom and sound system equipment circuits between fire compartments.", "text": "AS 1670.4, Fire detection, warning, control and intercom systems-System design, installation and commissioning , Part 4: Sound systems and intercom systems for emergency purposes , requires a wiring system rating of WS51W for intercom and sound system equipment circuits between fire compartments." }, { "self_ref": "#/texts/12402", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 539, "bbox": { "l": 85.07999999999987, "t": 376.9402999999998, "r": 363.87839999999983, "b": 363.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "AS 2118 series, Automatic fire sprinkler systems .", "text": "AS 2118 series, Automatic fire sprinkler systems ." }, { "self_ref": "#/texts/12403", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 539, "bbox": { "l": 85.07999999999981, "t": 356.9602999999998, "r": 513.6696, "b": 315.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 165 ] } ], "orig": "AS 2118.1, Automatic fire sprinkler systems , Part 1: General systems , requires a wiring system rating of WS51W for certain alarm signalling circuits.", "text": "AS 2118.1, Automatic fire sprinkler systems , Part 1: General systems , requires a wiring system rating of WS51W for certain alarm signalling circuits." }, { "self_ref": "#/texts/12404", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 539, "bbox": { "l": 85.07999999999981, "t": 308.96029999999973, "r": 513.6060000000001, "b": 281.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "AS or AS/NZS 2293 series, Emergency escape lighting and exit signs for buildings .", "text": "AS or AS/NZS 2293 series, Emergency escape lighting and exit signs for buildings ." }, { "self_ref": "#/texts/12405", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 539, "bbox": { "l": 85.07999999999981, "t": 274.94029999999975, "r": 513.6587999999998, "b": 219.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 250 ] } ], "orig": "AS 2293.1, Emergency escape lighting and exit signs for buildings , Part 1: System design, installation and operation , requires a rating of WS4X for submains and certain circuits associated with central emergency lighting systems.", "text": "AS 2293.1, Emergency escape lighting and exit signs for buildings , Part 1: System design, installation and operation , requires a rating of WS4X for submains and certain circuits associated with central emergency lighting systems." }, { "self_ref": "#/texts/12406", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 539, "bbox": { "l": 85.07999999999987, "t": 212.96029999999973, "r": 513.6503999999999, "b": 185.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "AS 2941, Fixed fire protection installations-Pumpset systems , requires a wiring system rating of-", "text": "AS 2941, Fixed fire protection installations-Pumpset systems , requires a wiring system rating of-" }, { "self_ref": "#/texts/12407", "parent": { "$ref": "#/groups/1166" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 539, "bbox": { "l": 85.07999999999993, "t": 178.94029999999975, "r": 475.9776000000008, "b": 165.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "(a) WS2X for circuits for residential sprinkler electric pumpsets; and", "text": "(a) WS2X for circuits for residential sprinkler electric pumpsets; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12408", "parent": { "$ref": "#/groups/1166" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 539, "bbox": { "l": 85.07999999999993, "t": 158.96029999999973, "r": 464.16720000000083, "b": 145.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 66 ] } ], "orig": "(b) WS5X for circuits for hydrant and hose reel electric pumpsets.", "text": "(b) WS5X for circuits for hydrant and hose reel electric pumpsets.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12409", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 539, "bbox": { "l": 85.07999999999993, "t": 138.92029999999977, "r": 513.666, "b": 111.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "NZS 4512, Fire detection and alarm systems in buildings , requires a wiring system rating of-", "text": "NZS 4512, Fire detection and alarm systems in buildings , requires a wiring system rating of-" }, { "self_ref": "#/texts/12410", "parent": { "$ref": "#/groups/1167" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 539, "bbox": { "l": 85.07999999999993, "t": 104.96029999999973, "r": 431.26800000000054, "b": 91.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "(i) WS11 for incoming telecommunications connection; and", "text": "(i) WS11 for incoming telecommunications connection; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12411", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 539, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12412", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 540, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12413", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 540, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "536", "text": "536" }, { "self_ref": "#/texts/12414", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 540, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/12415", "parent": { "$ref": "#/groups/1168" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 540, "bbox": { "l": 85.08, "t": 752.9603, "r": 513.6324000000011, "b": 725.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "(ii) WS51W for intercom and sound system equipment circuits between fire compartments.", "text": "(ii) WS51W for intercom and sound system equipment circuits between fire compartments.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12416", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 540, "bbox": { "l": 85.08000000000004, "t": 710.9603, "r": 338.1156000000003, "b": 697.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "H3 FIRE-PROTECTED WIRING SYSTEMS", "text": "H3 FIRE-PROTECTED WIRING SYSTEMS", "level": 1 }, { "self_ref": "#/texts/12417", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 540, "bbox": { "l": 85.08000000000004, "t": 690.9203, "r": 513.6612000000005, "b": 663.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "A wiring system can be provided with protection against exposure to fire in the following two ways:", "text": "A wiring system can be provided with protection against exposure to fire in the following two ways:" }, { "self_ref": "#/texts/12418", "parent": { "$ref": "#/groups/1169" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 540, "bbox": { "l": 85.08000000000004, "t": 656.9603, "r": 513.6456000000006, "b": 615.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 193 ] } ], "orig": "(a) The use of unenclosed or enclosed wiring systems classified in accordance with AS/NZS 3013 and not depending on fire-rated elements of building construction for thermal protection.", "text": "(a) The use of unenclosed or enclosed wiring systems classified in accordance with AS/NZS 3013 and not depending on fire-rated elements of building construction for thermal protection.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12419", "parent": { "$ref": "#/groups/1169" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 540, "bbox": { "l": 85.0800000000001, "t": 608.9603, "r": 513.6911999999999, "b": 567.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 206 ] } ], "orig": "(b) The use of fire-rated elements of building construction to provide thermal protection to wiring systems not complying with the requirements of AS/NZS 3013 for the degree of protection required.", "text": "(b) The use of fire-rated elements of building construction to provide thermal protection to wiring systems not complying with the requirements of AS/NZS 3013 for the degree of protection required.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12420", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 540, "bbox": { "l": 85.0800000000001, "t": 552.9802999999999, "r": 408.39360000000045, "b": 539.5882999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "H4 MECHANICALLY PROTECTED WIRING SYSTEMS", "text": "H4 MECHANICALLY PROTECTED WIRING SYSTEMS", "level": 1 }, { "self_ref": "#/texts/12421", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 540, "bbox": { "l": 85.0800000000001, "t": 532.9403, "r": 172.60800000000017, "b": 519.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "H4.1 General", "text": "H4.1 General", "level": 1 }, { "self_ref": "#/texts/12422", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 540, "bbox": { "l": 85.0800000000001, "t": 512.9603, "r": 449.496000000001, "b": 499.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "Mechanical protection is provided to prevent accidental damage.", "text": "Mechanical protection is provided to prevent accidental damage." }, { "self_ref": "#/texts/12423", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 540, "bbox": { "l": 85.0800000000001, "t": 492.92029999999994, "r": 513.6288000000013, "b": 423.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 373 ] } ], "orig": "Accordingly, the approach should involve the provision of a protection system with the minimum number of protrusions that are likely to catch or cause damage to vehicles or injury to persons. At the same time, the mechanical protection system needs to provide adequate mechanical protection to prevent damage by contact with vehicles or persons.", "text": "Accordingly, the approach should involve the provision of a protection system with the minimum number of protrusions that are likely to catch or cause damage to vehicles or injury to persons. At the same time, the mechanical protection system needs to provide adequate mechanical protection to prevent damage by contact with vehicles or persons." }, { "self_ref": "#/texts/12424", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 540, "bbox": { "l": 85.08000000000004, "t": 416.96029999999985, "r": 513.7056000000005, "b": 333.54829999999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 400 ] } ], "orig": "In the installation of these systems, a primary consideration should be that, where possible, the wiring system location should be chosen to restrict or to prevent the approach of any object likely to cause damage. Generally, this may be in protected corners or in some area away from the traffic that may cause the damage. Where such a location is not possible, further protection is to be provided.", "text": "In the installation of these systems, a primary consideration should be that, where possible, the wiring system location should be chosen to restrict or to prevent the approach of any object likely to cause damage. Generally, this may be in protected corners or in some area away from the traffic that may cause the damage. Where such a location is not possible, further protection is to be provided." }, { "self_ref": "#/texts/12425", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 540, "bbox": { "l": 85.08000000000004, "t": 326.96029999999973, "r": 227.63879999999997, "b": 313.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "Wiring systems can be-", "text": "Wiring systems can be-" }, { "self_ref": "#/texts/12426", "parent": { "$ref": "#/groups/1170" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 540, "bbox": { "l": 85.08000000000004, "t": 306.92029999999977, "r": 513.6048000000001, "b": 279.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "(a) unenclosed (where the protection is an integral part of the cable or busway); or", "text": "(a) unenclosed (where the protection is an integral part of the cable or busway); or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12427", "parent": { "$ref": "#/groups/1170" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 540, "bbox": { "l": 85.0800000000001, "t": 272.96029999999973, "r": 513.6396000000001, "b": 245.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "(b) enclosed (where a protective cover is provided outside the wiring system).", "text": "(b) enclosed (where a protective cover is provided outside the wiring system).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12428", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 540, "bbox": { "l": 85.0800000000001, "t": 238.94029999999975, "r": 513.6096000000006, "b": 211.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "The impact and cutting energies for the various classification levels are specified in AS/NZS 3013.", "text": "The impact and cutting energies for the various classification levels are specified in AS/NZS 3013." }, { "self_ref": "#/texts/12429", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 540, "bbox": { "l": 85.0800000000001, "t": 204.92029999999977, "r": 513.6455999999996, "b": 149.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 249 ] } ], "orig": "Non-metallic materials may be expected to provide mechanical protection over a temperature range of  15°C to +60°C. The manufacturer may certify extended or reduced ranges that should be externally marked on the protection system.", "text": "Non-metallic materials may be expected to provide mechanical protection over a temperature range of  15°C to +60°C. The manufacturer may certify extended or reduced ranges that should be externally marked on the protection system." }, { "self_ref": "#/texts/12430", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 540, "bbox": { "l": 85.08000000000015, "t": 142.94029999999975, "r": 304.65360000000055, "b": 129.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "H4.2 Application of wiring systems", "text": "H4.2 Application of wiring systems", "level": 1 }, { "self_ref": "#/texts/12431", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 540, "bbox": { "l": 85.08000000000015, "t": 122.96029999999973, "r": 513.691200000001, "b": 95.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] }, { "page_no": 541, "bbox": { "l": 85.08, "t": 752.9603, "r": 513.5604000000008, "b": 725.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 155, 291 ] } ], "orig": "Wiring systems that maintain their circuit integrity under conditions of mechanical damage may be used as indicated below. The following examples are general indications only because the frequency and level of impact in any particular application is difficult to determine:", "text": "Wiring systems that maintain their circuit integrity under conditions of mechanical damage may be used as indicated below. The following examples are general indications only because the frequency and level of impact in any particular application is difficult to determine:" }, { "self_ref": "#/texts/12432", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 540, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12433", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 541, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12434", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 541, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "537", "text": "537" }, { "self_ref": "#/texts/12435", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 541, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12436", "parent": { "$ref": "#/groups/1171" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 541, "bbox": { "l": 85.08000000000001, "t": 718.9403, "r": 513.5687999999996, "b": 691.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(a) WSX1 In internal domestic or office situations where some damage is considered likely.", "text": "(a) WSX1 In internal domestic or office situations where some damage is considered likely.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12437", "parent": { "$ref": "#/groups/1171" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 541, "bbox": { "l": 85.07999999999998, "t": 684.9203, "r": 513.7056, "b": 657.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 131 ] } ], "orig": "(b) WSX2 In passageways in domestic, office and commercial locations where impact by hand trucks and barrows is considered likely.", "text": "(b) WSX2 In passageways in domestic, office and commercial locations where impact by hand trucks and barrows is considered likely.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12438", "parent": { "$ref": "#/groups/1171" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 541, "bbox": { "l": 85.07999999999998, "t": 650.9603, "r": 513.6419999999999, "b": 623.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 98 ] } ], "orig": "(c) WSX3 In car parks and driveways where occasional impact of cars or light vehicles is possible.", "text": "(c) WSX3 In car parks and driveways where occasional impact of cars or light vehicles is possible.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12439", "parent": { "$ref": "#/groups/1171" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 541, "bbox": { "l": 85.07999999999993, "t": 616.9403, "r": 513.6012000000003, "b": 589.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "(d) WSX4 In areas where impact by vehicles not exceeding two tonnes but with solid frames is likely.", "text": "(d) WSX4 In areas where impact by vehicles not exceeding two tonnes but with solid frames is likely.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12440", "parent": { "$ref": "#/groups/1171" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 541, "bbox": { "l": 85.07999999999993, "t": 582.9203, "r": 513.5940000000005, "b": 555.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 80 ] } ], "orig": "(e) WSX5 In areas where impact by laden trucks exceeding two tonnes is likely.", "text": "(e) WSX5 In areas where impact by laden trucks exceeding two tonnes is likely.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12441", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 541, "bbox": { "l": 96.42, "t": 551.8772, "r": 145.63345799999996, "b": 539.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/12442", "parent": { "$ref": "#/groups/1172" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 541, "bbox": { "l": 96.42, "t": 535.85738, "r": 513.3426779999993, "b": 497.623922, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 166 ] } ], "orig": "1 Classified wiring systems are tested to withstand the above impact conditions. However, repeated impacts of these levels could lead to failure of the wiring system.", "text": "1 Classified wiring systems are tested to withstand the above impact conditions. However, repeated impacts of these levels could lead to failure of the wiring system.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12443", "parent": { "$ref": "#/groups/1172" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 541, "bbox": { "l": 96.42, "t": 493.857782, "r": 513.3064439999996, "b": 468.584018, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "2 Impact energies for the higher classification are severe so that every effort should be made to avoid routing wiring through such areas.", "text": "2 Impact energies for the higher classification are severe so that every effort should be made to avoid routing wiring through such areas.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12444", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 541, "bbox": { "l": 85.08, "t": 461.9603, "r": 291.52800000000013, "b": 448.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "H4.3 Unenclosed wiring systems", "text": "H4.3 Unenclosed wiring systems", "level": 1 }, { "self_ref": "#/texts/12445", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 541, "bbox": { "l": 85.07999999999998, "t": 441.9203, "r": 513.5976000000011, "b": 386.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 277 ] } ], "orig": "For unenclosed wiring systems, mechanically protected cables and busways complying with the requirements of AS/NZS 3013 should be selected. All components used in such wiring systems should be tested to be in accordance with the appropriate requirements of AS/NZS 3013.", "text": "For unenclosed wiring systems, mechanically protected cables and busways complying with the requirements of AS/NZS 3013 should be selected. All components used in such wiring systems should be tested to be in accordance with the appropriate requirements of AS/NZS 3013." }, { "self_ref": "#/texts/12446", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 541, "bbox": { "l": 85.07999999999998, "t": 379.9402999999999, "r": 276.1127999999999, "b": 366.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "H4.4 Enclosed wiring systems", "text": "H4.4 Enclosed wiring systems", "level": 1 }, { "self_ref": "#/texts/12447", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 541, "bbox": { "l": 85.07999999999998, "t": 359.9602999999999, "r": 458.7552000000005, "b": 346.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 63 ] } ], "orig": "The following recommendations apply to enclosed wiring systems:", "text": "The following recommendations apply to enclosed wiring systems:" }, { "self_ref": "#/texts/12448", "parent": { "$ref": "#/groups/1173" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 541, "bbox": { "l": 85.07999999999998, "t": 339.9202999999999, "r": 513.582000000001, "b": 312.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "(a) If mechanical protection of the wiring system is achieved by an additional enclosure, the protection may be in the form of-", "text": "(a) If mechanical protection of the wiring system is achieved by an additional enclosure, the protection may be in the form of-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12449", "parent": { "$ref": "#/groups/1173" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 541, "bbox": { "l": 113.39999999999995, "t": 305.96029999999985, "r": 513.5988000000001, "b": 278.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 80 ] } ], "orig": "(i) a complete enclosure, such as a conduit, pipe, trunking or other housing; or", "text": "(i) a complete enclosure, such as a conduit, pipe, trunking or other housing; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12450", "parent": { "$ref": "#/groups/1173" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 541, "bbox": { "l": 113.39999999999995, "t": 271.94029999999975, "r": 513.5736000000007, "b": 244.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "(ii) a barrier that is interposed between the wiring system and the possible source of impact.", "text": "(ii) a barrier that is interposed between the wiring system and the possible source of impact.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12451", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 541, "bbox": { "l": 113.45999999999992, "t": 237.92029999999977, "r": 513.5796000000004, "b": 210.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "In both cases, the protection needs to be capable of resisting the impact load.", "text": "In both cases, the protection needs to be capable of resisting the impact load." }, { "self_ref": "#/texts/12452", "parent": { "$ref": "#/groups/1174" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 541, "bbox": { "l": 85.07999999999993, "t": 203.96029999999985, "r": 513.586800000001, "b": 162.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 190 ] } ], "orig": "(b) If cables are contained in conduit or piping, such enclosure should be type tested for the impact energy and ambient temperature range of the location in which it is installed.", "text": "(b) If cables are contained in conduit or piping, such enclosure should be type tested for the impact energy and ambient temperature range of the location in which it is installed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12453", "parent": { "$ref": "#/groups/1174" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 541, "bbox": { "l": 85.07999999999998, "t": 155.96029999999985, "r": 513.5448000000005, "b": 128.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "(c) If cables are installed in a cable trunking, on a cable tray with covers, or in a similar manner, the enclosure should be type tested.", "text": "(c) If cables are installed in a cable trunking, on a cable tray with covers, or in a similar manner, the enclosure should be type tested.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12454", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 541, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12455", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 542, "bbox": { "l": 150.804918, "t": 831.2323482, "r": 436.13638199999974, "b": 800.1634554, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12456", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 542, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/12457", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 542, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "538", "text": "538" }, { "self_ref": "#/texts/12458", "parent": { "$ref": "#/groups/1176" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 542, "bbox": { "l": 85.08, "t": 752.9603, "r": 513.6576000000006, "b": 697.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 248 ] } ], "orig": "(d) Enclosed wiring systems for Classifications WSX1, WSX2 and WSX3 should be type-tested. While wiring systems for Classifications WSX4 and WSX5 can be type-tested, it is anticipated that these enclosures will be designed by a structural engineer.", "text": "(d) Enclosed wiring systems for Classifications WSX1, WSX2 and WSX3 should be type-tested. While wiring systems for Classifications WSX4 and WSX5 can be type-tested, it is anticipated that these enclosures will be designed by a structural engineer.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12459", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 542, "bbox": { "l": 85.08000000000004, "t": 682.9403, "r": 456.83519999999976, "b": 669.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "H5 GUIDE TO MECHANICAL PROTECTION CLASSIFICATION", "text": "H5 GUIDE TO MECHANICAL PROTECTION CLASSIFICATION", "level": 1 }, { "self_ref": "#/texts/12460", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 542, "bbox": { "l": 85.08000000000004, "t": 662.9603, "r": 172.60800000000012, "b": 649.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "H5.1 General", "text": "H5.1 General", "level": 1 }, { "self_ref": "#/texts/12461", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 542, "bbox": { "l": 85.08000000000004, "t": 642.9203, "r": 513.5616000000008, "b": 601.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 178 ] } ], "orig": "The systems given in Paragraphs H5.2, H5.3 and H5.4 will generally provide the mechanical protection required for the classification under which they are listed.", "text": "The systems given in Paragraphs H5.2, H5.3 and H5.4 will generally provide the mechanical protection required for the classification under which they are listed." }, { "self_ref": "#/texts/12462", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 542, "bbox": { "l": 85.08000000000004, "t": 594.9203, "r": 352.18559999999997, "b": 581.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "H5.2 WSX1 mechanical protection systems", "text": "H5.2 WSX1 mechanical protection systems", "level": 1 }, { "self_ref": "#/texts/12463", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 542, "bbox": { "l": 85.08000000000001, "t": 574.9403, "r": 513.5796000000003, "b": 547.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "Provide light-duty protection against casual damage by pedestrians as follows:", "text": "Provide light-duty protection against casual damage by pedestrians as follows:" }, { "self_ref": "#/texts/12464", "parent": { "$ref": "#/groups/1177" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 542, "bbox": { "l": 85.08000000000001, "t": 540.9203, "r": 513.6372000000002, "b": 513.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "(a) Wiring systems meeting requirements of the appropriate tests of AS/NZS 3013.", "text": "(a) Wiring systems meeting requirements of the appropriate tests of AS/NZS 3013.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12465", "parent": { "$ref": "#/groups/1177" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 542, "bbox": { "l": 85.08000000000004, "t": 506.96029999999996, "r": 513.6156000000009, "b": 465.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 210 ] } ], "orig": "(b) One sheathed cable immediately adjacent to a projecting timber batten or similar corner so that the projection is not less than twice the dimension of the cable in that direction. See Figure H1.", "text": "(b) One sheathed cable immediately adjacent to a projecting timber batten or similar corner so that the projection is not less than twice the dimension of the cable in that direction. See Figure H1.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12466", "parent": { "$ref": "#/groups/1177" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 542, "bbox": { "l": 85.0800000000001, "t": 458.9602999999999, "r": 513.5639999999997, "b": 431.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "(c) Cabling installed in light or medium-duty conduits complying with AS/NZS 2053 or AS/NZS 61386.", "text": "(c) Cabling installed in light or medium-duty conduits complying with AS/NZS 2053 or AS/NZS 61386.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12467", "parent": { "$ref": "#/groups/1177" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 542, "bbox": { "l": 85.0800000000001, "t": 424.94029999999987, "r": 363.3036000000003, "b": 411.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "(d) Small sheet-metal ducts with clip-on covers.", "text": "(d) Small sheet-metal ducts with clip-on covers.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12468", "parent": { "$ref": "#/groups/1177" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 542, "bbox": { "l": 85.0800000000001, "t": 404.96029999999985, "r": 281.4348, "b": 391.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "(e) PVC duct with clip-on covers.", "text": "(e) PVC duct with clip-on covers.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12469", "parent": { "$ref": "#/pictures/222" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 542, "bbox": { "l": 246.9513, "t": 348.6614178, "r": 252.1451666, "b": 338.85414499999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "d", "text": "d" }, { "self_ref": "#/texts/12470", "parent": { "$ref": "#/pictures/222" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 542, "bbox": { "l": 271.92096244, "t": 351.54675818, "r": 278.05839563999996, "b": 341.73948537999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "D", "text": "D" }, { "self_ref": "#/texts/12471", "parent": { "$ref": "#/groups/1178" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 542, "bbox": { "l": 155.68483673999998, "t": 319.9701178, "r": 275.8629192999996, "b": 298.88363290000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "D ≥ 2 d (a) Corner of masonry wall", "text": "D ≥ 2 d (a) Corner of masonry wall" }, { "self_ref": "#/texts/12472", "parent": { "$ref": "#/groups/1178" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 542, "bbox": { "l": 338.17656759999994, "t": 319.9701178, "r": 416.19252422, "b": 298.88363290000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "D ≥ 2 d (b) Timber batten", "text": "D ≥ 2 d (b) Timber batten" }, { "self_ref": "#/texts/12473", "parent": { "$ref": "#/groups/1178" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 542, "bbox": { "l": 246.9513, "t": 348.6614178, "r": 252.1451666, "b": 338.85414499999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "d", "text": "d" }, { "self_ref": "#/texts/12474", "parent": { "$ref": "#/groups/1178" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 542, "bbox": { "l": 271.92096244, "t": 351.54675818, "r": 278.05839563999996, "b": 341.73948537999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "D", "text": "D" }, { "self_ref": "#/texts/12475", "parent": { "$ref": "#/groups/1178" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 542, "bbox": { "l": 407.5745, "t": 348.6614178, "r": 412.7683666, "b": 338.85414499999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "d", "text": "d" }, { "self_ref": "#/texts/12476", "parent": { "$ref": "#/groups/1178" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 542, "bbox": { "l": 436.1237651, "t": 351.54675818, "r": 442.2611983, "b": 341.73948537999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "D", "text": "D" }, { "self_ref": "#/texts/12477", "parent": { "$ref": "#/pictures/223" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 542, "bbox": { "l": 407.5745, "t": 348.6614178, "r": 412.7683666, "b": 338.85414499999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "d", "text": "d" }, { "self_ref": "#/texts/12478", "parent": { "$ref": "#/pictures/223" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 542, "bbox": { "l": 436.1237651, "t": 351.54675818, "r": 442.2611983, "b": 341.73948537999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "D", "text": "D" }, { "self_ref": "#/texts/12479", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 542, "bbox": { "l": 164.52, "t": 279.83719999999994, "r": 433.8264599999997, "b": 267.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "FIGURE H1 WSX1 PROTECTION BY LOCATION", "text": "FIGURE H1 WSX1 PROTECTION BY LOCATION" }, { "self_ref": "#/texts/12480", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 542, "bbox": { "l": 85.08, "t": 254.96029999999996, "r": 352.1855999999999, "b": 241.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "H5.3 WSX2 mechanical protection systems", "text": "H5.3 WSX2 mechanical protection systems", "level": 1 }, { "self_ref": "#/texts/12481", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 542, "bbox": { "l": 85.07999999999998, "t": 234.9203, "r": 513.5448000000006, "b": 207.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "Provide protection against damage from hand-powered wheeled devices, e.g. hand trucks and wheelbarrows as follows:", "text": "Provide protection against damage from hand-powered wheeled devices, e.g. hand trucks and wheelbarrows as follows:" }, { "self_ref": "#/texts/12482", "parent": { "$ref": "#/groups/1179" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 542, "bbox": { "l": 85.07999999999998, "t": 200.96029999999996, "r": 513.6372000000002, "b": 173.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 88 ] } ], "orig": "(a) Wiring systems meeting requirements of the appropriate tests of AS/NZS 3013.", "text": "(a) Wiring systems meeting requirements of the appropriate tests of AS/NZS 3013.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12483", "parent": { "$ref": "#/groups/1179" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 542, "bbox": { "l": 85.08000000000004, "t": 166.94029999999998, "r": 503.8536000000004, "b": 153.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "(b) Heavy-duty conduits complying with AS/NZS 2053 or AS/NZS 61386.", "text": "(b) Heavy-duty conduits complying with AS/NZS 2053 or AS/NZS 61386.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12484", "parent": { "$ref": "#/groups/1179" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 542, "bbox": { "l": 85.08000000000004, "t": 146.96030000000007, "r": 393.10319999999984, "b": 133.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "(c) Armoured cables complying with AS/NZS 5000.1.", "text": "(c) Armoured cables complying with AS/NZS 5000.1.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12485", "parent": { "$ref": "#/groups/1179" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 542, "bbox": { "l": 85.08000000000004, "t": 126.92030000000011, "r": 513.6204, "b": 99.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 132 ] } ], "orig": "(d) Steel duct with a minimum metal thickness of not less than 1.6 mm, a screw fixed lid and unsupported width not exceeding 100 mm.", "text": "(d) Steel duct with a minimum metal thickness of not less than 1.6 mm, a screw fixed lid and unsupported width not exceeding 100 mm.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12486", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 542, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12487", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 543, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/12488", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 543, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12489", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 543, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "539", "text": "539" }, { "self_ref": "#/texts/12490", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 543, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/12491", "parent": { "$ref": "#/groups/1180" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 543, "bbox": { "l": 85.08, "t": 752.9603, "r": 513.6168000000002, "b": 725.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] } ], "orig": "(e) Fabricated steel cover with metal not less than 1.6 mm thick, and un-reinforced unsupported width not exceeding 100 mm.", "text": "(e) Fabricated steel cover with metal not less than 1.6 mm thick, and un-reinforced unsupported width not exceeding 100 mm.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12492", "parent": { "$ref": "#/groups/1180" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 543, "bbox": { "l": 85.07999999999998, "t": 718.9403, "r": 460.41720000000004, "b": 705.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "(f) Any WSX1 system with a 10 mm cover of plaster or concrete.", "text": "(f) Any WSX1 system with a 10 mm cover of plaster or concrete.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12493", "parent": { "$ref": "#/groups/1180" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 543, "bbox": { "l": 85.07999999999998, "t": 698.9603, "r": 371.1492, "b": 685.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "(g) MIMS cable complying with AS/NZS 60702.1.", "text": "(g) MIMS cable complying with AS/NZS 60702.1.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12494", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 543, "bbox": { "l": 85.07999999999993, "t": 678.9203, "r": 513.5868, "b": 651.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "Fixings used for WSX2 wiring systems are required to be capable of withstanding the specified mechanical tests.", "text": "Fixings used for WSX2 wiring systems are required to be capable of withstanding the specified mechanical tests." }, { "self_ref": "#/texts/12495", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 543, "bbox": { "l": 85.07999999999993, "t": 644.9603, "r": 352.18559999999985, "b": 631.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "H5.4 WSX3 mechanical protection systems", "text": "H5.4 WSX3 mechanical protection systems", "level": 1 }, { "self_ref": "#/texts/12496", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 543, "bbox": { "l": 85.07999999999993, "t": 624.9203, "r": 513.6552000000003, "b": 597.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 124 ] } ], "orig": "Provide medium-duty protection against damage from vehicles, such as cars and light commercial vehicles, as follows:", "text": "Provide medium-duty protection against damage from vehicles, such as cars and light commercial vehicles, as follows:" }, { "self_ref": "#/texts/12497", "parent": { "$ref": "#/groups/1181" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 543, "bbox": { "l": 85.07999999999996, "t": 590.9603, "r": 513.6276000000003, "b": 563.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "(a) Wiring systems meeting requirements of appropriate tests of AS/NZS 3013.", "text": "(a) Wiring systems meeting requirements of appropriate tests of AS/NZS 3013.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12498", "parent": { "$ref": "#/groups/1181" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 543, "bbox": { "l": 85.07999999999998, "t": 556.9403, "r": 513.5760000000002, "b": 529.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 109 ] } ], "orig": "(b) Any wiring system with additional 2.0 mm sheet steel coverage with a maximum unsupported width of 100 mm.", "text": "(b) Any wiring system with additional 2.0 mm sheet steel coverage with a maximum unsupported width of 100 mm.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12499", "parent": { "$ref": "#/groups/1181" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 543, "bbox": { "l": 85.07999999999998, "t": 522.9203, "r": 513.6420000000007, "b": 495.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "(c) Any WSX2 systems with an additional 1.6 mm sheet steel coverage and unsupported width not exceeding 100 mm.", "text": "(c) Any WSX2 systems with an additional 1.6 mm sheet steel coverage and unsupported width not exceeding 100 mm.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12500", "parent": { "$ref": "#/groups/1181" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 543, "bbox": { "l": 85.07999999999998, "t": 488.96029999999996, "r": 325.7580000000003, "b": 475.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "(d) Galvanized medium tube to AS 1074.", "text": "(d) Galvanized medium tube to AS 1074.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12501", "parent": { "$ref": "#/groups/1181" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 543, "bbox": { "l": 85.07999999999996, "t": 468.92029999999994, "r": 513.6060000000004, "b": 441.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(e) Very heavy-duty conduits complying with AS/NZS 2053 or AS/NZS 61386.", "text": "(e) Very heavy-duty conduits complying with AS/NZS 2053 or AS/NZS 61386.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12502", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 543, "bbox": { "l": 96.42, "t": 437.87719999999996, "r": 513.3075419999993, "b": 399.583352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 177 ] } ], "orig": "NOTE: Fixings of a type where a threaded metal screw or bolt engages a metal fastener solidly anchored to the building structure may be needed to satisfy a WSX3 classification.", "text": "NOTE: Fixings of a type where a threaded metal screw or bolt engages a metal fastener solidly anchored to the building structure may be needed to satisfy a WSX3 classification." }, { "self_ref": "#/texts/12503", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 543, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12504", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 544, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12505", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 544, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12506", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 544, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "540", "text": "540" }, { "self_ref": "#/texts/12507", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 544, "bbox": { "l": 85.07999999999998, "t": 640.9403, "r": 153.52320000000003, "b": 627.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "I1 SCOPE", "text": "I1 SCOPE", "level": 1 }, { "self_ref": "#/texts/12508", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 544, "bbox": { "l": 85.07999999999996, "t": 620.9603, "r": 513.6827999999999, "b": 509.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 593 ] } ], "orig": "This Appendix provides guidance to the ratings of circuit-breakers and existing semi-enclosed rewireable fuses or plug-in circuit-breakers that may be used to provide protection against overload in accordance with Clause 2.5.3.2 where alterations, additions or repairs involve the use of existing conductors of an imperial size. It also provides metric equivalent cable sizes for situations where an alteration or repair to an existing circuit involves the connection in parallel of conductors with metric dimensions with conductors of imperial dimensions.", "text": "This Appendix provides guidance to the ratings of circuit-breakers and existing semi-enclosed rewireable fuses or plug-in circuit-breakers that may be used to provide protection against overload in accordance with Clause 2.5.3.2 where alterations, additions or repairs involve the use of existing conductors of an imperial size. It also provides metric equivalent cable sizes for situations where an alteration or repair to an existing circuit involves the connection in parallel of conductors with metric dimensions with conductors of imperial dimensions." }, { "self_ref": "#/texts/12509", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 544, "bbox": { "l": 85.07999999999998, "t": 494.9603, "r": 299.53199999999975, "b": 481.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "I2 PROTECTIVE DEVICE RATINGS", "text": "I2 PROTECTIVE DEVICE RATINGS", "level": 1 }, { "self_ref": "#/texts/12510", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 544, "bbox": { "l": 85.07999999999996, "t": 474.9203, "r": 513.5759999999998, "b": 447.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 111 ] } ], "orig": "The ratings provided in Table I1 may be used for electrical installations under the conditions shown.", "text": "The ratings provided in Table I1 may be used for electrical installations under the conditions shown." }, { "self_ref": "#/texts/12511", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 544, "bbox": { "l": 96.42, "t": 443.87719999999996, "r": 145.63345799999996, "b": 431.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/12512", "parent": { "$ref": "#/groups/1182" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 544, "bbox": { "l": 96.42, "t": 427.85738, "r": 513.3602460000005, "b": 389.623922, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 206 ] } ], "orig": "1 The ratings are based on an ambient temperature of 40°C using a comparison of the cross-sectional area of the imperial conductor to the cross-sectional area of the nearest metric conductor.", "text": "1 The ratings are based on an ambient temperature of 40°C using a comparison of the cross-sectional area of the imperial conductor to the cross-sectional area of the nearest metric conductor.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12513", "parent": { "$ref": "#/groups/1182" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 544, "bbox": { "l": 96.42, "t": 385.857782, "r": 513.36354, "b": 360.584018, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "2 In accordance with Clause 2.5.2, semi-enclosed rewireable fuses are not to be added for new work.", "text": "2 In accordance with Clause 2.5.2, semi-enclosed rewireable fuses are not to be added for new work.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12514", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 544, "bbox": { "l": 260.64, "t": 728.9603, "r": 338.06519999999995, "b": 715.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "APPENDIX I", "text": "APPENDIX I", "level": 1 }, { "self_ref": "#/texts/12515", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 544, "bbox": { "l": 85.62, "t": 707.0834, "r": 513.3309059999997, "b": 677.552738, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "PROTECTIVE DEVICE RATINGS AND METRIC EQUIVALENT SIZES FOR IMPERIAL CABLES USED IN ALTERATIONS AND REPAIRS", "text": "PROTECTIVE DEVICE RATINGS AND METRIC EQUIVALENT SIZES FOR IMPERIAL CABLES USED IN ALTERATIONS AND REPAIRS", "level": 1 }, { "self_ref": "#/texts/12516", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 544, "bbox": { "l": 262.02, "t": 668.9603, "r": 336.64680000000027, "b": 655.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "(Informative)", "text": "(Informative)" }, { "self_ref": "#/texts/12517", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 544, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12518", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 545, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12519", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 545, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "541", "text": "541" }, { "self_ref": "#/texts/12520", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 545, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12521", "parent": { "$ref": "#/tables/113" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 545, "bbox": { "l": 202.92000000000002, "t": 752.9003, "r": 395.8079999999997, "b": 719.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "TABLE I1 PROTECTIVE DEVICE RATINGS", "text": "TABLE I1 PROTECTIVE DEVICE RATINGS" }, { "self_ref": "#/texts/12522", "parent": { "$ref": "#/tables/113" }, "children": [], "content_layer": "body", "label": "footnote", "prov": [ { "page_no": 545, "bbox": { "l": 89.28, "t": 411.5084, "r": 283.5798239999999, "b": 400.32608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "* Existing semi-enclosed rewireable fuse", "text": "* Existing semi-enclosed rewireable fuse" }, { "self_ref": "#/texts/12523", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 545, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12524", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 546, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12525", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 546, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "542", "text": "542" }, { "self_ref": "#/texts/12526", "parent": { "$ref": "#/groups/1183" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 546, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12527", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 546, "bbox": { "l": 49.74, "t": 749.5253, "r": 63.821400000000004, "b": 739.4813, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "A1", "text": "A1" }, { "self_ref": "#/texts/12528", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 546, "bbox": { "l": 85.08, "t": 752.9603, "r": 467.316, "b": 739.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "I3 METRIC EQUIVALENT SIZES FOR IMPERIAL CONDUCTORS", "text": "I3 METRIC EQUIVALENT SIZES FOR IMPERIAL CONDUCTORS", "level": 1 }, { "self_ref": "#/texts/12529", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 546, "bbox": { "l": 85.07999999999998, "t": 732.9203, "r": 513.6143999999997, "b": 691.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 217 ] } ], "orig": "Where an alteration or repair to an existing circuit involves the connection in parallel of conductors with metric dimensions with existing conductors of imperial dimensions, Table I2 provides metric equivalent sizes.", "text": "Where an alteration or repair to an existing circuit involves the connection in parallel of conductors with metric dimensions with existing conductors of imperial dimensions, Table I2 provides metric equivalent sizes." }, { "self_ref": "#/texts/12530", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 546, "bbox": { "l": 96.42, "t": 687.8372, "r": 513.3426779999993, "b": 662.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "NOTE: Clause 3.4.3 provides requirements for the connection of cables in parallel.", "text": "NOTE: Clause 3.4.3 provides requirements for the connection of cables in parallel." }, { "self_ref": "#/texts/12531", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 546, "bbox": { "l": 169.08000000000004, "t": 648.9203, "r": 429.65279999999956, "b": 615.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "TABLE I2 SIZES OF IMPERIAL AND METRIC CABLES", "text": "TABLE I2 SIZES OF IMPERIAL AND METRIC CABLES" }, { "self_ref": "#/texts/12532", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 546, "bbox": { "l": 197.76000000000005, "t": 614.9603, "r": 400.93799999999965, "b": 601.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "FOR CONNECTION IN PARALLEL", "text": "FOR CONNECTION IN PARALLEL", "level": 1 }, { "self_ref": "#/texts/12533", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 546, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12534", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 547, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12535", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 547, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12536", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 547, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "543", "text": "543" }, { "self_ref": "#/texts/12537", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 547, "bbox": { "l": 179.58, "t": 728.9603, "r": 419.40709799999973, "b": 692.55308, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "APPENDIX J SYMBOLS USED IN THIS STANDARD", "text": "APPENDIX J SYMBOLS USED IN THIS STANDARD", "level": 1 }, { "self_ref": "#/texts/12538", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 547, "bbox": { "l": 262.02, "t": 683.9603, "r": 336.64680000000027, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "(Informative)", "text": "(Informative)" }, { "self_ref": "#/texts/12539", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 547, "bbox": { "l": 85.07999999999998, "t": 663.9203, "r": 513.6060000000001, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "This Appendix provides guidance on the electrical symbols used in this Standard.", "text": "This Appendix provides guidance on the electrical symbols used in this Standard." }, { "self_ref": "#/texts/12540", "parent": { "$ref": "#/groups/1184" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 547, "bbox": { "l": 66.6, "t": 629.9603, "r": 513.5880000000006, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "Figure J1 provides a consolidated summary of all electrical symbols used, and the meaning of each symbol. *", "text": "Figure J1 provides a consolidated summary of all electrical symbols used, and the meaning of each symbol. *", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12541", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 547, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12542", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 548, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/12543", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12544", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "544", "text": "544" }, { "self_ref": "#/texts/12545", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 159.5133, "t": 733.9016332, "r": 267.1289553900002, "b": 726.4736464, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "Switch (general symbol)", "text": "Switch (general symbol)" }, { "self_ref": "#/texts/12546", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 159.5133, "t": 691.52513656, "r": 221.11026959999998, "b": 684.09714976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "Disconnector", "text": "Disconnector" }, { "self_ref": "#/texts/12547", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 159.5133, "t": 681.4418965599999, "r": 199.36388313, "b": 674.0139097599999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "(isolator)", "text": "(isolator)" }, { "self_ref": "#/texts/12548", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 409.03818563999994, "t": 650.99303257, "r": 525.8463145499994, "b": 643.56504577, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "Single-phase transformer", "text": "Single-phase transformer" }, { "self_ref": "#/texts/12549", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 409.0457507699999, "t": 695.3760939699999, "r": 520.4464928699997, "b": 687.94810717, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "Three-phase transformer", "text": "Three-phase transformer" }, { "self_ref": "#/texts/12550", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 409.0457507699999, "t": 685.2928539699999, "r": 458.0526629099996, "b": 677.8648671699999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "secondary", "text": "secondary" }, { "self_ref": "#/texts/12551", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 409.0457507699999, "t": 733.2747917799999, "r": 521.5644509699998, "b": 725.8468049799999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "Transformer (single line)", "text": "Transformer (single line)" }, { "self_ref": "#/texts/12552", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 409.0457507699999, "t": 607.0267450899998, "r": 515.0634825899997, "b": 599.5987582899999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "Three-phase alternator", "text": "Three-phase alternator" }, { "self_ref": "#/texts/12553", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 409.03818563999994, "t": 524.7264999399998, "r": 517.3725283800001, "b": 517.2985131399998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "Single-phase alternator", "text": "Single-phase alternator" }, { "self_ref": "#/texts/12554", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 409.03818563999994, "t": 441.8195798499999, "r": 446.72934443999964, "b": 434.39159304999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Battery.", "text": "Battery." }, { "self_ref": "#/texts/12555", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 409.03818563999994, "t": 397.1844374499999, "r": 443.1838201799997, "b": 389.75645064999986, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "I nverter", "text": "I nverter" }, { "self_ref": "#/texts/12556", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 409.03818563999994, "t": 319.5426491799999, "r": 506.55018962999947, "b": 312.1146623799998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "3 pin socket outlet or", "text": "3 pin socket outlet or" }, { "self_ref": "#/texts/12557", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 409.03818563999994, "t": 309.45940917999997, "r": 506.8494325499997, "b": 302.03142237999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "cord extension socket", "text": "cord extension socket" }, { "self_ref": "#/texts/12558", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 409.03818563999994, "t": 273.46392291999996, "r": 519.7219215299999, "b": 266.03593611999986, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "3 pin socket inlet or plug", "text": "3 pin socket inlet or plug" }, { "self_ref": "#/texts/12559", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 409.03818563999994, "t": 189.11089815999992, "r": 519.7219215299999, "b": 181.68291135999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "5 pin socket inlet or plug", "text": "5 pin socket inlet or plug" }, { "self_ref": "#/texts/12560", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 159.51329999999996, "t": 522.7476640899998, "r": 225.47450904000004, "b": 515.3196772899998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "Circuit breaker", "text": "Circuit breaker" }, { "self_ref": "#/texts/12561", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 159.51329999999996, "t": 562.8638344299999, "r": 180.48888377999998, "b": 555.4358476299999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "Fuse", "text": "Fuse" }, { "self_ref": "#/texts/12562", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 159.51329999999996, "t": 185.97921186999997, "r": 248.00935016999998, "b": 178.55122507, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "Connection to earth", "text": "Connection to earth" }, { "self_ref": "#/texts/12563", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 159.51329999999996, "t": 655.3884849399999, "r": 250.34865647999985, "b": 647.9604981399999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "Switch-disconnector", "text": "Switch-disconnector" }, { "self_ref": "#/texts/12564", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 159.51329999999996, "t": 645.3052449399999, "r": 271.96979801999987, "b": 637.8772581399999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "(on-load isolating switch)", "text": "(on-load isolating switch)" }, { "self_ref": "#/texts/12565", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 159.51329999999996, "t": 469.1165910699999, "r": 292.99245371999996, "b": 461.68860426999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "Circuit breaker, earth leakage", "text": "Circuit breaker, earth leakage" }, { "self_ref": "#/texts/12566", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 159.51329999999996, "t": 459.0325107999999, "r": 292.58813954999965, "b": 451.60452399999986, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "t y pe, current operated (RCD)", "text": "t y pe, current operated (RCD)" }, { "self_ref": "#/texts/12567", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 159.5133, "t": 217.4088332, "r": 314.89518621, "b": 209.98084640000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "Protective earthing conductor (PE)", "text": "Protective earthing conductor (PE)" }, { "self_ref": "#/texts/12568", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 159.5133, "t": 279.68544425000005, "r": 294.81228776999995, "b": 272.25745744999995, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "Protective earth neutral (PEN)", "text": "Protective earth neutral (PEN)" }, { "self_ref": "#/texts/12569", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 159.5133, "t": 269.6022042500001, "r": 203.32128668999994, "b": 262.17421745, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "conductor", "text": "conductor" }, { "self_ref": "#/texts/12570", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 159.5133, "t": 246.89894912, "r": 256.22676249000006, "b": 239.47096232, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "Neutral conductor (N)", "text": "Neutral conductor (N)" }, { "self_ref": "#/texts/12571", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 101.5065, "t": 425.9887484, "r": 111.51060796, "b": 419.8715568, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 2 ] } ], "orig": "OL", "text": "OL" }, { "self_ref": "#/texts/12572", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 104.48655015, "t": 416.20193383000003, "r": 108.52917335, "b": 410.08474223, 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"content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 159.5133, "t": 408.3312870000001, "r": 281.3539214999998, "b": 400.90330020000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "and short-circuit protection", "text": "and short-circuit protection" }, { "self_ref": "#/texts/12582", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 159.5133, "t": 327.3006898200001, "r": 288.27769658999983, "b": 319.87270302, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "Protective-device providing", "text": "Protective-device providing" }, { "self_ref": "#/texts/12583", "parent": { "$ref": "#/pictures/224" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 159.5133, "t": 317.2174498200002, "r": 283.5730263000002, "b": 309.7894630200001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 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"parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 548, "bbox": { "l": 160.92, "t": 98.93719999999996, "r": 437.5281599999999, "b": 86.68352000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "FIGURE J1 SYMBOLS USED IN THIS STANDARD", "text": "FIGURE J1 SYMBOLS USED IN THIS STANDARD" }, { "self_ref": "#/texts/12595", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 548, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12596", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 549, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/12597", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 549, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12598", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 549, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "545", "text": "545" }, { "self_ref": "#/texts/12599", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 549, "bbox": { "l": 66.6, "t": 712.1522, "r": 76.24480199999999, "b": 696.55052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/12600", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 549, "bbox": { "l": 159.42, "t": 728.9603, "r": 439.4854080000004, "b": 692.55308, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "APPENDIX K SWITCHBOARD REQUIREMENT SUMMARY", "text": "APPENDIX K SWITCHBOARD REQUIREMENT SUMMARY", "level": 1 }, { "self_ref": "#/texts/12601", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 549, "bbox": { "l": 262.02, "t": 683.9603, "r": 336.64680000000027, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "(Informative)", "text": "(Informative)" }, { "self_ref": "#/texts/12602", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 549, "bbox": { "l": 89.94, "t": 663.9203, "r": 225.7631999999999, "b": 650.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "TABLE OF CONTENTS", "text": "TABLE OF CONTENTS", "level": 1 }, { "self_ref": "#/texts/12603", "parent": { "$ref": "#/groups/1185" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 549, "bbox": { "l": 89.94, "t": 643.9403, "r": 207.3791999999999, "b": 630.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "K1 GENERAL", "text": "K1 GENERAL", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12604", "parent": { "$ref": "#/groups/1185" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 549, "bbox": { "l": 89.94, "t": 623.9603, "r": 321.55679999999995, "b": 610.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "K2 SWITCHBOARD STANDARDS", "text": "K2 SWITCHBOARD STANDARDS", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12605", "parent": { "$ref": "#/groups/1185" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 549, "bbox": { "l": 89.94, "t": 603.9203, "r": 416.7480000000005, "b": 590.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "K3 APPLICATION OF THE AS/NZS 61439 SERIES", "text": "K3 APPLICATION OF THE AS/NZS 61439 SERIES", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12606", "parent": { "$ref": "#/groups/1185" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 549, "bbox": { "l": 89.94, "t": 583.9403, "r": 496.87199999999984, "b": 570.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "K4 GUIDELINES FOR THE ASSESSMENT OF SWITCHBOARDS", "text": "K4 GUIDELINES FOR THE ASSESSMENT OF SWITCHBOARDS", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12607", "parent": { "$ref": "#/groups/1185" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 549, "bbox": { "l": 89.93999999999997, "t": 563.9603, "r": 508.6488000000002, "b": 536.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 77 ] } ], "orig": "K5 CORRESPONDING PROVISIONS OF THIS STANDARD AND THE AS/NZS 61439 SERIES", "text": "K5 CORRESPONDING PROVISIONS OF THIS STANDARD AND THE AS/NZS 61439 SERIES", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12608", "parent": { "$ref": "#/groups/1185" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 549, "bbox": { "l": 89.93999999999997, "t": 529.9403, "r": 483.2064000000001, "b": 516.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "K6 PARTICULAR CLAUSES RELEVANT TO THIS STANDARD", "text": "K6 PARTICULAR CLAUSES RELEVANT TO THIS STANDARD", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12609", "parent": { "$ref": "#/groups/1185" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 549, "bbox": { "l": 89.93999999999994, "t": 509.96029999999996, "r": 396.1895999999997, "b": 496.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "K7 SHORT-CIRCUIT WITHSTAND STRENGTH", "text": "K7 SHORT-CIRCUIT WITHSTAND STRENGTH", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12610", "parent": { "$ref": "#/groups/1185" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 549, "bbox": { "l": 89.93999999999994, "t": 489.92029999999994, "r": 206.04, "b": 476.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "K8 MARKING", "text": "K8 MARKING", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12611", "parent": { "$ref": "#/groups/1185" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 549, "bbox": { "l": 89.93999999999994, "t": 469.9402999999999, "r": 508.5767999999998, "b": 442.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "K9 OTHER RELEVANT CHARACTERISTICS TO BE DECLARED BY THE ASSEMBLY MANUFACTURER", "text": "K9 OTHER RELEVANT CHARACTERISTICS TO BE DECLARED BY THE ASSEMBLY MANUFACTURER", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12612", "parent": { "$ref": "#/groups/1185" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 549, "bbox": { "l": 89.93999999999994, "t": 435.9202999999999, "r": 289.7544, "b": 422.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "K10 DEVICE SUBSTITUTION", "text": "K10 DEVICE SUBSTITUTION", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12613", "parent": { "$ref": "#/groups/1185" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 549, "bbox": { "l": 89.93999999999994, "t": 415.94029999999987, "r": 391.0200000000003, "b": 402.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "K11 REPAIRS TO EXISTING SWITCHBOARDS", "text": "K11 REPAIRS TO EXISTING SWITCHBOARDS", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12614", "parent": { "$ref": "#/groups/1185" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 549, "bbox": { "l": 89.93999999999994, "t": 395.96029999999985, "r": 508.6392000000002, "b": 368.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "K12 ROUTINE VERIFICATION BY THE SWITCHBOARD MANUFACTURER", "text": "K12 ROUTINE VERIFICATION BY THE SWITCHBOARD MANUFACTURER", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12615", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 549, "bbox": { "l": 85.07999999999994, "t": 353.96029999999985, "r": 176.11079999999984, "b": 340.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "K1 GENERAL", "text": "K1 GENERAL", "level": 1 }, { "self_ref": "#/texts/12616", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 549, "bbox": { "l": 85.07999999999994, "t": 333.9202999999998, "r": 199.46279999999993, "b": 320.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "K1.1 Introduction", "text": "K1.1 Introduction", "level": 1 }, { "self_ref": "#/texts/12617", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 549, "bbox": { "l": 85.07999999999994, "t": 313.94029999999975, "r": 513.6360000000003, "b": 258.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 214 ] } ], "orig": "This Appendix provides information on the requirements for low-voltage switchgear and controlgear assemblies (ASSEMBLIES) from the AS/NZS 61439 series that are relevant to the requirements of this Standard.", "text": "This Appendix provides information on the requirements for low-voltage switchgear and controlgear assemblies (ASSEMBLIES) from the AS/NZS 61439 series that are relevant to the requirements of this Standard." }, { "self_ref": "#/texts/12618", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 549, "bbox": { "l": 85.07999999999998, "t": 251.96029999999973, "r": 237.44279999999983, "b": 238.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "K1.2 Deemed to comply", "text": "K1.2 Deemed to comply", "level": 1 }, { "self_ref": "#/texts/12619", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 549, "bbox": { "l": 85.07999999999998, "t": 231.92029999999977, "r": 513.5796000000004, "b": 190.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 193 ] } ], "orig": "Switchboards constructed to the AS/NZS 61439 series or the AS/NZS 3439 series are deemed to comply with the requirements of Clause 2.10.3, and are therefore deemed to comply with this Standard.", "text": "Switchboards constructed to the AS/NZS 61439 series or the AS/NZS 3439 series are deemed to comply with the requirements of Clause 2.10.3, and are therefore deemed to comply with this Standard." }, { "self_ref": "#/texts/12620", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 549, "bbox": { "l": 85.07999999999998, "t": 175.94029999999975, "r": 291.5591999999998, "b": 162.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "K2 SWITCHBOARD STANDARDS", "text": "K2 SWITCHBOARD STANDARDS", "level": 1 }, { "self_ref": "#/texts/12621", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 549, "bbox": { "l": 85.07999999999998, "t": 155.96029999999973, "r": 172.60800000000006, "b": 142.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "K2.1 General", "text": "K2.1 General", "level": 1 }, { "self_ref": "#/texts/12622", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 549, "bbox": { "l": 85.07999999999998, "t": 135.92029999999977, "r": 513.5664000000011, "b": 122.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "Either the AS/NZS 61439 series or the AS/NZS 3439 series may be used", "text": "Either the AS/NZS 61439 series or the AS/NZS 3439 series may be used" }, { "self_ref": "#/texts/12623", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 549, "bbox": { "l": 85.07999999999998, "t": 121.94029999999975, "r": 424.1568000000009, "b": 108.54829999999981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "under the conditions provided in Paragraphs K2.2 and K2.3.", "text": "under the conditions provided in Paragraphs K2.2 and K2.3." }, { "self_ref": "#/texts/12624", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 549, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12625", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 549, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12626", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 550, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/12627", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 550, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12628", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 550, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "546", "text": "546" }, { "self_ref": "#/texts/12629", "parent": { "$ref": "#/groups/1186" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 550, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12630", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 550, "bbox": { "l": 85.08, "t": 752.9603, "r": 381.65280000000064, "b": 739.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "K2.2 Withdrawal date of the AS/NZS 3439 series", "text": "K2.2 Withdrawal date of the AS/NZS 3439 series", "level": 1 }, { "self_ref": "#/texts/12631", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 550, "bbox": { "l": 85.08, "t": 732.9203, "r": 513.5700000000005, "b": 705.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "It is intended that the AS/NZS 3439 series will be withdrawn not less than five years from the 2016 publication dates of the AS/NZS 61439 series.", "text": "It is intended that the AS/NZS 3439 series will be withdrawn not less than five years from the 2016 publication dates of the AS/NZS 61439 series." }, { "self_ref": "#/texts/12632", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 550, "bbox": { "l": 85.07999999999998, "t": 698.9603, "r": 513.5928000000013, "b": 671.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "Until that time, the AS/NZS 3439 series and the AS/NZS 61439 series operate in parallel.", "text": "Until that time, the AS/NZS 3439 series and the AS/NZS 61439 series operate in parallel." }, { "self_ref": "#/texts/12633", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 550, "bbox": { "l": 85.07999999999998, "t": 664.9403, "r": 170.68320000000008, "b": 651.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "K2.3 Testing", "text": "K2.3 Testing", "level": 1 }, { "self_ref": "#/texts/12634", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 550, "bbox": { "l": 85.07999999999998, "t": 644.9603, "r": 513.6528000000008, "b": 589.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 287 ] } ], "orig": "Where tests on an ASSEMBLY have been conducted in accordance with IEC 60439, IEC 61439 or the AS/NZS 3439 series, and the test results fulfil the requirements of the relevant part of the AS/NZS 61439 series, further verification of these requirements is not required.", "text": "Where tests on an ASSEMBLY have been conducted in accordance with IEC 60439, IEC 61439 or the AS/NZS 3439 series, and the test results fulfil the requirements of the relevant part of the AS/NZS 61439 series, further verification of these requirements is not required." }, { "self_ref": "#/texts/12635", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 550, "bbox": { "l": 85.07999999999998, "t": 574.9403, "r": 386.8764000000004, "b": 561.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "K3 APPLICATION OF THE AS/NZS 61439 SERIES", "text": "K3 APPLICATION OF THE AS/NZS 61439 SERIES", "level": 1 }, { "self_ref": "#/texts/12636", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 550, "bbox": { "l": 85.07999999999998, "t": 554.9603, "r": 206.45760000000016, "b": 541.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "K3.1 General rules", "text": "K3.1 General rules", "level": 1 }, { "self_ref": "#/texts/12637", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 550, "bbox": { "l": 85.07999999999998, "t": 534.9203, "r": 513.6408000000002, "b": 507.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "AS/NZS 61439.1 applies to all parts of the series, except as varied in Part 2 or Part 3 of that series.", "text": "AS/NZS 61439.1 applies to all parts of the series, except as varied in Part 2 or Part 3 of that series." }, { "self_ref": "#/texts/12638", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 550, "bbox": { "l": 85.08000000000004, "t": 500.96029999999996, "r": 513.6528000000008, "b": 431.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 315 ] } ], "orig": "A verification of the short-circuit withstand strength is not required for ASSEMBLIES having a rated short-time withstand current or rated conditional short-circuit current not exceeding 10 kA r.m.s or 17 kA peak. Tests for other characteristics such as current rating apply to all switchboards.", "text": "A verification of the short-circuit withstand strength is not required for ASSEMBLIES having a rated short-time withstand current or rated conditional short-circuit current not exceeding 10 kA r.m.s or 17 kA peak. Tests for other characteristics such as current rating apply to all switchboards." }, { "self_ref": "#/texts/12639", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 550, "bbox": { "l": 85.08000000000004, "t": 424.94029999999987, "r": 369.5112000000004, "b": 411.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 45 ] } ], "orig": "K3.2 Power switchgear and controlgear (PSC)", "text": "K3.2 Power switchgear and controlgear (PSC)", "level": 1 }, { "self_ref": "#/texts/12640", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 550, "bbox": { "l": 85.08000000000004, "t": 404.96029999999985, "r": 513.6084000000013, "b": 377.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "AS/NZS 61439.2 applies to industrial, commercial and similar applications where operation by ordinary persons is not intended.", "text": "AS/NZS 61439.2 applies to industrial, commercial and similar applications where operation by ordinary persons is not intended." }, { "self_ref": "#/texts/12641", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 550, "bbox": { "l": 96.42, "t": 373.8572, "r": 513.2932680000002, "b": 348.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "NOTE: An ordinary person is a person who is neither a skilled person nor an instructed person.", "text": "NOTE: An ordinary person is a person who is neither a skilled person nor an instructed person." }, { "self_ref": "#/texts/12642", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 550, "bbox": { "l": 85.08, "t": 341.9603, "r": 513.7200000000001, "b": 328.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 70 ] } ], "orig": "K3.3 Distribution boards intended to be operated by ordinary persons", "text": "K3.3 Distribution boards intended to be operated by ordinary persons", "level": 1 }, { "self_ref": "#/texts/12643", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 550, "bbox": { "l": 85.07999999999998, "t": 327.9203, "r": 124.60799999999995, "b": 314.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "(DBO)", "text": "(DBO)", "level": 1 }, { "self_ref": "#/texts/12644", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 550, "bbox": { "l": 85.07999999999998, "t": 307.94039999999995, "r": 513.6528000000001, "b": 266.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "AS/NZS 61439.3 applies to ASSEMBLIES with rated currents ( I nA) not exceeding 250 A, and rated currents of a circuit ( I nc) not exceeding 125 A. This includes-", "text": "AS/NZS 61439.3 applies to ASSEMBLIES with rated currents ( I nA) not exceeding 250 A, and rated currents of a circuit ( I nc) not exceeding 125 A. This includes-" }, { "self_ref": "#/texts/12645", "parent": { "$ref": "#/groups/1187" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 550, "bbox": { "l": 85.07999999999998, "t": 259.9403, "r": 436.2048000000009, "b": 246.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "(a) type A, DBO designed to accept single-pole devices; and", "text": "(a) type A, DBO designed to accept single-pole devices; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12646", "parent": { "$ref": "#/groups/1187" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 550, "bbox": { "l": 85.07999999999998, "t": 239.96029999999996, "r": 509.7504000000011, "b": 226.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "(b) type B, DBO designed to accept multi-pole and/or single-pole devices.", "text": "(b) type B, DBO designed to accept multi-pole and/or single-pole devices.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12647", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 550, "bbox": { "l": 85.07999999999998, "t": 211.94029999999998, "r": 466.8072000000003, "b": 198.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "K4 GUIDELINES FOR THE ASSESSMENT OF SWITCHBOARDS", "text": "K4 GUIDELINES FOR THE ASSESSMENT OF SWITCHBOARDS", "level": 1 }, { "self_ref": "#/texts/12648", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 550, "bbox": { "l": 85.07999999999998, "t": 191.96029999999996, "r": 209.22720000000007, "b": 178.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "K4.1 User template", "text": "K4.1 User template", "level": 1 }, { "self_ref": "#/texts/12649", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 550, "bbox": { "l": 85.07999999999998, "t": 171.9203, "r": 500.5320000000002, "b": 158.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "For a user information template, refer to AS/NZS 61439.1:2016, Annex C.", "text": "For a user information template, refer to AS/NZS 61439.1:2016, Annex C." }, { "self_ref": "#/texts/12650", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 550, "bbox": { "l": 85.07999999999998, "t": 151.94029999999998, "r": 289.0679999999998, "b": 138.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "K4.2 Items subject to agreement", "text": "K4.2 Items subject to agreement", "level": 1 }, { "self_ref": "#/texts/12651", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 550, "bbox": { "l": 85.07999999999998, "t": 131.96029999999996, "r": 513.6960000000012, "b": 104.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "For items subject to agreement, refer to AS/NZS 61439.2:2016, Appendix BB and AS/NZS 61439.3:2016, Annex AA.", "text": "For items subject to agreement, refer to AS/NZS 61439.2:2016, Appendix BB and AS/NZS 61439.3:2016, Annex AA." }, { "self_ref": "#/texts/12652", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 550, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12653", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 551, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/12654", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 551, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12655", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 551, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "547", "text": "547" }, { "self_ref": "#/texts/12656", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 551, "bbox": { "l": 85.08, "t": 752.9603, "r": 238.95600000000016, "b": 739.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "K4.3 Design verification", "text": "K4.3 Design verification", "level": 1 }, { "self_ref": "#/texts/12657", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 551, "bbox": { "l": 85.08, "t": 732.9203, "r": 513.6564000000003, "b": 677.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 223 ] } ], "orig": "For a list of design verifications to be performed, refer to AS/NZS 61439.1:2016, Annex D. This list shows characteristics to be verified with associated clause numbers. The verification options for compliance are-", "text": "For a list of design verifications to be performed, refer to AS/NZS 61439.1:2016, Annex D. This list shows characteristics to be verified with associated clause numbers. The verification options for compliance are-" }, { "self_ref": "#/texts/12658", "parent": { "$ref": "#/groups/1188" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 551, "bbox": { "l": 85.08000000000004, "t": 670.9403, "r": 157.8576, "b": 657.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "(a) testing;", "text": "(a) testing;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12659", "parent": { "$ref": "#/groups/1188" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 551, "bbox": { "l": 85.08000000000004, "t": 650.9603, "r": 382.7880000000007, "b": 637.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "(b) comparison with a tested reference design; and", "text": "(b) comparison with a tested reference design; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12660", "parent": { "$ref": "#/groups/1188" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 551, "bbox": { "l": 85.08000000000004, "t": 630.9203, "r": 513.6312000000003, "b": 589.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "(c) verification assessment, i.e. confirmation of the correct application of calculations and design rules, including use of appropriate safety margins.", "text": "(c) verification assessment, i.e. confirmation of the correct application of calculations and design rules, including use of appropriate safety margins.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12661", "parent": { "$ref": "#/groups/1189" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 551, "bbox": { "l": 96.42, "t": 585.8372, "r": 316.87534200000005, "b": 573.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "NOTE: One or more options may be used.", "text": "NOTE: One or more options may be used." }, { "self_ref": "#/texts/12662", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 551, "bbox": { "l": 85.08, "t": 558.9804, "r": 513.6863999999995, "b": 531.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 80 ] } ], "orig": "K5 CORRESPONDING PROVISIONS OF THIS STANDARD AND THE AS/NZS 61439 SERIES", "text": "K5 CORRESPONDING PROVISIONS OF THIS STANDARD AND THE AS/NZS 61439 SERIES", "level": 1 }, { "self_ref": "#/texts/12663", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 551, "bbox": { "l": 85.07999999999998, "t": 524.9604, "r": 482.4672000000008, "b": 497.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "Table K1 below provides a list of provisions of this Standard corresponding provisions in the AS/NZS 61439 series.", "text": "Table K1 below provides a list of provisions of this Standard corresponding provisions in the AS/NZS 61439 series." }, { "self_ref": "#/texts/12664", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 551, "bbox": { "l": 489.2724000000008, "t": 524.9604, "r": 513.5532000000009, "b": 511.56840000000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "and", "text": "and" }, { "self_ref": "#/texts/12665", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 551, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12666", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 551, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12667", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 552, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12668", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 552, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "548", "text": "548" }, { "self_ref": "#/texts/12669", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 552, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12670", "parent": { "$ref": "#/tables/115" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 552, "bbox": { "l": 128.04, "t": 752.9003, "r": 470.6736000000003, "b": 705.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 83 ] } ], "orig": "TABLE K1 CORRESPONDING PROVISIONS BETWEEN AS/NZS 3000 AND THE AS/NZS 61439 SERIES", "text": "TABLE K1 CORRESPONDING PROVISIONS BETWEEN AS/NZS 3000 AND THE AS/NZS 61439 SERIES" }, { "self_ref": "#/texts/12671", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 552, "bbox": { "l": 85.08, "t": 265.9403, "r": 456.55919999999986, "b": 252.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "K6 PARTICULAR CLAUSES RELEVANT TO THIS STANDARD", "text": "K6 PARTICULAR CLAUSES RELEVANT TO THIS STANDARD", "level": 1 }, { "self_ref": "#/texts/12672", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 552, "bbox": { "l": 85.08, "t": 245.96029999999996, "r": 349.3728000000003, "b": 232.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "K6.1 Degree of protection of ASSEMBLIES", "text": "K6.1 Degree of protection of ASSEMBLIES", "level": 1 }, { "self_ref": "#/texts/12673", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 552, "bbox": { "l": 85.08000000000001, "t": 225.9203, "r": 513.6792000000005, "b": 184.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 178 ] } ], "orig": "Clause 8.2 of AS/NZS 61439.1:2016 may satisfy or exceed Clause 1.5.4.4 of this Standard. For example, a PSC has a minimum of IP2X and a DBO for indoor use has a minimum of IP2XC.", "text": "Clause 8.2 of AS/NZS 61439.1:2016 may satisfy or exceed Clause 1.5.4.4 of this Standard. For example, a PSC has a minimum of IP2X and a DBO for indoor use has a minimum of IP2XC." }, { "self_ref": "#/texts/12674", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 552, "bbox": { "l": 85.08000000000004, "t": 177.9203, "r": 289.30560000000014, "b": 164.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "K6.2 Form of internal separation", "text": "K6.2 Form of internal separation", "level": 1 }, { "self_ref": "#/texts/12675", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 552, "bbox": { "l": 85.08000000000004, "t": 157.94029999999998, "r": 513.6192000000007, "b": 116.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 214 ] } ], "orig": "Clauses 8.101, 8.102 and Tables 104 and 104.101 (see Table K2 below) of AS/NZS 61439.2:2016 will meet the requirements of Clause 2.5.5 of this Standard for switchboards rated greater than or equal to 800 A.", "text": "Clauses 8.101, 8.102 and Tables 104 and 104.101 (see Table K2 below) of AS/NZS 61439.2:2016 will meet the requirements of Clause 2.5.5 of this Standard for switchboards rated greater than or equal to 800 A." }, { "self_ref": "#/texts/12676", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 552, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12677", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 553, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/12678", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 553, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12679", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 553, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "549", "text": "549" }, { "self_ref": "#/texts/12680", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 553, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12681", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 553, "bbox": { "l": 85.07999999999998, "t": 752.9603, "r": 513.5964000000005, "b": 711.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 185 ] } ], "orig": "That is, a form of separation of form 3b, 4a and 4b (including forms with suffixes i, h and ih) will satisfy the requirement of Clause 2.5.5.2 of this Standard.", "text": "That is, a form of separation of form 3b, 4a and 4b (including forms with suffixes i, h and ih) will satisfy the requirement of Clause 2.5.5.2 of this Standard." }, { "self_ref": "#/texts/12682", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 553, "bbox": { "l": 96.42, "t": 707.8772, "r": 513.3580500000006, "b": 682.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "NOTE: The form of separation is recommended to be marked or declared. Refer to Paragraph K8.", "text": "NOTE: The form of separation is recommended to be marked or declared. Refer to Paragraph K8." }, { "self_ref": "#/texts/12683", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 553, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12684", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 554, "bbox": { "l": 55.09150000000001, "t": 310.939970703125, "r": 65.13550000000001, "b": 249.43397070312517, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12685", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 554, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 582.450608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/12686", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 554, "bbox": { "l": 325.0333, "t": 579.198408703125, "r": 516.9640039999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12687", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 554, "bbox": { "l": 786.756496, "t": 540.860084703125, "r": 797.938816, "b": 445.989722703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12688", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 554, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "550", "text": "550" }, { "self_ref": "#/texts/12689", "parent": { "$ref": "#/tables/116" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 554, "bbox": { "l": 250.01050000000004, "t": 496.759970703125, "r": 595.2624999999992, "b": 449.40797070312505, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "TABLE K2 [Source: Table 104.101 of AS/NZS 61439.2:2016] MINIMUM REQUIREMENTS FOR INTERNAL SEPARATION", "text": "TABLE K2 [Source: Table 104.101 of AS/NZS 61439.2:2016] MINIMUM REQUIREMENTS FOR INTERNAL SEPARATION" }, { "self_ref": "#/texts/12690", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 554, "bbox": { "l": 85.07060000000003, "t": 189.928070703125, "r": 129.96621200000004, "b": 178.745750703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/12691", "parent": { "$ref": "#/groups/1192" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 554, "bbox": { "l": 85.07060000000003, "t": 176.908082703125, "r": 307.8252199999998, "b": 165.72576270312499, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "1 Includes 'Associated with a functional unit'.", "text": "1 Includes 'Associated with a functional unit'.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12692", "parent": { "$ref": "#/groups/1192" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 554, "bbox": { "l": 85.07060000000003, "t": 163.94821470312496, "r": 269.20713800000004, "b": 152.76589470312496, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "2 Includes 'any other functional unit'.", "text": "2 Includes 'any other functional unit'.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12693", "parent": { "$ref": "#/groups/1192" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 554, "bbox": { "l": 85.07060000000003, "t": 150.928226703125, "r": 473.9327719999988, "b": 139.74590670312494, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "3 Form 4a and 4b-External conductors need not be separated from each other.", "text": "3 Form 4a and 4b-External conductors need not be separated from each other.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12694", "parent": { "$ref": "#/groups/1192" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 554, "bbox": { "l": 85.07060000000003, "t": 137.908238703125, "r": 759.6751159999997, "b": 115.74600270312493, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 184 ] } ], "orig": "4 Form 4b-Terminals for external conductors not in the same compartment as the functional unit, but in individual, separate, enclosed protected spaces or compartments.", "text": "4 Form 4b-Terminals for external conductors not in the same compartment as the functional unit, but in individual, separate, enclosed protected spaces or compartments.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12695", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 555, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/12696", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 555, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12697", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 555, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "551", "text": "551" }, { "self_ref": "#/texts/12698", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 555, "bbox": { "l": 85.08, "t": 746.9603, "r": 185.9292000000001, "b": 733.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "K6.3 Clearance", "text": "K6.3 Clearance", "level": 1 }, { "self_ref": "#/texts/12699", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 555, "bbox": { "l": 85.07999999999998, "t": 726.9203, "r": 513.6011999999996, "b": 685.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 161 ] } ], "orig": "Verification to Clause 10.4 and Table 1 or by HV tests to Clause 10.9.3 and Table 10 of AS/NZS 61439.1:2016 may meet the clearance requirements of this Standard.", "text": "Verification to Clause 10.4 and Table 1 or by HV tests to Clause 10.9.3 and Table 10 of AS/NZS 61439.1:2016 may meet the clearance requirements of this Standard." }, { "self_ref": "#/texts/12700", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 555, "bbox": { "l": 85.07999999999998, "t": 678.9203, "r": 254.4816000000001, "b": 665.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "K6.4 Overvoltage category", "text": "K6.4 Overvoltage category", "level": 1 }, { "self_ref": "#/texts/12701", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 555, "bbox": { "l": 85.07999999999998, "t": 658.9403, "r": 513.6192000000007, "b": 617.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 183 ] } ], "orig": "Annex G of AS/NZS 61439.1:2016 provides the overvoltage category for various U imp categories related to various supply systems that may meet the requirements of this Standard.", "text": "Annex G of AS/NZS 61439.1:2016 provides the overvoltage category for various U imp categories related to various supply systems that may meet the requirements of this Standard." }, { "self_ref": "#/texts/12702", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 555, "bbox": { "l": 85.07999999999998, "t": 610.9403, "r": 297.44160000000034, "b": 597.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "For example, using AS/NZS 61439.1:", "text": "For example, using AS/NZS 61439.1:" }, { "self_ref": "#/texts/12703", "parent": { "$ref": "#/groups/1193" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 555, "bbox": { "l": 85.07999999999998, "t": 590.9603, "r": 383.0688000000006, "b": 577.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "(a) Origin of installation-Overvoltage Category IV.", "text": "(a) Origin of installation-Overvoltage Category IV.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12704", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 555, "bbox": { "l": 113.45999999999998, "t": 570.9203, "r": 400.8936000000006, "b": 557.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "U imp 6 kV-5.5 mm clearance or pass 5.1 kV r.m.s.", "text": "U imp 6 kV-5.5 mm clearance or pass 5.1 kV r.m.s." }, { "self_ref": "#/texts/12705", "parent": { "$ref": "#/groups/1194" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 555, "bbox": { "l": 85.07999999999998, "t": 550.9403, "r": 400.44479999999993, "b": 537.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "(b) Distribution circuit level-Overvoltage Category III.", "text": "(b) Distribution circuit level-Overvoltage Category III.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12706", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 555, "bbox": { "l": 113.45999999999998, "t": 530.9603, "r": 390.32880000000046, "b": 517.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "U imp 4 kV-3 mm clearance or pass 3.4 kV r.m.s.", "text": "U imp 4 kV-3 mm clearance or pass 3.4 kV r.m.s." }, { "self_ref": "#/texts/12707", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 555, "bbox": { "l": 85.07999999999998, "t": 510.92029999999994, "r": 182.98800000000006, "b": 497.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "K6.5 Creepage", "text": "K6.5 Creepage", "level": 1 }, { "self_ref": "#/texts/12708", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 555, "bbox": { "l": 85.07999999999996, "t": 490.9402999999999, "r": 513.5388000000005, "b": 463.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "Verification to Clause 10.4 and Table 2 of AS/NZS 61439.1:2016 may meet the requirements of this Standard.", "text": "Verification to Clause 10.4 and Table 2 of AS/NZS 61439.1:2016 may meet the requirements of this Standard." }, { "self_ref": "#/texts/12709", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 555, "bbox": { "l": 85.07999999999996, "t": 456.9203, "r": 513.6144, "b": 429.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "For example, using AS/NZS 61439.1 insulation voltage U i 440 V, Pollution 3, Material Group III, creepage 6.3 mm.", "text": "For example, using AS/NZS 61439.1 insulation voltage U i 440 V, Pollution 3, Material Group III, creepage 6.3 mm." }, { "self_ref": "#/texts/12710", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 555, "bbox": { "l": 85.08000000000004, "t": 422.96029999999996, "r": 325.7471999999998, "b": 409.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "K6.6 Earthing (protective earth circuit)", "text": "K6.6 Earthing (protective earth circuit)", "level": 1 }, { "self_ref": "#/texts/12711", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 555, "bbox": { "l": 85.08000000000004, "t": 402.92029999999994, "r": 513.6264000000002, "b": 375.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "Clause 10.5 of AS/NZS 61439.1:2016 provides test requirements that may meet the requirements of this Standard.", "text": "Clause 10.5 of AS/NZS 61439.1:2016 provides test requirements that may meet the requirements of this Standard." }, { "self_ref": "#/texts/12712", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 555, "bbox": { "l": 85.08000000000004, "t": 368.9602999999999, "r": 437.4924000000009, "b": 355.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 61 ] } ], "orig": "K6.7 Dielectric tests for protection against electric shock", "text": "K6.7 Dielectric tests for protection against electric shock", "level": 1 }, { "self_ref": "#/texts/12713", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 555, "bbox": { "l": 85.08000000000004, "t": 348.9202999999999, "r": 513.6252000000003, "b": 293.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 227 ] } ], "orig": "Clauses 10.5, 10.9.2 and Table 8 of AS/NZS 61439.1:2016 provide power frequency tests related to insulation voltage and may meet the requirements of this Standard. For example, U i 440 V, dielectric test voltage 1.89 kV.", "text": "Clauses 10.5, 10.9.2 and Table 8 of AS/NZS 61439.1:2016 provide power frequency tests related to insulation voltage and may meet the requirements of this Standard. For example, U i 440 V, dielectric test voltage 1.89 kV." }, { "self_ref": "#/texts/12714", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 555, "bbox": { "l": 85.08000000000004, "t": 286.9403, "r": 412.44240000000053, "b": 273.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 55 ] } ], "orig": "K6.8 Current rating by testing and temperature limits", "text": "K6.8 Current rating by testing and temperature limits", "level": 1 }, { "self_ref": "#/texts/12715", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 555, "bbox": { "l": 85.07990000000001, "t": 266.96029999999996, "r": 513.6479000000005, "b": 197.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 356 ] } ], "orig": "Clause 10.10 and Table 6 of AS/NZS 61439.1:2016 provide currentcarrying capacity requirements that are to be satisfied by rated current of the switchboard ASSEMBLY ( I nA), rated current of outgoing circuits ( I nc), and maximum demand after diversity factor (RDF). These requirements may meet the requirements of this Standard.", "text": "Clause 10.10 and Table 6 of AS/NZS 61439.1:2016 provide currentcarrying capacity requirements that are to be satisfied by rated current of the switchboard ASSEMBLY ( I nA), rated current of outgoing circuits ( I nc), and maximum demand after diversity factor (RDF). These requirements may meet the requirements of this Standard." }, { "self_ref": "#/texts/12716", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 555, "bbox": { "l": 85.07990000000001, "t": 190.94029999999998, "r": 408.05270000000075, "b": 177.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 56 ] } ], "orig": "This test from AS/NZS 61439.1 establishes the following:", "text": "This test from AS/NZS 61439.1 establishes the following:" }, { "self_ref": "#/texts/12717", "parent": { "$ref": "#/groups/1195" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 555, "bbox": { "l": 85.07990000000001, "t": 170.96029999999996, "r": 513.6060000000004, "b": 143.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "(a) That I nA is the rated current of the ASSEMBLY and the current that the busbar is capable of distributing, for example, I nA = 1600 A.", "text": "(a) That I nA is the rated current of the ASSEMBLY and the current that the busbar is capable of distributing, for example, I nA = 1600 A.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12718", "parent": { "$ref": "#/groups/1195" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 555, "bbox": { "l": 85.07999999999998, "t": 136.94039999999995, "r": 513.6156000000007, "b": 109.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 133 ] } ], "orig": "(b) That I nc is the maximum rated current of an individual circuit, for example, I nc = 534 A for a MCCB marked I n 630 A.", "text": "(b) That I nc is the maximum rated current of an individual circuit, for example, I nc = 534 A for a MCCB marked I n 630 A.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12719", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 555, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12720", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 555, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12721", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 556, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/12722", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 556, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12723", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 556, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/12724", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 556, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "552", "text": "552", "level": 1 }, { "self_ref": "#/texts/12725", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 556, "bbox": { "l": 113.46, "t": 752.8772, "r": 513.3372719999996, "b": 727.41908, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "NOTE: The I marked rating, that is tested to AS/NZS 60947.2 in free air, nc of 534 A is equal to 0.85", "text": "NOTE: The I marked rating, that is tested to AS/NZS 60947.2 in free air, nc of 534 A is equal to 0.85" }, { "self_ref": "#/texts/12726", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 556, "bbox": { "l": 113.459946, "t": 748.2734, "r": 371.571942, "b": 714.39908, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "n may differ (need derating) to achieve I nc . That is, I multiplied by I n of 630 A.", "text": "n may differ (need derating) to achieve I nc . That is, I multiplied by I n of 630 A." }, { "self_ref": "#/texts/12727", "parent": { "$ref": "#/groups/1196" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 556, "bbox": { "l": 85.08, "t": 707.9603, "r": 383.6412000000005, "b": 694.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "(c) That RDF (rated diversity factor), for example-", "text": "(c) That RDF (rated diversity factor), for example-", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12728", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 556, "bbox": { "l": 141.78, "t": 689.1202999999999, "r": 207.756, "b": 674.4322999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "I = 0.9  I nc", "text": "I = 0.9  I nc" }, { "self_ref": "#/texts/12729", "parent": { "$ref": "#/groups/1197" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 556, "bbox": { "l": 148.86239999999998, "t": 669.1402999999999, "r": 215.81640000000004, "b": 654.4522999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "= 0.9  534", "text": "= 0.9  534", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12730", "parent": { "$ref": "#/groups/1197" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 556, "bbox": { "l": 148.86239999999998, "t": 647.9603, "r": 254.92199999999988, "b": 634.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "= 481 A per circuit", "text": "= 481 A per circuit", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12731", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 556, "bbox": { "l": 113.45999999999998, "t": 627.9203, "r": 151.01999999999995, "b": 614.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "where", "text": "where", "level": 1 }, { "self_ref": "#/texts/12732", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 556, "bbox": { "l": 141.77999999999997, "t": 607.9403, "r": 348.2387999999998, "b": 594.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "RDF= 0.9 for three outgoing circuits.", "text": "RDF= 0.9 for three outgoing circuits." }, { "self_ref": "#/texts/12733", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 556, "bbox": { "l": 113.45999999999998, "t": 587.9603, "r": 513.6144000000006, "b": 574.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "Thus, the total current after diversity for the three", "text": "Thus, the total current after diversity for the three" }, { "self_ref": "#/texts/12734", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 556, "bbox": { "l": 113.45999999999998, "t": 575.1202999999999, "r": 271.2216000000001, "b": 560.4322999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "circuits = 3  481 = 1443 A.", "text": "circuits = 3  481 = 1443 A." }, { "self_ref": "#/texts/12735", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 556, "bbox": { "l": 113.46, "t": 553.9403, "r": 224.32319999999993, "b": 540.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Another example-", "text": "Another example-" }, { "self_ref": "#/texts/12736", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 556, "bbox": { "l": 141.78, "t": 533.9603, "r": 298.7328, "b": 520.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "I = I nc = 481 per circuit; and", "text": "I = I nc = 481 per circuit; and" }, { "self_ref": "#/texts/12737", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 556, "bbox": { "l": 141.78, "t": 513.9202999999999, "r": 338.77679999999987, "b": 500.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "RDF = 1 for three outgoing circuits", "text": "RDF = 1 for three outgoing circuits" }, { "self_ref": "#/texts/12738", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 556, "bbox": { "l": 113.45999999999998, "t": 493.9402999999999, "r": 513.6144000000006, "b": 466.4722999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 82 ] } ], "orig": "Thus, the total current after diversity for the three circuits = 3  481 = 1443 A.", "text": "Thus, the total current after diversity for the three circuits = 3  481 = 1443 A." }, { "self_ref": "#/texts/12739", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 556, "bbox": { "l": 113.46, "t": 462.8372, "r": 162.619656, "b": 450.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/12740", "parent": { "$ref": "#/groups/1198" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 556, "bbox": { "l": 113.46, "t": 446.876672, "r": 513.4174799999995, "b": 395.62313, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 239 ] } ], "orig": "1 RDF is the per unit value of the rated current, assigned by the ASSEMBLY manufacturer, to which outgoing circuits of an ASSEMBLY can be continuously and simultaneously loaded, taking into account the mutual thermal influences.", "text": "1 RDF is the per unit value of the rated current, assigned by the ASSEMBLY manufacturer, to which outgoing circuits of an ASSEMBLY can be continuously and simultaneously loaded, taking into account the mutual thermal influences.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12741", "parent": { "$ref": "#/groups/1198" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 556, "bbox": { "l": 113.46, "t": 391.85699, "r": 513.3691679999993, "b": 366.583226, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 129 ] } ], "orig": "2 RDF should be equal to or higher than the value of assumed loading factor from Table 101 of AS/NZS 61439.2:2016 and", "text": "2 RDF should be equal to or higher than the value of assumed loading factor from Table 101 of AS/NZS 61439.2:2016 and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12742", "parent": { "$ref": "#/groups/1198" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 556, "bbox": { "l": 130.439472, "t": 365.877212, "r": 252.6095400000002, "b": 353.623532, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "AS/NZS 61439.3:2016.", "text": "AS/NZS 61439.3:2016.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12743", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 556, "bbox": { "l": 130.37992200000002, "t": 349.857392, "r": 513.35244, "b": 324.3990799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "For example, an assumed loading factor for three circuits, I n = 0.9, Table 101 of AS/NZS 61439.2:2016 and I n = 0.8 Table 101 of", "text": "For example, an assumed loading factor for three circuits, I n = 0.9, Table 101 of AS/NZS 61439.2:2016 and I n = 0.8 Table 101 of" }, { "self_ref": "#/texts/12744", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 556, "bbox": { "l": 130.37992199999997, "t": 323.87750600000004, "r": 223.54412399999995, "b": 311.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "AS/NZS 61439.3.", "text": "AS/NZS 61439.3." }, { "self_ref": "#/texts/12745", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 556, "bbox": { "l": 130.37992199999997, "t": 307.85768600000006, "r": 513.3096180000005, "b": 282.58392200000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 86 ] } ], "orig": "For guidance and examples, refer to AS/NZS 61439.1:2016, Annex E, Paragraph E2.", "text": "For guidance and examples, refer to AS/NZS 61439.1:2016, Annex E, Paragraph E2." }, { "self_ref": "#/texts/12746", "parent": { "$ref": "#/groups/1199" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 556, "bbox": { "l": 113.45974199999996, "t": 278.877074, "r": 513.2997359999989, "b": 240.58322599999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 182 ] } ], "orig": "3 The assumed loading factor from Table 101 of AS/NZS 61439.2:2016 and after diversity maximum demand from Appendix C, Paragraph C2 of this Standard are the same in principle.", "text": "3 The assumed loading factor from Table 101 of AS/NZS 61439.2:2016 and after diversity maximum demand from Appendix C, Paragraph C2 of this Standard are the same in principle.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12747", "parent": { "$ref": "#/groups/1199" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 556, "bbox": { "l": 85.08, "t": 233.96029999999996, "r": 465.26400000000007, "b": 220.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "(d) The derating influences for current ratings for I nA, I nc and RDF.", "text": "(d) The derating influences for current ratings for I nA, I nc and RDF.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12748", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 556, "bbox": { "l": 113.45999999999995, "t": 213.9203, "r": 513.6888000000005, "b": 116.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 519 ] } ], "orig": "I n is the marked current rating on a device tested in free air. The air temperature rise inside the switchboard is higher than the outside ambient temperature and depends on the heating from equipment, such as busbars, circuit-breakers and fuses. Tests for I nc and RDF are with the ASSEMBLY carrying I nA. The ventilation and the IP rating affect the inside air temperature rise. The minimum IP rating for a PSC ASSEMBLY is IP2X and for a DBO is IP2XC. For example, a rating of", "text": "I n is the marked current rating on a device tested in free air. The air temperature rise inside the switchboard is higher than the outside ambient temperature and depends on the heating from equipment, such as busbars, circuit-breakers and fuses. Tests for I nc and RDF are with the ASSEMBLY carrying I nA. The ventilation and the IP rating affect the inside air temperature rise. The minimum IP rating for a PSC ASSEMBLY is IP2X and for a DBO is IP2XC. For example, a rating of" }, { "self_ref": "#/texts/12749", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 556, "bbox": { "l": 113.45999999999998, "t": 115.94039999999995, "r": 513.6600000000004, "b": 102.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] }, { "page_no": 557, "bbox": { "l": 113.45999999999998, "t": 752.9603, "r": 513.6672000000008, "b": 725.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 72, 183 ] } ], "orig": "IP5X will need to be derated if the original test was at IP2X. Refer to AS/NZS 61439.1:2016, Clauses 10.10.3, 10.10.4, Annex O and AS 60890 for further details of derating influences.", "text": "IP5X will need to be derated if the original test was at IP2X. Refer to AS/NZS 61439.1:2016, Clauses 10.10.3, 10.10.4, Annex O and AS 60890 for further details of derating influences." }, { "self_ref": "#/texts/12750", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 556, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12751", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 557, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/12752", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 557, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12753", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 557, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "553", "text": "553" }, { "self_ref": "#/texts/12754", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 557, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12755", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 557, "bbox": { "l": 113.45999999999998, "t": 718.9403, "r": 513.6540000000001, "b": 677.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 190 ] } ], "orig": "The reference air ambient temperature for I n value to AS/NZS 60947, and switchboards constructed to AS/NZS 61439 ( I nA) and I nc is 35°C averaged over 24 h with a maximum of 40°C.", "text": "The reference air ambient temperature for I n value to AS/NZS 60947, and switchboards constructed to AS/NZS 61439 ( I nA) and I nc is 35°C averaged over 24 h with a maximum of 40°C." }, { "self_ref": "#/texts/12756", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 557, "bbox": { "l": 113.45999999999998, "t": 670.9403, "r": 513.5892000000007, "b": 643.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "The derating factors for circuit-breakers and fuses for various temperatures is available from the manufacturer.", "text": "The derating factors for circuit-breakers and fuses for various temperatures is available from the manufacturer." }, { "self_ref": "#/texts/12757", "parent": { "$ref": "#/groups/1200" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 557, "bbox": { "l": 85.07999999999998, "t": 636.9203, "r": 513.604800000001, "b": 581.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 277 ] } ], "orig": "(e) An explanation of terminal temperature and cable-rated temperature. The allowable limit for terminals for outgoing insulated conductors is 70 K (Table 6 of AS/NZS 61439.1:2016) at the reference ambient temperature of 35°C giving 105°C on the terminal.", "text": "(e) An explanation of terminal temperature and cable-rated temperature. The allowable limit for terminals for outgoing insulated conductors is 70 K (Table 6 of AS/NZS 61439.1:2016) at the reference ambient temperature of 35°C giving 105°C on the terminal.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12758", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 557, "bbox": { "l": 113.45999999999995, "t": 574.9403, "r": 513.6576000000006, "b": 505.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 340 ] } ], "orig": "V75 cables may be connected to these terminals on the basis that if cables are separated at the terminal and for a deemed distance of 100 mm, then it is at this point that insulation is required. The temperature of the insulation at this point is deemed not to exceed the allowed insulation temperature rating of 75°C.", "text": "V75 cables may be connected to these terminals on the basis that if cables are separated at the terminal and for a deemed distance of 100 mm, then it is at this point that insulation is required. The temperature of the insulation at this point is deemed not to exceed the allowed insulation temperature rating of 75°C." }, { "self_ref": "#/texts/12759", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 557, "bbox": { "l": 85.07999999999998, "t": 498.92029999999994, "r": 479.9063999999998, "b": 485.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "K6.9 Derivation of ratings for similar variants to AS/NZS 61439.1", "text": "K6.9 Derivation of ratings for similar variants to AS/NZS 61439.1", "level": 1 }, { "self_ref": "#/texts/12760", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 557, "bbox": { "l": 85.07999999999998, "t": 478.9402999999999, "r": 513.6444, "b": 437.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 184 ] } ], "orig": "Clause 10.10.3 of AS/NZS 61439.1:2016 shows how the rated currents of variants may be verified by derivation for similar arrangements that have been verified by test.", "text": "Clause 10.10.3 of AS/NZS 61439.1:2016 shows how the rated currents of variants may be verified by derivation for similar arrangements that have been verified by test." }, { "self_ref": "#/texts/12761", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 557, "bbox": { "l": 85.08000000000004, "t": 430.94029999999987, "r": 391.30319999999995, "b": 417.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "K6.10 Verification assessment to AS/NZS 61439.1", "text": "K6.10 Verification assessment to AS/NZS 61439.1", "level": 1 }, { "self_ref": "#/texts/12762", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 557, "bbox": { "l": 85.08000000000004, "t": 410.96029999999985, "r": 513.5376000000001, "b": 383.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "Clause 10.10.4 of AS/NZS 61439.1:2016 provides information on the calculation procedure and limitations.", "text": "Clause 10.10.4 of AS/NZS 61439.1:2016 provides information on the calculation procedure and limitations." }, { "self_ref": "#/texts/12763", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 557, "bbox": { "l": 85.08000000000004, "t": 376.9402999999998, "r": 513.5748000000007, "b": 349.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "Annex N of AS/NZS 61439.1:2016 and AS 60890 provide operating current and power loss of copper conductors.", "text": "Annex N of AS/NZS 61439.1:2016 and AS 60890 provide operating current and power loss of copper conductors." }, { "self_ref": "#/texts/12764", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 557, "bbox": { "l": 85.08000000000004, "t": 342.92029999999977, "r": 513.6336000000005, "b": 315.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "For verification by calculation, the copper busbar design temperature should not exceed 90°C unless based on a tested reference design.", "text": "For verification by calculation, the copper busbar design temperature should not exceed 90°C unless based on a tested reference design." }, { "self_ref": "#/texts/12765", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 557, "bbox": { "l": 85.08000000000001, "t": 308.96029999999973, "r": 513.5892000000015, "b": 281.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "Verification by test may give higher ratings than verification assessment for the same busbar size.", "text": "Verification by test may give higher ratings than verification assessment for the same busbar size." }, { "self_ref": "#/texts/12766", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 557, "bbox": { "l": 85.08000000000001, "t": 266.96029999999973, "r": 364.24320000000023, "b": 253.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "K7 SHORT-CIRCUIT WITHSTAND STRENGTH", "text": "K7 SHORT-CIRCUIT WITHSTAND STRENGTH", "level": 1 }, { "self_ref": "#/texts/12767", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 557, "bbox": { "l": 85.08000000000001, "t": 246.92029999999977, "r": 172.6080000000001, "b": 233.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "K7.1 General", "text": "K7.1 General", "level": 1 }, { "self_ref": "#/texts/12768", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 557, "bbox": { "l": 85.07999999999998, "t": 226.94029999999975, "r": 513.6612000000009, "b": 185.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 239 ] } ], "orig": "In Clause 10.11.2 of AS/NZS 61439.1:2016, ASSEMBLIES for installation with prospective currents ( I cp) exceeding 10 kA r.m.s or if protected by devices with a cut-off peak current ( I pk) exceeding 17 kA need to be tested.", "text": "In Clause 10.11.2 of AS/NZS 61439.1:2016, ASSEMBLIES for installation with prospective currents ( I cp) exceeding 10 kA r.m.s or if protected by devices with a cut-off peak current ( I pk) exceeding 17 kA need to be tested." }, { "self_ref": "#/texts/12769", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 557, "bbox": { "l": 85.07999999999998, "t": 178.94029999999998, "r": 172.00080000000008, "b": 165.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "K7.2 Ratings", "text": "K7.2 Ratings", "level": 1 }, { "self_ref": "#/texts/12770", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 557, "bbox": { "l": 85.07999999999998, "t": 158.96029999999996, "r": 355.956, "b": 145.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 48 ] } ], "orig": "K7.2.1 Short time withstand current rating (Icw)", "text": "K7.2.1 Short time withstand current rating (Icw)", "level": 1 }, { "self_ref": "#/texts/12771", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 557, "bbox": { "l": 85.07999999999998, "t": 138.9203, "r": 475.8840000000004, "b": 125.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "The following is an example for rating of short time withstand current:", "text": "The following is an example for rating of short time withstand current:" }, { "self_ref": "#/texts/12772", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 557, "bbox": { "l": 113.45999999999998, "t": 118.94039999999995, "r": 355.96080000000046, "b": 105.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "I cw = 25 kA for 0.1 s with I peak of 52.5 kA.", "text": "I cw = 25 kA for 0.1 s with I peak of 52.5 kA." }, { "self_ref": "#/texts/12773", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 557, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12774", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 558, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12775", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 558, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "554", "text": "554" }, { "self_ref": "#/texts/12776", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 558, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/12777", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 558, "bbox": { "l": 85.08, "t": 752.9603, "r": 247.32120000000003, "b": 739.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "K7.2.2 Backup (cascading)", "text": "K7.2.2 Backup (cascading)", "level": 1 }, { "self_ref": "#/texts/12778", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 558, "bbox": { "l": 85.07999999999998, "t": 732.9203, "r": 513.586800000001, "b": 705.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "Clause 2.5.4.2, Item (a), and Clause 2.5.7.2.1 of this Standard provide information on backup (cascading).", "text": "Clause 2.5.4.2, Item (a), and Clause 2.5.7.2.1 of this Standard provide information on backup (cascading)." }, { "self_ref": "#/texts/12779", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 558, "bbox": { "l": 85.07999999999998, "t": 698.9603, "r": 513.6528000000009, "b": 615.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 417 ] } ], "orig": "For further guidance, consult manufacturers' tables for values to determine if a device with a short-circuit rating less than the prospective short-circuit current and protected by an upstream device, rated for the prospective short-circuit current, that, in association with a downsteam device, limits I pk and I 2 t to a value that can be used to comply with Item (a) of Clause 2.5.4.2 of this Standard.", "text": "For further guidance, consult manufacturers' tables for values to determine if a device with a short-circuit rating less than the prospective short-circuit current and protected by an upstream device, rated for the prospective short-circuit current, that, in association with a downsteam device, limits I pk and I 2 t to a value that can be used to comply with Item (a) of Clause 2.5.4.2 of this Standard." }, { "self_ref": "#/texts/12780", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 558, "bbox": { "l": 85.08000000000001, "t": 608.9603, "r": 513.6792000000011, "b": 581.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 105 ] } ], "orig": "K7.3 Short-circuit withstand strength by comparison to a reference design utilizing a check list", "text": "K7.3 Short-circuit withstand strength by comparison to a reference design utilizing a check list", "level": 1 }, { "self_ref": "#/texts/12781", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 558, "bbox": { "l": 85.08000000000004, "t": 574.9403, "r": 513.5844000000008, "b": 547.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "See AS/NZS 61439.1:2016, Clause 10.11.3 and Table 13 (including Australian/New Zealand variations in Appendix ZA), for relevant details.", "text": "See AS/NZS 61439.1:2016, Clause 10.11.3 and Table 13 (including Australian/New Zealand variations in Appendix ZA), for relevant details." }, { "self_ref": "#/texts/12782", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 558, "bbox": { "l": 85.07999999999998, "t": 540.9203, "r": 513.616800000001, "b": 443.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 507 ] } ], "orig": "Explanation of short-circuit withstand strength by comparison to a reference design using a check list, is best demonstrated through an example. Thus, an ASSEMBLY of modular pretested items such as busbars, busbar supports and connections, incoming and outgoing units, and the like that have already been proven by test as modules under the conditions required for the switchboard to comply with Clause 10.11.3 are suitable if Table 13 of AS/NZS 61439.1:2016 requirements are satisfied.", "text": "Explanation of short-circuit withstand strength by comparison to a reference design using a check list, is best demonstrated through an example. Thus, an ASSEMBLY of modular pretested items such as busbars, busbar supports and connections, incoming and outgoing units, and the like that have already been proven by test as modules under the conditions required for the switchboard to comply with Clause 10.11.3 are suitable if Table 13 of AS/NZS 61439.1:2016 requirements are satisfied." }, { "self_ref": "#/texts/12783", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 558, "bbox": { "l": 85.07999999999998, "t": 428.9602999999999, "r": 174.7476, "b": 415.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "K8 MARKING", "text": "K8 MARKING", "level": 1 }, { "self_ref": "#/texts/12784", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 558, "bbox": { "l": 85.07999999999998, "t": 408.9202999999999, "r": 293.19240000000025, "b": 395.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "K8.1 PSC and DBO switchboards", "text": "K8.1 PSC and DBO switchboards", "level": 1 }, { "self_ref": "#/texts/12785", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 558, "bbox": { "l": 85.07999999999998, "t": 388.94029999999987, "r": 513.6084000000011, "b": 361.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "The marking for PSC and DBO switchboards is found in Clause 6.1 of the AS/NZS 61439 series. Those markings that apply are-", "text": "The marking for PSC and DBO switchboards is found in Clause 6.1 of the AS/NZS 61439 series. Those markings that apply are-" }, { "self_ref": "#/texts/12786", "parent": { "$ref": "#/groups/1201" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 558, "bbox": { "l": 85.07999999999998, "t": 354.9202999999998, "r": 384.7679999999998, "b": 341.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "(a) ASSEMBLY manufacturer's name or trademark;", "text": "(a) ASSEMBLY manufacturer's name or trademark;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12787", "parent": { "$ref": "#/groups/1201" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 558, "bbox": { "l": 85.07999999999998, "t": 334.9402999999998, "r": 483.0264000000001, "b": 321.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "(b) type designation or identification, or other means of identification;", "text": "(b) type designation or identification, or other means of identification;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12788", "parent": { "$ref": "#/groups/1201" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 558, "bbox": { "l": 85.07999999999998, "t": 314.96029999999973, "r": 257.44440000000026, "b": 301.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "(c) date of manufacture; and", "text": "(c) date of manufacture; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12789", "parent": { "$ref": "#/groups/1201" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 558, "bbox": { "l": 85.07999999999998, "t": 294.92029999999977, "r": 297.8364, "b": 281.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "(d) AS/NZS 61439.X (X = 1, 2 or 3).", "text": "(d) AS/NZS 61439.X (X = 1, 2 or 3).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12790", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 558, "bbox": { "l": 85.07999999999998, "t": 274.94029999999975, "r": 513.6336000000013, "b": 233.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 167 ] } ], "orig": "The recommended additional marking for PSC switchboards is form of separation, for example, form 3b, and the applicable IP rating, for example, IP2X or IPXXB.", "text": "The recommended additional marking for PSC switchboards is form of separation, for example, form 3b, and the applicable IP rating, for example, IP2X or IPXXB." }, { "self_ref": "#/texts/12791", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 558, "bbox": { "l": 85.07999999999998, "t": 226.94029999999975, "r": 291.7536000000003, "b": 213.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "K8.2 Additional marking for DBO", "text": "K8.2 Additional marking for DBO", "level": 1 }, { "self_ref": "#/texts/12792", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 558, "bbox": { "l": 85.07999999999996, "t": 206.96029999999973, "r": 513.5736000000002, "b": 179.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 110 ] } ], "orig": "The following additional marking provisions for a DBO are found in Clause 6.1 of AS/NZS 61439.3:2016:", "text": "The following additional marking provisions for a DBO are found in Clause 6.1 of AS/NZS 61439.3:2016:" }, { "self_ref": "#/texts/12793", "parent": { "$ref": "#/groups/1202" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 558, "bbox": { "l": 85.07999999999996, "t": 172.94039999999995, "r": 265.51080000000013, "b": 159.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "(a) I nA, for example, I nA 250 A.", "text": "(a) I nA, for example, I nA 250 A.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12794", "parent": { "$ref": "#/groups/1202" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 558, "bbox": { "l": 85.08000000000001, "t": 152.96039999999994, "r": 389.11440000000067, "b": 139.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "(b) IP, when greater than IP2XC, for example, IP4X.", "text": "(b) IP, when greater than IP2XC, for example, IP4X.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12795", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 558, "bbox": { "l": 85.08000000000001, "t": 132.92039999999997, "r": 508.1807999999999, "b": 119.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "In addition, AS/NZS 5112 provides requirements for marking of the neutral.", "text": "In addition, AS/NZS 5112 provides requirements for marking of the neutral." }, { "self_ref": "#/texts/12796", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 558, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12797", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 559, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/12798", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 559, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12799", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 559, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "555", "text": "555" }, { "self_ref": "#/texts/12800", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 559, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12801", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 559, "bbox": { "l": 85.08, "t": 752.9603, "r": 513.6959999999999, "b": 725.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "K9 OTHER RELEVANT CHARACTERISTICS TO BE DECLARED BY THE ASSEMBLY MANUFACTURER", "text": "K9 OTHER RELEVANT CHARACTERISTICS TO BE DECLARED BY THE ASSEMBLY MANUFACTURER", "level": 1 }, { "self_ref": "#/texts/12802", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 559, "bbox": { "l": 85.07999999999998, "t": 718.9403, "r": 513.600000000001, "b": 691.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "The following characteristics apply to PSC and DBO (for a full listing, see Clause 5 of AS/NZS 61439.1:2016):", "text": "The following characteristics apply to PSC and DBO (for a full listing, see Clause 5 of AS/NZS 61439.1:2016):" }, { "self_ref": "#/texts/12803", "parent": { "$ref": "#/groups/1203" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 559, "bbox": { "l": 85.07999999999998, "t": 684.9203, "r": 449.43360000000064, "b": 671.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "(a) U e is the rated operational voltage, for example, 240/415 V.", "text": "(a) U e is the rated operational voltage, for example, 240/415 V.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12804", "parent": { "$ref": "#/groups/1203" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 559, "bbox": { "l": 85.07999999999998, "t": 664.9403, "r": 470.6148000000008, "b": 651.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "(b) I nA is the rated current of the ASSEMBLY, for example, 1600 A.", "text": "(b) I nA is the rated current of the ASSEMBLY, for example, 1600 A.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12805", "parent": { "$ref": "#/groups/1203" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 559, "bbox": { "l": 85.07999999999998, "t": 644.9603, "r": 513.6000000000006, "b": 617.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "(c) I nc is the rated current of a circuit, for example, I nc of 534 A for a device marked I n 630 A.", "text": "(c) I nc is the rated current of a circuit, for example, I nc of 534 A for a device marked I n 630 A.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12806", "parent": { "$ref": "#/groups/1203" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 559, "bbox": { "l": 85.07999999999998, "t": 612.1402999999999, "r": 513.3548940000002, "b": 568.603436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 230 ] } ], "orig": "(d) RDF is the rated diversity factor, for example, RDF 0.9  three circuits. NOTE: In the absence of an agreement, the values of assumed loading of the outgoing circuits may be based on Table 101 of AS/NZS 61439.1:2016.", "text": "(d) RDF is the rated diversity factor, for example, RDF 0.9  three circuits. NOTE: In the absence of an agreement, the values of assumed loading of the outgoing circuits may be based on Table 101 of AS/NZS 61439.1:2016.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12807", "parent": { "$ref": "#/groups/1203" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 559, "bbox": { "l": 85.08, "t": 561.9203, "r": 513.7224000000008, "b": 534.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "(e) I cw is the rated short time withstand current, for example, 25 kA for 0.1 s.", "text": "(e) I cw is the rated short time withstand current, for example, 25 kA for 0.1 s.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12808", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 559, "bbox": { "l": 85.07999999999998, "t": 527.9603, "r": 513.6576, "b": 500.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "Additional items to be declared for distribution boards tested to AS/NZS 61439.3:2016 as per Clause 5.6 are-", "text": "Additional items to be declared for distribution boards tested to AS/NZS 61439.3:2016 as per Clause 5.6 are-" }, { "self_ref": "#/texts/12809", "parent": { "$ref": "#/groups/1204" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 559, "bbox": { "l": 85.07999999999998, "t": 493.9402999999999, "r": 241.06560000000007, "b": 480.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "(i) type A or type B DBO;", "text": "(i) type A or type B DBO;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12810", "parent": { "$ref": "#/groups/1204" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 559, "bbox": { "l": 85.07999999999998, "t": 473.9602999999999, "r": 468.31200000000047, "b": 460.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "(ii) rated current of loose busbars (bus combs), for example, 80 A;", "text": "(ii) rated current of loose busbars (bus combs), for example, 80 A;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12811", "parent": { "$ref": "#/groups/1204" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 559, "bbox": { "l": 85.07999999999998, "t": 453.9202999999999, "r": 513.6672000000007, "b": 426.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "(iii) maximum size of the overcurrent protection (that is needed as a DBO may not be supplied with a protective device or main switch); and", "text": "(iii) maximum size of the overcurrent protection (that is needed as a DBO may not be supplied with a protective device or main switch); and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12812", "parent": { "$ref": "#/groups/1204" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 559, "bbox": { "l": 85.08000000000004, "t": 419.96029999999985, "r": 513.6552000000013, "b": 392.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "(iv) rated current of the neutral supplied with the ASSEMBLY, for example, 125 A.", "text": "(iv) rated current of the neutral supplied with the ASSEMBLY, for example, 125 A.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12813", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 559, "bbox": { "l": 85.08000000000004, "t": 385.9402999999998, "r": 513.5868000000006, "b": 344.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "The standard neutral rating, as supplied, is as follows. The required rating of the neutral may differ in service depending on the phase load balance and diversity. Refer to Clause 3.4, Appendix C and relevant service rules:", "text": "The standard neutral rating, as supplied, is as follows. The required rating of the neutral may differ in service depending on the phase load balance and diversity. Refer to Clause 3.4, Appendix C and relevant service rules:" }, { "self_ref": "#/texts/12814", "parent": { "$ref": "#/groups/1205" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 559, "bbox": { "l": 85.08000000000004, "t": 339.14029999999974, "r": 477.7776000000004, "b": 324.4522999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "(A) 100%  I nA for a DBO type A, that is for single-pole devices only.", "text": "(A) 100%  I nA for a DBO type A, that is for single-pole devices only.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12815", "parent": { "$ref": "#/groups/1205" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 559, "bbox": { "l": 85.08000000000004, "t": 319.1604, "r": 513.6108, "b": 290.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(B) 50%  I nA for a DBO type B, that is for multi-pole and single-pole devices.", "text": "(B) 50%  I nA for a DBO type B, that is for multi-pole and single-pole devices.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12816", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 559, "bbox": { "l": 85.08000000000004, "t": 275.96029999999996, "r": 264.76800000000014, "b": 262.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "K10 DEVICE SUBSTITUTION", "text": "K10 DEVICE SUBSTITUTION", "level": 1 }, { "self_ref": "#/texts/12817", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 559, "bbox": { "l": 85.08000000000004, "t": 255.9203, "r": 179.63160000000008, "b": 242.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "K10.1 General", "text": "K10.1 General", "level": 1 }, { "self_ref": "#/texts/12818", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 559, "bbox": { "l": 85.08000000000004, "t": 235.94029999999998, "r": 513.5711999999999, "b": 208.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "The following provisions are from Clause 10.10.3.5 and Table 13 of AS/NZS 61439.1:2016:", "text": "The following provisions are from Clause 10.10.3.5 and Table 13 of AS/NZS 61439.1:2016:" }, { "self_ref": "#/texts/12819", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 559, "bbox": { "l": 85.08000000000004, "t": 201.9203, "r": 513.6372000000002, "b": 174.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 107 ] } ], "orig": "A device may be substituted with a similar device to that used in the original verification, provided that-", "text": "A device may be substituted with a similar device to that used in the original verification, provided that-" }, { "self_ref": "#/texts/12820", "parent": { "$ref": "#/groups/1206" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 559, "bbox": { "l": 85.08000000000004, "t": 167.96030000000007, "r": 513.6000000000003, "b": 140.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "(a) if the device is not from the same manufacturer, the device rating does not exceed 3150A;", "text": "(a) if the device is not from the same manufacturer, the device rating does not exceed 3150A;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12821", "parent": { "$ref": "#/groups/1206" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 559, "bbox": { "l": 85.08000000000001, "t": 133.9403000000001, "r": 513.6252000000012, "b": 92.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 171 ] } ], "orig": "(b) the power loss and terminal temperature rise of the device are the same or lower when tested in accordance with the relevant product standard; and", "text": "(b) the power loss and terminal temperature rise of the device are the same or lower when tested in accordance with the relevant product standard; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12822", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 559, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12823", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 560, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12824", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 560, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "556", "text": "556" }, { "self_ref": "#/texts/12825", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 560, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/12826", "parent": { "$ref": "#/groups/1207" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 560, "bbox": { "l": 85.08, "t": 752.9603, "r": 513.6359999999995, "b": 711.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 170 ] } ], "orig": "(c) the physical arrangement within the functional unit and the rating of the functional unit are maintained or bettered with respect to thermal considerations.", "text": "(c) the physical arrangement within the functional unit and the rating of the functional unit are maintained or bettered with respect to thermal considerations.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12827", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 560, "bbox": { "l": 96.42, "t": 707.8772, "r": 513.3306000000006, "b": 669.583352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 212 ] } ], "orig": "NOTE The physical arrangements include terminal shields, conductor type, material and connection sizes, mounting orientation, clearances to other parts, ventilation arrangements and terminal arrangement.", "text": "NOTE The physical arrangements include terminal shields, conductor type, material and connection sizes, mounting orientation, clearances to other parts, ventilation arrangements and terminal arrangement." }, { "self_ref": "#/texts/12828", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 560, "bbox": { "l": 85.08, "t": 662.9603, "r": 312.3503999999999, "b": 649.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 37 ] } ], "orig": "K10.2 Device substitution questions", "text": "K10.2 Device substitution questions", "level": 1 }, { "self_ref": "#/texts/12829", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 560, "bbox": { "l": 85.07999999999998, "t": 642.9203, "r": 513.6492000000009, "b": 573.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 310 ] } ], "orig": "Are the short-circuit protective devices of each circuit of the ASSEMBLY to be assessed equivalent, that is of the same make and series with the same or better limitation characteristics ( I 2 t , I p k ) based on the device manufacturer's data, and with the same arrangement as the reference design?'", "text": "Are the short-circuit protective devices of each circuit of the ASSEMBLY to be assessed equivalent, that is of the same make and series with the same or better limitation characteristics ( I 2 t , I p k ) based on the device manufacturer's data, and with the same arrangement as the reference design?'" }, { "self_ref": "#/texts/12830", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 560, "bbox": { "l": 85.07999999999998, "t": 566.9603, "r": 513.6240000000007, "b": 539.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "Does the short-circuit protective devices of each circuit of the ASSEMBLY to be assessed-", "text": "Does the short-circuit protective devices of each circuit of the ASSEMBLY to be assessed-" }, { "self_ref": "#/texts/12831", "parent": { "$ref": "#/groups/1208" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 560, "bbox": { "l": 85.07999999999998, "t": 532.9403, "r": 513.6755999999999, "b": 505.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 144 ] } ], "orig": "(a) have a breaking capacity not less than the short-circuit rating of the ASSEMBLY at the rated operational voltage of the ASSEMBLY?", "text": "(a) have a breaking capacity not less than the short-circuit rating of the ASSEMBLY at the rated operational voltage of the ASSEMBLY?", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12832", "parent": { "$ref": "#/groups/1208" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 560, "bbox": { "l": 85.07999999999998, "t": 498.92029999999994, "r": 513.6311999999998, "b": 443.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 241 ] } ], "orig": "(b) in case of a current-limiting protective device-have a peak let-through current and let-through energy at the short-circuit rating and the rated operational voltage of the ASSEMBLY equal to or smaller than the reference design?", "text": "(b) in case of a current-limiting protective device-have a peak let-through current and let-through energy at the short-circuit rating and the rated operational voltage of the ASSEMBLY equal to or smaller than the reference design?", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12833", "parent": { "$ref": "#/groups/1208" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 560, "bbox": { "l": 85.08000000000004, "t": 436.94029999999987, "r": 513.5796000000009, "b": 409.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 148 ] } ], "orig": "(c) in case of a non-current-limiting device-have a rated short-time withstand current ( I cw) equal to or higher than the reference design?", "text": "(c) in case of a non-current-limiting device-have a rated short-time withstand current ( I cw) equal to or higher than the reference design?", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12834", "parent": { "$ref": "#/groups/1208" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 560, "bbox": { "l": 85.07999999999998, "t": 402.9203, "r": 513.5640000000011, "b": 375.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 94 ] } ], "orig": "(d) fulfil the requirements of co-ordination with upstream and downstream devices (see 9.3.4)?", "text": "(d) fulfil the requirements of co-ordination with upstream and downstream devices (see 9.3.4)?", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12835", "parent": { "$ref": "#/groups/1208" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 560, "bbox": { "l": 85.07999999999996, "t": 368.96029999999996, "r": 513.6023999999996, "b": 341.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "(e) have equal or smaller critical distances (safety perimeter) to the reference design?", "text": "(e) have equal or smaller critical distances (safety perimeter) to the reference design?", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12836", "parent": { "$ref": "#/groups/1208" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 560, "bbox": { "l": 85.07999999999998, "t": 334.9402999999999, "r": 513.6468000000009, "b": 307.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 120 ] } ], "orig": "(f) maintain identical mechanical orientation, including the direction and position of venting of the arc chutes?", "text": "(f) maintain identical mechanical orientation, including the direction and position of venting of the arc chutes?", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12837", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 560, "bbox": { "l": 96.42, "t": 303.83719999999994, "r": 513.3591479999993, "b": 213.39908000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 587 ] } ], "orig": "NOTE Short-circuit protective devices of the same manufacturer but of a different series, or devices from a different manufacturer, may be considered equivalent and be substituted for the original device if the requirements of the device manufacturer are complied with and the device manufacturer declares the performance characteristics to be the same or better in all relevant respects to the series used for verification, for example, breaking capacity limitation characteristics ( I 2 t , I pk) and the critical distances (safety perimeters).'", "text": "NOTE Short-circuit protective devices of the same manufacturer but of a different series, or devices from a different manufacturer, may be considered equivalent and be substituted for the original device if the requirements of the device manufacturer are complied with and the device manufacturer declares the performance characteristics to be the same or better in all relevant respects to the series used for verification, for example, breaking capacity limitation characteristics ( I 2 t , I pk) and the critical distances (safety perimeters).'" }, { "self_ref": "#/texts/12838", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 560, "bbox": { "l": 85.08, "t": 198.98029999999994, "r": 367.212, "b": 185.5883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "K11 REPAIRS TO EXISTING SWITCHBOARDS", "text": "K11 REPAIRS TO EXISTING SWITCHBOARDS", "level": 1 }, { "self_ref": "#/texts/12839", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 560, "bbox": { "l": 85.07999999999993, "t": 178.94029999999998, "r": 513.6180000000006, "b": 123.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 265 ] } ], "orig": "Where repairs are needed to an existing switchboard and the original devices are no longer available, and equivalent devices suitable for the installation conditions are fitted, then the requirements for repairs in this Standard apply.", "text": "Where repairs are needed to an existing switchboard and the original devices are no longer available, and equivalent devices suitable for the installation conditions are fitted, then the requirements for repairs in this Standard apply." }, { "self_ref": "#/texts/12840", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 560, "bbox": { "l": 85.07999999999993, "t": 116.96029999999996, "r": 513.6228, "b": 89.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 100 ] } ], "orig": "In doing this, the principles of device substitution may be taken into account as per Paragraph K10.", "text": "In doing this, the principles of device substitution may be taken into account as per Paragraph K10." }, { "self_ref": "#/texts/12841", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 560, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12842", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 561, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/12843", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 561, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12844", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 561, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "557", "text": "557" }, { "self_ref": "#/texts/12845", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 561, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12846", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 561, "bbox": { "l": 85.08, "t": 752.9603, "r": 513.7763999999996, "b": 725.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "K12 ROUTINE VERIFICATION BY THE SWITCHBOARD MANUFACTURER", "text": "K12 ROUTINE VERIFICATION BY THE SWITCHBOARD MANUFACTURER", "level": 1 }, { "self_ref": "#/texts/12847", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 561, "bbox": { "l": 85.08, "t": 718.9403, "r": 513.6552000000004, "b": 663.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 215 ] } ], "orig": "Routine verification is intended to detect faults in materials and workmanship and to ascertain proper functioning of the manufactured ASSEMBLY. It is made on every ASSEMBLY during and/or after manufacture.", "text": "Routine verification is intended to detect faults in materials and workmanship and to ascertain proper functioning of the manufactured ASSEMBLY. It is made on every ASSEMBLY during and/or after manufacture." }, { "self_ref": "#/texts/12848", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 561, "bbox": { "l": 85.08000000000004, "t": 656.9603, "r": 513.5952000000011, "b": 629.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "Where appropriate, routine verification confirms that design verification is available.", "text": "Where appropriate, routine verification confirms that design verification is available." }, { "self_ref": "#/texts/12849", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 561, "bbox": { "l": 85.08000000000004, "t": 622.9403, "r": 513.6240000000001, "b": 553.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 362 ] } ], "orig": "Routine verification does not need to be carried out on devices and selfcontained components incorporated in the ASSEMBLY when they comply with the relevant standards, and have been selected in accordance with Clause 8.5.3 of this Standard, and are installed in accordance with the instructions of the device manufacturer.", "text": "Routine verification does not need to be carried out on devices and selfcontained components incorporated in the ASSEMBLY when they comply with the relevant standards, and have been selected in accordance with Clause 8.5.3 of this Standard, and are installed in accordance with the instructions of the device manufacturer." }, { "self_ref": "#/texts/12850", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 561, "bbox": { "l": 85.08000000000004, "t": 546.9203, "r": 513.5952000000011, "b": 519.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "Verification comprises the following categories that are taken from Clauses 11.2 to 11.8 of AS/NZS 61439.1:2016:", "text": "Verification comprises the following categories that are taken from Clauses 11.2 to 11.8 of AS/NZS 61439.1:2016:" }, { "self_ref": "#/texts/12851", "parent": { "$ref": "#/groups/1209" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 561, "bbox": { "l": 85.08000000000004, "t": 512.9603, "r": 314.0256000000002, "b": 499.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 39 ] } ], "orig": "(a) Degree of protection of enclosures.", "text": "(a) Degree of protection of enclosures.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12852", "parent": { "$ref": "#/groups/1209" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 561, "bbox": { "l": 85.08000000000004, "t": 492.92029999999994, "r": 321.7176000000002, "b": 479.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "(b) Clearances and creepage distances.", "text": "(b) Clearances and creepage distances.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12853", "parent": { "$ref": "#/groups/1209" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 561, "bbox": { "l": 85.08000000000004, "t": 472.9402999999999, "r": 491.5632000000004, "b": 459.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 75 ] } ], "orig": "(c) Protection against electric shock and integrity of protective circuits.", "text": "(c) Protection against electric shock and integrity of protective circuits.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12854", "parent": { "$ref": "#/groups/1209" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 561, "bbox": { "l": 85.08000000000004, "t": 452.9602999999999, "r": 322.0356000000005, "b": 439.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "(d) Incorporation of built-in components.", "text": "(d) Incorporation of built-in components.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12855", "parent": { "$ref": "#/groups/1209" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 561, "bbox": { "l": 85.08000000000006, "t": 432.9202999999999, "r": 355.7532000000005, "b": 419.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "(e) Internal electrical circuits and connections.", "text": "(e) Internal electrical circuits and connections.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12856", "parent": { "$ref": "#/groups/1209" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 561, "bbox": { "l": 85.08000000000006, "t": 412.94029999999987, "r": 308.3352000000004, "b": 399.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "(f) Terminals for external conductors.", "text": "(f) Terminals for external conductors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12857", "parent": { "$ref": "#/groups/1209" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 561, "bbox": { "l": 85.08000000000006, "t": 392.96029999999985, "r": 240.4223999999999, "b": 379.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "(g) Mechanical operation.", "text": "(g) Mechanical operation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12858", "parent": { "$ref": "#/groups/1209" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 561, "bbox": { "l": 85.08000000000006, "t": 372.9202999999998, "r": 505.5912000000016, "b": 359.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 68 ] } ], "orig": "(h) Performance (see Clauses 11.9 and 11.10 of AS/NZS 61439.1:2016).", "text": "(h) Performance (see Clauses 11.9 and 11.10 of AS/NZS 61439.1:2016).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12859", "parent": { "$ref": "#/groups/1209" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 561, "bbox": { "l": 85.08000000000004, "t": 352.9402999999998, "r": 489.9792000000006, "b": 339.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "(i) Dielectric properties, wiring, operational performance and function.", "text": "(i) Dielectric properties, wiring, operational performance and function.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12860", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 561, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12861", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 562, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12862", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 562, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12863", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 562, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "558", "text": "558" }, { "self_ref": "#/texts/12864", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 562, "bbox": { "l": 262.2, "t": 728.9603, "r": 336.456, "b": 692.55308, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "APPENDIX L (Deleted)", "text": "APPENDIX L (Deleted)", "level": 1 }, { "self_ref": "#/texts/12865", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 562, "bbox": { "l": 85.08, "t": 671.9603, "r": 286.0248, "b": 658.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "This page is left blank intentionally.", "text": "This page is left blank intentionally." }, { "self_ref": "#/texts/12866", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 562, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12867", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 563, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12868", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 563, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "559", "text": "559" }, { "self_ref": "#/texts/12869", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 563, "bbox": { "l": 66.6, "t": 722.8922, "r": 76.24480199999999, "b": 707.29052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/12870", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 563, "bbox": { "l": 85.07999999999998, "t": 619.9403, "r": 177.44279999999986, "b": 606.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "M1 GENERAL", "text": "M1 GENERAL", "level": 1 }, { "self_ref": "#/texts/12871", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 563, "bbox": { "l": 85.07999999999998, "t": 599.9603, "r": 164.81280000000004, "b": 586.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "M1.1 Scope", "text": "M1.1 Scope", "level": 1 }, { "self_ref": "#/texts/12872", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 563, "bbox": { "l": 85.07999999999998, "t": 579.9203, "r": 513.6348000000005, "b": 538.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 181 ] } ], "orig": "This Appendix provides guidance on the mitigation of foreseeable adverse effects that disruption to power supply may cause in active assisted living and homecare medical situations.", "text": "This Appendix provides guidance on the mitigation of foreseeable adverse effects that disruption to power supply may cause in active assisted living and homecare medical situations." }, { "self_ref": "#/texts/12873", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 563, "bbox": { "l": 85.0799999999999, "t": 531.9203, "r": 513.6923999999998, "b": 434.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 545 ] } ], "orig": "Where the owner or operator of an installation or part of an installation has identified it beneficial for the installation or part thereof to include features to reduce the impact of power supply outages and to provide continuity of supply for active assisted living and homecare medical situations, this Appendix gives guidance so that the electrical installation will function correctly for the purpose intended, and take into account the mitigation of foreseeable adverse effects that disruption to power supply may cause.", "text": "Where the owner or operator of an installation or part of an installation has identified it beneficial for the installation or part thereof to include features to reduce the impact of power supply outages and to provide continuity of supply for active assisted living and homecare medical situations, this Appendix gives guidance so that the electrical installation will function correctly for the purpose intended, and take into account the mitigation of foreseeable adverse effects that disruption to power supply may cause." }, { "self_ref": "#/texts/12874", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 563, "bbox": { "l": 85.07999999999993, "t": 427.94029999999987, "r": 255.95520000000002, "b": 414.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "M1.2 Active assisted living", "text": "M1.2 Active assisted living", "level": 1 }, { "self_ref": "#/texts/12875", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 563, "bbox": { "l": 85.07999999999993, "t": 407.96029999999985, "r": 513.672000000001, "b": 352.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 299 ] } ], "orig": "Active assisted living (AAL) systems and services enable independent living through the use of information and communications technology (ICT) by ensuring usability, accessibility, interoperability, security and safety for all users. Household automation plays a large part in this.", "text": "Active assisted living (AAL) systems and services enable independent living through the use of information and communications technology (ICT) by ensuring usability, accessibility, interoperability, security and safety for all users. Household automation plays a large part in this." }, { "self_ref": "#/texts/12876", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 563, "bbox": { "l": 85.07999999999993, "t": 345.92029999999977, "r": 238.17239999999987, "b": 332.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "M1.3 Homecare medical", "text": "M1.3 Homecare medical", "level": 1 }, { "self_ref": "#/texts/12877", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 563, "bbox": { "l": 85.07999999999987, "t": 325.94029999999975, "r": 513.6672, "b": 270.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 292 ] } ], "orig": "Home-based medical procedures such as dialysis, respiratory support and cardiac care are becoming commonplace. Allied to this is the growing use of tele-monitoring, which is the remote collection and transmission of data so that it can be interpreted and used for ongoing patient management.", "text": "Home-based medical procedures such as dialysis, respiratory support and cardiac care are becoming commonplace. Allied to this is the growing use of tele-monitoring, which is the remote collection and transmission of data so that it can be interpreted and used for ongoing patient management." }, { "self_ref": "#/texts/12878", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 563, "bbox": { "l": 85.0799999999999, "t": 255.98029999999972, "r": 222.9191999999998, "b": 242.58829999999966, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "M2 ARRANGEMENTS", "text": "M2 ARRANGEMENTS", "level": 1 }, { "self_ref": "#/texts/12879", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 563, "bbox": { "l": 85.0799999999999, "t": 235.94029999999975, "r": 513.5988000000003, "b": 208.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 152 ] } ], "orig": "The following steps are provided to supplement the requirements of this Standard for active assisted living and homecare medical applications:", "text": "The following steps are provided to supplement the requirements of this Standard for active assisted living and homecare medical applications:" }, { "self_ref": "#/texts/12880", "parent": { "$ref": "#/groups/1210" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 563, "bbox": { "l": 85.07999999999993, "t": 201.92029999999977, "r": 513.6336000000003, "b": 160.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 217 ] } ], "orig": "(a) Enrol the electrical installation for the priority restoration in the event of supply failure with the electricity retailer and/or electricity distributor providing the power supply to the electrical installation.", "text": "(a) Enrol the electrical installation for the priority restoration in the event of supply failure with the electricity retailer and/or electricity distributor providing the power supply to the electrical installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12881", "parent": { "$ref": "#/groups/1210" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 563, "bbox": { "l": 85.0799999999999, "t": 153.92029999999977, "r": 513.6551999999995, "b": 112.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 205 ] } ], "orig": "(b) Ensure that all trees have sufficient clearance from the aerial conductors to prevent damage to, or the interruption of the electrical supply, if the supply to the electrical installation is by aerial", "text": "(b) Ensure that all trees have sufficient clearance from the aerial conductors to prevent damage to, or the interruption of the electrical supply, if the supply to the electrical installation is by aerial", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12882", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 563, "bbox": { "l": 257.34, "t": 722.9603, "r": 341.41440000000006, "b": 709.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "APPENDIX M", "text": "APPENDIX M", "level": 1 }, { "self_ref": "#/texts/12883", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 563, "bbox": { "l": 110.52, "t": 701.0834, "r": 484.6666260000002, "b": 656.5523959999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "REDUCING THE IMPACT OF POWER SUPPLY OUTAGESCONTINUITY OF SUPPLY FOR ACTIVE ASSISTED LIVING AND HOMECARE MEDICAL SITUATIONS", "text": "REDUCING THE IMPACT OF POWER SUPPLY OUTAGESCONTINUITY OF SUPPLY FOR ACTIVE ASSISTED LIVING AND HOMECARE MEDICAL SITUATIONS", "level": 1 }, { "self_ref": "#/texts/12884", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 563, "bbox": { "l": 262.02, "t": 647.9603, "r": 336.64680000000027, "b": 634.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "(Informative)", "text": "(Informative)" }, { "self_ref": "#/texts/12885", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 563, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12886", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 563, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12887", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 564, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12888", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 564, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/12889", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 564, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "560", "text": "560", "level": 1 }, { "self_ref": "#/texts/12890", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 564, "bbox": { "l": 113.46, "t": 752.9603, "r": 513.6276000000001, "b": 725.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 128 ] } ], "orig": "conductors. Further inspections should be carried out at appropriate intervals and corrective action taken, if required.", "text": "conductors. Further inspections should be carried out at appropriate intervals and corrective action taken, if required." }, { "self_ref": "#/texts/12891", "parent": { "$ref": "#/groups/1211" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 564, "bbox": { "l": 85.08000000000001, "t": 718.9403, "r": 513.5556000000004, "b": 691.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(c) Provide full discrimination throughout the electrical installation (see Clause 2.5.7).", "text": "(c) Provide full discrimination throughout the electrical installation (see Clause 2.5.7).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12892", "parent": { "$ref": "#/groups/1211" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 564, "bbox": { "l": 85.08000000000004, "t": 684.9203, "r": 513.565200000001, "b": 643.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 180 ] } ], "orig": "(d) Ensure that the capacity of the consumer mains, switchboards and final subcircuit wiring is able to supply the expected maximum loading of the electrical installation.", "text": "(d) Ensure that the capacity of the consumer mains, switchboards and final subcircuit wiring is able to supply the expected maximum loading of the electrical installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12893", "parent": { "$ref": "#/groups/1211" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 564, "bbox": { "l": 85.08000000000004, "t": 636.9203, "r": 513.6515999999999, "b": 553.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 413 ] } ], "orig": "(e) Use miniature circuit breakers (MCBs) or residual current breaker with overload (RCBO) for overcurrent protection in domestic installations, as they require no additional parts to carry out repair. A MCB or RCBO is able to be reset easily without live terminals being exposed. They also give a visual indication that they have tripped, making identification and restoration a simple process.", "text": "(e) Use miniature circuit breakers (MCBs) or residual current breaker with overload (RCBO) for overcurrent protection in domestic installations, as they require no additional parts to carry out repair. A MCB or RCBO is able to be reset easily without live terminals being exposed. They also give a visual indication that they have tripped, making identification and restoration a simple process.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12894", "parent": { "$ref": "#/groups/1211" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 564, "bbox": { "l": 85.08000000000004, "t": 546.9203, "r": 513.6456000000011, "b": 477.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 289 ] } ], "orig": "(f) Use a portable Type 1, 10 mA RCD for each item of medical equipment in home care areas of a domestic electrical installation. These RCDs enable the use of another operating socket-outlet to maintain supply in the event of a switchboard mounted MCB or RCD tripping;", "text": "(f) Use a portable Type 1, 10 mA RCD for each item of medical equipment in home care areas of a domestic electrical installation. These RCDs enable the use of another operating socket-outlet to maintain supply in the event of a switchboard mounted MCB or RCD tripping;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12895", "parent": { "$ref": "#/groups/1211" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 564, "bbox": { "l": 85.08000000000004, "t": 470.9602999999999, "r": 513.6216000000012, "b": 415.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 268 ] } ], "orig": "(g) Ensure constant charging of the batteries to maintain full charge for power supply equipment fitted with batteries as energy storage. Regular maintenance of the batteries should be carried out to the battery manufacturers' instructions.", "text": "(g) Ensure constant charging of the batteries to maintain full charge for power supply equipment fitted with batteries as energy storage. Regular maintenance of the batteries should be carried out to the battery manufacturers' instructions.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12896", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 564, "bbox": { "l": 113.46, "t": 411.8372, "r": 513.3098760000001, "b": 373.603742, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 206 ] } ], "orig": "NOTE: The maintenance of batteries fitted to medical equipment to provide continued operation in the event of power supply failure is considered to be part of the medical equipment maintenance arrangements.", "text": "NOTE: The maintenance of batteries fitted to medical equipment to provide continued operation in the event of power supply failure is considered to be part of the medical equipment maintenance arrangements." }, { "self_ref": "#/texts/12897", "parent": { "$ref": "#/groups/1212" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 564, "bbox": { "l": 85.08, "t": 366.9203, "r": 513.6288000000003, "b": 267.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 458 ] } ], "orig": "(h) Provide for an easy connection of a portable generating set (located outside due to the generating set exhaust gases and combustion and cooling air requirements) by use of an extension cord, dedicated socket-outlet wiring in the electrical installation or changeover switch for the connection to the electrical installation. These are typical methods that can be used to cover extended period of supply failure. NOTES:", "text": "(h) Provide for an easy connection of a portable generating set (located outside due to the generating set exhaust gases and combustion and cooling air requirements) by use of an extension cord, dedicated socket-outlet wiring in the electrical installation or changeover switch for the connection to the electrical installation. These are typical methods that can be used to cover extended period of supply failure. NOTES:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12898", "parent": { "$ref": "#/groups/1212" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 564, "bbox": { "l": 113.46, "t": 263.876672, "r": 513.2956019999993, "b": 238.60290800000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 145 ] } ], "orig": "1 A grid connected inverter is not able to use the output from a PV array when the normal mains supply to the electrical installation has failed.", "text": "1 A grid connected inverter is not able to use the output from a PV array when the normal mains supply to the electrical installation has failed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12899", "parent": { "$ref": "#/groups/1212" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 564, "bbox": { "l": 113.46, "t": 234.836768, "r": 513.3098759999984, "b": 209.62339399999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 139 ] } ], "orig": "2 An inverter or UPS powered from a large battery may be able to provide an alternative power supply cover for a short term supply failure.", "text": "2 An inverter or UPS powered from a large battery may be able to provide an alternative power supply cover for a short term supply failure.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12900", "parent": { "$ref": "#/groups/1212" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 564, "bbox": { "l": 85.08, "t": 202.94029999999998, "r": 513.6095999999999, "b": 175.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "(i) Put in place arrangements to cater for medical evacuation to a suitable site which is able to provide a long term alternative power supply.", "text": "(i) Put in place arrangements to cater for medical evacuation to a suitable site which is able to provide a long term alternative power supply.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12901", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 564, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12902", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 565, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/12903", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 565, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12904", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 565, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "561", "text": "561" }, { "self_ref": "#/texts/12905", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 565, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12906", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 565, "bbox": { "l": 70.86, "t": 720.3721999999999, "r": 80.50480200000001, "b": 704.7705199999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/12907", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 565, "bbox": { "l": 85.07999999999998, "t": 649.9403, "r": 176.11079999999987, "b": 636.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "N1 GENERAL", "text": "N1 GENERAL", "level": 1 }, { "self_ref": "#/texts/12908", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 565, "bbox": { "l": 85.07999999999996, "t": 629.9603, "r": 513.5556000000007, "b": 602.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 112 ] } ], "orig": "There are two series of Standards for electrical conduits that run in parallel within Australia and New Zealand.", "text": "There are two series of Standards for electrical conduits that run in parallel within Australia and New Zealand." }, { "self_ref": "#/texts/12909", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 565, "bbox": { "l": 85.07999999999993, "t": 595.9403, "r": 513.6048000000003, "b": 568.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 150 ] } ], "orig": "The first is the AS/NZS 2053 series and the second is the AS/NZS 61386 series, which is based on but not equivalent to the IEC 61386 series.", "text": "The first is the AS/NZS 2053 series and the second is the AS/NZS 61386 series, which is based on but not equivalent to the IEC 61386 series." }, { "self_ref": "#/texts/12910", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 565, "bbox": { "l": 85.07999999999993, "t": 561.9203, "r": 304.6644000000002, "b": 548.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 38 ] } ], "orig": "The relevant Standards are as follows:", "text": "The relevant Standards are as follows:" }, { "self_ref": "#/texts/12911", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 565, "bbox": { "l": 85.07999999999993, "t": 541.9403, "r": 133.57439999999997, "b": 528.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "AS/NZS", "text": "AS/NZS", "level": 1 }, { "self_ref": "#/texts/12912", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 565, "bbox": { "l": 85.07999999999998, "t": 311.96029999999996, "r": 513.6384, "b": 284.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "N2 MARKING OF AS/NZS 2053 SERIES AND AS/NZS 61386 SERIES CONDUITS", "text": "N2 MARKING OF AS/NZS 2053 SERIES AND AS/NZS 61386 SERIES CONDUITS", "level": 1 }, { "self_ref": "#/texts/12913", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 565, "bbox": { "l": 85.08000000000004, "t": 277.9403, "r": 258.75359999999984, "b": 264.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "The following marking applies:", "text": "The following marking applies:" }, { "self_ref": "#/texts/12914", "parent": { "$ref": "#/groups/1213" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 565, "bbox": { "l": 85.08000000000004, "t": 257.96029999999996, "r": 479.1095999999998, "b": 244.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 67 ] } ], "orig": "(a) All conduits marked with the manufacturer's name or trade mark.", "text": "(a) All conduits marked with the manufacturer's name or trade mark.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12915", "parent": { "$ref": "#/groups/1213" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 565, "bbox": { "l": 85.08000000000007, "t": 237.9203, "r": 352.1304000000003, "b": 224.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "(b) All conduits marked with the nominal size.", "text": "(b) All conduits marked with the nominal size.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12916", "parent": { "$ref": "#/groups/1213" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 565, "bbox": { "l": 85.08000000000007, "t": 217.94029999999998, "r": 368.9412000000003, "b": 204.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "(c) All conduits marked with the word 'electrical'.", "text": "(c) All conduits marked with the word 'electrical'.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12917", "parent": { "$ref": "#/groups/1213" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 565, "bbox": { "l": 85.08000000000007, "t": 197.96029999999996, "r": 513.6611999999999, "b": 170.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "(d) Both series allow the marking of the duty rating-VLD, LD, MD, HD, VHD.", "text": "(d) Both series allow the marking of the duty rating-VLD, LD, MD, HD, VHD.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12918", "parent": { "$ref": "#/groups/1213" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 565, "bbox": { "l": 85.08000000000007, "t": 163.94029999999998, "r": 513.6168000000007, "b": 108.54829999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 261 ] } ], "orig": "(e) AS/NZS 61386 series conduits may be marked with four numbers, as a minimum, to identify the classifications applicable. (Resistance to compression, resistance to impact, lower temperature range, upper temperature range. See Tables N1 and N2.)", "text": "(e) AS/NZS 61386 series conduits may be marked with four numbers, as a minimum, to identify the classifications applicable. (Resistance to compression, resistance to impact, lower temperature range, upper temperature range. See Tables N1 and N2.)", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12919", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 565, "bbox": { "l": 219.0, "t": 722.9603, "r": 379.9962059999996, "b": 686.55308, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "APPENDIX N ELECTRICAL CONDUITS", "text": "APPENDIX N ELECTRICAL CONDUITS", "level": 1 }, { "self_ref": "#/texts/12920", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 565, "bbox": { "l": 262.02, "t": 677.9603, "r": 336.64680000000027, "b": 664.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "(Informative)", "text": "(Informative)" }, { "self_ref": "#/texts/12921", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 565, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12922", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 566, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/12923", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 566, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12924", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 566, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/12925", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 566, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "562", "text": "562" }, { "self_ref": "#/texts/12926", "parent": { "$ref": "#/groups/1214" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 566, "bbox": { "l": 85.08, "t": 752.9603, "r": 513.5519999999998, "b": 725.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "(f) All conduits marked with 'HF' ('Halogen-free' acceptable) or 'LAG' (Low acid gas emission).", "text": "(f) All conduits marked with 'HF' ('Halogen-free' acceptable) or 'LAG' (Low acid gas emission).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12927", "parent": { "$ref": "#/groups/1214" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 566, "bbox": { "l": 85.07999999999998, "t": 718.9403, "r": 513.5508000000009, "b": 691.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "(g) All conduits marked with the letter 'T' indicating protection against solar radiation.", "text": "(g) All conduits marked with the letter 'T' indicating protection against solar radiation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12928", "parent": { "$ref": "#/groups/1214" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 566, "bbox": { "l": 85.07999999999998, "t": 684.9203, "r": 513.6108000000005, "b": 657.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "(h) Both series allow the marking of the lower and upper temperature ratings.", "text": "(h) Both series allow the marking of the lower and upper temperature ratings.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12929", "parent": { "$ref": "#/groups/1214" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 566, "bbox": { "l": 85.07999999999998, "t": 650.9603, "r": 513.5483999999998, "b": 623.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "(i) Both series require conduit to be marked with the relevant series number.", "text": "(i) Both series require conduit to be marked with the relevant series number.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12930", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 566, "bbox": { "l": 85.07999999999998, "t": 608.9603, "r": 228.46080000000012, "b": 595.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "N3 CLASSIFICATIONS", "text": "N3 CLASSIFICATIONS", "level": 1 }, { "self_ref": "#/texts/12931", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 566, "bbox": { "l": 85.07999999999998, "t": 588.9203, "r": 513.6863999999999, "b": 533.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 257 ] } ], "orig": "The AS/NZS 61386 series gives the option of using the first four numerals in the classification, as a minimum, to mark conduits and fittings. Usually, however, the duty rating is marked, e.g. VHD, in lieu of the classification numbers.", "text": "The AS/NZS 61386 series gives the option of using the first four numerals in the classification, as a minimum, to mark conduits and fittings. Usually, however, the duty rating is marked, e.g. VHD, in lieu of the classification numbers." }, { "self_ref": "#/texts/12932", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 566, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12933", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 567, "bbox": { "l": 50.77150000000001, "t": 313.519970703125, "r": 60.81550000000002, "b": 254.77517070312518, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12934", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 567, "bbox": { "l": 317.19973999999996, "t": 587.682408703125, "r": 524.7975639999997, "b": 565.482608703125, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12935", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 567, "bbox": { "l": 786.756496, "t": 145.3396227031251, "r": 797.938816, "b": 50.469260703125656, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12936", "parent": { "$ref": "#/tables/118" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 567, "bbox": { "l": 203.0905, "t": 496.759970703125, "r": 642.0744999999994, "b": 449.40797070312505, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "TABLE N1 FIRST AND SECOND NUMERALS IN COMPARISON WITH DUTY RATINGS IN AS/NZS 2053 SERIES AND AS/NZS 61386 SERIES", "text": "TABLE N1 FIRST AND SECOND NUMERALS IN COMPARISON WITH DUTY RATINGS IN AS/NZS 2053 SERIES AND AS/NZS 61386 SERIES" }, { "self_ref": "#/texts/12937", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 567, "bbox": { "l": 790.6562799999999, "t": 308.83997070312506, "r": 801.8385999999999, "b": 288.47832870312504, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "563", "text": "563" }, { "self_ref": "#/texts/12938", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 568, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12939", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 568, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "564", "text": "564" }, { "self_ref": "#/texts/12940", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 568, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12941", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 568, "bbox": { "l": 263.52, "t": 739.9403, "r": 335.25360000000006, "b": 726.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "TABLE N2", "text": "TABLE N2" }, { "self_ref": "#/texts/12942", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 568, "bbox": { "l": 104.69999999999999, "t": 719.9603, "r": 494.0196000000004, "b": 678.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 111 ] } ], "orig": "THIRD AND FOURTH NUMERALS FOR TEMPERATURE RATINGS COMPARISON BETWEEN AS/NZS 2053 SERIES AND AS/NZS 61386 SERIES", "text": "THIRD AND FOURTH NUMERALS FOR TEMPERATURE RATINGS COMPARISON BETWEEN AS/NZS 2053 SERIES AND AS/NZS 61386 SERIES", "level": 1 }, { "self_ref": "#/texts/12943", "parent": { "$ref": "#/groups/1216" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 568, "bbox": { "l": 118.74, "t": 485.7884, "r": 479.31070199999994, "b": 474.60608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 72 ] } ], "orig": "No duty rating assigned in the AS/NZS 2053 series or AS/NZS 61386 series", "text": "No duty rating assigned in the AS/NZS 2053 series or AS/NZS 61386 series" }, { "self_ref": "#/texts/12944", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 568, "bbox": { "l": 85.07999999999998, "t": 467.2484, "r": 513.115362, "b": 432.066176, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 220 ] } ], "orig": "NOTE TO TABLES N1 AND N2: Both conduit series carry the relevant tests and are similar in that regard. Conduits to either of the relevant series are eligible for sale and use within Australia and New Zealand.", "text": "NOTE TO TABLES N1 AND N2: Both conduit series carry the relevant tests and are similar in that regard. Conduits to either of the relevant series are eligible for sale and use within Australia and New Zealand." }, { "self_ref": "#/texts/12945", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 568, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12946", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 569, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12947", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 569, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "565", "text": "565" }, { "self_ref": "#/texts/12948", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 569, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12949", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 569, "bbox": { "l": 85.07999999999998, "t": 655.9403, "r": 176.78279999999987, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "O1 GENERAL", "text": "O1 GENERAL", "level": 1 }, { "self_ref": "#/texts/12950", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 569, "bbox": { "l": 85.07999999999998, "t": 635.9603, "r": 513.6264000000008, "b": 552.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 433 ] } ], "orig": "Where the owner or operator of an installation or part of an installation has identified it beneficial for the installation or part thereof to include features to reduce the risk of igniting an electrical fire, this Appendix provides guidance on the selection and installation of AFDDs to mitigate the risk of igniting an electrical fire in final subcircuits downstream of the arc fault detection device (AFDD).", "text": "Where the owner or operator of an installation or part of an installation has identified it beneficial for the installation or part thereof to include features to reduce the risk of igniting an electrical fire, this Appendix provides guidance on the selection and installation of AFDDs to mitigate the risk of igniting an electrical fire in final subcircuits downstream of the arc fault detection device (AFDD)." }, { "self_ref": "#/texts/12951", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 569, "bbox": { "l": 85.07999999999996, "t": 545.9603, "r": 513.6360000000012, "b": 518.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "Fire ignition by arc faults is normally a result of one or more of the following:", "text": "Fire ignition by arc faults is normally a result of one or more of the following:" }, { "self_ref": "#/texts/12952", "parent": { "$ref": "#/groups/1217" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 569, "bbox": { "l": 85.07999999999996, "t": 511.9403, "r": 513.5832000000007, "b": 484.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "(a) Insulation defects between live conductors leading to fault currents (parallel arcs).", "text": "(a) Insulation defects between live conductors leading to fault currents (parallel arcs).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12953", "parent": { "$ref": "#/groups/1217" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 569, "bbox": { "l": 85.07999999999993, "t": 477.92029999999994, "r": 513.6492000000001, "b": 450.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "(b) Broken or damaged (reduced cross-section) conductors under load current conditions (series arcs).", "text": "(b) Broken or damaged (reduced cross-section) conductors under load current conditions (series arcs).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12954", "parent": { "$ref": "#/groups/1217" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 569, "bbox": { "l": 85.07999999999993, "t": 443.9602999999999, "r": 355.416, "b": 430.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "(c) Terminal connections with high resistance.", "text": "(c) Terminal connections with high resistance.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12955", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 569, "bbox": { "l": 85.07999999999987, "t": 423.9202999999999, "r": 513.6347999999997, "b": 368.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 285 ] } ], "orig": "Arc fault detection devices installed in final subcircuits are capable of detecting fault conditions that result from damaged cables within the installation wiring or damaged flexible cords of electrical equipment plugged into socket-outlets within the installation.", "text": "Arc fault detection devices installed in final subcircuits are capable of detecting fault conditions that result from damaged cables within the installation wiring or damaged flexible cords of electrical equipment plugged into socket-outlets within the installation." }, { "self_ref": "#/texts/12956", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 569, "bbox": { "l": 96.42, "t": 364.8572, "r": 513.3635400000004, "b": 313.603658, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 324 ] } ], "orig": "NOTE: There are also other types of arcing fault devices used to mitigate the risk of igniting an electrical fire and or causing an electrical explosion in highcurrent circuits, high-current LV switchboards and HV switchboards, and it should be noted these are not the AFDDs described in this Appendix.", "text": "NOTE: There are also other types of arcing fault devices used to mitigate the risk of igniting an electrical fire and or causing an electrical explosion in highcurrent circuits, high-current LV switchboards and HV switchboards, and it should be noted these are not the AFDDs described in this Appendix." }, { "self_ref": "#/texts/12957", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 569, "bbox": { "l": 85.08, "t": 306.9204, "r": 273.3624000000002, "b": 293.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "There are two types of arc faults:", "text": "There are two types of arc faults:" }, { "self_ref": "#/texts/12958", "parent": { "$ref": "#/groups/1218" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 569, "bbox": { "l": 85.08, "t": 286.94039999999995, "r": 513.6744000000015, "b": 259.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "(i) Series arcing faults An electrical arc within a single active or neutral conductor, in series with the connected load (see Figure O1).", "text": "(i) Series arcing faults An electrical arc within a single active or neutral conductor, in series with the connected load (see Figure O1).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12959", "parent": { "$ref": "#/groups/1218" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 569, "bbox": { "l": 85.08000000000001, "t": 252.92039999999997, "r": 513.6996000000009, "b": 197.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 270 ] } ], "orig": "(ii) Parallel arcing faults An electrical arc between an active and a neutral conductor, or between two active conductors of different phases, or between a live conductor and the protective conductor, in parallel with the connected load (see Figure O1).", "text": "(ii) Parallel arcing faults An electrical arc between an active and a neutral conductor, or between two active conductors of different phases, or between a live conductor and the protective conductor, in parallel with the connected load (see Figure O1).", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12960", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 569, "bbox": { "l": 257.64, "t": 728.9603, "r": 341.06519999999995, "b": 715.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "APPENDIX O", "text": "APPENDIX O", "level": 1 }, { "self_ref": "#/texts/12961", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 569, "bbox": { "l": 98.22, "t": 707.0834, "r": 500.7476219999997, "b": 692.55308, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 51 ] } ], "orig": "INSTALLATION OF ARC FAULT DETECTION DEVICES (AFDDs)", "text": "INSTALLATION OF ARC FAULT DETECTION DEVICES (AFDDs)", "level": 1 }, { "self_ref": "#/texts/12962", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 569, "bbox": { "l": 262.02, "t": 683.9603, "r": 336.64680000000027, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "(Informative)", "text": "(Informative)" }, { "self_ref": "#/texts/12963", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 569, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12964", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 570, "bbox": { "l": 150.804918, "t": 831.2323482, "r": 362.5257437999996, "b": 800.1634554, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 231 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 20-71", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 20-71" }, { "self_ref": "#/texts/12965", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 570, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/12966", "parent": { "$ref": "#/pictures/225" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 570, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "566", "text": "566" }, { "self_ref": "#/texts/12967", "parent": { "$ref": "#/pictures/225" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 570, "bbox": { "l": 112.14, "t": 725.5757236000001, "r": 142.09546840000002, "b": 718.0133046, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "Series", "text": "Series" }, { "self_ref": "#/texts/12968", "parent": { "$ref": "#/pictures/225" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 570, "bbox": { "l": 112.14, "t": 667.6390969600001, "r": 148.33126991999998, "b": 660.07667796, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Parallel", "text": "Parallel", "level": 1 }, { "self_ref": "#/texts/12969", "parent": { "$ref": "#/pictures/225" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 570, "bbox": { "l": 112.14, "t": 657.4417272500001, "r": 369.81225744000074, "b": 649.93029085, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 52 ] } ], "orig": "Line conductor-Neutral/Line conductor-Line conductor", "text": "Line conductor-Neutral/Line conductor-Line conductor" }, { "self_ref": "#/texts/12970", "parent": { "$ref": "#/pictures/225" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 570, "bbox": { "l": 112.13999999999999, "t": 606.8024100900001, "r": 148.33126991999998, "b": 599.23999109, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 8 ] } ], "orig": "Parallel", "text": "Parallel", "level": 1 }, { "self_ref": "#/texts/12971", "parent": { "$ref": "#/pictures/225" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 570, "bbox": { "l": 112.13999999999999, "t": 596.6058900900001, "r": 282.44985920000045, "b": 589.09445369, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "Line conductor-Protective conductor", "text": "Line conductor-Protective conductor" }, { "self_ref": "#/texts/12972", "parent": { "$ref": "#/pictures/225" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 570, "bbox": { "l": 458.2433, "t": 725.3225391999999, "r": 478.5166648, "b": 715.109025, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "LOAD", "text": "LOAD" }, { "self_ref": "#/texts/12973", "parent": { "$ref": "#/pictures/225" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 570, "bbox": { "l": 386.5294, "t": 739.6447236, "r": 391.2536208, "b": 732.1332871999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "L", "text": "L" }, { "self_ref": "#/texts/12974", "parent": { "$ref": "#/pictures/225" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 570, "bbox": { "l": 385.82501528, "t": 704.99015096, "r": 391.95970488, "b": 697.47871456, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "N", "text": "N" }, { "self_ref": "#/texts/12975", "parent": { "$ref": "#/pictures/225" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 570, "bbox": { "l": 458.2433, "t": 665.3795392, "r": 478.5166648, "b": 655.166025, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "LOAD", "text": "LOAD" }, { "self_ref": "#/texts/12976", "parent": { "$ref": "#/pictures/225" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 570, "bbox": { "l": 386.5294, "t": 679.8686236000001, "r": 391.2536208, "b": 672.3571872, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "L", "text": "L" }, { "self_ref": "#/texts/12977", "parent": { "$ref": "#/pictures/225" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 570, "bbox": { "l": 385.82501528, "t": 645.2132012500001, "r": 391.95970488, "b": 637.70176485, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "N", "text": "N" }, { "self_ref": "#/texts/12978", "parent": { "$ref": "#/pictures/225" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 570, "bbox": { "l": 458.2433, "t": 603.7090392, "r": 478.5166648, "b": 593.495525, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "LOAD", "text": "LOAD" }, { "self_ref": "#/texts/12979", "parent": { "$ref": "#/pictures/225" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 570, "bbox": { "l": 386.5294, "t": 619.0309236, "r": 391.2536208, "b": 611.5194872, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "L", "text": "L" }, { "self_ref": "#/texts/12980", "parent": { "$ref": "#/pictures/225" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 570, "bbox": { "l": 385.82501528, "t": 584.3763509600001, "r": 391.95970488, "b": 576.86491456, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "N", "text": "N" }, { "self_ref": "#/texts/12981", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 570, "bbox": { "l": 198.0, "t": 557.8772, "r": 400.46571, "b": 545.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "FIGURE O1 TYPES OF ARC FAULT", "text": "FIGURE O1 TYPES OF ARC FAULT", "level": 1 }, { "self_ref": "#/texts/12982", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 570, "bbox": { "l": 85.07999999999998, "t": 532.9403, "r": 513.6288000000002, "b": 463.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 395 ] } ], "orig": "Miniature overcurrent circuit breakers (MCBs), fuses, and residual current devices (RCDs) are not capable of reliably protecting against the effects of arcing due to the nature of the arcing current (including its magnitude, frequency spectrum, mode of arc, and sporadic occurrence), and their response times at the level of current associated with electrical arcing.", "text": "Miniature overcurrent circuit breakers (MCBs), fuses, and residual current devices (RCDs) are not capable of reliably protecting against the effects of arcing due to the nature of the arcing current (including its magnitude, frequency spectrum, mode of arc, and sporadic occurrence), and their response times at the level of current associated with electrical arcing." }, { "self_ref": "#/texts/12983", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 570, "bbox": { "l": 85.07999999999993, "t": 456.9202999999999, "r": 513.6215999999996, "b": 415.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 226 ] } ], "orig": "AFDDs that do not incorporate integral overcurrent or residual current protection do not provide protection against sustained thermal overloads, short-circuit currents, or residual currents at power frequency.", "text": "AFDDs that do not incorporate integral overcurrent or residual current protection do not provide protection against sustained thermal overloads, short-circuit currents, or residual currents at power frequency." }, { "self_ref": "#/texts/12984", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 570, "bbox": { "l": 96.42, "t": 411.8372, "r": 513.2570340000005, "b": 386.623826, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 87 ] } ], "orig": "NOTE: Installations in which the use of AFDDs may be appropriate include the following:", "text": "NOTE: Installations in which the use of AFDDs may be appropriate include the following:" }, { "self_ref": "#/texts/12985", "parent": { "$ref": "#/groups/1219" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 570, "bbox": { "l": 96.42, "t": 382.857686, "r": 329.4188940000002, "b": 370.604006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "(a) Premises with sleeping accommodation.", "text": "(a) Premises with sleeping accommodation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12986", "parent": { "$ref": "#/groups/1219" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 570, "bbox": { "l": 96.42, "t": 366.837866, "r": 513.3723240000006, "b": 328.60440800000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 162 ] } ], "orig": "(b) Premises and locations for children, handicapped or elderly people, e.g. day care centres, pre-schools, other schools, retirement or nursing homes.", "text": "(b) Premises and locations for children, handicapped or elderly people, e.g. day care centres, pre-schools, other schools, retirement or nursing homes.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12987", "parent": { "$ref": "#/groups/1219" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 570, "bbox": { "l": 96.42, "t": 324.83826799999997, "r": 513.3086399999993, "b": 273.58472600000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 252 ] } ], "orig": "(c) Premises for gathering of people, e.g. theatres, cinemas, concert halls, universities, event locations, restaurants, bars, exhibitions, underground stations, hospitals commercial centres, shopping malls, office complexes, etc.", "text": "(c) Premises for gathering of people, e.g. theatres, cinemas, concert halls, universities, event locations, restaurants, bars, exhibitions, underground stations, hospitals commercial centres, shopping malls, office complexes, etc.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12988", "parent": { "$ref": "#/groups/1219" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 570, "bbox": { "l": 96.42, "t": 269.877878, "r": 513.3437759999988, "b": 231.58402999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 189 ] } ], "orig": "(d) Locations with risks of fire due to the nature of processed or stored materials, i.e. locations, such as barns, wood-working shops, stores of combustible materials.", "text": "(d) Locations with risks of fire due to the nature of processed or stored materials, i.e. locations, such as barns, wood-working shops, stores of combustible materials.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12989", "parent": { "$ref": "#/groups/1219" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 570, "bbox": { "l": 96.42, "t": 227.87718200000006, "r": 498.3033719999993, "b": 215.62350200000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "(e) Locations constructed with combustible materials, e.g. wooden buildings.", "text": "(e) Locations constructed with combustible materials, e.g. wooden buildings.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12990", "parent": { "$ref": "#/groups/1219" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 570, "bbox": { "l": 96.42, "t": 211.85736199999997, "r": 265.0629179999999, "b": 199.60368200000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 32 ] } ], "orig": "(f) Fire propagating structures.", "text": "(f) Fire propagating structures.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12991", "parent": { "$ref": "#/groups/1219" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 570, "bbox": { "l": 96.42, "t": 195.83754199999998, "r": 513.2866800000004, "b": 170.62416800000005, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "(g) Locations where irreplaceable goods are stored or displayed and may be endangered, e.g. museums, galleries, etc.", "text": "(g) Locations where irreplaceable goods are stored or displayed and may be endangered, e.g. museums, galleries, etc.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/12992", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 570, "bbox": { "l": 85.08, "t": 155.96029999999996, "r": 301.2624, "b": 142.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "O2 CHARACTERISTICS OF AFDDs", "text": "O2 CHARACTERISTICS OF AFDDs", "level": 1 }, { "self_ref": "#/texts/12993", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 570, "bbox": { "l": 85.08, "t": 135.9203, "r": 200.23680000000004, "b": 122.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "Refer to IEC 62606.", "text": "Refer to IEC 62606." }, { "self_ref": "#/texts/12994", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 570, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/12995", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 571, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/12996", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 571, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/12997", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 571, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "567", "text": "567" }, { "self_ref": "#/texts/12998", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 571, "bbox": { "l": 85.08, "t": 752.9603, "r": 355.69199999999995, "b": 739.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "O3 GENERAL REQUIREMENTS FOR AFDDs", "text": "O3 GENERAL REQUIREMENTS FOR AFDDs", "level": 1 }, { "self_ref": "#/texts/12999", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 571, "bbox": { "l": 85.08, "t": 732.9203, "r": 200.23680000000004, "b": 719.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "Refer to IEC 62606.", "text": "Refer to IEC 62606." }, { "self_ref": "#/texts/13000", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 571, "bbox": { "l": 85.08, "t": 704.9603, "r": 451.5600000000003, "b": 691.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 50 ] } ], "orig": "O4 LOCATION, SELECTION AND INSTALLATION OF AFDDs", "text": "O4 LOCATION, SELECTION AND INSTALLATION OF AFDDs", "level": 1 }, { "self_ref": "#/texts/13001", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 571, "bbox": { "l": 85.08, "t": 684.9203, "r": 179.03279999999995, "b": 671.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "O4.1 Location", "text": "O4.1 Location", "level": 1 }, { "self_ref": "#/texts/13002", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 571, "bbox": { "l": 85.07999999999998, "t": 664.9403, "r": 513.6900000000012, "b": 623.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 214 ] } ], "orig": "Where used, an AFDD should be located at the origin of the circuit to be protected. The use of AFDDs does not obviate the requirement to apply one or more of the measures provided in other clauses of this Standard.", "text": "Where used, an AFDD should be located at the origin of the circuit to be protected. The use of AFDDs does not obviate the requirement to apply one or more of the measures provided in other clauses of this Standard." }, { "self_ref": "#/texts/13003", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 571, "bbox": { "l": 85.07999999999998, "t": 616.9403, "r": 243.4067999999999, "b": 603.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "O4.2 Selection of AFDDs", "text": "O4.2 Selection of AFDDs", "level": 1 }, { "self_ref": "#/texts/13004", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 571, "bbox": { "l": 85.07999999999996, "t": 596.9603, "r": 513.5843999999998, "b": 541.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 245 ] } ], "orig": "Where used, an AFDD should be selected to suit the nominal voltage, frequency, current and short-circuit current to which it may be subjected. Selection of AFDDs which comply with IEC 62606 will satisfy this recommendation.", "text": "Where used, an AFDD should be selected to suit the nominal voltage, frequency, current and short-circuit current to which it may be subjected. Selection of AFDDs which comply with IEC 62606 will satisfy this recommendation." }, { "self_ref": "#/texts/13005", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 571, "bbox": { "l": 85.07999999999996, "t": 534.9203, "r": 193.50000000000009, "b": 521.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "O4.3 Installation", "text": "O4.3 Installation", "level": 1 }, { "self_ref": "#/texts/13006", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 571, "bbox": { "l": 85.07999999999996, "t": 514.9403, "r": 474.70800000000025, "b": 501.5483, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "The requirements of this Standard apply to the installation of AFDDs.", "text": "The requirements of this Standard apply to the installation of AFDDs." }, { "self_ref": "#/texts/13007", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 571, "bbox": { "l": 85.07999999999993, "t": 494.96029999999996, "r": 375.21479999999985, "b": 481.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "Where used, AFDDs should be installed as follows:", "text": "Where used, AFDDs should be installed as follows:" }, { "self_ref": "#/texts/13008", "parent": { "$ref": "#/groups/1220" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 571, "bbox": { "l": 85.07999999999993, "t": 474.92029999999994, "r": 238.10160000000008, "b": 461.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "(a) After the main switch.", "text": "(a) After the main switch.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13009", "parent": { "$ref": "#/groups/1220" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 571, "bbox": { "l": 85.07999999999993, "t": 454.9402999999999, "r": 408.44639999999987, "b": 441.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "(b) At the origin of the circuit to be protected as follows:", "text": "(b) At the origin of the circuit to be protected as follows:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13010", "parent": { "$ref": "#/groups/1220" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 571, "bbox": { "l": 113.39999999999992, "t": 434.9602999999999, "r": 513.616800000001, "b": 393.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 205 ] } ], "orig": "(i) Where the AFDD does not include integral short-circuit protection or residual current protection, it is to be installed in series with a device or devices complying with one of the following Standards:", "text": "(i) Where the AFDD does not include integral short-circuit protection or residual current protection, it is to be installed in series with a device or devices complying with one of the following Standards:", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13011", "parent": { "$ref": "#/groups/1220" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 571, "bbox": { "l": 141.77999999999997, "t": 386.96029999999985, "r": 298.24320000000023, "b": 373.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "(A) AS/NZS 60898 series.", "text": "(A) AS/NZS 60898 series.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13012", "parent": { "$ref": "#/groups/1220" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 571, "bbox": { "l": 141.77999999999997, "t": 366.9202999999998, "r": 253.80720000000014, "b": 353.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "(B) AS/NZS 3111.", "text": "(B) AS/NZS 3111.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13013", "parent": { "$ref": "#/groups/1220" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 571, "bbox": { "l": 141.77999999999997, "t": 346.9402999999998, "r": 271.38720000000023, "b": 333.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "(C) AS/NZS 61009.1.", "text": "(C) AS/NZS 61009.1.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13014", "parent": { "$ref": "#/groups/1220" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 571, "bbox": { "l": 141.77999999999997, "t": 326.96029999999973, "r": 390.47640000000064, "b": 313.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "(D) AS/NZS 3190 or the IEC 60269 series.", "text": "(D) AS/NZS 3190 or the IEC 60269 series.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13015", "parent": { "$ref": "#/groups/1220" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 571, "bbox": { "l": 113.39999999999998, "t": 306.92029999999977, "r": 513.6792000000003, "b": 265.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 173 ] } ], "orig": "(ii) The short-circuit making and breaking capacity of the AFDD is not to be less than the prospective short-circuit current at the point of installation.", "text": "(ii) The short-circuit making and breaking capacity of the AFDD is not to be less than the prospective short-circuit current at the point of installation.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13016", "parent": { "$ref": "#/groups/1220" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 571, "bbox": { "l": 85.07999999999996, "t": 258.92029999999977, "r": 513.6120000000002, "b": 231.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 92 ] } ], "orig": "(c) To protect the circuits most at risk, such as final subcircuit supplying socket-outlets.", "text": "(c) To protect the circuits most at risk, such as final subcircuit supplying socket-outlets.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13017", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 571, "bbox": { "l": 85.08000000000004, "t": 224.96029999999973, "r": 264.5172000000001, "b": 211.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "O4.4 Overvoltage protection", "text": "O4.4 Overvoltage protection", "level": 1 }, { "self_ref": "#/texts/13018", "parent": { "$ref": "#/groups/1221" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 571, "bbox": { "l": 85.08000000000004, "t": 204.92029999999977, "r": 513.6048000000009, "b": 163.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 176 ] } ], "orig": "As AFDDs incorporate sensitive electronic components (e.g. microcontrollers), consideration should be given to the provision of overvoltage protection. See Appendix F.", "text": "As AFDDs incorporate sensitive electronic components (e.g. microcontrollers), consideration should be given to the provision of overvoltage protection. See Appendix F.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13019", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 571, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/13020", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 571, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/13021", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 572, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13022", "parent": { "$ref": "#/groups/1222" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 572, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/13023", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 572, "bbox": { "l": 85.07999999999998, "t": 640.9403, "r": 253.04999999999987, "b": 627.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "P1 SCOPE AND GENERAL", "text": "P1 SCOPE AND GENERAL", "level": 1 }, { "self_ref": "#/texts/13024", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 572, "bbox": { "l": 85.07999999999998, "t": 620.9603, "r": 162.7884, "b": 607.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "P1.1 Scope", "text": "P1.1 Scope", "level": 1 }, { "self_ref": "#/texts/13025", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 572, "bbox": { "l": 85.07999999999998, "t": 600.9203, "r": 305.20919999999995, "b": 587.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "This Appendix provides guidance for-", "text": "This Appendix provides guidance for-" }, { "self_ref": "#/texts/13026", "parent": { "$ref": "#/groups/1223" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 572, "bbox": { "l": 85.07999999999998, "t": 580.9403, "r": 441.0552000000005, "b": 567.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 64 ] } ], "orig": "(a) circuits intended to supply energy to electric vehicles; and", "text": "(a) circuits intended to supply energy to electric vehicles; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13027", "parent": { "$ref": "#/groups/1223" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 572, "bbox": { "l": 85.07999999999998, "t": 560.9603, "r": 513.6119999999999, "b": 533.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "(b) circuits intended for feeding back electricity from electric vehicles into the supply system.", "text": "(b) circuits intended for feeding back electricity from electric vehicles into the supply system.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13028", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 572, "bbox": { "l": 85.07999999999993, "t": 526.9403, "r": 513.6672000000002, "b": 471.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 257 ] } ], "orig": "This applies to off-board equipment including the vehicle connector for charging electric road vehicles, with a rated supply voltage up to 1000 V a.c. or up to 1500 V d.c. and a rated output voltage up to 1000 V a.c. or up to 1500 V d.c.", "text": "This applies to off-board equipment including the vehicle connector for charging electric road vehicles, with a rated supply voltage up to 1000 V a.c. or up to 1500 V d.c. and a rated output voltage up to 1000 V a.c. or up to 1500 V d.c." }, { "self_ref": "#/texts/13029", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 572, "bbox": { "l": 85.0799999999999, "t": 464.9602999999999, "r": 513.6443999999996, "b": 423.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 228 ] } ], "orig": "Electric road vehicles (EV) imply all road vehicles, including plug-in hybrid road vehicles (PHEV), that derive all or part of their energy from on-board rechargeable energy storage systems, (RESS), including traction batteries.", "text": "Electric road vehicles (EV) imply all road vehicles, including plug-in hybrid road vehicles (PHEV), that derive all or part of their energy from on-board rechargeable energy storage systems, (RESS), including traction batteries." }, { "self_ref": "#/texts/13030", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 572, "bbox": { "l": 96.42, "t": 419.87719999999996, "r": 145.63345799999996, "b": 407.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:", "level": 1 }, { "self_ref": "#/texts/13031", "parent": { "$ref": "#/groups/1224" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 572, "bbox": { "l": 96.42, "t": 403.85738, "r": 513.3042480000006, "b": 378.583616, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 138 ] } ], "orig": "1 Requirements for electrical devices and components used in EV supply equipment are covered by their specific product standards.", "text": "1 Requirements for electrical devices and components used in EV supply equipment are covered by their specific product standards.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13032", "parent": { "$ref": "#/groups/1224" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 572, "bbox": { "l": 96.42, "t": 374.87676799999997, "r": 493.1219100000006, "b": 362.623088, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 71 ] } ], "orig": "2 EMC requirements for off-board equipment are covered in IEC 61851-21.", "text": "2 EMC requirements for off-board equipment are covered in IEC 61851-21.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13033", "parent": { "$ref": "#/groups/1224" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 572, "bbox": { "l": 96.42, "t": 358.856948, "r": 482.60856000000047, "b": 346.603268, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "3 Requirements for bidirectional energy transfer are under consideration.", "text": "3 Requirements for bidirectional energy transfer are under consideration.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13034", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 572, "bbox": { "l": 85.08, "t": 339.92040000000003, "r": 200.86320000000015, "b": 326.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "P1.2 Applications", "text": "P1.2 Applications", "level": 1 }, { "self_ref": "#/texts/13035", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 572, "bbox": { "l": 85.08, "t": 319.94039999999995, "r": 501.3323999999999, "b": 306.5484, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "The applications to which this Appendix provides guidance are as follows:", "text": "The applications to which this Appendix provides guidance are as follows:" }, { "self_ref": "#/texts/13036", "parent": { "$ref": "#/groups/1225" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 572, "bbox": { "l": 85.07999999999998, "t": 299.96039999999994, "r": 513.5916000000003, "b": 272.5283999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 85 ] } ], "orig": "(a) The characteristics and operating conditions of the off-board charging equipment.", "text": "(a) The characteristics and operating conditions of the off-board charging equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13037", "parent": { "$ref": "#/groups/1225" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 572, "bbox": { "l": 85.08000000000004, "t": 265.94039999999995, "r": 513.5807999999998, "b": 238.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "(b) The connection between the off-board charging equipment and the electric vehicle.", "text": "(b) The connection between the off-board charging equipment and the electric vehicle.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13038", "parent": { "$ref": "#/groups/1225" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 572, "bbox": { "l": 85.08000000000001, "t": 231.92039999999997, "r": 513.5784000000001, "b": 204.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 90 ] } ], "orig": "(c) The required level of electrical safety for the off-board charging equipment.", "text": "(c) The required level of electrical safety for the off-board charging equipment.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13039", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 572, "bbox": { "l": 85.08000000000004, "t": 197.96039999999994, "r": 329.18400000000037, "b": 184.5684, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 40 ] } ], "orig": "P1.3 Additional requirements and tests", "text": "P1.3 Additional requirements and tests", "level": 1 }, { "self_ref": "#/texts/13040", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 572, "bbox": { "l": 85.08000000000004, "t": 177.92039999999997, "r": 513.6384000000012, "b": 150.54840000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 102 ] } ], "orig": "Requirements and tests referenced in this Standard can be found in the following Standards:", "text": "Requirements and tests referenced in this Standard can be found in the following Standards:" }, { "self_ref": "#/texts/13041", "parent": { "$ref": "#/groups/1226" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 572, "bbox": { "l": 85.08000000000004, "t": 143.96040000000005, "r": 517.243200000001, "b": 116.52840000000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 113 ] } ], "orig": "(a) AS/NZS 61439 series for tests and related requirements for low-voltage switchgear and controlgear assemblies.", "text": "(a) AS/NZS 61439 series for tests and related requirements for low-voltage switchgear and controlgear assemblies.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13042", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 572, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "568", "text": "568" }, { "self_ref": "#/texts/13043", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 572, "bbox": { "l": 258.3, "t": 728.9603, "r": 340.4220000000001, "b": 715.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "APPENDIX P", "text": "APPENDIX P", "level": 1 }, { "self_ref": "#/texts/13044", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 572, "bbox": { "l": 66.6, "t": 708.8521999999999, "r": 510.3209820000003, "b": 677.552738, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 99 ] } ], "orig": "GUIDANCE FOR INSTALLATION AND LOCATION OF ELECTRICAL VEHICLE SOCKET-OUTLETS AND CHARGING STATIONS *", "text": "GUIDANCE FOR INSTALLATION AND LOCATION OF ELECTRICAL VEHICLE SOCKET-OUTLETS AND CHARGING STATIONS *", "level": 1 }, { "self_ref": "#/texts/13045", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 572, "bbox": { "l": 262.02, "t": 668.9603, "r": 336.64680000000027, "b": 655.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "(Informative)", "text": "(Informative)" }, { "self_ref": "#/texts/13046", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 572, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/13047", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 573, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13048", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 573, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "569", "text": "569" }, { "self_ref": "#/texts/13049", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 573, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/13050", "parent": { "$ref": "#/groups/1227" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 573, "bbox": { "l": 85.08, "t": 752.9603, "r": 513.6648000000009, "b": 711.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 147 ] } ], "orig": "(b) IEC 62752 for the in-cable control protection device for Mode 2 charging of electric road vehicles (IC-CPD) as a part of the complete system.", "text": "(b) IEC 62752 for the in-cable control protection device for Mode 2 charging of electric road vehicles (IC-CPD) as a part of the complete system.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13051", "parent": { "$ref": "#/groups/1227" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 573, "bbox": { "l": 85.08000000000004, "t": 704.9603, "r": 455.2392000000006, "b": 691.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "(c) IEC 62196 series for vehicle coupler, plug and socket-outlet.", "text": "(c) IEC 62196 series for vehicle coupler, plug and socket-outlet.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13052", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 573, "bbox": { "l": 85.08000000000004, "t": 684.9203, "r": 191.64720000000017, "b": 671.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "P1.4 Exclusions", "text": "P1.4 Exclusions", "level": 1 }, { "self_ref": "#/texts/13053", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 573, "bbox": { "l": 85.08000000000004, "t": 664.9403, "r": 350.06760000000014, "b": 651.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "This Appendix does not provide guidance on-", "text": "This Appendix does not provide guidance on-" }, { "self_ref": "#/texts/13054", "parent": { "$ref": "#/groups/1228" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 573, "bbox": { "l": 85.08000000000004, "t": 644.9603, "r": 358.20240000000064, "b": 631.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "(a) safety aspects related to maintenance; and", "text": "(a) safety aspects related to maintenance; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13055", "parent": { "$ref": "#/groups/1228" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 573, "bbox": { "l": 85.08000000000004, "t": 624.9203, "r": 513.5315999999998, "b": 597.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 122 ] } ], "orig": "(b) charging of trolley buses, rail vehicles, industrial trucks and vehicles designed primarily for use off-road.", "text": "(b) charging of trolley buses, rail vehicles, industrial trucks and vehicles designed primarily for use off-road.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13056", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 573, "bbox": { "l": 85.08000000000007, "t": 590.9603, "r": 190.54440000000022, "b": 577.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 18 ] } ], "orig": "P1.5 Definitions", "text": "P1.5 Definitions", "level": 1 }, { "self_ref": "#/texts/13057", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 573, "bbox": { "l": 85.08000000000007, "t": 570.9203, "r": 230.74320000000012, "b": 557.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "P1.5.1 Connecting point", "text": "P1.5.1 Connecting point", "level": 1 }, { "self_ref": "#/texts/13058", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 573, "bbox": { "l": 85.08000000000007, "t": 550.9403, "r": 407.8752000000004, "b": 537.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 58 ] } ], "orig": "Point where one EV is connected to the fixed installation.", "text": "Point where one EV is connected to the fixed installation." }, { "self_ref": "#/texts/13059", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 573, "bbox": { "l": 96.42, "t": 533.8772, "r": 458.14072799999934, "b": 521.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 69 ] } ], "orig": "NOTE: The connecting point is a socket-outlet or a vehicle connector.", "text": "NOTE: The connecting point is a socket-outlet or a vehicle connector." }, { "self_ref": "#/texts/13060", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 573, "bbox": { "l": 85.08, "t": 514.9403, "r": 229.64520000000013, "b": 501.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "P1.5.2 Mode 1 charging", "text": "P1.5.2 Mode 1 charging", "level": 1 }, { "self_ref": "#/texts/13061", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 573, "bbox": { "l": 85.08, "t": 494.9603, "r": 513.6312000000008, "b": 439.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 263 ] } ], "orig": "Connection of the EV to the a.c. supply network (mains) utilizing standardized socket-outlets not exceeding 20 A and not exceeding 250 V a.c. single-phase or 480 V a.c. three-phase at the supply side and utilizing the live and protective earth conductors.", "text": "Connection of the EV to the a.c. supply network (mains) utilizing standardized socket-outlets not exceeding 20 A and not exceeding 250 V a.c. single-phase or 480 V a.c. three-phase at the supply side and utilizing the live and protective earth conductors." }, { "self_ref": "#/texts/13062", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 573, "bbox": { "l": 85.08000000000001, "t": 432.92029999999994, "r": 229.64520000000016, "b": 419.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "P1.5.3 Mode 2 charging", "text": "P1.5.3 Mode 2 charging", "level": 1 }, { "self_ref": "#/texts/13063", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 573, "bbox": { "l": 85.08000000000001, "t": 412.9402999999999, "r": 513.6299999999997, "b": 315.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 484 ] } ], "orig": "Connection of the EV to the a.c. supply network (mains), utilizing standardized single-phase or three-phase socket-outlets not exceeding 32 A and not exceeding 250 V a.c. single-phase, or 480 V a.c. three-phase at the supply side and utilizing the live and protective earth conductors, together with a control pilot function and system of personnel protection against electric shock (RCD) between the EV and the plug or as part of the in-cable control box.", "text": "Connection of the EV to the a.c. supply network (mains), utilizing standardized single-phase or three-phase socket-outlets not exceeding 32 A and not exceeding 250 V a.c. single-phase, or 480 V a.c. three-phase at the supply side and utilizing the live and protective earth conductors, together with a control pilot function and system of personnel protection against electric shock (RCD) between the EV and the plug or as part of the in-cable control box." }, { "self_ref": "#/texts/13064", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 573, "bbox": { "l": 85.08000000000004, "t": 308.96029999999973, "r": 229.6452000000002, "b": 295.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "P1.5.4 Mode 3 charging", "text": "P1.5.4 Mode 3 charging", "level": 1 }, { "self_ref": "#/texts/13065", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 573, "bbox": { "l": 85.08000000000004, "t": 288.92029999999977, "r": 513.6359999999999, "b": 233.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 252 ] } ], "orig": "Connection of the EV to the a.c. supply network (mains) utilizing dedicated EV supply equipment where the control pilot function extends to control equipment in the EV supply equipment permanently connected to the a.c. supply network (mains).", "text": "Connection of the EV to the a.c. supply network (mains) utilizing dedicated EV supply equipment where the control pilot function extends to control equipment in the EV supply equipment permanently connected to the a.c. supply network (mains)." }, { "self_ref": "#/texts/13066", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 573, "bbox": { "l": 85.08000000000004, "t": 226.94029999999975, "r": 229.6452000000002, "b": 213.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "P1.5.5 Mode 4 charging", "text": "P1.5.5 Mode 4 charging", "level": 1 }, { "self_ref": "#/texts/13067", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 573, "bbox": { "l": 85.08000000000004, "t": 206.96029999999973, "r": 517.2959999999997, "b": 165.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 202 ] } ], "orig": "Connection of the EV to the a.c. supply network (mains) utilizing an off-board charger where the control pilot function extends to equipment permanently connected to the a.c. supply.", "text": "Connection of the EV to the a.c. supply network (mains) utilizing an off-board charger where the control pilot function extends to equipment permanently connected to the a.c. supply." }, { "self_ref": "#/texts/13068", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 573, "bbox": { "l": 85.08000000000004, "t": 158.96029999999973, "r": 218.47800000000007, "b": 145.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "P1.5.6 Demand factor", "text": "P1.5.6 Demand factor", "level": 1 }, { "self_ref": "#/texts/13069", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 573, "bbox": { "l": 85.08000000000004, "t": 138.92029999999977, "r": 513.6396, "b": 97.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 211 ] } ], "orig": "Ratio expressed as a numerical value or as a percentage of the maximum demand of a circuit or a group of circuits within a specified period to the corresponding total installed load of the circuit(s).", "text": "Ratio expressed as a numerical value or as a percentage of the maximum demand of a circuit or a group of circuits within a specified period to the corresponding total installed load of the circuit(s)." }, { "self_ref": "#/texts/13070", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 573, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/13071", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 574, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13072", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 574, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "570", "text": "570" }, { "self_ref": "#/texts/13073", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 574, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13074", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 574, "bbox": { "l": 85.08, "t": 752.9603, "r": 222.41639999999984, "b": 739.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "P1.5.7 Vehicle coupler", "text": "P1.5.7 Vehicle coupler", "level": 1 }, { "self_ref": "#/texts/13075", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 574, "bbox": { "l": 85.07999999999998, "t": 732.9203, "r": 513.6408000000008, "b": 691.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 190 ] } ], "orig": "Means of enabling the manual connection of a flexible cable to an EV for the purpose of supplying electric energy to an EV. It consists of two parts; a vehicle connector and a vehicle inlet.", "text": "Means of enabling the manual connection of a flexible cable to an EV for the purpose of supplying electric energy to an EV. It consists of two parts; a vehicle connector and a vehicle inlet." }, { "self_ref": "#/texts/13076", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 574, "bbox": { "l": 85.07999999999998, "t": 684.9203, "r": 236.34719999999984, "b": 671.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "P1.5.8 Vehicle connector", "text": "P1.5.8 Vehicle connector", "level": 1 }, { "self_ref": "#/texts/13077", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 574, "bbox": { "l": 85.07999999999998, "t": 664.9403, "r": 513.6467999999999, "b": 637.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 104 ] } ], "orig": "Part of a vehicle coupler integral with, or intended to be attached to, the cable assembly.", "text": "Part of a vehicle coupler integral with, or intended to be attached to, the cable assembly." }, { "self_ref": "#/texts/13078", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 574, "bbox": { "l": 85.07999999999998, "t": 630.9203, "r": 204.4872, "b": 617.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "P1.5.9 Vehicle inlet", "text": "P1.5.9 Vehicle inlet", "level": 1 }, { "self_ref": "#/texts/13079", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 574, "bbox": { "l": 85.07999999999998, "t": 610.9403, "r": 513.6552000000013, "b": 583.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 93 ] } ], "orig": "Part of a vehicle coupler incorporated in, or fixed to, the EV or intended to be fixed to it.", "text": "Part of a vehicle coupler incorporated in, or fixed to, the EV or intended to be fixed to it." }, { "self_ref": "#/texts/13080", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 574, "bbox": { "l": 85.07999999999998, "t": 568.9403, "r": 233.42999999999995, "b": 555.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 19 ] } ], "orig": "P2 MAXIMUM DEMAND", "text": "P2 MAXIMUM DEMAND", "level": 1 }, { "self_ref": "#/texts/13081", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 574, "bbox": { "l": 85.07999999999998, "t": 548.9603, "r": 513.6204000000008, "b": 521.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "In normal use, each single connecting point is considered to be used at its full rated current.", "text": "In normal use, each single connecting point is considered to be used at its full rated current." }, { "self_ref": "#/texts/13082", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 574, "bbox": { "l": 85.07999999999993, "t": 514.9403, "r": 513.6192000000005, "b": 473.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 186 ] } ], "orig": "If there is more than one connecting point in an installation then it is considered that all the connecting points of the installation can be used simultaneously.", "text": "If there is more than one connecting point in an installation then it is considered that all the connecting points of the installation can be used simultaneously." }, { "self_ref": "#/texts/13083", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 574, "bbox": { "l": 85.07999999999993, "t": 458.96029999999996, "r": 206.2104, "b": 445.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "P3 INSTALLATION", "text": "P3 INSTALLATION", "level": 1 }, { "self_ref": "#/texts/13084", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 574, "bbox": { "l": 85.07999999999993, "t": 438.92029999999994, "r": 171.948, "b": 425.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "P3.1 General", "text": "P3.1 General", "level": 1 }, { "self_ref": "#/texts/13085", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 574, "bbox": { "l": 85.07999999999993, "t": 418.9402999999999, "r": 494.0100000000002, "b": 405.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "A dedicated circuit should be provided for the connecting point of an EV.", "text": "A dedicated circuit should be provided for the connecting point of an EV." }, { "self_ref": "#/texts/13086", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 574, "bbox": { "l": 85.07999999999993, "t": 398.9602999999999, "r": 513.6876, "b": 371.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "Every socket-outlet or vehicle connector should be located as close as practicable to the EV parking place supplied.", "text": "Every socket-outlet or vehicle connector should be located as close as practicable to the EV parking place supplied." }, { "self_ref": "#/texts/13087", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 574, "bbox": { "l": 85.07999999999993, "t": 364.94029999999987, "r": 241.00559999999976, "b": 351.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "P3.2 External Influences", "text": "P3.2 External Influences", "level": 1 }, { "self_ref": "#/texts/13088", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 574, "bbox": { "l": 85.07999999999993, "t": 344.96029999999985, "r": 262.4879999999997, "b": 331.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "P3.2.1 Water or high humidity", "text": "P3.2.1 Water or high humidity", "level": 1 }, { "self_ref": "#/texts/13089", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 574, "bbox": { "l": 85.07999999999993, "t": 324.92029999999977, "r": 513.6696000000001, "b": 283.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 183 ] } ], "orig": "Where the connection point is installed outdoors the equipment should be selected with a degree of protection of at least IPX4 in order to protect against water splashes.", "text": "Where the connection point is installed outdoors the equipment should be selected with a degree of protection of at least IPX4 in order to protect against water splashes." }, { "self_ref": "#/texts/13090", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 574, "bbox": { "l": 85.07999999999993, "t": 276.92029999999977, "r": 247.25039999999996, "b": 263.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 27 ] } ], "orig": "P3.2.2 Solid foreign bodies", "text": "P3.2.2 Solid foreign bodies", "level": 1 }, { "self_ref": "#/texts/13091", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 574, "bbox": { "l": 85.07999999999993, "t": 256.94029999999975, "r": 513.6407999999999, "b": 215.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 198 ] } ], "orig": "Where the connection point is installed outdoors, the equipment should be selected with a degree of protection of at least IP4X in order to protect against the ingress of small objects.", "text": "Where the connection point is installed outdoors, the equipment should be selected with a degree of protection of at least IP4X in order to protect against the ingress of small objects." }, { "self_ref": "#/texts/13092", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 574, "bbox": { "l": 85.07999999999993, "t": 208.94029999999975, "r": 248.30519999999996, "b": 195.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "P3.2.3 Mechanical damage", "text": "P3.2.3 Mechanical damage", "level": 1 }, { "self_ref": "#/texts/13093", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 574, "bbox": { "l": 85.07999999999993, "t": 188.96029999999973, "r": 513.6972000000009, "b": 147.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 182 ] } ], "orig": "Equipment installed in public areas and car park sites should be protected against mechanical damage. Protection of the equipment should be afforded by one or more of the following:", "text": "Equipment installed in public areas and car park sites should be protected against mechanical damage. Protection of the equipment should be afforded by one or more of the following:" }, { "self_ref": "#/texts/13094", "parent": { "$ref": "#/groups/1229" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 574, "bbox": { "l": 85.07999999999993, "t": 140.96029999999985, "r": 513.5868000000007, "b": 113.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 106 ] } ], "orig": "(a) The position and location should be selected to avoid any damage by any reasonable foreseeable impact.", "text": "(a) The position and location should be selected to avoid any damage by any reasonable foreseeable impact.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13095", "parent": { "$ref": "#/groups/1229" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 574, "bbox": { "l": 85.07999999999996, "t": 106.94029999999987, "r": 448.28880000000066, "b": 93.54829999999981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "(b) Local or general mechanical protection should be provided.", "text": "(b) Local or general mechanical protection should be provided.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13096", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 574, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/13097", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 575, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13098", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 575, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "571", "text": "571" }, { "self_ref": "#/texts/13099", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 575, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/13100", "parent": { "$ref": "#/groups/1230" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 575, "bbox": { "l": 85.08, "t": 752.9603, "r": 513.6732000000009, "b": 725.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 149 ] } ], "orig": "(c) Equipment should be installed to comply with a minimum degree of protection against external impact of IK07, as specified in IEC 62262.", "text": "(c) Equipment should be installed to comply with a minimum degree of protection against external impact of IK07, as specified in IEC 62262.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13101", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 575, "bbox": { "l": 85.07999999999996, "t": 710.9603, "r": 513.6143999999994, "b": 683.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 95 ] } ], "orig": "P4 DEVICES FOR PROTECTION AGAINST INDIRECT CONTACT BY AUTOMATIC DISCONNECTION OF SUPPLY", "text": "P4 DEVICES FOR PROTECTION AGAINST INDIRECT CONTACT BY AUTOMATIC DISCONNECTION OF SUPPLY", "level": 1 }, { "self_ref": "#/texts/13102", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 575, "bbox": { "l": 85.07999999999996, "t": 676.9403, "r": 159.1224, "b": 663.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 11 ] } ], "orig": "P4.1 RCDs", "text": "P4.1 RCDs", "level": 1 }, { "self_ref": "#/texts/13103", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 575, "bbox": { "l": 85.07999999999996, "t": 656.9603, "r": 513.5844, "b": 629.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 151 ] } ], "orig": "Each connecting point should be protected by its own RCD of at least Type A, having a rated residual operating current not exceeding 30 mA.", "text": "Each connecting point should be protected by its own RCD of at least Type A, having a rated residual operating current not exceeding 30 mA." }, { "self_ref": "#/texts/13104", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 575, "bbox": { "l": 85.07999999999998, "t": 622.9403, "r": 513.7212, "b": 567.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 292 ] } ], "orig": "Where the EV charging station is equipped with a socket-outlet or vehicle connector complying with the IEC 62196 series, protective measures against d.c. fault current should be taken, except where provided by the EV charging station. The following measures apply for each connection point:", "text": "Where the EV charging station is equipped with a socket-outlet or vehicle connector complying with the IEC 62196 series, protective measures against d.c. fault current should be taken, except where provided by the EV charging station. The following measures apply for each connection point:" }, { "self_ref": "#/texts/13105", "parent": { "$ref": "#/groups/1231" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 575, "bbox": { "l": 85.07999999999998, "t": 560.9603, "r": 190.76880000000008, "b": 547.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 15 ] } ], "orig": "(a) RCD Type B.", "text": "(a) RCD Type B.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13106", "parent": { "$ref": "#/groups/1231" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 575, "bbox": { "l": 85.07999999999998, "t": 540.9203, "r": 513.5820000000003, "b": 513.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 123 ] } ], "orig": "(b) RCD Type A and appropriate equipment that ensures disconnection of the supply in case of d.c. fault current above 6 mA.", "text": "(b) RCD Type A and appropriate equipment that ensures disconnection of the supply in case of d.c. fault current above 6 mA.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13107", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 575, "bbox": { "l": 85.07999999999998, "t": 506.96029999999996, "r": 513.6216000000009, "b": 479.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "The requirements of AS/NZS 3190, AS/NZS 61008, AS/NZS 61009, AS/NZS 60947 series or IEC 62423 apply to RCDs.", "text": "The requirements of AS/NZS 3190, AS/NZS 61008, AS/NZS 61009, AS/NZS 60947 series or IEC 62423 apply to RCDs." }, { "self_ref": "#/texts/13108", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 575, "bbox": { "l": 85.07999999999998, "t": 472.9402999999999, "r": 334.7268, "b": 459.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 43 ] } ], "orig": "RCDs should disconnect all live conductors.", "text": "RCDs should disconnect all live conductors." }, { "self_ref": "#/texts/13109", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 575, "bbox": { "l": 85.07999999999998, "t": 452.9602999999999, "r": 379.95599999999973, "b": 439.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 49 ] } ], "orig": "P4.2 Devices for protection against overcurrent", "text": "P4.2 Devices for protection against overcurrent", "level": 1 }, { "self_ref": "#/texts/13110", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 575, "bbox": { "l": 85.07999999999998, "t": 432.9202999999999, "r": 513.6359999999999, "b": 391.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 201 ] } ], "orig": "Each connecting point should be supplied individually by a final subcircuit protected by an overcurrent protective device complying with AS/NZS 60898 series, AS/NZS 61009 series or AS/NZS 60947 series.", "text": "Each connecting point should be supplied individually by a final subcircuit protected by an overcurrent protective device complying with AS/NZS 60898 series, AS/NZS 61009 series or AS/NZS 60947 series." }, { "self_ref": "#/texts/13111", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 575, "bbox": { "l": 85.07999999999998, "t": 384.9202999999998, "r": 258.22320000000013, "b": 371.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 28 ] } ], "orig": "P4.3 Protective conductors", "text": "P4.3 Protective conductors", "level": 1 }, { "self_ref": "#/texts/13112", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 575, "bbox": { "l": 85.07999999999998, "t": 364.9402999999998, "r": 513.6372, "b": 337.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 157 ] } ], "orig": "Control signals on the protective conductor (PE) should not flow into the fixed electrical installation. Equipment should be selected accordingly.", "text": "Control signals on the protective conductor (PE) should not flow into the fixed electrical installation. Equipment should be selected accordingly." }, { "self_ref": "#/texts/13113", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 575, "bbox": { "l": 85.07999999999998, "t": 330.92029999999977, "r": 513.6048000000001, "b": 289.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 198 ] } ], "orig": "Such signals and the related devices should not impair the correct functioning of the devices installed to provide the protective measure of automatic disconnection of supply (e.g. RCD).", "text": "Such signals and the related devices should not impair the correct functioning of the devices installed to provide the protective measure of automatic disconnection of supply (e.g. RCD)." }, { "self_ref": "#/texts/13114", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 575, "bbox": { "l": 85.07999999999998, "t": 274.94029999999975, "r": 235.7975999999998, "b": 261.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "P5 OTHER EQUIPMENT", "text": "P5 OTHER EQUIPMENT", "level": 1 }, { "self_ref": "#/texts/13115", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 575, "bbox": { "l": 85.07999999999998, "t": 254.96029999999973, "r": 355.7340000000004, "b": 241.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 44 ] } ], "orig": "P5.1 Socket-outlets and vehicle connectors", "text": "P5.1 Socket-outlets and vehicle connectors", "level": 1 }, { "self_ref": "#/texts/13116", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 575, "bbox": { "l": 85.07999999999998, "t": 234.92029999999977, "r": 513.634800000001, "b": 179.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 247 ] } ], "orig": "Each connecting point should be provided with one socket-outlet or vehicle connector complying with either IEC 62196-1, where interchangeability is not required, or AS IEC 62196-2 or IEC 62196-3, where interchangeability is required.", "text": "Each connecting point should be provided with one socket-outlet or vehicle connector complying with either IEC 62196-1, where interchangeability is not required, or AS IEC 62196-2 or IEC 62196-3, where interchangeability is required." }, { "self_ref": "#/texts/13117", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 575, "bbox": { "l": 85.07999999999996, "t": 172.94029999999975, "r": 513.607200000001, "b": 145.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 137 ] } ], "orig": "Socket-outlets with a rated current not exceeding 20 A that comply with AS/NZS 3112, AS/NZS 3123 or IEC 60309 may also be used.", "text": "Socket-outlets with a rated current not exceeding 20 A that comply with AS/NZS 3112, AS/NZS 3123 or IEC 60309 may also be used." }, { "self_ref": "#/texts/13118", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 575, "bbox": { "l": 85.07999999999996, "t": 138.92029999999977, "r": 513.7043999999999, "b": 111.54829999999981, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 146 ] } ], "orig": "Each socket-outlet should have an earthing contact connected to the protective conductor (PE). Portable socket-outlets are not permitted.", "text": "Each socket-outlet should have an earthing contact connected to the protective conductor (PE). Portable socket-outlets are not permitted." }, { "self_ref": "#/texts/13119", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 575, "bbox": { "l": 85.07999999999993, "t": 104.96029999999985, "r": 460.716000000001, "b": 91.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "One socket-outlet or vehicle connector should supply only one EV.", "text": "One socket-outlet or vehicle connector should supply only one EV." }, { "self_ref": "#/texts/13120", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 575, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/13121", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 576, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/13122", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 576, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/13123", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 576, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13124", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 576, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "572", "text": "572" }, { "self_ref": "#/texts/13125", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 576, "bbox": { "l": 85.08, "t": 752.9603, "r": 445.3308000000001, "b": 739.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "P5.2 Ratings of vehicle couplers, socket-outlets and plugs", "text": "P5.2 Ratings of vehicle couplers, socket-outlets and plugs", "level": 1 }, { "self_ref": "#/texts/13126", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 576, "bbox": { "l": 85.08000000000001, "t": 732.9203, "r": 262.54200000000014, "b": 719.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "P5.2.1 Type 1 vehicle coupler", "text": "P5.2.1 Type 1 vehicle coupler", "level": 1 }, { "self_ref": "#/texts/13127", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 576, "bbox": { "l": 85.08000000000001, "t": 712.9403, "r": 435.19680000000017, "b": 699.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 62 ] } ], "orig": "A Type 1 vehicle coupler is rated at 250 V, 20 A single-phase.", "text": "A Type 1 vehicle coupler is rated at 250 V, 20 A single-phase." }, { "self_ref": "#/texts/13128", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 576, "bbox": { "l": 85.08000000000001, "t": 692.9603, "r": 393.8172000000007, "b": 679.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "P5.2.2 Type 2 vehicle coupler, socket-outlet and plug", "text": "P5.2.2 Type 2 vehicle coupler, socket-outlet and plug", "level": 1 }, { "self_ref": "#/texts/13129", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 576, "bbox": { "l": 85.08000000000001, "t": 672.9203, "r": 456.8004000000011, "b": 659.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 65 ] } ], "orig": "A Type 2 vehicle coupler, socket-outlet and plug are to be rated-", "text": "A Type 2 vehicle coupler, socket-outlet and plug are to be rated-" }, { "self_ref": "#/texts/13130", "parent": { "$ref": "#/groups/1232" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 576, "bbox": { "l": 85.08000000000001, "t": 652.9403, "r": 391.02720000000045, "b": 639.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "(a) 250 V, 20 A, 32 A, 63 A or 70 A, single-phase; or", "text": "(a) 250 V, 20 A, 32 A, 63 A or 70 A, single-phase; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13131", "parent": { "$ref": "#/groups/1232" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 576, "bbox": { "l": 85.08000000000001, "t": 632.9603, "r": 366.53880000000004, "b": 619.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 47 ] } ], "orig": "(b) 380-480 V, 20 A, 32 A or 63 A, three-phase.", "text": "(b) 380-480 V, 20 A, 32 A or 63 A, three-phase.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13132", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 576, "bbox": { "l": 85.08000000000001, "t": 612.9203, "r": 262.54200000000014, "b": 599.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 29 ] } ], "orig": "P5.2.3 Type 3 vehicle coupler", "text": "P5.2.3 Type 3 vehicle coupler", "level": 1 }, { "self_ref": "#/texts/13133", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 576, "bbox": { "l": 85.08000000000001, "t": 592.9403, "r": 284.71200000000005, "b": 579.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "A Type 3 vehicle coupler is rated-", "text": "A Type 3 vehicle coupler is rated-" }, { "self_ref": "#/texts/13134", "parent": { "$ref": "#/groups/1233" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 576, "bbox": { "l": 85.08000000000001, "t": 572.9603, "r": 324.67199999999997, "b": 559.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "(a) 250 V, 20 A or 32 A, single-phase; or", "text": "(a) 250 V, 20 A or 32 A, single-phase; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13135", "parent": { "$ref": "#/groups/1233" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 576, "bbox": { "l": 85.08000000000001, "t": 552.9203, "r": 333.4128000000004, "b": 539.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "(b) 380-480 V, 32 A or 63 A, three-phase.", "text": "(b) 380-480 V, 32 A or 63 A, three-phase.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13136", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 576, "bbox": { "l": 85.08000000000001, "t": 532.9403, "r": 301.9848000000003, "b": 519.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 36 ] } ], "orig": "P5.2.4 Type 3 socket-outlet and plug", "text": "P5.2.4 Type 3 socket-outlet and plug", "level": 1 }, { "self_ref": "#/texts/13137", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 576, "bbox": { "l": 85.08000000000001, "t": 512.9603, "r": 333.0648000000002, "b": 499.56829999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 42 ] } ], "orig": "A Type 3 socket-outlet and plug are rated-", "text": "A Type 3 socket-outlet and plug are rated-" }, { "self_ref": "#/texts/13138", "parent": { "$ref": "#/groups/1234" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 576, "bbox": { "l": 85.08000000000001, "t": 492.92029999999994, "r": 324.67199999999997, "b": 479.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "(a) 250 V, 20 A or 32 A, single-phase; or", "text": "(a) 250 V, 20 A or 32 A, single-phase; or", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13139", "parent": { "$ref": "#/groups/1234" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 576, "bbox": { "l": 85.08000000000001, "t": 472.9402999999999, "r": 333.4128000000004, "b": 459.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "(b) 380-480 V, 32 A or 63 A, three-phase.", "text": "(b) 380-480 V, 32 A or 63 A, three-phase.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13140", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 576, "bbox": { "l": 85.08000000000001, "t": 452.9602999999999, "r": 406.5012000000007, "b": 439.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 53 ] } ], "orig": "P5.3 Permitted socket-outlets or vehicle connectors", "text": "P5.3 Permitted socket-outlets or vehicle connectors", "level": 1 }, { "self_ref": "#/texts/13141", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 576, "bbox": { "l": 85.08000000000004, "t": 432.9202999999999, "r": 356.9544, "b": 419.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 46 ] } ], "orig": "Each a.c. connecting point should incorporate-", "text": "Each a.c. connecting point should incorporate-" }, { "self_ref": "#/texts/13142", "parent": { "$ref": "#/groups/1235" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 576, "bbox": { "l": 85.08000000000004, "t": 412.94029999999987, "r": 449.62320000000017, "b": 399.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "(a) one 20 A 250 V socket-outlet complying with AS/NZS 3112;", "text": "(a) one 20 A 250 V socket-outlet complying with AS/NZS 3112;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13143", "parent": { "$ref": "#/groups/1235" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 576, "bbox": { "l": 85.08000000000004, "t": 392.96029999999985, "r": 513.5904000000004, "b": 365.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 73 ] } ], "orig": "(b) one 20 A 250 V socket-outlet complying with AS/NZS 3123 or IEC 60309;", "text": "(b) one 20 A 250 V socket-outlet complying with AS/NZS 3123 or IEC 60309;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13144", "parent": { "$ref": "#/groups/1235" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 576, "bbox": { "l": 85.08000000000004, "t": 358.9402999999998, "r": 513.5412000000009, "b": 331.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 97 ] } ], "orig": "(c) one Type 1 vehicle connector complying with AS IEC 62196-2 for use with Mode 3 charging only;", "text": "(c) one Type 1 vehicle connector complying with AS IEC 62196-2 for use with Mode 3 charging only;", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13145", "parent": { "$ref": "#/groups/1235" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 576, "bbox": { "l": 85.08000000000004, "t": 324.92029999999977, "r": 513.6444000000009, "b": 297.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 118 ] } ], "orig": "(d) one Type 2 socket-outlet or vehicle connector complying with AS IEC 62196-2 for use with Mode 3 charging only; and", "text": "(d) one Type 2 socket-outlet or vehicle connector complying with AS IEC 62196-2 for use with Mode 3 charging only; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13146", "parent": { "$ref": "#/groups/1235" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 576, "bbox": { "l": 85.08000000000001, "t": 290.96029999999973, "r": 513.6576000000006, "b": 263.5282999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 114 ] } ], "orig": "(e) one Type 3 socket-outlet or vehicle connector complying with AS IEC 62196-2 for use with Mode 3 charging only.", "text": "(e) one Type 3 socket-outlet or vehicle connector complying with AS IEC 62196-2 for use with Mode 3 charging only.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13147", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 576, "bbox": { "l": 96.42, "t": 259.8571999999999, "r": 513.3415800000006, "b": 234.583436, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 141 ] } ], "orig": "NOTE: Vehicle manufacturer's instructions should be followed when determining the type of socket-outlet or vehicle connector to be installed.", "text": "NOTE: Vehicle manufacturer's instructions should be followed when determining the type of socket-outlet or vehicle connector to be installed." }, { "self_ref": "#/texts/13148", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 576, "bbox": { "l": 85.07999999999987, "t": 227.96029999999996, "r": 513.6239999999998, "b": 186.54830000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 169 ] } ], "orig": "Socket-outlets should be suitable for the intended application and location of installation, and should comply with the requirements of the relevant Standards.", "text": "Socket-outlets should be suitable for the intended application and location of installation, and should comply with the requirements of the relevant Standards." }, { "self_ref": "#/texts/13149", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 576, "bbox": { "l": 85.07999999999987, "t": 179.96029999999996, "r": 247.61759999999978, "b": 166.56830000000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "P5.4 Types of connection", "text": "P5.4 Types of connection", "level": 1 }, { "self_ref": "#/texts/13150", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 576, "bbox": { "l": 85.07999999999987, "t": 159.9203, "r": 241.67399999999992, "b": 146.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "P5.4.1 Case A connection", "text": "P5.4.1 Case A connection", "level": 1 }, { "self_ref": "#/texts/13151", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 576, "bbox": { "l": 85.07999999999987, "t": 139.94029999999998, "r": 513.6792000000005, "b": 98.52830000000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 176 ] } ], "orig": "Connection of an EV to the a.c. supply utilizing a supply cable and plug permanently attached to the EV with the plug connected to a socket-outlet (see Figure P1).", "text": "Connection of an EV to the a.c. supply utilizing a supply cable and plug permanently attached to the EV with the plug connected to a socket-outlet (see Figure P1)." }, { "self_ref": "#/texts/13152", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 576, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/13153", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 577, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13154", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 577, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13155", "parent": { "$ref": "#/pictures/226" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 577, "bbox": { "l": 199.38, "t": 642.8372, "r": 399.09192600000006, "b": 630.58352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "FIGURE P1 CASE A CONNECTION", "text": "FIGURE P1 CASE A CONNECTION" }, { "self_ref": "#/texts/13156", "parent": { "$ref": "#/pictures/226" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 577, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "573", "text": "573" }, { "self_ref": "#/texts/13157", "parent": { "$ref": "#/pictures/226" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 577, "bbox": { "l": 219.5099, "t": 669.3872636000001, "r": 238.93149290000005, "b": 661.8846672000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "Plug", "text": "Plug" }, { "self_ref": "#/texts/13158", "parent": { "$ref": "#/pictures/226" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 577, "bbox": { "l": 271.0464, "t": 669.3872636000001, "r": 296.64871070000004, "b": 661.8846672000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "Cable", "text": "Cable" }, { "self_ref": "#/texts/13159", "parent": { "$ref": "#/pictures/226" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 577, "bbox": { "l": 101.64, "t": 669.3872636000001, "r": 160.70349669999993, "b": 661.8846672000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Socket outlet", "text": "Socket outlet" }, { "self_ref": "#/texts/13160", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 577, "bbox": { "l": 85.08, "t": 617.9603, "r": 241.67400000000004, "b": 604.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "P5.4.2 Case B connection", "text": "P5.4.2 Case B connection", "level": 1 }, { "self_ref": "#/texts/13161", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 577, "bbox": { "l": 85.08, "t": 597.9203, "r": 517.2708000000011, "b": 556.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 180 ] } ], "orig": "Connection of an EV to the a.c. supply utilizing a detachable cable assembly with a vehicle connector and a.c. supply connection to a socket-outlet (see Figure P2).", "text": "Connection of an EV to the a.c. supply utilizing a detachable cable assembly with a vehicle connector and a.c. supply connection to a socket-outlet (see Figure P2)." }, { "self_ref": "#/texts/13162", "parent": { "$ref": "#/pictures/227" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 577, "bbox": { "l": 199.38, "t": 397.8572, "r": 399.09192600000006, "b": 385.60352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "FIGURE P2 CASE B CONNECTION", "text": "FIGURE P2 CASE B CONNECTION" }, { "self_ref": "#/texts/13163", "parent": { "$ref": "#/pictures/227" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 577, "bbox": { "l": 219.5099, "t": 424.3534608, "r": 238.93149290000005, "b": 416.8449416, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 4 ] } ], "orig": "Plug", "text": "Plug" }, { "self_ref": "#/texts/13164", "parent": { "$ref": "#/pictures/227" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 577, "bbox": { "l": 271.0475, "t": 424.3534608, "r": 296.64981070000005, "b": 416.8449416, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "Cable", "text": "Cable" }, { "self_ref": "#/texts/13165", "parent": { "$ref": "#/pictures/227" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 577, "bbox": { "l": 101.64, "t": 424.3534608, "r": 160.70349669999993, "b": 416.8449416, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Socket outlet", "text": "Socket outlet" }, { "self_ref": "#/texts/13166", "parent": { "$ref": "#/pictures/227" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 577, "bbox": { "l": 222.4308, "t": 524.6433608, "r": 260.71828199999993, "b": 517.1348416, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "(vehicle)", "text": "(vehicle)" }, { "self_ref": "#/texts/13167", "parent": { "$ref": "#/pictures/227" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 577, "bbox": { "l": 222.4308, "t": 514.4508007999999, "r": 266.6695808, "b": 506.94228159999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "connector", "text": "connector" }, { "self_ref": "#/texts/13168", "parent": { "$ref": "#/pictures/227" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 577, "bbox": { "l": 310.5684, "t": 524.6433608, "r": 366.05211059999954, "b": 517.1348416, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Vehicle inlet", "text": "Vehicle inlet" }, { "self_ref": "#/texts/13169", "parent": { "$ref": "#/pictures/227" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 577, "bbox": { "l": 282.1605, "t": 436.9449608, "r": 317.04493349999996, "b": 429.4364416, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "Coupler", "text": "Coupler" }, { "self_ref": "#/texts/13170", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 577, "bbox": { "l": 85.08, "t": 372.9203, "r": 242.33400000000003, "b": 359.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "P5.4.3 Case C connection", "text": "P5.4.3 Case C connection", "level": 1 }, { "self_ref": "#/texts/13171", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 577, "bbox": { "l": 85.07999999999998, "t": 352.9403, "r": 513.632400000001, "b": 311.52829999999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 155 ] } ], "orig": "Connection of an EV to the a.c. or d.c. supply utilizing a supply cable and vehicle connector permanently attached to the supply equipment (see Figure P3).", "text": "Connection of an EV to the a.c. or d.c. supply utilizing a supply cable and vehicle connector permanently attached to the supply equipment (see Figure P3)." }, { "self_ref": "#/texts/13172", "parent": { "$ref": "#/pictures/228" }, "children": [], "content_layer": "body", "label": "caption", "prov": [ { "page_no": 577, "bbox": { "l": 199.08, "t": 152.87720000000002, "r": 399.405708, "b": 140.62351999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "FIGURE P3 CASE C CONNECTION", "text": "FIGURE P3 CASE C CONNECTION" }, { "self_ref": "#/texts/13173", "parent": { "$ref": "#/pictures/228" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 577, "bbox": { "l": 241.2718, "t": 179.37256079999997, "r": 266.87320677, "b": 171.86404160000006, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "Cable", "text": "Cable" }, { "self_ref": "#/texts/13174", "parent": { "$ref": "#/pictures/228" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 577, "bbox": { "l": 207.6522, "t": 279.6623608, "r": 245.93833019999985, "b": 272.1538416000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "(vehicle)", "text": "(vehicle)" }, { "self_ref": "#/texts/13175", "parent": { "$ref": "#/pictures/228" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 577, "bbox": { "l": 207.6522, "t": 269.46980080000003, "r": 251.88941887999997, "b": 261.9612816, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "connector", "text": "connector" }, { "self_ref": "#/texts/13176", "parent": { "$ref": "#/pictures/228" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 577, "bbox": { "l": 295.7867, "t": 279.6623608, "r": 351.2684516599999, "b": 272.1538416000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "Vehicle inlet", "text": "Vehicle inlet" }, { "self_ref": "#/texts/13177", "parent": { "$ref": "#/pictures/228" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 577, "bbox": { "l": 267.3797, "t": 191.9639608, "r": 302.26290185000016, "b": 184.45544159999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 7 ] } ], "orig": "Coupler", "text": "Coupler" }, { "self_ref": "#/texts/13178", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 577, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/13179", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 578, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13180", "parent": { "$ref": "#/groups/1236" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 578, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/13181", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 578, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "574", "text": "574" }, { "self_ref": "#/texts/13182", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 578, "bbox": { "l": 85.08, "t": 752.9603, "r": 334.4207999999999, "b": 739.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 33 ] } ], "orig": "P6 CHARGING STATIONS AND CABLES", "text": "P6 CHARGING STATIONS AND CABLES", "level": 1 }, { "self_ref": "#/texts/13183", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 578, "bbox": { "l": 85.08, "t": 732.9203, "r": 513.5952000000008, "b": 705.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 108 ] } ], "orig": "Charging stations should be so designed that the charging cable cannot be inadvertently run over or pinched.", "text": "Charging stations should be so designed that the charging cable cannot be inadvertently run over or pinched." }, { "self_ref": "#/texts/13184", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 578, "bbox": { "l": 85.07999999999998, "t": 698.9603, "r": 513.6204000000006, "b": 657.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 214 ] } ], "orig": "Where a charging cable may come into contact with the ground (such as soil, concrete, asphalt, stone, etc.) the ground surface should be of such a nature that the outer sheath of the charging cables is not damaged.", "text": "Where a charging cable may come into contact with the ground (such as soil, concrete, asphalt, stone, etc.) the ground surface should be of such a nature that the outer sheath of the charging cables is not damaged." }, { "self_ref": "#/texts/13185", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 578, "bbox": { "l": 85.07999999999998, "t": 650.9603, "r": 432.5688000000009, "b": 637.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "Consideration should be given to using earth-screened cable.", "text": "Consideration should be given to using earth-screened cable." }, { "self_ref": "#/texts/13186", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 578, "bbox": { "l": 96.42, "t": 633.8372, "r": 513.3591480000002, "b": 582.583658, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 250 ] } ], "orig": "NOTE: Rough surfaces on concrete or rough asphalt are examples of surfaces where the outer sheath of the cable can be significantly damaged. This can lead to puncturing of the outer sheath, water penetration and puncture of the insulation.", "text": "NOTE: Rough surfaces on concrete or rough asphalt are examples of surfaces where the outer sheath of the cable can be significantly damaged. This can lead to puncturing of the outer sheath, water penetration and puncture of the insulation." }, { "self_ref": "#/texts/13187", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 578, "bbox": { "l": 85.08, "t": 575.9603, "r": 517.3092000000003, "b": 548.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 74 ] } ], "orig": "EV charging stations should be designed in accordance with IEC TS 61439-7.", "text": "EV charging stations should be designed in accordance with IEC TS 61439-7." }, { "self_ref": "#/texts/13188", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 578, "bbox": { "l": 85.08, "t": 533.9603, "r": 267.03600000000006, "b": 520.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "P7 PERIODIC VERIFICATION", "text": "P7 PERIODIC VERIFICATION", "level": 1 }, { "self_ref": "#/texts/13189", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 578, "bbox": { "l": 85.08, "t": 513.9202999999999, "r": 513.6696000000011, "b": 486.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 117 ] } ], "orig": "Publicly available EV charging stations should be inspected at least once per week in order to verify that-", "text": "Publicly available EV charging stations should be inspected at least once per week in order to verify that-" }, { "self_ref": "#/texts/13190", "parent": { "$ref": "#/groups/1237" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 578, "bbox": { "l": 85.08, "t": 479.9602999999999, "r": 513.5988000000003, "b": 452.5282999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 103 ] } ], "orig": "(a) the equipment is not visibly damaged in such a way that the safety may be impaired; and", "text": "(a) the equipment is not visibly damaged in such a way that the safety may be impaired; and", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13191", "parent": { "$ref": "#/groups/1237" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 578, "bbox": { "l": 85.08000000000001, "t": 445.94029999999987, "r": 513.5664000000003, "b": 418.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 91 ] } ], "orig": "(b) the EV charging station is not showing any indications of operational faults or errors.", "text": "(b) the EV charging station is not showing any indications of operational faults or errors.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13192", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 578, "bbox": { "l": 85.08000000000004, "t": 411.9202999999998, "r": 513.6228000000009, "b": 384.5482999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "Publicly available EV charging stations should be inspected at least once per year to verify correct operation.", "text": "Publicly available EV charging stations should be inspected at least once per year to verify correct operation." }, { "self_ref": "#/texts/13193", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 578, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/13194", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 579, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13195", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 579, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "575", "text": "575" }, { "self_ref": "#/texts/13196", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 579, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/13197", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 579, "bbox": { "l": 66.6, "t": 716.8922, "r": 76.24480199999999, "b": 701.29052, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "*", "text": "*" }, { "self_ref": "#/texts/13198", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 579, "bbox": { "l": 138.72, "t": 728.9603, "r": 460.2150480000001, "b": 692.55308, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "APPENDIX Q D.C. CIRCUIT PROTECTION APPLICATION GUIDE", "text": "APPENDIX Q D.C. CIRCUIT PROTECTION APPLICATION GUIDE", "level": 1 }, { "self_ref": "#/texts/13199", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 579, "bbox": { "l": 262.02, "t": 683.9603, "r": 336.64680000000027, "b": 670.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 13 ] } ], "orig": "(Informative)", "text": "(Informative)" }, { "self_ref": "#/texts/13200", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 579, "bbox": { "l": 85.07999999999998, "t": 655.9403, "r": 159.52320000000003, "b": 642.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 10 ] } ], "orig": "Q1 SCOPE", "text": "Q1 SCOPE", "level": 1 }, { "self_ref": "#/texts/13201", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 579, "bbox": { "l": 85.07999999999998, "t": 635.9603, "r": 513.6455999999997, "b": 594.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 224 ] } ], "orig": "This Appendix provides guidance for the selection of circuit protection and switching devices operated on a d.c. supply that would be deemed to meet the design, equipment selection and installation criteria of this Standard.", "text": "This Appendix provides guidance for the selection of circuit protection and switching devices operated on a d.c. supply that would be deemed to meet the design, equipment selection and installation criteria of this Standard." }, { "self_ref": "#/texts/13202", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 579, "bbox": { "l": 85.07999999999998, "t": 579.9802999999999, "r": 176.78279999999987, "b": 566.5882999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "Q2 GENERAL", "text": "Q2 GENERAL", "level": 1 }, { "self_ref": "#/texts/13203", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 579, "bbox": { "l": 85.07999999999998, "t": 559.9403, "r": 513.6504000000003, "b": 518.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 213 ] } ], "orig": "Where a single contact is used to interrupt the current flow of a d.c. circuit, consideration should be given to the size of the contact, the air gap, arc suppression and the use of multiple contacts.", "text": "Where a single contact is used to interrupt the current flow of a d.c. circuit, consideration should be given to the size of the contact, the air gap, arc suppression and the use of multiple contacts." }, { "self_ref": "#/texts/13204", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 579, "bbox": { "l": 85.07999999999998, "t": 503.9603, "r": 236.51399999999978, "b": 490.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "Q3 ARC SUPPRESSION", "text": "Q3 ARC SUPPRESSION", "level": 1 }, { "self_ref": "#/texts/13205", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 579, "bbox": { "l": 85.07999999999993, "t": 483.9203, "r": 513.6288000000005, "b": 400.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 405 ] } ], "orig": "When a contact carrying d.c. current is opened, an arc is formed between each set of contacts as they are opened, and to increase the resistance of the arc and to reduce the current flow to zero as quickly as possible, an arc chute for each set of contacts is used to increase the length of the arc, cool the arc and to increase the arc resistance until the current flowing is reduced to zero.", "text": "When a contact carrying d.c. current is opened, an arc is formed between each set of contacts as they are opened, and to increase the resistance of the arc and to reduce the current flow to zero as quickly as possible, an arc chute for each set of contacts is used to increase the length of the arc, cool the arc and to increase the arc resistance until the current flowing is reduced to zero." }, { "self_ref": "#/texts/13206", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 579, "bbox": { "l": 85.07999999999981, "t": 393.9202999999999, "r": 513.6324000000003, "b": 338.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 263 ] } ], "orig": "In some devices, but not all, the use of a permanent magnet in each arc chute assembly is used to assist in drawing of the arc into the arc chute to increase the length and resistance of the arc until the current flow is reduced to zero.", "text": "In some devices, but not all, the use of a permanent magnet in each arc chute assembly is used to assist in drawing of the arc into the arc chute to increase the length and resistance of the arc until the current flow is reduced to zero." }, { "self_ref": "#/texts/13207", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 579, "bbox": { "l": 85.07999999999984, "t": 323.96029999999985, "r": 245.43359999999964, "b": 310.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "Q4 SWITCHGEAR TYPES", "text": "Q4 SWITCHGEAR TYPES", "level": 1 }, { "self_ref": "#/texts/13208", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 579, "bbox": { "l": 85.07999999999984, "t": 303.92029999999977, "r": 182.68679999999978, "b": 290.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "Q4.1 Polarized", "text": "Q4.1 Polarized", "level": 1 }, { "self_ref": "#/texts/13209", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 579, "bbox": { "l": 85.07999999999984, "t": 283.94029999999975, "r": 513.5604, "b": 256.5682999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 130 ] } ], "orig": "When the d.c. load current can flow in only one direction in normal or fault conditions, the use of polarized devices is possible.", "text": "When the d.c. load current can flow in only one direction in normal or fault conditions, the use of polarized devices is possible." }, { "self_ref": "#/texts/13210", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 579, "bbox": { "l": 85.07999999999987, "t": 249.92029999999977, "r": 513.6635999999997, "b": 152.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 539 ] } ], "orig": "Polarized devices are fitted with a permanent magnet to assist in the magnetic deflection of the arc into the switchgear arc chute to increase the arc length when the device contacts are opening. To be able to perform this deflection function, the magnetic field in the load-carrying parts of the device should be such that the magnetic field of the magnet is arranged for the maximum deflection force. The correct external polarity connections of the device will ensure correct operation of the arc deflection forces.", "text": "Polarized devices are fitted with a permanent magnet to assist in the magnetic deflection of the arc into the switchgear arc chute to increase the arc length when the device contacts are opening. To be able to perform this deflection function, the magnetic field in the load-carrying parts of the device should be such that the magnetic field of the magnet is arranged for the maximum deflection force. The correct external polarity connections of the device will ensure correct operation of the arc deflection forces." }, { "self_ref": "#/texts/13211", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 579, "bbox": { "l": 85.07999999999987, "t": 145.94029999999987, "r": 513.6756000000008, "b": 104.52829999999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 216 ] } ], "orig": "A typical application of a polarized overcurrent device is a distribution switchboard providing a supply to d.c. operated equipment. This configuration will only allow load current to flow in one direction.", "text": "A typical application of a polarized overcurrent device is a distribution switchboard providing a supply to d.c. operated equipment. This configuration will only allow load current to flow in one direction." }, { "self_ref": "#/texts/13212", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 579, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/13213", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 580, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13214", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 580, "bbox": { "l": 293.221098, "t": 783.9884, "r": 313.58274, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "576", "text": "576" }, { "self_ref": "#/texts/13215", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 580, "bbox": { "l": 56.7, "t": 783.9884, "r": 148.53730800000005, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13216", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 580, "bbox": { "l": 85.08, "t": 752.9603, "r": 240.10320000000021, "b": 739.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 25 ] } ], "orig": "Q4.2 Non-polarized type", "text": "Q4.2 Non-polarized type", "level": 1 }, { "self_ref": "#/texts/13217", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 580, "bbox": { "l": 85.07999999999998, "t": 732.9203, "r": 513.5844000000006, "b": 705.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 155 ] } ], "orig": "When it is possible that the d.c. load current could flow in either direction in normal or fault conditions, the use of non-polarized devices is necessary.", "text": "When it is possible that the d.c. load current could flow in either direction in normal or fault conditions, the use of non-polarized devices is necessary." }, { "self_ref": "#/texts/13218", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 580, "bbox": { "l": 85.07999999999996, "t": 698.9603, "r": 513.5640000000006, "b": 671.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "As the d.c. current is able to flow in two directions, this means a magnetic field from a fixed magnet is not able to be used.", "text": "As the d.c. current is able to flow in two directions, this means a magnetic field from a fixed magnet is not able to be used." }, { "self_ref": "#/texts/13219", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 580, "bbox": { "l": 85.07999999999993, "t": 664.9403, "r": 513.6395999999999, "b": 595.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 360 ] } ], "orig": "A typical application use of a non-polarized type device is a battery overcurrent device in which the current flow can be in two different directions; the battery charge current when being float charged, and the battery when being discharged by the load and when no output from the d.c. charging source is available.", "text": "A typical application use of a non-polarized type device is a battery overcurrent device in which the current flow can be in two different directions; the battery charge current when being float charged, and the battery when being discharged by the load and when no output from the d.c. charging source is available." }, { "self_ref": "#/texts/13220", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 580, "bbox": { "l": 85.07999999999993, "t": 580.9403, "r": 200.9531999999999, "b": 567.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 17 ] } ], "orig": "Q5 D.C. RATINGS", "text": "Q5 D.C. RATINGS", "level": 1 }, { "self_ref": "#/texts/13221", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 580, "bbox": { "l": 85.07999999999993, "t": 560.9603, "r": 173.3363999999999, "b": 547.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "Q5.1 General", "text": "Q5.1 General", "level": 1 }, { "self_ref": "#/texts/13222", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 580, "bbox": { "l": 85.07999999999987, "t": 540.9203, "r": 513.6623999999997, "b": 471.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 370 ] } ], "orig": "All d.c. isolating switches, contactors and overcurrent devices should be identified as being suitable for operation on a d.c. supply. The maximum current and voltage ratings specified by the manufacturer should not be exceeded and the multiple series contact arrangement detailed in the manufacturer's instructions should be used.", "text": "All d.c. isolating switches, contactors and overcurrent devices should be identified as being suitable for operation on a d.c. supply. The maximum current and voltage ratings specified by the manufacturer should not be exceeded and the multiple series contact arrangement detailed in the manufacturer's instructions should be used." }, { "self_ref": "#/texts/13223", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 580, "bbox": { "l": 85.07999999999987, "t": 464.9602999999999, "r": 513.6732000000007, "b": 423.54829999999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 199 ] } ], "orig": "For operating voltages above 60 V d.c. (ELV) this will usually require the use of two or more contacts in series to achieve the specified operating voltage and current ratings.", "text": "For operating voltages above 60 V d.c. (ELV) this will usually require the use of two or more contacts in series to achieve the specified operating voltage and current ratings." }, { "self_ref": "#/texts/13224", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 580, "bbox": { "l": 85.07999999999987, "t": 416.96029999999985, "r": 246.37079999999978, "b": 403.56829999999985, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "Q5.2 Earthed D.C. supply", "text": "Q5.2 Earthed D.C. supply", "level": 1 }, { "self_ref": "#/texts/13225", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 580, "bbox": { "l": 85.07999999999987, "t": 396.9202999999998, "r": 513.6575999999995, "b": 341.5282999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 272 ] } ], "orig": "The d.c. supply may be operated as a separated (isolated) supply. All switching or overload devices should operate in all unearthed conductors; all multi-pole devices should be linked together so that all contacts will operate substantially together.", "text": "The d.c. supply may be operated as a separated (isolated) supply. All switching or overload devices should operate in all unearthed conductors; all multi-pole devices should be linked together so that all contacts will operate substantially together." }, { "self_ref": "#/texts/13226", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 580, "bbox": { "l": 85.07999999999987, "t": 334.94029999999975, "r": 513.5724, "b": 307.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 121 ] } ], "orig": "One pole of the d.c. supply may be earthed. Any switching device may operate in the unearthed conductor only.", "text": "One pole of the d.c. supply may be earthed. Any switching device may operate in the unearthed conductor only." }, { "self_ref": "#/texts/13227", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 580, "bbox": { "l": 85.07999999999987, "t": 300.92029999999977, "r": 513.6948000000009, "b": 259.5682999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 208 ] } ], "orig": "Exception: A multi-pole device is permitted in all conductors (including the earthed conductor) in this application. All contacts should be linked together so that all contacts operate substantially together.", "text": "Exception: A multi-pole device is permitted in all conductors (including the earthed conductor) in this application. All contacts should be linked together so that all contacts operate substantially together." }, { "self_ref": "#/texts/13228", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 580, "bbox": { "l": 85.07999999999987, "t": 244.94029999999964, "r": 493.3080000000004, "b": 231.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 54 ] } ], "orig": "Q6 PROVISION OF ISOLATION AND OVERCURRENT PROTECTION", "text": "Q6 PROVISION OF ISOLATION AND OVERCURRENT PROTECTION", "level": 1 }, { "self_ref": "#/texts/13229", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 580, "bbox": { "l": 85.07999999999981, "t": 224.96029999999973, "r": 513.6179999999999, "b": 197.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 157 ] } ], "orig": "The applicable requirements of Sections 2 to 7 of this Standard apply for the provision of isolation and overcurrent protection of the d.c. system.", "text": "The applicable requirements of Sections 2 to 7 of this Standard apply for the provision of isolation and overcurrent protection of the d.c. system." }, { "self_ref": "#/texts/13230", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 580, "bbox": { "l": 85.07999999999973, "t": 190.94029999999975, "r": 513.6024000000004, "b": 163.56829999999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 126 ] } ], "orig": "Exception: Earth leakage protection by use of RCDs is not required, as no suitable protection devices are currently available.", "text": "Exception: Earth leakage protection by use of RCDs is not required, as no suitable protection devices are currently available." }, { "self_ref": "#/texts/13231", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 580, "bbox": { "l": 85.07999999999973, "t": 148.94029999999975, "r": 287.5703999999996, "b": 135.5482999999997, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 26 ] } ], "orig": "Q7 SWITCHBOARD LOCATIONS", "text": "Q7 SWITCHBOARD LOCATIONS", "level": 1 }, { "self_ref": "#/texts/13232", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 580, "bbox": { "l": 85.07999999999973, "t": 128.96029999999973, "r": 513.6191999999996, "b": 101.52829999999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "Clause 2.10 of this Standard specifies requirements for the location of switchboards containing a main switch and overcurrent devices.", "text": "Clause 2.10 of this Standard specifies requirements for the location of switchboards containing a main switch and overcurrent devices." }, { "self_ref": "#/texts/13233", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 580, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/13234", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 581, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13235", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 581, "bbox": { "l": 293.22209999999995, "t": 783.9884, "r": 313.583742, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "577", "text": "577" }, { "self_ref": "#/texts/13236", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 581, "bbox": { "l": 85.08, "t": 752.9603, "r": 374.63399999999984, "b": 739.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "Q8 FINAL SUBCIRCUIT WIRING AND FITTINGS", "text": "Q8 FINAL SUBCIRCUIT WIRING AND FITTINGS", "level": 1 }, { "self_ref": "#/texts/13237", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 581, "bbox": { "l": 85.07999999999998, "t": 732.9203, "r": 513.6240000000003, "b": 691.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 173 ] } ], "orig": "All wiring for the direct current system should be suitable for use on a d.c. supply. Installation requirements are specified in Sections 3 and 4 of this Standard.", "text": "All wiring for the direct current system should be suitable for use on a d.c. supply. Installation requirements are specified in Sections 3 and 4 of this Standard." }, { "self_ref": "#/texts/13238", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 581, "bbox": { "l": 85.07999999999998, "t": 684.9203, "r": 513.6204, "b": 643.5682999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 178 ] } ], "orig": "If twin cables are not used, all single cables should be positioned in close proximity of each other to provide cancellation of the magnetic field when d.c. current is flowing.", "text": "If twin cables are not used, all single cables should be positioned in close proximity of each other to provide cancellation of the magnetic field when d.c. current is flowing." }, { "self_ref": "#/texts/13239", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 581, "bbox": { "l": 85.07999999999998, "t": 636.9203, "r": 513.5243999999999, "b": 609.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 143 ] } ], "orig": "Segregation of 25 mm minimum should be maintained from all d.c. cabling to the a.c. wiring in switchboards and cabling within the installation.", "text": "Segregation of 25 mm minimum should be maintained from all d.c. cabling to the a.c. wiring in switchboards and cabling within the installation." }, { "self_ref": "#/texts/13240", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 581, "bbox": { "l": 85.07999999999998, "t": 602.9603, "r": 513.583200000001, "b": 575.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 127 ] } ], "orig": "The use of fittings designed solely for use on LV a.c. electrical installations only should not be used for d.c. installations.", "text": "The use of fittings designed solely for use on LV a.c. electrical installations only should not be used for d.c. installations." }, { "self_ref": "#/texts/13241", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 581, "bbox": { "l": 85.07999999999998, "t": 568.9403, "r": 496.7916000000005, "b": 555.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 76 ] } ], "orig": "All d.c. socket-outlets should be provided with a d.c. rated control switch.", "text": "All d.c. socket-outlets should be provided with a d.c. rated control switch." }, { "self_ref": "#/texts/13242", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 581, "bbox": { "l": 85.07999999999998, "t": 548.9603, "r": 509.97600000000034, "b": 521.5283, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 136 ] } ], "orig": "The plugs of a.c. operated equipment should not be able to enter socketoutlets connected to the d.c. distribution system, or vice versa.", "text": "The plugs of a.c. operated equipment should not be able to enter socketoutlets connected to the d.c. distribution system, or vice versa." }, { "self_ref": "#/texts/13243", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 581, "bbox": { "l": 85.07999999999996, "t": 506.9603, "r": 187.32599999999996, "b": 493.5683, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 14 ] } ], "orig": "Q9 INVERTERS", "text": "Q9 INVERTERS", "level": 1 }, { "self_ref": "#/texts/13244", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 581, "bbox": { "l": 85.07999999999996, "t": 486.9203, "r": 513.6936000000007, "b": 417.5482999999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 367 ] } ], "orig": "If the d.c. supply system has an inverter providing a 230 V a.c. supply output, unless the inverter a.c. output is not permanently marked as providing full electrical isolation from the d.c. input to the a.c. output, all parts of the d.c. supply system should be insulated and screened from touch for 230 V a.c. operation.", "text": "If the d.c. supply system has an inverter providing a 230 V a.c. supply output, unless the inverter a.c. output is not permanently marked as providing full electrical isolation from the d.c. input to the a.c. output, all parts of the d.c. supply system should be insulated and screened from touch for 230 V a.c. operation." }, { "self_ref": "#/texts/13245", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 581, "bbox": { "l": 96.42, "t": 413.87719999999996, "r": 145.63345799999996, "b": 401.62352, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "NOTES:", "text": "NOTES:" }, { "self_ref": "#/texts/13246", "parent": { "$ref": "#/groups/1238" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 581, "bbox": { "l": 96.42, "t": 397.85738, "r": 513.3163259999999, "b": 346.603838, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 308 ] } ], "orig": "1 An inverter which does not provide for full electrical isolation between the d.c. input and a.c. output, is considered to be a 'transformer-less' or a 'nonisolated' design, and under some fault conditions can result in the d.c. supply being raised to the potential of the a.c. output.", "text": "1 An inverter which does not provide for full electrical isolation between the d.c. input and a.c. output, is considered to be a 'transformer-less' or a 'nonisolated' design, and under some fault conditions can result in the d.c. supply being raised to the potential of the a.c. output.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13247", "parent": { "$ref": "#/groups/1238" }, "children": [], "content_layer": "body", "label": "list_item", "prov": [ { "page_no": 581, "bbox": { "l": 96.42, "t": 342.837698, "r": 513.4371060000002, "b": 200.62473799999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 829 ] } ], "orig": "2 For a.c. only switch contacts and overcurrent device contacts, all contacts have a small air gap to ensure the a.c. arc supply current through the load current drops down to zero, twice for every cycle of the supply voltage until the arc is extinguished. The breaking of d.c. supply current, which will draw an arc across the switch's opening contacts, requires that the arc increase in resistance until the current no longer flows (may be effected by increasing the length of the arc by the action of magnetic blow-out arcing contacts). Any a.c. only switch used in such circumstances on a d.c. supply will be unable to sufficiently increase the resistance of the continuous arc across its contacts; the likely result will be that the arcing will continue until the switch contacts are destroyed.", "text": "2 For a.c. only switch contacts and overcurrent device contacts, all contacts have a small air gap to ensure the a.c. arc supply current through the load current drops down to zero, twice for every cycle of the supply voltage until the arc is extinguished. The breaking of d.c. supply current, which will draw an arc across the switch's opening contacts, requires that the arc increase in resistance until the current no longer flows (may be effected by increasing the length of the arc by the action of magnetic blow-out arcing contacts). Any a.c. only switch used in such circumstances on a d.c. supply will be unable to sufficiently increase the resistance of the continuous arc across its contacts; the likely result will be that the arcing will continue until the switch contacts are destroyed.", "enumerated": false, "marker": "" }, { "self_ref": "#/texts/13248", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 581, "bbox": { "l": 453.899814, "t": 783.9884, "r": 545.7371219999993, "b": 772.80608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018" }, { "self_ref": "#/texts/13249", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 581, "bbox": { "l": 269.58, "t": 67.14530000000002, "r": 328.3247999999998, "b": 57.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/13250", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 582, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/13251", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 582, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13252", "parent": { "$ref": "#/groups/1239" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 582, "bbox": { "l": 56.7, "t": 784.7683999999999, "r": 143.978208, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13253", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 582, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "578", "text": "578" }, { "self_ref": "#/texts/13254", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 582, "bbox": { "l": 277.8, "t": 731.0834, "r": 317.62036800000004, "b": 716.55308, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 5 ] } ], "orig": "INDEX", "text": "INDEX", "level": 1 }, { "self_ref": "#/texts/13255", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 582, "bbox": { "l": 270.9, "t": 79.14530000000002, "r": 326.93940000000003, "b": 69.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/13256", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 583, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13257", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 583, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "579", "text": "579", "level": 1 }, { "self_ref": "#/texts/13258", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 583, "bbox": { "l": 458.75951399999997, "t": 784.7683999999999, "r": 546.037722, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13259", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 583, "bbox": { "l": 270.9, "t": 79.14530000000002, "r": 326.93940000000003, "b": 69.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/13260", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 584, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/13261", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 584, "bbox": { "l": 56.7, "t": 784.7683999999999, "r": 143.978208, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13262", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 584, "bbox": { "l": 85.08, "t": 754.7683999999999, "r": 281.16538800000006, "b": 455.4068720000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 597 ] } ], "orig": "battery systems 7.3.1, 7.3.2 secondary 7.8.2.15 supply interruption 7.3.4.2 braided conductors 5.3.2.1.1 building classifications multiple App E2.2.3 parts with more than one classification App E2.2.4 types App E2.2.2 Building Code of Australia App E2.1 fire safety App E2.3.2 general safety, health and amenity App E2.3.3 sustainable energy efficiency App E2.3.4 switchboards, wiring system rating App H2.1 building consents New Zealand Building Code App E3.3 bundled insulated cables 3.12.1 burns, protection against 4.2.3 busbars 3.9.7.1.2 busways App H4.3 wiring systems 3.15", "text": "battery systems 7.3.1, 7.3.2 secondary 7.8.2.15 supply interruption 7.3.4.2 braided conductors 5.3.2.1.1 building classifications multiple App E2.2.3 parts with more than one classification App E2.2.4 types App E2.2.2 Building Code of Australia App E2.1 fire safety App E2.3.2 general safety, health and amenity App E2.3.3 sustainable energy efficiency App E2.3.4 switchboards, wiring system rating App H2.1 building consents New Zealand Building Code App E3.3 bundled insulated cables 3.12.1 burns, protection against 4.2.3 busbars 3.9.7.1.2 busways App H4.3 wiring systems 3.15" }, { "self_ref": "#/texts/13263", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 584, "bbox": { "l": 85.08, "t": 444.9803, "r": 97.0536, "b": 431.5883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "C", "text": "C", "level": 1 }, { "self_ref": "#/texts/13264", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 584, "bbox": { "l": 85.08, "t": 427.9484, "r": 253.92802200000006, "b": 365.585924, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 128 ] } ], "orig": "cable core definition 1.4.23 cable trunking 3.10.3.9 direct sunlight, installation 3.10.3.7 enclosed wiring systems App H4.4", "text": "cable core definition 1.4.23 cable trunking 3.10.3.9 direct sunlight, installation 3.10.3.7 enclosed wiring systems App H4.4" }, { "self_ref": "#/texts/13265", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 584, "bbox": { "l": 85.08, "t": 361.948664, "r": 116.78227800000003, "b": 350.766344, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 6 ] } ], "orig": "cables", "text": "cables" }, { "self_ref": "#/texts/13266", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 584, "bbox": { "l": 85.08, "t": 348.748316, "r": 233.98822200000004, "b": 337.565996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 30 ] } ], "orig": "See also segregation of cables", "text": "See also segregation of cables", "level": 1 }, { "self_ref": "#/texts/13267", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 584, "bbox": { "l": 94.97975999999998, "t": 336.80848399999996, "r": 249.0041940000001, "b": 97.62707599999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 448 ] } ], "orig": "a.c. circuits 3.9.10.2 aerial wiring 3.12.1 armoured definition 1.4.22 installation 3.9.7.2 underground wiring 3.11.3.1 colours 1.7.2 conduits, maximum number guide App C6.1 application notes App C6.3 calculations App C6.2 definition 1.4.21 flexible, definition 1.4.24 imperial and metric sizes App I3 insulated 3.4.2, 3.9.7.1.2, 3.9.7.2, 3.10.1.1, 3.10.1.2 joints enclosed 3.7.3 prohibited 3.7.2.9.2 low voltage, separation 3.9.8.4", "text": "a.c. circuits 3.9.10.2 aerial wiring 3.12.1 armoured definition 1.4.22 installation 3.9.7.2 underground wiring 3.11.3.1 colours 1.7.2 conduits, maximum number guide App C6.1 application notes App C6.3 calculations App C6.2 definition 1.4.21 flexible, definition 1.4.24 imperial and metric sizes App I3 insulated 3.4.2, 3.9.7.1.2, 3.9.7.2, 3.10.1.1, 3.10.1.2 joints enclosed 3.7.3 prohibited 3.7.2.9.2 low voltage, separation 3.9.8.4" }, { "self_ref": "#/texts/13268", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 584, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13269", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 584, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "580", "text": "580", "level": 1 }, { "self_ref": "#/texts/13270", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 584, "bbox": { "l": 311.81757, "t": 754.5893779999998, "r": 509.4069599999999, "b": 95.40964999999971, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1331 ] } ], "orig": "mineral insulated metal sheathed (MIMS), definition 1.4.25 multiphase 3.8.3.4 neutral-screened, definition 1.4.26 sheathed, definition 1.4.27 simplified protective device, selection App C3 simplified voltage drop App C4.1 examples App C4.2 formula App C4.1 single-phase 3.8.3.4 stranded 3.7.4 unarmoured installation 3.9.7.2 underground 3.7.2.10 XLPE 3.9.7.1.2 capacitors 4.15.1 current-carrying capacity of supply conductors 4.15.2.3 discharge and control 4.15.3.1 connected in parallel with appliances 4.15.3.2 not connected in parallel with appliances 4.15.3.3 general requirements 4.15.2.1 rating of circuit-breakers, switches or contactors 4.15.2.2 carnivals 7.8.2.5 catenary wiring clearances 3.13.3 definition 1.4.129 earthing conductors 5.3.2.4 as protective earthing conductor 5.3.2.2, 5.3.2.3 supports 3.13.2 types 3.13.1 cathodic protection systems 5.2.2, 5.8 ceiling, suspended definition 1.4.28 CFS units: See fuses changeover devices 7.3.8.1.2 circuit arrangements 1.6.5, 2.2.1.1, App B2 common neutral 2.2.1.3 electric vehicle charging circuits 2.2.1.4 electrical separation 7.4.3 maximum demand App C2 domestic installations App C2.3 final subcircuits App C2.5 non-domestic installations App C2.4 origin of submains and final subcircuits 2.2.1.2 overcurrent protection 2.5.1.3", "text": "mineral insulated metal sheathed (MIMS), definition 1.4.25 multiphase 3.8.3.4 neutral-screened, definition 1.4.26 sheathed, definition 1.4.27 simplified protective device, selection App C3 simplified voltage drop App C4.1 examples App C4.2 formula App C4.1 single-phase 3.8.3.4 stranded 3.7.4 unarmoured installation 3.9.7.2 underground 3.7.2.10 XLPE 3.9.7.1.2 capacitors 4.15.1 current-carrying capacity of supply conductors 4.15.2.3 discharge and control 4.15.3.1 connected in parallel with appliances 4.15.3.2 not connected in parallel with appliances 4.15.3.3 general requirements 4.15.2.1 rating of circuit-breakers, switches or contactors 4.15.2.2 carnivals 7.8.2.5 catenary wiring clearances 3.13.3 definition 1.4.129 earthing conductors 5.3.2.4 as protective earthing conductor 5.3.2.2, 5.3.2.3 supports 3.13.2 types 3.13.1 cathodic protection systems 5.2.2, 5.8 ceiling, suspended definition 1.4.28 CFS units: See fuses changeover devices 7.3.8.1.2 circuit arrangements 1.6.5, 2.2.1.1, App B2 common neutral 2.2.1.3 electric vehicle charging circuits 2.2.1.4 electrical separation 7.4.3 maximum demand App C2 domestic installations App C2.3 final subcircuits App C2.5 non-domestic installations App C2.4 origin of submains and final subcircuits 2.2.1.2 overcurrent protection 2.5.1.3" }, { "self_ref": "#/texts/13271", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 584, "bbox": { "l": 270.9, "t": 79.14530000000002, "r": 326.93940000000003, "b": 69.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/13272", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 585, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13273", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 585, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "581", "text": "581", "level": 1 }, { "self_ref": "#/texts/13274", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 585, "bbox": { "l": 458.75951399999997, "t": 784.7683999999999, "r": 546.037722, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13275", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 585, "bbox": { "l": 311.81781, "t": 754.591406, "r": 496.22689199999985, "b": 95.41167799999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1365 ] } ], "orig": "emergency switches 2.3.5.4 lift circuits 4.20.3 switchboards location, main 2.10.2.4 switches, identification 2.3.3.5, 7.2.4.4 underground wiring markers 3.11.4.5 combustible dusts: See hazardous areas common neutral conductors 2.2.1.3 communal areas degree of protection 6.2.4.1 maximum demand App C2.3.2.3 competent person definition 1.4.34 compliance 1.9 alterations 1.9.3.1 other standards, with 1.9.2 Part 2 of Standard, with 1.9.1 repairs 1.9.3.2 specific design and installation acknowledgment by owner and operator 1.9.4.2 competency of designers 1.9.4.5 documentation by designer 1.9.4.3 identification 1.9.4.6 Part 1 design 1.9.4.1 verification 1.9.4.4 conductive building materials 5.4.6 conductive water piping equipotential bonding 5.6.2.2 conductors active 3.8.3.3 aerial: See aerial conductors aluminium 3.7.2.1.2, 5.3.2.1.2 bare, definition 1.4.36 braided 5.3.2.1.1 colouring 3.8.2.1 exceptions and special applications 3.8.3.2-3.8.3.5 existing earthing and bonding conductors 3.8.2.2 existing live conductors 3.8.2.3 common neutral 2.2.1.3 controlgear, selection and installation 2.2.3 copper 5.3.2.1.1 definition 1.4.35 earthing 3.5.3 See also earthing conductors equipotential bonding 5.6.3.1 size 5.6.3.2 in parallel 3.4.3, 3.6.3 main earthing 5.3.3.2 metric sizes for imperial types App I3 neutral 3.5.2", "text": "emergency switches 2.3.5.4 lift circuits 4.20.3 switchboards location, main 2.10.2.4 switches, identification 2.3.3.5, 7.2.4.4 underground wiring markers 3.11.4.5 combustible dusts: See hazardous areas common neutral conductors 2.2.1.3 communal areas degree of protection 6.2.4.1 maximum demand App C2.3.2.3 competent person definition 1.4.34 compliance 1.9 alterations 1.9.3.1 other standards, with 1.9.2 Part 2 of Standard, with 1.9.1 repairs 1.9.3.2 specific design and installation acknowledgment by owner and operator 1.9.4.2 competency of designers 1.9.4.5 documentation by designer 1.9.4.3 identification 1.9.4.6 Part 1 design 1.9.4.1 verification 1.9.4.4 conductive building materials 5.4.6 conductive water piping equipotential bonding 5.6.2.2 conductors active 3.8.3.3 aerial: See aerial conductors aluminium 3.7.2.1.2, 5.3.2.1.2 bare, definition 1.4.36 braided 5.3.2.1.1 colouring 3.8.2.1 exceptions and special applications 3.8.3.2-3.8.3.5 existing earthing and bonding conductors 3.8.2.2 existing live conductors 3.8.2.3 common neutral 2.2.1.3 controlgear, selection and installation 2.2.3 copper 5.3.2.1.1 definition 1.4.35 earthing 3.5.3 See also earthing conductors equipotential bonding 5.6.3.1 size 5.6.3.2 in parallel 3.4.3, 3.6.3 main earthing 5.3.3.2 metric sizes for imperial types App I3 neutral 3.5.2" }, { "self_ref": "#/texts/13276", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 585, "bbox": { "l": 94.98, "t": 754.5884, "r": 257.31602399999997, "b": 743.40608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 35 ] } ], "orig": "protected extra-low voltage systems", "text": "protected extra-low voltage systems" }, { "self_ref": "#/texts/13277", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 585, "bbox": { "l": 85.07923799999999, "t": 742.588448, "r": 271.14462599999996, "b": 88.38866000000007, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1327 ] } ], "orig": "(PELVS) 7.5.6 separated extra-low voltage systems (SELVs) 7.5.5 circuit-breakers 2.5.2 definition 1.4.30 discrimination 2.5.7.2.3 miniature overcurrent circuit breakers (MCBs) 5.7.4 overcurrent protection App B3.2.2.2 time/current curves App B4.5 circuit protection guide App B circuits See also circuit arrangements control 2.3.7.4 d.c.: See d.c. circuit protection guide definition 1.4.29 integrity App H1 maximum length App B5 calculation App B5.2.2 number of points connected to App C5 operating at different voltages, protection 1.5.11.2 safety service discrimination 2.5.7.2.2 circulating currents 3.9.10.2 circulating harmonic currents 4.12.5.1, 7.3.5.1 class I equipment definition 1.4.31 class II equipment definition 1.4.32 class III equipment definition 1.4.33 classes 1-10 buildings App E2.2.2 clean earth conductors 5.2.2, 5.3.7 clearances recessed luminaires 4.5.2.3.1 switchboards App K6.3 cold cathode illumination systems 7.1.2 cold rooms: See refrigeration rooms colours, marking conductors 1.7.2, 3.8.1-3.8.3 European colours 3.8.3.4 exceptions and special applications 3.8.3.2-3.8.3.5 sleeving of existing earthing and bonding conductors 3.8.2.2 sleeving of existing live conductors 3.8.2.3 sleeving or other means 3.8.2.1 conductor insulation 5.2.2 MEN connection 5.3.5.3", "text": "(PELVS) 7.5.6 separated extra-low voltage systems (SELVs) 7.5.5 circuit-breakers 2.5.2 definition 1.4.30 discrimination 2.5.7.2.3 miniature overcurrent circuit breakers (MCBs) 5.7.4 overcurrent protection App B3.2.2.2 time/current curves App B4.5 circuit protection guide App B circuits See also circuit arrangements control 2.3.7.4 d.c.: See d.c. circuit protection guide definition 1.4.29 integrity App H1 maximum length App B5 calculation App B5.2.2 number of points connected to App C5 operating at different voltages, protection 1.5.11.2 safety service discrimination 2.5.7.2.2 circulating currents 3.9.10.2 circulating harmonic currents 4.12.5.1, 7.3.5.1 class I equipment definition 1.4.31 class II equipment definition 1.4.32 class III equipment definition 1.4.33 classes 1-10 buildings App E2.2.2 clean earth conductors 5.2.2, 5.3.7 clearances recessed luminaires 4.5.2.3.1 switchboards App K6.3 cold cathode illumination systems 7.1.2 cold rooms: See refrigeration rooms colours, marking conductors 1.7.2, 3.8.1-3.8.3 European colours 3.8.3.4 exceptions and special applications 3.8.3.2-3.8.3.5 sleeving of existing earthing and bonding conductors 3.8.2.2 sleeving of existing live conductors 3.8.2.3 sleeving or other means 3.8.2.1 conductor insulation 5.2.2 MEN connection 5.3.5.3" }, { "self_ref": "#/texts/13278", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 585, "bbox": { "l": 270.9, "t": 79.14530000000002, "r": 326.93940000000003, "b": 69.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT", "level": 1 }, { "self_ref": "#/texts/13279", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 586, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/13280", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 586, "bbox": { "l": 56.7, "t": 784.7683999999999, "r": 143.978208, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13281", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 586, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13282", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 586, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "582", "text": "582", "level": 1 }, { "self_ref": "#/texts/13283", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 586, "bbox": { "l": 270.9, "t": 79.14530000000002, "r": 326.93940000000003, "b": 69.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/13284", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 587, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13285", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 587, "bbox": { "l": 85.08, "t": 754.7683999999999, "r": 177.2660040000001, "b": 743.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 20 ] } ], "orig": "damp situations 6.1", "text": "damp situations 6.1", "level": 1 }, { "self_ref": "#/texts/13286", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 587, "bbox": { "l": 85.07799599999996, "t": 741.568052, "r": 280.2545700000002, "b": 106.38822800000003, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1277 ] } ], "orig": "See also baths and showers; refrigeration rooms; sanitization operations; saunas; spa pools and tube; swimming pools; socket-outlets; water features baths and showers 6.2 definition 1.4.44 equipment, selection for 1.7.4 fixed water containers 6.2 refrigeration rooms 6.6 sanitization 6.7 saunas 6.5 spa pools and tubs 6.3 swimming pools 6.3 water features 6.4 dangerous areas: See hazardous areas dangers and damage protection against 1.5.1 de-energized definition 1.4.45 definitions 1.4 demolition sites 7.8.2.1 design 1.6 wiring systems circuit arrangement 1.6.5 maximum demand 1.6.3 supply characteristics 1.6.2 utilization voltage 1.6.4 dielectric liquids 4.16.1 flashpoint not exceeding 250°C 4.16.2 dielectric tests switchboards App K6.7 direct current systems 2.3.2.1.3 disconnection automatic App B4 earth fault-loop App B4.4-B4.6 principle App B4.2 times 1.5.5.3, App B4.3 discrimination (selectivity) protection 2.5.7.2.1 circuit-protective devices 7.2.3.5 general supply circuit 2.5.7.2.3 safety service circuit 2.5.7.2.2 supply isolating device 7.2.3.4 distribution boards App K3.3, K8.1, K8.2 definition 1.4.46 earthing 5.5.2.2.3 operated by ordinary persons (DBOs) App K3.3, K8.1, K8.2 protective earthing conductors 5.5.2.2.3", "text": "See also baths and showers; refrigeration rooms; sanitization operations; saunas; spa pools and tube; swimming pools; socket-outlets; water features baths and showers 6.2 definition 1.4.44 equipment, selection for 1.7.4 fixed water containers 6.2 refrigeration rooms 6.6 sanitization 6.7 saunas 6.5 spa pools and tubs 6.3 swimming pools 6.3 water features 6.4 dangerous areas: See hazardous areas dangers and damage protection against 1.5.1 de-energized definition 1.4.45 definitions 1.4 demolition sites 7.8.2.1 design 1.6 wiring systems circuit arrangement 1.6.5 maximum demand 1.6.3 supply characteristics 1.6.2 utilization voltage 1.6.4 dielectric liquids 4.16.1 flashpoint not exceeding 250°C 4.16.2 dielectric tests switchboards App K6.7 direct current systems 2.3.2.1.3 disconnection automatic App B4 earth fault-loop App B4.4-B4.6 principle App B4.2 times 1.5.5.3, App B4.3 discrimination (selectivity) protection 2.5.7.2.1 circuit-protective devices 7.2.3.5 general supply circuit 2.5.7.2.3 safety service circuit 2.5.7.2.2 supply isolating device 7.2.3.4 distribution boards App K3.3, K8.1, K8.2 definition 1.4.46 earthing 5.5.2.2.3 operated by ordinary persons (DBOs) App K3.3, K8.1, K8.2 protective earthing conductors 5.5.2.2.3" }, { "self_ref": "#/texts/13287", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 587, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "583", "text": "583", "level": 1 }, { "self_ref": "#/texts/13288", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 587, "bbox": { "l": 458.75951399999997, "t": 784.7683999999999, "r": 546.037722, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13289", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 587, "bbox": { "l": 321.71732999999995, "t": 754.5900439999999, "r": 432.37821000000054, "b": 743.4077239999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 24 ] } ], "orig": "surge protective devices", "text": "surge protective devices" }, { "self_ref": "#/texts/13290", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 587, "bbox": { "l": 311.81656799999996, "t": 742.5900919999999, "r": 505.1985599999998, "b": 536.5883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 347 ] } ], "orig": "(SPDs) App F1.2.2 domestic cooking appliances: See cooking appliances door seals, refrigeration rooms 6.6.3.6 downstream conductors App B4.4 downstream protective devices 2.5.7.2.3, App B4.4 downstream switchboards 7.2.5.4, 7.2.6.3, 7.2.7.2.3, 7.2.9.4 drain wires 5.3.3.4 dry-type battery 7.5.9 duct heaters 4.11 duty cycle App C2.5.2.1 E", "text": "(SPDs) App F1.2.2 domestic cooking appliances: See cooking appliances door seals, refrigeration rooms 6.6.3.6 downstream conductors App B4.4 downstream protective devices 2.5.7.2.3, App B4.4 downstream switchboards 7.2.5.4, 7.2.6.3, 7.2.7.2.3, 7.2.9.4 drain wires 5.3.3.4 dry-type battery 7.5.9 duct heaters 4.11 duty cycle App C2.5.2.1 E" }, { "self_ref": "#/texts/13291", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 587, "bbox": { "l": 311.818998, "t": 532.9484, "r": 510.73303199999975, "b": 106.62745999999993, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 756 ] } ], "orig": "earth electrodes 5.3.6.1 installation 5.3.6.3 location 5.3.6.4 types 5.3.6.2 earth fault currents protection against 1.5.10 earth fault-loop impedance (EFLI) 1.5.5.3, 5.7.1 calculating App B4.5 definition 1.4.49 disconnection times 5.7.2 fault-loop 5.7.3, App B4.4 impedance 5.7.4 measurement App B4.6 protection by 1.5.53 verification low voltage socket-outlet circuits 8.3.9.1 no supply available 8.3.9.2.3 results 8.3.9.3 supply available 8.3.9.2.2 earth sheath return (ESR) system 2.3.2.1.2, 3.16 earthed definition 1.4.47 earthed situation definition 1.4.48 earthing 5.1 See also earthing conductors aerial conductors, conductive supports 5.4.5 arrangements 5.1, 5.5, 5.8 conductive building materials 5.4.1.2, 5.4.6.1, 5.4.6.2", "text": "earth electrodes 5.3.6.1 installation 5.3.6.3 location 5.3.6.4 types 5.3.6.2 earth fault currents protection against 1.5.10 earth fault-loop impedance (EFLI) 1.5.5.3, 5.7.1 calculating App B4.5 definition 1.4.49 disconnection times 5.7.2 fault-loop 5.7.3, App B4.4 impedance 5.7.4 measurement App B4.6 protection by 1.5.53 verification low voltage socket-outlet circuits 8.3.9.1 no supply available 8.3.9.2.3 results 8.3.9.3 supply available 8.3.9.2.2 earth sheath return (ESR) system 2.3.2.1.2, 3.16 earthed definition 1.4.47 earthed situation definition 1.4.48 earthing 5.1 See also earthing conductors aerial conductors, conductive supports 5.4.5 arrangements 5.1, 5.5, 5.8 conductive building materials 5.4.1.2, 5.4.6.1, 5.4.6.2" }, { "self_ref": "#/texts/13292", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 587, "bbox": { "l": 270.9, "t": 79.14530000000002, "r": 326.93940000000003, "b": 69.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/13293", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 588, "bbox": { "l": 56.7, "t": 784.7683999999999, "r": 143.978208, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13294", "parent": { "$ref": "#/groups/1240" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 588, "bbox": { "l": 94.98, "t": 754.5884, "r": 284.46621599999986, "b": 743.40608, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 41 ] } ], "orig": "conductors: See also earthing conductors;", "text": "conductors: See also earthing conductors;" }, { "self_ref": "#/texts/13295", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 588, "bbox": { "l": 321.71757, "t": 754.5904039999996, "r": 414.03483600000044, "b": 743.4080839999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 21 ] } ], "orig": "socket-outlets 5.4.2", "text": "socket-outlets 5.4.2" }, { "self_ref": "#/texts/13296", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 588, "bbox": { "l": 85.07923800000002, "t": 742.588448, "r": 285.822924, "b": 94.38863599999968, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1364 ] } ], "orig": "equipotential bonding aluminium 5.3.2.1.2 catenary wires 5.3.2.2 copper 5.3.2.1.1 cross-sectional area 5.3.3 identification 5.3.2.5 insulation 5.3.2.4 other materials 5.3.2.1.3 protective earthing 5.3.2.2 size 5.3.3 special conditions 5.3.2.3 types 5.3.2.2 connections 5.5.6.1 constructional components 5.5.6.2 continuity of 5.5.4.1 conductive sheaths, armours and screens of cables 5.5.4.3 conductive wiring enclosures 5.5.4.2 connecting devices 5.5.4.4 distribution boards 5.5.2.2.3 earth electrodes 5.3.6.1 installation 5.3.6.3 location 5.3.6.4 types 5.3.6.2 earth fault-loop impedance 5.7 disconnection times 5.7.2 fault-loop 5.7.3 impedance 5.7.4 supplementary equipotential bonding 5.7.5 testing 8.3.9 electricity generation systems 7.3.6 equipment 5.4, 5.5.2.2.2 connection to earth 5.4.1.3 exposed conductive parts 5.4.1.1 supplied by flexible cords/cables 5.5.3.3 equipotential bonding 5.6 flexible cords, cables 5.5.3.3 functions 5.2 combined protective and functional purposes 5.2.3 functional earthing 5.2.2, 5.3.7 lighting points 5.4.3 luminaires 5.4.4 main terminal/connection or bar 5.3.4 MEN connection system 5.3.5.1 identification 5.3.5.3 size 5.3.5.2 MEN system 5.1.3, 5.3 non-MEN systems 5.1.4 other arrangements 5.8 outbuildings 5.5.3.1 protective earthing 5.2.1 selection and installation 5.1.2", "text": "equipotential bonding aluminium 5.3.2.1.2 catenary wires 5.3.2.2 copper 5.3.2.1.1 cross-sectional area 5.3.3 identification 5.3.2.5 insulation 5.3.2.4 other materials 5.3.2.1.3 protective earthing 5.3.2.2 size 5.3.3 special conditions 5.3.2.3 types 5.3.2.2 connections 5.5.6.1 constructional components 5.5.6.2 continuity of 5.5.4.1 conductive sheaths, armours and screens of cables 5.5.4.3 conductive wiring enclosures 5.5.4.2 connecting devices 5.5.4.4 distribution boards 5.5.2.2.3 earth electrodes 5.3.6.1 installation 5.3.6.3 location 5.3.6.4 types 5.3.6.2 earth fault-loop impedance 5.7 disconnection times 5.7.2 fault-loop 5.7.3 impedance 5.7.4 supplementary equipotential bonding 5.7.5 testing 8.3.9 electricity generation systems 7.3.6 equipment 5.4, 5.5.2.2.2 connection to earth 5.4.1.3 exposed conductive parts 5.4.1.1 supplied by flexible cords/cables 5.5.3.3 equipotential bonding 5.6 flexible cords, cables 5.5.3.3 functions 5.2 combined protective and functional purposes 5.2.3 functional earthing 5.2.2, 5.3.7 lighting points 5.4.3 luminaires 5.4.4 main terminal/connection or bar 5.3.4 MEN connection system 5.3.5.1 identification 5.3.5.3 size 5.3.5.2 MEN system 5.1.3, 5.3 non-MEN systems 5.1.4 other arrangements 5.8 outbuildings 5.5.3.1 protective earthing 5.2.1 selection and installation 5.1.2", "level": 1 }, { "self_ref": "#/texts/13297", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 588, "bbox": { "l": 311.81480400000004, "t": 742.5904519999996, "r": 503.51443799999885, "b": 94.3906399999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1215 ] } ], "orig": "structural metalwork 5.4.6 submersible pumps 5.4.7 switchboards 5.5.3.4, App K6.6 system continuity 8.3.5 parts 5.3.1 testing 8.3.3.1 unprotected consumer mains 5.5.3.5 variable frequency devices 5.4.8 visual inspection 8.2.2 wiring systems 5.5.3.2 earthing conductors 3.7.2.11 See also earthing connections 5.5.6.1 control and isolation 1.5.2 functional 5.3.7 installation 5.5.5 aerial 5.5.5.4 buried 5.5.5.5 corrosion, protection against 5.5.5.3 mechanical damage, protection against 5.5.5.2 main arrangement 5.5.1.1 earth electrode, connection 5.5.1.2 labelling 5.5.1.3 polarity 8.3.7.1, 8.3.7.2 protective arrangement 5.5.2.1 circuits 5.5.2.2.1 distribution boards 5.5.2.2.3 earthing 5.5.2.2.2 resistance 5.5.1.4 switching and isolation prohibited 2.3.2.1.2 eddy currents 3.9.10.2 Edison screw lampholders 4.5.1.2, 8.3.7.2 egress paths switchboard locations 2.10.2.5 elastomeric insulation 3.4.2 electric fences 7.8.3.2 electric motors: See motors electric shock damp situations prohibited protection measures 6.2.3 principles of wiring general provisions 1.5.3.1 methods of 1.5.3.2 refrigeration rooms prohibited measures 6.6.2.2 SELV, use 6.6.2.1 sanitization operations", "text": "structural metalwork 5.4.6 submersible pumps 5.4.7 switchboards 5.5.3.4, App K6.6 system continuity 8.3.5 parts 5.3.1 testing 8.3.3.1 unprotected consumer mains 5.5.3.5 variable frequency devices 5.4.8 visual inspection 8.2.2 wiring systems 5.5.3.2 earthing conductors 3.7.2.11 See also earthing connections 5.5.6.1 control and isolation 1.5.2 functional 5.3.7 installation 5.5.5 aerial 5.5.5.4 buried 5.5.5.5 corrosion, protection against 5.5.5.3 mechanical damage, protection against 5.5.5.2 main arrangement 5.5.1.1 earth electrode, connection 5.5.1.2 labelling 5.5.1.3 polarity 8.3.7.1, 8.3.7.2 protective arrangement 5.5.2.1 circuits 5.5.2.2.1 distribution boards 5.5.2.2.3 earthing 5.5.2.2.2 resistance 5.5.1.4 switching and isolation prohibited 2.3.2.1.2 eddy currents 3.9.10.2 Edison screw lampholders 4.5.1.2, 8.3.7.2 egress paths switchboard locations 2.10.2.5 elastomeric insulation 3.4.2 electric fences 7.8.3.2 electric motors: See motors electric shock damp situations prohibited protection measures 6.2.3 principles of wiring general provisions 1.5.3.1 methods of 1.5.3.2 refrigeration rooms prohibited measures 6.6.2.2 SELV, use 6.6.2.1 sanitization operations" }, { "self_ref": "#/texts/13298", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 588, "bbox": { "l": 270.9, "t": 79.14530000000002, "r": 326.93940000000003, "b": 69.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT", "level": 1 }, { "self_ref": "#/texts/13299", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 588, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13300", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 588, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "584", "text": "584", "level": 1 }, { "self_ref": "#/texts/13301", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 589, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13302", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 589, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "585", "text": "585", "level": 1 }, { "self_ref": "#/texts/13303", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 589, "bbox": { "l": 94.98036599999999, "t": 754.5884, "r": 235.82850000000013, "b": 611.4066079999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 283 ] } ], "orig": "prohibited measures 6.7.3.2 SELV, use 6.7.3.1 spa pools and tubs prohibited measures 6.3.3.1 supplementary equipotential bonding 6.3.3.2 voltage gradients 6.3.3.3 swimming pools prohibited measures 6.3.3.1 supplementary equipotential bonding 6.3.3.2 voltage gradients 6.3.3.3", "text": "prohibited measures 6.7.3.2 SELV, use 6.7.3.1 spa pools and tubs prohibited measures 6.3.3.1 supplementary equipotential bonding 6.3.3.2 voltage gradients 6.3.3.3 swimming pools prohibited measures 6.3.3.1 supplementary equipotential bonding 6.3.3.2 voltage gradients 6.3.3.3" }, { "self_ref": "#/texts/13304", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 589, "bbox": { "l": 85.07960399999999, "t": 607.7693479999999, "r": 233.380614, "b": 596.5870279999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 34 ] } ], "orig": "electric vehicles (EV) 7.9, App P", "text": "electric vehicles (EV) 7.9, App P", "level": 1 }, { "self_ref": "#/texts/13305", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 589, "bbox": { "l": 85.07960399999999, "t": 594.569, "r": 199.03906799999996, "b": 583.38668, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 23 ] } ], "orig": "See also socket-outlets", "text": "See also socket-outlets", "level": 1 }, { "self_ref": "#/texts/13306", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 589, "bbox": { "l": 85.07960399999997, "t": 582.569048, "r": 284.3633759999998, "b": 94.38863599999979, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1095 ] } ], "orig": "charging station guidelines App P cable safety App P6 other equipment App P5 periodic verification App P7 connectors App P5.1 permitted App P5.2 types App P5.3 definition 1.4.56 non-residential electrical installations 7.9.4 residential electrical installations charging modes 7.9.3.1-7.9.3.4 socket-outlet and charging station guidelines App P supply systems 7.9.2 electrical conduits: See conduits electrical connections 3.7.1 aluminium conductors 3.7.2.1.2 common requirements 3.7.2.1.1 flexible cords 3.7.2.8 loosening 3.7.2.3 mechanical connection devices 3.7.2.4 mechanical stress 3.7.2.6 preparations for 3.7.2.2 soldered connections 3.7.2.7 stranded conductors, retention 3.7.2.5 electrical equipment 1.7 See also airconditioning; connecting electrical equipment; lifts; socket-outlets adverse effects and interference 4.1.4 airconditioning systems 4.19 batteries 4.17 burns, protection against 4.2.3 capacitors 4.15 converters 4.12 cooking appliances 4.7 clearance from open surfaces 4.7.3 gas appliances 4.18.1.1 New Zealand connection 2.6.3.3.2, 4.7.2", "text": "charging station guidelines App P cable safety App P6 other equipment App P5 periodic verification App P7 connectors App P5.1 permitted App P5.2 types App P5.3 definition 1.4.56 non-residential electrical installations 7.9.4 residential electrical installations charging modes 7.9.3.1-7.9.3.4 socket-outlet and charging station guidelines App P supply systems 7.9.2 electrical conduits: See conduits electrical connections 3.7.1 aluminium conductors 3.7.2.1.2 common requirements 3.7.2.1.1 flexible cords 3.7.2.8 loosening 3.7.2.3 mechanical connection devices 3.7.2.4 mechanical stress 3.7.2.6 preparations for 3.7.2.2 soldered connections 3.7.2.7 stranded conductors, retention 3.7.2.5 electrical equipment 1.7 See also airconditioning; connecting electrical equipment; lifts; socket-outlets adverse effects and interference 4.1.4 airconditioning systems 4.19 batteries 4.17 burns, protection against 4.2.3 capacitors 4.15 converters 4.12 cooking appliances 4.7 clearance from open surfaces 4.7.3 gas appliances 4.18.1.1 New Zealand connection 2.6.3.3.2, 4.7.2" }, { "self_ref": "#/texts/13307", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 589, "bbox": { "l": 458.75951399999997, "t": 784.7683999999999, "r": 546.037722, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13308", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 589, "bbox": { "l": 321.718938, "t": 754.5904039999998, "r": 508.6290119999998, "b": 95.41067599999951, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1342 ] } ], "orig": "switching device 4.7.1 switchboard location 2.10.2.5 damage from external influences 4.1.3 definition 1.4.50 duct heaters 4.11 earthing 5.5.3.5 fire hazard, prevention emission of arcs or sparks, covering 4.2.2.4 enclosures 4.2.2.5 installation 4.2.2.1 New Zealand 4.2.2.7 protection from high temperatures 4.2.2.3 separation distances 4.2.2.6 spread of fire 4.2.2.6 storage of flammable materials 4.2.2.2 gas appliances 4.18 heat pump systems 4.19 heating cables 4.10, 6.2.4.5 additional protection 4.10.5 functional switches 4.10.4 isolating switches 4.10.3 RCDs 4.10.5 signs 4.10.6 lifts 4.20 liquid dielectrics 4.16 spreading, prevention 4.16.1 flashpoint not exceeding 250°C 4.16.2 motors 4.13 operating characteristics 2.2.4.1 current 2.2.4.3 effects on operator or other equipment 2.2.4.6 frequency 2.2.4.4 power 2.2.4.5 voltage 2.2.4.2 room heaters 4.9 functional switches 4.9.3 isolating switches 4.9.2 selection and installation of 1.7, 4.1.2 damp situations 1.7.4 installation work practice 1.7.2 selection 1.7.3 smoke alarms 4.6, 7.2.1.1 socket-outlets 4.4 thermal effects, protection against 4.2 transformers 4.14 water heaters 4.8 easing equipment, access to 4.8.2.1 isolating switch 4.8.2.3 terminals of protective devices, access to 4.8.2.1 unvented, protective devices 4.8.2.2", "text": "switching device 4.7.1 switchboard location 2.10.2.5 damage from external influences 4.1.3 definition 1.4.50 duct heaters 4.11 earthing 5.5.3.5 fire hazard, prevention emission of arcs or sparks, covering 4.2.2.4 enclosures 4.2.2.5 installation 4.2.2.1 New Zealand 4.2.2.7 protection from high temperatures 4.2.2.3 separation distances 4.2.2.6 spread of fire 4.2.2.6 storage of flammable materials 4.2.2.2 gas appliances 4.18 heat pump systems 4.19 heating cables 4.10, 6.2.4.5 additional protection 4.10.5 functional switches 4.10.4 isolating switches 4.10.3 RCDs 4.10.5 signs 4.10.6 lifts 4.20 liquid dielectrics 4.16 spreading, prevention 4.16.1 flashpoint not exceeding 250°C 4.16.2 motors 4.13 operating characteristics 2.2.4.1 current 2.2.4.3 effects on operator or other equipment 2.2.4.6 frequency 2.2.4.4 power 2.2.4.5 voltage 2.2.4.2 room heaters 4.9 functional switches 4.9.3 isolating switches 4.9.2 selection and installation of 1.7, 4.1.2 damp situations 1.7.4 installation work practice 1.7.2 selection 1.7.3 smoke alarms 4.6, 7.2.1.1 socket-outlets 4.4 thermal effects, protection against 4.2 transformers 4.14 water heaters 4.8 easing equipment, access to 4.8.2.1 isolating switch 4.8.2.3 terminals of protective devices, access to 4.8.2.1 unvented, protective devices 4.8.2.2" }, { "self_ref": "#/texts/13309", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 589, "bbox": { "l": 270.9, "t": 79.14530000000002, "r": 326.93940000000003, "b": 69.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/13310", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 590, "bbox": { "l": 56.7, "t": 784.7683999999999, "r": 143.978208, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13311", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 590, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13312", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 590, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "586", "text": "586", "level": 1 }, { "self_ref": "#/texts/13313", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 590, "bbox": { "l": 85.08, "t": 754.7683999999999, "r": 285.77458799999977, "b": 91.38828799999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1501 ] } ], "orig": "electrical fault definition 1.4.51 electrical installations 2.3 See also safety services additional isolating switches alternative supply 2.3.4.3 appliances and accessories 2.3.4.5 identification 2.3.4.4 outbuildings 2.3.4.1 submains and final subcircuits greater than 100 A 2.3.4.2 arc fault detection devices (AFDDs) 2.9 alterations 2.9.5 arrangement 2.9.4 characteristics App O2 final subcircuits, Australia 2.9.6 final subcircuits, New Zealand 2.9.7 general requirements App O3 load current rating 2.9.3 location, selection and installation App O4 rating 2.9.3 type 2.9.2 circuit arrangements 2.2.1.1 common neutral 2.2.1.3 electric vehicle charging circuits 2.2.1.4 origin of submains and final subcircuits 2.2.1.2 common control requirements all systems 2.3.2.1.1 alternating current systems 2.3.2.1.2 direct current systems 2.3.2.1.3 conductors, See conductors controlgear, selection and installation 2.1.2 definition 1.4.52 design of 1.6.1 circuit arrangement 1.6.5 maximum demand 1.6.3 supply characteristics 1.6.2 utilization voltage 1.6.4 domestic, definition 1.4.53 emergency switching devices 2.3.5.1 capabilities and operation 2.3.5.2 identification 2.3.5.4 installation 2.3.5.3 extra-low voltage: See extra-low voltage electrical installations fault protection: See fault protection fire and electric shock, national construction codes App E1 Australia App E2.1 New Zealand App E3.1 functional switching devices 2.3.7.1 control circuits 2.3.7.4", "text": "electrical fault definition 1.4.51 electrical installations 2.3 See also safety services additional isolating switches alternative supply 2.3.4.3 appliances and accessories 2.3.4.5 identification 2.3.4.4 outbuildings 2.3.4.1 submains and final subcircuits greater than 100 A 2.3.4.2 arc fault detection devices (AFDDs) 2.9 alterations 2.9.5 arrangement 2.9.4 characteristics App O2 final subcircuits, Australia 2.9.6 final subcircuits, New Zealand 2.9.7 general requirements App O3 load current rating 2.9.3 location, selection and installation App O4 rating 2.9.3 type 2.9.2 circuit arrangements 2.2.1.1 common neutral 2.2.1.3 electric vehicle charging circuits 2.2.1.4 origin of submains and final subcircuits 2.2.1.2 common control requirements all systems 2.3.2.1.1 alternating current systems 2.3.2.1.2 direct current systems 2.3.2.1.3 conductors, See conductors controlgear, selection and installation 2.1.2 definition 1.4.52 design of 1.6.1 circuit arrangement 1.6.5 maximum demand 1.6.3 supply characteristics 1.6.2 utilization voltage 1.6.4 domestic, definition 1.4.53 emergency switching devices 2.3.5.1 capabilities and operation 2.3.5.2 identification 2.3.5.4 installation 2.3.5.3 extra-low voltage: See extra-low voltage electrical installations fault protection: See fault protection fire and electric shock, national construction codes App E1 Australia App E2.1 New Zealand App E3.1 functional switching devices 2.3.7.1 control circuits 2.3.7.4" }, { "self_ref": "#/texts/13314", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 590, "bbox": { "l": 311.814564, "t": 754.5910459999997, "r": 505.64444999999995, "b": 140.41113799999937, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1371 ] } ], "orig": "functions of 2.3.7.2 identification 2.3.7.3 high voltage: See high voltage electrical installations isolation devices: See isolation devices main switches: See main switches maintenance shutdowns 2.3.6.1 maximum demand 2.2.2 multiple, definition 1.4.54 overcurrent protection: See overcurrent protection overload protection: See overload protection overvoltage protection: See overvoltage protection RCDs: See residual current devices (RCDs) reliability of supply 2.5.7.1 coordination of protective devices 2.5.7.2.1 general supply circuit discrimination (selectivity) 2.5.7.2.3 safety service circuit discrimination (selectivity) 2.5.7.2.2 residential, definition 1.4.55 selection and installation 2.1.2 short-circuit current protection: See shortcircuit current protection shutdown devices identification 2.3.6.4 installation 2.3.6.3 switchgear, selection and installation 2.1.2 undervoltage protection causes 2.8.1 protective devices 2.8.2 electrical separation 1.5.5.5, 7.4 arrangement of circuits 7.4.3 protection by 1.5.5.5 source of supply 7.4.2 supply to multiple items of equipment 7.4.6 supply to single item of equipment 7.4.5 switching devices 7.4.4 testing 7.4.8.1 equipotential bonding conductor continuity 7.4.8.4 multiple items of equipment 7.4.8.3 single items of equipment 7.4.8.2 variable speed drive (VSD) EMI filters 7.4.7", "text": "functions of 2.3.7.2 identification 2.3.7.3 high voltage: See high voltage electrical installations isolation devices: See isolation devices main switches: See main switches maintenance shutdowns 2.3.6.1 maximum demand 2.2.2 multiple, definition 1.4.54 overcurrent protection: See overcurrent protection overload protection: See overload protection overvoltage protection: See overvoltage protection RCDs: See residual current devices (RCDs) reliability of supply 2.5.7.1 coordination of protective devices 2.5.7.2.1 general supply circuit discrimination (selectivity) 2.5.7.2.3 safety service circuit discrimination (selectivity) 2.5.7.2.2 residential, definition 1.4.55 selection and installation 2.1.2 short-circuit current protection: See shortcircuit current protection shutdown devices identification 2.3.6.4 installation 2.3.6.3 switchgear, selection and installation 2.1.2 undervoltage protection causes 2.8.1 protective devices 2.8.2 electrical separation 1.5.5.5, 7.4 arrangement of circuits 7.4.3 protection by 1.5.5.5 source of supply 7.4.2 supply to multiple items of equipment 7.4.6 supply to single item of equipment 7.4.5 switching devices 7.4.4 testing 7.4.8.1 equipotential bonding conductor continuity 7.4.8.4 multiple items of equipment 7.4.8.3 single items of equipment 7.4.8.2 variable speed drive (VSD) EMI filters 7.4.7" }, { "self_ref": "#/texts/13315", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 590, "bbox": { "l": 311.81356200000005, "t": 121.77393799999936, "r": 473.97022799999905, "b": 86.41135399999939, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 78 ] } ], "orig": "electrical supply characteristics, determining 1.6.2 safety services 7.2.1.1", "text": "electrical supply characteristics, determining 1.6.2 safety services 7.2.1.1" }, { "self_ref": "#/texts/13316", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 590, "bbox": { "l": 270.9, "t": 79.14530000000002, "r": 326.93940000000003, "b": 69.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT", "level": 1 }, { "self_ref": "#/texts/13317", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 591, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13318", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 591, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "587", "text": "587", "level": 1 }, { "self_ref": "#/texts/13319", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 591, "bbox": { "l": 458.75951399999997, "t": 784.7683999999999, "r": 546.037722, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13320", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 591, "bbox": { "l": 311.81580600000007, "t": 754.7707639999999, "r": 508.7328539999999, "b": 98.59102399999972, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1361 ] } ], "orig": "enclosed equipment, degrees of protection App G enclosed wiring systems App H3 enclosure of cables insulated and sheathed 3.10.1.2 insulated and unsheathed 3.10.1.1 wiring enclosures bending 3.10.3.4 cable trunking 3.10.3.9 changes to 3.10.2.2 continuity 3.10.3.3 direct sunlight 3.10.3.7 entry of water 3.10.2.3 installation 3.10.3.1 passage for conductors 3.10.3.5 provision for expansion 3.10.3.8 support 3.10.3.2 terminations 3.10.3.6 types 3.10.2.1 enclosures definition 1.4.58 protection by 1.5.4.4 energized definition 1.4.59 energy efficiency National Construction Code App E2.3.4 equipment wiring 4.3.6 equipotential bonding 5.6.1 arrangement 5.6.2.1 baths and showers 5.6.2.5 conductive cable sheaths and wiring enclosures 5.6.2.4 conductive water piping 5.6.2.2 other conductive piping systems 5.6.2.3 spa pools and tubs 5.6.2.6.1-5.6.2.6.5 swimming pools 5.6.2.6.1-5.6.2.6.5 telephone and telecommunication earthing systems 5.6.2.7 conductors 5.3.4 conductive water piping 5.6.2.2, 5.6.2.3, 5.6.2.5 definition 1.4.60 earth fault-loop impedance 5.7.5 selection and installation 5.6.3.1 supplementary, where required 6.3.3.2 swimming pools 5.6.2.6.1-5.6.2.6.3 wiring identification 3.8.1 escalators 7.2.1.1 evacuation equipment: See safety services excessive temperatures 1.5.1 explosion protection systems 5.8", "text": "enclosed equipment, degrees of protection App G enclosed wiring systems App H3 enclosure of cables insulated and sheathed 3.10.1.2 insulated and unsheathed 3.10.1.1 wiring enclosures bending 3.10.3.4 cable trunking 3.10.3.9 changes to 3.10.2.2 continuity 3.10.3.3 direct sunlight 3.10.3.7 entry of water 3.10.2.3 installation 3.10.3.1 passage for conductors 3.10.3.5 provision for expansion 3.10.3.8 support 3.10.3.2 terminations 3.10.3.6 types 3.10.2.1 enclosures definition 1.4.58 protection by 1.5.4.4 energized definition 1.4.59 energy efficiency National Construction Code App E2.3.4 equipment wiring 4.3.6 equipotential bonding 5.6.1 arrangement 5.6.2.1 baths and showers 5.6.2.5 conductive cable sheaths and wiring enclosures 5.6.2.4 conductive water piping 5.6.2.2 other conductive piping systems 5.6.2.3 spa pools and tubs 5.6.2.6.1-5.6.2.6.5 swimming pools 5.6.2.6.1-5.6.2.6.5 telephone and telecommunication earthing systems 5.6.2.7 conductors 5.3.4 conductive water piping 5.6.2.2, 5.6.2.3, 5.6.2.5 definition 1.4.60 earth fault-loop impedance 5.7.5 selection and installation 5.6.3.1 supplementary, where required 6.3.3.2 swimming pools 5.6.2.6.1-5.6.2.6.3 wiring identification 3.8.1 escalators 7.2.1.1 evacuation equipment: See safety services excessive temperatures 1.5.1 explosion protection systems 5.8" }, { "self_ref": "#/texts/13321", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 591, "bbox": { "l": 85.078236, "t": 754.5884, "r": 278.08447800000016, "b": 103.3886, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1350 ] } ], "orig": "shutting down 2.3.6.1 wiring systems exposed to fire 7.2.2.1 electricity converters 4.12.1 control 4.12.3 earthing 4.12.6 equipment connected to output 4.12.8 isolation switch converters incorporating batteries 4.12.4.2 requirements 4.12.4.1 neutral continuity 4.12.7 overcurrent protection 4.12.5.1 RCDs 4.12.5.2.2 submain and final subcircuits 4.12.5.2.1 selection and installation 4.12.2 electricity distribution equipment water features, prohibition near 6.4.4.8 electricity distributor definition 1.4.57 electricity generation systems 7.3 basic and fault protection 7.3.3.1 connected electrical equipment 7.3.7 connections alternative supplies 7.3.8.1.1 grid-connected inverter systems 7.3.8.2.1-7.3.8.2.3 stand-alone power systems 7.3.8.3.17.3.8.3.3 switching 7.3.8.1.2 control 7.3.3 damp situations 6.2.4.7 earthing 7.3.6 isolation switches batteries incorporated into system 7.3.4.2 requirements 7.3.4.1 overcurrent protection 7.3.5.1 circuit protection 7.3.5.2.1 RCDs 7.3.5.2.2 selection and installation 7.3.2 water features 6.4.4.7 electromedical treatment areas 7.8.2.2 ELV halogen lamps 4.2.2.3 emergency exits switchboards 2.10.2.2 emergency lifts: See lifts See also safety systems emergency switching devices 2.3.5.1 capabilities and operation 2.3.5.2 identification 2.3.5.4 installation 2.3.5.3", "text": "shutting down 2.3.6.1 wiring systems exposed to fire 7.2.2.1 electricity converters 4.12.1 control 4.12.3 earthing 4.12.6 equipment connected to output 4.12.8 isolation switch converters incorporating batteries 4.12.4.2 requirements 4.12.4.1 neutral continuity 4.12.7 overcurrent protection 4.12.5.1 RCDs 4.12.5.2.2 submain and final subcircuits 4.12.5.2.1 selection and installation 4.12.2 electricity distribution equipment water features, prohibition near 6.4.4.8 electricity distributor definition 1.4.57 electricity generation systems 7.3 basic and fault protection 7.3.3.1 connected electrical equipment 7.3.7 connections alternative supplies 7.3.8.1.1 grid-connected inverter systems 7.3.8.2.1-7.3.8.2.3 stand-alone power systems 7.3.8.3.17.3.8.3.3 switching 7.3.8.1.2 control 7.3.3 damp situations 6.2.4.7 earthing 7.3.6 isolation switches batteries incorporated into system 7.3.4.2 requirements 7.3.4.1 overcurrent protection 7.3.5.1 circuit protection 7.3.5.2.1 RCDs 7.3.5.2.2 selection and installation 7.3.2 water features 6.4.4.7 electromedical treatment areas 7.8.2.2 ELV halogen lamps 4.2.2.3 emergency exits switchboards 2.10.2.2 emergency lifts: See lifts See also safety systems emergency switching devices 2.3.5.1 capabilities and operation 2.3.5.2 identification 2.3.5.4 installation 2.3.5.3" }, { "self_ref": "#/texts/13322", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 591, "bbox": { "l": 270.9, "t": 79.14530000000002, "r": 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3000:2018", "level": 1 }, { "self_ref": "#/texts/13325", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 592, "bbox": { "l": 85.07899800000001, "t": 754.7683999999999, "r": 283.9719899999999, "b": 92.58868399999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1435 ] } ], "orig": "explosive atmospheres 1.5.1, 7.8.2.18 definition 1.4.61 explosive gas: See hazardous areas exposed conductive parts consumer mains and submains 5.5.3.5 earthing 5.4.1.1 connections 5.5.6.2 protective 5.2.1 earthing, constructional component 5.5.6.2 equipotential bonding 1.4.60 luminaires 5.4.4 separated circuits 7.4.5 submersible pumps 5.4.7 unprotected consumer mains 5.5.3.5 external heat sources wiring systems, influence on 3.3.2.2 external influences ambient temperature 3.3.2.1 cable joints 3.7.3 circuit arrangements App B2 connection points electrical vehicles App P3.2 controlgear 2.1.1 corrosive or polluting substances 3.3.2.5 current carrying capacity 3.4.1 earthing arrangements 5.1.2 earthing conductors 5.3.3.1.1 external heat sources 3.3.2.2 fauna 3.3.2.10 fire barriers 3.9.9.3 flora 3.3.2.9 hazardous areas 3.3.2.12 inspections 8.2.2 installation of equipment 1.7.2 luminaires 4.5.2.1 mechanical damage 3.3.2.6 mechanical stresses 3.3.2.8 protection 1.5.14 barriers 1.5.4.4 electric shock 1.5.3.2 residual current devices 2.6.3.2.3 selection of equipment 1.7.1, 4.1.2, 4.1.3, App C3 solar radiation (direct sunlight) 3.3.2.11 solid foreign bodies 3.3.2.4 switchgear 2.1.1 thermal insulation 3.3.2.13 vibration 3.3.2.7 water or high humidity 3.3.2.3 wiring systems 3.1.2, 3.3 fixing and supporting 3.9.3 installation 3.9.2 extra-low voltage electrical installations 7.5", "text": "explosive atmospheres 1.5.1, 7.8.2.18 definition 1.4.61 explosive gas: See hazardous areas exposed conductive parts consumer mains and submains 5.5.3.5 earthing 5.4.1.1 connections 5.5.6.2 protective 5.2.1 earthing, constructional component 5.5.6.2 equipotential bonding 1.4.60 luminaires 5.4.4 separated circuits 7.4.5 submersible pumps 5.4.7 unprotected consumer mains 5.5.3.5 external heat sources wiring systems, influence on 3.3.2.2 external influences ambient temperature 3.3.2.1 cable joints 3.7.3 circuit arrangements App B2 connection points electrical vehicles App P3.2 controlgear 2.1.1 corrosive or polluting substances 3.3.2.5 current carrying capacity 3.4.1 earthing arrangements 5.1.2 earthing conductors 5.3.3.1.1 external heat sources 3.3.2.2 fauna 3.3.2.10 fire barriers 3.9.9.3 flora 3.3.2.9 hazardous areas 3.3.2.12 inspections 8.2.2 installation of equipment 1.7.2 luminaires 4.5.2.1 mechanical damage 3.3.2.6 mechanical stresses 3.3.2.8 protection 1.5.14 barriers 1.5.4.4 electric shock 1.5.3.2 residual current devices 2.6.3.2.3 selection of equipment 1.7.1, 4.1.2, 4.1.3, App C3 solar radiation (direct sunlight) 3.3.2.11 solid foreign bodies 3.3.2.4 switchgear 2.1.1 thermal insulation 3.3.2.13 vibration 3.3.2.7 water or high humidity 3.3.2.3 wiring systems 3.1.2, 3.3 fixing and supporting 3.9.3 installation 3.9.2 extra-low voltage electrical installations 7.5" }, { "self_ref": "#/texts/13326", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 592, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13327", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 592, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "588", "text": "588", "level": 1 }, { "self_ref": "#/texts/13328", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 592, "bbox": { "l": 311.818572, "t": 754.5910459999998, "r": 512.259078000001, "b": 92.58723199999986, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1299 ] } ], "orig": "application 7.5.2 connecting devices 7.5.10 control 7.5.8 overcurrent protection devices 7.5.9.1 omission 7.5.9.2 PELV systems: See protected extra-low voltage systems (PELVs) SELV systems: See separated extra-low voltage systems (SELVs) voltage drop in conductors 7.5.7 wiring systems 7.5.11.1 aerial conductors 7.5.11.2 underground conductors 7.5.11.3 extraneous conductive part definition 1.4.63 extraneous conductive parts conductive pool structures 5.6.2.6.2 supplementary equipotential bonding 1.5.5.3 F fault protection 1.5.5.1, 2.4 abnormal voltages 1.5.11 automatic disconnection of supply 1.5.5.3, 2.4.2 class II equipment 1.5.5.4 devices auto-reclose devices 2.4.4 types 2.4.3 earth fault currents 1.5.10 electrical separation 1.5.5.5 external influences 1.5.14 extra-low voltage systems 1.5.7 fire 1.5.12 injury from mechanical movements 1.5.13 methods 1.5.5.2 overcurrents 1.5.9 RCDs 1.5.6.2 thermal effects, from 1.5.8 fault-current limiter definition 1.4.64 fauna wiring systems, influence on 3.3.2.10 ferromagnetic enclosures 3.9.10.2 festoon lighting 4.5.1.3 film sites 7.8.3.10 final subcircuits App C5.2 electric vehicles 7.9.3.3, 7.9.3.4 isolating switches 2.3.4.2 maximum demand App C2.5 origin of 2.2.1.2 overcurrent protection 4.12.5.2.1", "text": "application 7.5.2 connecting devices 7.5.10 control 7.5.8 overcurrent protection devices 7.5.9.1 omission 7.5.9.2 PELV systems: See protected extra-low voltage systems (PELVs) SELV systems: See separated extra-low voltage systems (SELVs) voltage drop in conductors 7.5.7 wiring systems 7.5.11.1 aerial conductors 7.5.11.2 underground conductors 7.5.11.3 extraneous conductive part definition 1.4.63 extraneous conductive parts conductive pool structures 5.6.2.6.2 supplementary equipotential bonding 1.5.5.3 F fault protection 1.5.5.1, 2.4 abnormal voltages 1.5.11 automatic disconnection of supply 1.5.5.3, 2.4.2 class II equipment 1.5.5.4 devices auto-reclose devices 2.4.4 types 2.4.3 earth fault currents 1.5.10 electrical separation 1.5.5.5 external influences 1.5.14 extra-low voltage systems 1.5.7 fire 1.5.12 injury from mechanical movements 1.5.13 methods 1.5.5.2 overcurrents 1.5.9 RCDs 1.5.6.2 thermal effects, from 1.5.8 fault-current limiter definition 1.4.64 fauna wiring systems, influence on 3.3.2.10 ferromagnetic enclosures 3.9.10.2 festoon lighting 4.5.1.3 film sites 7.8.3.10 final subcircuits App C5.2 electric vehicles 7.9.3.3, 7.9.3.4 isolating switches 2.3.4.2 maximum demand App C2.5 origin of 2.2.1.2 overcurrent protection 4.12.5.2.1" }, { "self_ref": "#/texts/13329", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 592, "bbox": { "l": 270.9, "t": 79.14530000000002, "r": 326.93940000000003, "b": 69.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/13330", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 593, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13331", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 593, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "589", "text": "589", "level": 1 }, { "self_ref": "#/texts/13332", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 593, "bbox": { "l": 458.75951399999997, "t": 784.7683999999999, "r": 546.037722, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13333", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 593, "bbox": { "l": 270.9, "t": 79.14530000000002, "r": 326.93940000000003, "b": 69.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT", "level": 1 }, { "self_ref": "#/texts/13334", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 594, "bbox": { "l": 56.7, "t": 784.7683999999999, "r": 143.978208, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13335", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 594, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13336", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 594, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "590", "text": "590", "level": 1 }, { "self_ref": "#/texts/13337", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 594, "bbox": { "l": 270.9, "t": 79.14530000000002, "r": 326.93940000000003, "b": 69.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/13338", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 595, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13339", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 595, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "591", "text": "591", "level": 1 }, { "self_ref": "#/texts/13340", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 595, "bbox": { "l": 85.07723399999996, "t": 754.5884, "r": 285.0714239999998, "b": 92.40868399999977, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1442 ] } ], "orig": "connecting cables 4.3.2.2 definition 1.4.71 extra low voltages 7.5.10 freestanding cooking appliances 4.7.2 socket-outlets 4.3.3.2 wiring 4.3.3.1 installation of wiring systems 3.9 change of direction 3.9.6 circulating and eddy currents, limiting cables for a.c. circuits-electromagnetic effects 3.9.10.2 cables with non-ferrous metal sheathing 3.9.10.3 consumer mains protected 3.9.7.1.1 unprotected 3.9.7.1.2 electromagnetic interference, minimization of 3.9.11 fire, minimization of 3.9.9.1 penetration of fire barriers 3.9.9.3 precautions 3.9.9.2 flexible cords 3.9.7.4 insulated and sheathed cables 3.9.7.2 low voltage track systems 3.9.7.5 mechanical damage, protection against 3.9.4.1 near building surfaces 3.9.4.2 under wall lining or roofing material 3.9.4.3.1-3.9.4.3.4 methods 3.9.2 mineral insulated metal sheathed (MIMS) cable 3.9.7.3 mutual detrimental effects, preventing 3.9.8.1 common enclosure/cable 3.9.8.2.1 proximity to non-electrical services 3.9.8.4 segregation 3.9.8.2.2 segregation, different voltage levels 3.9.8.3 support and fixing 3.9.3.1 disturbed locations 3.9.3.3.1, 3.9.3.3.2 suspended ceilings 3.9.3.2 under-carpet wiring systems 3.9.7.6 instantaneous water heaters App C, Table C1, Table C2 insulated definition 1.4.72 insulated cables 3.4.2, 3.9.7.1.2, 3.9.7.2, 3.10.1.1, 3.10.1.2 limiting temperature Table 3.2 insulation acoustic 4.2.2.6 aerial conductors 3.12.2.1", "text": "connecting cables 4.3.2.2 definition 1.4.71 extra low voltages 7.5.10 freestanding cooking appliances 4.7.2 socket-outlets 4.3.3.2 wiring 4.3.3.1 installation of wiring systems 3.9 change of direction 3.9.6 circulating and eddy currents, limiting cables for a.c. circuits-electromagnetic effects 3.9.10.2 cables with non-ferrous metal sheathing 3.9.10.3 consumer mains protected 3.9.7.1.1 unprotected 3.9.7.1.2 electromagnetic interference, minimization of 3.9.11 fire, minimization of 3.9.9.1 penetration of fire barriers 3.9.9.3 precautions 3.9.9.2 flexible cords 3.9.7.4 insulated and sheathed cables 3.9.7.2 low voltage track systems 3.9.7.5 mechanical damage, protection against 3.9.4.1 near building surfaces 3.9.4.2 under wall lining or roofing material 3.9.4.3.1-3.9.4.3.4 methods 3.9.2 mineral insulated metal sheathed (MIMS) cable 3.9.7.3 mutual detrimental effects, preventing 3.9.8.1 common enclosure/cable 3.9.8.2.1 proximity to non-electrical services 3.9.8.4 segregation 3.9.8.2.2 segregation, different voltage levels 3.9.8.3 support and fixing 3.9.3.1 disturbed locations 3.9.3.3.1, 3.9.3.3.2 suspended ceilings 3.9.3.2 under-carpet wiring systems 3.9.7.6 instantaneous water heaters App C, Table C1, Table C2 insulated definition 1.4.72 insulated cables 3.4.2, 3.9.7.1.2, 3.9.7.2, 3.10.1.1, 3.10.1.2 limiting temperature Table 3.2 insulation acoustic 4.2.2.6 aerial conductors 3.12.2.1" }, { "self_ref": "#/texts/13341", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 595, "bbox": { "l": 458.75951399999997, "t": 784.7683999999999, "r": 546.037722, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13342", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 595, "bbox": { "l": 311.81580599999995, "t": 754.5914059999998, "r": 495.760962, "b": 92.4116899999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1366 ] } ], "orig": "basic 1.5.4.3 cross-linked polyethylene 3.4.2 earthing conductors 5.3.2.4 elastomeric 3.4.2 overvoltage protection 2.7.2 protection by 1.5.4.3 reinforced 1.4.32 resistance 8.3.6.1 ELV testing 7.5.12.1 method 8.3.6.2 results 8.3.6.3 values 7.4.8.1 thermal insulation 3.3.2.13 UV-resistant 3.3.2.11 insulation system definition 1.4.73 interlocked equipment App C2.5.4 internal arcing fault currents switchboards 2.5.5.1 harmful effects, limitation of 2.5.5.3 reducing probability of 2.5.5.2 internal separation switchboards App K6.2 interposing switches air-handling systems 7.2.7.2.3 evacuation equipment 7.2.8.3 fire detection/alarm systems 7.2.6.3 fire pumps 7.2.5.4 lift switchboards 7.2.9.4 inverters 7.3.1, 7.8.2.11 d.c. circuit protection guide App Q9 grid-connected 7.3.8.2.1-7.3.8.2.3 isolated definition 1.4.74 isolated supply: See electrical separation isolating switches additional to main switches 2.3.4 outbuildings 2.3.4.1 airconditioners 4.19 alternative supply 2.3.4.3 appliances and accessories 2.3.4.5 capacitors 4.15 cooking appliances 4.7 electric heating cables for floors and ceilings and trace heating appliances 4.10 electricity converters 4.12 electricity generation systems 7.3 final subcircuits 2.3.4.2 fire-pump motors 7.2.5.6.1 gas appliances and equipment 4.18 heating cables 4.10.3 lifts 4.20", "text": "basic 1.5.4.3 cross-linked polyethylene 3.4.2 earthing conductors 5.3.2.4 elastomeric 3.4.2 overvoltage protection 2.7.2 protection by 1.5.4.3 reinforced 1.4.32 resistance 8.3.6.1 ELV testing 7.5.12.1 method 8.3.6.2 results 8.3.6.3 values 7.4.8.1 thermal insulation 3.3.2.13 UV-resistant 3.3.2.11 insulation system definition 1.4.73 interlocked equipment App C2.5.4 internal arcing fault currents switchboards 2.5.5.1 harmful effects, limitation of 2.5.5.3 reducing probability of 2.5.5.2 internal separation switchboards App K6.2 interposing switches air-handling systems 7.2.7.2.3 evacuation equipment 7.2.8.3 fire detection/alarm systems 7.2.6.3 fire pumps 7.2.5.4 lift switchboards 7.2.9.4 inverters 7.3.1, 7.8.2.11 d.c. circuit protection guide App Q9 grid-connected 7.3.8.2.1-7.3.8.2.3 isolated definition 1.4.74 isolated supply: See electrical separation isolating switches additional to main switches 2.3.4 outbuildings 2.3.4.1 airconditioners 4.19 alternative supply 2.3.4.3 appliances and accessories 2.3.4.5 capacitors 4.15 cooking appliances 4.7 electric heating cables for floors and ceilings and trace heating appliances 4.10 electricity converters 4.12 electricity generation systems 7.3 final subcircuits 2.3.4.2 fire-pump motors 7.2.5.6.1 gas appliances and equipment 4.18 heating cables 4.10.3 lifts 4.20" }, { "self_ref": "#/texts/13343", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 595, "bbox": { "l": 270.9, "t": 79.14530000000002, "r": 326.93940000000003, "b": 69.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT", "level": 1 }, { "self_ref": "#/texts/13344", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 596, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/13345", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 596, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13346", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 596, "bbox": { "l": 56.7, "t": 784.7683999999999, "r": 143.978208, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13347", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "code", "prov": [ { "page_no": 596, "bbox": { "l": 85.08, "t": 754.5884, "r": 265.667694, "b": 91.80705199999989, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1080 ] } ], "orig": "motors 4.13 room heaters 4.9.2 safety services 7.2 socket-outlets 4.4 submains and final subcircuits greater than 100 A 2.3.4.2 water heaters 4.8.2.3 isolation devices 1.5.2 controlgear identification 2.3.2.2.2 requirements 2.3.2.2.1 d.c. system App Q6 definition 1.4.75 J joints aerial conductors 3.7.2.9.1, 3.7.2.9.2, 3.12.7 aluminium conductors 3.7.2.1.2 cables 3.7.3 crimp 3.7.2.3.2 flexible cords 3.7.2.8 prohibited 3.7.2.9.2 L labelling earthing conductor 5.5.1.3 heating cables 4.10.6 high voltage installations 7.6.3 lift circuits 4.20.3 main switch supplementary supplies 2.3.3.5 socket-outlets 4.4.4.3 surge protection devices App F1.2.2 lamp definition 1.4.76 lampholders Edison screw 4.5.1.2, 8.3.7.2 festoon lighting 4.5.1.3 refrigeration rooms 6.6.3.4.2 lamps high temperature 4.2.2.3 laundries 6.2.4.2 Leclanché battery 7.5.9.2 lifts 7.8.2.8 See also safety systems definition 1.4.77 emergency Australia 7.2.9.1.1 control and protection 7.2.9.2 interposing switches 7.2.9.4 New Zealand 7.2.9.1.2 segregation of cables 7.2.9.3.2", "text": "motors 4.13 room heaters 4.9.2 safety services 7.2 socket-outlets 4.4 submains and final subcircuits greater than 100 A 2.3.4.2 water heaters 4.8.2.3 isolation devices 1.5.2 controlgear identification 2.3.2.2.2 requirements 2.3.2.2.1 d.c. system App Q6 definition 1.4.75 J joints aerial conductors 3.7.2.9.1, 3.7.2.9.2, 3.12.7 aluminium conductors 3.7.2.1.2 cables 3.7.3 crimp 3.7.2.3.2 flexible cords 3.7.2.8 prohibited 3.7.2.9.2 L labelling earthing conductor 5.5.1.3 heating cables 4.10.6 high voltage installations 7.6.3 lift circuits 4.20.3 main switch supplementary supplies 2.3.3.5 socket-outlets 4.4.4.3 surge protection devices App F1.2.2 lamp definition 1.4.76 lampholders Edison screw 4.5.1.2, 8.3.7.2 festoon lighting 4.5.1.3 refrigeration rooms 6.6.3.4.2 lamps high temperature 4.2.2.3 laundries 6.2.4.2 Leclanché battery 7.5.9.2 lifts 7.8.2.8 See also safety systems definition 1.4.77 emergency Australia 7.2.9.1.1 control and protection 7.2.9.2 interposing switches 7.2.9.4 New Zealand 7.2.9.1.2 segregation of cables 7.2.9.3.2", "captions": [], "references": [], "footnotes": [], "code_language": "unknown" }, { "self_ref": "#/texts/13348", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 596, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "592", "text": "592", "level": 1 }, { "self_ref": "#/texts/13349", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "code", "prov": [ { "page_no": 596, "bbox": { "l": 311.818572, "t": 754.5889699999998, "r": 496.705608, "b": 107.40919399999984, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1244 ] } ], "orig": "switchgear 7.2.9.5 wiring systems 7.2.9.3.1 motor-room-less (MRL) 7.2.10.1 segregation of cables 7.2.10.4.2 switchboards 7.2.10.2 switchgear 7.2.10.3 wiring systems 7.2.10.4.1 WS classification 7.2.2.1 lighting equipotential bonding 5.6.1 protection 7.8.3.4 surge protection devices App F1 lighting equipment and accessories lampholders Edison screw 4.5.1.2, 8.3.7.2 festoon lighting 4.5.1.3 location 4.5.1.1 lamps and luminaires 4.5.2.1 near flammable materials 4.5.2.2 recessed luminaires 4.5.2.3.14.5.2.3.5 suspended ceilings 4.5.2.4 links functional switching, prohibited 2.3.7.2 overcurrent 2.5.2 live definition 1.4.78 live part definition 1.4.79 liquid dielectrics in electrical equipment 4.16 load current domestic installations App C2.3.1 non-domestic installations App C2.4.1 parallel multi-core cables 3.4.3 load groups domestic applications App C2.3 non-domestic installations App C2.4 loose busbars App K9 low voltage switchgear 7.8.2.12 low voltage track systems 3.9.7.5 luminaires damp situations 6.2.4.4 definition 1.4.80 earthing 5.4.4 recessed classification 4.5.2.3.4, 4.5.2.3.5 installation 4.5.2.3.3 refrigeration rooms 6.6.3.4.1 swimming pools and spas 6.3.4.5 water features 6.4.4.5", "text": "switchgear 7.2.9.5 wiring systems 7.2.9.3.1 motor-room-less (MRL) 7.2.10.1 segregation of cables 7.2.10.4.2 switchboards 7.2.10.2 switchgear 7.2.10.3 wiring systems 7.2.10.4.1 WS classification 7.2.2.1 lighting equipotential bonding 5.6.1 protection 7.8.3.4 surge protection devices App F1 lighting equipment and accessories lampholders Edison screw 4.5.1.2, 8.3.7.2 festoon lighting 4.5.1.3 location 4.5.1.1 lamps and luminaires 4.5.2.1 near flammable materials 4.5.2.2 recessed luminaires 4.5.2.3.14.5.2.3.5 suspended ceilings 4.5.2.4 links functional switching, prohibited 2.3.7.2 overcurrent 2.5.2 live definition 1.4.78 live part definition 1.4.79 liquid dielectrics in electrical equipment 4.16 load current domestic installations App C2.3.1 non-domestic installations App C2.4.1 parallel multi-core cables 3.4.3 load groups domestic applications App C2.3 non-domestic installations App C2.4 loose busbars App K9 low voltage switchgear 7.8.2.12 low voltage track systems 3.9.7.5 luminaires damp situations 6.2.4.4 definition 1.4.80 earthing 5.4.4 recessed classification 4.5.2.3.4, 4.5.2.3.5 installation 4.5.2.3.3 refrigeration rooms 6.6.3.4.1 swimming pools and spas 6.3.4.5 water features 6.4.4.5", "captions": [], "references": [], "footnotes": [], "code_language": "unknown" }, { "self_ref": "#/texts/13350", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 596, "bbox": { "l": 270.9, "t": 79.14530000000002, "r": 326.93940000000003, "b": 69.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/13351", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 597, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13352", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 597, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "593", "text": "593", "level": 1 }, { "self_ref": "#/texts/13353", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 597, "bbox": { "l": 458.75951399999997, "t": 784.7683999999999, "r": 546.037722, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13354", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 597, "bbox": { "l": 270.9, "t": 79.14530000000002, "r": 326.93940000000003, "b": 69.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT", "level": 1 }, { "self_ref": "#/texts/13355", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 598, "bbox": { "l": 56.7, "t": 784.7683999999999, "r": 143.978208, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13356", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 598, "bbox": { "l": 85.07960399999999, "t": 754.5884, "r": 261.1941300000002, "b": 479.40713600000015, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 555 ] } ], "orig": "cross-sectional size 3.5.2 definition 1.4.84 fuses, prohibited 2.5.1.1 identification 3.8.1 not operating in parallel with earth conductors 7.3.8.1.1 polarity 8.3.7.1, 8.3.7.2 size 3.5.2 switchboards 2.10.5.4 neutral earthed system definition 1.4.85 neutral-return path 5.7.3, App B4.4 neutral-screened cables 3.12.1, 3.12.4 prohibited joints 3.7.2.9.2 New Zealand Building Code App E3.1 building consents App E3.3 non-hygroscopic trunking 3.10.3.9 non-IC luminaire 4.5.2.3.4 non-polarized switchgear App Q4.2 normative definition 1.4.86", "text": "cross-sectional size 3.5.2 definition 1.4.84 fuses, prohibited 2.5.1.1 identification 3.8.1 not operating in parallel with earth conductors 7.3.8.1.1 polarity 8.3.7.1, 8.3.7.2 size 3.5.2 switchboards 2.10.5.4 neutral earthed system definition 1.4.85 neutral-return path 5.7.3, App B4.4 neutral-screened cables 3.12.1, 3.12.4 prohibited joints 3.7.2.9.2 New Zealand Building Code App E3.1 building consents App E3.3 non-hygroscopic trunking 3.10.3.9 non-IC luminaire 4.5.2.3.4 non-polarized switchgear App Q4.2 normative definition 1.4.86" }, { "self_ref": "#/texts/13357", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 598, "bbox": { "l": 85.08, "t": 468.9803, "r": 97.77839999999999, "b": 455.5883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "O", "text": "O", "level": 1 }, { "self_ref": "#/texts/13358", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 598, "bbox": { "l": 85.08, "t": 451.9484, "r": 270.7375740000001, "b": 86.58713599999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 707 ] } ], "orig": "obstacles definition 1.4.87 protection by 1.5.4.5 off load isolators 2.3.2.2.1 open cooking surfaces socket-outlets and switches, clearances 4.7.3 switching devices 4.7.1 out of reach protection by 1.5.4.6 outbuildings combined, definition 1.4.89 earthing 5.5.3.1, 5.4.6.1 individual, definition 1.4.88 isolating switches 2.3.4.1 main switches 7.2.4.5 outdoor sites gas cylinders hot particles 4.18.2.2 ignition sources 4.18.2.1 NZ standards 4.18.2.3 heavy conditions 7.8.3.1 overcurrent protection 1.5.9, 2.5, App B3 consumer mains 2.5.1.2 d.c. system App Q6 definition 1.4.90 electric vehicle connectors App P4.2 electricity converters 4.12.5.1 electricity generation systems 7.3.5.1", "text": "obstacles definition 1.4.87 protection by 1.5.4.5 off load isolators 2.3.2.2.1 open cooking surfaces socket-outlets and switches, clearances 4.7.3 switching devices 4.7.1 out of reach protection by 1.5.4.6 outbuildings combined, definition 1.4.89 earthing 5.5.3.1, 5.4.6.1 individual, definition 1.4.88 isolating switches 2.3.4.1 main switches 7.2.4.5 outdoor sites gas cylinders hot particles 4.18.2.2 ignition sources 4.18.2.1 NZ standards 4.18.2.3 heavy conditions 7.8.3.1 overcurrent protection 1.5.9, 2.5, App B3 consumer mains 2.5.1.2 d.c. system App Q6 definition 1.4.90 electric vehicle connectors App P4.2 electricity converters 4.12.5.1 electricity generation systems 7.3.5.1" }, { "self_ref": "#/texts/13359", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 598, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13360", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 598, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "594", "text": "594", "level": 1 }, { "self_ref": "#/texts/13361", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 598, "bbox": { "l": 311.81957400000005, "t": 754.5894739999999, "r": 505.6394400000001, "b": 326.4088219999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 949 ] } ], "orig": "circuit protection 7.3.5.2.1 RCDs 7.3.5.2.2 extra-low voltage electrical installations devices 7.5.9.1 omission 7.5.9.2 fire-pump motors 7.2.5.6.2 protective device, coordination with shortcircuit devices 2.5.6.1, 2.5.6.2 protective device, omission for safety reasons 2.5.1.4 submains and final subcircuits, arrangements 2.5.1.3 surge protective devices (SPDs) App F1.2.4 overload protection 2.5.2, App B3 conductors and protective devices 2.5.3.1, App B3.2 device, omission of 2.5.3.4 position of devices 2.5.3.2, 2.5.3.3 overtemperature protection electric motors 4.13.3 fire-pump motors 7.2.5.6.3 lamps 4.5.2.3.3 water heaters, unvented 4.8.2.2 overvoltage protection 2.7 AFDDs App O4.4 categories App K6.4 causes of overvoltage 2.7.1 insulation 2.7.2 separation 2.7.2 circuits at different voltages 1.5.11.2 protective devices 2.7.3 surge protection devices App F1 switchboards App K6.4 voltage disturbances 1.5.11.3", "text": "circuit protection 7.3.5.2.1 RCDs 7.3.5.2.2 extra-low voltage electrical installations devices 7.5.9.1 omission 7.5.9.2 fire-pump motors 7.2.5.6.2 protective device, coordination with shortcircuit devices 2.5.6.1, 2.5.6.2 protective device, omission for safety reasons 2.5.1.4 submains and final subcircuits, arrangements 2.5.1.3 surge protective devices (SPDs) App F1.2.4 overload protection 2.5.2, App B3 conductors and protective devices 2.5.3.1, App B3.2 device, omission of 2.5.3.4 position of devices 2.5.3.2, 2.5.3.3 overtemperature protection electric motors 4.13.3 fire-pump motors 7.2.5.6.3 lamps 4.5.2.3.3 water heaters, unvented 4.8.2.2 overvoltage protection 2.7 AFDDs App O4.4 categories App K6.4 causes of overvoltage 2.7.1 insulation 2.7.2 separation 2.7.2 circuits at different voltages 1.5.11.2 protective devices 2.7.3 surge protection devices App F1 switchboards App K6.4 voltage disturbances 1.5.11.3" }, { "self_ref": "#/texts/13362", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 598, "bbox": { "l": 311.82, "t": 315.98040000000003, "r": 323.136, "b": 302.5884000000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "P", "text": "P", "level": 1 }, { "self_ref": "#/texts/13363", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 598, "bbox": { "l": 311.82, "t": 298.9484, "r": 501.34028400000045, "b": 95.58648799999992, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 437 ] } ], "orig": "parallel arcing faults App O1 parallel conductors 3.4.3 voltage drop 3.6.3 parallel connections capacitors and appliances 4.15.3.2 parallel multi-core cables 3.4.3 parallel single core cables 3.9.11 parallel-webbed insulated cables 3.12.1 prohibited joints 3.7.2.9.2 PELV: See protected extra-low voltage systems (PELVs) PEN conductors: See protective earth and neutral (PEN) pendant socket-outlets 4.3.6 flexible cords 3.9.7.4", "text": "parallel arcing faults App O1 parallel conductors 3.4.3 voltage drop 3.6.3 parallel connections capacitors and appliances 4.15.3.2 parallel multi-core cables 3.4.3 parallel single core cables 3.9.11 parallel-webbed insulated cables 3.12.1 prohibited joints 3.7.2.9.2 PELV: See protected extra-low voltage systems (PELVs) PEN conductors: See protective earth and neutral (PEN) pendant socket-outlets 4.3.6 flexible cords 3.9.7.4" }, { "self_ref": "#/texts/13364", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 598, "bbox": { "l": 270.9, "t": 79.14530000000002, "r": 326.93940000000003, "b": 69.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT", "level": 1 }, { "self_ref": "#/texts/13365", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 599, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13366", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 599, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "595", "text": "595", "level": 1 }, { "self_ref": "#/texts/13367", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 599, "bbox": { "l": 458.75951399999997, "t": 784.7683999999999, "r": 546.037722, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13368", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 599, "bbox": { "l": 311.81781, "t": 754.7717659999998, "r": 507.5464859999999, "b": 95.4116779999996, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1460 ] } ], "orig": "principles of wiring 1.5 abnormal voltages, protection against 1.5.11.1 circuits operating at different voltages 1.5.11.2 different circuits and installations 1.5.11.5 voltage disturbances and electromagnetic influences 1.5.11.3 voltage in unused conductors 1.5.11.4 basic protection 1.5.4.1 barriers or enclosures 1.5.4.4 insulation 1.5.4.3 methods of 1.5.4.2 obstacles 1.5.4.5 placing out of reach 1.5.4.6 RCDs 1.5.6.1 control and isolation 1.5.2 dangers and damage, protection against 1.5.1 earth fault currents, protection against 1.5.10 electric shock, protection against general provisions 1.5.3.1 methods of 1.5.3.2 external influences, protection against 1.5.14 extra-low voltage, basic and fault protection 1.5.7 fault protection 1.5.5.1 automatic disconnection of supply 1.5.5.3 class II equipment 1.5.5.4 electrical separation 1.5.5.5 fire, protection against 1.5.12 injury from mechanical movement, protection against 1.5.13 overcurrent, protection against 1.5.9 RCDs, additional protection basic protection 1.5.6.1 fault protection 1.5.6.2 where required 1.5.6.3 thermal effects, protection against 1.5.8 prospective earth-fault current 7.3.5.2.1 prospective short-circuit current 7.3.5.2.1, F1.2.4 prospective touch voltage App B4.3 protected extra-low voltage systems (PELVs) aerial conductors 7.5.11.2 basic and fault protection 1.5.7 circuit arrangements 7.5.6 connecting devices 7.5.10 definition 1.4.96", "text": "principles of wiring 1.5 abnormal voltages, protection against 1.5.11.1 circuits operating at different voltages 1.5.11.2 different circuits and installations 1.5.11.5 voltage disturbances and electromagnetic influences 1.5.11.3 voltage in unused conductors 1.5.11.4 basic protection 1.5.4.1 barriers or enclosures 1.5.4.4 insulation 1.5.4.3 methods of 1.5.4.2 obstacles 1.5.4.5 placing out of reach 1.5.4.6 RCDs 1.5.6.1 control and isolation 1.5.2 dangers and damage, protection against 1.5.1 earth fault currents, protection against 1.5.10 electric shock, protection against general provisions 1.5.3.1 methods of 1.5.3.2 external influences, protection against 1.5.14 extra-low voltage, basic and fault protection 1.5.7 fault protection 1.5.5.1 automatic disconnection of supply 1.5.5.3 class II equipment 1.5.5.4 electrical separation 1.5.5.5 fire, protection against 1.5.12 injury from mechanical movement, protection against 1.5.13 overcurrent, protection against 1.5.9 RCDs, additional protection basic protection 1.5.6.1 fault protection 1.5.6.2 where required 1.5.6.3 thermal effects, protection against 1.5.8 prospective earth-fault current 7.3.5.2.1 prospective short-circuit current 7.3.5.2.1, F1.2.4 prospective touch voltage App B4.3 protected extra-low voltage systems (PELVs) aerial conductors 7.5.11.2 basic and fault protection 1.5.7 circuit arrangements 7.5.6 connecting devices 7.5.10 definition 1.4.96" }, { "self_ref": "#/texts/13369", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 599, "bbox": { "l": 85.07823599999999, "t": 754.5884, "r": 280.16863800000004, "b": 92.58904399999983, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1220 ] } ], "orig": "switches 4.4.4.4. periodic inspection and testing 8.1.3 verification 7.8.3.8, App P7 phase sequence, socket-outlets 4.4.5, 8.3.7.2 photovoltaic (PV) arrays 7.3.1, 7.3.2, 7.8.2.14 pin-type insulators 3.12.5.2 plug-in hybrid road vehicles (PHRVs) App P1.1 plugs definition 1.4.91 emergency switching, prohibited 2.3.5.2 gas appliances 4.18.1 inaccessible socket-outlets 4.3.3.2 PELV and SELV 4.4.1.2, 7.5.10 ratings App P5.2 socket-outlet location 4.4.2 three-pin/flat-pin 4.4.5 point attachment, definition 1.4.93 entry, definition 1.4.94 of supply, definition 1.4.95 in wiring, definition 1.4.92 polarity conductors active 8.3.7.1, 8.3.7.2 neutral 8.3.7.1, 8.3.7.2 testing purpose 8.3.7.1 results 8.3.7.2 polarized socket-outlets 4.4.5 polarized switchgear App Q4.1 poles aerial conductors attachments to buildings or structures App D3 general requirements App D2 minimum sizes App D1 using tables to determine size App D4 polyethylene insulation 3.4.2 polymeric insulated cables 3.4.2, 3.12.1, 7.4.8.1 pools: See swimming pools posts: See poles power outages, assisted living and homecare medical services App M arrangements App M2 power switchgear and controlgear (PSC) App K3.2, K8.1", "text": "switches 4.4.4.4. periodic inspection and testing 8.1.3 verification 7.8.3.8, App P7 phase sequence, socket-outlets 4.4.5, 8.3.7.2 photovoltaic (PV) arrays 7.3.1, 7.3.2, 7.8.2.14 pin-type insulators 3.12.5.2 plug-in hybrid road vehicles (PHRVs) App P1.1 plugs definition 1.4.91 emergency switching, prohibited 2.3.5.2 gas appliances 4.18.1 inaccessible socket-outlets 4.3.3.2 PELV and SELV 4.4.1.2, 7.5.10 ratings App P5.2 socket-outlet location 4.4.2 three-pin/flat-pin 4.4.5 point attachment, definition 1.4.93 entry, definition 1.4.94 of supply, definition 1.4.95 in wiring, definition 1.4.92 polarity conductors active 8.3.7.1, 8.3.7.2 neutral 8.3.7.1, 8.3.7.2 testing purpose 8.3.7.1 results 8.3.7.2 polarized socket-outlets 4.4.5 polarized switchgear App Q4.1 poles aerial conductors attachments to buildings or structures App D3 general requirements App D2 minimum sizes App D1 using tables to determine size App D4 polyethylene insulation 3.4.2 polymeric insulated cables 3.4.2, 3.12.1, 7.4.8.1 pools: See swimming pools posts: See poles power outages, assisted living and homecare medical services App M arrangements App M2 power switchgear and controlgear (PSC) App K3.2, K8.1" }, { "self_ref": "#/texts/13370", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 599, "bbox": { "l": 270.9, "t": 79.14530000000002, "r": 326.93940000000003, "b": 69.10130000000004, 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Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13373", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 600, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "596", "text": "596", "level": 1 }, { "self_ref": "#/texts/13374", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 600, "bbox": { "l": 85.08024000000002, "t": 754.5884, "r": 281.08246199999985, "b": 92.40868399999977, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1530 ] } ], "orig": "earthing contacts 4.4.3, 7.5.10 electrical equipment installations 6.2.4.5 fountains and water features Table 6.3 luminaries 6.2.4.4, 6.3.4.5, 6.4.4.5 overcurrent protection 7.5.9 plug and socket-outlets 4.4.1.2, 6.2.4.2, 6.3.4.3 requirements 7.5.1, 7.5.2 separation requirements 7.5.4 supply sources 7.5.3 swimming pools Table 6.2 switches 7.5.8 testing 7.5.12.3, 8.3.3.2 protection against abnormal voltages 1.5.11 against arcs 2.5.5 fire hazards 2.9 against burns 4.2.3 against damage 1.5.1 against dangers 1.5.1 against earth fault currents 1.5.10 against electric shock 1.5.3, 6.2.3, 6.3.3, 6.4.3.2.2 dielectric tests App K6.7 hosing down operations 6.7 refrigeration rooms 6.6 saunas 6.5 against external influences 1.5.14 against faults 1.5.5, 2.4 electricity generation systems 7.3.3.1 against fire spread 1.5.12 against injury mechanical movements 1.5.13, 4.13.1 against mechanical damage 3.3.2.6 cables, suspended ceilings 3.9.3.2 earthing arrangements 5.5.1.2 earthing conductors 5.5.5.1-5.5.1.3 switches 7.2.4.3 against moisture 5.4.7 against thermal effects 1.5.8, 4.1.2, 4.2 against overcurrents 1.5.9, 2.5, 4.12.5 electricity generation systems 7.3.3.1 extra-low voltage circuits 7.5.9 fire pump motors 7.2.5.6.2 against overload 2.5.2 currents 2.5.3 electric motors 4.13.2 against overtemperature 4.13.3 fire pump motors 7.2.5.6.3 against short circuit currents 2.5.2, 2.5.4, 3.9.7.1.2 against undervoltage 2.8 basic barriers or enclosures 1.5.4.4 definition 1.4.97", "text": "earthing contacts 4.4.3, 7.5.10 electrical equipment installations 6.2.4.5 fountains and water features Table 6.3 luminaries 6.2.4.4, 6.3.4.5, 6.4.4.5 overcurrent protection 7.5.9 plug and socket-outlets 4.4.1.2, 6.2.4.2, 6.3.4.3 requirements 7.5.1, 7.5.2 separation requirements 7.5.4 supply sources 7.5.3 swimming pools Table 6.2 switches 7.5.8 testing 7.5.12.3, 8.3.3.2 protection against abnormal voltages 1.5.11 against arcs 2.5.5 fire hazards 2.9 against burns 4.2.3 against damage 1.5.1 against dangers 1.5.1 against earth fault currents 1.5.10 against electric shock 1.5.3, 6.2.3, 6.3.3, 6.4.3.2.2 dielectric tests App K6.7 hosing down operations 6.7 refrigeration rooms 6.6 saunas 6.5 against external influences 1.5.14 against faults 1.5.5, 2.4 electricity generation systems 7.3.3.1 against fire spread 1.5.12 against injury mechanical movements 1.5.13, 4.13.1 against mechanical damage 3.3.2.6 cables, suspended ceilings 3.9.3.2 earthing arrangements 5.5.1.2 earthing conductors 5.5.5.1-5.5.1.3 switches 7.2.4.3 against moisture 5.4.7 against thermal effects 1.5.8, 4.1.2, 4.2 against overcurrents 1.5.9, 2.5, 4.12.5 electricity generation systems 7.3.3.1 extra-low voltage circuits 7.5.9 fire pump motors 7.2.5.6.2 against overload 2.5.2 currents 2.5.3 electric motors 4.13.2 against overtemperature 4.13.3 fire pump motors 7.2.5.6.3 against short circuit currents 2.5.2, 2.5.4, 3.9.7.1.2 against undervoltage 2.8 basic barriers or enclosures 1.5.4.4 definition 1.4.97" }, { "self_ref": "#/texts/13375", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 600, "bbox": { "l": 311.819814, "t": 754.5914059999997, "r": 500.67076199999985, "b": 86.59207399999946, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1436 ] } ], "orig": "insulation 1.5.4.3 methods 1.5.4.2 obstacles 1.5.4.5 reach 1.5.4.6 requirements 1.5.4.1 by automatic disconnection 2.4.2, 5.7.1 device types 2.4.3 by device arrangements 2.6.2.1 coordination 2.5.6, 2.5.7.2 by earthing 5.2.1, 5.3.1 conductors 5.3.3 by electrical separation 7.1.2, 7.4 by extra low voltage 1.5.7 by fault current limiters 7.2.3.5 by insulation 2.7.2 by protective devices 2.7.3 by residual current devices 1.5.6, 2.6, 2.6.3 by wiring enclosures 3.10.2 circuit protection guide App B d.c. circuits App Q damp situations 6.1.2 emergency lifts 7.2.9.2 enclosed equipment App G fault, definition 1.4.98 from lightning 7.8.3.4 from water 3.9.9.3, 6.2.1, 6.3.1, 6.4.1 hazardous areas 7.7 heating cables 4.10.5 high voltage installations 7.6.3 in damp situations 1.7.4 in hot water or steam appliance 4.8 luminaries 6.4.4.5 MIMS cables 3.9.7.3 socket-outlets 4.4.2.2 subcircuits 2.6.2.4 surge protection devices App F through structural members 3.9.4.3.2, 3.9.4.4 underground wiring 3.11 protective conductors electronic vehicles App P4.3 protective devices: See also protection; short-circuit current protection; surge protective devices (SPD) earthing systems 5.7.4 internal arcing 2.5.5.3 coordination with conductors 3.4.4 overvoltage protection 2.7.3 ratings App I2 switchboards 2.10.1 switching functions 2.4.2 undervoltage protection 2.8.2 protective earth and neutral (PEN)", "text": "insulation 1.5.4.3 methods 1.5.4.2 obstacles 1.5.4.5 reach 1.5.4.6 requirements 1.5.4.1 by automatic disconnection 2.4.2, 5.7.1 device types 2.4.3 by device arrangements 2.6.2.1 coordination 2.5.6, 2.5.7.2 by earthing 5.2.1, 5.3.1 conductors 5.3.3 by electrical separation 7.1.2, 7.4 by extra low voltage 1.5.7 by fault current limiters 7.2.3.5 by insulation 2.7.2 by protective devices 2.7.3 by residual current devices 1.5.6, 2.6, 2.6.3 by wiring enclosures 3.10.2 circuit protection guide App B d.c. circuits App Q damp situations 6.1.2 emergency lifts 7.2.9.2 enclosed equipment App G fault, definition 1.4.98 from lightning 7.8.3.4 from water 3.9.9.3, 6.2.1, 6.3.1, 6.4.1 hazardous areas 7.7 heating cables 4.10.5 high voltage installations 7.6.3 in damp situations 1.7.4 in hot water or steam appliance 4.8 luminaries 6.4.4.5 MIMS cables 3.9.7.3 socket-outlets 4.4.2.2 subcircuits 2.6.2.4 surge protection devices App F through structural members 3.9.4.3.2, 3.9.4.4 underground wiring 3.11 protective conductors electronic vehicles App P4.3 protective devices: See also protection; short-circuit current protection; surge protective devices (SPD) earthing systems 5.7.4 internal arcing 2.5.5.3 coordination with conductors 3.4.4 overvoltage protection 2.7.3 ratings App I2 switchboards 2.10.1 switching functions 2.4.2 undervoltage protection 2.8.2 protective earth and neutral (PEN)" }, { "self_ref": "#/texts/13376", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 600, "bbox": { "l": 270.9, "t": 79.14530000000002, "r": 326.93940000000003, "b": 69.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT", "level": 1 }, { "self_ref": "#/texts/13377", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 601, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13378", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 601, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "597", "text": "597", "level": 1 }, { "self_ref": "#/texts/13379", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 601, "bbox": { "l": 458.75951399999997, "t": 784.7683999999999, "r": 546.037722, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13380", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 601, "bbox": { 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2.10.2.5 reinforced concrete 1.4.63 reinforced insulation 1.4.32 reliability of supply 2.5.7.1 coordination of protective devices 2.5.7.2.1 general supply circuit discrimination (selectivity) 2.5.7.2.3 safety service circuit discrimination (selectivity) 2.5.7.2.2 renewable energy sources 7.3.1 repairs definition 1.4.101 electrical installations 1.9.3.1 residual current breaker with overload (RCBO) App M2 residual current devices (RCDs) 2.6 See also socket residual current device (SRCD) additional protection 1.5.6, 2.6.3.1 arc fault protection App O1 arrangement 2.6.2.1, 2.6.2.4 Australia 2.6.3.2 automatic disconnection 2.4.2 devices 2.4.3 basic protection 1.5.4.2, 1.5.6.1 definition 1.4.102 earth leakage currents 1.5.6.3 electric vehicle connectors App P4.1 non-residential charging facilities 7.9.4 residential charging facilities 7.9.3 electrical separation 7.4.2 electricity converters 4.12.5.2.2", "text": "refrigeration rooms 6.6 electric shock, protection against prohibited measures 6.6.2.2 SELV, use 6.6.2.1 electrical equipment, selection and installation degree of protection required 6.6.3.1 door seals, heating elements 6.6.3.6 fixed appliances 6.6.3.5 lampholders 6.6.3.4.2 luminaires 6.6.3.4.1 motors 6.6.3.5 sealing compounds 6.6.3.2.3 socket-outlets 6.6.3.3 switchboards 6.6.3.7 switches 6.6.3.3 wiring systems 6.6.3.2 switchboard locations 2.10.2.5 reinforced concrete 1.4.63 reinforced insulation 1.4.32 reliability of supply 2.5.7.1 coordination of protective devices 2.5.7.2.1 general supply circuit discrimination (selectivity) 2.5.7.2.3 safety service circuit discrimination (selectivity) 2.5.7.2.2 renewable energy sources 7.3.1 repairs definition 1.4.101 electrical installations 1.9.3.1 residual current breaker with overload (RCBO) App M2 residual current devices (RCDs) 2.6 See also socket residual current device (SRCD) additional protection 1.5.6, 2.6.3.1 arc fault protection App O1 arrangement 2.6.2.1, 2.6.2.4 Australia 2.6.3.2 automatic disconnection 2.4.2 devices 2.4.3 basic protection 1.5.4.2, 1.5.6.1 definition 1.4.102 earth leakage currents 1.5.6.3 electric vehicle connectors App P4.1 non-residential charging facilities 7.9.4 residential charging facilities 7.9.3 electrical separation 7.4.2 electricity converters 4.12.5.2.2" }, { "self_ref": "#/texts/13382", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 601, "bbox": { "l": 85.078236, "t": 754.5884, "r": 263.09355600000015, "b": 422.407364, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 603 ] } ], "orig": "conductors 3.5.2 a.c. systems 2.3.2.1.2 continuity testing 8.3.5.1 earth shield return systems 3.16 electric vehicles, supply 7.9.2 isolation 1.5.2 MEN earthing systems 5.1.3 outbuildings 5.5.3.1 polarity testing 8.3.7.2 resistance measurement 8.3.9.2.3 size 3.5.2 terminals 2.10.4.2 testing 8.3.3.1 definition 1.4.99 protective earthing 5.2.1 conductors cross-sectional area 5.3.3.1.1 definition 1.4.100 switching, prohibited 4.12.6 types 5.3.2.2 pump rooms final subcircuits 7.2.5.5 pumps fire-pump motors: See fire control equipment heat systems 4.19 submersible 4.13.3.2, 5.4.7", "text": "conductors 3.5.2 a.c. systems 2.3.2.1.2 continuity testing 8.3.5.1 earth shield return systems 3.16 electric vehicles, supply 7.9.2 isolation 1.5.2 MEN earthing systems 5.1.3 outbuildings 5.5.3.1 polarity testing 8.3.7.2 resistance measurement 8.3.9.2.3 size 3.5.2 terminals 2.10.4.2 testing 8.3.3.1 definition 1.4.99 protective earthing 5.2.1 conductors cross-sectional area 5.3.3.1.1 definition 1.4.100 switching, prohibited 4.12.6 types 5.3.2.2 pump rooms final subcircuits 7.2.5.5 pumps fire-pump motors: See fire control equipment heat systems 4.19 submersible 4.13.3.2, 5.4.7" }, { "self_ref": "#/texts/13383", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 601, "bbox": { "l": 85.08, "t": 411.9803, "r": 97.77839999999999, "b": 398.5883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "Q", "text": "Q", "level": 1 }, { "self_ref": "#/texts/13384", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 601, "bbox": { "l": 85.08, "t": 394.9484, "r": 256.69955400000003, "b": 371.585768, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 59 ] } ], "orig": "quick recovery water heaters maximum demand App C, Table C1", "text": "quick recovery water heaters maximum demand App C, Table C1" }, { "self_ref": "#/texts/13385", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 601, "bbox": { "l": 85.08, "t": 361.16040000000004, "r": 97.0536, "b": 347.76840000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "R", "text": "R", "level": 1 }, { "self_ref": "#/texts/13386", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 601, "bbox": { "l": 85.08, "t": 344.18850000000003, "r": 285.110262, "b": 216.00664800000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 295 ] } ], "orig": "radial branched distribution App B2 radiant heaters 4.2.2.3 radio frequency interference (RFI) 5.2.2, 5.8 rated current switchgear and controlgear App K6.8 rated diversity factor (RDF) App K6.8 rated primary current App C2.5.2.1 RCD: See residual current devices (RCDs) reactance App B4.3", "text": "radial branched distribution App B2 radiant heaters 4.2.2.3 radio frequency interference (RFI) 5.2.2, 5.8 rated current switchgear and controlgear App K6.8 rated diversity factor (RDF) App K6.8 rated primary current App C2.5.2.1 RCD: See residual current devices (RCDs) reactance App B4.3" }, { "self_ref": "#/texts/13387", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 601, "bbox": { "l": 85.08, "t": 197.18908800000008, "r": 255.19855799999996, "b": 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"page_header", "prov": [ { "page_no": 602, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/13390", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 602, "bbox": { "l": 56.7, "t": 784.7683999999999, "r": 143.978208, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13391", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 602, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 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Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13392", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 602, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "598", "text": "598", "level": 1 }, { "self_ref": "#/texts/13393", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 602, "bbox": { "l": 270.9, "t": 79.14530000000002, "r": 326.93940000000003, "b": 69.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT", "level": 1 }, { "self_ref": "#/texts/13394", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 603, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/13395", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 603, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13396", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 603, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "599", "text": "599", "level": 1 }, { "self_ref": "#/texts/13397", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 603, "bbox": { "l": 58.56, "t": 754.5884, "r": 282.7608, "b": 104.408636, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1376 ] } ], "orig": "fire management systems 7.2.2.3.2 safety warnings aerial conductors 3.12.3.2 mechanical maintenance 2.3.6.1 sanitization operations 6.7 electric shock, protection against prohibited measures 6.7.3.2 separated extra low voltage, use 6.7.3.1 electrical equipment, selection and installation 6.7.4.2 degree of protection required 6.7.4.1 switchboards 6.7.4.3 refrigeration rooms 6.7.4.3 switchboard locations 2.10.2.5 zone classification 6.7.2 saunas 6.5 electric shock, protection against prohibited measures 6.5.3.2 RCDs 6.5.3.3 separated extra low voltage, use 6.5.3.1 electrical equipment, selection and installation classified zones 6.5.4.2 degree of protection 6.5.4.1 heating appliances 6.5.4.5 maximum demand App C, Tables C1, C2 socket-outlets 6.5.4.4 switchboards 2.10.2.5, 6.5.4.6 switches 6.5.4.4 wiring systems 6.5.4.3 zone classification 6.5.2 screen wire 5.3.3.4 sealed battery cells App A seals refrigeration room doors 6.6.3.6 submersible pumps 5.4.7 secondary battery systems 7.8.2.15 secondary surge protective devices (SPDs) App F1.2.1, F1.2.2 segregation of cables air-handling systems 7.2.7.2.2 emergency lifts 7.2.9.3.2 evacuation equipment 7.2.8.2.2 fire control equipment 7.2.5.2.2 MRL lifts 7.2.10.4.2 warning and intercom systems 7.2.6.2.2 wiring systems different voltage levels 3.9.8.3 effective 3.9.8.2.2 A1 A1", "text": "fire management systems 7.2.2.3.2 safety warnings aerial conductors 3.12.3.2 mechanical maintenance 2.3.6.1 sanitization operations 6.7 electric shock, protection against prohibited measures 6.7.3.2 separated extra low voltage, use 6.7.3.1 electrical equipment, selection and installation 6.7.4.2 degree of protection required 6.7.4.1 switchboards 6.7.4.3 refrigeration rooms 6.7.4.3 switchboard locations 2.10.2.5 zone classification 6.7.2 saunas 6.5 electric shock, protection against prohibited measures 6.5.3.2 RCDs 6.5.3.3 separated extra low voltage, use 6.5.3.1 electrical equipment, selection and installation classified zones 6.5.4.2 degree of protection 6.5.4.1 heating appliances 6.5.4.5 maximum demand App C, Tables C1, C2 socket-outlets 6.5.4.4 switchboards 2.10.2.5, 6.5.4.6 switches 6.5.4.4 wiring systems 6.5.4.3 zone classification 6.5.2 screen wire 5.3.3.4 sealed battery cells App A seals refrigeration room doors 6.6.3.6 submersible pumps 5.4.7 secondary battery systems 7.8.2.15 secondary surge protective devices (SPDs) App F1.2.1, F1.2.2 segregation of cables air-handling systems 7.2.7.2.2 emergency lifts 7.2.9.3.2 evacuation equipment 7.2.8.2.2 fire control equipment 7.2.5.2.2 MRL lifts 7.2.10.4.2 warning and intercom systems 7.2.6.2.2 wiring systems different voltage levels 3.9.8.3 effective 3.9.8.2.2 A1 A1" }, { "self_ref": "#/texts/13398", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 603, "bbox": { "l": 458.75951399999997, "t": 784.7683999999999, "r": 546.037722, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13399", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 603, "bbox": { "l": 311.8151700000001, "t": 754.770764, "r": 511.30334999999985, "b": 86.41071199999988, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1368 ] } ], "orig": "SELV: See separated extra-low voltage systems (SELVs) semiconductor power converters 4.12.1, 7.8.3.6 semiconductors functional switching 2.3.7.1 isolation use, prohibited 2.3.2.2.1 separated extra-low voltage systems (SELVs) aerial conductors 7.5.11.2 basic and fault protection 1.5.7 circuit arrangements 7.5.5 connecting devices 7.5.10 definition 1.4.105 earthing contacts 4.4.3, 7.5.10 electrical equipment installations 6.2.4.5 fountains and water features Table 6.3 luminaries 6.2.4.4, 6.3.4.5, 6.4.4.5 plug and socket-outlets 4.4.1.2, 6.2.4.2, 6.3.4.3 requirements 7.5.1, 7.5.2 sanitization operations 6.7.3.1 saunas 6.5.3.1 separation requirements 7.5.4 supply sources 7.5.3 swimming pools Table 6.2 switches 7.5.8 testing 7.5.12.2 underground conductors 7.5.11.3 verification 8.1.2 water features 6.4.1, 6.4.2 wiring systems 7.5.11 separation circuit arrangements 7.4.3 fire hazards, prevention of 4.2.2.6 low voltage cables 3.9.8.4 overvoltage protection 2.7.2 protected extra low voltage systems 7.5.4 separated extra low voltage systems 7.5.4 series arcing faults App O1 service protective device 1.4.106 shall definition 1.4.107 shock currents 1.5.1 protection against 1.5.3.1 electrical separation, by 1.5.5.5 short time withstand current rating App K7.2.1 short-circuit current protection App B3 determining 2.5.4.1", "text": "SELV: See separated extra-low voltage systems (SELVs) semiconductor power converters 4.12.1, 7.8.3.6 semiconductors functional switching 2.3.7.1 isolation use, prohibited 2.3.2.2.1 separated extra-low voltage systems (SELVs) aerial conductors 7.5.11.2 basic and fault protection 1.5.7 circuit arrangements 7.5.5 connecting devices 7.5.10 definition 1.4.105 earthing contacts 4.4.3, 7.5.10 electrical equipment installations 6.2.4.5 fountains and water features Table 6.3 luminaries 6.2.4.4, 6.3.4.5, 6.4.4.5 plug and socket-outlets 4.4.1.2, 6.2.4.2, 6.3.4.3 requirements 7.5.1, 7.5.2 sanitization operations 6.7.3.1 saunas 6.5.3.1 separation requirements 7.5.4 supply sources 7.5.3 swimming pools Table 6.2 switches 7.5.8 testing 7.5.12.2 underground conductors 7.5.11.3 verification 8.1.2 water features 6.4.1, 6.4.2 wiring systems 7.5.11 separation circuit arrangements 7.4.3 fire hazards, prevention of 4.2.2.6 low voltage cables 3.9.8.4 overvoltage protection 2.7.2 protected extra low voltage systems 7.5.4 separated extra low voltage systems 7.5.4 series arcing faults App O1 service protective device 1.4.106 shall definition 1.4.107 shock currents 1.5.1 protection against 1.5.3.1 electrical separation, by 1.5.5.5 short time withstand current rating App K7.2.1 short-circuit current protection App B3 determining 2.5.4.1" }, { "self_ref": "#/texts/13400", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 603, "bbox": { "l": 270.9, 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protective device, coordination with overload devices 2.5.6.1, 2.5.6.2 short-circuit withstand strength reference design, comparison with App K7.3 switchboards App K7.1 ratings App K7.2 should definition 1.4.108 showers and bathrooms: See damp situations shutdown devices identification 2.3.6.4 installation 2.3.6.3 signs: See warning signs simplified protective device selection App C3 simplified voltage drop examples App C4.2 formula App C4.1 single-core cables 5.3.3.4 a.c. circuits 3.9.10.2, 3.9.10.3 colour identification 3.8.2.1 earthing conductors 5.3.3.4 maximum number in sheathed cables App C6.3 sleeving 3.8.2.1 exceptions and special applications 3.8.3.2-3.8.3.5 existing earthing and bonding conductors 3.8.2.2 existing live conductors 3.8.2.3 smoke alarms 4.6, 7.2.1.1 See also safety services smoke-spill motor-isolating", "text": "devices alternative positioning 2.5.4.4.2, 2.5.4.4.3 characteristics 2.5.4.2 omission of 2.5.4.5 positioning of 2.5.4.3 protective device, coordination with overload devices 2.5.6.1, 2.5.6.2 short-circuit withstand strength reference design, comparison with App K7.3 switchboards App K7.1 ratings App K7.2 should definition 1.4.108 showers and bathrooms: See damp situations shutdown devices identification 2.3.6.4 installation 2.3.6.3 signs: See warning signs simplified protective device selection App C3 simplified voltage drop examples App C4.2 formula App C4.1 single-core cables 5.3.3.4 a.c. circuits 3.9.10.2, 3.9.10.3 colour identification 3.8.2.1 earthing conductors 5.3.3.4 maximum number in sheathed cables App C6.3 sleeving 3.8.2.1 exceptions and special applications 3.8.3.2-3.8.3.5 existing earthing and bonding conductors 3.8.2.2 existing live conductors 3.8.2.3 smoke alarms 4.6, 7.2.1.1 See also safety services smoke-spill motor-isolating" }, { "self_ref": "#/texts/13403", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 604, "bbox": { "l": 85.07823599999999, "t": 213.75088400000004, "r": 269.43922200000003, "b": 85.38867200000016, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 238 ] } ], "orig": "switches 4.13.1.1 socket, cord-extension definition 1.4.109 socket residual current device (SRCD) 2.6.2.2.2 definition 1.4.112 socket-outlets 4.4 accessibility 4.4.2.1 alternative pin configurations 4.4.1.1.2 application 4.4.1.1.1", "text": "switches 4.13.1.1 socket, cord-extension definition 1.4.109 socket residual current device (SRCD) 2.6.2.2.2 definition 1.4.112 socket-outlets 4.4 accessibility 4.4.2.1 alternative pin configurations 4.4.1.1.2 application 4.4.1.1.1" }, { "self_ref": "#/texts/13404", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 604, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13405", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 604, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "600", "text": "600", "level": 1 }, { "self_ref": "#/texts/13406", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 604, "bbox": { "l": 311.81580599999995, "t": 754.591406, "r": 506.7178319999987, "b": 92.4116899999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1324 ] } ], "orig": "damp situations 6.2.4.2, 6.3.4.3 definition 1.4.110 different systems 4.4.1.2 disconnection times 1.5.5.3 earthing 5.4.2 earthing contacts 4.4.3 electric vehicle App P1 automatic disconnection of supply App P4 charging 4.4.1.3 installation App P3 maximum demand App P2 ratings App P5.2 emergency switching 2.3.5.2 installation coupler 4.3.3.2, 4.3.4 installation wiring 4.3.4 laundries 6.2.4.2 low voltage fixed 4.4.1.1.3 multiple combination, definition 1.4.111 open cooking surfaces, prohibited near 4.7.3 pendants 4.3.6 permitted types App P5.2 phase sequence 4.4.5 polarization 1.7.2, 4.4.5 protection 4.4.2.2 ratings App P5.2 refrigeration rooms 6.6.3.3 saunas 6.5.4.4 spas and swimming pools 6.3.4.3 switching devices 4.4.4.1 location and marking 4.4.4.3 pendant-type 4.4.4.4 rating 4.4.4.2 water features 6.4.4.3 soft wiring definition 1.4.113 installation couplers 3.7.4 solar radiation (direct sunlight) wiring systems 3.3.2.11 solar supply: See inverters soldered wires 3.7.2.7, 3.7.2.9.1, 3.7.2.11 solid conductors 5.3.2.1.1, 5.3.6.2 solid foreign bodies wiring systems, prevention of entry into 3.3.2.4 source of supply definition 1.4.114 spa pools and tubs 6.3 electric shock, protection 6.3.3.1-6.3.3.3 electrical equipment, selection and installation 6.3.4.1-6.3.4.8", "text": "damp situations 6.2.4.2, 6.3.4.3 definition 1.4.110 different systems 4.4.1.2 disconnection times 1.5.5.3 earthing 5.4.2 earthing contacts 4.4.3 electric vehicle App P1 automatic disconnection of supply App P4 charging 4.4.1.3 installation App P3 maximum demand App P2 ratings App P5.2 emergency switching 2.3.5.2 installation coupler 4.3.3.2, 4.3.4 installation wiring 4.3.4 laundries 6.2.4.2 low voltage fixed 4.4.1.1.3 multiple combination, definition 1.4.111 open cooking surfaces, prohibited near 4.7.3 pendants 4.3.6 permitted types App P5.2 phase sequence 4.4.5 polarization 1.7.2, 4.4.5 protection 4.4.2.2 ratings App P5.2 refrigeration rooms 6.6.3.3 saunas 6.5.4.4 spas and swimming pools 6.3.4.3 switching devices 4.4.4.1 location and marking 4.4.4.3 pendant-type 4.4.4.4 rating 4.4.4.2 water features 6.4.4.3 soft wiring definition 1.4.113 installation couplers 3.7.4 solar radiation (direct sunlight) wiring systems 3.3.2.11 solar supply: See inverters soldered wires 3.7.2.7, 3.7.2.9.1, 3.7.2.11 solid conductors 5.3.2.1.1, 5.3.6.2 solid foreign bodies wiring systems, prevention of entry into 3.3.2.4 source of supply definition 1.4.114 spa pools and tubs 6.3 electric shock, protection 6.3.3.1-6.3.3.3 electrical equipment, selection and installation 6.3.4.1-6.3.4.8" }, { "self_ref": "#/texts/13407", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 604, "bbox": { "l": 270.9, "t": 79.14530000000002, "r": 326.93940000000003, "b": 69.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/13408", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 605, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13409", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 605, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "601", "text": "601", "level": 1 }, { "self_ref": "#/texts/13410", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 605, "bbox": { "l": 85.07923799999999, "t": 754.5884, "r": 283.96822199999997, "b": 97.38862399999994, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1364 ] } ], "orig": "equipotential bonding 5.6.2.6.1 conductive fixtures and fittings 5.6.2.6.5 conductive pool structures 5.6.2.6.2 electrical equipment 5.6.2.6.4 pool connection point 5.6.2.6.3 zone classifications 6.3.2.1, 6.3.2.16.3.2.2.3 stand-alone power systems 7.8.2.13 connections 7.3.8.3 switchboard locations 2.10.2.5 zone classifications 6.3.2.2 spans: See aerial conductors sparks 4.2.2.2, 4.2.2.4 stand-by supplies: See alternative supplies starting/stopping devices 4.13.1.3 static electricity protection 5.8 steel conductors 3.12.2.2 steel poles: See poles steel-framed structures 1.4.63 storage-type water heaters App C2.3.1 stranded cables 3.7.4 stranded conductors 3.7.2.5, 5.3.2.1.1 strip-type earth electrodes 5.3.6.3 struts: See poles subcircuit, final definition 1.4.115 isolating switches 2.3.4.2 overcurrent protective devices 2.5.1.3 switchboard connection 2.2.1.2 submains: See consumer mains and submains submersible pumps earthing 5.4.7 substation BCA App H2.1 definition 1.4.117 MEN connection 5.3.5.1 MEN earthing system 5.1.3, 5.3.3.2 supplementary equipotential bonding 1.5.5.3 protection by 1.5.5.3 supply See also electricity converters, electricity generation systems alternative, definition 1.4.118 automatic disconnection 1.5.5.3 fault protection 2.4.2 normal, definition 1.4.119 supplementary, definition 1.4.120", "text": "equipotential bonding 5.6.2.6.1 conductive fixtures and fittings 5.6.2.6.5 conductive pool structures 5.6.2.6.2 electrical equipment 5.6.2.6.4 pool connection point 5.6.2.6.3 zone classifications 6.3.2.1, 6.3.2.16.3.2.2.3 stand-alone power systems 7.8.2.13 connections 7.3.8.3 switchboard locations 2.10.2.5 zone classifications 6.3.2.2 spans: See aerial conductors sparks 4.2.2.2, 4.2.2.4 stand-by supplies: See alternative supplies starting/stopping devices 4.13.1.3 static electricity protection 5.8 steel conductors 3.12.2.2 steel poles: See poles steel-framed structures 1.4.63 storage-type water heaters App C2.3.1 stranded cables 3.7.4 stranded conductors 3.7.2.5, 5.3.2.1.1 strip-type earth electrodes 5.3.6.3 struts: See poles subcircuit, final definition 1.4.115 isolating switches 2.3.4.2 overcurrent protective devices 2.5.1.3 switchboard connection 2.2.1.2 submains: See consumer mains and submains submersible pumps earthing 5.4.7 substation BCA App H2.1 definition 1.4.117 MEN connection 5.3.5.1 MEN earthing system 5.1.3, 5.3.3.2 supplementary equipotential bonding 1.5.5.3 protection by 1.5.5.3 supply See also electricity converters, electricity generation systems alternative, definition 1.4.118 automatic disconnection 1.5.5.3 fault protection 2.4.2 normal, definition 1.4.119 supplementary, definition 1.4.120" }, { "self_ref": "#/texts/13411", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 605, "bbox": { "l": 458.75951399999997, "t": 784.7683999999999, "r": 546.037722, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13412", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 605, "bbox": { "l": 311.81981399999995, "t": 754.7707639999999, "r": 506.7218399999987, "b": 95.41067599999974, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1482 ] } ], "orig": "surge protective devices (SPDs) App F connecting conductors App F1.2.5 earthing App F2 installation App F1.2.2 location App F1.2.1 overcurrent devices App F1.2.4 selection App F1.2.3 telecommunication devices App F2 suspended ceilings definition 1.4.28 luminaires 4.5.2.4 wiring systems 3.9.3.2 sustainability energy efficiency App E2.3.4 swimming pools 6.3 electric shock, protection 6.3.3.1-6.3.3.3 electrical equipment, selection and installation 6.3.4.1-6.3.4.8 equipotential bonding conductive fixtures and fittings 5.6.2.6.5 conductive pool structures 5.6.2.6.2 pool connection point 5.6.2.6.3 switchboard locations 2.10.2.5 zone classifications 6.3.2.1 switchboards 2.10, App K assessment guidelines App K4 bars, terminating conductors 2.10.4.1 marking 2.10.5.3 neutral construction 2.10.4.3 tunnel-type terminals 2.10.4.2 common neutral marking 2.0.5.5 construction access to live parts 2.10.3.1 circuit-breakers, location 2.10.3.4.2 circuit-breakers, orientation 2.10.3.4.1 fuses, location 2.10.3.4.2 minimum clearances and creepage distances 2.10.3.3 screw-in fuses 2.10.3.5 suitability 2.10.3.2 damp situations 6.2.4.6 definition 1.4.121 device substitution App K10 earthing 5.5.3.4 equipment identification 2.10.5.1 bars 2.10.5.3 common neutral 2.10.5.5 fuse base 2.10.5.6 relationship of equipment 2.10.5.2 terminals 2.10.5.4 exceptions to installation 2.10.1 fountains 6.4.4.6 fire protection 2.10.7 fuse marking 2.105.6", "text": "surge protective devices (SPDs) App F connecting conductors App F1.2.5 earthing App F2 installation App F1.2.2 location App F1.2.1 overcurrent devices App F1.2.4 selection App F1.2.3 telecommunication devices App F2 suspended ceilings definition 1.4.28 luminaires 4.5.2.4 wiring systems 3.9.3.2 sustainability energy efficiency App E2.3.4 swimming pools 6.3 electric shock, protection 6.3.3.1-6.3.3.3 electrical equipment, selection and installation 6.3.4.1-6.3.4.8 equipotential bonding conductive fixtures and fittings 5.6.2.6.5 conductive pool structures 5.6.2.6.2 pool connection point 5.6.2.6.3 switchboard locations 2.10.2.5 zone classifications 6.3.2.1 switchboards 2.10, App K assessment guidelines App K4 bars, terminating conductors 2.10.4.1 marking 2.10.5.3 neutral construction 2.10.4.3 tunnel-type terminals 2.10.4.2 common neutral marking 2.0.5.5 construction access to live parts 2.10.3.1 circuit-breakers, location 2.10.3.4.2 circuit-breakers, orientation 2.10.3.4.1 fuses, location 2.10.3.4.2 minimum clearances and creepage distances 2.10.3.3 screw-in fuses 2.10.3.5 suitability 2.10.3.2 damp situations 6.2.4.6 definition 1.4.121 device substitution App K10 earthing 5.5.3.4 equipment identification 2.10.5.1 bars 2.10.5.3 common neutral 2.10.5.5 fuse base 2.10.5.6 relationship of equipment 2.10.5.2 terminals 2.10.5.4 exceptions to installation 2.10.1 fountains 6.4.4.6 fire protection 2.10.7 fuse marking 2.105.6" }, { "self_ref": "#/texts/13413", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 605, "bbox": { "l": 270.9, "t": 79.14530000000002, "r": 326.93940000000003, "b": 69.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT", "level": 1 }, { "self_ref": "#/texts/13414", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 606, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 823.8490866000001, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 81 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service.", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service." }, { "self_ref": "#/texts/13415", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 606, "bbox": { "l": 56.7, "t": 784.7683999999999, "r": 143.978208, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13416", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 606, "bbox": { "l": 85.07823600000002, "t": 754.5884, "r": 271.694724, "b": 106.625768, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1281 ] } ], "orig": "internal arcing fault currents 2.5.5.1 harmful effects, limitation of 2.5.5.3 reducing probability of 2.5.5.2 location 2.10.2.1 accessibility and emergency exits 2.10.2.2 identification 2.10.2.4 main unit 2.10.2.3 restrictions on 2.10.2.5 main, definition 1.4.122 marking 2.10.5.1, App K8 MEN connection system 5.3.5.1 identification 5.3.5.3 size 5.3.5.2 RCD protection 2.6.3.2.5 refrigeration rooms 6.6.3.7 relevant characteristics declared by assembler App K9 repairs App K11 saunas 6.5.4.6 short-circuit withstand strength App K7 swimming pools and spas 6.3.4.6 standards App K2 AS/NZS 61439 (series) application App K3, K5 terminals marking 2.10.5.4 verification by manufacturer App K12 visual inspections 8.2.2 water features 6.4.4.6 wiring 2.10.6 switches capacitors 4.15.2.2 cooking appliances 4.7 damp situations 6.2.4.3 heating cables 4.10.4 interposing: See interposing switches isolating: See isolating switches mains: See main switches motors 4.13.1 refrigeration rooms 6.6.3.3 room heaters 4.9.3 saunas 6.5.4.4 socket-outlets 4.4.4 swimming pools and spas 6.3.4.4 water features 6.4.4.4 switchgear 2.1.1 See also electrical installations definition 1.4.123 symbols used App J T telecommunication systems disturbance of 5.6.2.7", "text": "internal arcing fault currents 2.5.5.1 harmful effects, limitation of 2.5.5.3 reducing probability of 2.5.5.2 location 2.10.2.1 accessibility and emergency exits 2.10.2.2 identification 2.10.2.4 main unit 2.10.2.3 restrictions on 2.10.2.5 main, definition 1.4.122 marking 2.10.5.1, App K8 MEN connection system 5.3.5.1 identification 5.3.5.3 size 5.3.5.2 RCD protection 2.6.3.2.5 refrigeration rooms 6.6.3.7 relevant characteristics declared by assembler App K9 repairs App K11 saunas 6.5.4.6 short-circuit withstand strength App K7 swimming pools and spas 6.3.4.6 standards App K2 AS/NZS 61439 (series) application App K3, K5 terminals marking 2.10.5.4 verification by manufacturer App K12 visual inspections 8.2.2 water features 6.4.4.6 wiring 2.10.6 switches capacitors 4.15.2.2 cooking appliances 4.7 damp situations 6.2.4.3 heating cables 4.10.4 interposing: See interposing switches isolating: See isolating switches mains: See main switches motors 4.13.1 refrigeration rooms 6.6.3.3 room heaters 4.9.3 saunas 6.5.4.4 socket-outlets 4.4.4 swimming pools and spas 6.3.4.4 water features 6.4.4.4 switchgear 2.1.1 See also electrical installations definition 1.4.123 symbols used App J T telecommunication systems disturbance of 5.6.2.7" }, { "self_ref": "#/texts/13417", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 606, "bbox": { "l": 94.97976, "t": 105.80813599999999, "r": 238.3489260000001, "b": 94.62581599999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 31 ] } ], "orig": "network power supplies 7.8.2.6", "text": "network power supplies 7.8.2.6" }, { "self_ref": "#/texts/13418", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 606, "bbox": { "l": 161.88381, "t": 819.2495466000001, "r": 433.3286627999995, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 154 ] } ], "orig": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13419", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 606, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "602", "text": "602", "level": 1 }, { "self_ref": "#/texts/13420", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 606, "bbox": { "l": 311.818572, "t": 754.588106, "r": 512.5752840000005, "b": 95.58873800000015, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1209 ] } ], "orig": "overload protection 2.5.3.4 separation from 3.11.5 surge protection App F2 telephone systems: See telecommunications systems television sites 7.8.3.10 terminal bars 2.10.4.1, 2.10.4.3 main earthing 5.3.4 markings 2.10.5.4 tunnel type 2.10.4.2 testing: See verification thermal effects protection against 1.5.8, 4.2.1 burns 4.2.3 fire hazards 4.2.2 thermal insulation conductor current-carrying capacity 3.4.1 wiring systems 3.3.2.13 thermal overload protective devices 4.13.3.3 thermoplastic insulation 3.4.2 tiles surfaces 1.4.63 timer poles: See poles touch current definition 1.4.124 touch voltage definition 1.4.125 normal conditions App B4.3 protection by 1.5.5.3 track system definition 1.4.126 traction batteries App P1.1 transformers 4.2.2.3 autotransformers 4.14.4 danger prevention 2.7.2 electricity converters 4.12.1 extra low voltage lighting systems 5.4.3 installation 4.14.1 low voltage supply 4.14.3 oil filled 4.16.1 secondary circuits 4.14.2 step-up 4.14.5 transient overvoltage App F2 transportable structures 7.8.2.3 travelators 7.2.1.1 tripping currents miniature circuit breakers (MCBs) 5.7.4, App B4.5 protective devices App B3.2.2 trunking 3.10.3.9", "text": "overload protection 2.5.3.4 separation from 3.11.5 surge protection App F2 telephone systems: See telecommunications systems television sites 7.8.3.10 terminal bars 2.10.4.1, 2.10.4.3 main earthing 5.3.4 markings 2.10.5.4 tunnel type 2.10.4.2 testing: See verification thermal effects protection against 1.5.8, 4.2.1 burns 4.2.3 fire hazards 4.2.2 thermal insulation conductor current-carrying capacity 3.4.1 wiring systems 3.3.2.13 thermal overload protective devices 4.13.3.3 thermoplastic insulation 3.4.2 tiles surfaces 1.4.63 timer poles: See poles touch current definition 1.4.124 touch voltage definition 1.4.125 normal conditions App B4.3 protection by 1.5.5.3 track system definition 1.4.126 traction batteries App P1.1 transformers 4.2.2.3 autotransformers 4.14.4 danger prevention 2.7.2 electricity converters 4.12.1 extra low voltage lighting systems 5.4.3 installation 4.14.1 low voltage supply 4.14.3 oil filled 4.16.1 secondary circuits 4.14.2 step-up 4.14.5 transient overvoltage App F2 transportable structures 7.8.2.3 travelators 7.2.1.1 tripping currents miniature circuit breakers (MCBs) 5.7.4, App B4.5 protective devices App B3.2.2 trunking 3.10.3.9" }, { "self_ref": "#/texts/13421", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 606, "bbox": { "l": 270.9, "t": 79.14530000000002, "r": 326.93940000000003, "b": 69.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT", "level": 1 }, { "self_ref": "#/texts/13422", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 607, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13423", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 607, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "603", "text": "603", "level": 1 }, { "self_ref": "#/texts/13424", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 607, "bbox": { "l": 311.81857199999996, "t": 754.77053, "r": 456.2338259999999, "b": 728.58827, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 60 ] } ], "orig": "utilization voltage 1.6.4 UV-resistant insulation 3.3.2.11", "text": "utilization voltage 1.6.4 UV-resistant insulation 3.3.2.11" }, { "self_ref": "#/texts/13425", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 607, "bbox": { "l": 311.82, "t": 717.9803, "r": 323.136, "b": 704.5883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "V", "text": "V", "level": 1 }, { "self_ref": "#/texts/13426", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 607, "bbox": { "l": 311.8189980000001, "t": 700.9484, "r": 509.1288299999988, "b": 95.76845599999979, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1101 ] } ], "orig": "vapour hazards: See hazardous areas variable frequency devices earthing 5.4.8 variable speed drive (VSD) EMI filters 7.4.7 vehicle couplers or connectors permitted connectors App P5.3 ratings App P5.2 vented battery cells App A verification 1.8, 8.1.2 continuity of earthing system purpose 8.3.5.1 results 8.3.5.2 correct circuit connections purpose 8.3.8.1 results 8.3.8.2 earth fault-loop impedance (EFLI) low voltage socket-outlet circuits 8.3.9.1 no supply available 8.3.9.2.3 results 8.3.9.3 supply available 8.3.9.2.2 electric vehicle charging stations App P7 guidelines 7.8.3.9 insulation resistance 8.3.6.1 method 8.3.6.2 results 8.3.6.3 mandatory testing extra-low voltage 8.3.3.2 failures 8.3.3.3 low voltage 8.3.3.1 periodic inspection and testing 8.1.3 polarity testing purpose 8.3.7.1 results 8.3.7.2 RCDs 8.3.10 records 8.4 testing 8.3 methods 8.3.2 sequences 8.3.4 visual inspection 8.2 checklist 8.2.2 timing of 8.2.1 vertical wiring systems 3.9.5 vertical-type earth electrodes 5.3.6.3 vibration wiring systems 3.3.2.7 video sites 7.8.3.10 voltage", "text": "vapour hazards: See hazardous areas variable frequency devices earthing 5.4.8 variable speed drive (VSD) EMI filters 7.4.7 vehicle couplers or connectors permitted connectors App P5.3 ratings App P5.2 vented battery cells App A verification 1.8, 8.1.2 continuity of earthing system purpose 8.3.5.1 results 8.3.5.2 correct circuit connections purpose 8.3.8.1 results 8.3.8.2 earth fault-loop impedance (EFLI) low voltage socket-outlet circuits 8.3.9.1 no supply available 8.3.9.2.3 results 8.3.9.3 supply available 8.3.9.2.2 electric vehicle charging stations App P7 guidelines 7.8.3.9 insulation resistance 8.3.6.1 method 8.3.6.2 results 8.3.6.3 mandatory testing extra-low voltage 8.3.3.2 failures 8.3.3.3 low voltage 8.3.3.1 periodic inspection and testing 8.1.3 polarity testing purpose 8.3.7.1 results 8.3.7.2 RCDs 8.3.10 records 8.4 testing 8.3 methods 8.3.2 sequences 8.3.4 visual inspection 8.2 checklist 8.2.2 timing of 8.2.1 vertical wiring systems 3.9.5 vertical-type earth electrodes 5.3.6.3 vibration wiring systems 3.3.2.7 video sites 7.8.3.10 voltage" }, { "self_ref": "#/texts/13427", "parent": { "$ref": "#/groups/1241" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 607, "bbox": { "l": 85.08023999999999, "t": 754.5884, "r": 236.2259280000001, "b": 653.5867999999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 202 ] } ], "orig": "cable, definition 1.4.127 tubs: See spa pools and tubs tungsten filament lamps 4.2.2.3 turbines 7.3.1 twisted insulated cables 3.12.1 two-core earth cables App C6.3 two-core sheathed cables App I2", "text": "cable, definition 1.4.127 tubs: See spa pools and tubs tungsten filament lamps 4.2.2.3 turbines 7.3.1 twisted insulated cables 3.12.1 two-core earth cables App C6.3 two-core sheathed cables App I2" }, { "self_ref": "#/texts/13428", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 607, "bbox": { "l": 85.08, "t": 642.9803, "r": 97.0536, "b": 629.5883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "U", "text": "U", "level": 1 }, { "self_ref": "#/texts/13429", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 607, "bbox": { "l": 85.07899799999998, "t": 625.9484, "r": 281.317692, "b": 86.768192, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1219 ] } ], "orig": "unarmoured sheathed cables 3.9.6, 3.9.7.2 unattended motors 4.13.3.1 thermal protective devices 4.13.3.3 unattended submersible pump motors 4.13.3.2 underground cables 3.7.2.10 marker signs 3.11.4.6 underground wiring systems 3.11 arrangements 3.11.3 classification 3.11.2 installation requirements 3.11.4.1 Category B 3.11.4.3 identification 3.11.4.5 marking and recording of location 3.11.4.6 minimum depth of cover 3.11.4.4 unenclosed cables 3.11.4.2 spacing from other services 3.11.5 suitability and protection 3.11.1 undervoltage protection 2.8 causes of undervoltage 2.8.1 protective devices 2.8.2 unenclosed wiring systems App H3 uninterruptible power systems (UPS) 4.12.1, 4.12.2, 7.8.3.5 changeover devices 7.3.8.1.2 unprotected consumer mains earthing 5.5.3.5 unprotected interconnecting conductors 4.12.5.1, 7.3.5.1 unsheathed cables 3.9.6, 3.9.7.1.2, 3.9.7.2 wiring enclosures 3.10.1.1 unsheathed conductors non-hygroscopic trunking 3.10.3.9 wiring systems, classification 3.11.2 unvented water heaters 4.8.2.1, 4.8.2.2 UPS: See uninterruptible power systems upstream circuit loading App C2.4.4 upstream conductors App B4.4 upstream protective devices 2.5.7.2.3, App F1.2.4", "text": "unarmoured sheathed cables 3.9.6, 3.9.7.2 unattended motors 4.13.3.1 thermal protective devices 4.13.3.3 unattended submersible pump motors 4.13.3.2 underground cables 3.7.2.10 marker signs 3.11.4.6 underground wiring systems 3.11 arrangements 3.11.3 classification 3.11.2 installation requirements 3.11.4.1 Category B 3.11.4.3 identification 3.11.4.5 marking and recording of location 3.11.4.6 minimum depth of cover 3.11.4.4 unenclosed cables 3.11.4.2 spacing from other services 3.11.5 suitability and protection 3.11.1 undervoltage protection 2.8 causes of undervoltage 2.8.1 protective devices 2.8.2 unenclosed wiring systems App H3 uninterruptible power systems (UPS) 4.12.1, 4.12.2, 7.8.3.5 changeover devices 7.3.8.1.2 unprotected consumer mains earthing 5.5.3.5 unprotected interconnecting conductors 4.12.5.1, 7.3.5.1 unsheathed cables 3.9.6, 3.9.7.1.2, 3.9.7.2 wiring enclosures 3.10.1.1 unsheathed conductors non-hygroscopic trunking 3.10.3.9 wiring systems, classification 3.11.2 unvented water heaters 4.8.2.1, 4.8.2.2 UPS: See uninterruptible power systems upstream circuit loading App C2.4.4 upstream conductors App B4.4 upstream protective devices 2.5.7.2.3, App F1.2.4" }, { "self_ref": "#/texts/13430", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 607, "bbox": { "l": 458.75951399999997, "t": 784.7683999999999, "r": 546.037722, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13431", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 607, "bbox": { "l": 270.9, "t": 79.14530000000002, "r": 326.93940000000003, "b": 69.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/13432", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 608, "bbox": { "l": 56.7, "t": 784.7683999999999, "r": 143.978208, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 16 ] } ], "orig": "AS/NZS 3000:2018", "text": "AS/NZS 3000:2018", "level": 1 }, { "self_ref": "#/texts/13433", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 608, "bbox": { "l": 85.08, "t": 754.5884, "r": 260.13441, "b": 719.346056, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 89 ] } ], "orig": "See also extra-low voltage electrical installations; equipotential bonding; touch voltage", "text": "See also extra-low voltage electrical installations; equipotential bonding; touch voltage", "level": 1 }, { "self_ref": "#/texts/13434", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 608, "bbox": { "l": 85.08, "t": 718.588544, "r": 255.62741400000013, "b": 545.406872, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 353 ] } ], "orig": "abnormal 1.5.11 cable segregation 3.9.8.3 definition 1.4.128 disturbances 1.5.11.3 electrical equipment 2.2.4.2, 7.3.7 suitable for nominal voltage 2.2.4.2 tolerances 1.6.2 unused conductors 1.5.11.4 utilization 1.6.4 voltage drop 3.6.1 conductors in parallel 3.6.3 value, calculation 3.6.2 voltage gradients spas and swimming pools 6.3.3.3", "text": "abnormal 1.5.11 cable segregation 3.9.8.3 definition 1.4.128 disturbances 1.5.11.3 electrical equipment 2.2.4.2, 7.3.7 suitable for nominal voltage 2.2.4.2 tolerances 1.6.2 unused conductors 1.5.11.4 utilization 1.6.4 voltage drop 3.6.1 conductors in parallel 3.6.3 value, calculation 3.6.2 voltage gradients spas and swimming pools 6.3.3.3" }, { "self_ref": "#/texts/13435", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 608, "bbox": { "l": 85.08, "t": 534.9803, "r": 99.7584, "b": 521.5883, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1 ] } ], "orig": "W", "text": "W", "level": 1 }, { "self_ref": "#/texts/13436", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 608, "bbox": { "l": 85.078998, "t": 517.9484, "r": 276.3517799999999, "b": 95.58736399999987, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 864 ] } ], "orig": "walkways, moving: See moving walkways walls wiring systems prohibited 3.9.4.3.1 protection 3.9.4.3.2, 3.9.4.4 warning signs heating cables 4.10.6 recessed luminaires 4.5.2.3.2 underground cables 3.11.4.6 water containers switchboard locations 2.10.2.5 water features 6.4 electric shock, protection prohibited measures 6.4.3.2.2 SELV, use of 6.4.3.1 supply 6.4.3.2.1 electrical equipment, selection and installation degree of protection required 6.4.4.1 electricity distribution equipment, prohibition 6.4.4.8 electricity generation systems 6.4.4.7 luminaires 6.4.4.5 socket-outlets 6.4.4.3 switchboards 6.4.4.6 switches 6.4.4.4 wiring systems 6.4.4.2 zone classification 6.4.2 water heaters easing equipment, access to 4.8.2.1 isolating switches 4.8.2.3 terminals of protective devices, access to 4.8.2.1 unvented, protective devices 4.8.2.2", "text": "walkways, moving: See moving walkways walls wiring systems prohibited 3.9.4.3.1 protection 3.9.4.3.2, 3.9.4.4 warning signs heating cables 4.10.6 recessed luminaires 4.5.2.3.2 underground cables 3.11.4.6 water containers switchboard locations 2.10.2.5 water features 6.4 electric shock, protection prohibited measures 6.4.3.2.2 SELV, use of 6.4.3.1 supply 6.4.3.2.1 electrical equipment, selection and installation degree of protection required 6.4.4.1 electricity distribution equipment, prohibition 6.4.4.8 electricity generation systems 6.4.4.7 luminaires 6.4.4.5 socket-outlets 6.4.4.3 switchboards 6.4.4.6 switches 6.4.4.4 wiring systems 6.4.4.2 zone classification 6.4.2 water heaters easing equipment, access to 4.8.2.1 isolating switches 4.8.2.3 terminals of protective devices, access to 4.8.2.1 unvented, protective devices 4.8.2.2" }, { "self_ref": "#/texts/13437", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 608, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01" }, { "self_ref": "#/texts/13438", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "section_header", "prov": [ { "page_no": 608, "bbox": { "l": 293.641938, "t": 784.7683999999999, "r": 313.1017800000001, "b": 773.5860799999999, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 3 ] } ], "orig": "604", "text": "604", "level": 1 }, { "self_ref": "#/texts/13439", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 608, "bbox": { "l": 311.818572, "t": 754.7700979999998, "r": 412.33319999999947, "b": 743.5877779999998, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 22 ] } ], "orig": "water or high humidity", "text": "water or high humidity" }, { "self_ref": "#/texts/13440", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 608, "bbox": { "l": 311.818572, "t": 742.5897859999999, "r": 511.45905599999946, "b": 88.38999799999976, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 1413 ] } ], "orig": "wiring systems, influence on 3.3.2.3 welding machines arc welding App C2.5.2.2 maximum demands App C2.5.2 resistance welding App C2.5.2.3 wet areas: See baths and showers; damp situations; saunas; spa pools; swimming pools; water features wind turbines 7.3.1 wiring enclosure definition 1.4.130 wiring principles: See principles of wiring wiring systems 3.1 See also WS classification aerial: See aerial conductors application App H4.2 busways 3.15 cables supported by catenary 3.13 clearances 3.13.3 supports 3.13.2 types 3.13.1 classifications 7.2.2.2, App H colour identification 3.8.1 conductor size 3.5 earthing conductor 3.5.3 neutral conductor 3.5.2 corrosion 3.3.2.5 current-carrying capacity 3.4 conductors in parallel 3.4.3 coordination between conductors and protective devices 3.4.4 operating temperature limits 3.4.2 definition 1.4.133 disturbed locations 3.9.3.3.1, 3.9.3.3.2 earth sheath return (ESR) system 3.16 earthing 5.5.3.2 electrical connections 3.7 enclosed App H4.4 enclosure of cables 3.10 external influences 3.3 ambient temperature 3.3.2.1 corrosive or polluting substances 3.3.2.5 external heat sources 3.3.2.2 fauna 3.3.2.10 flora 3.3.2.9 hazardous areas 3.3.2.12 mechanical damage 3.3.2.6 other mechanical stresses 3.3.2.8 solar radiation (direct sunlight) 3.3.2.11 solid foreign bodies 3.3.2.4 thermal insulation 3.3.2.13 vibration 3.3.2.7", "text": "wiring systems, influence on 3.3.2.3 welding machines arc welding App C2.5.2.2 maximum demands App C2.5.2 resistance welding App C2.5.2.3 wet areas: See baths and showers; damp situations; saunas; spa pools; swimming pools; water features wind turbines 7.3.1 wiring enclosure definition 1.4.130 wiring principles: See principles of wiring wiring systems 3.1 See also WS classification aerial: See aerial conductors application App H4.2 busways 3.15 cables supported by catenary 3.13 clearances 3.13.3 supports 3.13.2 types 3.13.1 classifications 7.2.2.2, App H colour identification 3.8.1 conductor size 3.5 earthing conductor 3.5.3 neutral conductor 3.5.2 corrosion 3.3.2.5 current-carrying capacity 3.4 conductors in parallel 3.4.3 coordination between conductors and protective devices 3.4.4 operating temperature limits 3.4.2 definition 1.4.133 disturbed locations 3.9.3.3.1, 3.9.3.3.2 earth sheath return (ESR) system 3.16 earthing 5.5.3.2 electrical connections 3.7 enclosed App H4.4 enclosure of cables 3.10 external influences 3.3 ambient temperature 3.3.2.1 corrosive or polluting substances 3.3.2.5 external heat sources 3.3.2.2 fauna 3.3.2.10 flora 3.3.2.9 hazardous areas 3.3.2.12 mechanical damage 3.3.2.6 other mechanical stresses 3.3.2.8 solar radiation (direct sunlight) 3.3.2.11 solid foreign bodies 3.3.2.4 thermal insulation 3.3.2.13 vibration 3.3.2.7" }, { "self_ref": "#/texts/13441", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_footer", "prov": [ { "page_no": 608, "bbox": { "l": 270.9, "t": 79.14530000000002, "r": 326.93940000000003, "b": 69.10130000000004, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 9 ] } ], "orig": "COPYRIGHT", "text": "COPYRIGHT" }, { "self_ref": "#/texts/13442", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "furniture", "label": "page_header", "prov": [ { "page_no": 609, "bbox": { "l": 150.804918, "t": 831.2483466000001, "r": 444.4075547999996, "b": 799.8514866000002, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 236 ] } ], "orig": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. Printed / viewed by: [stephen.lohning@railprojects.vic.gov.au] @ 2020-07-01", "text": "Copyrighted material licensed to SAI Global^Victorian Government Library Service. Further reproduction, distribution, storage or use on a network is prohibited. 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"content_layer": "body", "label": "section_header", "prov": [ { "page_no": 610, "bbox": { "l": 263.551, "t": 606.2239999999999, "r": 331.8989979999998, "b": 597.4855454545454, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 12 ] } ], "orig": "REVISED TEXT", "text": "REVISED TEXT", "level": 1 }, { "self_ref": "#/texts/13507", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "text", "prov": [ { "page_no": 610, "bbox": { "l": 85.07499999999987, "t": 591.117, "r": 512.8508960000011, "b": 492.82477999999975, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 924 ] } ], "orig": "SUMMARY : This Amendment applies to the Preface, Clauses 1.4.79, 2.1.2, 2.2.1.2, 2.2.2, 2.3.2.1.2, 2.3.2.2.1, 2.3.3.6, 2.5.1.2, 2.5.4.4.3, 2.5.5.2, 2.5.7.2.3, 2.6.2.2.1, 2.6.2.2.3, 2.6.3.2.2, 2.6.3.2.3.1, 2.6.3.2.3.2, 2.6.3.2.3.3, 2.6.3.2.5, 2.6.3.2.6, 2.6.3.3.1, 2.6.3.3.2, 2.7.3, 2.10.2.1, 2.10.2.2, 2.10.2.5, 2.10.3.4.2, 2.10.4.2, 2.10.4.3, 2.10.5.4, 2.10.6, 3.4.1, 3.9.8.2.1, 4.1.5 (new), 4.4.1.1.2, 4.5.2.3.3, 4.5.2.3.5, 4.8.1, 4.8.2.3, 4.12.2, 4.13.1.1, 4.17, 5.4.6.1, 5.5.3.5, 6.2.2.1, 6.2.2.2, 6.2.4.2, 6.2.4.4, 6.2.4.5, 6.3.4.5, 6.4.1, 6.4.4.5, 6.6.3.3, 7.2.1.2, 7.2.2.1, 7.2.4.2, 7.2.5.1, 7.2.5.6.1, 7.2.5.6.4, 7.2.9.3.2, 7.2.10.3, 7.2.10.4.2, 7.3.2, 7.3.4.1, 7.4.8.2, 7.4.8.3, 7.6.3, 7.8.1, 7.8.2, 7.8.2.12, 7.8.2.15, 7.9, 8.2.2, 8.3.3.1 and 8.3.9.2.2, Figures 2.1, 2.7, 2.16, 4.9, 5.1, 5.3, 5.4, 5.5, 6.11, 7.7, Tables 6.1, 6.2 and 8.2, and Appendices A, B, C and I, and Index.", "text": "SUMMARY : This Amendment applies to the Preface, Clauses 1.4.79, 2.1.2, 2.2.1.2, 2.2.2, 2.3.2.1.2, 2.3.2.2.1, 2.3.3.6, 2.5.1.2, 2.5.4.4.3, 2.5.5.2, 2.5.7.2.3, 2.6.2.2.1, 2.6.2.2.3, 2.6.3.2.2, 2.6.3.2.3.1, 2.6.3.2.3.2, 2.6.3.2.3.3, 2.6.3.2.5, 2.6.3.2.6, 2.6.3.3.1, 2.6.3.3.2, 2.7.3, 2.10.2.1, 2.10.2.2, 2.10.2.5, 2.10.3.4.2, 2.10.4.2, 2.10.4.3, 2.10.5.4, 2.10.6, 3.4.1, 3.9.8.2.1, 4.1.5 (new), 4.4.1.1.2, 4.5.2.3.3, 4.5.2.3.5, 4.8.1, 4.8.2.3, 4.12.2, 4.13.1.1, 4.17, 5.4.6.1, 5.5.3.5, 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a8PPvddIYrZgb8bjPF2p15m7QUW3Y0QOM1Js97OLeGpI77mHAv8LOWBF+sCooTg4DZz1xfl51wxS8vbfH98Flr8+qNdiO0/D67yWHFSSXXAvXSqakkyjMQIAoCW8BjsI4ixDPrpJLcDj7Z7Sht18rkVgg7DcaUy1vCCSN4Fqa6AToQWwldALPCE93REGcTX+/Va2vz9ntfaFVMg/ef1et4fD2m3fRixhQHZ9/rKJNrV6BHMILyDuTFLGpJcQ/XfYwq2BfyBYW0/bJ8Tf8t4kzW7XkxnDJAbWkXWII+7L+yfkmoTSwvstKJENCRQnzncDsX5H368EuWuZCjxZJ8Z1tumuLhQQdQ++xBDYRiTT/V6avsK+j0zaHcjTXwyOacdI+eTCpemAK8aVXnCWxe0HZ7HwfkzzJarY2gnQ4RTHN9arABKAHSXGc+sx+9jdTrScDhTT+UMqF5TJarw/pXe/NJgD9v6g70HZZTRJeS2vmUjoQAxxdycrXCqgrYC7pWXgWZBZdHS6UIx8fpHFweMctzvQ7bP8ZPTOcewvlw2vhEApyity6cgrohi2NbA8XNteEOvBTPuRJ2Y13DJfqWzMHOOH4Th/JcBvOfv5UOhbZ8tOSiQOYTzej1z+BidtEEkVCe2XXz1HQKC4Ko4riNxgtMlAHM9wfKKE6qkAuJSuJLKMwLVl0fOGa+aBWPovVi9C83YEbyOyKwj0MZX83qYtVjW2+POwOqyAhMYW/7z9+W2omEanU3E512ZI/s6SMZBVymA+kZP4znkVwuAEJthyAenojTBWlniNPP3Omu1z2ITGT1UHCxfNY3Z/NGhBcFt/LTy+7U4tprQJ/pD9LEFjS/47xPBPYqND7cyxQdxHOXjMIq+H6EBwbmwolscPIycLFVAOEax9qL18QGQWr7fLgLQp20gHUiH1hIYU6zP+73U5TQiBxaOv2IJ6iwywpUH+0S1Cgd5jzvWwX/8suht740BS1gaEHUEET0qm07QxremcBgAEWkUULH3QM4WBnZqr9shFCaHPBv/JWb2KcIF1AvRal+Q7Pgsq6YTuuq3FScpWlNg8XzL+/16fhsbAlHK1v9h8MxE8Lw71b9fY2W7+D95UhwOpnaw0guVXdsbplGEfQIt5ubR8ANNeRxDML4/79fn8bg9Ho/X63m7fio3CmbO121h5ClIWoF5p4oSVc4iBpyUoqV1L4+A0hNsBnTsWdgGP1PI7qCG7dTG9unGNDumIVXmsB+yRgleAQagYNRrBZmcDWBX7E4uUyTzdKF19AKO4Y0ZO/LQ7k/BETvoN+Fvz2HkNSO1tf6CF4nQiBAzEkyfbdGMHG/vkivymv/7uuyeedHEjBHleVn6dyO+XuGo5RDK08krbHGsR6QiMqzlACBAnLDhrz+y5DFfH0splmS4251H8eFUh7l3GNJSbsC18F1uOfdMMxZ7Bz/XeHrfT7SH4s3moqDJIbl077cPi0JBWdvvajMenGJxWx4fURQ53b7OXz5eN+hVWuWzl/b4jmenFlo0vCa9IrWK676WjGfc1kEJO7dHY2yiyfOVioPQ/pJ9zcSAvhX6Gg9chIGDzKWxWGc0V0k4AlJOCV4H6v1eM02BjtnV7lehGg/0T4Xyn8tuLYK0TKbi0plMVXjah4K5ZMINM4aMAReIhTbAqR9K2B82KHeZAT1Hs+xP7D3bY3wFd4Prr8f5/Xv4VR0KuKccVhf1C+Llmj7pP8EFXZG1D6aqBuH7o7rCNSxmstQCEUnPwYe2duH9KieSCw4g5eT42O/r1t5+1Rc4u1hoUZ94RPJcH4+FkEJMwLffOZ+Lg9eqLpQWNzd/29Kven2gmdT0/faC0oyQafFjDrA0Nj5oLbvv8pznYE4XpW7eZWXvXQZAqj5fP7BNBIlOIIPhweNf7V6NJ28QwIX/YzXK3VX09TPjDrQcpNiwO6hpd/ZB/y8rFDZ/O57HUG85hQAY7EbGLFKeHsecbPph/xWtGtvPDiZDLQcW6DH+6rokfXqRREEUJw4nznvlU1X5joHq5dzBF7ZiSv0cnENHOHRWDKyw4ESa6P4cUcn4tgAGhs47LwsTetevq2gHfSw1tohFbINQQLVtQnJbaUhNIoZDGIhclP1hsRsUivCK0NmChE4gpkzd4YvESTk78lOnY4cvJh1N5Y3p0pFBY1UAyvl7Sieg37VNa2gpyJHHXyKOS1dyEis1SeTlFAV581XyzWSthGlNlVB6FmjtIksNX6CSBDl1XbO2tWpL3Cqvr2p5Xt+fxc3fCwuxM2RRQCfgCdIWna5bJAxIzpx05eMxxRyx7DSfiL2120UJuAXcmim7YKxJQ0ZmmT+Ls2uPhAKC/doQAmldlYvJt6Vi0dgVT+vi9CNjuZJgpUdy2Ul7UGELCMSGwtEUakrHRScrVdXEpjr9rFUq+7AYi6D6ZSs2OjPKA4balIdCg++5hQLKRaN5Saiy65I4GXXl4wEYulw/7UmCVwpPV4JugDgDETS7J5EkatgCFdjQO/OpnKPdLgplJmguxujEaGtHymKqcQFl285gkUL59rWJxVRp7lIJM6qtikodnWH8CEfUG21MexbbHDwWEzT7l0tf2yygt1EMJtky+GP5olXmJ9FlE6dpj3FSzBkz7YnkSBxwbbWCWjeP+pZ540au+gu9Dal3jEokZOb9hPqtrFdMoYJQhDVQTPRwOkdR9E/zzPtKEpNIDemQ3IPCRR4/n2UdUMZxCZBcRNj3elWH0ZaRhOZlKFQAO8qxHGu+glPwSJH/yIYyVR9D8lqcUVvK2RFvDU9BGw+OE5FivTjnUgNLH+5Fz8KGjdL2EXOiLyG7Lug9WPQoTyWa5NGrDH8+2oS6SnUVdB6cCueLEc5cGSU1SHUje1LyHratfE1FYEf1VEA14J7zIKOIiTj5UzzJCxMB6nGO8CKkAWT9D92TdBm6Eymsg4VNfsrR8ghGJILqSKWioFGXaAiAm0tdbjU9AYFg6SFa17CslH2txYErA3zZWgpRiTMtrSSZf2e7HQITe2lddounqMIWaMW5jA1jI65VDev1Kn1m5b+3rKk1xNzsCArBq9NK/qF3Q4tQBRhyCcQvKJMw7D6UwSPfs1ZBcaLtKhE/026oFcE+XaIciMzwAl8vy6/o6NnWSMPWG2ZhVg9m3ZAIumN9hPv79VSUbEMkQwn1EC5tW+s4jOSfUIbTuNKKMAq3C3RDhDltNY6VCT688de9CheXYsWgMci2xG2xDEbnNaei+VeXsVpknDKfmraBtJCuVIkHPhobtiOiLRM8xxckFccPU+UrE9CnGm9t64i5KJQN82RQD3L9xnhbW7E5hHS4SaeYexwDwJ7FRCLYI5y/WUNW58pvPgdHg8lvpQ5NcptmH8IsHwFqdj53pczUX+ux3z1CY1FAwXRoRI0ZYc82GM6f1mX6tpGXEF1cvmUehGO7JTLkyT8gUaGfRmsnh7zkojbIrT2mmUymFAegcQpFh9YSodg6bnw9X+/b+3F/PD8vVIS73e6v14vlBGxltQZWMQYVBLWqSqy/UsbXz+vJiFWhA41Fb2gb1WrD8kwzi4aTV1J+/8MuypBYcRtlJ3P65xCGf/UR79+S9WxvccgHphsRICo66XNyrcVsdbl+pdpHAkOBn4jSoaKfOMJen6BkbQW33oRlll9iUsWkkKHkeAxU4DDYEH67QnNQbyKoo9UKHR4zivGIDWZWiOb26CTazqnorVfAD4Y+QVXoo85lEvGQZ+39abhNZ85PI/HYr0rRbCMZTCAlaxiWeAbraw3L09ETNFRMe229BKdNLX8Kgga05UCQjnHYJd6Dq4lVRf2ePBoUvRL8ee8xMlm2zf6EXt6u1dOD0nPW1Bn9ssfb7HtBQ7HiX/KvZ+Et8qrmMAmSaD3joB8kpCsNEykTs8USryJKqJJFdjWYaxcFCa40ws5nNGPLUcMBGYSyLWhEwRy+PLmyYbVcokpuaikjjp2CGz/wAoaujf0T1/8S5OmS7tz6gm/2URrqPRWeNnbyr7Qg4wksPteqvG/O26xoQrpBddsxlm1sBRX+ifvux0+giviVWXqRHqQtYKWZb28kGliFeSw7euJmGrNOZutXWeJleJXHrIPTzmlotIqEkv1PX7rz4q7XewpZEEq4X5yceUa0prIQnYeoP/waNUJxCImJqFbi0oNWyZbf/z6xLNKmD3wm1yflPw2kbTdD1IEplQq6BRuDugbOErOUfUJcslOHerJiTCh70++VvmGwr0LNpTK7SvB0ESusMUoxq7JlMHa8cEHSjgjK0sF5S67htTmSE5SGJd8LKr3Q10eUey+s4C5WWwEgtSfvNXeUCeBUFta/YUX/huvoXuq08mjskkNtxHmvvbJBa+tnmHyynYJxZ1XnsQSHT0O2tDNoBFiMk5j0kLmsyfJ6BmmZhCctBqJkARA+vlftI7sQc9f6SIdOQMORbiuRV86NarAWspDC8YlEfxYcMwWEBIyxx7ooa/ENf6VA+iw9erbsEdszLEwvlDo9xPbn2vHqE/5Z/4fAhlV7I5traX2cbCwjHCx0dC3bOHDqBPILRQ3BWUGnx+IBT0d4/bGYMooSuKKjKkBLD6jBrWYhn/uv+/XJW2/3OyM3OGOKANk54z1MuYHl3xk/WlKG+LcDRFq9zWup+DJoWQksJm7WkPUsbO233KQk/nNxPpW2dk+pYiGxyTIPqOR0U5AOqPBqmi3G+srqD9msoGLv4VnABOpQL01u/UdBmGdzsE3CDxa8dn7sWKoFtgl7+sF5yp6OV2jD8tgz1qNP9FjGtPrO896j0qZbaHB1GXbIB6v4RLpouHoVE2KbnF5WmtBe2CJEV0eBG6fD9gWAmQNwxYR4cC/y8NKb13jOca3mZyAvjgKtY7DHynTAQQTiUt0JUzAbD3RBltydg3FVlNHHpMa90n7CB5j2qFti9uYmpR2t/sw4qqiQ3hSPaUM6nDQiND3Zb0xWkl8zbjzC1ZcOI2zVVS/S7rCNQdMsgmNX4DbgSJRxjs57JgsZ8KniD8WoRe02WSsku816co23IvF+X7xedKOn11dCSS0IYyRS2m/T4gNQfSc842Cx6KimHPU/fPqcZytpT2M7a8F7rYKHTx3eMre5zV7ptOOlgjlLgdGVBGXO11OOVm9w/JB3pMfii9Q4PiS+5QlVxWwZgB9niwGCsRXdPNaCI9UP62BdguXwzqO5Hx0MvkyEcQ7bXxLGouOkyoGEKmiZ5ViRioXm6tOdwoJfNKcl7OLlEXSqymdiirxgEy3NKjmIWmtGk1yv1+fzBbeP5s23N++wJdP12GUjtP5v+wfd7ozOtQHck0CEJ3uhzCZ7WkHjGe2qMXPLfekeY5lMhnn2oVOqhTFXHL25xZbwsVhbI1SIGKbDmU6kovEwnpHMpVWa/mZcOPXqViqkwCeKcwAdxNBcFojMrdm3v1faS8WClHbK0+H0tOT82PqKZc+iqdYHjPg0EbjytgZcwcH0SuQnaTRNjLPliwjsjZEl0KY8GG309FoJsT950zR7kqVRcaUiuy7MwOiQrHNiAQpigcTcD7YKtEFjh/1tT1fpW3p8ztEj7hQgqe9bgL0D63Kom7l3tjnjr2Y34UflG3y2/vNDxVElSRSG60HCFW7VH7rs/fF4AJTaoLjAKlVhBV6dL2/vdCmv5mGePi2VgeZGUtRusN44V+v8XK6rsshnVRbBgtwu1/v9YdSlJAGpiUJLbUYg1EBk9aI3kuKaa8+dkdRLNmJwiIdTKNSXxbe2N1G9DhOK7zr/cXzd5/EMLlB4eCdocCJsUi+NX9zYOY3thBSsK6OIZyoqIGuDlRc60wF0mgCJ3de+qH6ptZeGSLazX1g3s7PAQU98g0cwQ45uRbWFFcS6G40kpQYcz7R7ZOjtzpXhPkzu452ImQNGnjVFWmrO1DdznqxkMCeo5FGdWZKwq2I2u0ue89Wpxit5uNIcCjZuIcSx5ltgma7EqmTdGW5C1KP0xfi+5zZZtIYruXtu7zU7WqDvtPb7wR2Bfwqlif/kCivZzoe6Pb10zB6YnmV8Im4umb9vYgul7cyzesO+NzmffIgC0SWuI551hTjYqo9qh7YYdZDPWW5K+UFDbdKcrsBY1fFYp9Ec3qWEIB5SxlopmtSUtoVgTSW8T+b2B2tBYcDlUbDTkkhB+zE4WJLNyb7UYNFJulIMpLD28fA44qZNUNJVa9CnjrPy0NySdfPt9/gFdpzgMudWH4+VhdccIpPxfOTioRVv2Pr6/nzRoJX2EHqp0H/5JE9tcRjH/JR19QE9HBnKjFVgrNvxCZOiak5h57bRyDXwSTn/2NJidGKqb4TtdoXSwIpVFh/My/XyWlmpK+mOVSQEuEQMC2WFpQUOpo/YMSXtuF4cXj8yHNodlhvCbvhdmGchOYbmZJb++9YyGDX2InXREuWjdisPsNww3Bp4zwIespXTCgBMydXUIvIV8+GtF70Fv6DyhYvD+5nNo/DezmRvxCB2hAGzcDgphCe0mcPy16pVkmf6X7P85M6NQ8tiul2yFNFAHMP+bdMnHzTulaW/VW02JxKUImrg7hxmwxVq+9SxZJGWHVVRwh61QprjE7DXm9AWLYEZQdfwVNdcxXRPiyKO/Sqnaj2V6zC8sat0Eu1vpnIhBoDHlfWd1mNWHGDzP+Mk3fxE5oRooonBqXHMdfLCElWJvZBvYcH/UhU8WEZJEXsTcfnUhraXNzQZasFHQC/I3NpfBR9oOIK8FiIl1WxGbgiGwcyxEAhZVlg2pmjNcA/Bcgc5Wo7ikrPrHWQwcvOw4BUNvRK10Nfg/arkvdvl9bvgSWLea2dFTZ4NX9ztxSVqU1gNEyGcElw2orSLJrvNsZh0Y7lVc8EEY0CT3dtGToSemP0wI4ISA8DeDV7QqIdRuUo0YquRNUDmrkeo4TyDlcI3ygBOK8uZmesAZDe2E9spvX/qwwN88VP5liCgikWrIo1aLvIRyGN4KIaHhQEnTdEiA8Z1MCQ1LElacMpYE2yALaxmgOi8PAmSESmtyqzVQDIwIw/j+R4G69bG8FrVl/A57J11cS9kV2kaHJIIRblM5a9e2HwtbV3cdIvSXtJlUVeA3QsmSKWNtT0walq6qY8oGnsE9lUb2gSQTqcGhWdijHtkUd0baxgK+tHt6D/jJ+nHwqkyC3S5Jnrx6Wo4V4mSYgOmNSF5Z3N4UESY74qjqoqFqLkuhWLPG8kgN7+rTdnNediB5Jn72t0e2/UnRUKRvehaY5OHS5RST1/JGZWEo3extG/nY43V246YIgVUSs72m4oKpjNcayVNQNCDAeWp00y+4tV51andr2qtOmXT+O4zFeKWLZ1PG4J1xCKqO6sUdNSpOiaN4tXS6LyqlZI1MGBm0g4zCorE7f1+fu4ZBbIt+8paZyCHnefT7eafzccwTcXtL9FM/6cTbRTHTulzXc0DiIRSrc8gkXTyQCkXkoJOMzhWJeZ4/MVWx35GqkHgWfmK0LipSFR5sKp8d7ryCubUJvJP/GE1A0SJaekmzJ+0oTG9Rjy5FZCZKXRWgdCLtRmgDIP2NNTfPpfXvbI0P2/2mkMQJeValFFksBWSszrTslmEK4tq2ShWOhjNkIeoTmFOTAgS4WW1Kg8exNArhhl03qyio5cC1inZXBMwAeoKGG2n6u07q7Yu6TSGWbcUuXYwouQBSlauHwj6g/IkdnP868O/Yh4+ibWqtN4p6GMFkGMHDjZgjtbVg5WzCoP0e+T72YJmVQsyF5cwDKnniEmmaWDfyx9zqL1UMxJ1ifaM1EQSSi0Gy2x+iyHs2gKtNTaP4NvGZwxkEt/88y5oz22z7x6R+dwdMOPgz4zSnRf88HZLWFtXU227fH94Kg1/MIvvn9O4OAkMzjH34jBHQ4abW5X0etiXPx5YaDyrYJqKNcnPo5EglQTXAFOJKaDmVMxV5Tpdj2jbL0Y/jkgPV8HJVt1gHVCIUdzqWrWwipO5Gue6DOVJ3u/nyQxhTGLEVRd57IHMuOONHlt+Al//tqYN+Pyw7CzeNc+aSeIYUHd4hHGpba5miJnqkBfxuoNH13t+MmxH3kZF9QbeSoOkaicRjIIiJ6cSGok22nERnMCG629nAblt5lO9C8fj+RVJHrNKpW3DMgP1cLUbft+hp1/NmLRzGmOjlhAWfjrfJM8Kc10Jloh7JjqZJoqq2xHzHG/+zpMFiqbI5LTsEN5XyDgiD/NeTVFX7EttI3MOrB91th8H7x+fnM/hYy3R/uBzMjzu4NRmfFlZBdfIefZd8xFf3IMx3//4QdMebHAYh3KJVyixWkgQznZkYD4NPnP76UXeBpvRkDG2fh+Gfx2+yO1FfyprBi76xx9WiMshcfzn+3icQvok/5uXtrIlFZmm7B9I1VMiDKvMxVowFNLzmddG/z15qabw02BcScrAkDRQGbFdhH1XML7yMfDIKlXlQbb6JA4mNXkuczuvjsQwZO5oaX1cTm4KjuPe2mEskuYSdiDtH2nkEengk2sc17nPh4/FUKWceS6wYFcfi9Uzacm+2+tdIZ2uS1QpXntcgwkzhnqYzBnRCkw7p+YvPPz4bGh4+QX88kxAWB7K6fuIdYCVsxhSE+12Bnu2YzA/EG88oFjcSeHx/PMl5nt+1fi5XXgVOAPe0B62xIYOKrZ1IqoBzauHRR0TUXzq92namzY17TPzx5NugdN9+RjxerLr/dAI3P2utmZBwj4AmK1SUKTsAbpoDHUM8T8/U20KzsBAWM4lzq3pwlWJtmL3QzHCz9EtiV3R8H8Ae5SEGp0e9LzpgKPLqPEtXinMo31xww0yH9v3rlKf7dg5KcyVLD5dH+Oag+kevo7DxViBUDFBfnnYxuYY+Vtu0QVvOOJ2hV2V5w2gXb0RhJFMPJQMRqInByHtK2Iqazc7hYNhlqjZgmrqr+v7fr/fVqjnYrXI6EetYwu2ngOgaFXy9L4w2WNA6bulYfDSDhmj3Rt2u3+wwPTyncsPxB3BCeZXg9Q3/8+23TgFC8WEzcOS+K0uNEdvM6btz3ZKCQmTVUaXG3waIwYVUqB9CyabeH45+NAl4sUcS1mdm1SjIJEZ0w3Q0Np+t7is6wggN6vpkx5TywItXMn0ER3WU5OSQ/K47gXVlw0WeCHfSD4SA7b2gAzVHpL5uwlk1LKDRwaBMJcKNWAaN8NLsH+RBA8uXSnvZwS41UrlnmIvyCNYe5Yl4/bMEKIk3B4TfJ8vnYWwJcbKbgolFgdfoejif9vj00Dy9IfvKz0eOTC9N79K55Vu+qpYhD66qRYVMaG61sfRHqfgJma5GoV6lGaTOWx2T81JTQ5tnSQ7X8fQuVPMkgiHay+Lyn6GJT3nkrzLqc416yoa8b1y2M+L6SX0m75qgiaRuFWeqOpC9gXdHu89NckOjjLjkqTPVQIH3DUyGk5fsfnf4ssqA7f0y4rxswzChJB20T5GIDEuwMNdlGhMY8nFBh0/1sekQ2i5OpHWnWvaZTk03qaDZEqhtMi5ZOCp3auRUqtCp2PxscVMnmTKoCYiJ7AtwDrcijTote0xQar2cHMiuS/u6rbiA79rRJZ+PjRRVvpU4+KLWvVHldHr9fLrn1+//11BndUlDzKCbvASIlVfPZTcsM73F4Ee7JU1H4M/i6GMHZabxhmLLIz1MX04SquCJZzn4UjHSu9crs5qLdbHjY9yzBiVwt7uZD+sxZgeb60xEpJBBIAym3jq3mH8x0odQdJPV9/wO/ohGV7kx1xm+7t3hRK43qmUEdIS15McSAInZEolmUPZnv3c02wIHGdcERx7Ej+LTWolleF/eXMX9IAfkA+tN6miObwBrUPLrC69mlRv2FB3+7B9Fd0Omp1Wc5i2JwPdPipTIeOwTcTzflRfR9LejapMbbgU31CnbDPDDtXzbKoeX5+6PxhNuL9y1fwGxxqfvfd8nX8EBf9rOMFxxHk3nwOPzX2FDi7/3v32gD8tAqLnw3jq0iGgRMi8o6tgQfspt8ZwI0jeV2aFeejlc109+m6X+wNuEAc+KcVI+h03sPdxXViezJ/XxA6nOI/wLYTh911j3c3ms3e08vd1GP+lURmR2fR77cvwXm5Gl3JR6U+wBunWi/np4hlOBzlqQZVsiciQ+53dIL7rchPr6aTt+PuXBcnMuh+WyMztP5cRzeWcDd8UaOcNg3sdasEXTFVsvHy/RuxGso11d875NrreoVuXqvxhNIEZFWx8OPZalLMp98C11Cje6zmGJdH3mNvLPXi21qffWW1q7LnIY8WSVf7DPvfTvFUTiX2GuQ4n0zuM4RCy0eVJZTmH9u+I1HRNjGeHifTD4T35bhx5RmSVX1zVRwxt2HfX2iBUBNSoR5S5U4MYnTHfPgago9IS3GXNp6Lfw1Bsf9fF2gTS58fpT0VzW5OdPsnh46KWHXPp7U8OR+jJOEIP7mj3c9fN5tw+kN+WcTcGffrlsBZke8WyfXmcfM5oP0jO0L0oCfjMjIkGtT2iqOmOSAFi0RVw4b7y558tCSpG3D11QwLYSRbsmsulLCgm6Ax1wpHLm5nQYJnG0qJWytX3HJ+5qH3SosGsLOF+bzf6W/1HX2hhsD9fJr2kA4LuNBn2ElyLfX/cn89nRSSt8tdyJeHYLtCQ3nuQevgtD4MPfpV/Kv4neRnT2nexgzKOq0TPASfl/w8aC32pGgwwJmU6fuLyaZn3ftpOO+yMSjOJcrK5o+26jb1YonYLxHe/6nwlesReGZf2qZxQNbXSFn9h+Ik8NmebkKX0Ee1vutoPRcdiuMIZ9nmOJe20Xp3PNZGqY9E6HuSs231E/at4ohSJ0kCpAwTsYWPm/a761ESe2tILN5o8Mxt0jcRlCLAuj1PnQeqDu04VoqEqauIo7L22hgF8EcNVESqzOs48XV7QqUAd4digroXfx1ITA1B7FvMfYC2L+jWSqhm1UZecdZy+2mHZUzeqKULa+5ZEaLZi2TPUs1MEOVPzx3S/wLlBZ/XmwevqJkz4VJ9A71hmUbJqY8E8K3Lvcr3/WlZWHZiVRa2yKHLwGVGuYOXlgWIkEuiHTG6FJ4FSRML2hocSC6KoooFEa5am+CrQ7vJZhPF4rAZgz+d7RQEsR5+7dXe8o11MpHamAfRJSAfCzDuS0Nlxd8uh7sBQF5kXMCEtGcqmUpAqpLYjMaBdiPJZhWdm11fcIsk75y4xLh/KFlV9TCKiD0SrubpjB8Meuj7h0gtvn+XgZUJTK3AVmL56JCqm0mewwJSl22MAH/SrYWKJiTaCapx7nIXgGn8R6W5uWMJA0zcV1mnlZmin3LAuSghgGUketHwsgmw5G1C3hxx6jZwz2ViiL+uTGcx2sZcuprI+pdM5NSIydYdLdmn58nAKQx1y3QxNMIrOfyNZru+V+THOOhZVaJXMT6rXiH65OfejF7zmO1oy80Dx52JW6JXCXAgmfxLIT0ficBZO11AnqrneKQ5eb2iqQ4NgXDAmgWHTfNg9x0MaVm8TFhJ1HBod92hNxNPEcXXkZXQS5x4xGmbg6VUUrG6iwDtxWBRjgkDPGOPU+drIx6HFhq/kuh735lAtw9KliUBMrFDZ+PVU5UV0YFnvywX+56EpookLEwK5+1n4cbjxawIju4xWsn6Bj5qqcBJg5M+0aJnZ6b3hysCjhg2hXPUtj51pVFeMRvFG827hNSgH4QMtHUwCdTClMrHUx2bidrNHMa8Q9kZ/EGGnRStLK8/gdFKfoDaBN8ehczE8CgVF9yxRbvVGJiWr0icF7ma/gCtwpOIGzIRib70K2uxuxiw5y1wPIRBVfY0RH3Ulau2IW1DpUsAIM725J9lLWdOBBFnSym99Ld979ayTXYKYmjW89+vZhbjBM9dVr1+//nk+XwReSuNh78euNkwPOZZJWi6r64VUi3qb2EMrAOJXwjAY3dZRD7VKlcSovsgYScbeWd3qophg4VKWOv8rgSf0LZATdNJStyvUtxmLR1vbhU1kQsr4ty0uA5FV2bqTUI/duTDrMyVOmojC0WgG0HNMVg9aWpTG2u3GP9fHJQSTd9FVex1cTkVrSucHlVZpQCgbfIszV1EpNmQz2dHw0msZWF3Wc8OC3CFAzGQeB52QY+1lOf17XuqM9OsJxiET9zxQ7fwDWrSh10+WxpkKqPYfSlRanmMo/VtqA8Pei5nP5MYfBs7iBGWtrRiMNjyG8sYn9zogemLDSsfPtamI5mezbPUd/m/f7H/tpsV+aoeyBz7Qz775kRimuxApBP/ES0xt6+S8oCzdVmDnMtsWHsZjRRtyBrrQ/vBZrzVdpQIkfNmnPu5iF74VOtjhsTKsEh1h+aviPu/r67maK1S6r9SpMPYO09k/B5QmN/p80fgX1CbZnivUYFNVc8HbkGuM5xvs23z/W7JKkxD1RXo41dbMY3JR4a9zircWfa7iARgCA7q2IA0OsA6L9cDS3jic2/VSPcRY927ACq29qFi5bYPuYTnW4ThIP+vbujVoQrvRj/pKDWNtu9mxxTAsTBy7FhU/LmRbelS246jKBjh9Sihh48tS95cFPibe4oqi3l5b4mGxFPphvtam1p/QyBHwwoQtLeLSYXUoNOXYCPHs4a16zui1PqJb0J0h6uu3Z9oxfuSKZ+0Zx3EOCI9/kCfH+xUcOFl0qlf8db6DDZ3Dg6HTe2BEi/Aqy5DV9pKRHE6ox2K+bFN8t6hjHbRBxFQ8CmLYP+xdzHgFXk61zDTWMSkNAJ2MGm/nU8KckBmjPvF66cmoOtegMe3DdE/f/21UetdeVSQoJKab8vpkeJRwzoz2YYnboo/joZJJv1qFU6IZ8oCEJohQT45EaIW2/jTxOMhTKetgv27lygjV00e5oIKYKBrnUvk83mLO5DyBaKsTTpKuVsOBSYTBPlTxtvncbhh2uz/6iIz3r+GhrOVrwdy6m+j2msevf+4rq2RFCUYRI7g5Xw7vxzqrRDaGD4/QgScEWBP7dUqs4fi1tczFtQOGT8jEhHVxlUROP2obM5jhkBgxuBOBHAXoDjsIJU7xiT2xtAjdDi7lxfmnA4nzc2B9Cmsgksu4BV0cbFweR/6aotnfJKCRjdOEsHb/ksmgomDP3Du8xX8gKMCV5IaXm4TghR/SWOrDB++oXZ2uyYAH9JX/Sy4TigO8KOMh2Vr7jHULY7tWXd3hv5G/Ry4+w4Rw6wWYd2pN2arxb0b34zVtNxjwOIQFeO62t4G7kGnWxLovR943UfZtPPUN1XDDeqQQ9xM71S/yD+k7zvYdch5RvUkJOoCEH+wWUerZHwbNXD+L5ZWLb5l8lRXJfpNF089CvyqSoUUOeWLp+oTDgSkz2WAVa0orEZihSnqUnOYxaPQUnoF64LMCr2FvXN+PX/ffv5+X9+d+v73fEW4qf+NxjunIbUe8SnNjfl9UQG/kpjWSoMMX5O9P1E2BHRVNztUcvao4fjGRNEXUKAZUDSInsDSaT9Z/O4EkCMmEddaCDCIKll6Fj9sQsH6ggaArNMnBFENX49JBbrf76/NcBQavkXIWKmiyKpPf1JyaQTc7/i4P2okHSMxsFIUv3QRs7Gcf5OOOY6fcSa/Pp8zswxBU486qyQGcmiPWys9H7Y3v+16kxZrjtSrQRhExSLgOWF5F6tqgxnh4v2WMpONZT1Vqec8gegjhhh7pHaTwc1NaFmHzkuWpGTvCCmlnp3i2d9JqNkDrQz1mQytivOv7BHuaMYb0mnZUVN+19fklHsJmsOOw+C3ljc84tLiqG3VAjbjeq48auah1jTN+VUKNqBgBx5jZWZScKVyp8usf5fGOUoepJga/W0TGTL8QYIlvqs4qhaZq5Mn1gIqtt+4kQbR4uIBz+K5gcHK4OkBUp1V6WYOLbo92IjJ2zUYqYmzdfosmeNzKEzRdTqrcjGCQ+eIO89nG1g4fvkKcwgHqMZj2q5uonEGUFXoPCaw8yEqBOZld6TYC8ZXXd+SRI9pS+vYxCRAvRXnnaOftC1RblUVW35/XRohIZFSs3WkHdjGKKpLsMpWmbVTdROXk0swrWR00SVJ53x/3y/X2fP1GWTFM4b3yX+iCrrSxNIcUL823MW8fJW2RZeD6nDZiv1LUWDSOmfV4/V6Tw/n9XR+SQEAddkbrcBsm4SXZyO4fxDnozby4UADKgpJh9ZSCQ11g9JQlBdNyiOlnksomZLuX5Ia99GjhglM8k+rP/4iwYyaNfPXy3MonzNBC0Bxr2ZV7ICXapuGwwrsGqtExpBFE0igni66vOOGHT+pRQuvynoMniSM6rzMr0CHBPKWk9rp135iMtM71YRCUk1Ec8MKIrw3bQOZohf1tsKmCQO3vNgtiPd+NSORSlDsOLaQcaS5nZhitvA0h8PEkZq+yIKG5sQyq9sny36F1Qev0SDqCKYcaHph9QXLbwoAHUZ1amPql8bCv5FvXwe9MTSgfUEtdrVGU8bj0+wzfdlMKivmQNbKxy7yjAvr5fF4vZHlVVatVGwq0a757uzN+WAkYAaUXab/f78fjUeXqJbmqx8FK6nPrHJArHIY8FZSFI9iycpfdJYlzqGPc2OeJJ4FKQloOKLrdSlQiqoAvx+ZakbKWjAce7IHe37HXvaciSIp8nEHITzyKGRNNdEdiSMxFsV6o7FFKgABCJ88Uvk1tBCdL2olNQ4aPoQWPyn/vQdQyEnYwmBFukHk8AENf2ZYH5JeevVbH5epUOHEBZlJGj5/prLax7ZLi3fZGZ58L8V7twhlJ0jP0bPJdccqy6Uuvp5tQCxkJ5NOxCP3+3jUOBtkpndcqLm1tMg8UkF+qcQMoye3olfefqF8fuRkxDueAiG9T+EHkcwAZ+t7L08JFaoChTQG3EJRLobGXmzaPi/0GGqhFb8X6K5qTEJ6EV5tUgazBdR3MLsQTd6qFtNTT4nj9io5wXsW7XgusijBmvFCKSAfllpJYJRCe7wIPQzNTnFWccTS8UvJRmAXNX5PNKGxJ7oUj7bYZBm3JL+akHIMdY2B0ZT5ta7yhL6E2VSLAxB4Hgq5dpRYRtdE5TIulWSp9XBMMlpwzLJD2xjuARHtVceDSjxrGqmWpmIczIW5ekUFS2O+vRqN5ae8duCjATpt39bpiUlX/aaXhrN6Cpgf2vBrjKQYxLa8Ajk9xLIq9XS+XdqtpqmHRuYmVbxg+ACLmLVvCJRWuvP6hFTg9oApZ6cAKtVQIscXf7tRidCU4J7AVY7Iy/JZaAm6JJD0d9gp9ut+uz98VCcVg5vX4SmohMmsMWu0fwkNl/QTYxAxQao2EFHkwXBXppznSLHSO4lix2OiSGvds2sx96Qod+icKq8ByHoGItL7S80GtMiAWVYuZ28eQWBggUpbHKUgIhgKnL/tYsdIqUaaoNqewSyGHO6/BdltFaCkvQta8gvmHGKrdfL9AuoWIbQSvkQub8OYPHYB7yuQlMzo5JhvmcMztMgJr+g+IEwIGwgdSKIfDyCu6cRmuq/Qn62rG5yYrqGFa5RvRGrgaDdBFSzbxOJloUqltkRWXW0MITyEORATyCh4Lxxiw9oxowR2ENF8t5thjsvDpNGvOhBQUEWGYyekj3lGxZFXp7Dt8vvHGwwaJO2zd3nCpNLn12bN9JhDgA+2Wr6xcJPVq14gGI/DpKSZY5wUQvrLujH9HymKp8Xfctxx5ldkFp3ZYLMX5FP7akpgvlkp0u7yfVauQtublfru+byvOsxWPpTREEWGR5GbBkfpIX5KixfQ3zppCgj53FT90rhQJ1MnJ33dUypzr5jHf6UAXzWKSLOek2oIkGNBkw8eGk5CyqnNLWETkevmsTvd+OFkhAL+y3NRHiEuWQwrDg3VE+/tyzMJLwA2wvUC1sxG5vmtqSkdXjJlbhr96oXgWlrw3Emw1iNSVDznsURhIyrRrbTbQKgeh7x7aFh2XmUMiJWliMa2KBSgZ+GBTBNjc/pbQnoIm1jpWDvJ5SALDgEX3wym1jWtbHygxhyl0O8OgLiTc29moVIR1PGP7WozUba5d7jx+SQo3tLQoNfFzc8NFrz+VkSa6s4AJl449TimPjdc2v9SAUnFvadt1DKdXPtY1qVTOuVqOcmbKjOgAOZFdZ2CCfG6P6/VVFG7dboi0di9H7uha8/Zu8eFE2cZYSepen1zkzOGXqsBl1YFgyvQ4s1vOpJ3HEZma+uCgO9WtLJbLsAV722Zt4UmxpgEe3aEubwoxVUYIKh8r7tAixerbGbargBIh+jXzKnmxUiosLwSSqp8h/KUs18liLdMcJaMwfBDT4XxTjBVqPxpalA99nbqhoYa6c4Z3MGfcL6SBOhGZk08jKolzeCcwBi4+ZyrpKD1U/5CcNJyhfidhstageveJw2vVggy26t1of8Lg+HysMKowfWvUha1U6Okq9UHL0gO83lbywkrhAwJEGKt4wkpdISYaWlmfsYbveQxQjotBDR5v80WV3pnbAZNtmZqreqSFLErI0C+giHGH75qh2N2VUlU4IES5X2NCjphmArfNcNYndBizhCaU3huefRnWWJUQXwfJ03pPnEzGCPQFoS/VSBTQS54ra9BKX9e0hdYTZHmoLSOhamEafckTlwSBpU8gWGGX6eqzlTlv2nGnI6aJUVH9ZBcPB+0clYn/Dz7njvt9A04+p0kX+OWgFc2M6lCjIoylWREPg4DfbkK4kYGtPlCtBsum3Tol3yGobZa8jGnGZ64zX/lNg9xXaK7gEer+7pfrOhanN55Hlob2gYt+HtqZej3G0PlWZPT+ypljb3XS7JEV91yBl4uR3q+r/mflgM/L3uzYa0eFBgzYbFVcfq0Y0TpTDhwlhPR43H7/fi7NfsU+3T+vah7YSFAPpmkGRIGJ1zktdsmyP0elFssIaqxgP1VDTks77MMd3O5NobHlR/7JmYV+9oOPQi+wHE7GGT/3OePm+EtP8BBMr1jiFtupeCidMlYDAWloRKFI0bZF5UxgPY9K4GefQCsQ5PI5kKbhnYyR2Z88UO0riBQU+S1ffdd1kOfk50WP/Zu8Kdb7nC2QsXc56VyHOVTKvMrSXg18OdcwNmJ3Olv9W5cqWXFxhMCE9SN67RRYY1/x6XOSCcS553OHrc4U5W20AqhmzPMUE3MzVyflFV+wR6xIeQ9zq9/CHygu+ffJuPbdmTqn1Jc5/w4S2hZku1oKkam2zRsBt44+PFloFrhCtSMRhoyKpD+s86qLlZNSEFeok+d0vX1bx0ws97Bi/SnhOTIXAjQ5fc/sgnB88ua0Ob1xH/pYPRQfm+rmnNmmx8Rht4ov3LsRivGMZjWVz4BRjMFK7lk1kcv9COhYwf2yYAc5dbiixxtlSPpFEkwKZKAWvaFmvDdw2S80qRP1Q8UBq/QqGDYfMCMD9GVsFgaQfT4dRWRgyDrdeJQCHVUVk/6SJDmVrQaoLVyD9clmBb6GBlSfnNUQ1h9u75cRiqb42+36+HV/vV8vFH6kjk57nqbloRnG4Sh7rce+qw9KAwcMmtnYWMXLdX85RjA0mdjoIvRp6JKd5TuINFZWDN7eLddHSKC5QfkRXZzrqZQuhnQG6FMRLGF7Du9lmKa5VCfH/MqMyrVHlXkUeGmS2PGjirjitFr2Ta8AJz9njwxGIKzGfmW9QQhlFFfIJj22GNu1FjiI50W6H9G15UKX6viwyTTwHmzxvgo+E0NN+QbnROjX0uZNRZ/TtMAf/BupHwTa7RWMhQhrzQjRPCYOOse6NzFJ6lW8DM8MkvOakFsZSomg1ZtpxO3esVSfxGPvY1LDXPBd5o09+q4HTE5NLSuxMGsktjaje9imqJLbnhjky8ETLDtCYnKEB7WoX4IL0Mvodl+uvC1K1N2c8CvSNevYMdPPW6EU5OrMg2NJSaf4vfIpriSx14rdr8DOdfu9Glw9Ho/Xs1JOy5njQKUZnybNHTH675ddAoaTEZR/8A9zsvpei4r7VwBNjbWlw0+HAX6PhqgPGRd+nYJRu0fi+TNFEUXxdR0K7njMpygDY9krVq2DNw68Ug0Bw80uqlaBMj4SfJBROnQSVrpfvYIuYTBXRHzhvUmPqA44suB6tLELvSeKokEtbOdCSKjw6Jsh7Id/W8PBFixGTO4nKuwXjIy2HmvxIy2EjyT3h2ZfwqH6Xl5fyhjsCIomJ9jVuYlf6mkp8LudDJiGgTW6rxRSdf2TNWkQXwSw5f15yWIB8glV+K59jGMl4zns2tfv6usVJ49QHGnBeFQyvrFHzhP7wmNF1ebxqWj6HonU0gASv24+0Ouw6e5ZCm+PlWopJoNV3GDZ/3MNy6hGwbtqRqp4JLJNdNQkXNZgvjEazUWOSiT4zXFS8QVALiQ2QkYZvmguOhfSJlA+lHJ/FJMIqyyfQHfE/oC+UnygH1ITGQ/HFUdBPiMcpTxZskaMg48Z4HabKqGFgqFVQWN1doHyvbCrfkEvTY1lNFwVxo3YFvuXfmLvGCk9AMmolJO0zg5THmY8rfcevciMX7PW164os3CO8sEOWuKYXHrXmzVNqKYhoUZDGJhr47CjM+o6ZpDGqE7WgqBV8BBOGk4S0Gor09ZRoyiiFrD/ZU3Ormqr3DpSQsnWVeHg9yplh9BZnd5lTRG13pItvyMkc/GD5NoRQm6/jznL8Jw/HswTXIu8rmYPY6mfY0ZJp4hkfk02mypzjDKQOtJb+mcRoJvHHgyNSQM6QMkQ0L4vU2yCC+c8r6qOIdPzkIbz5RMpvhkCtTF1LY5EdRfIwfFB9IqLf4h9uQcBHpT+kIiC7mx8tLXvSpbxKBfgzpqRiLeqdCtlMkwK2KBO2V12Ovt/VouZP8BudW3xz0U7FaFqmeXMqtgdCF35iFAEyesbrX+GqV1X3YUlcXhWP6yvyGc4K7aLHmc/OAqxOX6v7PnHiWv/6Y/ZfHS8kVrwn5358d5W/U/+WpEh0m1lG/gU9ph+HPF3rTF/CKspgvQEpTm0DdFo44yiJ0M5c7ARy6BfNWFGm7u2biqWQjE22CxkEpJ0CTlVMDotodf79Vy6y+N+fdxXO3DWMt+zHqUtE1O5LntvfVRAtX25ffU4GtxQhXBwYdxjhzpj/eTWQ2eCXM1orSXb9J1EkizgbOsGUTEyLQ1IW3epNp2MRKcL6cIaVKuIZujNLtOPAV7fwDme5zgTlqZG92piYDR5EvL1esdT9jlqeIkoBGyU+doGU0BVZE2M9uWJ8QjHwwWf6HnBQrqlUi7hdVvqBlnV6jPGz0/1ppPNz7wg9F11ks1kFzE08sPxh/7X2909s5QAMDiJ2emANA5tmk+4Ftdw1Xzb0X1SdviQ+/DtXpQmlbnFCiA+Y5fDNy4upP9x6lt2t0Te908jhsHujiIMg/v+GFC6mzp+N6A1Kj+VP6j4e49FzfvIDNWuzd2M2HqiBw2wJzzhG5F33X8Jpkxkw/nE0JbylmeotEYXKjzR/qNZVvpb9JAW78mG5s4LyLBqhfPW6oS6cpEP4+hwGq03bm/PMQxtTrM4kptTODixDtG0vpvrEBrMtr8x58zBjk3fTvOB2e/cqfbdyI28W40i8UQQLBevM+OqDKagTyXiF1smg5i8XcRStD2nmcQL+EFzlBjaAKCxRM3wZ7hpJ4k2C5ucQ5s/n01GVxmuzp6qYNrSH4TFrOzWs1PcbgCUXYGZuurQwCfm8OXHfXn5KpGEhi4qvi0ps2p35n6RnrsH4BpMtoDjPkpD1LT4DbXx3cnIBUDNu7fND3omug972xpdD6+zJgCV+plT9rWY6BYRJJZtMJrJBi7wHXbDykNxwtejrJin1gKsPmtZuz74lnGTQTT6G4mtOw833XbCkJzATDLXJ2QMHiYgaJ5uNh6rXmTiLIqRCqlHp6KgJR/6pcEyMfhoVuCuaJUxYUQEdqaWzYpo8tm8lSkkezE7j28qJkcA+KRciUB62KElNqfXrZUeMaLr9BeRyxClTlHEnRW3yCUuPsKmln0DWlSRHsT+MEK8F0GYcCk0vjN3MxMUJU5BcChKmRsb47KKFJwMDwTSY3nvmBwjPXG5008P7p0zB4J7Cm0e0TmtMIa08uMZx+vnmOLaYSqYZvLVZupeCS5RMVy28fEEUQjLeYP0rVUV0GXPL6JHjKcdxdXICP1qJMaAE9HzhodUhlg9dHGD1bDv/c//9rg+PpffK9ePOYE0w+rYV+8jzBG4XFUBXSTDXkaVhqtMFisf1dOWtNs9ZBFT6uSidqJSFXMGc8CQ2hpRlE5L46ozmG3SRjsKRGO7u1ic2oKE9tWsHjlNFDOgSl4vaYR4V1SJ8C7wRfCkmbfLSF431BPcOQfHAdUCrRbdH6uedcO6qrIENsls6vLw2vTOo9rQ7IgEifyQ6JyTi9dSc+G2qdEEuO4BjM2KmMYv6v7ACSMbNpE5W0GtlwiYEL8OTwjVCORYfjYLR68T4SnMgD/2mKs/JxU+gsHSDetRjifFb9plK4h7CPFo20U/m0kRQ7XFbU4osBbikMfHTLgYLv2N0maN0yPjBsRpLzeXtergmQ3xvqyVYt2NCkcrHkP0tFKuqY4mH1GlbOAT4U3SV33unN7WvGLT9TUkvx/liJchl/2BLieWmxlHOxpD8ONXL+Hten2Vy5Sb5iS14OdgCrdVeaIi2NhLKvKgdLj80aHugVl4gpS6aXUXFV2Hd5E0HY+3MWx8s1BAEJn/2kVulDKHUxxeCyMyfUp046gAEf6QXqy23OzsY9jCaiVaENVsk9tlkCOPtL2mXVLIK526VuTByyRo0zKPGjr16UD361rH6k1Z46HVC+Wyygu7fZxGjpeyX9QMq9BKWG9h/ViVHfZHXLWW6P16YXvpfdfI+bThnambXRHU45cg4j0blDYDAaaXuNm2c2r4DZr7fT7XeznJdSa5tyZZiZ89/LIAhsed1V+g8Rbdgh9+bo+ltTyfL0XdqbdguiUhDRFqJG+rM+F7IO2fR4aJzopESAUcrebD3AgMkG2NxW8dopv18yiFGpnIqoRllDbamPJwFmnMs9LBwGRxEXeauwZxyW69vbxRGyY2GNKsm4uU/SRJoayc2gVlP6SGfI00Y261i3C2diJpshs6Ms6u1+Uxg11IxRVGuwJlV/Nh7aywHqWU80pRVJcIRnUD2p2OptFJEyPOWbS5JFcWpEylRHUhIm1UN/FsJ7K9w1OnV/6rKnbkMtgMrlEuci/juk9gvPIHn9VmzW+m+YniVMtna3h/lOyeuL9F3R5dJOZxfIgJNHG/eWPb4QckwwbASVIwRUGFUgTrJgSn+zfI69xxd/aRNnj4LIPJoc/Hm/5nb/lxBG3Mz/hAnpoNfREsqmGrVSXVs0Kr1/+K9Xxu9+tDzfViW7Zh1/OXX4T9/VDW0d7ty/Xyer2fz8Vkf/2zKiRjlwBeAOSbj/O5sAMyI0A2rIpMQl2wCwCvmJitNvqJP2r71f5euJwISfKHbzb5qWUOsN9nB6OujhpOYmxjQ/D5UB/5oMYOHW437UEfBTGvYqCx6eEAbzhNP3RpPm5wIXanMISP//qhW28z6KDmNrZvCICgk1qresmR14wuN/hPWJXSiSfMuS/+t8/Oh5YoT5Y3rEfWwq7kzOaYEx7ani8DmzwKnlXrPrkyomzqU50CvrmFTXge938QYQyFA4Y53arAHmQQKwl7jVaiOO0IaMkX7PpiW/UCCgVF2tOen8jF9TrsM5iO3Mmhvw3s9CnTpvUQvorIuc10ETCS8z9e6NuFaA1MHpekZ8ScEKZINO/a03iC+Y7HnUjk48qEkJqgilf2mKXTNq0LX5UTJpcHUd8p1hvdVRHujWLtwroepeEffOqZcF/b1PPf5tbh2SyLPwhAOpxlZLxeUNymSOyPZVvU89G341fqHBaRgNpUrwtKuFXyw8F1PYxNKrL8sap2RzVWjfp+plT8nGFOIo3MpYONd3pYznXF8anwZpIBRc+hp30r/efsolWaz+d9rzgjONKhdJdhR5ThfruvfttItmKNfZDtNtauikSKirXYAvIVbdRPaN0J7rspsgcoWaM98RP1vOjfR+YuvII/rOf+gNm2Z/Zix5k83bhR1+DsyUNs8aYRJoADArZhP0yE2VxD6smFt4gzVF+PVizaOkkExh0Sf/Sjz6wHWfpmH3kXCygQimyYmlg0uz7VQ5rgjxsXeEZqR41N3K63Rz7I5SvjS3X8DGpjeqHtU+XeCGtH6gXCeLXaB/LYexYVBQAa+SkEBpcOrRRHlwJlP+tGjmWM0+1e4GhsfLlxmHBpH0dEOl2vmSxs70d5ilYGlzG3wNY5wvAzBXcbThhUBS7wPorW5UZA05f8432cU2xtLpI5wYBd5aQSYGQ0vad2isH0MNKM3EYoc26Lc3VsNzGPMsACiSeqoZD9FXiJ56GEffGaork7ZeF7lWN53x/wBbi9qT4lbWy5JYJepQiXklT9T5nJgViL2+1xu11+/fr1v54vsCOlizXr31zkdIyYkyh80diMQFy6MkjtxfUVnNwJ4ukaRfESM5xD07mhwbvYyfClyEI4Rh2zPgrA4Cq7elsdkI2MEF2UUzrgZNfv6jEoy0IZPqjr4PMFC6oO3mdVAysCQF2W1/spN0nlQKaCFbVYlZD8KiHFemIo1iyrpG5GFiVqwKqahZ0kMO43wk4HsklX7Jizi7oyXVgI52baOyig5+1hOX4iwj/a5PZC2KTvJCiklfa+I/loPA/MgI136u9sRBnTtH8YFEsfNdykYtp6gUDKthJbTe8EuXmu5yI0On46XfYljERrxIN0BGlU0+buoLMr3Hc6ziegJMoU2cEFuUqH/OIiDvRoAh8HivkIDgaRLPqyffTJRjRs+zl7kmf3eV8k9Zxte8rPd8BlqG6CutUD4OT6JhQIuOWKebUjSw1RCk8RKF+jAozdiTetySDflwAU+TYL0Mve2KGrDINpalDnJ4zMffzO1hvMIsU81ZOS6kxVyNPtmBG/F/+FK6EEwdGB0P2Rh9rE16JM11CTtIz9fKkd5Jac4DqVBN0jIP/4WdxDw67glwpwoLPCeYPwgo4kbTDKWiUljbsmAw97OFjo7SkJ27Xm9xMFfc+GXH4v7hrjbuQoGmnQmkJYzRsGZLGgJQfer+UidtHpPY1lOPc2DUew4NG5JF6UkH1sP+92jFi3K4Do6C2E96hCb9zJoOLXWnDLH8WWVMzQd30U5KEgGv/yfLInOwUF+k69qjZYNR09w+7IXboQIOBL8+fO4i1ugFRMccKusaSORJQFEEulu8qYjBSMGgQ4AN1pcPBBqeeAtiqgvbQiuZX/so4mnckA+IbHFeE/3l8hwLWnbQk3oWGu4PANzwRGV3SlkuxUvckknSn3MUIdoTTkcUpk4Ivsy6oCS8NiaK7YudytcoP9U/Q4ZphhDpggFSrqN4oz0ra2YG2kcvLELZILRQ4KZeB2d3Igyh3ydpp88jUTnulIIUwpKHGzv+tinJvyEuD0MqWKrD+rbiZglccvsLVgIal1pQEZzzs1K40v9crID80K3ULipJYPJ+Embr6jIDSAOrIZY5M5CvPavQQdeZXLqOgfdZ6IqnaHN4YZBxWmQ/MFHbVs7tDJuUwOy7oenxON0at71Wz+w9ZdMkK2xYkW0nUZHhjRyX28xcYkiYge3a73Ukdfq/JesRbUIQQI42o6DBAqhGvVv7qXUUHmbOLmvgqgi8oI5e/32Gmm3K7/69/fvx7Xx69fj/dy+tXfXSOEwhQL0K62VQgBEq7PemDJ07+tFatjaYNhyY/VDXaUz4l4Zq7TIOneSsunVDv4g/X3AwyypMvixyAGR273k/vQBY3bj9+WUqjIKuGlwvpSQBQah3aNCGgBd0IVHq5emYqQlHFuW9OC4rGaaqzIW3DBjhgJs/l9/QBq1bIFusZRVOjsBF+koYobRFJQe4eCYrWgHTXRnJoZZeadOudwpc6OGlo9MnhGhER3rDLJdRl93CiwLmS6MpY7bE/DnPFvTe4xj6O8VnpO/3WvNt3L3iJpo7Dyqm7aw0QdphYulWWzVLknyV5O7KcIIYuQnAn9JU7VJzV/zAyKWJkNQKzqwZupr+wDH09lLG84q/nDjMaPKIhg2RrSKI44Jh1rQi5ADc/JM9qqDhnW1kEFKpjszt5Xq2xdUBD1qOpoGtqwF6jNYCga4TF2Vds4MkYRkDhEKC6kAHdPYCab2aCYFrU58YBy3DF+lEshDvD+fO5e/y6AoeB5VByhURGURXhFOIXrc4juUFhFDUe1/Lxj35oGdpemK7PUCnf9SCkmbd2FCcbH469ywXDKTFsI60PaKqCqstlb/62IQbYRi+BwzSDg4+qcq5hA+kba8gYfB1KqkJa0vN7LnKOjrJ3x7Jrb4Xk1Y0b2itoc4niyAqIe7/Jah8roYJ4FqTC0lNyFM7m3rG4wYYW+0wawzoOOb3SdgU4lHHU6dNpAWgWbLmXlfS9T9vV88QwVrrm0/EKwrxVM5FhN1PZGg4RSwK6r8zB305Rie2PWE/Ie2ls/DpQVD4jjmksf4bgYMncx3moTRyW2moWUTOFGlg4EgJj20lzk2CmPlpRB38zRoXdUqPFtpcmETTjmy+4V/sL8qqP3FyiMV9eWYQXkImo/zhu99biKVMk4eg7lDLMSkTskV2phRxHUsas2YF4k2roK8W1DUa+zP9Z4B7HENaHQQ5A+I1fTcLeQQSnhknNZzaulhL1RSOhy+cjLJ5AsNRJBQZhIx+NuMJDcGmha4pPR/qgBrkfBTj8kKmR2aSaH1kRGx/HWHo9yoxvBssMwbdwoDgHBQS+XF3ELhkz8aXsjv3aYenME4Aqqs5f8MYcdx8+ae04zYeyucxTKvWequ91fuP0bU7eL7JRQHRoksp43I5hFZyQUgyoD9gv/bICqYzEDdVNolsdVAwIygcYMoMnijOY9DFkWKiKLtRhsnd316aC1YgFIw/bcvWkilQWDVb2yy+v1ud9X2tj1evn923x/S/+iu7Ie293kMipgI5ImDGvTw4XbZkNbD9u2lhq9il6Eenpsx7d5mcNDkbkiFCxMaxG1hAqkGWmLm7/wNI0N7TJTtNsZMxTyksGVt9UUTDsNkz51dG1MExiERfsVl7YEa78gQJugvS9wCKMmYbKsOAAxeO8Up9++SjtsGxrkgEdoDcLnPXwGNmEDUdK8o87KlFSQId9rP3CTmm0R1DJyljkkr3vAcZta34mF3aJ5johVfMOmrE0DBl6bF+Eb570sOUJsysOdxpgjLg7kmbE9w5pSRwbSJM0hnyyx85xBLYmR+v66/rucKliqxQEiPupo524Dq9WIBrsW3snrTPn+1ZxTtDBdVVQUO4ZinWWVm2EUL9Ee3FAKgkgxljKNYuN9t3s5gnr+6iYiSy+gEzE9dzJreqh6brCLcIiCa/VWxVBab06OQaporGILfQFH6rpN5OZtKCbWbOlTA6myfgQvmr1J29tddpGrwmiLzhnFKoVM4ptkokD9LVcGUsQ/n9cy+AtxksbSaht5b0tkiYbEErz7bhoc9VK6n1NOuWtgTKjetIfpWKLLxiXzH5BB+DphsRp3XcsqVwyj+BJNppeSXGcEK1UIuvOSCiDSrsVWlDS/vt/P0JZaSg6H+/iwGAFdP4yYbVBDMFmPBE+xte3H5A7U7EKsK6jAgF5iWYzEqw1lxSlgvih6UTRcnu379Xp7Pp8YaOfM0Ad9f71WXBIk1LLuqMDT80OFyGRxhZ2vVjquLaxJmKKgAwiBngpqqFaEaKNpsOWO4yb6XwVSZccrpDgKpmgNlZSvt+bj9SMiNKa0pcyXdDnta6VrwrvQs+Mpii0OPgnKlhOLxYeK5X16TzXQqp2LdR6KOmQHiwt0xfv1JE9tJHNKIpeiou9Jomx8j1oVKFEewkz+YU/A5vMuNFVhYejeZjtuaET5ybYrFanByP/b7faY0FE89Fuu1/ePq9tpJIw6OFWzNiNK6x1GiJ6yXzMdGqkwGnsI+/zHSHFKmiA+quSHYXwDJjgPDWw/EyefP0/b6LM9ifvn23fuOWsn9CXbfYFzV6jkhm9YCqorSNq3TXZmMdPOP+waQyTMc2WROYOLLrwlQSieAseCFF4C3oKVNQyu1/vjHsbU51VGwhIGKGjfbYXkgvEUq9bL8/fzvmp33u73y6vCaQahARDqnlSq7nW63xtDnLw717aF6/dtnTDtl8/hjdYEvn4Aka9JRShOjO1kbjLSxskyje3Epj+j3I4COz2r9jt8KQAb4DrC4D6ro8br5RQI8vTw4wVN/XAQj2/ylL8PYr9jq+tw6tkR9Kjh7k8IJMLirHldOoW2McwIaksmMOEj+L0/RKHdMYxTUlHsShozXeZEY03dcsODjp+NvRR8Mmp4HkMiw70cdH4eOZkenh0fP57Kk8+XhZisW1xp6zihYI1+1q4Z6MRBJUAhi8Oa+O4sJXI2crJEqc7t4qCXeJ4qwg9FO1kfqu3YDhtjIPHPq5e4+wDK97NnCvI/ewnf45pP8+DgLqDRB87PGNSvesv5nh7/tLO8cnWWobFiOmQDrLgMLUkwri90lUkBXfietdtESsfhOULl8Cdadik+jnPCf74pGAGkC6/7Kf68dOPu2R1UtWQvfohwIalSeG6AI4pAyZHIV2xtNzFQJ70RGOkuULr3uOxzQ0PZAPLY8r9ZDdfCjjItUqLnfDY61q8bFgDwRAnl1wpi7OAWMso65Mveq7ihddzvt0pSoANKBi0jWtkg/lNe91NGarvv8AFkxhCkqcGesGJXHGH2BsrFDctHUQM0qFCV5+Stn4MQ4FaGVDtkVXhUXs6Wg/te2s3+3Rss/lKduE5Mx3GErn1abyuOTHpIZr8qcIOFcGw2dzDFMfybRBv053Rpg1STemP1x8Do4Xd5Pz4OeDdBk58+e2K8QdjPpyp24qvWw/7AzPPC6D+Ncgb2JZ1sVHlqJZTtyLTYkqkjP4SxNEe2N02InpbeaL83vHgb0fMkNJ7zH8k2387ZcaWyCQbN7vjGSMxI/vkT3TQqJ55cnK6/I5T+BxsqRbnuXQbSii8fOpx4TVZi/DJ3nAUfjGJ2X6UtE5BYVwpZFvDQoAs2LJEqY6U0MIePDs7OWnzIHKsHLj5RjdsDJ1U4QC2kA0GNTy8o7nJ9/LqtEpFP5qbtLNfIQocydt634x7GFlSMDTLcs6sk/g58eoJwzR9BKpyd6cflm1LmHe3/uHxsWlaiCxMjH6Wg0q7f1mFslIttdNl6T3GneAddhrZpWzX/3WQ6zds201iC53UpkXldGiuUibR90CoQQQeI8iKS6gNyRr12nu9N4cfPte0Ix8ddt1UtcAyyYXgVr7Kbr+49eXFrymaiVotV4CsCTV1br1ynlUOy294HzvSj6TgjhN3FGMW79es6CCvgh1FPPOYKtpS2kQkhoQqMs2CCa/dm7VBFiK2jZBiuTQKC0sXJK8RIqTVSktojapCLFKMgH+3LQfOQWOUu83iGy8VjKDyeeg8FTMDwPeAjdVnxEiEPEgT5qsit1ufERz3sJaLjKJO7MuiARiE4wuezdQktCC5m4eL6Dg43m46YkSKjzwROZKnlYk51M2LL/XqtaliFduqmgoJ1XsSg6q65e1o0wfnyV3SuWi9V3Ku8tdT9AAWiGVBHU1PfQiy64lEYXe1822LKiOXx2W8EeZrazr9qt4NPxqbaZHlXaM01yDPWEZ4Tu+Pjj72Au4nukDTqfoFKYHuLvdCtyvOYCl4q1dLUnQzWI2FfMR8lx4Nj3fS0cWzt6LWQhnFStbIrUbmy9MNN6Q/zA1mSuqKE2gCBBxLFVBgtLH3KyxJkEU3YxxKRPFj1hJGaXQJDLUmo2Czd9XO9rC58xT0qC/R9qWidFzz8cshPI41gXDKlse1a+c4Dx2oxYCPM3RDBhsACxs5sOtA8FBTKdHWF9bmQZzD3v6tLIBCrl5TsIS7P8rlbZN9gI9snXd+5Kz53tyWVxqtlodUliFwg19rszwJHQ78VX2WNve6IxFAdLR25wUhDJbdcZUFgxeuwVbIGfZPVTNURmwhJVVCQH66xqMMzh0jfY5NuaGt1QIJNSTqrpDmp5SEPw+Wj9O+R5bmtfG8B8i4QT0J8J0nNkgm/dXNq5gY0WbdZwnsMDQz6ziEc/bNNFhGABF15nbaN67Xhv45fzUbeohB5COKXuhCQuD7Oc6BCTYpj+GxKsH6txENoIdv5VORD0xXzdvyUTUX39E3TRyvfl6iz4DRipSbKPBvoeO7IT6Zp9NM1VDZrk2xpE82QOqCcMfok7terQ+x4DqHfLKN0Qa3Lf2KDnmG0FX2DlNT61XF6FTpfYOFYgWK7FQ6KM/18v5//Xh6P2+N+//1+ass0L0RhmRi7XEUnJeufwBO2pZs2pOvzntrzrFre1RkZWJ+sNMKiFNA5wmaLxbTCLQMHzOjoCmQcJmybKd7XqVpwQBdakJqwMY091r8PQiRouTYVhhmGJBmx0pq1tqhhvWzzin7pilNYZYb08MiXfmDQ7wz4WMFbr+f1dmcBW3PPI50HGOz95YmbDw/VhztCaBDPRCnwTXwuuWfGaP6GV2zN4jaca3DXYzUgrru3PpCIDhHfHDV0niFMTu3aGqcM/V3Wnnc/iAE6RE32m+USc2FiZ9JMDmxqt+GQ7OrwzDbBGjqK86SAyiYIrOmKX2lhkHMbAc+tUriFQ692JeRE3GI7gg4g/bYCTGPFAjYP96MmJAMjFgthBlMBzwwhdv1n8Zz1IJ6UxE5u1xdy/ae10CUHen0UG96UGdvHfHXa6iuqTcmFe/xC+1XY6A6YxoYIcE+l6Ifyv30gbF1xbbwGR6EfzNpd0sAy6UQrlaaggGap0Mr46oi7rmoeaRLTmEQhqMk/bfdghV3dYTJ+niYcvSLNJeYiQzJROZTIeo2ynypUiANxA5Bac3xdL6yOVlVDECi7q482xaExc9NlczLyJvqRZHT6AVIRUqPpgIA7aMVw2IBWNzvYKrTIuLA2wLcNlRKVC17Hc00SRZAbApiLViMuyRsRnaJykde/i5Ux+A4zv90uK1CO9W2A22Jq1zujNa+vlSGCnsGIp11iq6wox2yr5kW/MpyiJnZR2QBHZPMAeayyfAMdYDWXxYdflS+D4qvgbEJLGe/MKno1gFeVm3HrAgLuDPusvInrXqZIVStoeFor0VTiMOYxVo1Ky5dEsavez0qLdXbc+DSx+ZzJUqLlasShNe8rjjAD/vkctD5SkZ5afqhAMApBS+3GQMn4g1sSCOmqRuHAbxk1IaPD2hy8PTugNALQxWS0Piv6zKXOxWZn+1MfIseUGBW9PDwTAYTbiR20FUpEf0JqBhXGrtTIsiLQKLaW0R5+erw3vy56Eh+0IXskAvyoIhibxtSqgwrMJPq+uSS5AVF8ZQzGxqGKQzkQhn/zy/Cryyqi2BkYUDwxglJUdsbS1UJ+RKJv4D0PPE9gG36Whuuj7+NFokzjlI3qpWmGPO9zPwl0y9a8ZZZPTyyBCiiUBM9AJF16S8sOafR+PB6CC5gsjuZv61lV8qFyt0ZVCYbfvOjXq2Kfiu/HZVWrqoLsy6IGpXitSkD8etwfv26/f7/Y2wXeFR+2nBQXUmU/2tYqAVMSR4jXTrFhmHU0tn/l1oSOhaS+sfVNhOldiTtCZiCHfvj3TDwRE8Wzpo2IETJroL3ZmTiUuiBv1Mt12Ducg5EfOmIO4DHWS5YV/AHp5TV2VAJDN9nO5ueIOB14pVqZ2Fw39Q5IwVy0TUvr9VHdhbZpJgw0jV7CbchC0UutlEpUy/rqg5aK+ZeorTbCOCHAstUG6vMlIcaOaAmJ7tORQBeKvHF0mRQR5NrmIqFTI8vigqO1yRbmfQ4bZV5cMYdF58xu0DNzDD53O68G3/ONAfbFCLWtksEJe3SIyPorOy/lGcS6b8LeQ7os/buyM34IQxpizQy2fSN5BI5hP5Rp0mbgp5JrgnygVFRBfCy/ySlW5atVYBPVPsJt0A5MHL6yI+VgKeYmS/d0C3XQZB7tUbUpeYVRquAuTU0egI4mmC+yRsRxMjyE9Q8IfsdmBsCqGeqQZQzakKR4NaprUN+16h/ZU9aUJOnk8hUR8oHDIyblzIqEwOtRoYNbT9eEnCWAivim9hJkdjHXlUw+5J3dHsvewF24YHcMdks0TroqWqtdquGbugpp8+W/QInmPtlYH9EkisSq62CIMkwnWhPjYaKThsWqH3opNrJDGj8Qncikcpn73v+NTcuNbwZq/ZrRehgYWixCj68gTq2hnASX+/1epb+pz9RC0WW3io3db8/fT0BBgYWJYIBdYjuMI4f1nIoruh3KRm54l+tMji0iGNCDOpo6dd/EwFN+OGCh3cAGrld0K7kFtVflJ0I8mZtAdtXhaDQKS98dUFG+tDSSRkVDvafplY3FY1WsZmvhrofQLSbDp1y+sjjNdDIBjXXlQnCWCi6rcqzohWt8uS5nHKx8vGgBOuGweglh6DizOfl1+AECUAV1yAmhCpxlHtx2TJX668ABu1umMCK153ovL192uhzGwPxI7rT0n3HPW5Tq909qoL3B0w6JFfnvB/rKERiDCpD0kh3RhfbtuJDU8ZHpcM+kz3BGO7aHZa++zvr4/Blsl1rk//RjIoC9c5zsDjZ/ecnB683LOzjnh4wIXnlc5x4C1RfqBQzQBEMcKTq4mu7N5/P1+Ie+0wWtVShXMYE7in2q3EtpissxiMOWdpcQOjWEoG3fBrhEOLCf6zIXP/frfUXerxYOOZdzcvIC/P/oEwmTEPBkWMUchZ71wY6Xnyn9rXAfy38diAEqm8KXxuTMJLPMWoj6gXstR0fZVDGsSDZrjCnsHF5pb0nkdfji+hVhPI/79alSsbB88kGlTew5ii6RV4TwlqMgF3PQ4fHjoJETOLaf49Vr13ZHIpyHr3YFqf04nHGntj6kidhu/5bhw+ysftpB5G/A//lbPbafmUFdksub98YnR1smOpreqGjw2T4MCzn5UqVnLBw3Vdl+j9azrB2Us+tUDV0ktIFKY5rEfN7pjouSpXkplOhPPsfVHjnY+ZDE/qi5GXwhNMFsvXINyV+Y6WRLVasON+9VIb+n4CAlFS087DGwlsMmcpfn9xGo9MMiyD5c6Ey1O4JW0/HSXz9bNOPuTVVgSRgZ8729qkdYuMsOTsdzl3c/Gc2s9FuV4eCxtDYeA27rmvsTVC0XilAZhagd3ivAQj697a9kblGqFKUlHAuVW3A5geQ0lRNupRgyyop9SXmCpHsrJPscByGONKw0VjhBr4Xb9/znLwxoxAhQ62h0tT0/B/5Si6aw2PCk8xS6zgELcpLfArhmWaZ1fJY1+K54TpYpKrSyppRLNdwe4oQngEoo9JqRokJYLk2MolFWbYOy1Oyso6tjGGBtsNnio0nfVXPlc6mCl+2QsK1tGzGyaru18gB/dhyEQal5Tfjg/lOrGm0tlQWwXbK9/ENb3Pa16Yp0sgDHUKyOB6A1Vfjzq562QzDYK6JzQduC8r99CtPTthYCfLAKF98vrr+SqFDDmXQ4nSmlZ6fjgffRWDjuyuZEGk9j0X6Dd2myjGBZnjd5aoTjqmg7wVHNPHKH0qOiMyxAiC6Uk+33S1nBb/TNGONHmJ/LPlbhx1y15AitbnacC79vUMEhKNtSN/VyduxAyO12Q8J6FIMVO9j9Gy6+/epYMsY0GrzcAelWgtWzoaGF0yUNVZv3BIVxB90ZjEHD2FPZ27pV/Rt1gVRj+Mr5NAVtE79cPrnXOgT3x4rnxM7e78vee1GKVPoWZ8cqr8xn+axGQFUI+b06wxV8C/uv6nQ6CKG3Tot2+f37+fjnsfj/fYGjLqDHLUyNvFV7ofYnC7hrPoaHM3wR4h8AtkjLJgKDClAcV8Uk+RBqKUkV4iNH4nc4DafNzRJ2GuCoQsyooWgOYPnhEsS+fz631SPBdIZSBx0Twja1XeLCSqoJWP1zpNAv0A41W1sLqlo9JUSX+xYxVJF5ovKkCJLvxkT4ISqb4ftsvica2ipAbGAECrg5weesmhHx8gJH3arRz+9mJhnuv2h8nE38J7dPu+bI5Ho+U9oYjSb9q6cDhmjNTi7WrjlJ4wGoPFu9e2e9MkfOkBhAhOj3n0nirVUcVtUOLjwrOCFpQBqQtQv2dPG0JDx7d04I/kD/VpW2RKmW46hchw6TPtn8b/s/44F0U1O6HYNQGovDNnZBgpgR9ST11ML70vivGwC6E1dW1YjJdxR63UuH3l6EibHt0QGq+XaH6hUmQk5sZjWRiKQNkFgULAxCGKuvCe2y1XzPlhYRdF8mMceyCgw+pBAXJxKWBApH5hg0vArwj3cTtd/HBz4f8fa0iDlIJ+xhbuJ4FDqKWJEXkyFVUc9cCjGlHRmb96Kd6B1Ixeg7pm8LxW7KpM4jA3qd4tW1ohxjLGfgeaBHB0L+5qxl1gxO6OqR7a3CVbI0ALmiCBMtPICnFGwUDvIIaaTJ1opDVgPOJaaDblKyNuNqmUHBIXbo0NlgIFjILtcqWSUDQfQMNbWICuHdkVdsuc47azEqT0Tebbs0l8VeYZEVbVsddCSZKTFHdLx6lhxT7CLgFrEqTuq7qWsdjgnqVIdz2/FKsR6gzGZWfertK/DSoO2BLTgmYJhYa69BEg0OWg/RyhJRlXqTbHnaJyRpqGTmLWrKcBoUtRflMtSFPraaWiTQqujvx9wmIgC5M2JOVU0ZUbIw5JjDhShZA20dF7AuqXhgt/s2lgMTA5HVh4+NLweKk4pKVVaJL8Kg5UwmG8NyiZuACL2zAZd7hcO0fXgkCJEWOBlrmYs9+a/Qi95CF1WL4sQ4L1S8TGc2nTA4SZppVboxwBxP5shSB9zaZLNVcnEZISs77awlXOX40/uRWsx2S1vEEoYKSQlDgSH0xlr6L7ixY12CWRvpCaWwHQFn9l5naxwp6OR70z2t9KnaCnXwOek3JpzfKEjsBalqdOMIUT4Cpkljuf4+vktbXeU4FBafoZKr6OY6ybVX2OpiqbfXZZlzqSJXfIVoDHbp/W4WWEGhq6RnSUPsBjIhVrkaioyiGfKo9+f57+vx6/7r1+33v6utzm05/eayWnFtQLAps/OCS+1gPdIdeoGCwpZfims6bF8q8MSnWoc+Cen8Bn+Kn6KYULUWet8uJZ4resYHSjSmPDSJbbDyncShUZoEQrCRVzLULSQZFU+Il85U6SXyxja/Ul6feg2v/tr326f6GxFtHdBdgbIl8aTiNwrV6PVZJdVerkB3muYlX+N4DG3YwDcC5HKdaN+w2yzo/QB+t8qiNonfHH2arxXNgCb3ay3ceRyahLBKdO90ZIill583rd+2AQJasoQRrzsPBR9r4mwxD3VnfSUOkXDhcZAY3Li11af6T8lg8Hjq2byku8ZHfH7vOP5bXzCqrdFxcpM9KsRcVMDrwM4HpTR/cNJLl4GJJWGdlSiDxHC/eDIEhY7LwrSY4qQOdYiDpxf4SWjhWsrEinVfQQw5yAj6KmV+BvLYPmEobwP9BKrKqdjOIeUmbHUXoiK0TH0lQgZBWoOX8GGd2Lqrtq/UXiadUiZzuHUW5InA7S7sv+1CGYt1gUfLnByV1pTLURNVTFzqBnFeBlLMtt04b9uR1LIcIF1keAB5KXQSko+84kBUe1+76xayjlrVaH+XvUqUryB1pc6+SDFH6SNsE73tc/SywzJLu2CukFaYWa4FUrDCfWr8EVSiYAW/ufW6yOqUTeIo1N5YrFV614HaXHQ0FKedVVi0Hua2io6294brVeEqr9fqxLBySQpnhEpMjfxWAUHXz+1+ff5+Xa/VlKjKjGW0mCCAGEYXQWmGuWdlx4xYs4vno2Je1cxs+sq6d91kw5iUFG+7XZo+QhODVsDTafe7ACn0iT24svU6ET/5eyu0TPNe+1KFdpYO9qmQS8dbUdcq4p2JcC2V2oYN8N4KLcEdbXC0EbbQ6TODEKEOAoJ2D49lFbFvLtRCv5eVz9Su2XvUKf39togR9TMKGS9aKiOsyliwHwm89HgjdKxo7Gw1weJDgrG18cgkuV7Vl2/CaeOTX4YCxE5ocXRHGOvx0yxSPosAY9mvEIQu+dfxlnRKhPFgWBG3I8o8B0AzfKorIXhoUlc8SQJb4/n7DFT5R3p6y0vChQ4/73vCPUi3JSJ0p40XUlB1YGcjtW08DKcYOpE0Zowt/jCooy+2SaIw4a8TTxQ/rqHnlpyLf4JOi0IaDPE/eSBSOtmrxE6HggY3hJuOi1UE+XqpHgyrXTu8NfD0mjbe1fOk8F9Eh0vKGtKtwYrvk7tdL+jNOrGOCjZ6v1/v5/X+z/3xuL8gOoMamDCdlK9fCGs57q4O7uZSkLxgQc5MC3EtynM75PjJkRczPccLJswmQIxRNeUuKmlHu25AMIbFhVC0Xq53UWLq+YpKks0DoS4PQ9nAlSwx0lE8Hb6G4TP4thAcrphkz1Jf0fZWpZz7OSA/Zrd6LnSw1PlSesy2htty/fCh7JUkCXvy8CFk3pkG7oVnBti7ltX/4jifh/30tOTen2vZpTVTyE1wC69wYVgbIZGT0QtoD4SOqrSVDU46Fi/d1pZRPYOBnONZ0LPLcofC12VyrLVZuEPer3bEx3w/p140T+BLp/qXu69OX7KlBVrvHHVb9FHiAlkZYKS0YDeIM/PlyF0lyfqxlAtksz6AZdw+wM2S2OU3Zwk6rLS71fRRjv96J7iNU1kh8K+CNWxrm1jASEIK5Z4KCUjFtEHnj468+ZJ5U6cZ4+A4T8zPR+yGywTQjmK4mWHKlNSgIr0s4iOktDUSuiM+elarm0a6LbWZ4OogT1Z+VnRlAvNKAOrFV5loDBEiQvlgB5dH5+P1nxrAKmG3Et371MdPI+Q1ksgOesL8Yfsrlsl5hmgvTq67l3+czNFxWyUTj6Zsu17sEoBLBNKkD7WtDh3PHlvofvVHyuuowWZm5vAQpBC3haYfLeshH10CEW9ZE38tcXZ7PFatbxSZQ7qP3dgjbC1OR9B+B15xfxUQS4cdypK/BHYh2axxOcQmmFFEJA5sHpRlIcvtqGLxIvs2VUZSQK45vC2rVmlhqNCG7EqNgeaYcmy+yrUuZXiaQLgmS8HQGkUNjFPHRsKL0l4MldaaV/Y/sz96DEZMh82mM0lr1iMil45g6D4c5I0KaAIbgSPoRFEv78IAHHEKAF7DWRIRT2lU9BINIg6aN0ASL6Us+LHTxZ98NhZ0Lq2/3Sd5lga3mpifvuD8kyLnf/o53NVVg88uhtbfF0wjYameDILZHxLGuL74/hH2fD4MOX+7XtxhRn+8FEOTs8yOWibx3G0Q25cIZXbgglhK3pVrEj9kEggn3unO6h6zTtDz+Vretpf7MBkTzKFa/97xaUKeLA2KMfDtio0a2hVY7ev1/v3v7+v18+ufx7KNGRFg+6f4SNrDhc0wsHsMC7tmb7bltKJYdVkDFJsO/SefWV163GWMlvyI1YNGIjc8biwp6WVTKe29BWoqymdjmbhM2AChr/PSsVY8Y7vbP6IvGkRcn6pYeK0Wt3MALFAxOYwIQ2IMdYG+nrUvk+MZx+2bz2dAS/t9X57Xz52szycRonoCEz88xJ/Mn/z6eu12KDqiUGun/ScTEpJg6W35H3NgKBae6c9MmFYnnLmK3Y1TJobD0DhRrJTmlskngpPFPI7FUXPW1lt6C75TvuoNTHOXXprWwjRgwZ1SBvhKT4zPZIFi2lubMCm1+9sWjE7NcLkwOA2LGcfEFj4LZsw1EWvKTusdLP0lufPAAUJPGHKEuib5RkznFI9up5Ovya06kdG8iwpDUHvwxg6w69UqMhuAch//OdPKIRjH3+fuLCOOJvjOQHxvy8LTjXWtET8OIklgHCZwdqc3C/s+ntOcLSMyaLQcgrHKLljtYtq4EUBMs4gBzH/CuM7maKWY0ZHuyCpNaXQhj5XxbqYk7eUM7D7XRPSQqp3Cax35yWYny7smm7eGcX8st2cJULYWQ96BGqJofVW02bCpF1k/sw1Pg1Mcn0uIiaOdLZnfw7Uh0x4Tb8oIzKd1V/uRcr+nY6oHdpSSTob9ppk36MbTenhGqojFchgKsBbW8SNnmur2lJPXfwA2jbdoefQtKagSgf6AeofqGN/8fAYNb9G1P3SHL/P6VkBx8lUpUKHe4NHh5ZvD+EF+t4u9rPNWbU2IXbyL13e3PmPNUQurdUGSMRoFUASGBhTholILDR58hZBp1mBclmqXzYhvaOV8yj4PY/tU+y7GhVpY5EyMLc4wAowELZ6+blukrHi21/k65i4Nim3QyL+ykwTO/ZgfXSupFDrL/xAo26YOpSo3vO2W1rfo/mIl3LhypGmpg8LI3nRC1/v1zm4I8slUdZbP9X5nKgsXxkCOHo65uE6d962wk9f7ha6poCF2IDWmYpYmcXUtI/P5+OfX/XEtXg0ACW8gQtFT48+BA5E91YSXY6nqiJLpyOzCmugPCjqrXLiMwre9sh23dha53l27iK064H6cACvBiKEvBa+idJTTR3LSSzSYzsb0eCBRkIVDfdH6rnusS3LLuwQfCXI40diwuepqkEpKtuMcsqv6QygHZu3v+13FVysIZDWOQ9YKIfX6t+o7d1MLpTGIIA25dWNSrVjUORzr7PRXr0+gbS7tm1XCYqUA6/cptXrKeHhVFrLvS35yDZXd4YL/+PhzOtRbGkGsDhBIxbnsPhM9iQSDDLEwD9AFSGtap4N2dPs1Wcw79fdoAtGJTFFaRqfGFCmUVT24jjZkZ3hRKmsB67/sViTOUyeLNRjKH1Wd6xY6HoZiqy/IWVsxksEkvVyrLjbLu0/2b9svm2pa3Irt0K99rWdkJzfHZTELiCVhyQoatuI+Mn8Hmaw8hjxc0CxX1XgtjfN0JXjrn7JHKrv08rlHQwKyGFVLp6hCaW9FH6vsMMsDsvAvY7YN2XUdBQe9B1V6aY2tUy9RtBaeYn3OIaY6Ada/t0qYFmRdYDP1LYR226CFG6cytmhsc+Ku+jaOrWiuc1OnJtkuMmH8uzGoWyTyGnS0ozU9Wp5OpY0VM1zZ6L2IYhVFCez0JWO+aB4RUqzAMXXBXrQVM+H6um4YjeIxh08WMRpB7OKQjOFgNsfKnnQ1uIrEQDRaS0lhjsvtopCNgSQPG7kDUIdSSJhg9CDxhpIJo1OP6haPvDLhYtfL3XWtolUqRwOMuYmaNtESl4q5XQN7/Lq/35/X81VBQ8UTKprUyqM7TkVWFE9QHSu9T1i5nD9oUcB1I/0vdegFjc074uCYXsPBQTvGQcoSQ/5MkTBQbbfHUoddqDAHnQxOismpbSj2duErK6gOsmKFHihR0uRjtGSP42kKAu6WYPHw1sQ0QxtezF/9dHlPhjCI7MC0EeeyBlS8En0aPjuNE7lLK0uiO4pqaD224jUVYUoVC/VFq0ee6y2LROFLSHtbUcs2TYNieRas4FAVr8GwKXSFQrXJF8rkSfj+tFyTCEZ0YkmlVSMbdV2l53ULu7hRMQ7elBADevEqCIvULSE7Ds6f0aodpWTFtwdFg2Wcg2yUcVwBKRzHfCXpsoxIaYvDFmMU3QhuaF2T8jRtqnOAPPTkARhwml0Z34s6ZJDt8LBkR3DmOfQgdhNpflpu3T4ySfqN5/Zya0UaxwixS2iAjAPC4VoyoM4Ka1hXWgrUAehw9yWbWeQtmV2n87nHFPRyKkQKzb8vybR6rzMWfyXHjqLbZl+X6+u98sXuvx7X36/X84W+yevtRz+548Q0FOoJSj1372y1NPdixjolPYwuQcwpIv1ALyvTUfsk8xu7BMUoYFETKEhS7adwe+stVqtTjUNfI2FurJ3AsJyZ9qntJTLXk3Ohy+wvrNy8yjtCF2DnyRv11P2o6W3suYbLdNKqJqggeBrPK1S4yw9qba0ydxTuexNp264es4VzwU/iUnxBLEqHwHVwvlZKwVUISEZ2qxMPe3n7sbvTQAFmbRJ5hCPoyy908BfLizcQriCD4uHbh/21mvNz7mgH18Kik7ggpA7+UsUaSmb3sp8svlAHByCN47LxfEl8zbgCZnrHxa09I6LHaiCmwjZtaxnmHBpoL/LRE9aiO74ucaErjEjiEHVlWlsA8bhefap1bprMHZcSc7t9XistuZZcgBrtTq5k4SPrGmkHrLFEqKYPOJbVgZFJG6x/wPLlsR4cZUuXhIZCDA0yyM5qAR8fxBa1uAgBTcmoU4+/IsFPWApV5lRbna3g94obz92U4e0UPg9KuTqdH/c1PMi3SDler/aak7E3AXT0LMQY39uS2QkLEzTXTqNwjWTMmaA/kdXRJzndSoa9zsS76mEgMrOppqjkutoALrXVB1ZiCfqufOuqYyPCsLTaknKkg9iD0EE+gCKSrpRCZZbb9qIxbp/G0ur5qqYxNAFucQA2AiNb3JHKyvO1Gtndbtff/1ZPoJLaoDvJBVvj7PcoRsQ8wDZzI+y8QToux/pu4VYYmWbdAIOUHTu6+br2+CrKQCJ4CRodYXqa1iBX+oxXR9uB8bYmv/aYKXnJvHh+tB1Hz/9mX+BksYioDitHiwbgRJzYrqDqPtZXWTiN0bbsWEMOiNhzhTVxI6hAxeCwyviZheG0Iuq+G7xjbIp0vOIgaLfYNMnjXfur7gAhrYKwxYUMj1rwT7ZJywU5Al18yIvcQMxY7tzBNPkOn/1OuXocIMuSWQ0+wY5iw5wO+iqtmqz3mIqSsoK6D3V0NDxBFvnAXy3trFiHlcViBIulFJLXuo0Nw8Au4E9tNWJGo4lTzRHantaWKbnZKksDis2MsjSCg8poxDQ2EyaZ13UWv8HryHlYQaZdCiQzDaZiD762oNhU0qaQWO3N4Ixu198/6ECoxZEnBGlIzcC2kvockiNrutqHd+vaS19NYquHtgLrrRbIdKy49jr0ZcPY2cmzT1QY5VqrGlIMZpTbLuX09ft5u/56PNaonpXoDqYNd5JirhbLATCEjfewhdzc23c0SolwcfXKVmicNLs+ig8ZiQQqCGL6iYMZaff2usBKUbGTbzsYxHD4lgHxjXqkhSFaxQRG6RHh/VQsutkJmIbCO1pEQc9Xb8NQusVKWhPiOO73lXXpm0OX8nbayuu8xAhVIK26v1AHCCRLnDyhjRYzkKECm37n7Ruk0r9QLeiIrzxtzSJC2HNTeICGx1L12bJaMuetmoDH/Zfw9hutZCO4SJWNBQhXOfj9IcaC6YL7nLOd/NnPsHpEpZcqpQ0Iy2/daB1I7r5WtVgMYPV3WdegelPAEA0BDMOzc4EYIXxYro0zHcAa5fqXKFqfyuVrR5BWwyVKzshBaoH4TTuI6KhBfSIWqCyZUF47SOGqiCDDlZ0b7U0sjfyp9gxQhpgdZB09ecTRptks8LiGglj0zB/cRXBS2mHKbdTNBdEJGyNprdIAkeD7FVWxemEfxw+6SFhWoYmnA+HTxxO4d4WjM1/gvE/VFgmFoSh6jvDW0O/Ts5BrQIqWn738flWYRIGCn0+VNFtd1+u11Yf9sF8kbygSelfXw0wKH+AaOZvNlRhbChevjgpNW4UISiqbWWkI6ZtKcutRkPQFyshMYqQfLmJlEaVplTVGcubZLN9D1f3KrsXmVMrptzBl7Elji+qiJluKpvuqE3d7Ptc+3O+NGixAuYOPas0XH1thNSz+18EtvZJfsrXNLV0BBsYbmR1Z35Lq6JiHdhGC8yAwkzpRwo7Wj0aoPNLWRTaosWKCDIeX32xyReIVyyIhWfocO8YPBlszh6Nd2IZr6q7U5ylr2Eo+CVUu0CbFeEvQqiDaWhxn2yyCWY3UF89EcYMhZRyPIDnI42CHfFut22djCR2jQBXGVqe0jFMnUFFoKayd+trRIJTCeFo1MyxKgxUasWGnJt+Mjg30NL9J39n4HnUI1o+NB4Pud7goyWAOYOhCrtY61nBbkYiVD06UGpgCn2gSOZw308Ez/TE9thpppmwxz4EmzTfVOYbHwLn/6Scc9zEnJfH7mmGpei98I5WPKVc6zmpbLrdNU2Xbvsyq1c8fG4qLQMHcNVThGG3d5cI2+TqKq7PbLHgSfWOyfoJPDrWXvCodN4JpkA/EGqC4RDjl2RYQiHr+ft9+XR+Px/P1O4J5Im+B0YC0XL+2Y9a4v/Xa3i4+FhHvH2ZXHIznm8dJf60YDAQ4ffukE2P/1up2y+neR66zFPTAg8bI9wlJcvCQZvR8hBoKYSUwZj1AWu17ZSgtafN6vVdnpB0qAtx2KCkUqxfAwX8lpx3dVtE+Me9Nko5GPXG7jSAuut2GNojOB5NqcbPMLdA9mKkVo3KoKsRkjzs5nbUP7Qm5ygDLmdhJdli0OOnSumIGfTSEnR141ImGENMU1Q0x0y0Nqm/H56W0PSKlQg96Z+zcUGiDqoNYUvwJVUQE6fl6OMT9P3MhWe9HeqIHX0t4/yyAa5n6rE1V61XBELQ5ER6x8l07DBmpyAurUsm4P+NIGs/5OuhgMmrSl399kArof1vSfLTyQRK0TY3ZU5O9vRq3DNz2q/zSYxySlX+pZR8Ks6tTbEG9p4/urW2sWm4v2B7Bih0Yn7XBiFQqboVXWaCpGfc0pVVW/qhOW4HptQtd4us0cAEYZf5l27xUjiku0oxcDesqEGlcdvx0FavUpFkbpo2xEzPbbi4h5JoazKEtvCuUgyOEEVZE76Q9imU6vh+/fiGFD8YIjLll7w16U78QEG3Fc0blTa6UtNMRw2X8SyBaCRq1IfEUWv8VrKlUQ/LkdoshkGeV9221CTv1Y3Y+2A/bPFL0bpEgyhpweCodxbSLdGz/46yPxLAYoxvwttDf79M+oRKW8bVw1l25L6QQdGK4v1eBPtfC8XQZhLCZymmUDrNgrkNExJnGxsNgmctvr+ttcBwiXb25pxx1QG9FHYoBXaGXhINzN6edd6IFdCEHL5xVQyaB0xp0HL//b+dQ2DPnNuxYglXxAHjGWA6TtaUtH4afRcqgV6dP0bRmq2Mbf8RrlMPc7LV3oopCdjnXts7JmdO3MEy15oNO8Y/j0RdoXekPVKFD9oBGBWdnjIimuVJl6lhdLHqCB8uqFLp57dzNyzUjkkwT+jrNM/rMMuU7ajRxH0Gs6iakIcTC7oqpX5ljHuku1XV9dXBQiRcvlHaxU6HdNqfeVxokw8eXWQhbT6yWgp8PMR2KZn4/VwD9r38eiq1yQxQdCqCO8lx1uZeog6LIs1Gc0PvIE9aL6T071GzA0A4rp3aU8vcax3PeKVAiJbnFctvz6KFrmMufeqM0Y8BQRm054Vmb1VxiCldbaKRnFL8Zqx7EY/XOgg2HnXCvnLWqfytOj6Q+XkoaNY00ZWppK6/Mb+9cRNY9C9Hryg3jyIxjUmCk3PhTE7Jw14vjSVFehXNbEkicfhZX8LHHvuCD0CKug9ZTf0wOr+AZrp+DneahJ0gHsaXVg3S0ORqG1oFlDNatKET738CnapbVH0WyfKPkQd5aJiqs6f2GFSv7qtJRXAJ66Ntw9ynys8/gxkRzZzEHU3hLQP829n58094/e6Q5joXIWllXBaAhoUSKGphWFbFD6rJHDad+0YlzaoGWLHlNTHFxQacvdia0yrEwIFf4da9+kGLutU+kChE4UAvldhrri5NBFteU2XZIP1xLGTJMcKAKbHqj0naSgmpdZKxsDFsnRfhdsDQRcCsq2mK5sLCUoZEPUvY0qzIN8kHUq0wwE6WPR0XJUid6HIgu5Ou1WUlztabVc7DCvaiHWuT13R0Us9USj/duVDJ5GBljNJzIaqKRBtxsrhuudvCFq7JtSz0Pu8BcY7OJwrBeAh87zi3sEFN/1fFu5id50YgkKzcmnpVKV4VKcaq3dWftCZd6uVUfl8+qLSe/5lKvn9WHfay8TnIrk2DyENYyiIa82PRwlTbvuD+d6XSIBfh9cIENpV1lVOU2VrIok5bt0kmZhFRPydaSPf7bHk8EA8ri1KdFsehDzpb/SlTHcCnW6NKGVOCe2ou6gt8gUZS3gYLOgaGlMpnD+lCGo8oejDo0CZfAj2Pb2joeEHamlBNm1uB/wV2aUZgj8EAl+oHHIvlzI/0aDuNRpfoynjdIC1Nox0x7sEIt7ISaGdg5ZEYcW+3fFL5kK1MMzAYkQXiJI4uwd8g4j5tXZ+3dHbOmzmrltbmK8vq8CPvxUcOxfJs9Y7ThbK34HEXsnClWYArRYYv0MEgV3xzTQVVxrz6HFhwwFcHQaxgZzG6YrONvsPeAcLRwMoPr54pZo8ikk1/zbs66AxvGX/vkDCPDeWHjT+MHupxZs4GUkxUaJqc1jVglt/Tu3auRvj6fx+2xssICm3FQx8iunlCr22AACcOqmU2gsXWgLA3jvF+Xfy+vf/759VghAEvesrllS0BRqhwIAnu6lWq646fBYPwmjos8wyjJ7X0fJSia2Qh9cxrhNBL558sSXUGBXnyhdBvIPQmFX470HFfvdKJduI9aiW2j2vvYpEfUm60R/YcTlz4t6wI8K/9boZiI+EffJBDSdVXrKcbI9Eb0CNYg5BOxRpAhWHtG61iGzG43emLFFnZ/LjxesbW9GtNy7P4wBQ+8y1RJiWVzyS0WFPkmLiGzv+oQ5JYFQtu+4h6yz5I5eEdPHVZjzIVyaPNQSzohVZ3dCbUDK6xFjU2TnvdHY3GsYYPXYXbM8Vgiw+H67toHY6a6aakbNfUnRjTIAJMYiOBSlwz6wQfSyzKUz7MLOJ5Wz4Oft+Vvq4ZTJmptJKgIDZl4n3u1KvW7sQxcqfvqIXa/396v1Yavre6KR2esJT2uKxwDkGkFwCqvPrr4mAQP5NhsqiLfgvodot99w3ju26YKtWEDDxCXD5SPSXeXMH8rwbiHB8UoJen8q9lgYlS6gcOThixF87QytiZPdcWKF8Nimcc86ivF5ggFgA5avjj82ybtlq/oyD02KmmKarm82T31ltUQ3F+xjU2HyLsRa20zW1YOmp9j97OdaShriixpKT8VU2qtjCdqjWYokSaDtI53ZzeQcW9JhMJRwop56Ik9920ZbfVs27fbmo3SmP+vBlHWx6AwFHt5f16/Ho/L9fZ8wd6rPt6368os6GAO1ZGGWS5wBzVggYawffHgqSOJqwIOF8NkWETXUrIIpa6ovj99r9WPA2uqg9MmDv60En3BXc3zU0ZzXaZdZLUcngStNvsYs2lHeOpifFMdsiz24qsJ0ujLouSU7JI2mBPr59X/o3IPQpivzVsSys8wJQR0Zoo4zYnDR83imTINWtr8w4PU4i9pg0eMTMpUUfSkWDOlYFJHmZTORVaM8CMfhzMWw42ImuICqMM71/iAiY5+iHOFehUOakB6h9jqZ8bFGajegVVQJuGEXG54rdmI9ujRcuCiBoftloncV+3lWbC5ZkGxPXL0wHeRQ5Fg66PFtZoCKY29HuTuDrKeZjhfF1v85BPmBfnF9lLORBLU16DQD8vVbEGzFLHbvPIj481m0CrJU8Akhc1cKPIL7YVmjIKQmiIHVQqfsuE/NKsVLEEHqQ5vnUq0bu/tw7vu99WydjkbVlPy22tZii4suUm+ktDvVfTz/qsap6zqLwvNUn3RVKGhTNCnICLqtcsog95NcT77kMNxRoV4rO9hwesSGwkEdE2jZmQbbXhDT+Kr+hWxxUkzuzQl5HKMYAR3o+AeuXk9HOoQJASpCGJtLpUgpu/mdYQt4aNYPqCyf16y99huaFBvhEyrpEp3/LPSP0Sopte/9SPFuw88Dg/uYfPtacDbn9zc335kucc3tU+MpauOzeACjj958jjaqTPVaVo1LT/QXaQoeEjJK07NnuRFIUzH+TYBlBLT+gNl5+zVkSGgwZN5hxXGxhpWwJhUBsaMrYtYtDA1FWqg91XAicXlc+h8ddFMCh13fuM1Q9qSePBz0MQ0AifLBQaU7ar6ltCzIo4zVbbWgasUHc51M5ZlzDFyhYZteRZXzWHO5/253hdTfy2roBMFquiialrmZ0van8pNqNsR+GCun9uaUE7Dary3PTAb1gOYHD3KtBKVstIdTZvrAgJAfl3aFaFqLhen2lqEoUUlt0Ua+tlAKRff9luYAchJNZmvqlGEa710q2db+3I7pJmYg+zEMj+tKph7S7noP0k9oK5Zv5TOI7QRLY6ZzscJusFRuxlHA1i+TLZoZwVn52KeCIbwQWllL76qc1gno61TA2GiURRbbq3J+u6A2PAXFWEumchSq7MU0JoS4yH73kk5g/zMSTZBJo8f62lYP6EBwIw4oS6U0atky+/fME2gSwg0x0EojoH15xNUUUDF5LBVZmtmv6Ypl281IDhCRTR4g5553OzIra2Ug0mWEkqZrs0rwWhvSooGulcrPUcnZ1dWGabAroZQvapge/BqcwZC7XZeRW3wYyKMKND2z/hjK5XeXL0JN8PNAN4H4/MyujJyjoxp92nvNZ/PZ42fUtvrQdpryGgWZN4DDbKZZEMg0tKPxteQUqkpdtZtRL0G2GxzoZbSfUEIsZpi9/dtaxfvzgCnnz4UwXNzMOcQz9/vzuhkG+BqfnVinGpWB1WV3nNFESR+lie/rTl4MgdccGZQ6dHzr5vGn2MZBVVtsp6vggfWlu2uhIeWcWJfQbKfLxH65jGi9XwpDSONcE3Q02Y2W/Z0rR50X933AdOBCOTp2lIX9Gp0gtKH3e3o3aJ8WkX5GXJQERerT9/y8sWeBoSqYASl7mlvkF7sCiDlGJB1xi0T/RmMkL36+Xye/y7D8NevO0I+OsQ3hPCI1V5K1baJClhpciw2cr/d7ksRCzc9+qJazfyya0kGFORbuafYNbdE28JxEWCQJzQ3/Qwbii1koE7oP/thx3S5myk5MqJ1mKZZRCc1M/qc7YISpwCUUGEhJeQoGMAKtqTIYRyFjyXOYC9sEPZPp0fm7vha1ZsTz9vZ0VikRpq21SPzVhhgN/tu5yrV6LFcPZBpWtRjLAiX5jRGEhXDvu38+QfHFy0rkxdF1HfgywwrbdF2oN75bF4Tj63sIFWO5ch9ZaBEpTU67sBCjaMVH/NStVAxS3S06jy2Mb3BJGOYUjQDB9ndR81qJhtx7O4mOm36loWmWo79QnkSKlXPTX8UxVHgyPKQpyNNw+CFveA/fnwDdaBRANZhq+P6DXwZ8x3xPxnIml/SRxnm0Pio9WhhviTjwIupFyFBo9g4ZE3b2IzAB3mIAx8M0QMptukSf2UNqgxm2x7CKUdZ73jyd73LE6OFFpczHimesb5lNKI3eKEkwwmw7dPJK3cxJKMC9Ny+TEZIOabNwS4b9zueI88NqJVnatkxrEQmMqBUiKRI6iH9hnmCEBfP6NnDCtebZFOgHlL1E1KDxs9ludZfz6V+VBAWw7tWyWjaSVxjDV9FDUkgOjK5smm1Kkpc/g+0fWYs0ig5pqPbNssUKO1o7sWHL99YmapupikiwdQtJehMncuLZVxg+jomazmqF07Z59aKkysyV99ygkvMJrrE9iXEDqL04GTqRc4dbxoz6BYG6qZwyK1XMdcuY348dOXLIQlKjQeczJpJ38s3JJM80+ScBTHivzroIMMovKsH/b8SShdjr0L0Y+i0tGEb7LI1mr8J25hL3pLPD7N6XUNBYzrThFFAeW97CpGDl+vSK24/L2xbOXvkyeFT8W2f94IwTWHudaO30wjgwqqfZsTt+K0x06waoh3vKarSkTsNtVLrcGk9G8xWzoTc9l4QL6BzuGT8bhvZ24+6kWkxmuYTJxELDXSE35DmtGdGEEurAIIDJTr2tSrCFYBA9clPI5eu73OptBdSg5PyJGV73L1kWnYhwf4rKvBtKhEgbemX8M6vGD8Hi2NflmsPzp8quqU2hnDdMQUlh4duVJfL9flcHpX7CursdtKY1KrfVbmCTmJRdxfSDcdAzRSR5CU5Snq9X0+WISa0hwQMTjVYrS7o0J6aqowbdwBz9flYT34Zh79P4vTa7cVmLZsMOmLfdfZ50oXnnTJOYSZxYPXeQvUwkmy5a/jdhrBAeMcjUMVhPCd50a9/HlpjxtIYxWgF14q9tT0n5QSOkBrpHgjA04fkgAwNZ99w7qIL7WZemB8s4u4hmQUdAQNtdjfgHlw6H0925kVG+hOdCTZ02SDIuqIovhejdZd4U/D1JjCT+eBXqmZ9L4+7UpuAAjB7Y7pMWxYISyJxBydsbEgts1v2Q02SU6j1TinFpWQsGVkntdisDXMYw0px7AU1CYckdiq7F389DqyGg2z6dN4OSHp8Q3UCFou9MFx2hSp5AH4OqBGuudt9/bturuoRNGJgU0thxuShH4qpu0GrtLMC1PgFQoDT/vfmIg0mRtU5ewC2wdbqwgqmeE2NywCGKN9Hz6xSbUvavyckzwfET6Pzv0lUZwMoCr9aJRYZTCQPg2eV07Q/JYmYb/EJCbuuGZupgmYLDl0w2+Qpyu3TzOhzkAoo7aILkvugSrehryiDVaF0SXsIeMveLXkeZPEzo2nwGXOw1gYoSizvOAvy7QBA/UISRscdI5LCR8MGiHg6SLHydRU+p4c019KVGZw4P4x6f5PkNPLMYFdDMxxgkMB7BYbgXDASFXPFiUDF3/fn14qXrkPm0M0OSzHdIjWJDAqWIfd8s+rmp2lNYRFup6Q87KzuY4qdqKTsXKMYS44XmSH0GgoSIuRE7FDA+HIMsrg2TetthUGiZXCvMwVKXPo0aqRDDTO6SDFEmYWRD9ivd/GaJRInJlDEx+TKjqzriUu+R9lq1HEr4jTghoNGj3uV9xdVF+9tKgnMP+CGTESknoZarCZC98qDPBDfg4pYJNH7tTnJMjlR+Bgaz1Qy02eeB1m1xSHU5qEDU/vY17WlD5mP6ypbxg4pMTqrMIKMllcCRhebrlqqiWTptG/4UFfOLDYx4imCV2vFIaEjjiK0UsfFgRO6+5kQKHqlWSArlU5vEdATATsOG7NQpce/WW97UzMGo2fn6AWb9mTEPSXmsPROW0dTjospLuRXj7ktNGpF9u/3aruT0lg0Kmu6UF1yuutol7X1IoP+r5c7LQuhxQ0jRYv5DdXgaBVzRcLTMTMxuRR5vLpidMfggWebH19Xi/biYZ/383pdgZogIUSwCAyuobIfbhMYJRu83tWTvP4azdz0SpAyNub9+fz7XKH8txU8uFg/Fa+uUtAug3rwqpSAyB0m3GNl7pX56V6Cze3HChyDo/pSF+7bj5f0zF1f79wbR2SRhqvGXxp++KMKPU2TWuPsxEgxAIV2schQ0E/fi4qC2TieR1LxLUwLiYpnvBe8mXC1iFNVfC4VXfMqG3WFo6wkp7X4PYQYeVtxWq1FA4IAEgMir9ataF4UHC9Uz94vMELymVFS2lw3H46hdYYv+a3xMsv13emaxGImQ8WUtYLI3VHpDVSDy+qi1sUYzoppKZInGa2uI824C7YxWWvMmml4ShFTGKVo7Fe3GqpyIeSwDUsF6VGRbuPT2m2sgvqxGvGVGu/1+bye5ShS83eoJc790NpKY8qddWFHrdmozk9GIQoyi1Zutthyc2pMqyH2eja1u9DBTJaZpK2VHB3O+gyCQ1wvq9fWculgSQppX27wlb3nk8UbGK23937UVpqt8DAiJGvpBNFhzwqatxdFjRII50E2s8kFJES78b04r0ozsflFh0VzNu2o9RarJ1ipWEF+12HkuJ4FJLTHtWIl+dCFEtcW6GmlwkZ7DxmnWvAeno1oP2ul6JWsQBKFYHAfm8nlnqtXZZ+D2SJCsTmhqPE+qkYoqI7Iwwp+g57kSE4vvvl39U+1yls6a+0CbTwFUew1xltfk12tjqxao94yxFSOo1rZqrtjmCMoloJpDvWSaYb4Ue4meEw8F2rxXQIRYymzDv6vBVHUI0osgmGWBX2935ekeP5+IVAW4m/BGQgfaPRE8ZxSqlePB/wau5ZzEnN2pIkOSld2IKlNZFZb5nXuPfb+C1hBZYXS1tCdvJIgaLNp0fyDV+AYPkbZgcMNgch0cag6OtVGTVsJFHagao76Eyel2EkLzBYQZSkVKyFznUIam4hDuma54rfZJPy+fA8OqG5KsIsrKH1NtZn1OAcHjkQllrpr9jFuUansa95xLN3vsxoHxy8J+40uCbvykxKAGjUvGg4VXv9IQ0XNY3l4hInq4Pl+KFuJIbfKoiI2HXMfrHzmnhHopC23QRRxmU5vZeeDktBtGcNIqubt7P8jPWed1lhELEo5VZTcMt8YemqJYGSJtVuDVMUbg95SIlk/48RNGeBPoSlqhTw1navjqZ6aF7yVsrqHlSQddPa3SGOsUkDyXQIvE17IRY2KW4FCdPlgQf178yJjy8K1+3uWyxdyq446YQqmLlIMt8iuGiGQPwGy/nwur9fndvnc7w+DVUU8KwYdlTwo7jZL1gsGjBM3rQZebPCQAzBhAL17Pxd08+tx/1xf79W1oWrrQFFYTKbqpmv1mmasS9dfULCrOVopEWO/jsZeWwn1WOtNdBDN3CF5q7i5UZ3Fydb5fIG+6mhXf3fYRnNnuQUEACpF2jLYw4tdz9e1SqH0Bo62oPE6vOAhIkegkSgOocX0MNrgXCjsq9yqOOOr1awMeB+cte4JM1VC2crR7yA0sL8blKH9BDnUp7JNjPLGHMGXYrrYMZ77Nuz7zzwpe8uEhRDILtO6tT59KKkf+Se1cxCeXB9cz+ZsbptCVW8tF5exFPhPFgyYu5cxeOZcfY4nXtPQTyfFdZfyzc8f9DCfEdNsI7P6DjWmQLCIGXoBaPSNvY0UJW5mBTbCZiGibfHt/STCxcTO8CTZPJulOYKfdDtEZ1oWxNkxGF2dqq0fzcgOjUhfDOBBYmj9g6oDmDpxLhdmdIi7ctYJZuP8FtIl0ESPPuPAI1JA7V7bqOY9cfYB+zf5V6UKJ7856lIJStYfrOvy7eRXWMmpEydfVcpZB5BrOqyy0OYfulfM6lwDV4VLIki4WCh7vfICo0CHPgFeMYoEbFZxJzcj1R00LOXvsYjK7pqcnJVCkVmvtUCsIPKtILPJE2wcJLfeW0mPK+svz7mMXspnHrgw+0lMiKi6QT+Oagg7Tr1+VmEMVkcDM663OrkLoEd3JC8ryzEmNgmUVZsLoMAPkZv8bJVVyLQNVkwtplpFIOqvHTbhFA13bcWxWeJkGUirDud9xfFdf/+u8wyUsuwKFLzkN6xoEmEUQtYo4jnEQclUZfrgT3oa7Mx5eViothDCLGDAjBgG4ikomD5LUFa9UBPb9tLmdidKCJib7QpRYvQEFluGXFbHrHoe9TGRVFssjXyfhQetT1VrYyu//eMVoVxGs1+qcvfVEfn2qcBTkT68TZf3S+0o3dmLILGDzng4q9XBNBlaUqiutcNWUxw7EzKMsWGVid1uOJcXVu6QZdmsUI7NmoPSxBe0EXtcxu/l44Jej8uLUq2bjQ21iY2p2bvWTskkn7FB8+vzLBnW5RNmamPyTGHtSBj7tDNAi85cq3FfqtdwiyVzwgJMFsPTKaG+Ld+BJol+OGrlMEm/ulc1ZY6mNZ6JkxN1biiLjs/tYTBGB/r0CArYnUuHzwDXe8Rbp434OfY71yEQjNNFwC+B/Zu7yWVX/h/vVMWFvZ7PTTVE33NwQIcEzeWBftjQxvV2RTdVAucelpbN4rBy9BbOd69sEG0qkwaOa8cMuhH07LXarPofPxt481+3HDMlvt4QSq2ZFDnXYS6Sb5YobCpAhaBjgTYbZhuZTTqHDHFR9lW0I1FB2ocjVKLUdU3rXL5eHXOSQTP0gG18aZd5A0Q5MKyCAkO3y2n1M+ezZGzMv3oRTubUI54P33+e68DEobaZW41jUopxOmmv8pUle+w1SVs9OPvhvbbrPPwT5ALenjOBJKNG/hs+FRrqVGBTEaFKXcpcBD871GSGpRmX5Q9qebdbtmefMAWTW3ZAkb9Q6Np/PnTMor88povbIbotW9ji3EcCFiFUmLakIoGegXNXviRWbRu0iaEITYbDb+MVSujigw4AK31L7Yt2NPUmOrzgVkhCxERkJ/6KaMQxEQ5TB83KlqOtAtEO7BYDjmE4Pryn6PT488/Y+gwEMNB5XFhkx8j6PZx62kW76FTwhvmw76VdcZIxh7eNrLB8ZBNhBkbq772n6vuiJToxNMX7OgwOu4zwaS034lcpgNTOm2SdI+YzMz/Tq7BTKaqUL6HudN+uTIG9I8PEs1bCXjs/0KQBsQDlHns8VsGp1wvNn5YtgSwqbeaJBEGgdC9jHvVJOB2/vq2fVcFDdOUUKzx05xgECrbXMt8RXkTB9t9ahJ4d+fDt1s3EJSE9VNHRAEk21FgWRkI6hltf/ucgzhchB9k9zq2NlYn7gYef+0R2xWROqwetgwBFYMFihb+SYHhNvPUwkF0PJ5cD9ud8Tl8rVnp4rHNKAx47/TCE4AxI1edhxW5/DMuuKrxT/SuBWlGwMJBA4JkSBMG12ROW06VITpF4aGG6m/sM59MZ7Sl5xC7up3h5XwK8M0if/8p4UKsWI/qbSud32hBC0EURjapCw+/kuOTGcDRBAopeAaoXTVO9U9zt1SuY4YgabT9RBWGbhlJr7qVum6SUP9TbzPTlLuLf0VmsKtkBQZug6jDRBH1XsUrJe7t/Ax51MOxmc3QdxOB9BWCo3h4UarYOd2xbUXMBCrTl5EWEZXF9/n7dH0uJaW6GMwMWJIwQQUa4HWXfCthTl7hP8XFnX9wun2XZAakyiVJcPZ/v++N2f1w/vwsvNN5DV7/8bD1LhmIjWWgVdTYOJK+BBimlbCeWbg+gw2H22vRC9bepxXEselBF+OAt5fArhxhAOOddiAKpisXxZbATdqdWQx2lmSabRUdXOAsLvkakTWNSRJHYvrkMe6inBCyVDGTlhzY3D3LZ24wswO5UFsat0gwK2AWlm11JOjufVkA7SQbYcAAuraeBqvHzCh3JAGbUSWy+5rOUlUV9Ltq1LtduCZjmCZk8NtmztCKnRCYngcjD7ajP0UoQN6/Lf9VBi55ITbFsORwF0M0xsNSatujZmVGlWODndhbg/YDzSRsSsCVTQHumT9+CNkzxfsVr9upV3JczyowJ1t4PVwn8eKtyr9QdtnmoPQPwL1I/t0apGehQ9iEM6TMNhlAOUK98aE4MdWlYJLw0Js5SfOH9AVnTSPW4qr8FwBnNCz4HGdYrYwfLyGhSxPfx7mFAF5qzMKzVgybMJLsZ7c4bdod9OxGzhwj56plRRZfjfT5W4ATFMextE0DR1F6/jySxo9AbQGlxgEojl8LmgKjeLep8Vfhnj4HsX6xHNU9TPPsMRYaARjslNlPq4C7lc6pwAJexlZD2YkHJYuchzsjqT0+03F+M94PqBVaMKJM2mzvYxw0nEpFxAAgXjTw5C4eynb3XeqK+zFNz4A0HDHyW0bnyCfIw61efnfVq1ollcorYLzltBuOxiHGFPigs3aq6VTEGH02ETFk/nDhrrr6vq+S23lT+eRWtxaaj+tG6cZVs+SyhX8kaDNJcEWWqDIlNBgViZDgk1U0kinYShsaZ7bgkYqiUp85gZ2Yv9cl1If3hgYbYjSGXzESCyA5KIlTduy5mYeZpwS2jqQ5mNEhYE4ERbhT+/MNoodbScX0WsFD2ARUAJ07L/qEC09GeMFZtLorlliCOFr6Ky2OSDn3dq6LJ1coSFS0Fi9BZta4H/2Qel7iFbIxWPpoJyXqTFj2N57wU19QQq7JuP6AZj/qryTHIIAHDPBVwilDVLl9n40bd+Zqty8lMorndHrtmL/aGo5UnyKeGe3Y6r8EMju6g8dGCZsljrAbNSxnozt2wteYHUKk1JmxLo02aWNDNa3D5H31kAjuObtt5XpQwj+WKgKUEcoVzG2Hlv1U4d5bt1omW4ivhfRa2keMwc+FVzEqdoWqQj5RFAln/YymmysXiPbA35P2YW797D4dbfIaJZR2g/lasnzwwNWBaChK7xa5/3d6vp3uo7ngoMxD4JFeuX4S3AD4WyHtVGOn6WwUCUDqkzVEK9uKcz8/j1+rI+nwm8L9Z6SmQJIYbrohV72hMbQ6ldcPhDVrTwMbTlrnREFR/4tck3YTb27rLVqE52e0jO1A6aFGQuzxNmFnwkGpzMxyOykIMzBqNuH+W/p+5W2WbSl9pJbSH1/kSS/mrZpQ09dV3KI6qeLylyzbpIeF8fE6Weowz11Yu4Cgb422tq6Q0IExUMdJhPx6fedyYI7qSZ08dTXh4x13UeVu7HWUG01g9OrEJtRP1T+kbNhxn5es3mbJrD70hGxY6JzdiIrD8pG18WP9CL0Kdd8wOG2J/IynoKLJGuHubWk5j9nL9JO+EcdieO1zQdbF4QZCKmFV402a3RswLLWRut1JgEWE1Vy6qLFXFgvflinT+Nsp1+lbNNxv86Gu/vghFPCCAgH2PG4Ru70ftUApKDoBn4esyHm73uvgH+akpR2od3NRkG4P2+/Qg65o9C0MT83oJ1RgmoxWGHOpIt+N2ytvk17lV7EQQcgCNwvT57lkfVsnb6ttDkMU3Yf4NE3j/uNqQ3ENIaeN2S0kmj9JRN1hQhnhXClXS5r1ML8WmVkdB6i7yWhQyQ/WVQWwsA7OYp0MH21nCHTjEsnH5vCfLUL9VbW3kBag3OWK3K8a9QK5CBm6v5xOFNBClXBpAd4rzK+zcHmdFBvDAEKMwU8UlAV82212qFcxF6cZNV60JfAtY61mrYgqtr28aZEdyKVcimX+Lwv/geIku59OVckYFiXQRcPTmQNM5cIsRj0HowTJiQ6+GJ7P0LnT2gz3ZUNqFaXrKXEdtBWYC9LnmKpeJi4h0nUfu3+bOkWV18GeC3AhS+CgclGRG5Zh/qDyV1rIrX/DInMrN3EbqETJii36yFfv2aJm5+kNCtQ6s6lTFhJq/kcCAhnSUnevZlhI0PXgDyDyQtqEZ0vbrCnkcuWpNk4bCoxYa2ykD/1nKuKk0Up1yuQgLiXn0s0Rg+IYe4Zh++7gMOBH/Pth7fHT4ExQGs9tRPAlIqRIOBO+rmpJllGreq2O3rOjb7c7alV6dMEiAnxcgRBKXA0ayuzPOxfYXWrMiK9rb6ROYWJQyBql4JpTNjeCRsId5faOujMCTXq/37XL59bg/V33OITStB5Byat7AtKQc8Ada4/IG2+fm8agMJnnC63n9tTr1VbS/kF02eQuvnDa9cslo36pvTEMKucuWYOkswdO5EW32wJpq1hZqXPPrUMcbEw/oK3XcLhyyf+SlAcwJm9jhFrvZqeW1xxWR6D/oFGFcub6LI23K6eGCMRD+NljahFhN+d7ovbbiBW5QpG4vZHYu0mo/HrN0mj04V/6/tc9UeXdOHVedC+T2rUHYi/4dbiMzaiIoQnwjZ6Zb8Im3SPy0MlpG77hdJ9aZM+WmMPZv0futMNXKCNEakiSscB2nG2e9/rEFKBN9Iwkk2UnkC/8fz2pdcHxPIGrpkWHZ0p8v8H7FAlSTZYxgcZLoPxYT97JAWo1ABqlNcYJ8rg4SfZEclTZkE+1JgLou6JArCi92DXP5MBGu7LO92HWphQvYqA7Iwj03a6ibWd0KwufBlEMQtX6vlxva1BuXLAh+eeo1572ZHnGEuS9059KNPeubS3XT9Ge7hWlxnKoWI3AiwCK6s4oXMaOSW0x/Eq0g1upRxaSJup0rKgGBuUmq3Aiae2NY5PTXy72LhR/UYLq7LP6JCnV2KAMnElNQ1RxtEBPhioEg2KU3IiLhv+jnDEJp6SAbBXXmOpmlZV+RofZ5aQvo/uQV67BtVuaTGLExeaObHZMFL1onDOVTAG6yoOhi9ayaY3WLjnb5aKqqSqJy0olrMPpDIT6tEeLhUeBtvfFdyg+CTXtbLtfHHRr/7flc6XxQFUDCbHLjJo17IoNQFik/OwAtJ5gdMgagTJOqQKbsvOBOThXWxtjUEgPRLjNqZmGf91XujpX2uvRWYE4KRIoorTgQco1WMA2cogcm1j/brb2VxRLsnEqNKG/tGgN6pb+r0dxcPdC2o+1Yfkf6djXgWOXYmHZ6kSm1CNAOPRaV6E7Rw0ypMnL5lQVc20bJDL8rNZEEs0IhfoKZzs8qnZIwi5paTjBTh6tAd3J+4Pv9rvItmpzc5WrgqjnvdmQERfyJSnScdkxJNlLKVwl3Heu40MQNvrfpFhGdKjpgbqteE1XR/stAxQP1Azigg1H3Qyv+i9f4yTMsKk3B4d3S4YQEZhxmh1Jwaro2XBCgm1hXxpaE1mI+aGg/4JTjrvSPaUBOig83UKb2faWEaYj0l1684dATiix3pmbf5oly9MPx1eEAxWJXb5zr9XG7VVlPpG0vco8Gel76DFEqvV9A8eNxfT2XUuiCi2mliGCZbP98rkqhKz7+80KtEK6irZHeCcTJqHIpVcRew6QZ1z5pxVdU4AhqqQpBS/4lDi9h2TD/tsPrePoKToR2lEUsxrM3rLoxJY5uJwZHhhRawPJLp8rc8NsEZowD74PsNalid3Rc7wh3XYX206XcV7waKw6UE7UjmlISu7JiniBkvfest0EPbHKzeKFlrgM+QB+ti0SfqbpjLpuT7OsZ8HB/M7UBvT24X6/2VGqbc2Y5TUrE8cwvDJ9UnXayDZhejYydS+YXhyqeTyMBtTx+FDRLQ5sR7pKOaSv3PnJHhqES8OkXmuw1jOnYhOgQvs3sSWUoM8RpSb7aSNxCZHxoFcDT+Pq4SL9wcwq2+1TI36Ye0VKJPvX1rXz0JYKqXuQtvIhUPdeHaqVaS89dmyEtkypQSKNnFFKp9RU6vX74fFGSjmqWXZHG1PeF0B63fyHfIrOmxVMHHG6vPe6ZWbd+UPuzExAkXYUkJEWIRek1ORFU6FL5YJtVPNjzrqLItJMJy9ea2oMbW+jOSQ1vOYvQ1Mg3rR0hxSYbbetkSq5hU5ARKIA9ss2LYO2wjpqQqQhdazlY9ncQarsrljkXyvGcnEDDVZ+MCjEnAS1fqhSpf9Xmfoqy1ri4eIDmsAVS6xAoiSje1lJilaRj70peh9HpKyWIFBQjh4fv6OMzKAFiM/Q98rYygRj03FWdQRSWdc0bV8SjzhOVUhKfsbOhSAYdeJVTtmo9fZLI5g5hokxoRFJNcY+fsg0Z4Sx4Dn65hfYiU5TMOOvx8kjodykPWJaJb5JjT0CBK+0pdGmAEyDbrg77Fc7ND3sYax6lqBz9ZHxz2zLbM050weGSfIikFWVZizREJwkT1K/suDLu66wxE9ETO8kc9XQw4eQ5W6BIvnGF1RpQaUa8aWY6cbBXdeSxSZUPhFrZxWJWWBcGQn+DVtmBZ/0Wg3mUNGbfBbrJeqRjkTPomCifIgtzuMUcUmnnfhXHA4CqBjvx/txsc83YR2Y6pTABZTHrjGNqC4KRTDVpJ3FKHo9wK2uQ8k+yBh2luFDjIePpbdvlunrmUlD5zLlfHDN5FBgmum88viD2VSfr/X76T5wRc0TVT+Za6NPl+ny9ft0e1PCK9yH2DHH5q+EU0KmK1Vg22u1ahZsIqjI67V68B4H0AKsqGhHrAFQVjb8vl8vz9/N6/fW435+s6oJt3JDOpY5VgjhrnNVv6+Fdty08BoqP8ZbMqNcEDiQMTMnSQPt4cj291yEo7AFOeczdV30t+VG7SGAUjeevRm1MD62JT4OsKyOrEOiIKdBFdVuFathB3G15/CwD3sAXfFAQrbc2alXQft9WDcoVVaQ6gdRFMG2roVx1wq2oY4ngey97OT2A7KJujTovHaI7uocBczU51FCuTiY9Mnzkv9UDewmHREdYr3Q75Uw6I6gDHtSGq3UFs1Wf/jG8QIgMZUdVPVIOcqeCuSfhDquYbFyRlEPCegkOSnbvWWiZxqexU6rCSmddBkBiJVhtnOH5EGbwBbBBA4TaZ8V3t1BrJtqhL05kXT631wuJK2jiIvMn9QMsEuBkrulb8UWga3mta/3UQEqSJ9az2A8FUZqYihrAjFigvEgdlRLrmXfImlRfVlMbRBmxODqj+yqXj5EGPZZqamfovsNpTD8xWsXMU3kwzCEVhOIIZ5x9wg8fOL2igby/tQpQ4Vt4v+yDbA1aJR/xh/etgk0KlpO10eED0hdtao0UdhyLOlbMD+Z02n60lbmkTJUNXA4wnyZqsc7SFLG7VggOEVa0KLlkjfUe74R7941cdLph92pz7end7EAlFJV1070EQhHW6MRPdKjYwxNtkPoAhuDIbYpSKCp9TyVQhTY6Vg5aiTpYDE+1aoSomWeweC6msdWIYlBIsjQ0mZT8O/JgmbldS/1+f+4Psoj185LUr/uvR/3K+nAsNwBmwhaXKBImZzUxSm4nt8rgCH/zmvAwon0GZKG4o1IzS6NjkGG56jpRn4JngtDOa1BqTyk/y+/9epYarGjGQKAcYyyN141+nN4cOjK4H1c8bOqs0c1jJSlvV63NYaQZI59c+okj+VB6R0nvG44WVn28y2UU8CvNvxjhVQOmpxphyaiUq7Nnnd+g2/pBaSmb8SkDJhtsaOIAEeB4hD0pFVdxagPVddi/EW/iIUUYQ40Ko7kz4/KMl8+ow6AglW73GwM7LUyG8TmOrgwaMuupcpFvZPwDBW88gZTtlQQv7hVu5C/3Z6g+1kfjdIdm0r6bYbCZ7bW1Qc3FUyFTskTv8I/54e1Lt7Ajgt/TJI6qD22xYOO7Td8QIZg8KxGDOHz3fLnNBg2FvT6Ryc1Qt2JbJ9gASbc917WVPlwhtOTtmZsfaZPDxvRgt3pzCGFi7SanbhU4Fm0JgkaZ3lY2NFLjgzB5FPkPVUgau+9VIcCNDfiflWH3fD9+kereC/UpfGuVfoXxRr2nS3iHvokX36+39/X97FIwKqSe9btJiAuUWZGEv+6P+3W9hN1FqqwCu9yyvaxwl7Y5VKfsBCvZaUBT7/YYZTEOcQ4NsqEHpRD0xm3GRis95Gh2+pRaoPWBLaMDaD9BvWrUMfo2+PoXsTRQTD0CViOACAwHQr2jQvNd7pxLRkJCceBREKzeoiIinPLt/ljHFtPzUux1OLX1ylCJ9fzywcNvdyYVbAsbsFzbkRub5VOspR12J4enYM8sZx9LdTpOx84roM1KklHe9J8kv21TZCdO2nvfBzo8XY5BlbzM2iTHpKwmtlkrImXbXGYjYrhdTbrrePgWYHStJbieiITXcnDd7woA6n2ZuO/cjzIaq2p2R9Dtl083SM40Lp1MN/lyHu6GECsgU18WX7WGIJAfXgdFrlNdGb5WgrYM3VDjL8WztIXWzLqMIrb+OFmR2YcpJI0xeBFq5R7TY8VUmbRefQqsysZ3YZhUCf7eR9MVC0mVyVs/shVZWfeIB3QTebvXmLSjEzEozfaCPOHyFSMI0E2bxOasRzQfkbUWVW37BdSVsbJsdWO1flC4bB7w9BO3ws+fKIbGoNKD6un13OSFmjJ0YlJjiDERUBvq/jfHhsxSPKGMsUa47GzpSgzj3X0kj4i43vpetYKcaUWa6ILqYWWJujTidkmpLz2ybFZNzsfjvdIEVhA4igLdrpdXMuxp6NoxMHhm+Ga5b/q+Af0pxf00eGKU6QdoRhFng/Nta9KIGKe90l5W5omwti3bIEbB+wbZmKoTLlabNHvqckiRz5qQZguXcPiRvIijbkk03QlOx2TOtSPEP2Wlv1b+BovimFN8hGhcTyYlUjwItdY5M5N7WiUdChs3tjzS7vtx2nn4kmWuNMfTIejLgXt1b6qT98wtg3qvcXYMxUPI9JkUlZh03Tw9N2z6TT8RwOA8y0aYYNrCP8tmo1nsGKRSPenxe8YHt/Lq3wBkKqrVqOq+E+wFQwskXCIUz1WJaWYteiGzdmJYcb0dozBUen57UYKT9hq2W4Eyb/CLfSdjdeMYs7hWhRrXnpbDSo1YLLFOPK4Ma85QkE3d51eKxYn1T/xF0zoM07iOAgYAhi1TjgaERc60tbanDGkY0L54M6rDVV1XNX/i7Gq0SzV5/n4/fj1K6SHNgkG91k10vr2XaXd5XG6v7tB+fa0+nmVI3VfZRwWCw7aZGjOw2FqY9/vy/P369ev+eFxeT/Q1j7xqa3tShQxrmMzyMEf4ovdJOfr0tonne91tCpKsCRtHiaoOEP2SbRwpByrbRbkuWdi4CRNIVHBsI4bQbDJXeSS1Di1w/2CjSa5AHBia/0YjDUeK7KZWa0mWzMiA+lyv71WO9f2uKtv5psYzcEq4DsoRnSPz+beGbwRw79jpplstW3akMKDHb2a/Ma9AkQw47W/0QfnBAu/YnuYY8+9iqqLQBmCzluPujfyf6KDYPZe5E6hPxu7kjWmO7sa9jsmJFKO6qQLAwhDxlDx+YeXlRSefeB0f0wBvyUrX9W3syJzT9R6Hhi0RI6/4yTt5m/nwye4OpdsgQswkJR3qTr9dNBjBDVXZuOJC4VlqUsrlbFo/7nWInsG72rEigB6O4bJRYZPKABieB1lfWJg9LYSzTZfj2CNt1Fp2cY+iK/AbUl9MBLLq/X6tGH0kcPrJI3RSOSVTr5O1R59AGZQ2emOXJEzJCkxycAJPtZMKp7D9oeCJm5sLNoxhTpNvnyq+/SejG/AppKL3WXvCglS4QNUN6gX3LSx+rW6Ky20ePSfM22Xv4Wi8u1AKlQV2DtRDjhFQhpAQM+WsAWc8lj8WKQWe9tT7tbqsC7B4BSOA1srcl3Pi9awK8GjJcKkyAfSb98eRkT5s2JGTqK1gm0c8KNA0B0T1vmc1KevYqu/QC87qTdZM6xCg3BxKNI+d/fqRasiBtcrIoIhmdOm07AnyGZWmtIdGj6vkTJJqNa5JhaHtQ/wRcVtQMJkaddQJ0n1wGU827HHykUrPqCv4KlRcmtoRbWBGuWxv+BEBBzfuXybAJIRU6pPcOXwDhI5dhaD4TV3MV2GJVrpTPH2fanD4HAQd1P21a3KYI7e3N//a+pkzE9I55lXIFXPVh60cnDI8eoIZ9tCPSh8S8Rurxn1F50bM5qeNgg9KIw+pK6TQdxItHQ7ui4jIQ+6NIQp6upr3oaEzNIm2JaJIUY6KB4TorV64PsvX15VedcPJ5h41mq9wkUQOI15a9eS8jF4EVyrtwSmqiCLAUpidpQqLFjfEC7QyomCaeC1THK1RzIR+NysnYmer3cX7ffn97+v+qBQu/KE44XsxPkXJK7tM1cWoVC0ou9L/Hr8e1Wh1PbW6dBSx1YghZW/XKgpCx/Xy9T2WRXJ5PlG0RgiIX0Hk11BkZXmdcgcWFxjnTfyXBf17r4WmB560olZcCvnADuQcdswMPsiMsh10W+VPRWHNdPp8DY7/I4/jMFURJ9UYS30ph9aX+WU8eR0WsOEV61v1zewE4Ln+7BrbCskFao6c87IAXzy54kvSvrB8qDHg3FfjFLEXnH+wCPWY+bIO1Rv9IPbgIaRZvIFleZ3eWzHqqpk29tVgYuwyGYLJz8epeUuYE+mFA9dey0S9RSWO/OyUHSG2Usv04NM0Neq+duBZ2hWQfpU1lhEVxvB/foK9azE6tkJQyOlNXPzPQsHVrNmhSnPDc2EhbhnZwRL0bqKdMdjIU+CVOsKCsSC6VRnypLhlU4zjtU2tPZpVl2GIZnykLsd5Yog7PWu3VXoeZegb3wF/m9Ypme69RNXW/O1sN5CWWiocT83itGuUyq6+dnvldkVvZo/HExs2kI6empYmyc+FfLSS3nSB6wO+WX8Be4l8uYyvYY0AD8diS0NShDlhrEZRYRAHENbsTe7B7DBewkrt0d+V0VTVI2kThINx1brU5jBgOSa7n53m4WgtjWEbLUqsZzvgcZaZ11O/6KhErmmWlba6SBCfheWU2NzFXbj+5aZDNkF4GqwMaFePXAVN1Y0cVbsnRRvdcdRQjhuiE1UxC66N59QRhtl5rTNSdT4qDFgxPrOc2FZAa93h0LuIG2PAwo10KHx6rvCG/h8Wn9GYsQTWuodzLTYb+dhspIVMqYNhQgoN31xCGTOUEQtHFjdz8HL3h3wJQ4C6j7wvwZCZCTlH3woSh+yCGqbw4I16o1mTChleI4z5ZlM8RnX0aoYlKoEqA2//pEU/7Umx+qgiOO5v90fAN8UZF51AC0V4gkv122EOPzE7zQtk2Aa2dGAcbhW/uVwU2KlMGC5unTcE/LJxI0AuMeN2RIvwNgDSO43RsIdJVaWzFeRjEHBUK4DdKscAjMmx6VQmIlXvBtyV5RWmHxeOdosljBhsMBHlNmJRjV5E3nD467CUQKnZMaMc8cosEmtWOF/xilnnk1xPfhjEP5QFCCWbcQIdpEddQmUnRUtSL3Kt5NNzBLkETRrIVPuTf03iFgAcZXmnk0WUJay0tROaEzzt3ho3cq0cmJSoIQKmaWo/WBr6NHcvbyWJsvmV8woAEd5X4zyt2uXyz70g2FrvV/VSr/KcK9ULNR4RJqupLtNIKUhNKCKhNX4XhlmlXF6ridb1ga5w78v1s4LF3vbrLmUd4YjSv7sMbEc9qSQmdjQVed9mUFAIOuv6FO9s+ciu0EhViezZapVFTzvIrnPqpCkJA3b8T1vf3RclZVB+tDXpnW7KkdbaKsJmIeDDtnLKU7efGAAEu//0TTZeBTp0YWt9g0NaCb2dvySntpsxtt9S3Kz4Qbd6S5cpAmsZctONfZrBy2MS2pTzCcm6W5K5wVeQvhhFiX0gFMytn7hXidSOgpOSOkthqayh0RfSADQnSmgJQpGHUJilfbKOYAcCdGqfWv6JUbY4HIaw+EYhemzsJWW1qxTY/qHldgJXuWo79WNut+ROO8aH/V/byhgzXEvLX5DZSj9mrp0XjdzYIgY+CjYIlThrBbG3DPyzmz5JyLkYdehVgZ+2yQBHCOPlKkn98n4httPJQQyHrz1xAb/Vq6a6mDLQs2YXUtgQtauYc1LBjDAtNUtFRQShI16+VoKjQB8ZTfuROmcUp2boiAQFDfgnsEARZkIFYLR+rQNdkUsaoQW2nk/UA49ZGiHNT9ODYrd6p7sAhuqRmOXB2xMunbas/ATD3AKgYFtDCVHGdAbmIMq9xDxqnJLOW49zDn6czFoEJxJXvEtUrjVldzaXWLFgl7BpNQeLX844zysHUwmKFuk+1ZQLHTfYjF11C0hvXb6LeXeVDUtAX61EDfaausyqjKQAKaMRomGWRsEjL0WU3KA82FJ7svJ6553CEr7cy0q63ViiU0YrJLiZJlUInLoqVMHeAKDYJWGbdUB3b1vKBYLktOkwHJ0ReyMPeZI4mlIqhSQgNQYRy/zZyEJxa5Q2aFEk/1XpY6uyrCrW2CIFqzRVC2NXaEhtazdZle5BYe6yrgHzoQwsB4kcY9Fei6Ow8YLbRxKsMf7oPlgxX/AFA4coPsmheGGv+LWs+u7lOowmrgzwyE62MgDBBDuWL04/lVTXzh6sKgQto6kx1IvRDcyiMGArFLbgAYHB5tw8wvfeJuynXLwG9xV8W82uUaEeJq9XMxHuLmgQbFBG3EA9e4vYxLp/T+2NSeHYnt0W9UGmd17DMWWffYZ+eShNpg8Nc8Tdxajsx68YIqeHHV4SP39xmOKj/gfEkBhbOZ6AGrLHsVLjm90kYu4YH5838EtzDeecxo1uuethOAPc2NvwTZwvc67oeEnvb5hkXXEkjIAZmd/GfToj5LzFARAmFWOi9TFzpSCnhS0I2hkUBkn7eX9+//sv3HPouQnth8XUSi9E69nl/nuVubfqNcvI68eOzYHvDmJsG9Xz94oDuT9W/uCqEslaW6Bw6fpb/l0I6VzSzclgbX18oICSPkhIXfMo1e6QGwme76WmujnbfDuTM+EGaVEz9lZv6nFuwx16hP9KdbJ0cWyq6iZrtMqG2KKcmH3Rhc0grwRrdYgNRsWGv4tillekOjQK2IYptbwQ8n2qjKbGuEXeBoEwxYIXZ5rcNl1pFcldZWX1VHd+I4VKdrYEzWFtm/W1EXUOT+4cTUFWR65LFqSGJYiUyrQtVVEaOHwferkuoPcrscyzR4xKJ17OUBsrzsJczwqHSnAZh+BCel5bBAefpoNoqWEnU2i9OlgRYOwV6deL84ty3HC1EZT+IrZLpjKrqniqfeWAYKhCl6IFj0F598DNIrAJn9viPivQQAgN38CTpKK8bSM2IWQsDleGeyPNPTT9dh/nmqhiIexkp9ZoW2QcFphoEWPa5WDL59ZBTcQTT8VxLOvpB4H9RCETtmaZD2ae81omI8jB3bJlL+FAgKd6D4C96DznAY8hk/lL5/k+l0zp4bxNWisulzFdVjK7pKckkXSvDsUCyUtnaVXXdGoNYTKNRjFKmlWrQ8wSRo5Mx45eDnnXMLttAFwJuqIgZZ5SW6EeUnxKkYpYIW6aaEgiB3QCN92669WR8Fh4pBoqwIcqUrK+KuO5PGOVAmAqCf64B3P0AY8+Lh2INb1hHePaLGt6+E2X/jkZrB0AxVaH/UoHEDXEMC1Unk5PGAS22Vfk1e1XSa2vr0HpoO3IRYYEr5t3WSHlZwiETaA1T/DvgzKRkbsCgl9VKt0oFQWU6iR4da6xTkO3Tawbjaaz3EC+vNfhR0ZE4KM1NxtBuBcVgILh5gK2DYPuImGsufNKQyo6ZalJLu+CDHIMfsWsDS8Kli80kX0C4neN0zRzITDem6AZliqq/uHOSx4MiDMn+8DBp0duynCx14QNuvaRcAhWgRcG40NmJiGoq/gRQDXHtEzq7DD3Y6aI9E6dLhaGHP1z8DXh5KDag1CKkDnAAnMk9g6wPICS1zI8YGqQQBe1PgkkKLGEFuCYl+qb7TGuWT9zSjKRYFjpwiKlBFfcXcasOgnT6TpgPdjO1h68daiJuT6ddQBy5eFM9sGYkHDr10PeKwHswUKZhX0+UcpFBU7XUJeLb2X6VU28yihY4NzlsdC+lfnSWlG/a6cM+BKfz9c/vx73x+P5er+eT2SCd28ZC/Lwk2SsPHWxGRm/ZcH5g/EzgktFC3s8mZZZw1apldxiKj1xUHZ2VoVo1H6NQVkR9HjkFkLbx5/t0GAEb+soBc1UGcxusrR3I73fVxVWQljEw94qmgvHXWtlTZkuD1BMlvDeooe1x0UA6pDmPP7CKxmCEmsSPkUtgA8gdk/TPhEGtVDVGB593hpknMQTItM+twLC194pA1ZhvcyZ4aaU2hp2V41oEBU3e3jRVWyJcacbWQg3Aqao58tBKou3Q9CDOVcgH8yt6mtXCq4zSSwOK2BNOyALEk/oSm4taBIgi6LtFPU57KoIV31WbD7ZM9WtGngSwUawtvBCLUdfhqJIrCKvo8dGsFJkNqyuXNBd26tiGBU9rpBv776IsChMTVAFhxV466p99KOwtN71vspHrfqBK7jmRXZkDNi4CV5UMe6IRkNLI+ji+BvLg63miwmgEDrxiomwKz5zeHVBOGB9qxVYkAfXQzLIpoCnzrXickFxAVtmDXx3WwaJG11KW4sHWV67SvDm49daK2U0FPRhZgjCiVyJNsXdxcToi+TUlJKgCxzGdXp5bEccnVvP+d55DlmnqmgQjI+V1Yse6I4YxWmlTQ41QvVgbONwsaaQlWVDTEQRBxUXwi0Rl+YAfPh8lOSBpJ8EKQZ+8Ygd9ZjNNwZsowxUMefGQYaK2hCYCvNXUDdS8lZ/hbZsi0oXXII18Llwhz0e8yJp+xXFZI5gU1HIBMswWqvEDdZ0Unr1hWDN4O7Nq9KjVRoA7nG0n4c93PXYhKXbsgldAvX9wauLDyyVhuqWCNuRIMBHF8Y90Ekm6kuPHAr2XPQJFiMSoaJzFXCxe24y8cch3+JSabToFawFLRtVLyIrxqGozVOJvhYvbd9ho2/wAaDlEpOAIDtRRMr8WSfEofgn0w8HTIvYvotbxMbBO9l0DIIKQuUzVl6iWC5qhscud1xJ2OMK4HeNCRl+Qp9hFqXheFBTbI421jhmHMx9qS+weATqRGE0YgD9uH323Nkdvg16avbfesKZA3D3AmEkIP8OIWvPEyMnfzDU+cCDd9JRDO6kycPcOFNeXBlH35MfDnrW1z/5AsHaso/CSzR0DFWDp9IALIceswnFfHXGHH6xPYlFpQOzR2sL0+tkVVyOp1FikRKrvdUCoYWuISiIqPa4zc8tFqnAWBcNAcRXQmMVcXq9GaVZLGDFc9bMWNOuCjRjbGyp/v6sdOfPe9XxY7wupw8GKqzjuJ9rgVerBtJ+1h8/I12CTIg3JFzhNY3LRq0gGwNKXrdc1JrbJJ9jU1XBn+i+19igWjNbmabwFTf2sc+Khlw+bypoHkMVdVpVE0Chlcbfyhn5eilo6dtlwKWICmQpdsML0JLALLukeL2uVoqeflxUjuCtMgfO9dg+/1cKUO6jM3gkVmO7h50fLRP79May7/vgqELHKA7sc4xtFurIHfmyy/3DVf+bf6NGh3r3UPiOGJj8eBywI82ZlTRJTgA2/2X4XFj45YgghzE+2pFpk9n3S/nsLfSBMX+aUZfvAHmzGJpi8TBqdDbnBDwWMpYbUtryM3JBaUUM+hhwtYBL2XvBuCVzWF2s+Sd6RotF1l8Xe1r3rXNxWzwNzh5mWSsUu4KZc6TEj4XMjjhKNkUoeuPMRUrdpcsyHU0LSADfhbuEzYb+6MiMoCryk6KmdmoRuAdn7jMylK3vH1s2RteZPHKgmfYyUdlLOsnN7tnpV80fmKZY1vjBAPGmIRi2zhVsHwgnSCPC/JP04Ick1tw/2/YWts09qQMGRTCOiwk4GXtjTFJVkQ49fAaqKIZwU1J3dcVA8jTHs+kZvX3Ijlc5ftGbzNyhmoaiA7yINb57N+t/UE0gSWzmjgXTD6WhYZXW2b7dVir+a2UxX9ZBn6EyeePpTIKF6zBTgpG5osXLe3VCYR0+5SIRMCKF25LWgztWS7vascz53hZT1HjTHO0norwCgTb1sItp0NFkBmjYy2RRBnbfqInQ1TJtoW2FhPurkcAUUMHqiYTKHvaL5Jwsw34hdKuOqu7qDEeMvzglo/LCfCrEpxGEZlN4TCrtYufp6DUG5pnZ0CyFDp+8ywFeEekzqIgRwyYAxAE4zCk/MEByoVSI3mYIgxcwjMvlYYslWFanTEihVeqd2IWMHO8cL6ywUcnv+iAdgm3Z7MODFE+zkPwUK1KIY/sH2lv3WUhhXbEATgBH0vZgxgifdDP3En53Ypb16nZhK0bCPDvzCCQS5LVKJZwOBdVKVuWx9Mx1cle9lPxRqtOM4gtXu5T/RjqDRamwm8gCOdRqxiWRUOvARi6oVxp0VC8ipiuKsETRQdiCQ6YflbpDr/1BwABkYqZ5J1SEBlbiYyXY0dXTpziKd0nz6Fg12TyyI+X3XjrHMs6QPcGaFozAZlEwPG3FW95pBq5GCvSWK8kELadqErf7vX3eVfjnttL/wDIUcEHfRl0MB6yAFqzYE4ln9/IVfg4N5ax1iQehlwr929BylrLbbrHmMDuqIo4UDA+LBK7DnNK6eHkVmLQuUq9Edt6w2QUBqbYJgaRhgpKscpav0L08iiOSzU5+RfqsR6odpQW2808d64Lz+Xo9UVwBNKz6Ozb4+By6MZsvU6tF3DDMwmLE60CtVkWFBbiQrSxi9N2UB6qquYw4hdQgEt/lKrnBX2h7XE5r+fEtfmYXnfFYJDgBOiWPaH9arCzxRXYiOlFHzNBV/oFcRaCYTHJJMZrrbbqx9mU57kTTvWPSSV2qgQkLWee2tXqcXOE2RwjCxRJSpRDYWa0CwkfBwwKPouI/EXZMVsyERsXRqWCI2iKjNII6jkKTxLZLYUoT2qlnEt/cCLK+qbdzuk4wrm+KRKWQkNeijRKYHEpzLYVM2qIT8Ore5IqXxdVsUa8QQDUZlHW3Hne9Xl/UKYuc7nG0wMulcYoGFskBJtuTjnA+pPaphvAshGizhpXpizI7RlK2ENgYllDpMUZUKQNd3Q3uMXC324R7Wo60tuNe1brbemWTWonmqOuTxg/qA/NQWNnQYugyS3H8VDRQFY8m5EaTo11G5IDYdyZEBZ62Hez2mjo9D8hpNzobET2uYKgTzC4VfKTcBI5tUOFpjrIeRdkNH2Qqw1BkQcOiAdTzwEagPcMLCRNK/KUUhhlvNAKjqSA0YQ0MvCpIjtoa6kqgEW6HL4WpraRfzU5BHw62X/E7TRwiAQhHR58C7lrSbXm/5fwVGlDwLy5/L99ZT6qzE/EriIfaB/PJTfdYbiSXhu2EYKgKWpH80/Aa9An1nGG9aDXP9K3O3RPRlHJE7VX19tDm0tCwPIVCZwE9Q3zCLDkXVeRBskz7y6ppIcrSIkmZr4FmkRvSqrtfk8k0+Xt9GsyqyAhSC0o8O0j1vXVDybFe4Dt1m2i8DyVSur+aVQoy/DjFbVsJgEzUQ1egRr0hZDH6EXsyhHNIFoo0lx1pHxKVNBS/yChcG5LstaiKVvGz8Y5rNWmwBNs+YYBKv5EVa9JjNrOmpqm3b5Eqi4WPi8PqrI7VwsxdEEVTYh9kUEbVXyKR5ZjDs2/dRZQiTabGo1QUHf02qVW3BQVXtpyW+a4mb69RtyU94N8KDj76wA+Xnr8xacLN5Qfo2DoiVYr3yxkSYWHKAFNM1Cb/TodhwIQv0pIe53l2d5ySZrj0s/SZ3GcuzWkGDU6XhbnMEpgIbil7YCyfA4VWMd/ltHveH/9bSVrHxcWjht+8tWl0BSjAsAESLCOdSOEFwr2wOp6fz+PXryUdgYXFmkhVtQocx3C8neV8WJDKiNHwye+kwlCSflSgpHGylAPtuNk+KmM3csHPMVrujrvbn4Q1nn4QoXT02Eg9Ajx0vz9YYJNi0rVS6JeLg9hqX6KS4MA4bzR6I+fkdru+not4qtkuQEd6W68u3bnpilLT2wz4k+MQi7WvhHlRrvDE0fvasKAOz90zK/6Lwx/+ukGPmBxceFUlwpk8Xz+qaXzS2zQyDE8HfwAOqoFbIBSjyNA+QUorWSbxHHlsCCbabpGBBHO/o9tU+R+FJzu0z2UX9rUM9ugvs0+uGn74T9si2HkLX9r7/RJuuMIvV7ymUtqyZ+zqxL3gCIQkEQhfTy4npBtV86U1C9mdqMjFUzZMa7lbW4clpAODIYGrWP/4T+5o/ujgQxW29VJUXBmrbiThbavccYb9TVcw+CbKZA6VpczKd0hIo1HP+O9TcXwMTstqHx1CPrZeul03T8wn0hwPxUNofZvx+r7jcfjJABnWbiVoEp1wICxEgamn98o2aVQiA1pExCycf3BYkHgevDotQw1/JJ3Hg3RGDZdDNnWj0VSwqcvjOYRjBASYRy0r4BX164mlenh1A/ecdm5Zj7Ek3FCHV94uq2jLPDurKPfyMJfnMjyGDk1qpCCXSIZN01e6mORXJLPyyDO9hVzRRXo1MUU7NrEw+aKXGXHg5awcfhricAolPVJoEoui7Asam7pAK+5RNxpOJRnnp/2tD8wzLhpM0tuHGKtjWynBOCdCctO2TRIXnhrHQEyEji/uUEmXbxmMXUM1PCrCa/Zl2j2aysePjE1vZeLseVGQWfj/yRgJMTDXmsg4P6DupUjpafIpKZFMNq7+jqhF/BJ8DDkDneAH5kVUTufCGqrYgqFLL0GraFKbnRfXXVhX6rBGH+Y2gQkMvUwvFSObS6wraYzqyPESobYIJ1gPGY2SNi0ERK77u53RIC//5mhswzMh9c+DVP8HH5NIK0YtdcY44noV1ttyuo6xCuzwCzQH2dtmW1+GE+s25JMikkvG01+2SUre1CvZJR9lVXQ1f1nC6DoCr/K96iDboq+DsQwwoWiX5+/nqqsCoo2ifAVbNklA33qtSmKkDxiNeSYQfQ5TR9YFGnW8inmvOb6ez8evVV/h+XrC590wCtTZ21t1dveF5GLS3xGOkC0GOwDMKAFFvi73nayjQrRQ9VtvYc5tUIoEL/0bZJUhBILqxn1Hqou/npkiIaBjLlzNWkx4Ed8rqVIJPMB9qsVQdXAi8RMDW1eiQBlhMnQBTZZDsHiBhUimQm7F/fpYtjoInqZ7vQ5qdxG/rem2LibtWnJ3eMZYIFVOmsfkxIBP5w/zFPXAL2J6U1M8nqNc7+rVrPvpsn5+whTvAtJYpJ7ZRy3SoFXZJSJKQADowS+6pRBvt9tNQ0d3N8G1aKmkymYd7lRJPb6bgPVrhloWm4ikOIWEzD1Qejy4QXQ0lW9ZT+YAone2Di85Pl4U1UuaPbIctJqj1BXpN1AaqrwoJcj7kH+qURhP+O16f6DBaCVPWv+DXFzCumyd8jzcF+aLxbxdLs9ArKhFdPzQqmGIbu/vFbYAdSgkKW2baXTZJdtlYpT/5hWwSwSx9ZaMgWEn2r2qKXct1rSzmUya242oH+78ymhiv0HDP2h0VKps4f4q8RrREk0QtluGUo6UIHhlw7+oo5REmFY0D1jJLLodOprJc0BSQ/oqEAqIfV5fVdOLzwVFYpsXldDMc9Fzoa7fjimwVhddPMqBA1qkHHutA3k04E+GvxCdDC+u2IIOC2Y0VBfaXKoFgQuxI52kVEw/maf8ovDRdcYop2OFsl5XbGshsFCIOwMKEu79vv/69Xw9V04GQK6y75a/8XN91/OZ5Far30FU3WHI5W0lvt1Pq0RYel81qi70ItbESEeccnsnYHs5VkuVFzRDFAsgXrM4ZAWwVO91qlswFW1hlEZkP7ZhR9p4A53BljFL8NLJZrAaU+JzzFL9KxxDMUFs3X0mvUSbfBePRjSAHc/36aepTKhOuM+9QPaOCPDzP+odjnQ+ZxpvbcBPlDGpUtesitkFOIKYtVnIaBXp9vKOc2q59tn+pI7H39SqLiVn/GGRJbQU0948Jp/3+zGWvMtu8FgbhzsY1mooVH+p8wO1W80VWj/wCD0lJPBHTYUJA9SIQxdEtoAUnVWTt4NzwrhBSDLXIjlVpwng4VqKkVnn81A7hbwyK4cnGHkbr1g1Dse2E/l/BMmoBVwrbR0Y4kICiX3m4MxIN2WO6qCC/jr1Hf0pvyjZNLmV3HhIMtyF3HHigm9CPJ2cYrqTJO7UDRy01jWyG3uziLHDlfU8SjU4g6MkXahRVW06CgtUufAOUmHC3hSCjkIgfKwEkBp/Ywvf7wpWrgzoUoyuBZjBBKneKdId6XaqYBtUfFDNnhWwv55xvV9vr8trKEXWryEG2pIYWdrF66ESVwn4npTYb4NDKiRwsCDt4kfooq1TlbYaCCL/y1LHXmlTo01BVmEmqoHFV7SFdUerUBHxLxhIBpK9KHi6IB8EAlUXPhUkJEbHrA9WRmCYGS12nL1eQIeRNf6afQvWPr8ej8fzSfNekkbjVHjZ8gUtAYqolVblJWUPUtpT31EU704dkEae/NdB3v0EAVkdnZHCwwzFLTRp6LcLYvCEHBWH31H9A7IJzqZp1r5Q7HWQkOpuaw27KFF0bqxht7RzMIifHwFPNTGogEbrM7tJByA6v0qKTcxJcHkKtMwFpbqvnVBUN6UpWnVBxWPdJuoQI9BqF5T0Y9i6JpFSR+t108qwAf2tG5RJ/SozkLmGzJThSEnUzkhQP5hqyqTLXp/37bNykpZtmydFJHG7XZ9PF81Zf4NJb+5o229F7aqhmWNfMY6ti2y0GsSJ9A4PiAvUwFVErYKxjMMG4e5x/yxMxz4E+GJ6UK0BPUYMH5k8VIi1aTIJ+Q/Dc2RXaEHIqcR5XQMGVZcORG59GrSpLSQjwcMTstH9cMHpZXTd8ZFFK32mvS6C4LPdgY2I3lLrXq1IebzjM38tYZQhr3I29tI7T0dqOHw1DhFyyBmf0FiwNqH1D9FrH+ZBHn3kHUTWRRbEveR4qMct5GUBB/R+IJ5x3fO6Pe6v53PF+dPjSobxfq7ccjxL0YqkAHnPElsaLMA/wpHYtYJCiRxXppu7ncg8y/12RWnJmIUKREfT54rOtMyRGnHpcsCsZgbyC20KXAXDWeBXKgfOe2rThxMn5TBSfqQG115E3F8vj2YfmuQpAZrYTLCOGc347eA+cpPPh19UiaGKtaiMXMtpqRJDn/cD1x8S6/TOdTHV+LoPiIeGTsux2KcauLH7wv6IQx2dMYlgmnXIcQV0tKxZC2L35cultwox4C7MvxONIhlUnAbZNetgZGA0oSliuAzSLWvjerkrRY9t6LS5saCgYyqZOttu4mxdPQbOzDpqaaTmCf6Jq4YjfWnl1Tat+zUdChiGnZn+jqD9tm/nNqgqvFRF+xqDa/TRLu/QNIPZqRmF9QB+x9YYVOTTQIIluMaORr/EqZEOM7KhA4MTm+2XEcwnlh44LweYeAb/GlM+nPktOI5TcB0/hHqIHD6Xaj1Pwqq9QomtsvxWjANjAdrxXWpcRZ2xUN7lvhAEZanWYa6MFw3uflsXqNAoMkmglKys9IjNQGcvUXyNBT8ty/G10hOWZxG/flgdS8GoYK60YTpqj+g0kow/y3u5SGDBcmBbkcfvreBKibPZ8iQKCCnYeUQzSIdjl/LVzpWujCf6p5ZTHlciMouzOGnRMUXWclgeQ2YIiE0AVbVJUmpZV0blCb2+nghyk3cfdsTSiYvhuKYcQ/7YSls6rRF1VVyh4k51v6I6X6/P636/vSqa7nO7rUghho8aFgEk3GY6+bxtCGkvGeWSezMEm39jL5A4gOMc5bVSBOOKWvjoHZHlEMtmV2IiD6GZlQKrOkSezIGygYlbOgnS0d3Blfp9xuTYmgvCau2FbofeD3lsPBHQQ1VJ9fH3IoRxC0gOxRvbphCnV0UpByeKid3QExWIqpkcsTkpLisBqTiwqLooZNm2NJzBcKpKbBGDY0NyehYREIvKVKgFrKbzabt2pn0bQe2+UpiczqHPqZxbkKCIhCCedluzUF1Uq+BiRxae3Rfnc33fb7fX4nysSbuSHiEdXWyVWhAtQgOyxf1qZcOgtQeJxNMHUDlxulvKc0XMl2q58uB4S4pakzFZD5J5VuaVGAuS1WihgSnTxex6mPFUr2YJFBZwyjM7dAzmeqgqvbq/tjrrKMo24WXxhS/aeXfc2djlPqChD8Cv0p4z4xaQzhnM0vqGtgAJddGpLwi1smFfEFoUGMSG4Adp86MFeIFejgxchuiyRxHqsk5I6uScE/sDzIEZkoGyx76vo3x0B2+r1OdgnCqjYKu1bTv6bJt1sCEekzbXrytyRwuygvk/SIG5/Ho8qszbb7nQfLgCZQuMrgP3umGJopNbbQ6lnDlQYm5m2UYYTSS1ICrbgIoNUhGcOqETeWA6iI8BiKOKOwaEim2yPzC/sj9qmEbtKSq6ULHcVnxDczO318RkCuJIO89Q2TrGdE40c8wDJoPNV6U3tlbA7JbWDocqU0EbdA6HG+vafjNYHJv2VOqWz6EIWTXqeNw64zWlYf3rPu8CcQgORohf6DydfmzmPWrfV0DN4jMacwQDt9wPRR3hTllAoUO16bKOEiNZjOZgYuuSVvfHXVpltnrvFRfQjkJ8rOxIec9mygQuWC4p5IQFXNuXlUsQFbPn4Dx4vUKOiN1jq7X3njFXkHPsHaT9gCqChzUZpdgyBF8Wf+Hc7VoFyWTIoh2z/mKiV5n9JWEAsd2YRH5a0XTjjvHn8R8yhhOjbZYkisF+q790uP2Hv/pmvN16YccV23vji8GjufvhEaFKwxAmVjypdJd1cJE+57EWMdxu9/t66ev9/ve5PlXyfiXJGD+sRC9IhieQqagDVh1aPxXt2UfFpM7ui6DpgclAzFD/qzr15Cz0V5OdqDgWW+t2v8elz7h0DMPP7LbpvNRUz6tbVxlFav1UXBKZ27OTz1Yxch3GKou3dAIt68Q+1qee38lA2BERy55OBi1Npb/adIxNh2xb8ZNnFDUfWFYrSnp29IKuwchztCuMjdzGaDHNZgQRXW+Pp8q6vV7LCK8wtiHJ+ArIUlgWLodwXMYo7dUYUxRR5EUsSnp+XgrfEQbAee5XUp7N8kgYYRvwx+OcqGTH8Kv6bluImw5sQGPba/A7VFl1ZahtB3k1n1AvopTwNaqVMFFn6a8ekgplROxfsCy10PWSOdhM8yardOm2oJ/LBdygVw/yjoGHEKugO+guhCi9FzrC+ZZ9y+QWsPo+/+qU8GXGLelT3Z9Bb60GDXdQETxXcyUcV91OlmRpOaNFu0IJjhgtuskZpLBOfZay5Cax1qX/EzQZRn9Pp1XGA+VRIOoaICvsCSGzzOUfm0DW0uNnxG8j5l9EyeysXdsW0O+apaTPrkpQxMGS2hn1xqxspzwh3IAHJxQxw2n9TXMt8gIheVttwySKGHY7W1nrW4kDaGR3gvhnKGzqFZYo9Ybq3yhOBS+Htewx8pNd0wg7+WFcE5qqUSc2xUFTnb5Q//0cQiKxO7lxmyeMVyK9lkcYu2YuV2WZCYtCiWfBbClgCUmsRywxuSplLzPj3//1G2Gb3UemqtEzpCUDUMNi682QCO9yKxMr/6IY0YAfCj12nVwq75PXNMHBbatWqeFVkywsHG6J8eUAW8XX8/z6K+49kOta1y+fjSJTdoTw1vk+G7aF0pG2AdmvMJuEqAUobAOIo6RsjqMyfDWN1eFKbqBGaDKJ94mU4b3iq4tVfpXgVNgQInu2XH1cMRO1bulIuqVwMtYjhy3EAUHpeItMR/uCqd2g1XAbnCdD0ZNnAUpHLDDGGrFrWE0p7nIBox6ofN9YmbU0UU5ND6HpDJuKk1k5MxTzZn4s5sp/g5Vtqzgx8hV9IofoYUuI3C1JyYurqGZXFCullu0s6gjBO8QkBxImDRVoO3P5umAaxgZWzYKt2hFup9RBlTg6KnZ2XKATqcASvYPcrYaoCCO5+JpcGGIuuS19Z3Cl7g4U8QUBCDRzn3xIMInDDr5sjZZuU2JdMDesBQVWRAjs2GAybkBicjFI3xM1cSb1wjC01rPQMQ/jzbksMaCatrCx8D2swcoCRD6McYqln6yoUqSyo+h/GWa0Dwrseb2eayMfKxwUpTgT3VRhNBmfdpXLbVYaDkqGlRiTU6UsNFKFVq3a9ClmSc0SfE4pTRqKO/uQUmzzbEyzlpdYdZs0+sv+6ReTr9mFrroRUFzpY2+2w/+xmJzVgDoR9URuvcMY2wg38Mk6+CxKSvVVFR3VXG695137jnhgdfegYsNUP9n4BKSEbnA+IkWNPASPl7GcvGi/BvGRQmuQIANftQsInXeqmNAyAdCuFyhM3Wdbnz4wp/utA58a/GEXkwB03uXOAOGxLk7ynIDT4jhiVUuIS41rZojYWnJ/opjGRBlObN38MIvU5+DpVhc0xs8Xr+5W6cQmOSPareS3+IWR2s5tA3hZFMs6eJYaWScpKESBGBwSsrzkxO7rRTbSuMK7jiuKBqQdsjsO0pVtLTDtOAN3al88L4UzXFDjmJaNK/jfK4qLbg6QnOUwdYqAeUYsjR28AcyJgC1BekNRlxsv5wPR3K84VvVBHaYCrymiQUpQV3LiLEzjIidzGHtmjFljgRCVisQnQuTYRBJ4IVAg84yAMabsjEfDzgEpgUeL2zSvEMa9f9Q1W6JWd6H4NlwfiitrHKD73HrVJ0iN0brvnGaUO+ifWdIT5ubALaHjIrctdFBZIEoJruFK16w/QaVulNZWkWrA+hQUEGTk90TBSFdhxp4A7UXKkMK8NcBGiuVl0uGgnxD9gVbrXdYmNRr+uSK3w4ISR0/6Rg9Phm04g+h6mMbqdwRksGe6vKXIi3P0kiLiOhXvXKnaoNezAhbEZNUPtq/BmDs2dHNa+E8VCHM0mTpua9w4TCBDvTygpfQYhNvlHhIdJ55ovZd8U94fktm0h4H2Oj+Tlg9GgapjF1eZNpdW3GLzYbvCXd7PI+FrpNbJRhmaiSmM3MId9o7GJ9cZrS58T70G8ZKYeLMR0TA9B1IXXawFtENF1/Sqe0crdlOCeEct1CrkPMkTk0Kob4Cv6ERj77EFM1UCSi+q0MX+nCkxUBJRWlFnJQdGdEdYzIsvsNCqunzG6RJZbHxjBEPWsU1hr5pRUpzq4aXew+pbWb9ewiBSrn44K1i2thkp3f10x0MBrXhCbGX1hbbes324o9IPugiQZYETrkSb6QDs6JkQOVhB1eAgPQ3IWRBsB7gGmSYofoLj+ko6cPGog6918nMLIAfJh9NCTnBFN4mvMj232btMulWZYG2dq62U5sniRTAYMO+1CO/37U4cHc+Qjn0vLrEadjMmon6uhL4xT8X5EIJCJAnUh/rTCii4PdbTXpVtv4o8PNey3KvzO8OetZiozUBRlqXJOmEMVsgafRdqm8tpi7hi1hHfAr7Tqo9CP5vwuAIQJkhn5UHA7DpugYWnWQnb4WfOD9RJ71NCVOJ9ea1aA104h9RLhR5kvIEGovOme5769dN963HfQCa7RatfC08SGCL8g5D4ZAK31S368rk+Kp0DqO57eXrvCERBz3ZObZU9ZP0DKEb0+ST+nTItowc6wkwqUx8i4oLNQ3ApfkhREaxGaoHMoEAJ46jWk9FB5+QISmkaHREcD2POEMV7SzNblSe462sLmOFonF6bT0bDKvxykUFjrirk9sBASjfSrMA5sSUQLZRCJ/cKDWBVTGlOKg9FTlZvqfg9I7xTU1E4HMiHNYHq0nf1Fro/7u/f/64SPx1EInnEMD16VGw95nnUyWLoV3JRnpTanSLJWx2OtoBhh1vhk1nIVg0FZimQs4zUyxXBseSjy4OhuA+IzLVxAokjA3z9AXGh79XS/b4qGckx3vFaTn+SotiNKwXbdRFC4/atbNKAUoCfkLheooWweGA+GvhD/f4u3R65l02ifTjWCrij4gU519xxp1VKIS+FbK2RgqpWJCuSEiE5mamIAG8+n8elmLd1MioY3FEyloyrppVRHthGlhV74LT3DtByKcvSQlam8SrQWhY82YKhHiIvHF9ACdRYwlJ36IE7p8zk2AYdAgPHaprXuZNaUPIsj8R6MKNnSV1Zm1fKKo3E6tfF6nCjA6ptHZ5u8wjF9d2WAFVgrTQXt59ZWyqZjG4HwuWXL7ux4lURepVsWdkT9+tq2lvBk9aVx/hlhcm7jeL+KOzCnY8p+ATXTUHoUBIQGx+6HELKeZQwPjiizEbQn6bzd1odpMyF6vF6vdiVo0bj2P/7vdrbhHkja7wkUgXGOk6YetcqkAYvaEuyQfNdPYPmR6ui869MyK+jpMSb/lC1H2JJuQOovSfxJhWXImlgprjelUvN6wOIXJ9IDr/eHgoWaOWZfZ6WBSSpqgNmOLjMQWtuUd6yPkC3kUqXVJRVFfSvuh64tIJlyl1GXRswKtZQpQ5YH8kp35s/EBSjKbxX+RabBp5Y6Nxy7cX4eLqiC2d4YJo4hwbZyoOqPDOHtqmHlT5wb7lBWArcETBphWMAYMeaP3caz46xavUlnVoj9s74sYH9gIUtTNVLbE2szkwbnxBSBh6ExEt3kQGsHAPaWq3DQUsI/cZb0tRjHahT01XhQ1OcNpVNo7FHHTrlnBKBOQHMNz26qUc/OERDKLhpntniqL9patBG6GUeRqIAeCsN2jq7IdthrYYCNC1GSdWiBRwPRoJ3Q1wA3Rk1YaTv+XrfL58lPAwO1QMA3VdJTXklSUVonxNn2GIUEtq1AvDyihNdDQaul9fzfXmsOi4VpykgrShXBZoUU1ANIbwSEszhOmo/oBQe0oOr0lFXl6nDonAyEbkEQitY08VenvZ7+FjltgmN5jp45UOVEevvvFT171KTT2vA8D202qPKBvyFv8LIFAChfPTAKVNZWa17ysn6eT+X0scTUynrIQl8AEukUQdCU41SGiusDr7UtbHrq0Jo2LIqeYiAp03HmyYrFlx/23EQLXyMDy5iNoiM80GjYsg6IVyWLeY/YXbMgxzfTsHZTeTkNI7aDwKijNgtn/iqblLUEA6m0JmSrwSEbXkhfdgjMB4Xy0xT3mIzzmywTaurY3GbGye45Uh72yBYDhelQaYZu4mtPnW2PJMVUm+2tWnisNCKxDeMVn2AeDBFLOJ/DeFBpMk52K40+bhgVKvmQMY3FiNc1luZMroPXn6UfMSvKF1DWEa1CjcsllRRC96MKJX5ogbsvpqaNE6ubV90RZ+etOfLbNU7EKhIU9VrMNEllxUyI9HIAkuGVchaq0+kWlBS11dTNeJf6shBQCHO6fVEquE4MKhdofgZkSaTqOxnHhjXnW7nSetULDFOVRXJphbfzCVWJIN5MyYg57NONbmf2PI8Bb2haFvR5iIUs7ndmLeSyYE4o9IPkMp+XeMyC95UjRGyIGQAKtXlQk5e0Ry4sdRrCbZWaSQFwgjEv/CJuP8F/TmSh66tP3xT1KaZhK6lXH8G8X9eCz2M7Mg1dmt6M8qgl81qdSN5qCOATQ2vKzyYEZkV8/GBJvQSzLOUABDAbbUWlFHgwDfyAazqIpsqVqn64VXcJ4sqUD4UsWaAyTBsNLS2kIX62Ezzae2M1eSKYbk0nquVYK2jUqxc2wMeQLOKRidECrZF7LzLCqJBJEp03IJQGNr1UZKnVNegLZRLURZeh4r0eEwbvXcMjpGl0uvJUyOc1IswPE+6OtseUUspc2GWEm0ECQ4kNmqjcrvgpwG2ZoCMpHJW7KQIF60oT7Hv518MJ5wEAIU87ZbGqY29X2RF2IyqbuxqT7GaqxgxVNhWF7HXyBjsPNIOEnPxVyKQLTx9QJURO9c7V6D/dZS5ngzxOlNYp+9e5QRjOYQaNKsNxcf7/cXSC1Jj+EoEwvGvLjQ2tsM2wJnn0HzaaHHVupwoCB4vf2m7oXT6bOTvLv85EjcLCmzmx89htEMP9AiHfx8TcbDW+hOrs8TTKr0r1OVmcAsSYyxf25kVM8BYi/oCla+EBrl1RAbCFU13JryRk3Uk78S/V6rYY/2+GDRKj8g6Rx0CvH09hCsXBNy9wlBdhZpxk9lO3mc5n9AmzadqDRaaT9UjFtlY2HHbuuJH6CF1NjU4jD7xnoG0EQKcLCp/SCch/2v1wgYDAQFkr42OVStu7fVCxZsgyO+Miwzq83rBr1skoT7dLlhDQxeKQn0TxZS7lEkwd0NnvoazO4s2V1EwmSJOtx7c3GVOk3sdT3r+euAq38I3995xWB2hGhNvmu9ca4avOl/AoMRWyDuHtDXwzj+qhbEuoaLbapGqKUZ9qZ2JxcxYPYXK6HzdWa+5kEdIrLnfH58qGWUkmzclFTc6qrjcXfGOslhT5ToZvBBDGkXDxuqLwsAUtFH/VrA5Kn6JJttUlZlRLewvy8Wdk+htIDLjiGFtaK4e7BOYCB4bvX9MYBbisy8xYg6rgmJ3DiqFUgraNmXJlK6d4A1AmepJ+Ki2AjaJVs1LdW6bmSg4SdwvisgZrEiZE6pD66pIjPHpLTBcZVbbp94mHEbmOG0hO1yCUu47a6p12oo9cc18rpQf8tmrUKjqW66GtNiIIt7JqWZvk14/NE+WO2vtN0zBbiBZ7T9CP2PUgCOM2vmAY7VOE1pKagDp8j3r6QajjgUkFZaJvpT+3FYTy8aQCWEo95sgCiyN1Xfn+vv3b2kPLFGr8LTy5XhZFBHT4TDCIBx0pn4bMWDGTO0TsTbfjDEpTnEx8NuVOqxgjbK84XNrU8T7WUl3HJGirDyFjQmfRhfnUh+ow3VJFEojS8/FQg1+deQOC64Ms6diCjTrglGjF1WvQ1tcu2nXpYy+DZ96Oy0MmCQbsNkCm5Nzf6aovHAin+ZHpnqcjtm/PuNdbZFmQPWo14hdS/s7u5XWg0pZpbLZXkQ7ALQ4aEPSgZ2rwfHcYVbcZjmT0mx8ROk/YUwtLZ+5FAs7LB/OSt6jW5mKkQruUJK36sA3K6K0BgpJz5DsqMUntRuQ0RK9qgLDYDBtUu+3swWYlYczIVu+U6dOJa4cCGq2xujK+32F3tFZRytUzLSTbXo9U3V1Bx74Nh3caWEg4SPDo+FRPT9yFRCfzTmlvereNDKYviboYBHKwZEBNv1K3nzSchBar5c3nxhLiEoACAgBsrgNpcs6zW8H2oTMXdXH83uSL/TxoGZTUCJLSU9+EZKPUyksolZAqV2f1ZEPRqMqspTq8L4sIkeMUIBQpUxWSa7CkqlUZDQBTD8c5pUbtoDFLnoE4e0qEYT2y9PscTPciC2oWJJuxI6MbeXSoZh+r2grx1QPVTON5k37+gygKaCuQRBx8qxTw9l141TJoRLPDvpikwOTGMkWRZMbPkwWOX8VrqL4Xiwd4Vg9jmEV7iAH50efVmDMQp1Lh6gdXuuvsLfL6/lEROsSokspYFKC1xfp9VIsmt0lVDhKMKuT+FeLizycacNjN9v14zYMikX/cvo8TiyX+x2fAI15B5UhkqV80cLvIlnOPBwZc6vqY6Q0N4dH+DoBdW1l0KH+cxD5iN6UixltOuBrlcHJGRkFoLiZZphVZqYYjSFSZkoipHbeI6vyou/bfXVEXzk/SKBqI4HEzJJ6htsMdakTWoXTLTeXs6qRcA4R8FV94Z/2nuA5OclZeCSA/hTPxBLW2aTWVd4Ptp1AwR0FeNIfu9Rg+QowR0bTsbJfa9KD6PLXqKNIT04ZckiQ7hm1/w0MhLhVIW7Mgj68w0SVi+W4KMV7tOFdTQ5obZICgebwEC3JvoEGroltJ6XSJ11EEXHCcM+5QhADeTg65mDv7YU6VFX0ULfAaHFLhrXst5VcsOqHIJf4vXQeKx6Ka2oASIlT8PIx+JOBxNI16X1FAqPQgpGlD7KFBm+PPb07xUuc31qEIjRoKY0Ko2ROvjyEYdLgm+jvscq2x6lX/D03Dz9TeXXAuhQJEPMdqTebPqAWbOsTlDxcJmCNCwuuKpiOA1IKlQUZCsIBHDmcQQ7EKmsmt4+MGHMDhXb7eAWEpw8lWrAOwCKXCqZwHFt3DFJW+6s6s5G6wt6zzsOYd54RhhhHcMHJp8tQy7RT+FtDWhXBqFjQKFTmy4jX4UottYo8G1CyRdA2PIiQnfeGGtANlc44pzSTaH/1SY0CJgP987FEsmMpLAKk6sw1sbtwfzL4AxFmQmUk0VLncoAS7CAq7F3TIbtcOtpii7msTD+0kkYUenUTq4IDwiwYYtOWLaw+U3+fefRzUF8rY85geHFUtAJOWWeoGxmgI6FxYrGdjFqTuqeHFBOh7luR69Jm6DfROfSigCUhcIWvp4bgEZL1cWU5eFe5YNFbynWrlFLm8EMkUDK7UnRExYBLXJlbssSghfeB7z/F+XFQhybFykIuAxNVZ7qrJWUnSufIIFJudKyDwk24bihgxcu83zoLVcWyfQ+lmGtTqrSJ4U6rQJ2eGm40fjlYHBbP9hZ+UN9sp+Z7d9rwZn1FkofBC1uw3fOHESaC8WBBQVawBBwTMnveNl/tcMeWVIWreldVcECZR2TGUPhXKgVKw/OZza4BCxUBO0leGgJqS14LibwuPL0sx+vnfr88HnXYr5WTtrSyZQYuInKrU2ZvtpSvE4TelSR2wSIj9ZkTRt4s0lNG+hL2pwsk1F4r+kEit7UZZNXijQ5rV3CqgVylLUvHELDYtebIWpkbRgvE1TJqIisDO0quueRKkQS8doGi8GSgkvaqNcr1YiO9WxZlpjJHilu5MR5Nmybv93s16DNaJ0ybFQ0UYWUR4TTu4eCJeoN9/M1ouOJWLhpcEUsc5sbR/27kyIer3zCubVX88KftV6y/6gwjghq8KqBRSVtViuUH/GJBj8XGODds6KhLxDZQ4fDnwptDqsoIM/2sp073c4fF6VCjIMqqisQLVE5N67n4P/iEIr5YDIziqOdYrVnJQ8h/aKuUxKvkWIA6Q4X03svYIcoJ7ZQSfJxPFaPn8HJB+ipQdk87tyziWl2U30nvLEcCsJKR8khDgNfrs7DLMjCgw9AzJGlLqjZ4rJK2LW198s1RQ9wrU0oilYYBq1z4YrZUwY2t1HTAEbeJRTsKnJRQcPFIRMmbNOVP0NOGfs6MyZJMr5FVJ0syT+uZElxHO9Azt60qMIIzfb1KesYpJhshG+7gOvydVQPFPnG6WnBSsav2sEirLmq3QokxoBKZuiaWDLHeyenA9UMq58IqVjCxI63SqjWtTGnfieRbOn2xBfeHizl4zHFGLdlRyU9e0qiWo5BaKXgq3kOnXANnaiUnz4ZptXLgTRMrW2ytJ+xTFFRDDT7UYJNpfHmuvPplhICKDJr05kUqndF5BYoOn0RksKuK3srocAuHdS3kcBEB0im5EoBeoHOytJWPWJgiGrXxW9EI1A/sO6vmpGZLaYosXDHn4Cu7bgCaVOgl6F4R0ar7YjkWhcfNz4VcGt5TYypmcBY/oQvJcaGTCKnNumSdGqXw6awHqdm11aqoBlTNEPaS8YDSo4T7u5ZkGnKSw7KasH9er8H/awdRXA8a5lSDc1WXLCBOVKsqtlvGG8PmsflCbaTdM/a+MjnrqMnelQ5DUVEgV0R1tpLz+TzIWVp/bKhv43PSa1PS0nzSDsuIBzoi1T7COWJ9UnoFwtNqETGZgmpWCrlbdcGTjhbkckb2j1S3UVxBwwCnr7zVZaTJCpZlxdWEHhs2jBu5aOfI9uh0qtu60UVFp1T3J1nn71e54Fb7bEJiDr8WQ2fJHQUM2BoWkWJxkSbOsYkVGMUZ9lJHQx/3TrYBV1alAcy82Fxdd7OOgRz0BlwjLlzolPNhZs36VhrU2qlqDEBtVhCm87hR6qQjbdAlUUW9FIvCM99hP/qrjjqgaHRtYqy7gSJsYTm7vVDAxoA4vJ6vqshZeX0sUETadJ5A9egCt660HgZSs9kdTxdFQ7FvlThzKuOSo5/PHRypoOKyCZfrz2JsNe8r333txPIwMEmmtryyDlhazTUiqf8RRydZu4sUqjUMbHyGItRpld1FBtlBVvVHTsr0AB9anxhamHyCqvABy3jWj6tyDWOjAV4W5x48xKoWWRWTZGTGmfsIfXPcDqseoJ5Ix7Agk6dCfXASadRXuw7J5j7zxIVez9WcfRFCteWVBw9Qvrr3aJwC+ohHm+AwBQKiUEpW9eIXs7kCemc4AXB31jVxZQZGk+d5tmpSmgq739RONeKmTW52cAhENxGECd3aDKUpW/pGRIYk4jpimEsdaRUFqR6nnB3y7uqvLNUamAsRvdUUuLKwSlBhOuv8KX4SjChw08YPoUSQITAssLLUSB/daVrVLtY7BaaoUpN1fcWIMsNNKW19Yqr0wKIcFbwNVd6xi4FsyNDB5pjISoMhZkmdVVuM1Q6aQUOLNj4nWwc4p5gowc3wmeOXqjtUCo76jjxLu0RlNhilEGa363VF5uowOmJQyRQMxHIyYbN6SRBsGZwhuW6SJlrtpkDi3LD8KPSV7E0Nz+Bm/R+qOIAIXOfT+qLGQtOkii+I7ZP0m9irDjfi6gOFER8Td1lzXyW7FoLAUFmVdig+VmEEbbsK8S0FPCUjXYd1V7RToh0tWZ/eRhR7A1uAT9Kc05Fa8JIhTIYVjyVEuKxEWOQicy2rQkKDo5iYEf1G5SfcRHglDo2bGAjfg5igmFvxGiU9RowD8++ojdFro6qzC3fW2ueYIDRZPdsYp7QXloOyDalAM7s1DE3jHiF0jDa6XD6/F7r3ude2YmjsuKiuFCWXuWXlKsciMxgYWhvLzAp4a/NvOWHcLo26qqwhZcTYfNWUUQgAkhEvkSdKMJMqllH5wAYUg32/XosSlEnL3GrYgVRgGH2KCmSQAtL6HSxQd1edOriUR0RDB+zJ9fquGte6hjaMFMAM5gSjI2oEAddVMNW8jmdIpQbqWnOVTiBUrU6UIUU1dYoIe6lUp8BuSXwC3BNfpfOW9JXMtqsr0W6gdoTBeg1ZEBLOW5SI66azbUbiVqJnjebjiEoZ47mDO50kFR5mMgrVKOLDA0OfmG+wlDL50tYXtJ83+D664+m6ZY3KzR28xckeH3IwRvJPYfghNor7s+raK6RCBRL2e0eciVQw0t/rhVoa0/ebZiehKz07BMmEkqWJLp2FRfbTdXa/P9YmeTUqf+vCKOyhaoN3g0uqmgtuierVSqz6rOJGDoPpgn42YA4+AJdNK6kvVoqr8V56ZLxeUk7m3sV+JXOa2JDUO5/zsUGoNZpv2RQXcJvtgo7uSy8iWSzpHpWyRFURHWG2JXqCLki1WkQUUt7Wwcp8eL7evyLGo8G1mmNpMoxQffx6LIDQPd+8ItKKcleEEqnsxGr+9v5cHqWWFqSB5+pU0yLiCYg0WPwFhzEJFZMzpuCmwPgz1iogLi5K7qVAwW4yHvvePC+cEVn7QaeDIrzxvFaNK7LcLoIAr/KqsenfPxkslFS3iq8iuDR0h4ZplBhtV4zQuvl29FEsMFh92DwjpXnsh86Hy39WuIdKqgqkpFgLQ6vJ/pT90nCSIiwvCnYN9e4Q2sQI5AOXHUGh/up7cCma51ZIsM3YQqdJIKntN/q9JNkqHtBlw6gegOXBJoQPBvgCvR8q50PVY3Jgq8UtX0pUMuZ/nQ+w2W7pVgzaRBogoiJ5kmmfxUmOtZi+RWJQXe48I1AyCtE3FN5VejvteQRTxX6ymDMeUx45KeyRU7QXpvNOIS7ts4wblRUqU6b7nskmbZcLa9mr6ybBQAyp2tN0GBXhHkfinS3XKHZ9SPfQSoy6FP7Sem/mqyiPiuFkiSqByVChX6DY9bnK6qI7CCkC81U8GLFnOyc1ZoQMGFpSYJa1h/qwCm1SfOdujZwOib9YBFJvAcH9BBnnhX46IHCK21g1GFrSVD8H7rdBVoEFd/GCxn1K1S7MqzUaG5uW16uYWbEr5AJJerZHojdJLkl+V+zI1n6ozisJkT4tgKWDTqxXqFSbFloIJoqXFM6ksyLKXKNFx2oUwa7lLNopqOV2LxpgHpCrqiy79LWaq9H+6YC0S5VuBrF7jeQU8TLJ/FallOBZQQABAABJREFUnD1SHrkGCNtuXmRKiTwu2UKG7MUJGP8jZ47dM4qn6sO2FN1VihPyw6PeOXx45tLQKAKrKpTjymJbYh6egTH2ziOlISq5rnKXGz415Q0dLOiBON7aWLM+jVYvXWvJZXZOlDv08ln7DlzbnUjwaYYia+oCbNjEr61fzwwxawL02Ha1RDo6qsqheOyJUjA1Q0LwdSrX++ZMOd8VncuednIRcfd9puAEso2Acs002SOd0uvqtWIunwIhGAyyj1oUsnvnQqc25Y0lsY8IZkkq4tqB0GPaupIdUbrt8vEZAWR5pX4Pm424XNJMgFF8UeX81ZnfLGAoZLMtrJOMwezSc1WbQd+OoYigAOV9jSjqVl8EeiFShdY8N7Q4CBsnCG1HCyKEOQGlWpnKj4d4UyExhTy5R5MUHz7FeoPKCTq3uJ2EvWGgMzGULspUWFqHEMT1pumw+scS4xdlCXpanmSTZvdUbRHIYbQjwsUjIV1UZzwtLvoCFcrQwberHofHGJoErC0Yc0gieb3uD3TZ4+mguvZ+VfD0Ewkcr0xFY8bdZGtR6seP4pKqZwHqABLR1vlXl5WGLR63x6ohXRDmp+rNUGkziTm7j75r1CnXgSW9mPHOvGdNNVQHMRcyYQXX2CUAVqMcxGhy3BV9EixhQEidQTAylf5j1I06aMPjcU3DQx6nZsGdkbIQVjxTnU9r1YsLM7SS6pVqgdgPFqH2Icxkiy4N47UqfT5+PX7/+5uYMoqMtQdPKGQqL1xyh2K0btRjEVOm6kAgo30gwuxD3iQVAW+ulUEnG/Xm6oxWQ85qMJ0gC7fEBk87LUmDHDyijAByn1iI6FVHU7uYSa3H6gJsIxl4M8JUvAQs2KCuIWadihbliTaDqvB1uA6WyF9fImKQmjSKhfLMwSdpa5MaeFQktpz6ZuvRiUWUM12speG9l1PyvjodK/hTPsNeI5oNPGJVGB2HvVO1xdJAVOEOQsUL9+WlZ15O7YQOnRYS8QjMw4dCcXtVy2B4bOSmKyCjaAbx6+L5n8sdu1gHWjGZQvMUXkFiTuoS/6FRDRfOnvVE3zUcLKZneGmcq7Mk/VLdJFd86qnOUCo1k1rTKPPWqf528bkMpjr/NDahU7RMZXmehyiMwwIsf+01S8WKDiCArAa0nspgcpuOXknBkUjYdvoxAWFX5PKK84w53tXu+woYceAfhS4LHVGVb3SPJUP71FI2ptge2D0yF5ipWKyg2FPHOUOKIYEWflSrrWg7VM9SHx2aeVyiog3TuRXZsFKcKIWOMVZgVv+GtgcUaE0FF4x7ud+rx0ap4Kv7EmJO4A6FOkdhcL2+X6sXT9XBl0O7TmGVVyAaiVX1IlupZX4dWTcczn0GYZYwD7BqI7lbsk4wH0WKHV1KLvfFzSA3hF12YAX3ulQqtge+LOgDWQfwgSNhHiUDVGs0HU1weS2fBX1/NhK8BUWlnaCVPbHSnLNVyRpmdsBC/OzQoDabcr4z2ZpFxPkzp4HBghgo1C5mWS/DbZCDURYlzyOPQbe2/viNrOzOXQkbaZSCb6NDwXqKLWc4gLogOAA41jw/GFWHmCmtGr7x1iZISNBDGKSAwyi1cB2iLEgLK6BilwB/IKZDp9WRgWozpUwAEj1S39zmFWYxY1SH373+1oFEMGZoyuiMNPvi6wkMKGR5fW1E1iqoymb4VNeYUAjE+oD4SGhGsgeYHYvgW7rFxdoQQ+2wRit5vBHPoZ7E5heIaUcvUsEHskGjHHTUzoJujJrGNrIYISNrBKkmCpVzfzZmPTlvGut4A3AGQIvvg+HzAt8KHFGdItsGpxQhzsWc7zTdVzS75aLVfZkPUqdUnYLniap8ELbi3Lsrq+bBArDtuYK9R7i2yOZ2r1RsbGuxM6mDuoyhzngqUxFMYV0CB76utaiv92qFJ+9gwRmRtqr4MD4B5UNKYV0RnjzOaLewmtCuIAdArgwxKqcstz8b1MLVRuOHCqty0xhrsRLSLPPqPP96VByngrk9IbWGriAlBtKXw8oalXSVmozz02Tu+Yp25CIKjidLVSRMUnxcJRx2K221DzekoOQ3Vu4OPbD9sYqp76LJehkw2lpwECcc22lVdIgUj85LPRRwJpCUUqQimkQMZ50PZynL/mQPw4rJeRSAxv1qs6UPb/2zNu35vl8/j2X/cyBys2KbSBGC0lFTMRhfoEXJCoNLGAqx57AZ7PCnby5TsRGZVayTQ6qjwdxOh84OjEZeZvsIILEPk5wWnETLb1mQE5CxRkMVvXWoGzAnWTcIUJNqybyn8qfTNSdX0qI0UD61VyQvEZZm+ZAeg0Sjf3EUVecfQwYzMzDgxYlhWaOOZed6rmOHI9GZEssZ3Kr1ogaydHFZOgpgLFUgpXKTHIVD5VgHivzCDTFpUEkPhvxcpYfHGrBsQCnXlc+DjDk1Wkbuq6ujlcLRsXk8pyvTEZwCwghM570KHYOUZ+gE+tGpIAyH1K1LZK/Kd0NrpklyjwaphyKUnzpBszIJe/7WWsK6qOKu66HMcfe2aW9TzvG4sYQGQsLY3tBz81X4pxMQHBvJXVYmS42kW0Ij2cZqz2jaTNbSMROCHZlrrf1dGd2oPsD8M82FkCpThSGI1wMc+tiOR+wfz79137CXqXhbTcb3dHmF7s7Y0irFGbaJ3L/VoZ3hC+SHlZgoHH59DSeS4/KlPvFsduwus8JKuDPt06PtTWnzoI7RSv0ua7M4yrs6tbKE7Lvq694CGazK9uuNz4ofL+eYjGQDy5Rm1ywE6iL4hPsbBfdfoXULTg0DbxE0w92D1aR1H64DI259ZSveBbY6dWClhywqphuo9kjcTfmQw9HFwhNtXOg9VbTc5F1sttKia2eRQgY9HNGkuzFj+Q6+gRm1fSUPuhgHawhLaJJno4KObHKtBXNOEc3QpmO9dqlgquplZgZeATzFFIWluPBMVbM9hZGxhBJ4Xdg97UqVYOpETcHQpTdWxkel3vCU107IbxyOBrBpFkVTZC+Xwfl4MobXeEp9Lbczu6T4eXyNt7I7dgVeH1a0//qQray6536A5o07CMNrZemSMmoS5Ol6o3m8HbznagoTyhJs0xqPVBSVRtmClWKG9JvBqF36A5Ig9BTp7WKP60TIyJZSkhFWOy0nkFaKhfU0wFAdB6LOb6zB2OCVdB1ksEmHoteeB6xhpOaA42PpZyvQYLDi2rWD7/eLCJDwFLofT1CH8VN5h7thhizAngQCNvQcrzElYuPomBr4TzM1TpCSUs6BPlfarlTIBHGxxmDXi8GMIZmUCdkgtIB5pSqvPyF9a7EwFNavnC21N6Hto7rwy+p7//v+9c9qoVfx5nxytWPC2taRu97e1Y0MEpeFZEK+kn2zlx+nyvqQLKKwPIdMfVlriLiFAKLel7t0vsevX8/fT8UMytygMStkD6xh7DJrGQVFVwxpVv5V6XvjGGVBRL9Mt/xuAI2NvKJTSFdKHDFI3KwKnYXmRK7E8onRR2hTwUPDiHYFQRtUT3Q4alU/L2RzlV+l6lmvXtqQirqU5h7AMOA7SqbqqLaldTyfl8ev2/u1bOD273Uqiwvoc5DQVMAws3DZ8eC1remqpwwEKJ+8PAjGXcg6xATy4DeO6+OjhqL6P1dhlXeInb/VcZSxW3DsrwscIqvVLuOhrB9tMe1DwiVUMV/vcuIhSypNm/lhjnedVnn4RJ3MHfBZpz/fygEOhKskiUU7liT4miNFeZ3UiwaJXSrdOeFtxnGnlApLBwpgmKLkClDjRkvPhgem8jY9JeZi6TyyXKQA/mbUFIwdGluJjjJHtOxC7bqMW7gE+UKcTMP8pLr3ewWJyMGu7mYE4+TdECWK8Nh9eLlXK9iMGE1nDpMbBnIR7yzJwsqH7Acoey/c3zQLqS6bo2f9XjMVZXCxzXEEW8ggY4w8yzUXKuXQU45zxN7P/5glRq1dpWbIc2LbQKCAczcCTFAhHXwHsxCZ2xAim6BPIc2IO5R3RsdLRPqtUtJ0ccTJLFkzqvgi8iJihigJqFkJFRLAQQ9GiVMYRgDl41Y3PQL1tRVbnEnGJbQgtFxbH7qQSZVqw1EA+dZuBxpjRUBf36hJSQu5HDTIeKejg0wbgCzcktLKuFsowroahITaDRX0erv+/l1H2DLFhTQvm0EXDtuINDFo7cVBdF9zNoICzBQll6g0ASvfTLU0yyJfpwfJsbbtHvd6gakygvf1uN9XJR+WUBH96PyyxPdMEvE4N2vB3MOSK1LKZ6SH3Jb0UDGlsHv0DakHXoQc5jjXiigEXETtGjUZM/CEPZgqEMCpa5u27il4poR+mVJLmXKFgQeez5ehy4BA7zyP8S6dpY4BNCR9MuWDwPfTXGC07mcgDy127AVrv9eoGI5GYYpOCq3C7J1gReHh3/Ov/jy+jC+cZwp/FZdOc24olhQQvcsnz5VHl7Q5HtJsNzdyUaZdyaI8jwdZHYHbClPwmGRvOoQJJUm6kaf9y51uLhlE5IxzIvd0D5/Wank5ieZeDug2WmS7w+7vlUDLSJ8mWgitx5wuXbBIE301t6lOaOjDk2nZlsE822O/mp2fE6lttASVdfFBMQ9Rl7aEuVtMa0bzOtbRZg89uWO02mKjKSagfaHcBZgdCOD2pKpWVt8LVTqKHiSzFXIDBbxCM+pdiGgp2a3q2OqXK/D+Xc63ar4HNJFcZiQKad8U/k4PxPt2eT9ft8eqyFLq39Kqs849+CKrXb1f9/v9uUqhtDQOsx31KmRqBXXtPTSwKQbkdL14HKMif0j36lnVvYHZJgp0uj1b8QbNgvs1E1Olz8bQKR/wS42/AyCdbLaM8F+3FTKnyhOvlfCzUNFwEkAHfirdbqyP3Yuv1/vxuD4e9/dvmDqBXZOS5UiUjliOKwJ5Z94Mr50kh2abLixiu0MFP3hBvQGWV/zJN0I1RCKEcm6dm6UnLVFaVgpSAujTY3Yo+nyUfVhnISPWR2S+zCuqZSsGfnaJNDawZ0+KpXfz8zOyMcfryYWakhAUNfuvpGvftgKuXHsjXqc6X7i8MPxKDSjyeL1WdR/ytg1Kg8GmfkL9dXdhrsJdkMSuZuQild5cC8YtK6Oq3RwdfbkUjUp34IWKyAtewT5K23G0VfPdVpXen9dTHcx1bFEMRtKXYd5R2SgN7VWmEIN/PB5sGtaQaBKBTNOuNObdr/9KrW8FayirudrrLy9Ua9pNuW4SmEKQqlJK++2Zgzdpm3r959ksjyvX1FO4Zme5kT1lUtQK/J+E/YeWHEuOLIpWCvb7/98dpngLJuFR3OfWTHeTxRQRHu4QBoPhh+EKIlRUqA4oeBmNZLOOBXezw6847bz8iOfGbHv68w5+LMEfZVTiP7SfqPF6LdBOibdXhaioNBAl8V5WetKnwNzpOw563LTpI6JCpYqSke7U3kxhy0KmXG8k2CBJJmHjc/i8vi9oMjsafkOw7fc0jbUhu96/zruf//Hr82U2ksLxfj/9Os3G8QUUzu/JN+C+HsCLMVjYJtnxqYdErTy5BMIE+PvIOz3u49i00rOd2H1+BAAua/Hve9NnciX811hs+Tv+9VcMfMoj7ON5CRX3e477sjjqAm0t8geGdmdu/T9/iDPvaYcKYnVCNwr5//gMouPt4dy1lYq7dFjIhDQgUe9T+V/fcvmnWHL08ilWOEYkewwoHbhDmEhUwVtMcABR+dz1qnd1IvY1b1amJscZxyZquGy9lwXxfY6CP1LfwYCaAR0UEEG9CIvvNI5cVUcVlJAgCO1tcRRCnIyKjy4TwgHxmnlygUMbelkdda688Q1p7JhV7cvK2eu1Cu/Jo0+Bct9M09d0aRM9sqOr+lMpE9cIy+Uby+43vXcwodOn86E3GRCKdAwrZjvV51hFAs8rtWuuygRqcG4SRfwlTa1ZSaDIzRLmGh86ED+ss6tsXhQHHxsCsZee0hzVpQJ7sI6DUkx1vXIwpnn9w2ncD4W7fg6ElnUipAE1j1VVO9bBp8qkgTn3YZuQ78EisGrRHi+ClmGoOOLQM5BiLbWGgxep/sPv889jWCJG1o0YRWO41fUVbSinjWYLA7ilnXhh6UkS9UCiZY3dHn2k+rbUO3daD9TwFU6ocb6k5Vji2csaPq84zTiFC1m6K+brKnRwaNUzxlrDrIYF+vN4zrz7+2P+9XZ7rpGkPUxo+NZ659/4S22/n/f//d/Pn//9eT4m/XMIt5FRlktct7elCRZ7mK1fPjv+2bUR9lYh96NljmU5B5mkyVJQLpZvti46tJy1htN7VtOFdOmjFFnhd5QAYMnodnu0bGRBwnz/2jLBHgmKzb5CzHgfCdxcL9vNzwIL7YgDIkoUrkKfzuUhoWZV9GMZxx913rfIMdaG20lINjvYah7K5KsKecKQOk263itBtqDgotkXwoRfWWTO1u5cI3J8oGqwD1QqJl5bT4Y0tJzKEg/uvJ29UUYezIAdQwTVitnDHp1qa+A/T8ffD3sR+cyhYRFSFqFxRvnZpR+kmg5MuH1aF7X3CSqvCoBH4WmFRqOfUT8fTcA9wm1CRssTi7NbtpBWGl7Y0593MYomUHqon+/jMd9GRdliwYJ7dP2JQ+xPA+SnC8u2rMMJz4pxw9jOvnOpTjq0UjgE84UOJI0lAqbxrgyc4KmCo+QhXaIsi1+niYpmYSQd8sjHbRp7EGrJUb1jH26K31Ey7Iw17Hb+lp2gcfc6zAlcsYt5GSZZkFQpKVGW4CItm4wv0YW77Xj3J5xhbgudxsxaQBncSqRmzdnIm68hG8Km1tf/Ydoqy63g2OThNe1TXuTqfSC2AxzcPyvb2hF5HgwrtOZNNL03GCTys1b9O7ZXkkpaDVZMC+lqe2AUKj1o0rU8EdNMf+cG0g0+C1kbZlLj5SqESCps/aiSxkw7n+O0WydjOQCPVZPhTaipGEa6a2e8Koay2FUkGigicM8viT5cVo6q4x+27LBF6X4yTVr2cPppRM3LzVfh3zymRYdZ+d4qUHOtooEXJPF3hmb50E6pdcwlP/75mfE5KVhbOXDJ1eAzCc142Hh/f57MK8PTFnz9ZN8cq67BSkIQw4ta9QNuwGnHYqRjKI7h0cJMaWQiURYcJ7d+1ItAGUoV3Z9iuq9GsY0g9ZRb3AK3utWCW3giDQ85Z5tRNUtBTByX+YBySY6a2Hw0TD9zo/z/x2FRm+LQotTtgJE7cf1rSbWqWV3z3NR/HM2TA0FyLxZvxxBYbmHtw5Os6+9OgxUZBKAwdzzrdTOQJt/KiDZAbpjbdw+OUpvO6maW/nY/Q9CO+Z+GxGRcwLI7WxN5L8PWM1RWZRIFTOTRkXkCH698VaKDsIqYaw7glwAPLGhbXfWAFJsKAR2mmlBtzsKTcpQyRrPzSOvgoIVU3r1K1iEAWRxJY+AUseMnTSRrwc1xT3gnDjswoQMt24TW9AdDEhpuxHsasqiqTg5IWpmOV0dwIhEMNQJnCjxJRzqi3QzaPyRab73NvObcQVX95NfOG/e8dfOsrIReTE6j4Xj8tasreLhUsOVV0oXLkIuDpH8gexXcV5AlWk0yxwk4Arl1vg9WuthE+R07/nh/fv7v7+f++Hk8MMIj5Y6aqdmcuDIxeYJkVgb639Wr9S+MEU1o2Vnaucj5RZFLe7L44B42FegMk+bKd42RwvGMViPJzan0mD4q00qaGWYBa1ebGcXfR0R33gv2Gl9L+JTyFCwnOuWSGffdjTvHmymuSpOeXVsjkh7xE3Zr/N0W6iW+ku1oDdX+h4Nal0otnpxbCjTjGPwxrQSbN7LlT/ijy7sKyG1Lgu+Q2eH5MxdRn37L3DC3FMlHOMqHFLtOiiRAYi+dLAFjIiqiHvv5Ukr+OGOHULsCaza2bCQijpMGhxx3r3/QUhnnEE09Tk06K8l7937mGz19c/ESbCvsthpakDw8V4F3Izt1inlU8XzUM4ADX5F6Bf8MKQjH3yFAe5RFcr+rV7R5NApwtJE7W6idFVqf7agovylO5hV7rlNcHt13Vw+PQEPLRN+mjEW728Uk9/7zogkFUB6gBga3zNGcr5ZUXJ8fSpXVJBbtO8O5nEYjuLOyemWQOUUjJTy+gTNpHxjA7MfBZ6qObi2QCBMis8HjDp7vC3fcSfWS+aw35hOmfXCIqTo3bYMEVsMA9u8L0b0FE5gaD04I+cSs4Wbqau9wXyLycvwlXYgkuzC2Y7oeD1RTVuqYPCq4/LJk3ydIPvIUvOwCfMYSuKW9D++38Uc/A92wlxa22vJtkklaByO02OWLjoZEYeaUDMTfZqq7zqewGQ4w9OmcNIzlXK1VWQXLFjmbhbgOPn1Vt5zqO+5WC7wtvlaPQ8ZpNitEoIJbdAZkCtxny3OJAA41Le9RTbdG+kqZEtMOeDt9OjHmRwBcbJ33gkdDEqyC+tKcijE7z4+NI+izSxR6+HMNHvEH4g0jII19uV6b4pG1mPuydyzK/35qNxLeq5lcZbKCum4hExHuEo4gmPvV+266JwVn2ezkXSBBhX+knWuxMy7jUGXMKfJuro5LSlKsXMq6CblmmU/+jjclmL/2Se3ztPsHo9p4OQEVnVhci/JCh26paYiw3nnQqlZt067KO9PQQMILK+KfCQA0ginsyC+OcI4695SUrsfUWlvHGSBYcOeS18WJulom1gZakhKJwHYZ6Ngz/GO7M1YtsKGWntZFVErBx9ArJ4h0DGrbJDi/Yuu/cnbNLwY9kVoS3/vEQAQa5YQZtHUeAy0pS0Mm+YyTeA9dfrrDLQFMG5d5l6MG9hpVf4ba9/vz83ndH8/beKMeebHGezRw7KGQxyki1JuscvoFhEMY5wZf6IpNbxUbJlXuHNDq8Rh+aeRJ+/SYqFk/Rrp8+vxspvWu77+PnqT5+rkngXV/p2/jwDXzkIhLCZr1HijFlxap+8TcxSkUSOhPnjCezDU1Ib6v//s/YDR9wtmr6R7M0YbYt7LQiL5E2I7o9v1+e/39a21C3ZSq0uy1o5NRPqmw9D9zvWOpwiYo5h3WVh+gNs9qo8J5KKOpSZEeaab3aIqD3D1HQtrXCSipvdFWYR1bVn+CKiKs2oMKl5Qreso3Z5bgDzPs+0lpD32qG71yYlNe2/MfMhajad6JR7l9IngtR0c6lprzO5Xe7OLjp17RvKkNR52v9LfpahL0e0qOVOzlHI1KBPaWsl/1w/zAhqUzA1pc1539nO4+H1aXRqOsFi1cVo0QYqp3Rb2ZjimZz0C7du1+PWq2/cC7tQ/aunD3f966qm/HurTWc/KNuSGHcOZTZlTVUDcm96oSEeegIMwAUG0PryhdDwTgwZwIxlfEWL7y+/2Z7OLxcJ3Zmn56RoA72XDbM6ejI1Iub6r6+Eausmd683wuAP+sZpjoAmG4qFnSfisC5YzASiXKjdV4rPZMTWxSTdIxRvYsOx10ta73igUg59qdF0zBKWeCeT3Xba7q2XWRao5S0c/S06qjHDFjEpNOa1A15oAVTBaIhpHnaTjrZhaehaIds7QTWEKcbHy/z3Ql2bFZZxH4sZhedQqhSWoBVWLO8FDx+9ePWugrZgOMfKfV88Pn4ogFTwRn85CuWItQwwy4HKVKsE/ZeYsM5PGYXvQp31nXA6NlRaf6fj5QFCOz9mrgDM/Ntt+JekMXF7GpjqsTx0l9IV1kg5uhRoWinH7ijWxmEflfSJCjV0oBL6EXHxyl0A4esqCry1Gdxf6Xi/F3tCLHTZS2FRWHqeRWAzjAOgfzadRtAQ7NjY4R2dWznRXHO5/bhHU/zDTaBuHIpOptt5/5XZS7fHRo8HnHip3clLiucn/Iri7m91t+umjoflvg0hXQt84BFwUlwSv39vb/BrTlM1T/CRD2i8HbFPn3ByYpZt2gRAsve+4rGdbm/wsoE/LmpE0r54YdjQ3xRSqYkiSmZ8v+eniU+2MavApWbdC/XcEWufOClJeU27nVmWdrOifu5jqsGe7NFZJGkUkfjs6Z0j/q4R1xno1gPZb7JPT5rgu80tD/+yfjJtMdC9zOMcqW/PH3rG/c17f3aGgz/JcxIoRQmAO+kUnmGpVrm4wRuwazMKUKvH0F3qwMyBuN5WIggeo+3cWOCdayNqsn2DO75DHgyxdjguTxNZWIlT3gAfMn6xSju93pvk2tviLkYTO+LmZFULGHeBp3OEZXmmQYVGKdmlBcokml2QwnvXcVZy4P23ig643Lz68fDyrN24J2Hx3/u/Jgh6PwTOHOdwtQ7e6yWgzXZlP/SHk0tv77/jtO9P5sFbdFmVU7c3FedZVKO/zr58QybQwue7l3+uvtSQJ9tq23nBhE7E4mZP/wB9rz2+G1t60sAr0YRJRQV9rLHv8AKVp8gJoQPGE7Rm8vf0ihGwOLZMh6SsdSeNeFFyRLnjXVdvjvRNt3HdXoows9j6b6KEfUrAVnOJN6t5VrBTyfVmV9qBOLywf+WhtpDu+EqgGcqzrHWwpcShg5ZJt/rYF5uSu72oEIpvPxWKyn08rfVU6tNu0/1rz34LSHAwDz7pzBk0EjGvCx/3+FGstuQU6EHFHR6R+JDuEnd8oh+8CZfhQOyVX+x33kdlQE1p35HWs3k0MkKdVkBUkD0kxovnT92CpyyMBYPUiufl+dtXkvP9ZYrBlv13FSRFA6lZqVTyr76k7NAW4GSNw2P1/DBCyPwc+OMx5QAupQ01+xzdoZsdx5wM6y9eskAxFo4OVi2g8JFoxVuOlrAjLuKF1nv+MWf2vsUXeZsnfgBb6R36Qt35dZgP8KkJZ/TGmCxoX+kyUQuPop3GmQbKKYGGEAPW9ldEOa3VN2kL8NVu7UegfGAib4mTb7dpQMCVQzWkbJoeNOY/rYdP1sEk4rb3g9uabEUj/ncDxJRkegoXfB15y2+bJ5uB7ZfTX+iZmdXIjX9slm6MX/3gzmL3glfknRrFf6Q0i16prYjhxkSyaHnLCenxXq/9qRiUOWG9yMOWet/pYVuF7vyb5pRrGzRKfA1d9zvQS3CqQ9zBFY99RvSMPz7mQpcpoEXhIdL+hiz+MylYbqriqZMSFClSikEmpMLrYPau5WTQItI9hni1u/+7YzjMKGx/EfVRTpOYTnizVITM3vSBuPFj5tS/gLBbJjBL0/OQ7Tp4LnKllC88y2QW9gtTOd8nfZCdYYGSKrhmexRz3otXvoFYL9Cy3r+ZHR8d3JwB2BV43i7kRXI6iMl6MSpWTdFiwpeANyHqCxFttbIQXzQKmYbJiW1RUCPEk3tCUMz/18Hl9pNz/uj8ni2PRsgIoAN4oDMo+KuHDzM49RDBwZIRaH2YDGeURst5u+c7RUKb93UYJabeD+cUKXKwDrSQq1kv6HTM/olfsx8O4ITbmgIYlFLpG7FIc+6pDRT0TvhRtuPpedIJU2SjXurlFfnbWFmp3ga6lSkFBYZF2LnMbm4L+wAhTp8bNP4ra3Tej+h9lih1vEd9T7I38DXUGdHWpbMUNGnwr17j7pDsWUSyaVWQmUBaY4oAHMnvWtm8cc2OfjOQ84yiqya54wphmP8MLSYvlHeHFWRQK87KNoB7mq3xlQpsRdB5/ANu+X8NbSBCPZrIJXpSv1i1ot0e9wC32aChA4DmhuPSDdSkI01hIj8ga4taFB46ubIlprdeegm1cdQ7FvbaU3Fo67KBCJ2GCQgqMi3ZTF/eCvOOZNFVHmdtKqhmx+ZtFt8c7ICn4qBgOwsQTTwBif0QqZsayL1zwl/VUVmxBFXEKlM1uQC64w8nTeVKz2zOnN/GilN8qOhieHLYh+hy/oUB1dq1sAn9NFczZdI3K35Ck3lEfSyGxsas/ubvu9sdPp7MatJSPc6NP1Zz32ZHtnA0zM4sp2maprrTK3Jd7ldv95Ph6v10iA2O6xaMa5jnqzS82N4+ue9HBcLmZLVS2Zdk5yOM8n4FgmVH113takaRDIOX3C1TwAstwA1KTNWfUSe8TfQm0lbBOvh3llCLWXd1ZYlNKokwxFXGHXY/tgruOJL62xTEvla03DC8iijYdSz4q/HPKlaVP1fP1bFOe11dWoDo8fAYIxoOk1sOCtpd0ZkoUMmRZ9FpEODN2xGMlyLjPwtmRCVOLmDEM1THRLc8+l23GVKNt3qceUvSxAqTE9FaB2bWEuhI1kYRVV/WibPul8ulNxvphqW5C60JSCrOTqqalYy8o6fAYxyG0+2aIgrk/qANgDikaBuu50xYNPQEaSzNGkncokFUJkpAyblTi5Z6WP9XFjYKdvTbFWlovIjIqfyz0pvl0vihWryijRd/8mYg0/CxznPkBQJ00KU3flAhNWGTW1M+f8oUj0Mbi1jCS/gDY5sFqeXRRNgxAlIVe7nF4vRy3Fh0IePV85kmzpWzIwR+JIDnya7EZAa2dT3rZCV/hk0jTez1iQnk93XHgsM+UM6VNBQhOhoqJIsHFw8M0wew2xrhRP7IahfZ/OAkV24sDiGzOTnomBJDRynelxietSk/26r71ioW+5LVNZv9d/KvIiB5KEIZSRbAJM9ZyFXHHGpRbXooKT5EdQr53ApuEwI4+PeosdlQvXVhpxpQJk/aklte9UoToua56A1D5LL8b9JWXTdSg3zu5PHYR8tlU03tkkDcyaEu/CjGbkOp5L5crUFEFrafW+tPZ2P9DfeoXWwTZ/kr0fn/dn6O9UlcZBpdEGhFm57RV7+Vxhd/39vP+wyQ5FSIsMz38e85gh2fNzuz8f1I4eziytISNxWmpOzZJ8t2cIYlID+z7Rki69FVgSLjxYUt/vE2H9tDCg85ibi72HqjkQ+5RCjjaj9w/zzMajMn3eQdBkWljviSlFTDXfknkVWiszPhdstfqClyBtnqPGUYYloDTeqPNxVuTDNFcaAjlcmjwsM2+Wqi6jHMhNCcXHNwo2iunwDxoqfz7SqN09D3N7iCMhCDENIXt7ZxQyr4M3ooaic8P3nuJgvEr8TgZPuAsFMbmUpdOoo2dmphEnpl2sPMVmKgbqxXnxpeLYVtvgS8kNVmNDP0q3ZjExTa7LNkhLDzY6itOcv3y0hrr7w58egJYBkBmzmJ+4vY9yTd/I+pc2UwmvyeRLh2ZhsOkNcbyRtstnZliFNiTSEzGIqm4/73/cf/7vRZ6lpqKrCOeee6YxGd4osXLFwTxoKRLvHZ9r2+EOJhLZITqjIsoDUsft50H1Enmk42egKIIXThFF5BSKwnh0AKlEadQdyVQSOeUOjj8a/JjeFcBlJaEvY2ikF0rGxVuie2+FFybpzC2iyZZT+NjeQ+2cTegfKzf2k4Rq0f/pMSkGnEJKRqh787Aj7DaSyLefn1F/QjZFljdAaWmNTKPBP0ZT2FGhbQlwDxIzh1xEk3lmWagJBFNtLYezhsDgAGx3Hcnffm7PYHYUtND6F+DoGZzHx0XnOCIceX71Q4QF5h/DPEvoucNCFkZO4ODYpz70zq0zX3TjWgbx86T1HreZ0KR4xDbPmrRnHMvqJujwhtd4n2kfFjtjsKe8kbzTKivia6FmpAvK9DyBmzRuPK0M9cw4qmTOUWzfeIGC5AilYOQy/7yi2cGGoJBfL/F9GH4dzpHnfTPP5jtPGm3bFAea/H5fgKzdbqcrCnjCmh6NG7I7iwYRFKDRIEi6nxJiOQFDQMNp8QgnUo6IU+9AVhzy/OMZ2FqmSU10nH7Eav7qSHIewkc5Bc1fiYq3qCAGrbL1t5VQMWTKlksLUfaqqrvq5XI1Zd8t0fEoohtuwEkpgS9TRnXJ0jHSNDpBb46SIgGVgS7eCVoffdH9gVJtr6c9jdY1oDpXUAbWGG63oc3zfY8JNXURHC5VhSS+ZTTnAQ8Y3X6ep3bRRQJMrsw7D8SYosIFkokOCyCF+vSKpLchyZxGc7YUaw9FqTlCK/h8zTyg9XM1wVcra+c8gSx8XHWACElXrZjMl1haZmeL7ZAoM/7KgvGd4UWAQq08MTxKGVu5eexB6xST0j9eRZ/vBCZbU5LuihGD/Z8/K+bbRcuVJ4cdyoKG3a3WkMVGpQF+vdcg+w33WVXfZdx20tXkUgoHM6KAmYCJyz3nsTV8UoinPMrGxvLX3fK7jDy7Vgu8Vrz2BOeX55SfXglM2J8/f8xSgEe3Kh4Parr13phtyPk/FPzkSr5e09f3/HN/v78jfRCEaAKL9xDoVWlJZc+y5m3PWNpKNFM+31jAz23G785O4sUgklt6trha9rEgMmPTqHsSgjG6iA0gUBV/UxTOMr6qrQ7UXDgjZpH+0us2VLSj8lpYnIRSSabKgC59l5JXt425SUZINjIyufB/dlYEQNUwYnPO3SHjDLadtKsINpKq2q73+w9gmgrEuaND0CEi58more7r1G8+5vX39b///Xk8ZrQGGVheBJkTGRmb2L0pVaLtADoJ2x5cDT4BMVGciigH805XwsB1lWkNBSMdOlwWypeZo2MPxMKL+xs0ex1fRN3RgIBUc0kflwOylbvp8kyAmQcslUhVOtiiqtjUZdgEaq7TLP62DYuQXvdhy/q5IhcEl0LbXRDcD3URLRFUTZxfufdc7RS9VENgoXKrOFJopIuJ3zifh8QPlRidEusFtldzBmP0YRinxXGO9tuEBd/L2gO/2ezOEDw0pgYBTL8JDsQnZ/SCZTKAeASnwuwD1M7FOxD5fBFmrbr71QtVgfDCgMsvveZ0h0bNm2svdXD69G21ieCcq9F+MCLol1n0GqpurRS2exlD3Hy8ktxWMtOKIrEkARnkmLSNXHfHg6MoHKO/VVWQLKdISVB1/hm7zYBAFIAJ+D4MD5j/WR5TW5r5JMd/AyxhbMChIC0XyPyRbDSuinEY5HrYJjpiFbwvezT2l87PhInuhxvQ0BNbuC5uR2+n0I0BbgtWx45QbecUE+Y+oPYv0sWTj6d4D8Eck0ln4PYF5gD1K5LS06B+bvf/MXOQmy43xzsS/WwCJeXeZX+i6inOglPOqDtuE2en0OItv+AIiH15eoOQMkZ9kOLYXdl6k5DTQEdMzi3x6vZdhyUO6wdHg57W/fN+UR/YZlnLxZhBi0OIhxtgGABRnQCGkrO2joCZdM1/Csc5reJxxqMAXoXsxQbZ5B1mKwZkidXGzyaNZ71sXXYwsr1hVFVWCk0NArc6ZyIlc3rzsy6fIO7op9cvV6i8jwSilAo838aOFc4rqVTiBtk21RWokJNLTl/07rjbSsh7cbv9DENmw6/IJERfXX+SGOZPlG214BAehzrDszGH2LmPbjzL3s7qtxaZ8XJ0WzBeUIzfGvxPm7gVIsMoMf8p8bvAyGMJ07lLLi34NKNfYzSDdHAfYMfPQRUQQu5KjvNmquyzTuCtswcZAHsvuygdLv5kCCNphcjBNSFbFioU4VOl5iIsFITsULAMURQS+nfGd1n4AjTCk46ETOvM8jpjX5tDHU62+a4RMTxbmlDS9FJP9vC0zOS5PmeCWmCNQST5dXl+wbLq2ktkvaA9/70A3qvxB9p/JwFsxW5Ut+t8ZH7CYimqqMK4QaOlJ718ILVnfPKZyQ3v25sKsakgS4ucx9BXtCxXXNGtYWJSLw2t/4p+zH0/hUdje10KWQOAfOvRL2xlKpmMry1yE/GkrnYDYM3S0qNMATsb7AqUrHVlLOxSQ9gv5a9frLbTNNTtu7FkByxXK2l+//MZbRYC2P/UqmTAPOw7imoQoru/34Pfh9ATo609reQeEDin9Exf5cRt+yggZJ+ZTo8nxju+35gPYf332ofFVj1rLTRPTTeyzxfSJFe6rK2mQPr0bNjl+JyQ5YTe7DOZhmXRbl0NDBfoGmM1OE4Ck02W6qTCFRdum2zwCu4GsEWP0FXomiW1s9gd4mjoS7b9OXfB/j0Dml63aTMp2VVAJZv5F4jhBrU9mm9tdmprCXTAVcqKKfi4P2YE3LZHKgy6smSZG4VbDi5dkyH3+FSxy4iUBLF9KNuCabOZ6TBhHb5Y6juC9sh2Yt8a+VcqYRl/ud/vIDmp9WBFr9mstrGqtnWR/mmmw1gu+i6o3kXgVR5hXZHPYUdIeZ5ckSA7uORe2BeT4RgxumU3MFC7ghNd+ZJOdiIomm8oX6kydro8vVsBifU8hOdKGp4fB3PyxkDydBEHABGZgmRwZaeFc9bcYLNPY6+E3FMqybw7kkhkpZDRrSplpK0c2AkN+kcgt2e4VepDAIp0zgB6/hUk6A0pGhu+pLrBzfJCC7p8qXa4qSHe3px2Izuq8EX/ijIHZjM8VBcLosqjRD4N+Tvj9ahWhhzxbfIkHtjnzdgrlL0t8LXOICin1W7x/XC5gxfsoNn2PgKBiUhrUU/7wvh8EgY2G3zfxzxxu0WOr/+QhjmAEc5ygAwe5fC9UxlzlGuASP92WPh9ZnfkZ8jMvCv5bjklDUa//bxeLw28uRR+Gqu3CrprULhsdzX8K0/zJtTppm/b8O55Mv/f8aKfY2i02XKubu5toHRahKPPBeES+b2pHxnjKTx48zIXPSU/Wgn/VdvUZj6yEh3JujPYzMITdizFRYLlE0BYhW4qduYLFd0c29cQshmRzmhVEJfB5iFB0KonrfJ6aeSVaPPGKt0raZtgOVVyKsPQ9ik7Ny4naJB+5IfT56pCNp2KTff77W0Oki+MMBOIFkQfN48LRQcGr1M81qjZbAY+XuMECYBkrpP1xeWgfA3ETpXtkWNyR0d5wukM9Gct336ohHkwrptD9hnxBk77hMxHtHF9VRO/itenHFPlt9bMLjiut2+QG5yfR7jZudZuawKP27o2qyWFT7TrtcNDbokyQouiOS3wjydE2Y2r/yCSIF1buOl4jfGJ1KBnsMgNpzIjuX80ChMYjR97TDcd/M0Auz8/E/RnhkYNqNoJKvwQW6ywpUlANylB0KJqIV0wmh4jPoxzjckWLBiXe5A0igVO7f/Lmj7k8t3XSfpBaHx4ZPJbndBqH2avcFrSYq4rS/GuPDJ8H8kYlmb8AXE9XqeOhK0LB+8uVmX540s0plqfKfUtqBGtw7P9fGakoavWCI2htUOp5Tdn2SlMRjHha+TSYQQD4vdnWkwez8f785c8LhesVMrWbjBQArPztmzO2qt2NG5807u8eUPYUVTQHRKeZg+L1TWLJurfN1GZw9wcUfqE+ew5sG5XQLvs2mudR0igwWyzJM8JNdZG/w5FZ4xt1d7dU7JQ+boSBrb/yMy2LcoOayxLlRqV5DNUWkGGsgBBG84cFP8XbfdZXBO6fqb1V4y4YG3SQZLruYNyP4kH6Xx6o1HXpCsUGSfAkUEjY4cxfk1L6PzY/m6VrxUxqMVyHY3AjPhiE1ejlMmCMwZbsfeGo+EWrEMeeNRolh5m4Zsmuvle8cgc5nAn6Dllz2qrWIZkz/TReWDRS6VUQEKdueeNTuOfkHXhXGnlmydBtoMtjNNC13llz9g7d6IHlnPU/DlJ9B4ixkRHpX/Prm+OhpMpI/VXbmoSITlMQVK75WZBjVlbox0Lw1lYaNH6x8y2Z/GcEgNcSIq21hd7/SVqotKaH5SG8Oi+nhoU6SfaKmgqM6gvjnVspIRV445Tuc+qnvYUuC2UQ4P1Buuhy0B0xI4IMwlNAUgk4e2kwSbsrYjXY3zxgN4y58i5DPsEoVEZKLyCUqfc5hVPUrX2wIY82p7KldnuKCYLD/fYTPbDeEgYiEVBRduGw8CDbbeBtqQtqSTB/CUtrBVuP5+f4fJNaRcy3yQaYbqvK06jUjuGCG+kAWSzvcGnfae11dSgMztD4vAuY2UklqUHjL4meYMrcL6QDiqX2ml8Y1FReuHwmLXy3Dnkvi5Y1NVs9MUou5liSYNNW3+2A2j4YR8o/1AJnw9cyyo2ykZxBzM7KFphs0azITTB4jPLpqCJXc/Yy6V3hwblvjbwutO+voI3559ho8AOW+xX7Ug4rzXdFr7QN26L7yxxGlv8lJ3ydfcXzF3xefSmG0r4FPahdRhULsJVJaomC7i1TJ/evUkdtdD5oECjHqCgnEnS8OVhr6AniSnd7mwmqYAIJfM3aJnUJNq0eV3Srn6k5A0aMf9ISufMW1t+GAYOlXupm4valOT2dn882cz9mliQXcuBGUIjX5FBl1YcpPkwJDMkhNIdypcEZ6ILGTRX3DNt5GSocqhJxUPwa7/6glL2416/87Jl1DIWnl3vqQQ6yiNXVuNjuPsdoXiy5k4xXJb4x08LZzZoTjTjT6flrczo+a+J17WZUWsak1rxLLgNqRdo5p5TC1GwhEBjs83EdhbJ1Ht7/5nchQWnpDh18N6AYAThKbwnm5s6IoUfuJOlk/G5z2yfzxQVVRsc8eYT9texf4CxwKUi7Pm434eamKxSLHCjKhBwR06c3XXWVRYifpbu81z49DCXRZfBjmcHm2VNxKVsaLMJbsAms6mTQbNzz7DOgjZ2UiRNFzbueBY4hh+65Sndx6SXyBytMQDeaY0LWSUBrKhqvnaIXvB+vf/8AcbsQyUGlypFoQAwUFBXj/iTOSwkOZ5ni/M3GjFz4vZgW5UN2OoCbRVOQLnQw/zT+VdfcXx5H83WDcpvuc5+bC08W3lFVMMdQ8Q9u/oATHrEAWQVPfB97ajs7ZXMN3PV61VJlmNwz95CTxcusCwJlZZM7u2mDr/C23MZvrXlUqVauNbgKjAp3+9gBPSsDOPw7+rvLhFI+QYSA8MinvWs9UmPHOvhil0NafpaQnDdW9cxIbPc0C+s3+AZwQwonmgrstPkdAFEV5qRxsl1x6lP1XH/rtafHt/BQ2JlbpLGnQtEspU8P5FHRjqvdcZi/Rn20SCFsCeQAoBU8/NikK2UW+M0eHOM0SVUw8imbdD4xocNiXddOvc8rJmDxllh8izDNNaxMwokN5XQV1Tt2M6YQgNKF5DdW6X8QU+77liznrU7Flre5NBoMm7HvVjdzdInAaGaq4fBu/PRALn77HgZIDKQOaml0yLoT9ylS1hlpRDZP0KJBK1rdB5DXiym8tkYEO5h8luXYeHsPDX60q8hPTMj9tP2B66k8i4YYxnziLUcYPoZY5xRTrGhZVVWW2MC+u5/5MaJkJcYVWJdY2TeHqQh6E7TkswzRSMA7VP0+WP2+vj5NmgHPY8l9AXAzxMSUY1GKlMHoSBhVKqgHL0gX3Zo3svF5O96ZGBzLJ4Ojwy4xthYGXbOejgZ57bi8xPhfc4dJdqigj8gYKHwNs8AkNC8lY3JY+Wy+Q4jpzoKjutPE5BucjsPZRNQ+qvTTKQiXT3uh/35+TxgjsCAbPkVQD2aIkaVzU/ugiRKkMX4nYyM7VURSRuH+IR+nv7Qf4jbv7WXb52BRAlqGtAelUpS1oskXUqx2d6cee8Z5u0TthKMw8mvYhRhFT3Oi6PZf+sNxTgmaw8cW/KxC02t7Toc3WX3hJ6I8f9R6pABlz9O32Oyj5Wv0zJy5gltHnMRqa6Rdj9/JneLlQKyQOTcR3mlt7kqaXle/OQsRx601z4bSNsbRjPsC4iRcOE9Diu7Z636WvDDWxOzDTpwxOV7cQOWrFQzq+2Owcb9FBLU2hV1+Wf2p0fMAecLYKo8jIIv5U7TS/NEfx7GntzNJGFZjyeWG2ZKZJIoFPSukuR8umqkWWYBA9hdt9sLvblNnLr9V/3WvbAwsmqxSLEFBSgcMTV0Nc3r8Azqgjniz5hBR+pJhqmwjxeQmw6tmHaqnI9aMcV/NZQm/sPnI1QVV5NcGLaWHHsmDW+qgUAXtDfVA6he6mjl/evHaZFH6rrkRUHU5GhJYqSQMRHMlNbxyewHMs6n7iwPu3UZmakyTLA6Y1EheXwAHP15Pt9vcAC4Uv6ofaEAeino6iAphN7Y+Gumvezb/RSPKmiTdwcRdl8+5bL2UwsaIoy/ecihpLeCdf0tahs6Pn6NcDeMk1LNZX8EUcJlk3BuntPbJNHatrGxhHixIT1ULRvKrrn4qLYunJ2i10Bbs9RuQSTqqI+SgaheVxbBzTW4BvHlosmmRj6viQv2Qjp41IEabt4HjMnMgwkWkBTuX7s6SEF/LqUI25MTB0w0ENmepWco9yetYeY76AX6vPRVFDjpE9PWUOTqYDVRSMc5RqV3hbLab73oFud3Z12/aP1GfafcqOxighrqRK5TesOCa4wNNZyUIRiMwBVR9tAex6Kp6dRy1hcA2SUfymYuWqtd1qU2siMsSG/xcbQzyhXvjZUNb9ZqDTu8Y4ivt2MflbKlbOAfBpiFO6V/5xZyNEyXx7PYHWXZHmiL5iRvuT+dk9yoassHpSLBXr5/RY9FoDrHL+NGuK6kWKSitKWjbYdXxqjDamhV4Warnvt4yMQ5nCGNA3SqjTcufIonfSbg2TNqfiOFfy4lEJe4ncOL6MQBSgusXwZ8H/W1oxgnaOAeY2mXFrfjtWwbuxbnFBQVWkko3e6JTcxFSpxF3K3JFY0CX1QbxWsAY0tvZ2mNb8++lUlBW8PcC/Jy1t+89ybJS8DM06EgvOioAGE3FXf+R/57Z6RsfnbpyZ5r0c/15J13eFJAu4fUBXeTkvOxUVcGzvN8dUBZKNz45TcKof1adktSMkNBhWymUv/9mT6klT92nGmrfyQdrAAxMYbNSSK3bmSfiLDh12d9nzy4ybv04QHdExVxNy/NPY7/0CENVN3QUy2Gjs9WATse6wLlpgrsXy6o6/zpV6wSBE1VHc/xvHhlOytdjQHb0v13lOv0bnlcABLyE2q+ca+2HyJTLsk2plwp9OXzncYBI444XNpRCmTpyxSxJRPY6X7Wkw/IgkNdAS7q6kZSVXMBcAXtSMpvbPprI12fg6LzNi/ZhttSWMBNFy/xt526RUM2NSt9OOApshmvtcW9eRxkpPdycaE9dV1uhZItZKqgoAcx2H886NSZUC5jEsLRC5ZbwHZ6D9KPB9tNSHUs8Eymj3SFl0V8a4OMcuSHpAOglDOpmXPeqFijWJZPcBrTtWUydcjrMH/WIEGHWWOJQGGmk+LDGjbIfz3a/+8f2xtxIrRzeJHuNVnPqiTvSO6lLuczhfEIVJbTkMalVfjrMUF+UFUx+hB1gLB+K6Ku+q353baBCEIWjuC6lom4yYhGf//7Gf096kKxqIj3vV7fP8+5wJcn2jtZXWCLD+B7HHZWJBPh/lE+TbWKOwEPbuHu20oHPFChDcm2ednnBzbfOL9KEXk2r5+Fc1dbA1+rymzQG9Rmk5krP3yBfKeBf6OpD9KIAFaM/HDCQtP//aa5OSg2b01LgVwiVvFW4nczY6aRYDqkD1CytTMjjPsrwlSMaVrpMSPLcC6HaPW9P59o4C88SGOt7TemclAGTZ/7F3TFpEUDQgw559Hl0giULnEFPiUKCM8h8gjvY740ZYaJoGO1SaUeAzXchLX4CfGlI2Lbfon7Hf7i2WBQ2BQqx6hCUIQz99Cf3FJUc+x/3Dtdx9wCw0euocd7pHBZwVj3mDE/vN1vjz9/RlN3gTj8hDVp5WiKk9Vcw9kzsMQo6jU739kaP+3x+LPnbOk2TQiP+Nn7/bIBWVEHP2pFTEnAErlWYJ0XTCRi0Z5XIn3A9um8yVGkfC5v4ziZeNqq2dZ5x9eQHOgJe0vH8hIcGzDV5za/Fbt+G0XxjJOiqy1iN0R4aBBQs7ESDxwxXj3l33SpDfnVpDoka3B0p0l1djH4CMTHV0zPP5ifaZ6zBL3VYsTLTlh+AMr0vugTWYie4jCb52Ofe7mt2rriT9TZE5RGhAqHSwUf/tLCP9OiEimkOlvlZhoTZQsFeC7cwksBPyDCe9rUS+f2fuvBMRxAZqZFAbUQDl4jFJRCLe6HjhP3lhsfD+50hq0Zqi25brI0ltYp7Gw9RqEh6IFJa+G9A0iNzNtPj+e6dx/qvTeYJkp+w+3WXivH5C5chbV7A5bNdQiXpHjQ0uKWvgCl5nwPKc6cWFOu0/bHC8BegqI2y1Tx/EolzlZOVT7rjeZvtgqh+dWJEkjME1hLH8OdT9G0EMXv/tSMkzruIzJKmYNQeqLFDKwSYSHKS71oN/sFxLHdd9mbaTnxae+Gto4odetLQRRrvWqdWiQPTsl4FHgZDAEpKEwA1UtMqhaT7BHtvT9hmignqMcUnaMRVMXEkvdoA6YjhCX8whgcsozV37QKrS8Bf6m2L+3dFpRJ+bMKolU0z16RXVp0Sc1PE8YI7A6O3Aj0oI2kyMn1z0W13o7IZg+TUpJw6j2SJ/JZzUcrEmmeaYhCF9CSPGyH9Y4wreHNeuCf6ch6uyVy3jtfz+IVZBvZNQBRO6Ar1COlLiXP9neU2coAc0dW4lRLvNWyBDVrWfI7ATF9mINM0o1NFMQoP4Y/EoxPIstOOLNfGEUvFXUB2TJ3TrDbzpRT0DBImVMToeOcGz5JcOzUz6pLZhwl3lgPGx+I0mZg5BZ+N2FR/9MkZzV6c3+etR0TmxcBkhwSt6wo3hrIUM2jm7tOI6G+/8Qc/NucMquSxE9/Pp/Xa5i29/vU/UYNwJj5hYus8RuCiqii0cBxmU+tro3AvPUYI+GtXgpDnL9u/AMj4Ikmq5+exyMY/2EyjRvh7+n/CSuxXyRuJGvENhIakRr7y0/RUCNz4Nl9IdovzSlTkvD2FyleOwd9ocA8DguvFykmULgfZFTWnnLJO+0TNYv2BHB+fNpe/NXOncPk9ZvniKIuv2SHsRMWT671QEarDpxQwhmIMKiNqoovK/T7XoMK/+4d0BPwIdJjWIomuk2oV0RWxROb7CZYK7CWqdWwYaDUMVJiFTMAtKvhxkWe1Yq4gt+OPvdJUsNg0C49hVX0aJ3HbkjJwBjYaUnSyjUC45n0IuKCWY2pUBMvSwPx5g1KuRl3cyb7GuKyKD/yg225N5u0kCFukj2NZ9QrY2JCoZxM2th8F7giK5uQgaZmrdpYMcb4H56mNsKxtyr9KA0Ki2L8g2/cyEuxkzjnW8h+9SgS2RLXD9rvls8JbLzOWgI6fvtsUVBUdMCaHtRB8eZktAUJ8TpaMSAj2jWoLVG4WJ1y35p1dLtBM7lJTl3H4B6SJCUKS+YUw/d8YI4Oz+OUYT+TljvMS+GjI0kcGLpmLiCwPos6pRoyuB4H/zXTdNXXDcqJ408Ig9O1Jq/OanM9RyhlSgSpRDnzjyPl4ByZUdXi0gP1gVirD/iBgPCcD9XooMftkCCdQWb5+gVsTm48eSXmpCLqIphKqERzpulIvl9T3Py96spGomt+hMMnkzFbnHa+pwKDw2ndCWukX/yKCkNnIVHYgVgkftBONNhx6ofsLyN3gwZoFXskzOuNXv8Sg4xD47q34yR1BKjqq7EoeoGIJDvrPSrJJxIXtpGc7Qy3XPgcR7FrjxSdjptcSL1gzttsaBfktm0+8uONbxxMPwWJK/I4op4Vjbjsz2gD7N7BR6cd9pzMaCvIcAmJx8EWoRUYWgi19WSmj09ojruXzoFC/J0vjEe3ub2aCWwFN/tSGUvkDaiTxtaskX0cvV2KxueL5wPeL0DHhlHnLHJcWNgpsmLT5NM4OEl1zAz91g5tW/nS1BRba+XyK7PdgmYCu1S5wyA5Bvje6HWrOnKKcuU+UfEHHlEBwGT3MfQOXuDFpThSVa69pxUUMmrs40lVnL+e+CbMxsS2up3xInN5U46TAjMH3eEyXsRgxLWlri76YFHWi01hmenxfIoXBDL3EP+Ul6Fma1xqI4Wah7ZwErheofPzvMNGBfjv9X/83BBZpqzkbQqS8MSWCh1Q68MDkom0/r7zjfxhQ9SZn7lNqW91l+588rTrHL7nLO8/Wv3IpQv6kGQM+xSbN6/DhnIk2Y07qVhk4KQKrYfrwqTRijfZcczOekMQNco6NVoWyWBplx/7mLHOgnbWVEPWmuZj//z5839/36xmE7OP2d2we43s4sn0yhsi5Kx6Nbzn7fN4HNJfzXEdqeb1S3e+4piBoqN4uOrrUFFp4WM6Txu3zrEKyL0WXeeJbX4w0XqAlpfIno+hyegINwK6WKhjW0iDzWBVUsnTPVNRl4BU2M/LUrDfIy7i8/KloIMeZZPWD/wA50WPnxltap0LAo+i4nw+78fj6VQkwYSG0Y/ELvEcuz4fHEmmZsfmiKTg3NHktnDaisoa5rejJgXPw7neOmLBgKiTOU4QrITDy/N/1V2cJZsDovFlNKQyWVm0dKumTsJYcJW5N+6xvoontPSlKvXz6TDoyROSnRAvlayHliDojyZ5fdxff192VTDv1Fox6eYSM7Ds5gBvCBvLdHAV4Ljbod+mLPmTyFeImbZGO4Lao32jeS16OirdD0SgJEr51aKM8VuyljZlV1RO58A0HfE+ap90P4s40wC5Gbg/B0onY2wNT3o3agvo+C8aGrnTHh3mmruDco4MEfO/jz+cglrFGB/d1J6cwQfM52t8pwRablbJgGCvPP/M0EK2SrDJEDHHuG/NW88kALwI/WYaH9382ZUDZ7YWxNdeODiFFx2UMyJuzufpC8Vu6OjRXTJVcZL/GQ2sVEZFB0GjOtTLz2JtM6f+UCVRCHKc97yAkz9EOEo9H3ueBJNLXuFxSr7vNKfIZaV98RKa63dxdjGrIpe65UoKOccPGiIose41jQ5W4kAWA4oRSNVAl1IiwMZFfo40yfSVrEwgxTzn5JOFJJSuBx1G8/NG9hdGszc2J7UcH/VFZp7zSK0LtcwlBENTcRlrv43rwssUWcGAWLyAm3rkccxo18PLhpRfMtBoRM64e4tzv768wHBt0ibS4IzZnu39+w+uv2yveDtpx6JWp1GYfcJ+/Sg7VcnCrDO3Ju4r1u0c4Wo0xzhUilbVztjAvqJa3Z3rFnxZXSuvFjQT8UlwIl2758b1PFA2fXp2Kk6vYJLJUsJlC2LknavKOE86AzIvWqJiSc/ThyV2keRNS8yOob0wCL5nn1PG+kQWRE/tkvdgOc6LQdh+hi+Ws2D5V4XMZIBH6wtezQchJN/xP8yi2UsL7ShPtUZj/shJR5PApfSrbs+5mlbzNfP3xX8fx8ahzOzfsWLaG4Qitg2Ms5kkfoR5QgZo7raWg+VWbeEE2cQR4c4Q/WD6sL0ivZcBr4SGpkIqZ4HHI3yOB32eUtsarAdVoQ2Ye+WQDaMX4jOB7nm2ypEINGKJ3RW57wffapz6bM+9si1GlLvVRDUHChfQyYExR7+txWFDUkKZLfMYTh2y9tG10VRTkONt0Hzd0ZmgJPj0PUnWd0ex/Jb3+/O4PyFHOc4G1QbKtXfX9l2b83lgNOu4uJrmN+TfvJrUXGkKlXyYjnN254iYq2VCQULojhkPbx0RUTQVjrQx0icoeWmDnKaBmdM9TweCe2xIomnkgDe57PGIzGduP9hwIuLmY/lMD2WaBOvNx9hQ10PEaIrn1SXDBrvHrlX0SamH2J/0dyeASeVnYR2wAx/apcTuWvNg/7tSpEhFrUnTEtwpsmdQdKFNJh7dwp4tt9qeMGjgIdV6+PNU8mXdYOaSqIzCm4GFv67NEn7kw2o3GjTKG3GFOrvvRHxd5wdHONUURBnyCVazRAwZBp/o4aRs74wSzA3d0a3Maio3kSzmgWKv1JIYID8ELZpLRGFiZv8iMuoxbFtU0suFTaxECL+KMOzim5VapqL4yh885eOKTPvbXaJnqNBp1FGRWnlFMCIAUDtM3xtCh1/Opo5GX0eVGlbjNbQpM8aK5nZ9xEbhGJvEvImpNqVZJJYuYOeVhb15NJ1eaYfN07h6dNHK31Aq5KRVdHzNV0CQBrUB4NGT1mADQ25xNd2scCLoA3VWk6dNv+R7+DWJgLZNcCHuPwLwbHKfz2PZp2fExBEPJNuLc3wCvnca0Xkg27dvDqGVNdYsOPYF6FHuEXy54P2v/qLmMGl29hzg7irI4Wx3WIuWUeMXnOWCcnY1rCwVTsquClJ5kbX4+tPDZaBNYKOoF+NKo8fU8af4VKNW810NRBQ2boXt35ms6A1U+C3/eW2GVUjEzRIB9eVnNmDUWeKXEz0QYXAk/Hu998XsjGbZYZ16PeKn4hz67JV87ejPqVmsDseKH8niucxO9vgGvstDNk8z50RkQ9r7rmTR/OSWJOD19bRNKcueFxSIVHcfFGp/n/Nj7zkEu/5kFSkUjqvCIrVi5Bsygwk0z4HR56NhapZZipN5cISfZbwa+WUZeF/R3cQATCraA1BUYU0nJammL1fFylKvJOJCgOG4Ot/FsTRZ4jdE7Ycb5wro5ebyyL0ViJOS+tJM0SdYVKvUiARUwNuRGXThbatgK66iJ5Z6iziIjH/TA7W4nywdCUhOHtgWAvq7wVRHJ9niWlGJIOCH0urmSwqco9fFlEaqE6YuAv+HjJqKTLxVp15yk2F9eqqv/mnFi46U3u+fGTSncTWK57BepD+FSaK+ntuv+l6SrHlEprpFNFZyCfaF2QaHvzzOmh/oFu5jRqd/Pdz5MltJ9vahVi7hrOCAwUsjOCNIAjHOCH5mNCvCdKjYDYKi3HpkezCZ1mKhl2vCy4QMozddui6NgWzcPiNq93jMwAZd/nzoVe0w13eWPuZzEojsRWz5+rDh8UlWuRA+7X/oBzRqORaTNemaKfOU4umv18vp6r88zJn+uYfShY/NO4z1JOtpZFRlDewlVMGIuavDL8b3T8ETi76HRezCaOH2Tv3O9jgWiWtYLyMZ1fpplxDx7xTaJW9ntdz7LsAAHzKVxjlcYMgmdRdaDut8PQIVCPE4QT9Bv15tvWaQkk3O7GWXi4MJz+93A7cOTh8BbYOnitMGRAkp1VdBngNnqeJh47DVAJpxXCEPTobYIZcen8zVLn6uS7WCuqiBRMkSpdN2ZRYfPwjLECd7jKdDvTyT+lbsfuID66/gemgkw89//CClb52wUW3AudjBEga3MVx2T/V8mVyvAFQomKaqRbwx+ASyw4o5L3AFPIE7+5vjB8mSDqBoSnwosTrH6rgWonHNOik9oxw4PKyTbkt8mh/9brXKpfAQ/aqNzNQBYRBohTUAgsZVlufwP4/HWPQhuQxl0ukEelaZL20XsnISNueLqZsilFI+jp7jtezH9x9x7z8Sg4WabdzEoYj05FZZbz0V3N3cPsdKqNDAaQQiN+9UaheOsjOyz/dXlNhMOVa9XZQmGb0aEh5b8nBTQFo8PsaWqwi2n+Bh685ie7439L29xZimE0UbOqtP0u8Qok11/8zNmN1Y9ut7LgXnGD+eM8/jzFoSi7UAuHIRML9MicrLtmzdNd+LbZXuntt/VprtdxXAXH5d8oq21v/xs8xON6afo+fyIdHOXfJfo+anvvC0/ETyvINuqo59ZFbrTy2BQQCVNQsP8WiYfoD9Xh2MHFGAo4Usb8phAb/PLBSxip3UTWnSODGxOIVmrvbqYbg/kGA5jYv4M3PK1GnKdoZEIRqrahoqfZB0/4X1m/rkajj5CRjvjRSCnzNY5WBs3Njk/I3qg4iRPKM0dYIa3zNdFPfD3G/STkJaejDStmWHnqRZUIlQiJP9R3lMT+zJVJH1/FqxzrnldYibqfQ1VR0oC9EuQf0iAaWPn0fuRm6Czp+XKa+oGa9qSGza2QSAObjJnQ5SGykQPiGEvWi484OuaH4g1FMnU4LbDhyDC6axe1CvAgSqoQEp7FM/UrhqD7GdPwSPTLs3Y55dlJlsSfNjtStjXkjsM8BVKcpQVZifqLNxLkV7m3mwH/h3mss4IkZdN155hnScOshKlJLZmRo360T439L6qriW4ci7jEtgdpdnqj36/RX38aypYlz6lpJkpmTyee7SzOQA54sWdfQGpEPiRo2koC9SN0DF/Fy7Fhgcrtozm/050cjH1PyBT8D5l7l7PEdwT7tdk5PYKX4bxYj7pAPT56VqpHF0LFWmw1GCVeFIStSd55sMV9IRCUwzbKqwl+wn1jBczbkZYRLx+gqMjZF7MIOMQ0737ygQ/4mIXO7IaVbgYeXjbvBdPbcLKcB/7kMlAlX2Pgw82J0QnmlSzPqOHskRbCYJtqWXqnTIruLwOoYmgR+ValOAcJfM2TKuyvpDaIU0Ucqqh3LkrJS7n0hju/nhmK8lBwghE47wzHRi6gA/lOoIOsAmcde3eD4LQ2XZKs3IPgU4uXguQnNwMcMufroi+pjdwCAenTmWMn7cPn9Jb5Ed4AOaWJ+BMwwRSh4zRhztBtzQOq0GsFs93mVJu9b9ND12J1kxHJTZcKsWp7BPXktHHGR2asTf7/cXwx0yF/AM1e6BIUSwyZyFbAo1vN6ca8fOm112jHFfeALLR6szlPcO2ucRTYnkRpx3niYsvhVTMHVJQw4pqmTdO0lwzCVMRAFBSe1VELdSWBjBZ3yLKsadtht8hSYlW1irl06KyDesbETpi6Y4OJKg0o7nAVAVcFoTthShuJJ0i5aZYWyR40nqBJM9TD9nlXIXFRctc6UifBewUHnD1EAgmcZWamWVDEUYIE2EBRz5fv95zjy6sWov4EoAcKkBK9k2LM+FfSpnj3A/prUwGruqNBujlaiU2uT6dhaz2/qjmEXqjzpjCUDIfG3v0JpSfjkXQKQJ0Dxv9oZWW4t2yMCGa+CtGxoXmEem6XbgsIdEW7dHADT4BUH012hTB1ml+/m74spl1PO4m7zk2gjUfUa8mTbWbOSxnM2aeHxQCGVanqi3MT6jitt7DX9h1fcXtJG64C0JC5CCEXRQtLm2sdPC5mzZKmwQpUTzbG/Uml2CVkB3yXtXzi+3SpDCxWV9sAKbM0vc19xyBTeP/Nf8Fo0qMzkW1Qvr87swm+1heYLD1ScsC+5+/Jyv7Yt10drHuwYbP70+wpqtgf/k7K1qUATa8Kbel+/Vh+7r/jmq/zJvRvEXfrb4L+vr16fzzRz3+f03eEPkWw9G7tJBxr5PbcwFReSLE+DmhxND0ZFxvIxQpfovZiiLkDC6TBz/H+qPDCX7f38ez2nryDWwIXBpnPby8hdrBIu/dD7ySlGs4H49V1+snmv/LTcNERs9Ef1w+04zMQZIqFzAZeAjJk8ahrgXdOyqHGY33jiDUuE0FsLKJZF+cpI5ZgVWUEcicIAPmLNi3py3H9VcEqw7P9a48xFIIAgJbA59CATHvb/EmRF4Nr2c2iryZ4LTuNNijBSYJkjlCmVnSpt0MPhpA538kN/LnUxooA8sIY59G6vH+mftbU445KqOzGI2Y/kkS4sVDo1S19AkzDZWrKLQKxiZL6mXE+BQ3mtZjWNP4jPbknSxBaktJLxzCKh5InoO8xTepU6preLnEDjA/Cr6Ku0mSuyEuYA3D2lkuJTe45wYJOQEar3KuN0Twu4SE71opj1wVvJFkoEtQKgfQUS8uHWTSep07yr8Hg9b2VrOTyHMw0X1hMmXXgUMfL52+T2v9FmfM5Kik5ALRlfA3Qe6hpunrRUV3n6zWdz1J8pMhySsjuDeM6cXF+vZFApLb3BDYpuzLLboT1ny7q9gtPpSnDGrDkR267RS1DLRQ+cylDg60STUfY387TjDhmwVyTIh0o+QWwVqvtofIHtut8Nl0YZRy/LCdvmVdN78k/MJ3osNk3FJKg2QYSJjLvJG7W8egR4s4xxnJ0hguLd1PDcwHZPmhDA9q5YOQLxFmBxw50T2RK2hOsN0i3AquMRLKeG6m2yWkFV6/VYssHV9sx78H3uIjpBHWfW+GaGHaZJH6tZC/qG2jvuzgoctBjEHcop5ulv7qbFhHMzOE8fWg44Y9vRy5VH51613apcnpatg5QaS9CHcWIiL5sJZs82arlg8CWY/PP1mKb3WFu+yvF8gsPg2UFrckBYN0NoQLjW+bP7zVBu8+i7omtmBwgsYg7NOdU9U5XxUQV197ERnmAbzHUZH1j6342YARRVLQuTcqyu6sYwKnDIuI2fFn8ZVGokHmBWVLuFb6ZDg1vNEAl7wy7cmBD+fQ9581HOQMzRIx5PPKfvcamxWyuFuIVm9nZkKtvvXvbC2Pf7lXq4APT7uQm+Tk4gVksVhVFVfpotp9KVxWdf61slQ+awNr0TIIgvJbMPakLgxb3x1GscJku0ob1cwIfXbFQ6v/kkPm7AiC/7Z86FW8LrW81IGvBivDBeRtVwRAXpA0Z6zbtxz+fSiRtIXwncAyCsW3O/njXV6wb+oONZ+MislpWfBZa5pOB+SwYhPOK9V69sm4KK2auti7GuU4cxEGwluVVyM4SKCRV4yrmnqP12KS9a+UDSoDvvBtTZGrQpRBYQQW2whl+sZU4OQDVjFEhNQTb/Wj3xQNk2VBYH/+/2OkhNnjhFwh0jMbSSe3L1KD+WT3T6ZSOsm044GwtpVq7aw90lPcizIMpdhTnrDCco2RMXOaWpIonFlr61bXAA6nlYjV+IgAps+UzIrICClUGWTnLDJINtFiGlduI2/dXVex/XYbCgKjfcYAd5ZCPiS7/N+H3RxwUL0Rz+Px3N4Aq+viIWSGxULGA0IamDwybHBknFx1USPmGVBAO2C4uh9pZQItDuFHc5snRG66RU4bOHRtSfVr+Rha21V+eYYd0eDK5iwGTpot8Iauds3Bpyu+NAzvAmLszJEOybFrYKhVIUNYbq9dmU6v3amgTmqdfOU2tRCEhF9vYgqTv3l6fbjQSe4i1rW/X6b00Sg1PuESozTKoi47TtzCDTxOcYhobunhOnZZd3Mp0AURT9EEfLQDi8dkG7gXJy/o9XhPykuewfE75qdvlgeym8F9JLLLd87f1a/gX0bgy01ckClMAxb/Gv89Oz9z/vzer+mL3+YsyR6rH2Czb71G5zPrRegw1Ly8ZHlcUSzhzTwjXtS3/W5XD+Z0VWZrlxLhkHAc3hUOe7LquIup5O2wEFkdsCJarQ3/cn6A+Xj0phkb+JhcWSpMCiRloZcAP8ydoZ38SacT2V254fCFjFMxjmSfVqkII0DqAwBxUHUTZbkorwb/50emxuV5pH2NE2JpOGFCKf+SVfycfM9IKE8MDf5TKXG7I+7KuoajsoiwOoE+4MuGvefa0i3q7N6oMHOF/2lzQt8Up9X5bUo8p70zD0BnnfqRuJ/hkIUJVJ1LvtKAj3uvzXRFK7H5ln5AkaxI22D9n8ImcwNtYXO1kqchRm6geqJiXmaZjax/YMqHYIeGqoR5HXZnhIp40anF44sVsWCsrlC9gbFGBkjqpE3x+CdKHQ+4d0cKN74lPp9+UKF4mFc4uNlDo5G4tworyJXdLc8MxnO3YPU0O31ekGaVtQnggKsSCIQ+ksG+tmu9qu2lgw+xQOYQMqEJsiMXWLW1thnjZhTEl6zrIIVqQF/YCUAHx6jcbJXYdiQg7+R3PIQ4RtO85hBGleZIvMXVnH7+/28XlxGXpo7Nn1W7frZw5oumHnoz+cZ+XrPuxVwl/gaQckgiJOlFvqeSv6GY3qgF+vcbkgO8KTfGeh6555Mp7ZSMhCLJ+BCHRiudIyUb99RttWhvjtY9eOlzbngQSFXKwg3TB/Vd6bN5JO7B2fZVv94JJjmsPCqiJY5HjEptD56gUMOtLikEd/T29uyhFnzrme4kSfUwj3q/T5z+Qr49ft2stf0yuux/mfBMy287Ff98wdrY3dy2OL9UarcXt73//hpVOtE8fK1yngu2zZSEOwqWFiaHdW1Hy97n48fCx/CXpp6/3m5dnsmgEY+H9AOCQacoaS78J0toG58qkbHaKPP/5F+MP5aqzeXDRmoVYBc57t3vxZM6AqDktAc6Na7Abw+1Uqpmdv7o1ng8YDF0+OcOJU+1KNbdT7sTDAlf1mZLiYDaUUYgY261r0cbrm9RZSBzpo/JtGeIadM/NAnndS19T7xHBDosS47ZEhmlWlJgrEaVQ9S8BFqpbgiEGlwaG9I1bc5n5GZP46sixyea4VIdw72JKhgIOWQcZRE71UzeUQvc66Q+aA5DEi1K2m1J32R1OpVYCzF3M8Rg1TqV50pu1v8x4sjiVT32iWF9nM0qcy8E9Bd2bhugLPEd4ramQySYRBC2hWB8fQBNOG/Eonwzt01UTAnUVKYXhEBRPb8rEnPLpqx0RsAxvs1ZMwhpoGkznFwYtl7cCdnzhrXx0mvPMrVLvXGyTn0JVwPvF5cnq46WHY/oXVOGalEy4Oilctgnp6yXdCqGa2zy2M0oefzD4sJz+fjPeqyXBmZLBrDSzL2nz+BeJsXHrmEloV6t4ygtt6gCWaaXRmYg7HIGIHxzhd9tARSzJsIzyWz3WNI846VbyykzGY/Np789X6XKeM9GquHEBV8CK7O5iGL/njSmUDg6Ef9Npgowy05waM/3eV9pnIptm+DMUjs6jMXHTGvsR7uGtpWkxK6b0gXfkaDw9Ek0+rBhK7yy4Q6rxeH2vWAU/9ZlN3JIqQPOZicLX9auC9iPMf2oeVkMIqk53l7oh9Mx9dl0Wmj4DnmuEIkoUZQzCVp0aa44/62LkvB4BxUTC6jM9qh/8KzPGWPcm5J3L3s4Opb49FAUhgl3hxOZg5k0zxDlalkV5V9uSCTjwAsB6BiH6UzXOltOmh2XHR2c1GmqIyrsZjT+3O7Pf/QhQ4peXoi3i9O2uIXtAV0Xvnn7ekFmgdpuBqREfesYkv2H+5E9FreWFd+jSHd0H0pt3DFMMHVcTbvN4vvpU+I66mDu7TRJl5lwwRsULlkCYNXsLr1mO9xMPcpeuRdtyHQze1aIPByRi75eSRkWiuLEl4WKs+R0G2XJG0+XslkQ2l18YZxBoavUaIF+nEdY/JwF+4U3sh0aPeldTOXscCRXnYYvKGs/3Y1IGhMSaxddguz04en+LZXOVtl10scMHjuPCHUNgFq2/hyU280nJD4sRfodo8NKia818yyfGxmfGPcs4UicQ3lHkSgIqQsBx+KpHwNatQPurnrtvYmrdQtM7cAaUJ9sRqaIrO2UR/XcQKTZvrefOcL/ZezGStp+lZATsBpDgz9YHqJLBWm6KUVODIZ+rJ1O5aTLmYTddc9NIytJhoppFNDCgEc3gOVIIhMmLjCx0ksTc0SaVLHZHB9i90Qp5FOnBq1tjeKfivw4EAUTJjgxAIOP1X8panTMAkZnO1nhH8i6p9Gl0QOOTZHvJl9iBdD5SJjAA+dBudZQGhMMiC21y0hrIbk77y1Y3Lwk+pxhIJqPS2zy+M5y41P1nHjzWpQhso/ipHB50JXjCNVPPOgMLhFIIa0qw81dyr4QGqn6KdGghPczXp2R4baSe/TqDBRx+3n83hC8y03NQN4Ip4OpJdxCcBUrhj4Q9Pmo/qqVXMDtsXXrNNHx6Phx9znmBWCTuvgzfKlWok8ZTpcKl3SM6kXKE08jvF7HNRxqrncGk7rUm5MhoJFGd/pFE1amDvKQIWaAWPP7CVQNAx08O/75zmtUDp9Dov0CNVXRq4LzqD2fNggeOff9+fP7ecJTN093OKScoerMOjNufTubV4a6Nl4q7vQsVDfq37DlE1yoD1zZbeZ72NYrCq2uhiXA4EdItvCJ02RxdO4YRvFfd555aFXBGdhGMqaDDuXaINZsrVakvpP4h2bSLiZzcVwkSETrdDjqKbHpksQRioPwzoM22ozl1J3r6p7hzWDdI1cwk/ge3+/v49ni/VGN2bTarAHGcu+LW6Xlh0cmjQoBFzDYTd1hrR1HrjqmjlagMhBBmVg9uMEujSSOXoH95OIDY3Xc1ooxTrXPdDwuPjAo4M0TJ1CiwbiKGRxv/12bazkphKy4yW6Esj4KtR6IJsPWBJlBZkplsmNs6r41sftNj2AnCIrEqvAbSgnoWqEJSXL1viFHvFqxdEAjmzlgG5mis7bpNFlQjfLLbTpxMhEbgdkqWrkKK0HrFSxSF03nM3LXQ51wZbActOsVabZCYtNh0ALwPtdxeoW01lW9WLqgIRUOcO1NVWIB0RlAbZHxmzwFl4oKKm5RZqoFLD2TK5UhrV/d0OXW+NbJBfMGJIrCZYJgUYKe5L5blYtjpx2e8PMlG/HVLo3ns/nJIOfKaQ4Rlb3HYts7A1lE/5WqKoFOEFDRxbq9yIssurz2qLEpqMZIbHeluiTO9WKeorhrKwABPtEEcSV6rzQHDHL+J4YkF3N95/vi4DGqkxKGy+wVKAlCsNUrJURb93blLYeo6/D9t76B2+zQm+uCSnf1X1aISBhv881Awh1sLgK6rrascjGN7F7+HsJRnlXyeJk7PBOfbz4sAfhlCWZ0MWs0xaD4BIFvQHbbmP27Q9+5f/qk3Ffp0zbJcdOqM9S6qon19l2z5UL6IdmQQTuVE08orZ2Mq3UH+O7q6mTklPBBd5Dkq5n8Ug9XUO/3n8JAg4u33GbFtM/Ct7ZfeoyuuTZUgGyrc47ebehsrSjI4dtf7F1CINlL2T5PMm/Oak2JWd5KPWitaYeAPIbLV97fV5Jg87AcaO6RPXBqEWNiLmViMvkn2px1htH/M0nSyXj3O+qt5X7cShbUpEHb3kP21/M+8eTXeYwPMQ1VXBTP64+VafaK7B/jjRu/dMBQOywVSuVF9HTBvkyOGCpTu+uwBA0T/GR3CK+koCg14JPrtZdRmlR0Onl2u5ZK/fHM9+VdNoxp86tAMLPeyppC/nUafaFuy1bBGOpMi6wNfHTTHJ39pgyvZIEHKKeDgN70Zrleh2656Piw7yEclJJ55ReUuyBkp7RiUx3gqVEfO50gTJyWVG7DrGBWzo2aGcMzJ9/jME0An5kFAxzKrCokDgvPKpJxb1/P23PgRAxI2UK5B9LhWzzvX++r/f7yR6hFnDW1jWwtPxmrtMSUKNk+P3zhG6+O3zdobcqqMmKT/tkZmAtrYY27oIJNgcwXQyw9WouuDQBkWtENa77ROwNxdzvkEozHryemkwzyYya2SwelFcmm19oyQJEoxzLS1zcql0MiyRqQixnQSvXzSvWXjA8lBXwK80YV0+Ow1027Tuo0JMS+TDhTr/R7kyBdxBp8Y4mZ1sTLwVCga2eO14lJjfKrfCRJmUl6khItzV3Y5sEpZhk3t0QQidCWqU1MH2gcvUa3DKlakOCvBIPxlw9gwH10Dakh1ND65UJt5zZaQ+Km7Wy57XVSITuaBBKa7hgSsqsvp8yIYNmgcTweL9fOEtz9EYqCRtjhrBBnjFt1fj/x9skWBqlVLq4SpoRJcG2FO3rr6JaxKqDVH9L69KU+Vhy3R+2AFPUqP85t9cRPzp8loJlePIuiGnPlAHu38isiQx6BAD8SAoLsXKJpkuPoTujuJDGJQIOtgueEcRwGHUwCp8lSPRk+LMooXz0oF3O+vgzfg2ZcABTdqj1h0tqYrMb2Ob4oNc3JgLzmLYLcKTwxGzxCaAUQTktxCNH5fP4wv0BfhDRqyTvY80f4saOErsrq/4EkdJX13GTBMvCi9rnM21nbResxn8spGKSoS9GFgFGeJL5D+hErX4vQydstEZdDQLVdc1Fe+yGbBzpoMINs5mNt17IkJfgCkdVqYbh8ewsv3qTrvBrtwd7bbvW3iMqdbrjw64gK087FLQmiQbt4KYYrHzlsgluq4TriEUaXR2t2XdRtWstwChkKd7pJwfF218abAfZL6dAq/WgdoecsdmwQ3rxBCbvTp+IFCGElx3qpivt0uK6md/0fYY+d4xi77osMyc3ofiJ+oNHuJBd4Hr5ucycxeB01NO0dpipQFBammni9owgdVAcyYEefMo1Yuo58NqXFFnLypZICSojAXXCVURuqKlsOldsJ6FW7rXv3fGOyKzsOMLMcdIK6LxzXT0h0obXoC/D2lwpElKTTEeQoZY/sKEYvbw6W1frP09N4GS2gfOUPIbUDzMnnrxOeNJqR/tHqLiqMf1HRSYLednbIxyBHU6cn8bIcp8mvVZ6aJWfMiEQMuhabVQGc96CVF0y1OnN8JDTqCuctkytFCg1AJuBy1kzkBp1TqV4gWLre5aBCcit/hw23uzX+qYIFVF40Ehw6G2QI+NzV++fsWdNClpPqZAT4XIMjP6M3BlnTwWC0RQqYgRD+qUHQk24F2jgQzhIL9v8eDWeKbxAcY2SCWK1KSZhJuMHzLEYTXjXijX2Nc39SOkO8CHQzC+MLe7AjqLZRTJeBJGWe2W3IRk4LJ2h7Gykzc/adun5eLze0uEVTT9Lw94MPyYVk7AZWI+CCPAAOk5tHPjm+ZHooIXiXwoSHMcvggcMNVGagc3x0Y191LjsJbebUFVNKTTvS5J579W2DfEf0Sg+3FaSHtu53ZzES6G/YoX3Wu1nXfV8VK3yXbx3xATshiUoNVuXJR3CYTkyh7p6usi8pt1DSgEG8id3ePW1k3PR40lNo+ANgsHMCiu3OTGvG9UN4nBogH0uqn8OEfcI08TxuLq09Jd3FwYNJ8coFRZDIcESMB0SHYWZ3jgI0Q2K4gVjuGhhxJxr0/vlr7UHYjkd5XdaTPGFhMssam7l97Syk0cB58gBfgenA5aqSgh+BI+nesPgVaeKRRGRecv7/XgO8PH3r+Aodg6rdcqDqe2U3DgPCdNt//OACrVXz8PWNatUc6RrXy8TyeWEOdDWqEm8wpK24RI288sfJYxzkGCFJzdBqMF4yU74DwLZ3dmlZH5MjcqG6o23Whv34yABaZjk4N8GdztxjVmgDAU1dbxDMAtEowyXlp6g2+rfjqqt5tQ3DpQYP5zvYNMPvEalRnzIA2MDuX3AzwLvU5zelXvzqjxcQV+ak556jqs6ergpDOUu0b+nMV38J9e34s/7uC87xFWXFVe7ysqZ3THiJQtQ0JtNYglCYXm4rjKtTm4RE5oO45oBdXet3VGg3ZVZF53wavIm2/BfIltPDT1F8yhxMVK7PvpButrAa0SyDl4p96ykjjFe3rm3fqA9xQma2smvdsTuanQfBg01uXqCFnfUo2EecaAxsFZS0Da6nkSWUvoM1aq7bEVv8MBx1w9FNlDwPnaL5wc4QV6O3tUJw/rGfCd62f48gbeiFhFk6rbPndmUr0E/M0icqvxyuc2Fubq2Qcku2KC4W3WrEN3lvJfVw91QplxQ1lsI+GV8dCfJyWUzj/NfCpJBj4FX6ycRaRVHgvsHX5c5DXqc6pYx+iL2lA95ged8iKl5ChrM6tzfhYbwuQTyKwLXrVByxIXZ+V3wngy9PC2TdrvvsFOZyXnNheP5gCuSQNNHctzRlBeRANdzf8A/Bt0OE2szydZPgySbinMtrj8JJVep5lgeP9rkhmPlnXE3Yy+l5LKXMjUrQPSZsMav6GhIDWU5eKKlEGi6xeD+2jCEisGFgF1w/eRXkKy/QI5cY4KHYX5ZlnDVJklQIK7s2ZgsvTEHQBqMMySvlBioqvQSvE2/78fjDwk1GwiEgplolvf77f1CnmMYX/hHgxXlCt55l+0ggi5LEyJgYGWmAwqaHPDROi9S99hvF+ipEFxllkwK+bV/uq+bh/uDzpcz4kytXitKFhYBCkQR7/dr+tF/bjNnEu98fz5PTIBSb46sJ72sclp0xsr9+RQunO/783m9739cOQnTmPJUeqfSBJaFnJFRxNPqoN7ea3d5HLklBMVpQYpA/piKt7JatFMaJH1NjO0tAvEcHAahtkVPfQbZdMqvcnd7EiI/uPIwF4c/MnSUPWH4pFFjj/vnxXaCJrp0CpiMws3DCDJKI84zFUQyPDpoGWtD2Gdpzue84YXxNi0/qhcFaYaTHKqtQkXjWDsNFmITr30WMDupQ4r1fbQyziVSbGZnF9vxL4a3ng1zhjwpelRaH0uJiKY6fdymgy4eY3Tep2dyZr/iKUyjMmKoO3jIbGXRMZ0etmGLBpnNkDQnJ+sMpyaK+J9B59sAR+/lQPnnB5osakqXU7IRoJUXh1rGSUE20h2M0oShekLp2ILZ2mYcRwShflJXNFStFyChOJeDJBzpBNj3RaSbXS1OVI5NkM35K1vzQG0UJ8mL9/ADRTWmMtXW+9o05VW8UE+LdaLIGIe0qNqfHLHIbGTVixGI8sDbBtDrOUAJSbFqPOwibjvV5IhZn27tQ5tEMBPc7I0KFf8ZUvLky/DWth1IWdQNWWML4HblYWd7v1+tJ2rIOFAY3Tdmpc4oCwjTwzenGDvBlEPTSI5ZLM2R5+IaUPQ1UFFL8aoEjCoSk1hG9ow6eOUbervY16AVmd4mSVUFk0U9Yo6VHdiIvV5/RdRWLNDqNGtBchPtT07+hbHA1Odh5dxHdp9flXmTutgiGdKi6zxmzNpQBUPl9IgmzLmjhQ9o83satqKXvf+NPmZf6MoDKh1J9qoBkU6cvdQIrRkGP0/d8TcCu0Fy9fgWeFWV6V28baRCs7NulBEr2HM6gLUkXVU5jmVoak+LbxtXnFnbCPqoR6X3OqBhIEPulUZ2SfgGzAxl92cZhTyiodbb1Pq64K8M7IFk2MKrKhguF8okCaQBuWRllhRwc/ywd6efnk6gOsu9HfmZ+KP+YJvoqzpuhwvvspkiKDK5o/SuoBWvqUo1hfvCzRORyYuPpLwQEOfwtG6pE2tNQhlKdWkW3c+SBgH0hk7LXDJq7+K4nkgh8aGwcWZ9vlMgvBjTYyjHimdCsmiOYjqhxC2BQv17jPLk/RPoAoaE5V1NpIMZWw+ey0THITwpA51SC18Vv5Y0S/yT9li3nG/DKQRwNc/b9fGRHZQusRY78L4Zu3yyih0XpkQCBnWuZC4d7S2sV0Zm5i3PYLupgDoTIHTkjjYlnBr4IyMh+GlDDB5RRdACJcP1vBit4soxC8vnVrq6juegvu3WESSGmoDDWF5uTbpbWVUoRtoKErrgTAKI0AqzwlhCYr2sFQ9daiamWcmdinFcbXOGcTfqhhM9TueXIjXDjHePmXe6ND8SivjRSP5YKSgCEW2BjLPUOTSSrn3Wcb2M73a5jyUUtdAg8ta/8cvenIH2+aClZKaoT4IqJFrxZh4SozcOcNOiccYRF5rOJmAQiUSDomOWpqWfkaFL2VHmWzHBFzNC0lC6wn9PylJ67jqJHQaYUNQoiKen/l5WSu/Wbk8PzDL1qsBQHlAPUB5IZ0iQg2VbAANuk6W2m9mutKsCmD2CTMOLFq0uymZLs9QjBWhFOeTEUVRFQW0TPS5P9JuMNFx7hOQ0ZRT8Zm5OdPtgHIKmZdrpqVrnGHH9qKhS/w2qNiF2fGTCitt6joDueHYhNYkkEIA3I8hE0rI/018tBeFG8Jr4ovuVTWYTIk37B0RiWidzCgjb66WKsDULVLq72FccpqKknX3ee0E4dnbHsZdMe695JkJwIyDeikug3bD6FR+cteZwbdqcAqSAUbncMdnC31Hv5JV87zBQ4qVMhxV3Wiy5Y2hYKGi4k/tkIDtwqL4UB1yFQKo7Zm6eXJj3D1GwtRqxQ93biyUk8XxRdFhFj5riD5Pq8moVRbgPVO5LVg6Ndfx/lJvSgmiY4PqjIo0GBPBxGzXRlLM9LMGVeuZvqvRwJLtr8ry/OdykdCPGMM+i25XHHw2oidoRS6hQo06HlSFrSkFmDqik4cZUDrmIshyHgjRGH/c0yCyBcfZN+PSFmi8jHp6UU6mIwGi5pFOLvRaegnt0VTRdB1b7mznnwu5XW5azaW5OzbZXrjJjA6VI+35zg/LYcvKgpu0FhFIYJRyTDGpPwEsaw7kpagzm45i8l7Ei2K2mF+hqtqlR8MADu/JPFcX4xFmfzLoipafktYITz+RRm2kq0r4+21HgBV7DOpTQUpgiWGphN5Yzx6XpH6tqVQhiJartYUMwUleUvMK2H+UL9PTkohuBrPlzcteoVm9aKNYxUiDfbPOuBcThwj7RvE+l9GAZQfghhDpp2iOuwPryJDCzYroCGMv4ptI7xopJRt1ckEKda90cEo0E8T449wFTxdYv2CJpWbxaVCF9ul3ZWBD7Z5pQ76xtOdn1bstyOYMJnY1YFkou0nLQY3PUKWnsRHh+Boq9XDzoLJog/auwdvyoWpOhCEYUjCbwChQ0ZSbrr89YvXBaHQdhFaSSoLBpdk50eA2ck5uWDoHHfBukZA/SeXcfpttPrnKfmm0qurQOAdRo0eKEniY9f9/f10SQj/sfDUMN8kCaO6FxJZ+hNa5+sgarOrob3D50BVnGyvgBR7SesmJHQjNYSKMVAIWjyfaMRNwGX6TyB/tbGM0M+q3oc3PTk58muMzjhlzniD653D+1k5l8ivFJatZHJsxXmqPlKEF1IRInJbP1+aC+MfwTUyUXFltGmScyI8ZD3gtrO4bYk7ihtgcvRXhFy67KtJPbEVM20wm997TmnoRhYYmjZ1WLy6qBRItkDWZ8IuTqHKixS+H3MdrVSYki5F8FJMXXwmJZotapoJ9o/ryLA0dhnGfKlKH/zx+lbabk3jGuHrp88hnzyETtAEjGqtTzaUWA1duzyjeAx1hpzzEdOemHBXVkmIlTmP1qeqdYCeci2tq2kljww4mZgi3473Y/ZpmOVfMxVI4U4mAWU+czEecv48ZyB3JI476OTzG6PJ4MMQwFJORTrqDycZ8hetHguNpj3ZeEoXmP5pp4jjAS/k0P0/QAd9CJqLu+EtWMj7uGwGS71ATZcZ1kzO06MRR86JjVOIX7+88NjIlw730XOGNcNw9VNQISwa2GMg8FppuqR3v7eDxZ3ziB9jtHaX8jzWXLGIkp7XjkHTJonq6wcgW3RjTBYzH2SfSwLbimoYFUP8ueuV7nTtk8WpgpMtdTDxf0wIjXQIZXm9+D2tqo85OXLZxbtVYjEjgmM+3j9VJBDy5/lNyD2Cw4b6ev5vXNw538n5eGZjbuul2gVi46k1dwtEcgzVPLhK1w6KLjFKUbxRSsSr/GzB65ffXn/EgyBMB5/FrRPT3oH9V757dLi0L3T114yU3b/vAkEL3qdAFcoTatgVFSial1x/ES+5KOXA6TAjMlowbKz8IF4TBaa47waZr32NZba8dAT1tf+px87/aG9MvsJCgr8mMgoHsQjtIhGb+fn9FYpsbJrDojnHnUwlZlb49WmstPIp9kmkbbZd+cqpiW+f0MIZlpjXoKoPxUDtf7dn8OGj8PBZpQ80AJieK8aCSJvj3YytaztX/XyjLdJRme1xS+99JTFc1SmVkAAKPutDDhRIgE52GksSEehK1oChU6mGvsOhyisR6RaEoIpgBeg5rmmWeQVZI2AVgp0iqpBqAsRStdtrS4jJN6bsHNdnKxvFJrUwJcIYA9EsZPsn0iK+DRyLS9SRIC/VeAYu0ZeaVIEvogV92t1EjQWIVrO34j9qqhGsfO14UKsHPu9YSqKTQhL5Nvd/4U3xtzc3hvl9e0eu3E4/NWlC5NqnmLwLxYWx/C5Fr6BGsQO2dgbHJe6MooFhbLAE7A3j/SvEvs6L9HkKBZT59QSzSu5vxK/HRtJsLVyrCONzvg7+eNgGMujRD69/4zY9WcxTAD5Ap4J2miQ9xWP5Y7nM3uKSHKeZsDxlFXzydgS1tnVELpubGfzBGKQokDdBYYc0ep9rLc4VRBISxOWumy7rbMdCr142W9+D67f3pulyn8CLRDiHGEbRv4uAKS9wFR17bf+bnLXeJH6ttT0OEVgjE/A/ee9+fz8XnNtf6xCAoeVuTy0BgSfwnrMu5w8mpvoWaDyC5QyWJMXCC/Gax7w1Rn0s2Sxb/2OrH86Wk5QlUWMzWcx64R3cgs/kcf59itygAQQ6/WGsQIAR20C9t2RWN3EjATJet8pBtw/dKJAVJQFr+mEVp6QkYD2MwfaQTzsaYxiQauwmtHn9mv031CM5PtUAOA5AUimOisGLCbxZnP+/u4fe6P9ojirVH9IZQGEMC6oF184VxzI3///v3zB4n3901+AONUjEwspeq4bueQAVPE3ojU8jZEVjniZlNp1A9CHEJqLxqfzgCZPBcOpViMFuuN/MtHHQEa+Z2eC1/VD0YVbvjcD8PqGqdJNPTBfVH40PSBaIfk1lKuce1FEbCatLUt2kS8ghXtit6EBnyp4Wq/YH9X4HntZM8NU39VIBzH5hgPigt7jq5IUr0N0+0vUpkpSaueVxLp3fh3HCVlLyMvcRsRC1YaEShAvNEpCPhB5JTyvYy5u11XY2EMk+Oi/chUpMgZ/HU/BexZfWN+t55xIwg+L0f7AeNCBBolLaosDoUB5V+WziS77dia/V0WvGbVrv4lzVd745nJPz8iC0clbwdtayl4bZLg6j1xKxbZ2GXAy7wyVRmY0p9tHZeOLw4r2h+YHd4EI9tlyeI36Vp/Z9CpOmwHBQ1CyjqWI0KGJxC3tJ41a+a5hpVOHChJbpNyZZozCVLumhKUGyx0sn94fpjmE/pkcCLEU55Rbx1jdn9g4DBxFZUhrPPC1a554UlqpXctrWRIhL47WyaDR2rMqh/pEK3bOU1KHv31tlyJgjIkrhB3Nf88ogrTuMj6jUu0pO28J7ejm00BGKJQIgwLn/KqksKzvjWH1mUYLODWu7vUD1xB7f5vIuffZITR5WcVjLSkBYxt3hilcrco4NQxmf+BqQcmqwA1o2L0SmwlUGzwW+qZ7k3Ie2QOGkptropAzRua9jFDSZX3xSudI2GPF5NSSSqVOf/rRJwhkKAl1HjYpRxUS13b1Ew7VmyFK8qrSmfTJdJnSRqQ871jUg8FQ+fbDnbxQCZEf64EBuZp82QJtWKIp2/vKNPtm9dvOLiZFoa0qLUpvGxEcdQbdx79xFayHWbIhT6L4Fufr+rf7ldxfczad8qm+b/ncVxbVyJXx5aPUV3Dps+8Nx8UX5HKCaE6t4LwcSZwuoME8Xlaph/zP1CGCQpl0mYiawKrk1SYqxSIiE0xmUGciiUFG92VNHZUKAVdhe4Qh5DSoOr8JMsNTh28wuZ1ayelFcJghtLx5ordLPGQlS7Wt8cBBLn3dWX3xxIdwaVbPpOFeaiBdYxW51keaM8d88ao39si+7je36/xiKN2hownRBrvOmxOPVXDc2ZfVKaSSg958NHH67k0y5nDjNXIrR8SW5R3ecHer7+P5zOjpZvUWBLhyH9sBMSLUx7abvsIFyWbOmE/kEzSZKswUASK/8KujjiwkXBi6PZywLzPQCEkUUrGdNk+VP4gufoaOEFzmuh13PJ//KiqRhhbsL0V6ZBFM0d8fd4zpHGUxPkEdMok9LJ2Fjwt+fZqmtewXUR14I7epuBn30CX8GZJ/vYPm2xCXgBIMYtUo1uyjQIpTH0M7dOAbCZ695Qr6V9dRKwh86roMoObHovZaodOKhBxn1EnpjY8xyPwXAHSOMVsuW4YpUr+CDk/jnPwzvRlsD7DwjgZeiFlMNaHkmjG1LJrSwtsb6LUVa//BXTmCkmCkrKExP9VmOU06jkXzWU0oF1+AIeZRZ21RVVZWxGwf8XLMEk5cwJVzD+9Lb9xVCuQdGt3zas1Bd4TpcWae78CM6nP3J+z8S+jDJOoAjibZWUQz0EJOYq0Dw6B3PfZy1uHhDL9LfiL7tXWGXdG6BJY5qKWQqMI0B6shjKtVRiFoplm7t2YplwiUxFfK8lwnUE13iQ8wPdb8rR5+R7dxntCZxoTTyVyGG4OX+mmqXwXlDKXlQ4DOTuxsMhRDxcmjtLyRd4zn+x2QdiWKiBk9+JZmFTJ7j98pKGJYUUiPp4J5rpZlNo9jWj19Wbx9qTv1u5WJMwTF/2d2XhWTD1dAGt3CgK9WwadfBj0ZEcQN4k9ppWioD83hN8pd81uZymbYzS5B+dz1nk50pvIQbQ+JtUYRRDcunCNmqljQbKs/84lli5D8wWbcgITbHGqmWVfhExBUCR/7OPO+Q2R/yGkIcV/a72gR8n9C2zEsI8mIDv/TGtMIcqxY9L7V4lqqm3ZlpqNJOAjZaXkExZkW631gunlSkLjpD8d6qUgY8LT9b9u9DUkl15pDhi0nzFTl2CJBknUjgboQb1LNb1puZx3p83FAUUytZsnzxW7MeayEh9XmLfZznhfib0dBrzf0jKMtJVNcpQqyHZ8/fgmCAWxk5s7+fMZLw8qcJQiOzXH2B73C3a89jQl+uzoY55lH+n1498gQb6qWL5cLZZTL48Nkc5M7tE8AZXrU05MZMOzYP8UjyoZTHvE6GWRJ5B9sfHuOin+b4PxWkkiCr59g+FaEAaFChGOFewPtINqk51nyuzxej2Ebf72MLlmZqwR4Hy95l2m+kySCERRnktysKgPgPX0mNq/dX8P05YNpJimha6N5Ha0C+tponmAgsuijozUoBNTOAMfdaLVjT7q5E8vPr/IfD7YffHHNM1v70+qfThq9CG5f78vaFWFaifwMQl1Gsf9DI2DaIrcIrrIcKmQkrl69OIMKtSuppb30fZwa5A2wt//ez0edzh1WUN/q3MhKzb3PyvsZi/USIN49xPR8osFoJitSqTLajSGqUnmnmyfkw/ZeYVgGD3T7Qm2JTVX0EAM6PydI6dwWfpvEtId1L+Vc2bSShjU+zGzcWXxw+1kZ6OSSdn9Fr58gBs2ha5mVeoZEwhQVqN+GLaSYhQsUtUzMWo34sgCl5T5FK1WNat8Zp997dgRDESbkBT0lCxLIpZLOdOQIxOp52ApKAmR/bwgbgftI4VcK1Ca7329P/8bfG8SA2ha6PKg1G5JfT18hqrjPqncjfK/1V8Q4+4zvmFmcSDnAXBC+jLgCXTU9tfgciA88PYij7HraT7jqX6wu9JluhW9LTArVbsD5tTIEwonHBOZhe8+J0NDGIf6J7q55mwN2KLC+8pyZTAFu9x+hmiXxJJQI7V5AsKOd3M9MIERn1R85TKbjjOUeH3uk7GzcZVRKdooa1VTWieZU/sypVqRsMW8Juc80WE9fgsg6MXnNpqOYtk//UPrCTwebiP/cCYkKJ48WoRHNTE8QNN6uHRrbmhY2KjM9ey5qXVTLGaZ3xorl4DQQ+7Fl/9ypm5sgg0/ffSLp0SNX8rsP9V86/q9gR4uo0eJHAgsH3VIT+wrdfsi9ZnlTUJSGDa+qsokNCrwDlkoE334gfB6ikoklqkQzOYG7s+9u84bYUN4qyAY6IJdeh2/8ERwnxWOOghTHk2ZcN9+XtPNrI0NKqz2CTuTYdUdimEkrDYqSXgzNYE9XYQ/Ec9hBC+5NCggPO6zNEtchD+ZgZBAlwaLCLs6kM2FTgnF1rhZsb4dJ5QWAIovCgb0Ho2AG6vI0ZSqYA+VRtPkOlMb34HeT7an7oN2xG6QUSBTUo+MB1/oifs7W7q0ACyXPWqfRcKWyhF/Q40WQvb8evEzceymgBf430HxLloAS4KsQFWGRLwM4UMl2tkn6kVjPMndZSI0m1y0l9TfbbsX7q4ASHzLDLT3TXFgIvWNmWpGhYEaSuwV5QA6QPYPDm5Aw4Vqk2/TKFCQJ5NB1XfbopA20eiK+cFMiT/fAVnYEJ0DAl4rI2Hh96pgz9uRaDLTc4JyiY1/LhJNhn64V2mpsA3S3bqgH0YpZ2l3OdnGGtxMoxyQqo36lvQEnA34In+Vh4knSsV2k3QVc5ZZmo29B5DuHRUiGc32DCIzkrojJMbqNff9p184euI8h+kb5gtGzI5qNqT6iO6CxFZ2XOp+v1Hho1h3Xjwx4DvG8timXN6tt2HnOLg5TMI/X/+rlhDxbqMBC+vs66GMnAhYh9uCi5ZdRgo9YWg2lhVSJN8ztli9It/3i9L47mmZIyH42QuS0Oo7B0aoxhJ1PR5cmg1cbWjMimBi/odT4/r3dZuOZfwIJOuhmdqL75IU3utwWdC5p2cGl8ttGKK7XPNY24VM55EeD2D9OcFcdmOfY/St1m4MWDbr9n4/MX+vn0hmyVg28IfHnr7vEDLRdJACpC4p4p40c6i0B75Ixinqn3O175ayo+ThxN3a98VQvOFM1F9LJflfhvi8dGLVa7Ic/Y4GL6cyl381NQ5diwvMPrfTv4/Zsf72RqknONYSJIqIvMR3b54j2e5Dl83FeAENH+8WSGFsXYPh86g4WG7eC0KXLLs0WR+EKIbz6fHuGctOqKnXuZooKEsNtfOf9wvE6UPBy+vWFkQSXhhNs7tj+SsZe0vP9350m2apWWoFYJzL11lJ58VYTAeFGua+0Hq/yQYtrAcnzEHr+NxM/8IPYgJhnylpuiB5VM/2xtiwKEFhlLbU1HrZQjofiloWeV5680JhD97Z6a2oNeKPyh4u3WjvGY0581m4FJ2dMfrSze9IRZ8FQksjXQ+FBq6c1+hCCsMgi0dn36RO3td7Y32+n9lsY3IpHpIKRvCjHL31uK8sNfWE+Bea0BCWlLF9PtU+4tUrpZWkc8VAlN0dlMtuvxoOHNOSy4+if6os6K+U5kcDMCl3XvFUqN4QTyJekoLMrsycew+9i8meb+0/9AFTlGA72HNZXAFCvh0Nxe4yBkXuz9mTqpm3qUB/npSoxjceA4mHId6+gWpj2J6CnC9JFIHjnujXxiUb3LnmmYIQ0fr5dIrmBzLydJ0ul7znUvr5/WOBwR2JLmdRAcPVku9t6Ie+uVZiXfLNgxDdALfVOJj3PnGU7uafbAL+fEC0g8jnu2A3jApXKwwmXu3l7RfcLRt1L1HQEIgMKUUHtgjlzyDRc6xGpBSvRLNfBgmUAIWj9JmGYXIrNs4Qcsdp8lahoDU6W2w2ya0XZnOkQhQyPElAa4ScLJ2KWHfMJY6gDpNPlPsCgU/YE0ENdiQowaNG0YJv/BUsVTGgoqDXpuWrUTnOyDI/1oRawKf5vnYf3o7fHrrfnQJUCdTi1jb+I7y5REHLhCpYj7TEup4gaFdzJDqDuuHKhDp3lwDq40if7vsCYuaA7K9y22sGOehkRDDjZIenZnL+phZq2Qg1I5EDbcx+v8U19G1E0yQghdl9emU+jN84iGzHmtbu6KNbp9EXxkaUvVAqQ5Ws6zX5dfu96bCyNDBbZY2dlCpi23FV8vWldmXFbM4akSK5k7F0GbAKeEc0qeO+XcVuEjAERawBDhWqX9KPmqk4Y2NoDiiqhtwThun9eb/fMwd1VOkoCSSA4uemHJKhjMIs0ggINwpbHZBGj14pSpUY2iSz96W3A88I612gXXVwWZdU2VFrbmmxXQyTq9HXIXRcohKE5/utw+9NYkLs6wfdxv5ose7Zq4grvP9g/hVlpqGz5r0Fs7iDV/lS7SDh6sbt6LNXqy4SPKFKn/v96dBDMJoBVu02YnsxMLb8AnTpzsTJ8dVAC3iIxkb3uwhi6Yi5oUvyftM/dXGPPx52KvPEuJgM6AXQWFmHgawJPKq1Fh/mWucCtGhjUij1HrgpG+m0xdoYzlUUARObpLoGHhqwf8t7DBnq830+n+5E5qgGqfUQ8SExJprO4cpmJBfkOz6uJjKjJJKj/kyhPwgSM0vYukHanC6jHVtaRRUYyaAV2zKL8KkESEK1xjLc12oUv08tUKL+pISB8DZHLFL40ThJLDOJK+gJX8dcT+LMK/KAmOX6VGpvUpjEnWTHyW9fKNUVGH9yF3lcFK/oaKMyFaWu3SyO9cEbCTqnTuuk6KXukEbYAsEAZe9uJhKd/vP+wdQ4/gspWHtDapqIz2MWDUH4xIKcumAndY0v82cDqju4URO+ZhkJQjW5I5MkoYmS0RR+KGz+neIWJ3seOfwKprn+abXKIiuQ0htZnqeQkb4W4e+Wg+8NOqyRVdOauDBK46bYQJG6wW0smqxeh6ZFFhAVJxs1B/OoG7AudWSz0w7Eh45ZFiUOOCj10w6wCzBvzc1TtDMD4kdNhMpqexzxZ6tVZLjCqoz+7MF6fC9UCtf6F3pzVIclIl/eqbgqlopEsdteI1kEOTF1rWivPICYcXO4N8KeyNXy9HEkzWBIsUGBOOV90o9T7z97raQQI2wLUhyxSdQf59WgLjviH413/aHOaCq2satwa2ihJitEioSP7PMdJDRRq3WeMrFTT/9fi78t2wodjYtJAxP8WhwqGbFSihBeEZ3XEhDCw1gIDXW0NiY3uScBOG9JjLtwMd/ag7QRSkfk+o78TZ7JE8CTSfrKp9bvbLNi9SovE99nz5XKFA5YpFL9eb9IHktXueRnVhXEYl0KKElNFIuVymr4cj56Ko9IiNYRPnNHqqz+BfVjMBiqlXbMjJOQ9dT+Uc2y0bvs24hBXOzwJdQUjHoJcc/X7CnNMqo6Ds4k1jki4hyjnWs9NlzpVD2Yez/s4/LUqKVonGxypa1mF2XVdxyjr5iD1TllMdYDTFtXMp9U8AInucyqOq+I9Rnr7CtT64IHntjsZmrjqubzo8WUyN3pXRF267oflr2aB2upt0rBYofzER8zmMIGt0ZQScNSS8S+ejyXiK0x+4mdGIaKCUhLpKAEDevmmmbMtm85npWxoBGG73QK4h7S1mUMmDzJSTjRuEFpziER0kWwjZoPAmw3MoUm+HuPEq4mS8pWaJa14ktFDh3o6BNyQiZi/VGXn4BmVbJD7zt3N3trSiJWhHdJJvmdMExllIWDsQDSTGjMTuWbsYLTYD3dLYculfLkOTuzcx43NNOqMHBgZtxFER/FCmUYniSWMy46ijeSs7OIOMsfk42/XGjR3aUgyRviNtacTKYSU6qamUsczLgJOfOkZnNZ62KBScpYzGWMhYkQtsZBZxkbCkEfqHC4z6WftSonqWY7Ls2jJNZleU9u2l11VPWJZGyBCdX11fAl7D4FXgWkePxgatiGd3+OL/H1kF0mm87O+P/7+xfjv4wfTwH2fZuW2pFlMS4DjUoL2zG4z1goWWESRzfcRkTDoHsaYGSvLSSt7D7JD53psuPaumxDrV+5AlXpkIpuR7nKWdwItzi9KQog/Fv1D3BVeNbHDqiWRTEFy9azzampXfaQN0zdgNyGrTb1x6TKtm7BQtDbIV365JbWchN+CfJbFX5iO4dHidhWI0rn2RxezA+Uej+sRbjmwT/ssvmRf8U9H6XzDOZZSJPG2zK8c1u9WuF8QkzHQqSVHob5L1EiEV56cpef5sWd+U7TsePngHB33p7h7zY41M/o/brzeauzRjOwLFDUOTQ1FPZngBLBFaYboak301DzaHWFskVEBeYhks2b59+ZXQkAxNV3i8762cEWGWtwoTjMhtuYZDi2kxAsCxDhy9DiKNmmAql7EqSIbGWYNfuRaScLd1aLGUkJuXhW+I1nypjUCdoV2laIWqzyj7nBYonToa9imCOoqpW83wAsbDOlj+I9s6Idde6toX/Ve+AGTirXMxCuFomUlFWUkwp4LxqBA3cReumCGNoIB8M1PQaAu8y31RsPv6/sfQfJcos4vEQZMIuPkUBlmHw2j9KKgiVZE3s9ylsEq+A3KX3yeCHuTLZ0KmQBc5GggCsE/iIg5++XnhuKgwZZsONAe5fuNE9r7NTyFdjkfhlSR0zKwbNLBwj3teOH9TSRYAvHlAXezSYIzToSVHef6pwdE25MYzMDGKm+LT/gWiF4anpOLcwEVCK9zBL97KNNO3ef9pnSkAqJx47HanMS3uPHV9V6iRDHUNEUP/vwOac2zccpUjUx9kYQ59inWLvaRsfHuJWpvr9X2t2XppJUH2O+vP1Tbft3QTLYK//7SUsaaEktnyt1W+fI6RC4Q2XCHKTMnUe55tZIYiV7vpqzrroOM8rChm8Ux2W+ZLqwFCwf59SXSoykTT5M/nSlZwacNnT/TR0yx2bSdS00yPe1eIjnWvFTPaKdrDARzSujbM1nJAX8sLStUpSFOcC0IWEUGYdcg+AJS0t2ODWLaHGQkqlaJUlJPR4ZKolfe+HQNARhC7FqhfgNuKIhv3K6T4rtovuCjxg+EjYt1TZgarIK54Fst+cFJilH13uHUUU6ThascPtMHYb2ykO6nLYZs6C/Z2uYhelGt0OPhW6mvjStqgvGQ7OTLMP7dXs+QJ1i7JJDRl2chhrtAs/ZIU18+OjY0pCxTvLGvnEVLWJ0EkCZMioxNOMVaCHjAdR5Yo2Y8PG2RNxUmOT2AEPEoB3qNiuvVnssR9liZ3XMgNl9Cly4mPfv7a/vJFs/GrAHYsLNk3YXwYnbZcyrxtF4Qree147wQylUOqsqgI+PgVdFVx6U3EipIJMiOe+KLQ+7MdBB6DVa2jbZcbC6C53SOGdfIAU1uvGmqZnD/3zU2C82p4ZnaPYmW0btAZg6rt5ge9MpHGjhOM3JyW3wruOW8wCcvxdo69avx20e5eCPfbncHOLP+olUlEq8kKVLfvK7WOLUPWgBHT/SQ+NZiGFsUKYLm6grlaDT2Hrh+e1pejGG6pxJ9qS2SI5lIbW5/qxc6alk2Jr45BYwYxV6sMYXmMYQvc54Mtwn9lFnW3tYxXFRtqX4cxpOaKhlN5ggq0fRd/wdSII9gVyKcRlJYKxFxLACOSJ6aSeSdhRO3RmJEmcj5Iz3yYpUbL+AZEkbKTUQnvjbzwNjDHXH2rQUNrAwqMf5GJJv2xsTlX0wMz0CCaoH7Wo7CmNNdG47uQIEDSV2lQCS8e19Zeq16sPF6TVgDTf9eMyoDPVoDoVPQBgaxdlvejP2IZiGs2W72djwqTiYLhPL7vwtUDo/WDPUmcAkaYTlz5UYmbSjVVPiNI8w037MdT4mz3Tdlv3Jo9vOtA2WcxNzbNmRReus5be0LfNspy03e8O6Euo0lwtR+Kux6dwh7HdwuQY7gvW/H8gOUddk/BErftFLiw1iE1dRy6qeqnR0x8MKCVl2r08hhsvh4+2QPs7NSvZCJc2OU9+QjDcgwgZN0oUzfcyukMvC9TgfZtyr6I6aJzPRgAGvipMmuittswHetSDEOjp6rjpmiWZuEGxQOlny9JfChSX/HIKE+s7WSamD+DkJi5rBtnpLBjo7a2YehdzYwVVCcTNOHIAgeMMcShkQXPD9/TMNcS2k5u1u+uXjiVCB0hmfd42CgZX4/Krc3mymFh5nOgO6WJbN8JOF0RudC1LWqbuzsCQdXVmgmM1Ov9CpCVKxslYP+0NMafZIcOR4ePdMcfwbfaWBDhbvcNbKz8pewJ+fHQfhZYWjItWKQ4rt7uyeKRdrxlH2T+XjlpKE6w/nKufcJcjWTna/QU4/xT6yzawsErYYYVE978QDXh59fhPwnoOFnWeTx+mm8JL35NUpGDbMilE7pZyWeVwkiMc1O+4h+WdzZCdIwiAUy7e2laDDrAAv7jkVjHnXdMjZUzSXyD0OpquRuIu9o1dNYgmPxW9HyUhAHgbarHELYjvpljvRAQqu1+d+AfD99lOTU5X0tQwA1tkT72A96QGqSwBbI7wpEIGAlwJdP5JVg1p16QuPd+ncaL4IAWYDwHWKvEKKxaVcydswqspMU8F9rlDM3QWU5ss1vWoQIyBhKkGqFXzmKbVi4uGJtkG+qi404577Y27BqgwKgHWoicuyzU/zo0dBehQmExnj9ztqQVe2hOOch7iIuqgROwkMxUmT63KW1o44WeUn8rI2UnA44xf4J0dulDbRB6ZpJb5dTFqBRo5+JaAiPj3uZtrx0jXh9855eb8oLNxYXC6ncKXDiAyiHqzEuRdZrHYJnLhas31UKJALSkoAlFTxfxK8SlQa+rIXrKpbNKZP83qtWeU2pPjzPhOX6bm/98Du01btxDygiS9ee4khY5wgmXnzNWCAm+E3UX8QX+4B2b/kY4ey7b6Yddd+3OcA6O2GEs4vCsA//0BzJ4LN9iZBqGSJHOy4VT9Dn+n9Ibm0El09lDl0OaYOOnWB/KqOAXewkNSrlwrInOwgHnakZDjItOG7l0/KlourIiG71fSyfla+rZqPgA9IPXsDa3oOQn/fjY6dpa6UCIhGkrPMqZjtrtRYtLhw7yLJrOO4U3yLBG+NM02+ncuGQNG5XU11QSlFkSdPgvNBNxMw/Y20ZgLExUhTUSCzIDRYgsINy8sPfub+Rj9ELGBbQNfnt6lKF2FLUrXJfDt31+iDOgP0tWs9pyNAvFaCyeJ68IWhldLNZ0eZoEOEcVRhMqc7UNHGYoLM2M6L6/EdsSpzf3xN1HjB4KiHI1r3HxOM/n4n32Nztj+T5jrKZhKJITdYBUotnfeaV+HIUdE/VwMQhEKXvU/9Bi9cXNIdSGvaSdB5XBSREaWlOA6RFX7ag1MEV9SBOF7oT1XLKS072/u99eT9IPAth+CtoC4LdM9/D3p7u0/fpuQ9/ZySasGyYyHmLkKrTVHJnUlzRlyKT3mSJrx+1heezbHsALZyX2RcNIfrTVk1LzFADKbAbBFSVs8JXY60IvS9hgpa5pfEdaskaCbJlxEF4kKZX2+PRkX8q2nn2ScMy9yKqXkJfCpmz1mYvQ2pXgKTHMMVy2PrNthGH5JFhxO6Bs8c9MAi3H//OE9TL+AX8i3RdG5E7mTVi1jROpENVNPXi0kFVKKox5E75aZaV9B+tiP920G2wzWNsLQNVEIivNnQ4G+RFhJvwonK0Emx7TchyN12YarUrguZPdqBbAX5UM0E/HUFrsXkAmAyQLZP/1ge4HK9LRdrKLCn+Jpt0gAFA7pRzXt8Me5+RAJFhJDMNfFKyfLzgFj7W2GUqAK3PaMMo6UtJUYiBNqWxmpwtgT9EIgWkDHxiZC0ALrHdHPJCZc35hZIP1A8x8gbelelBMpDJWVCxJGP+0PBopNhBVUem5BHQH4N5aQ0aERPVY+PXAZwTmyGPOFQUTHwb4ILr7l3KAxez6JhYCw7FAqZ/IR2KLF404Rk7HnIPSs5dT/N5XTviWzRAROZiyJUVfKPnv4mMK9uWRiBVN1p6RypO0jAEeBgdH07nsmaIuiDyjPOv4H3ONAjdO04ODX8nINIprRE9VjJnyjnxJD4SCIRPaFG24FRXbPilHJUI9e+YtTm7rU82XyCzQaUIVqXoVACeDj5YJIxJ+u7fzjy0aZzqEGT9dHpsCMFc8Nor0pZk1njcPvyeOllJ1tOq7fTklqwkgWdItZo4T7MqN2rrS6Iy/CBbhwvZ4IkfWRC+eRO5+Iv6tTxI1nj//jXXDx4PtPmKsWzkp3bZwj7w3UgnE8Ty81j+I7dc/mymjIfIM0s8u5PUHvZPEn2ehJXCNvNuZKJKFPXmJ0NMswjqL+iCuheGIdppQbxsFuUKU+5SZMxy9V/sjDS9cNmFuY5E1MmXQKbklxxsQnmf2BB0awnhMh8IgXrqcFr0zgyVv3CY/dciOBD8Cno9bXm5phA3p+jTZK9dECOFmq6m5bgZjuQLRnBYh994xqX7KCWM+KojsZaz7IeNkGxovtktaYnz+saJgnerNQZL5s/TfVeeZwYUq3QWrsihcYCEwxUE/A5qZMrgzGUC1bQrLxa24DQJuw1c23MmUBxwBvG7WqKQlA64JEHed5itgExnDNg0EJwfFh17HQ+8zQBNTFYR0t/5AF/QJvOvEptTlLgYfQY2VKV0dtdzycSCaioPGcqg3YgEGpFLOjNJIQ2Ol4IzCBE3CEisLKkbcfVNQRciC2B42sT12HEnOlzcokrQjqTO4RbPk4RBwOJFd9rVpKRDqPGPOmieOge4Cze0LFkiEUdzrD6YqU3VeGaxhhMcvBIjXDGO97zFLukZ9zo2MewkYUiOxq3395F8/lI5q2TdJJg/EL6fAFV+4RI1zCzo3UjphdywA7iYH18icIKnuDgiUeLD3eTyfX3MJ7JBnaCkfJJmO3id7AF6SgQ9cJ0A1qIIl+1atpG/atupawWr1Qoa0cpYntkihFoOxsIOdENI7qGQgirTNTuneeHESK+vTJ+ODcg4qu0ywgiR1NEQ1/2YyP2YSUMWyvnRwrvGB4tGyKfkBqyYLT9f5Su4CAZJaAcz6pdyIU1fr13J16+8z19rzF1XqE7HAhLeJjc9fw7D5Pe4IwxYGuQOZ/B2yQCVWnN3aDp+TPafGxMR5scNdvwKfQzS13DhTpCGvMGjbH2/puaV6pkNuGGVnGIiem6lyOSykBM77cRn5/fq3FCYyPGlGqO9nA7xfF7/mhkKsUCKaJIIZrN4L0UVYOI458mS8RX+1QYgOchZfGCmwrWX7TJRKNMkXQgVcnhmqJVHeecrS/CHtuTk2SjW07ymygtqMePkluBdj5DoHLZCgkVJx9yRpANYILXx2PKR9oVTtH4yG2DObs29mbW249b9t2nciaYU4PHB+anSi0+M8sPjU1Mx+esxlQbToFBmUWVvPiIMQRSAA1PMj0Y6aMa2ID6b/ovybV2brONHe/Hp8q7lNOQwqkyvSfSQj5otgziIvh0BbmbuIFQiHMPzMRbWhVJF1YvnENsw+pEqaWeYoILzdzcY9oHl2IYss0BXUwSO/I9PxzHpoNcRDyd8D1j7vQnt7bg3oUNMa5oNc/O9ujainOUdCSNQBMU82ggUoyJjLKquT7bOWQJ9d+yt8gTf1XetuOxuynXkktrdJ4Rm4YFg57ERE9uoGGlS2cClpIgJRE66SScUDdV5QbWoQHgdBH8SrHcTzaGuf0eS2ISrc+t+l7SSLle2V2NqkfrjnQIMLNRSLxgF7aq7DjDNtLGAHiNB0j4OoPuC15ilw2MTEtJ/U/LTiwO+PCofDxht+U7uo/6NBcHRBtNpxGyhDSabMCiSiGZhiY+2AV0XkhwK/ELcsRXvqHfCN1HF99AnKJK6OlgqKdQQoyMEBEDnzo2d0UWAtC1/+TyU+gcyRoeA335OCQRqPC3IT+iUcRkKq+/3BQfjVuPtD3YDK+GrgUO41tHWN9RQIBmP1StHKofyiGhgw9f7KiGyc2OWHOo5d24PazejBnjYwqYzWpFJGpStR+1GCyswTF7D4lvckpeAlBM1wuvXvEJ5qAugpJ0x5XDAInELKJ57/SzqVFhNiiUZqAEqwgB14OCuTJLn51pxBhjKrrKwa3n42yFtU2ANjA6YjGbTH8NuklSi9EXtQM0Gwy2YD2udh5w/IVRRm3BUPiAIOpjb7fb6/UXiya2MyV/bDZdQCeGxISWHPgMI9Tmib5m90RN2eJPaGIiXkF2gItaVnuSqeFeUNOBiQ6SSepU7IumtHe5wve21CXecD3Jh4JfZMNHJaExasOLBoIZEURElcToA8uqWTFqcGucRZAY282vR2igpdbl7GqSeVU4ZFXZhW7KlW+DGoKnSfVe+Vbxq+W4nZu0gG94MXZVYxubzCcd21hwvoQ6cBOAiXlpiMd+wz05K4UZ3h8H03M3xeCsRqeae8W+ulzvYw0jNnNtqQb5k5JLBhMR/BinaQkA7dFqUnqZ9U1irgJJzwd2W689Fx2Gmr90MsjuKMGgR986PKngadzQhs/LGWigIRvHtFNiccBugyiwg4M3wkkpbNq+g2Keo5A+NE+Y4NzYa6JvGEnWjPzn++3zfE75++U+ewVBBgIpDuBKklXmnUES2OUXwLwyaHa1DfETnwoifAghIKJ66m9jKD4YHsh2fG/x8u5pr9dd/Bp34cshjKZ8VaEzC/WancJTbRwC3beyM0zh5HQT5UvnWsJUcH/TyWUozgIBIoXumlK3rZLnCd9Z9hFR6nv7EgDDp7zk5wmGTTrARgfBrrbFPf64g/k0tQVPosUKkuu6ZV02wrTMp5Ioo+aqbuPMWAMpDH5NE48y8lJfobFkYsB9aPQPtFJscD0d5bGkGD4kLMxDSCm+zOHwj50Mb7hRN08ZHK0GAAYX0NJb1k6fIwXC9dHfi0UKfUhjolbgHgQvOfY8vtkDEFjnsL5YqqY6WB8q7qi/yM0bWkY/bnZZbEUvpm1MgFuuN1jEL3vONGSgGFYQjVICQjPRE9ZK1oVrOGHGWKU1183xuRI/arlgrhEvPw3FOZgc9GTvKLMWcW/r4+8G6X7FyrjkHKtxi0bYkXuBjAGjdnFL7U0YCDKESItWCSU8g2iSyhZKdLIpfYmsCpuSKEiDTy1vn4ELidGXXe0BZhYaqQtDAjRknC23lES5LM2Kz+Q8FQEuKV9kXQQ+LtcTClE2T0J4+wfHPKl+wzewJO82oTmG7zfxR0EwoB5wFmW8KuP+uNHSJQwN7vz93FAuzAZcSznIREiHSP4UBvczaNBQv2zfbHg1RFRXzKFcHiGDiiCYdLcAG9AhaDA01TmeBB5VhmWaadROIFYqBITzQl+sHDJvBJDzHc1O1VFkQqNGdwqcM3swOmgYnuCiU1Nn+HX3SWi1fRlVGu1MwyfZB4Y8WMNXdB6E7giAGrUys7MuWuBdfZf2+Zt9Q05LULREExSjcGTOjGsTR+ZHORiHvwHTVJy4CGzpDyLzhHuShThGzAG4xBRbiAPUv4k7p6NJu48adfvIoIiNlnUmGbrywOu1BpSlyxflnLlfqbZTxF9yM6+Df9biMy3x0dYZ5wBbVivljFTz9CeB9doIk8/VcTpk1o2MWMvlR8rJwnnilDNzzKkLPlN8HE1B50m1F6/9TAOfwG5v+Ox+/bMXSttb01D7VOpvVmC+VS4W/GPV1F0B6pPiK5c0FB8o5iHDzjpc5iZ0V6U/yYpBkPv+fllw03O8KXqRnVhHJ7bH12ourpfPfrY3qpZUmuJ4KKULuWXFPbvG0225d9R+iAtViqIvTwoUPZavYsw82Z/mv1H3bwFP4lhxb4tVvJPRfb3nT3+7nNG2AMcPORX7xYqTPPDIK9e31OsUdILFV+MK8ul13upY1pMA9l6CgdHoeLUPBn6PxHu2e2R8g4/iAzh1TRgGe45TzdA9TkxGFSnXrAu0YWHx8UpCxIFUUpcrpCr32kqBntfS79zVERmp1WpORaB4v9/+3B+v91A88zbNCrORC94hU5tAVhEV/KguXZyZ+ZT76GVxnuFSlJlp45g3M/PjyWoBPGOyTYhi5B+afNXt6+eOodbdDFJPztQHCtogtXlEgSrlBXPL2LqX+TwI6BNnKIVI7xxJlmivj9n9D/Ya/bJTFziMRDVWhO9+VLch9ySBNSldrd87A5kLf72gYjf1CExopNlyrS6oBHGgBdgMFfNn0S/Bs8U/GghMYYuPmWttmR+AppI4Mqx8yweG06wYjj1X6ieWWEDyC1l/98pZ8EqkBfKJ8WI9DVtYYSWyXBzUTl5x6gNiadpf9K/rvEQNxHHyac04FVtCpom6fQ00DmYndnOS6EhtT5Vhz68W3OBROf11jTXjBUZMGnKg7ET3rMnOBtH25s/jTkywz2lEJs/MRyfiCoEJzjMNPmnFL0tfb+TgqGEuEloS44H/x8MVkOqCb3SZNSDUfwCwSlxBEBf4RSjCDyuLHNgyTPa9JOQyp0shncGCZTGgvfR4SHP4uhqKMvIPrleREeoYZ6evfGyszSnM7KQBVPA6q8OIlqG0NocpLpQAEyng3Pk4WXrYliQxVoJvnv6f4lEbnGB4BYts30P9FcXStK7CJ4yb6P3Rb9QL/Qn8zF3Vy9piz5OlxrqTZbGJMzffaIhMF57Fl+ujBALD9HTKZ6bcwsmp0vUatXfcR4F7G+KVnxOo2O9Nwctfa82rCB2oDu0zOxsVv5c2fc/3mrmqkar6q8dwEePIWZgJSVOmEI93b78dxjgF9ZT3NZdYPexFuq7uKfo3veXuagshoISoZ0GdUosybCUhfQA6RtRsydKG4Dbnct4iBgsIZAXKFzYXy0sckhVvoonz3OF3OEiAMRPrZj7RpJnMhXJqy1JSNZaJMIO9ecvqRlar2TUNqvflzNpRTAKDBrDPENCCNpSZFdaTd2t6Bo/iaol2hapJsLMZnZUdE4/Ox8y5WBRz0zpg/jhYo/DmmhMHRlsigZ4jXgguXuu9e2uBa7sJZVco8qy4avCNxhC7QdN0oSNsYqCBM/ObRParfsEaa4mcM09h77L1Z6EJMQG8AmOkcX+S+HaRhFG66nmVaNpFTgxxL06qZblx8fnJSJ7Qftwzm8Isu4WUsfhju8IK8AQW5+I9n7bHcVmnff9JAvV5QqZrZ2LQ/ErLTRsDMgCdevURouSNGxSDfEsK48l0K73o51+3mktOcUYxpaY2eSZVMmYegcb/2lt2R5JTj4LbJecEcUznCmNA9C+SMpA17Ku5Up5UjrL4CTxLamLNaV2dY1PbIkWqGbyeK8EF5AlYkMwTs9n1qAD2jFoTXEvhs6TxCaGhKhtePbgh8PXoHd7CDoswkgaYUBiGD+A2upJtF9lVNdPSRNDfxc888T/DowBtYPGnWTSRVpXVcl+vlzYZcGWi9A/MtX29VDJK5rtK37I67WrTlygp2cmtthfiNgddEsDNsijj8hTgDIqt31VIp++QWTpkTg6FwP0HA7cSWtTmYs45y2ypfZOq4VE8qpv6oMw3VDjVGDeHYoqKMj1ZY+uOtlK9rHFo94ZVDgzfnmdWa0ydhpgfJhKZUnhRwG/NBl0W8TPsj4YYhghFSK3z2NQSAxTSbDzV7301oZ5vvpzXmZuBraFGT2dHsegkfZFdHzMexB1cTZZl7oI37nlNydyiByB/aXYlPZnsVIBK8og0M9CfrntRDEply+GAYrZ7CtNMFLhqHMCtncmSKCmXz/vn5Zh4eQJF39rVB8B8kimO3y/Msr+P+1TGbrO5JvGetpfXRzOOwS2i30CUNm5Vc0TACc948dAmac0IOZKtLF4Vroe1UxLM+GnveRcO6ePGPskUQgofuaGMRg/nXjl/xsTNbONFsGbertke3gZb9kZ6oXxjbP7yGl5A8n6dMKVTqwAo1488NEBy5JPL27nZWDuYRcLG3Uqw1hPU8x0RoUMbzNPKFD66Y15x4P35JBuiBu1nZZJjpjXV07AC3jk9MxE6UhAmRo0mBfM0CbTiw1bCgKhryrajMeZ5SilofF528OKeBVdN5Ort3i2bYOV+u70cA3B5mSgONESKHemslWxWyJpQmMALYWij+Xm8oqn5tM0+J88FJSarxC3HpPMhkiEGaXPYg4QMtGNE7UnzVcgkYVQq/ZxsvQ89hSk/7F10XYlizoYCzXVyFyoQs2DI1O6YRjVBsC39qvzcfr6v15sJOveFukUTEPtdhhnZDMxNGSojtpxecHu/v8/H4/GcB4ogBHKOXhZN4nVJZwZyqJfey+L+BafnHbermRYMRpHG1Bd2CgwrPeYU4Dd8BAqHjGSztUGyqGzAndhzTPgbGy8dd03gVRFiBk58E01Wl/zTYZ9oDXNkFMdxogMnkyF08GAM5MfL/1vypKl19xMHfq4SyOj3srt7WRVK7uspcgchrXSNWeJG3k5NuuQgGHWrYUGwy3JENpkFfaRP5gVzn5qknglTURNk+/HQqwJl0HQKiVbgzKiDbZ+RoWpU705j4jFfOogWI9Cjb337uEheDzlTZ2C1SDd7/GNfBcfkI2nzU7g2B3ylpucfDFolS2+ulbg0EciSAjHUvs2+7VVsOGaLzT72NMVuy5X+OW4HliNLEbTChzx0spQaTBfWLKdsoMVU9HJIFoa3zQVkDE05Jp6f8AO9Phavp5dKqn3lF3muA683XY86UWUWmP+28iKVuwRhTFCYoCPlmqSOyVnzm3UlzcgT+Gr/6B5EMvbkvb3JwB36GSzB2htqZ7pkg6PO9plJsvfH/amZmMpR2ekT4RyWK3cNlpAzI2JhmNYeoqIZIjAme4RGjrGnWm081fvt9ufP4+/fl7FnnQMXyWRnCZBYOoWQWcMdPz6DTAbYpoENC2lpLdSkhtEOCg2OB5vcGMEFE8ZUJU0rook3tIFYlML3nTqTaqpCjQad+hP26MxdkJiAG8Y5u4IMUvkRFnfYosQduAQCFPZRm36N9i5syC/HPCsJLcz1T9DW0dCwncYulaRyktSERh7SozopIQv2g+BbOLPPqFKd90psaBmzvR0cYFTjrDplspGQk0isvZtyhLqeVexNCutwwfE3RqKnB3dF1ymfp42NjotfusywYVbzEpdF0w60NVCUQPqSyxo2BVxCpDMjXOS14YUvqCIgTYwnrb0/B9we9K4grfWwNBoQAN/0YcOjlh5sEcfWaZTn/ErqUkc7kpMgXVcTEdejYEycLG1BWXDZHNWnWRoyRq5NXqduFEKcDk9qwYfp/LZPbwTxByKakDozWF1v0AAblseGbdb6LSFO5WyLwFlu9ipvqEnAqQg6XjSLLz5ZUIXdMgsQ2IguF1sLZY0GEZludCm8AyAbL56WOI7yo5Pddn5GKuaE/7k+jDyopDI9anXSjLlVRi1oqQ8KQVNnHzMBRvvKy4RyiZ41qXEyNwVlTa3Sfl9wDLzN7kpo3GWEBXMIMO8YjE1Vwej6Vf+1WqZbS/QyecD37eeBsq9zaUfP0Amjb+ITYZlURkVPA8/XzovWQ3s9J32ws9CmzLd0CFbmm0YpBN1zRsSoGrbIqanDNQZ0oj8sHa8K4tJyla/W86jVCwDDvedDFSaW0apt6PQEuaNWB85JonfCRequQA+KXCBFngDDJcoWFd1VpaBLKAmdJlkZhjacqzMGa0MvyRpcA9exw5wS9DMPzOoBui19HuMunHhOsYGwVkQhwEZp4x3CMLempdA9tTsQ8IaZJa0O2h/NLma5qbC1kFnPJPlBr2DQAQeo0OUy59ydIzDYOGJqt2N3GjnKHg2iYfdpu4C1yHRPJsK3+2AWSrYproTwGA5DtAUvuawrCcl+C/EyKK6tcDoWjGfNIgxlTKeUGZ6HHrHk3rlpTDmWayOh1BJ9VBFOcdPePF5B5z3JzIkRrPo6DEU7FaWdkI/aZa4QGDSi3VtX7ItCHe6uMoXNDjLs1s0mm1IJYYDoVMmOMDdzCLFgR4ciyUG1trqIzE5IyzdR0ZiRrZSpIMR1l0zc2V67toG25XhwzqBDwfB7Ul7hANL2kmT2SNTKd/YCotx4kHCiZJW8ujCX88z4Dg2HtePtDBkDKknghbqhnu2R01rENOnqydm09cGFFemLjLtndWtngLy1UPbzrnyUXZ12mFTXwTTyM1U2uIr/tuwOs9qdiZ/IxDGxbKWlIBAvjMEW7A+Ghmv0T4t+BuHX48ntq4Iq1A2SjCyFWmUHFAZYS5YoJk/Qhgs+ka4qrszLk2HJxGD9D+TJ8EKJ/gujyl1PcQMuBRpZP//7MyaPO0d7Y8Y8lL9KUoc0xG1k10xkNcn71e7UcrFls9o8VlW3IKVyYrquXUmb29gxPxVGmarffGWf6Vb5C9sruQR3uB6x/5m32oKSAWk5fkOQHKKIIsAgngpUpILAFl7tr/lfjZy3LfXkKz8jaGyyVSCN1xZlYIERXYsYEbQjR8SLyagZY1rdSiOPMeVD+KXYNVI7Y3c+40KdWpWVHYUpWgmipm3LKah6i1kQZh+Rq5x5TRCkPSrVjcYVsS2DVJRqXLjcWXEfpnAdvlS5asFgDKSFOi9mhVICySF6NzqsjO0GsqjKyaycXE3ifZ5QZLO32/sFp0VsJTELC6dChRstaW4v1cmbSS6PGFRprUN+4deojNzQ3BudailhBJryMoq8e9gDv6czr5c/8l8yelS9ixJ7oHfQ+VKbsWiGmrIjYsjfz3dKWaxNjXTqgw29VJH17OPj3vnTORn7iXsXoo0wmvM91xh0puBe/kMnN+wadqgp/8kqeVgGlkESvuyJXO4mDTJ3dyeSRQkLsegGQZ3UYhW/lvBa1qVLvtyHM50W0LA24Q5gnuhr2JBp1/HRU7rtue1xjO44k25WqxO5ZZ6ekyPAf7QGgwVj120Ukw5jwtdAk73qpbLNCMdA7VPqFdgHXa+wOpeRhlkU0D2IoICYjQ0XKb8WEcBP6RAMK2pYEdEZiawlVMaOi9THiDd0G4l7A7JCMFN7ZCO58hDz/XPBOAgcPq23WLCxG9tK5rrlXJ8mLeUJEs3UFkSX/3i5okWBKLVrInXXZ7x3MvdEbVUNjpJHZGgNb2I+s8e6YAyE3sNo0GxTWgDJF2A2MP6XI6aYpzU8dxpDLzhuqInoPHHAf0AdZ325W3HuVTrbrHUiaewfuJk7Oo3r+tfsXH/FMe3TZWrzKr0RaGLo0HXzwLQbgNsZPR7PL4fOkb45R0BZlOQXLI0BE/q43dGElacc4SGrneEwkBTTDmFqg63FlFdYqKsfjUDPva3N9GZZ3J6FutxivkQ2Yp3D1FeYU+sTjKVq69jsssV3cxRtggjOBmdUQ0rUOKGAIN6fqB9AcPGswdkxZppVu7N4vet2Kv7xxWe8EbhV1SZll3ljr9n9vThWsCdfNHvLEqqG7Hx3+c7KfCDm3CUidfAaxF/9/6n9uUi3glqnHM3pHZrmqT5JTsu5TErs7TIlFMN4OQh9pReow4W2b+rxOFc5xEumQwAOHZ34fNp3qXzL3hEdvWUBIjmxTuj1CgNl8evXrJ4ESex3clKRDcoG3JYjJV1w5A1HmKUfJrT8vYOVbux1qlT3w2hOcieMsxtOqPGxQd68uDwXTnRg3zXwsimwIQUbM4r/zKqm25iSlbkMD3QyOSq+gJUsVgM8G/YBVUY6koQEEhPj3oISGUpW9yGHUMyt4yW6XIIuLLhiHiy/cr+MuPKU/kmQC4lr74bk7RZIqeBHpdIWxuMdog25ivbnHluH4vKzfUAMf/7x/CR0DhjIR1f6izmGKoIKkWm+d5vVDuMJCNI+CxPBlQcaTltRiuW014vnbVzGQxPzHJIArvASjwOzjErAcXNeoyLwigUA7ueoN1DallAFGfIEnmMicMt8FXm8Tbf/Y9l33n4+MwO3ftlqYPNLRJ11ZbIfuBl6m2dmdDJn2IC6/zHDb6Qiv97m3GuqLzyFtf3lerFdmToKkMp10qHv3Od97wnlhJmrmbZk52kLrTje2ODsaPXWulY2J/ujeeE/HkRabrJwyvOdRymT1LSKFr+yhRgQfD7fx7O6eb5fp9YGCtc/lS70e5vw2ZstFmepzwxS6HTlssdK8tS1ClhejFFbqw34yV2gfjOHjvua0bhVzQxynPaQrur4ytiToBVLBSrP8Vz13JiFDalO1B2iPihWeJuR6b8FjUVULXzAEDup2QbRo4wPTSfk+rRrZBmqv+XHdP6TWNGwa+45gGSSvfU07RplgvroK91UeDfdppS3wZ0hPOz6dRYApIT8UZ03m5gh5ewNC24YqE7GmO4+rcgEmAT50jpHTxUbBnjaO06/ArmwCqSl3f8mksf2bguF0awgGgSX35GQ5rHU5Cfv3Y+M6pr5+xFKeW34EUdkw9+sX7j+b4bFeqnDhiA4Ezb8/VtE2VmLP/TgtYYzrMY3lad6fc1gl5tez0ZBP44WWAmnweznKA4ZPTPIh0aBWh4ZN8Dk39m15sJJ2YX67xIYZ0ssI/s1g0SVUk5LkpEOi6FmagFwVODNOsf7xMQIBlmZ3kFE/6+fuowLxpEn6u6YS8Gjm4SmtS305nU7ICrS5GeyggrpNK5TmLRQCWl6zXQ6ZwQaQfMh/K/LSS/jHTs/s161PB7xrFRZG0DvVcHzsmBbLCyHS0kIPlx0aAwjcV5z5kFrkfs8Fr3TtQeMZT6RJvIgfCUZadBUJb79+C583AxpaOfbug79ofRFLPEAZlEk13fvJEQzM8pC5n6cmkC10dM3rHpaSGer5SYGwJ6Sn2T3wEDF83u9k4WrZUf5kvh3S35Vb7fPyPHEzW5SDT9u2HvchgFr2rHWNInHXlYH1umxOp5uSmOuFzmCgaQc3ssJDeLhHO9dt5YD0K76dN+z+xFDwsbfPW6fF3q3IDIQzYDIYMjLasqtuaNETdy97vbnkZlRqQRlSR50Onsz+4CogyM2l3G7zVB4DHsAXWsID72piNImWJRg2jWt9S6HVgwXz1AFw4JKQgPt8SyR+cYs154ZtfYGJAS0hu2p2PFxOSob2+ZBxcem+oFsOQ53R2bSe2Bsg7LblLflhCbIGVoudBpgIVANCMHPALda3fCIZSk+r9c6A/MBk247GDHoMC5HsRT1hHzKfHXC0zr2ZrlMXgaVHkRrmefAajKRAdCR4QZnwT2+YpGTGObZAbH4SHnrlWlh4PUw4kgcVBSY1E66i2v9T/jAi614MRMa/rmXSCYXxw37qNR/SZpLW0LVEGaw2GmeDKSWYNS3R0mcky2BgL74Zw4Xcke7+BTg/LypJ59OVAWCeKSzkIPVAAzS8exAvd2loOnuTf+0q0UcDSppE7deQM1GZr9gWhh9sxNamhHMYEx7jg/eZIqUzkxwwScTcw18pSC8iKcMFiwt0XJKc4ta4kQ3JjoKkUEbg+Lu0iPJTKmxGCGOkRA0i5qb/M7CBRysJLE7mbTMl8BpZBbEZoHGIsrqPMZ7qUaVkapR1URtwnoyH49H36kWu8LkQNmBs74nW1yWswgLo0YOtp6lfAVEoVi/A1OdCa/h2+zSz0zxBukDsqNZHMKd0cXJgG4ZcndWT/XQO4FGB8i7H1QCa4JdCIyLCa58RB/qSNLyiSnsc1eBvq6IhYFa6mP6Og9KbbVBG+/zek0HOs4jC8IrClVca3vua0N5dJyr6KyOv+dGoKmWiDNxhpqELc2vC9JTl96rgBWxH5WGqDHxGLui4oubyljR1fWCXEMbPL1n4yDAaUypQoxITnCQFv+p05qcKsBEklvT2NKQpRwbZvzUgAgEQHeMtNp6s6AkwnX+zNR199myNDfXzCpNC7CiAcYn+mpgh/V8qsSomLcRmM5my6aTf7FZnaLECwvL3ut4YffqhyxK07t0HLshr724iC2BZrGnwzIwYoWr2UHoih9jplwkfNdm1+/cKcrInqun6X9padVpX3nEBa5zwTM2W0/BxTVHgMrd5PLYJOS4URWTfArCe/ZQBY9obUMXD/9kXQ+NoJBijn1DzkYvW8c/Klei3nN5Ot4AmM1WucwSfD4YBLLiuqNbzoxW+RtlmPtExC65S4fP+VI5RDR0MdJppdu5SVfftTgXLTSvkiZP93iguiIMG7w7Mm6FqRLcVe4TT/3cKiZHSOTlSzNiNA8uEEh46h2GQ+CD3C9veJkorJJ5Ypy6IKmvRGbOctMwhg5pN3rT5mqPqOCrnF7q7+bjatCc0Uf+lctLCW0QKTmWDQ+XVuxxB9XbERJrX9SGZbQRbU9Ijbkam3w4KIKsT9qR7V/Ze6axl97gM1qPSfWoQ7OpL6RiSQ8YSDIslMq1BDB8EujjodUJGvhDWm6Cl3AeSTFKppfGJ9omdEjP1HU0yYmkRjs6C40njERiupm5mQa+f7/HbSMxZ3gwi89x8KOEf5/eflEOHXhlTB05CcckX6nWIvAv7DHhNaaKYxtoBZyN8PT3ELPbBFLUnCSP0yiBcqGyFpJx/oAS//utieRFgxQoDqUhAmKuz8yLRroGS6uOf+b38ygjienI96HdOL0reDog55gBqzaFQRP5HtOqo08l+4D0A4qjDhmhqKjjVip1YViGEvKe3uEeIMZGgnTSnsiTAiVt42H9wQDPb9jqxiU3hUrMckVqq9OdjGPuf+myyKUvlFx9hpTtIiWUXAP/PqPw7Eu2HXtP+jyL2YYKPykbPknnI76DxMhALXaE+i8Lgcr/OYaIFybzckyA9uDW51DAxigkHTadW6Y7HSVGhf9+SkhGFRqIscyH5hAK0dMlvKj1no00ArBmKzLoL6i/SMtzVW8MZTowjiomHknfL4DSFkNQAktGsLoenGc0oO3yuyvBLsDe1BwzKl5MzgybELGv5Xrnkx6JihxVawyJr5dUBRfH8NkIus1xlOCqhnHpKTuhFRuCA76gWm9gRbqdlFyK0gMOlsIgPDqXragWq8zPZkR1GZkpuz/t8PEQzNWV3CQmOJ6EK7rc6ntNWbKiR1a6TkPKmAkCniBl8COriKi4VpbNA0L4vLgSbAPmOE2up1V5iQUnxiTuYLCBI194kS6XlkLH/akpbUJtPD0Rn81sR7JDwuM5EqmhS84ujA/bEzy0WXlj+P+qAw0IKQKkIgThP+amguRimitTdzWmMsO0L3Nf1bROcSe+OCNuHUvqKgOPwJwPylzJouojEvAlYKAAYIL+Yh87nmgygKvX0gMVfTORVkBrspTp7OoGZzyqVt7lCRGBkNOurgHeIKl9sVeMRlz/jqwjLE8S+HFzuEjZZARd7/dr7CEQSdoK6JuCv/Pg4NkZxqgRQuj+nGXEw2DbiUrZwMt97laZk6GxQIMwwz8Md9BJAXiIanXaRhkBZ5uQyrmRI+SZhM71BCsJk+A+QBW+c5z0Q36QAfqgMOY/szmfMIJP0DyNAASpgJlYFToYNgNYXHOQQ+PMvwU6XRKCakAYYqSRpvVa/m91mqxdab8XKzTgey4izEJvU0oI01Lh6zmMXga5zSrevVpwrR5K/PvLxtLafTclW3QRT4bWdUy70IIF6Q4+m6ZC/X9lWWoUwiQmRi/b4ur01JkAlQY7zw1siQ/AtKPFZINM5KCzi1JHcWOrMJ/4YDoFQvxJ9rx7K99oZR8VG5KrK/xGg0uyRCe1kG9JxECOmbvhPg8JQzPlOLrj/uvHz8Gf6IeZOqhAnoqkLAApqCoV2DRk+fN8PtwRHpiqZW6NQ+G7WQg2duy9saN2+DbOeYHPXhImTumbeQpAiHfKK+lB2Z2uOQOZ19p6QuoMC5xjdqQOdU48mGz+8XxOE509FgdHpfwlGl8/ApFjds+qeAAhV12IG5Q5s+bIvd+P0aLoLi90rcRTtVnLmCjxNbqLVWXyN8ND37RF/Haml3DQ6VUFp5ngyv0+z/H2eb09QiqQAZFMt/GcxSH5fl3VQnYVe/nXnG+jFaoHmklgLMxz6SJFpL3hIWM0YYZlqjWk0oQGQqIYGGcc9Fr5/oQnzyW1pMKc8z0zOrBLuANXZSQFt0trZR+52JhsVa9qJVmsaA3BA0UsAvAtmy8oEQ7g54NgD4OqOSG3/SqeDEPf5nQ2ZVJDG0dmntg93wae1yhcHCXTla9uCSj1pZohLEwQ/r3VeHLJeADVVscNoI7ZXWgKD8UFpKPh9gMStfsrheCEbUPtcDK+CBYqcpIBFJbNi5/ZJ+OkJ/+XITLRORdUwT3y3wRtzqqmuk7aoW2VHodMpASgyaOeGjvN4zKyR9aXX+U0rF4AvTi5l4fX98cHQYPmlLfqnTUyu6h4aY8BxCMaQTQhB84f2q9YPYI2nbAn6xdYhimFnPmSPvDkfTFXboY/5qlGP4YoVYomSYaXcoFScj/NtJr2dlyHvN1vTzVdWISydj1i3JwBFYn5DsbEnGtFPQeoGv4NqxP7x5GK9/m6mG05o15DS+NgRgjZ3g9AndWCzVyFEsfaIc3tNbzb7tXpum2mh7xGaYYyPTZXNkYymz6JfGbsblIc7HwGF8bsg4yVcYLT5nSbjXTlbCdItFMGKOABTugT4YFyO7fY6kE9pJGhiLlmzTwO1ayIYdmHqSuVzpQAn0xFDbQxePVTfaf5SrNhLEkl5j7wIXaiCRv63pDe8CE6jj1K92xDUhM5b8vf7MgkRRwdSaamOBGIJdKoi63ujiYxD6Xm4v2V8rpBkAw603lZrNqk2r0ietrnA5EGkuSIIgHXVrPZZ/I9c0GA8bk3hBbVxEhWxFJcVc8n/Kk8kYoh3Rq2cXyvnzOqam4xXLaLXYTu7e6qJtavMaA4sF5BtXkG+a7AZEMUgsSDY6zCIufA0HMlVRW1YMQexuBjZxnkHfk6OzXnQIXTjP6rXUfdD3KdKz3iVQXP8VnW2besikIH0necEakzxZu+SVELm1L2Fji7APy9bQ+3w+wRcBypW1y6/RrLRnqJaWEjstDrXVG6DRrCIYDCj/bUCcRKzGB6rVg/EYxIGdHPfSOX3e4RqA0ir/hhVfbKk6L7k/TXYhHpcViTbKUhvwhNLSbRsIcySbVFzigi9aNxPgyUWkLTPD0PVTBHI7Z/ALwLFXZ9L9eE+9BMG88g9tOOfCqIbVpL/o8hq9X6iaxKVxgpl6P8oNyRnZ1mTh7B6BqdxzMAPW5/kfpP/SQgoOSQPceKJsNOLb4WpC93lXBUqM9jLiCRaJ60DKgbCl2s0ObBoDXGn6msiL+xwowc0VW51v62eLSrCpNcOCd7QviRNr2kCz8RsS84pgLr0FGEaYVZK5+B8lzzWQsOCkzCpkGmDKwHer3fbv+//93fr+9MDoSWPfsE2hOzbAFGNwvzm8rnQjIMLXcHXvamYXsVf0Q3Co90/6yhCH0f1VODyluSAYJy6ptK6Y+0pIGQAVqiRTiwEKcaXYES8nB4CJF3YR0w3uM325uFiIRxFLxhiwtZsiOM7kcD6uucrGiPqsTAEduEt5Geqrny0smdOINrJUaUN5PwJ9ICOYqAiltuYi7zLRG9zo6zF1aM4ZpS/Zun64OLBQDGoW3pzeYCox96faB588oZi2D802pd/25EaDkURgmU2SBDQ1TnfOiRcomG9/vLIojA4pFnB0BQWhs7X+q+KV+l/okzP2iaZbSsu7sMlC4E150wyDiXriSGlH9Xge79uD9D5uTy/vtWfv3EHfqjpmkBbuj7BaC9tSFSqjR+rjVhw1iDRie+np2tXziec78A56a5nO9sU+o45wkKeLRdtFer5pcyC8fm4I4ioSATqCgZia4qpkxuFLeERoozdnqE/P+9hCEHaeNhnC6De6d5slACYvYO1p4TxSCMhKhiRD8gAptKWtDYFh85fJAeUzVBmHmh3ViJmMR5qiaogiI3aHJQKVGiAHlXi/lwez5AhpdBEOF7gLCPIhXOtxCf3Hbveriw/uMZKYVoNZ0NVMSw9wjc76iwhAOm4MFwMywQyDZ8Mjq/8vswCIRbp5SokldV7HHR98eDGvsq1LiFHqsHqWUDccBGHlOWx2/PiCvN/H46Rwy8j/a6ZXyh1K130+wKq3RGpQglBpBwUjP2u2Ite7NrYQ1v+wU2mQ8BLblJ3tn0XcEhKfO5TNM2GFyzJ6Fa6swVM9XfzV6W5WFY7NNd77N6UBWdahNzKzmxKeaVfPVQw8q6R0KPd5i8mfZZCI81M9LPs8MSnRhAPxWQPyoBjTmXoT6GyuwwT4ZUEl+cVr0mqK0f0U9t7hhqqQrnwTZKB4MAWlGAvUt4li9unSPnOJIQ9qo4C1h5zu9LykrmZGbz2E7svpL9WsuVo0JbNnmSketCgeVH0WyCi9/jBTan2zk6Z/OQGz8FjilRuVnhgFvGhMIYO1ztZjs7lmqXSZAa/Gsg77hh/JrbvitwbbexT9Q/e2cmXM8xOR7WhNL6dtEqpLEoJUMjNvj574eXa6AD9BuQVieMT9rDfxDYP981BLb+v16A7u2ZcvfIZG2fojwzFSsMQcXy9uu29GJkM7tL0CoDBRvJNVKaFHa4w50NYuz1J/fdhsY2uqkdZ1FJUbc/yqAUDFgyeBiRWASJdjCuflQ/0BUJbxW0zF2yl3SaFeAXh+WFHxHtZu0fGsEEEE5+0fC2lanVETW3CmI9fY/vD3H6E+BRCoyYlj5UmYpI07kw05CuzOcNAiQa+twa5Gb9pfjnKNxlD9EytSfZJeUU1Fga0T6VyBT2mEPViXyLS3AYFGGRqrq1iv8LkeoJzJ64A0oltDxhS4ZPZUyTv6K5YreoKEPyrLboyyEopAs0U27n2GKoa6rJSbE+Wce4sglktTHKfZVrVYa+NmebUEs39xQTfH5gLa4z4wuSarKMrg81+K5bTBYaJBZGmdXkfXDnhjAtpy2RTkt2C5k3dI9wrARXJqxFMzxlonox/laGyXvAkACdTvTS1cX/qeUSn/i7rXcZSLfc0LirhMiLR83W3kdwuO6Ygm8YyztgQoimbPfikRnzRXqpVTyETeWrVwwcX1P5k8yNdTaOw7gm2/aVrqLUwOIK8kR4O2J4StUym7qH7VgY1yFFCLO1M08hAGeV05mpkpPjD1ENQ0H6AT8nWOxozV7X2nBWo/LpoLYYhqjImhRrVzykGG6hsBK1J2BH6S9HFewu2yvA685mpXFDCVpSfzKeznpFEJahqwJnqp2QAXzADE/1ng8jDmP3vzEPjDem3cC0dxh2c/CikSBjqsuXfeZ9OfQKMbVJtfmsWneAvCh7kUgZLHgd2nH3lIubXHQSqiXfwqiQE8OcPdITsfhWF+xMU01bRE/djxc6JCWChaYromKJieKHDgEVCyliQbVfEn9Y5MhOaoKCXu8oxXBuEAdeID8dUxuBlTjMcCbje0Y1cFOvdarZmaI4Of+f3CnkNEuPrjxNyTdKK+QludPbZweoiu1DUrMcUrachGeebNM3SB4o9dixqRI80orefn4g6qa8jwD0E698AwAl+18vVr9JE1jLrka6LxF27bnMe3GLHheGBiuotWzOVcQyqaBk67iXGCHr0XgauhLIVEHiqWdV2WqlT2Pnf4an6fM7CG3bJSa3HD7e6EUodJUNk/M0BF13sUPltsWaexlCgc+vK5Op4iTd4u1oDffrHSeIjmHt4dyOxXG6pvpYnkRpFnLyE8uPv4Dv1HKUuzGDVmPhzp/3XUQMj8u4NP+/5ANqNlq9zjKzrnTUf9my6Hl1ne36+72GtyLWpEdpeLH3dGTFtc8SIorHOJIapTPBk3lLvAijkJieVex49av/PKOOMJkPFgVsd3cXNCyV1M4+VIpBuV8zk5VQcaQW3LaYeHe1VDaEYhcQhvG4ZW4hJc6ldOPsZTbIyJpdp5t60MnyEWYOKRKli8KOIxFxvJFspGT92VuccavaNAaRNUDP7Qw5XavRUW1IHK5txpHpRlpo1d+GYPcDmZPUaqen2QQK3ghbKWxQkhs3CHaPFv9JM+5ACH4+ZjTTNKc9QeB+TwE3gYJiKdRCa4No6rWiU/ZNAEh7zxpNokmCSR+QUycBmf+uT9BVW4Bw2KePJ4knoJhIGiTV6ugJMaBP0BGSA98IqYExMxo97xnsPkazyBT4zk6eexwcYfPB1H+OOq2mjFgf35mSR3WrcQzjhqlRKafl7rCZNvv5vl6fIbFSkQqRBB875aTCR6D1KPkIlDg8jkOUT9I7OAeA9FYqtebttKAkxFrQImJkiEzAp6ZwOro+ChmAWxdJ4kGgyk7Gp2Qj8m9W2+gvQ0siiR8PvnJKk+dPG6RaG5w3N3eCioUF+t26kQnOe/rlbNStyz/CFJ5gkLRTQZhtMVpPp4gq9rKNynaNdPoFlXBTOJo4RZrNJ8s77bIvXIbTNYrRqAy0PK2QpLlgquWpQTwTINUQ3zHEGrlh6zcLO7U4z18CaVank8SpnMTIa/HsOEFSgYLC5jzDLq+58RIXEfBdlB6ZTO8mgzvceNV99p1i6/IEUiZwvIuJmxkgKeqZPalsviuiHmI50hizYmIfWLlLTAp26FATjLfEGSf89jUet4EzYtxsIV2IMjjyNVZbii0Afc7uqJlWIhYKbrfHc4Azg0S3x5OTSmzvII/znKszSIw8xhIXqUfWuaiuw1pR2qo04XB5AqHJB48pZ2HklFVwUOuRB9h0FIdnhyIYH9D1beNAqid15R0Br1TWscwiS+fBuZThOIbdkknsA3vdHk/0n4wXCK+hZfz7/fb8c//7l9oQLnWZlUR1JwcnPCbkmrIxv9vSD9+7i2C/du90jFE7yuUsWc8lAR1Z0TW6A7sOJAt0YRCirdKOy6Ri/4pUKUO9ZF7V9sVu6C3VJoJuKg/q7Ux+Iwu/dk9/5IigC12GsofC9oHywzpSM57FYgdul7Sd5qVg0IV61/pI8XTAl2ReNORz3w4nN7KtdJGVBhV9j3yxHfbIlYOE0qFcNEk4NTQaVs1xeV+3oGcq1pKrhOadkTlpOtVnGmSRhI0ukbITOO5uFY/J5Zj4HjQ+ZXYK4zN1kZYhsKeuI9YRpzIfDKMG9dpdsilRn+OB8yfjRhtqjYsmrUxUaqAVmw6aU5b0qpaZWJbiyDNHClPCRWwrC/pZ3B+j8qh6eMKNjtpbeIJCde1QRaF+cb4ymXxKfbQYkqw3OTfrOOIHxqxdJ5DlVL+YeXzS5C2CHC8frOemAbkYtq7LMBHDExib40go5JS50n5zge4UAE+1ohZeOmHuYbKqCb7wlH4hqMcxQGYVrSKkQjuV6O0w/BpOYZVt95FzGdKdqJ/noml41pSyOCMWCBauONPa1Y1sOiJP7iGVmV9U1OO9+atCZFu0E7FweWS1HvTPlivINl/y8yWPLk9gnoxsu/4i8YuUYkRitgfF960crwZ5bRGLymkTMZTllSSHpP9IpYJ0SJktw8ibo9riiqPvZs5e3syW8fVr1rw0pj6fKddNPWTmB92/KBB5iQh4KZtyluuqQr31RNtqWOI+EUAuvImHl4aYejSZK1WRBvgXvv75mEDWMk6qeabYxgsjeYatrgHbgjpxeHc4FZqfpuDD0m1KJJfCh3eDh0QXgvXE3GOvensT55uXpkedahVb0Z59EvAQmmzmuS7ZKt7VdC2RF7fiFpOxPPWSyjb2KxNeaxAzqcOr/pkfa5wiuOa2xFQ4yoQgLq0mvrPBR7hSO2BabC6DbYF16GXB3+Wo9p18a/UAngsppI+ZvYTQnqG7TM7YrEFVrPe7G25Xcbiq3yEtbFMjvNG1aZ8FCGarjrJPLrbBKPcZGmIEbNmnQ7+SCyO+mzZOCbw6HIpX4t5mpDuVJLQflV+6RGMnR7lbr4XOvdI6CTptdiuJWDwY5MhdpGU5QImxXVKrdPgZhMqExnZl0nYGQ00OVVe2i2lnCGoN8mnp9OdJOCKm2OGry2Ar4PHINk8yMxdMuedSeye6IKd78U6uvO0YzEU1geVmfOYIFGohZomFW73cmLzEZRT3O3Z6N69apbvUHUptPR5DDj9EN+NAz4YFBx+SecwkSau66Z8E66p4Ms96xZpckwucjE0iL8MR3QbEdfCBEsMCqDOn45eODfAvyrqF9cOALkDw/XmDX+IL8z4TXIh6yPd7//O/BwiePvK0851P67yctSYxtVab9qYjmWeu2o5qHSi8ZFd6mvNyC9ew5LhDe1cyIfGvjsMmN2f7ZrKO5b9PSUwnTXGg8v6uSNtbCFh3C3fLX7IVPsJsQx4VEABVb/HCVNERzCQjEIjBHk85TE7y9YFSNRTphxxvMhNtfNq/yeFp8BEHy5WvXT0fRX8Nnpdx5XkZlEXtaGv3WFVrX27ATj019WUorjVHeD+4pHPaHqxGLSuWvE52e7JW2d4Kg6vFsZbAd+SoT12R5wJ6sdh9gDDsNSRJCZIxJlxh6+W06sibwjiqaRrTyqhGw9nLmPV+ToCch+3vCsM+lD+PK184tO5iHfZsFGNgbiDyhTe5EFxoy6aNJsFAe5WVDtiZuU6+5iLoxC0fgjvloyF8wBt17h3Ipq6NXwPosFPEIptIPb+WoFacjd0X9Cr/ov2NZSm65E9QdcH5D0EhpwLEa+m2QtqqseHSpmlcaKs0AmRI24YTikVhuKRNhm2U/DRHmOtUL98206lQy1BauCK3tw/wytSDBcO1D+y6crmTcpmPKlrvR8XHkD23Mr4WFfahM8QI0/uPrLIvCnzbK7FUDIbI4a41XDtXrtYWwnd6JtbK4udkClZ9oZfGJFFLvKgkaOfjyDVI25Kk1y9C5pZLxk63iJhGdu4gzOPzJtRCLC26GpuGTZeeXf5A8KFzKodxRMwXhgDLPxLgJsROU90BYz9/ns+x3ehW925i4ULGf82PY1DIOwLVYY1IlgWA9eFUw7QaNjCWmerem/32KwRx3FxmhBMWqaBO/0w2B2Rg1Hyy8bZuxcDpXO3K3BWSMusJHRoT8qoBoFdKeVWmHeqbn0ZB9ua1YSkdhss3Gdf3rf1yaSKmhfDCdHxyGQGiUlCiZi22vRXt+H4qxyogqF1OkhnWqGxJSg0A48Ij4uVJJunn9tCsSKoW5AC6N2qKz0AsUdJ5QC71+/zzZ3AK1PQWucCLFkzqPPXLzhi9ZzHfuc3UhsUuqERek4pRU+WJWUCRd4i6s8oXgM8ABCmn7uTP4ZyrRLow2lMVfiX5Vmlmh3peIsIBdqJL73n9bwSk5D+W85aB5flSi8I/Dsgapb1g0bMx+aiZ4eeUes7LKrZkhcJsTKfP2D+eE83SmVCJvhjxMyFnC1nOP8/IipxEPhMEYlR/sv2QA+pM8OMyEiuzmq5qWIoqfenOFLfXQNFx2iCfT8VXqgCIsVKI+NdSeyTDsWF7kLeBc6OslH0q21OOjFyV9Y14qVPow74CM7rFTlrI2zQkv+hxWVw3OMvGf9bLpqEr+02cJYf2nT29YgZnOIJO6mrXlhDh0AcRYIShMz3KnycqpRRp1Gq2a3s/P+DZeGTNf36NAdwPXazL67/EFq1H/4+mKD1lzsbDDCRxMZtR+uw6zSEe5xZBC1lClUp1AblYeIqQTW0xtCFq7xff3KUs9cq50KF5Ie9Xa3x8TUGPVd4pkc13ERPbJ7LepXqkkfm1sIoVIWelJDwUMbaPUIv7PrEB6XjqRc9mRuQNEQHT/vNzv93RFUgbzbGeFjNfm9AlTEE/O3Jh8fP6lPdmWt7TSMvKm7REqicvqHAnlRVd+wV+ERNmrGgERITtZBB5Q7hOqzfPaZh7HD03SF+gOmBfcO7fRtDOHPrblas4s5Qcq1pkc39FC5JCLKLHupOivE4g5E466aRprXePIYj1t/MJJWy+1Lb1F9JtGOu6ebRtILZWFExZyjp7S1yRHd1XbrA0VMTwx5WsMrEVBzyEWD21g6ZpyN6KK9Qt6bKgithXC6bL9wIvogVTAHy4PZ2zXDwsEPi1qZPBTYyuZ+85jwzB83i4ksdEsrUWAtQRkc/fB0Bk5KipJczFnXeqX0jvtD5kkK2gpZn/c/jN7s4DIWBeth7t4b6xd9UKSeWrnVhD4eP2eoPckiaSnGnjzHGeekKMtKgEsz4uMWh1jTp8ApENhHp314ff1VPDcFwLy8tB7p+2SI1zED0MQSFWdtaTn3wIBuR0qWWI1D4S7WeMGu5ub1zPoBvXTvikCcOiyyQtE+VpWJZitppikQhMPRK2qVxpaCsDYUeiNVEUBWNiCKQZSQRUWO/JxzOOPQuO/EqHql1GGLc72IoKofxUB0++Zdk+QzoaS3iePBjtENsiP2udpFoswgdWWeQp0E5YYYIpMs49yP9T76JmyCs8tf3JoSc6sczBzvx6ZGZg0U1yRRuhH6aoaq4YrkgZGXawSKtFBkVmTkkEyYGeolPmF4c0kpbjSaQZEEdJpHkJKdZW73QiylhW3eRlM2KXDg1s9Mw3WGNE11bMqdpSpmIbiaMohh2pCgrEVSqWFsHst1E03Ugn46sQ3VNjSFyEKW3DneZ7wLKG4ihl92wuMhNMEZzxF4FlNFO21657FVJNKdpQnv4iA6wlsiCBydJhRlh7MP0vE3KRBcq5cD3bvvVFjx/Jj+PMZeKfLFtIa3wcQE+czjEW10PzTt4lSkecinPNdp1eAxWtUsuWdk3tO9MeE4oQEdriCbM/D7E2jCAPhkdkLzOmd+agWEpETdpzM8q0C6jssoxDwqF6Kzeu4B6Id7nYolCRZ8pU5ODBGg2BpmvtVmm+Rd5ThWviaVXHj4NfwXmBB7Xq4VSruESEY4wkgnKxKohDyE2XR43Ueuc6cutWa+NX2Y4KoiYFozFQIBcsI6J/Wv774+f112FbkmEfbCcDOuZ4NhgFxYXy9iii5NOabDyxlktJ6pcQazrBQ2KrauQo3cG4QvQa4DcZIQ63fOcMA/7KoY5u1MXZBSdHnipbExYAuEbG+pG7yHxnBKjngkHAEz7HCg+y+ZBWcmJkWSRDmsAjMaHLg2ezk4aKKcghcVaddeyybLrr80swmkMUJPltBFa7EFsLOxZ3YfIe2/pVB+OM0yz/kDHNlVQaqcqbySeA8yAkZjbWxoVXi9qOV7uNnW8l8RBBww6MoCmnUvrxzQRdl/e0yadZBuFNvIi3KZEOFlExwRVukLI5HN+4yg+BLKgFFZDPyew8aM5w1sUSNzCdsuKSFveWGV/Qlc2fq+VsIxcFRqxEjTBN9mLFHREv90rWCPQrnLs1hOZhl7HaAa7DoYBKEpvhmVcUxn2yUFHZzz1QJy0X/Imak6leak4kcRmKNWTtas2XJHI9GkpBHPkoy9N5UmwP8dS4cPXt5eUDzSCpVVZpLv3rHIdb6FZEJBhzQ87GLg0JrUA9LPqVcBB1wlRu9kxYlD5pynOrEe2qnUJjzgJGVxPI0Noub7c88Www7sVkENyIEK60RcU6+YTlMeA3RKHQA4TPdINpGHdKYI1uteobUGnMq7hn7v4p3iAHSe0sAcZsi1KSzUFGclEdpObsdAg5EeB2+YutCE4AOJ4p56kSoJPFzHOYMQnT6dZFvk//JNMqKOl6fB8Sy8fonKAgwFmHHVCuwNrqQ6Wnzne0aZ2LtiMRHQ8swghjvKfH7/Z4/Z2uwbTcji0ScZp6xOh4XMMwUAiFA6BfH0s05SzRnxjWmMBWK6DogXtU8ZkSSlzu4zEtp++Z5e2xvIlWpWMjVq2wJ7EiGfAREUUUK2HDDhejtEZ0HawKRt8wclWNOtM/g/LjBfJn7kP/xz31sLMUxi5faw6kZL9/HkK7JTbVkSdzJDhyeob8cC4t9hVVofg5MJELKQcEzrPi5C/sHyIlqYIoC4g7U6+gEkMTEF0kx1BvZgKzLSk9B3GCccOYZxa/JNu32Rf0r2459flkwsupOHymUerzruWHQKE5dVqPpuXGwHRouiuHp2mrc6eUQ4gI7S082yO8uf8w3DzHUN0j7KgxUGgafsI+rqilYpWk994F/n1e7IZFNisdSyfJNCjm00A9Fb0EdMQrNmI4MraFSfl0jKq7zzQ2pysMc2RjOVlCoL7Y3bhFcllT5zy7+AqF1gV4A/Ph7c20mmzn1zN0hU20dfA1mTQQnE0vt6xNSmqtSgF65ppS6kDfp7XCBjzKx4DBhLCU0OSOojDvikWUfng9vCU0SF1fJ4CKF45TkEL5lcTYIhvJk+aNyxGwaFP1GmdFaehyMJJQHlQIlgqryqv7022vtoLtoxP6xpy6IODLanNEahDKXviZcn/38STvzxeiZXPxM3R1Am7dcIpRFdEuvyiRloAA9Sf7vbGqxQh4Lyq7ZfoMKlRvjCcVrHEI7NmrWkvcQ22RTTq5ctt+I92l7+Va5TaM2Dkp402EA2q6oi4LVhEfoa69ZKtQ3veE+kDsntUGCIyE6n0Zrvt7t8lue2PwxCCynwXj+OJsXibO8yay8r0sNHgWbybRUX6Oy67EbJGAkJ6xU7EJbp5O1+5UYcCss2EGUSWS3z7RJWxUuIWDHdyVuM45kPYBZyQwr/BIAwQb0ywCM8YwuoGoUAcy9kbFCrLPAZXqd+gWd+Du2Xgr/zeU7GyEHbLiOpJxA7y4h5RWsGwsbvKI1ljTySU7rYleGphSdvX+/ryEZPBXTEwM8IXIYL9qsjqTCo1OKXU8RnuZgiCV/Ag7/phTTxfL4lkFmlZFYQ11wrARND3btxO/Sv7IMJLO6vT6SZ05l50O8Hb19a7xsok6+vsenPRogNBBHXhh1jIyC0SUa/MIDfnKqK/9MOUM9rNKvXzmrnsp2mTy6FcuGR2bZW42ND1J0VcFGbuwjFL8OfJb2YFNRNd+M8m/1TjzZTVSYQbKOyoQVp4AUF8kmYwNQ7uBaHr5kkkZKFXPFf6GUI2ovCtaNCNB06vGE9lrV434r7srbyvW7F2C4cniD2iDMZjWoFrVbYUKJLCQg4mf62fmqhrMuTmzUjcqugJq0q4vO3TU7l1jy2mR/ud+Sp6SrHCB3UrJ6xB+jTTCDG1jOxXfseIktDy32cxp/fdnkEvVe3yuXCXQPg+tTikR7Bwvlecp2UrmgClSHH80R2LCenbww6oGCI+NYEgnRwVRtdUIhKccZa3v9/bUaPsWKVfiHdk0ScuYMZWXPZ/T8DQphntw1N9vp6i+wYqqyRPKlpq8py6sS/NJsc92p7jlN6C+IbzjR8m8Tkf0WhOmx4I6Lq82l5rq51l4vOxlnpgGmeWSOD6IMnTBtPPgkkEDRKAgmELPqMwtZyOoSDho9thue3NqjTei30AHTZGjgOFd9RS0wsXfxYQWfFpqb6gTdNFgmo6zChLW1yEbwXO1zQFW0iusfX4xGzH8E9e3BfW0wKWYuvB9yoQCCHC6wwC0MpKl7PIe22sr2W4LIE139CkFn3K6IVmRNhkq1Grntp61G7Q+n1Wgu4YQgtqRI6FGR7VuHVoNiuzka1onoERT0bfSbNVbXWGz36wztgA5UbmqwsgP2GEMEVb0iNu1cWm12C0ex8qm7J+YUepZeDZ6ejGji7Bm5iLJLX0jIUvk7/LolGOUPmCQyEVqIqPZMsZjBV4CUDTEnmIaCxvo3iJoLzq16rrx03VHhUjia7POnpSw3fxOchgHmEuQg5POquwwSAUIsw/ZqhQGmtDP/TlibUo1FThR0g37ZTmmkvxcrE6ap1pxOo7E/e9o3HjAEqfXCWs6C0jxCamfWQcKMpqbo7xsJSG28Jn0bO6j5Hk8jW2FWXiR2rcAvYT77omtcnuS4LKD5a16sKqza6204H8R7VIINSkgbfk6UdWZNCVBQ7pikCsGQ6q2C+PKtXQE+qj9jOyhHsnsgqdFCZZN/hpEzBU036qD3VABtovJFTjwQJzAyUmOgEUuHnmPyTUV8gFInS59FdNgx6eHDb2srpDM+szsPmDinlFYS05ttuVMANOrPUQuWqZAgU0sgfyaKB3uxwqxTVG/5KaUXdsMqMwF6TGhSK2dpqBd79bOVc+AcHKIAI4hmUKjEm365KR6TSe6boxSMTn7GRklOPKIQFP7ik2zo7FVdyp6NOU6l5E39L6a55vxm/HkbBiP2UkN0cCWnHxs1EIRErjSFfF0LElwGSkhb8GQ+Hs+NRQYBF4IgdOayYTGsKsKJVYDD9Qx4O6n0WA8RABwns06/B5YL9NuL3OL9fgiWt2TcismhSADJslrHyZv3Lfs5jgZO34L8gNd/wAHUkXgazKEw5/AMrKjUFcsMQZcGr5K25jPK4a2S/e0liueBynC48drsjYidV71hiILbsG/fIDMyPaQ19CbcXZJ9Cphu253+SydAAuj/7raVN9V5EW1JSPptAi+8X3BtASX/49XTza61sHzrrUSqwLW94Fvg8E30JzHwB7WuaFlel5/FQj4N0+qqu7E/hZZfE58oqY864TDiJmn/3w+Ri/Udo8fgLLl5F6jcInVnKkR9Ie64Wp5Kzals2eFoGTCnSowDALvkZOLYEOdq8wReTyfE5CYPPjrmTahsPKlqMRKfZEizu2Q0rkSzmPJ/f+a525TRthPhnk9Xf8xNtRTELy8+jkty0I6FC/wopdFDkfbz06YybxitsRBF3GXv75nvGkGXcg6WDfcd0D+UrNTBTreRb3IlacRf+1f4XOOESM6B2lOywX0IZsoZdhsn2XEhmdgLleVY6vaF1v3JJ4mtRsuqG2WixxJjBMBn1tHidwvHalYxvyVubHZNNyuEq3O09zvN/kM4i9+OkZ7pXyQRUZL4wQzVIoiv5qfFEu14znmv5bUj2nkpHsk/N5p7kJvw6yuUKGntJHa4C56MDXl+9o55sPlXiFEVpFh1DJH2j2OAvi8LwSn/RSa8juVZV+WbIz1vI9H+KtBi0+GLRv5h6jabd9SyxzC8AWP0EWx8KXvy67qDVqAPe9FqmeZaCDP3iD/8mz/zx+LId0OOFzqi85nz1XcZuH3F4ah3tgdu5NVKZhXngXsimme5WKm2uxnJaVyTvgL1U0ggbZ6SQZk16scwRMnLbPZsAZ/LYBOihoRAQxivoMBzjEze3HOTaQwmX2HmJdw32bKqNu1YdIfdpGOqEsqXb3PmrvC6bKeMr9mbkIk/Dm/xlGiCh7Fhn7PgvNDDqKp2cG1zRuzi6TStbGySudTZ1FW6m8wC35U/r5Fw0tobo1uf7WdcNckZsRxAVFI//XzeI5uLccy1RaL+LpCJsgRh00nGA5fzdbcmsvhBCQ/SEF4OSb9WT9pq4lAMfaHZWD5vDiIONuyTyDA43iT6XqWWk1h08ZCzPcgW5qhRfY1xq3WLuXx4QswJMX1IvsBu8gFL2y7rzM+LCRO2kSlA1izAQs24jJetdC+C1+8w2Ui8G1yASa7BnpWKru1T/Yiu2dU6jIdvLZ9ffqzDPBwuwgIE3pd3sgyrR5P59KGvssJoTV1/Kl25RyZ65AjH2sf52K8Oxr6nT+5rVqX6x6rjV1Ftq0Vokd0UCMP1rbWM+mcKiU8rc/pBCHhDpurmoWNOhSueMP4SFIp2s+ImEsn0ASLQQJBGjY+IDNXfiDNPPFNdBdiTjjHg7m7QGcSiYHGuYqSwZ2CNsFs8XapZs5Kn7IRXUxA1J7a3RGopHpHXWah5qO4IQtNzqsRmsrTU5RpPgJ1A5bL1uMEikOuAim/lCimpQ3dK5SgAONRdNx4Z2wHpQQSAgEaxopOOkc+l4h6rswGUdYQXvJJ1BO1oIhTwcJncseglqfT7ltxGS17pXOlBCAhWIXxj5GFGSa9wTEBomxfUBd4+w8XLkThBJDlMn4nWQdnG2Q/oNWB64/niylSROqtdPN+vWdw3/3+mjZ0oE3E9tZZE40kaYxsppw/mJILAF/IFt0M65DaWBrYhfezl2ChXnIIWXnJuzVH7cOv2KdKCrz/mK45fK+Xhl+h/kczIkobLpvNb5HoFAzsTCAJjfqCNlq4YA8H4Tl2UzW6jdC/e5MoUu82I5ErzPXSfVJ9l+CQCu4eDqogwM6AN0eKruYHOtI20o7J7Uvji0QI8zPJDp/KduSlmK8jNVLAbUlZljNH+9u9/lxqjOtQ7qW8hBCAiaCNfzzCOwKWcducdcdNTsgipYLtLVJ1WVClGDIR4yHYBrUGwitS26M9HiDfncBtCGV+pw4E73OlXSzryXxqlIuGVWgFUPIiEDhs/ADD3saVVlBwdSIhpW85//DqACqq4p8KWaLiozBrq1T8gKZBfFeLiF3Npe2D0myfLcg98EibpB2dEqe8ji52W00nm7jzjtuYw28YMIVBZ6PhiFZMgVqZSAnDHTDDpBo9I1FsxhkP8wNeg8qByhpofxKEJqBogtrEI80RKPi4bskyV5c9vZx9T6OihadXV8wDCW0j6GJIWfxIvpfHkFIon/eb03J7mXYQDHi1QzK13FfkI5ZJtoaWBGYNigdeUGLieSgzaXLqzvPL//1vhJryKJT6UryH9meFiWpK9PZ14t70nUNcloWUF9wScXbthy6AgHy3jpsQJUcmcCQLI6MBgWVoAcQdF4z1WjHqTdJVZILPx5NIVG9HMMThGjSnRBe4tXk6VUzGBYBDTgAIbnRVs1nT43fRINK7u+yg45BoR6WkDdk4CmDnpIJBWB8l9cN3hVtn4zhoWax3iOjIdWPnAs7U7Ae8YRpHhzF7G8owJfTwBqKeIZi4p2tt+BCF2IVxzoxhvwi8nYw/OX6uJJoOwE5yPoHBvxXe6yLnvkK18CJ8hnIvv2ehCu6K7SqYA94ez+/79Xg+OX2RWQ85EvapYZTTQeDBrb503SCYltnl4mpF1djGJKEOMvDif7Z0jSk0DNaHPSi/7Kdo5OzPVYjil3kIQZ5CDXo0h5J78Hg4aGTpUsFGuIRzWvmykwvgnD/7M6MmGsPb6lmw3bm36N+Fh7C1VgvUN8d+l0y3qDv3akyZasXph05wxakV2P8jOyByXfpNlSYc09TmCUKYffSKNBft0CQXm+z1e7IdLkGdlkYT6pHF9oJiH3M8xpPu8MeHf74MQE2t9hE3VRZ9UM3l0pg4/8/hUElcglKz+9OlwksTxRVin6AhXgmrXlezbGtylZynlZ1Lq4BQYRATdowQhQMDWDPIqpnJdCVnTikU/Qs+50JQhn3kKsxkOV9bGidRl2gfpxMEJpGzLkAJPyOu45qbYkTFjD2BuLc7BFH4uZHuCoFKsVuIKcJLaqUXEiZxs1WVnqdDeQuFxWDLe6psZqmmBymcwWACnFUyfO68DOuDmUU+GilGCpdqgqrpbc4MuYfZrDCmFmKSA4s8AFl+PxLN4WtdU3LvU9IKnWenqwbPvM49damteUuJx2WmXyMnlQLzeidp4D+kfI40I0n14tyHwyYakOa7wadXiKTpXM13WJfJ/wUPErFdowt5wQk4ymDxb0Ra038dVdezELoekEIW2xr4N7xd08BtQ1QeqZ0rOV8xU8hCM6vS3Y9MLVhOTdKuA0t/xuEXDuEnG+dflNZZSGklusU1FctrmsaW6V91IfGmnAvpKZT1jqbKaF1GI/SCr7s/Aa+aIyU1UTdTjDadiG4xMkp4FF4kVI0IzSKOpnFqd7nvqk88rG5JZDNOACw2gWHHosfr6xlMs9H02BL2Z2X6hoqGicgkNTq0kivi7zVTiCRdMaXDipA4NXjLNDWpiO6cGSuDmZecPfUGzS3jZ9xHxBzkWaRSQ1CN/0WEwPYYFiuMQ6XZyTGWIz+z/PRAp22E/CR0LLH1i/I2On06nowLYzDpOtDKK6WHjJ7XWXCrfcCo+RAxrKjqvustDtqCN4m2Oh/0+KKDfBSr2gNslNfImvCXWU3TYVyEkUHrhC5bCD+qbj5pozOpNvbrxMwdBVJI2XfxeX+kF/3FmD4/dz7yL3RxGvXaQBS8Y2DjZEaGJg5HU6drS20TDIdqzZX8lYxaQNrxotIhD41gpxmdXfPsFYfurqKkxOvb9cIMB2rEIkk1/ckfie6g+8hrIzvWvvQYUkQcY1TB2fZb2DvA2bMbpkke7sbRkja3Z+wpAChf3XUvsAcVOflRePKdlv5pyCd4x2n1aD2Q1oYM6efzfb8507K0N6td6Ju4r1wXbd4Vd6AZOUsG76h7s3EmqaCqzVy7bTFq9WCsoo3iC0mkpbPykX6bQUPLO2nd9HpnhE6rSF41DDAXjSUhaoZ2rNXoe1btFVkx3DHEGjwQdsPiGA6TrfLwIwGIbDwLIP/EKUuVKqiQUFAlOhtlysbWamTnLNbQ4SX9pFqgi2IZ04Tg2AF60t/ojy/gJU6oQ4VdfF58affQJkjGCmoqDK397cTqBaCvbbO493UDSYtsUc0son2eqWcZDN3TQyaq5UdGskjzTgZDHJr0bNG1rxtdSDLC67mPcB5IurT0wAr840neZ9dJDmeBOHCZWkRHI7zqWiuceagorfybhUhPHWRajCvTJOvzPJ3Z2g6Z+Gw5Z6ONapa9UJUg30t8ax/UhZ/awkLob5EolKt+On24V1WCfhzVqmSu7e6Y2AByzbr/AMDMStlEgMrvUPUf/BYNQmTXX0Vps7YrJM1T0FlN3Tsdzoc+taOqY4WSL2tkJ5uMd/Fd8Rz+AH4ISclaOoNnXWcs42wb7RCeewJRKwTvh5s8IOzBTQAOsCNXL+mtgnHfAdEnXpbDrRfv+UwKCslQd3kFfq7x8Sikan3l0YZMpaJEpDBxWQDefAMQqvHOYzXJzuG61f2xBdgEl1C8g6W2pIjK0/K0hPEnCQEej59VsBJpWUd8o7N5OoGZNflqz7s5qzxdnGJLPiMkKjBMIeLICU2tkSRWcGqa0PQYnbfnJu3vXvNV9X1SCwB2rrB40ISMc+3ZVhHbUV8gTHNXDn4bclfZQReCFPt6CRQBIyQF0ycogKNhRmeZw5avUGNJcYA+iBZc1krLrfmAzQuWOiKty0rjBdlo5ksyw64Iy6SDu9cRLyhWvqpH89d2dUk5Zt3QuDPYz8gocNyQbTUqsahRfD4vgaExVQt38JlOh1L2u+x2kjppmqHQ8ZxOwajgxGznvdYmiH1u4qh8PrOtaZ9UxeXB2iflOAnHCdLzjdecyM8xUPYiH7hDWz3QlCjNNDzz+Sy9tfhO79bxPyuCUZKzWWQBRhWaMqvz4+d+RS7JEZcTn7hTjuaz0c2KZJmBzJacBKy7JCQ0O5Tw4NQ7HvhpUgJrKWn+mCXgX39fymbv38fjOXMFtl3GZUA7F8b237v0soSmFqyIbZWFdX+ZkBFRCtXqHRnx9ZhWShUBiNI59MsZZxlKAbkscNUvLpeRSG2tooVVnO2YK1wN85ApZl4JmjvAk8AsG0dOYAzeXzPqTaj3UYr3ZXjymtYkNeTmonYTWwXDaUmio6VHhYun0bZW8Pzp8fzDPUYz7bpoWee8Aj5WThG83W5z/dMl+FS1kA4xdX9nbPwiRTycn3xxYfwKbBtG8kUsSblS+GR13L2rlPNcPCCqPdJyn6iIeHROCZEz+QIeSXpkqSbDHTDfYy5jOobtg667lW0X55ze+UDYdDg2tmlNYfYfgbViaOk9LiOc7GKOtqj+goN9UagYax9mjaQiBhknDJRa0JhXkJmMegaWW3QmtyHMvfL7sKwKXYvki5Y8T3+8cxKwXse6eSFGxwa555T3pGykYOPm+cNWzGpDKdBPn44+Dn1uI9UsH7eJ43x88Q7WDXo19lOaYJXagzm8nkoufqv7BMDytTt1/PkwHDe7aVvIXC7bzFSynBKXLsvbbCV4xU92brUuNB4ZG2iRztdzSWK2MHvlTudXrQVdX+S1UDJJXOa3Q9d1nBkS7/8YoaoLUKruFGrFTbabrb6J0IxLHO0279dFgHW2k0RXn3rAPLFoBD9i041U/nzeLz21Vbw5enuBQGB6AXskZKfwQNc6aNSpFp96OQniU//JZs6lBbLNvmPux/VKnNVlJF7i3L7XoGQGuKNMJwOgmev9eN4fT1FtzIu1xq5uYURPV/3aNS0MoNBWSXZHA+dROXsdeCl2zjl4bftOXpG8RHXepNDn/yezdHphmQrkt5rO10flJhJve/IBgIrOrKr77fb04D4zHt3M7OL+r20uK5Tcf4cCh8usudRA9l48g8YR/GGY0slIrJ7K5/PprMmTbjNYmyc+7fTWjj/bdKzb9Nu5z7NYfJjuS1Xr8TQlYcDCaoo7myG92YTOLIBSJolUnrF4z5klaBvLkDlSqx4xvHBBJ0miG0Ue2gVDpz4GOHXWAL3qXtTrQqtFYsiq07oejjcqPfjVsKTwmstnPsJGItT+4bBGeSZT2xzpApzNF92OwRZK/6pZ+kaaF0Zm12JLIl5xKL5dNRfctEUl+bsRJAWNFgb0WDl//9rvRuzqOJwczsd9orB77Pz17n6jPtx+XGdET1CccOZS1rSavdWgv2mILVIr8MtkR/zjSOTyrVeg0/mDuv+zUvj8GWmtsi6vIJSH9OTQJutXHsmzheOk0KPI+/dapSLk9XGIYR1ds+AoEa6v9j54z0wkHec/f1DJtMnko9dUjNQ96u79s+shC1O4FKkaCBpiiSrSflk/dYUi+G8Q4gt6xv9KGGKhxh7vnmjSRMpCn9nb1VNPnO3YxQqZPJswCTmjbiGTmoHFKcCYly8YoKolo0jENed03hXK9+/kOdbs3IM5Cpj6+5j+f3AVdQsDND1msN57ogG0a4CeM+9HR0HoMmilUb+Avsjj65WI/nLN3fP2X6FcamPUwszGplJF82onYztkO8+UEiF+exKJgzLDM34QLC4NmYiv2CIEL8nFRodq4fVYyODKeyf7b22Rzc48qEPYmSd5pcfEzgmmSlZlJy0/q8zOWMILnnFytgJr+dVawQjKQ57r9rpWO7ZrQlDYtwdzITX6cuwNpSw78G6+ykhE0EAfZaUQ+nGXvnr5n28fn1oNz5/lkuZn1Ct+A0yKFtJhGASJ+SHj2cOYY2iUCiqMwzXEqKpCS/MQv6AkzJFS/nJV6ASJw08HrKx67uMxMTTW1uWaxbGxf9OeU6xYXSkeLNMgBITYoQOBoO/3mjK7CDiYFeuEA5nShpj7lVlklQ44d1f/6MzTGyezAYztMIQS+AkR2ESAJLLTmhKWmA2t0R0ZA2KhLbsKNw7a+g4zwUeUqb8QpXW8CakiSGmdoMcpWPNCEHN6mUlAuJSa2jVGXUsnoCe2fdU8sHUvKTT5AOM5z00C7Z5mF4zuuO08DTE1sEc4NcGZnfqF5i6QBzqXdVhsqS7fsQz5D6re4thY4OiLOexCXpSnMRgl7MHxg4KztJMMNRFYc1wl1A1fxI40lPutpsXbVhVewlApwfJO2Q+wohxJ1aRqQSYTcx5UmVwjdWeIEunst0W60IAXooA0Z4ljXIBi3Wm4NJQPTFg7LLpOhuGTX7AXXH9dHk/MhnWVVYKmK0kMTpfiHbCFQ5bXF5ztZYTuNEba3s4wwyEi+LtNbhJ0u4nmeyFMdvNqNpQeNQKLCLSqN4P1depuD8kwHPeeFs9ENljrOIagJiV/KlGdQJGkZT4SssR3hEfr412AZglL0ZhSx3FArA2rjT2FZx4U0KRTqr99PRXF/isTqZkE5s8oRkDaXrYO/6CZirSiBol4AmzZJNKvxMEDMFX/8t3pxPnZ0+x5mkIeHHe0Z6kU0QWZuYGlKgPxL7LqvGChaQnWbSdEoGjWh+03aRsnYagohPbLO/TfLVgsvDJ+ntx12uBai2VNT5scUFN9aOjZU1udrMcfqjDLH4BNNlyJ2XvvN4W4hDxqKTzaqZR0q+lq7Wpk4wsigxZ8enXCLzYgz7Ik+O1ixuuMfCIdD8EK4tNE/FdRVBIF4oCpWOgEd9X3mJ0fA2nt8UgHUCyh8dxizSmVojrraHyQG3t/D3DZzFqJBTpbXUh3RxADIGtONhFZPpFoatqlKKq6gprQyFeJ3vir4y1LFEtY210J2msahmH1SJJMERracWg0mDqI3Gig//Q2NS9HpJa2rmk1/PGsOvJKNbxhOicwf3lW7y/tUqpt3I0Mxog08yA632toaDWumadXZCEQm5E1r6z25X20J8gvQJaDrWL8SN2njCh0GSu/Yg42bZyhFEnCmubRsSKgzAqN4CKUcmhdsp67XONptuGjWmWNzyIzJ72dF4ld42Hn7+NlhlssR+AkSDl7jDy/eGqbY3dQf6OKMj3gGIHJrCJHpNavkUuYD1SRNepqvkFvQs3Z0F7F3JSvYgMSjA9rIFfrgUCJiFDgpTtLC0xoCArhFLfTW+GWZZ9j/TxyJpwFXdUuAS+9lTAIktEldTj0IBRB6DWop7tC2PjN6FRQy1+oYkW/dS0B+auUlwrzD3c44Ikm0j37K5OMN0h6r9wVG/V+G41hN5HaLaKdz1DyulL3tapPZ7bNKDsME1oj0TLMifEGQTfzTo/gysT1tMIoyk0pdNOcV8eEXvxEsTiQoMQtZIqSjCQ4CwE3FWeNJuf5NGNa08t1lS7qxKC4jrz96072Pc45xMX1SCwDGPvuR2HdszUVEW8yuiWfoW9Lvy9SwfdAZRx2AVGQiV0agZT450tcQLgEZH1rMW90HaMb6XF7aPR2Bu1kUEMISYcY6QXKh+jlD3i+uSgVAdOKijaa+/MxoyQUazbOcmB6JCpnYe1sXOCmAZWKecIdPcefv2zYY2SyMKfqxEyV3xlA8n9CQfNPRMbipFNAdbKfZAFizTpv4sNLtACfM/0i9/vP9Hl/ULd704XJcGtnc194RKY2RjEjWj0SqTd69BixuEG9KDUWV8eR95YWOs6eyTOcUOSggyEb8J/b1Ig0slaGOEONSa8lEqmYV58xNn0new6GqWgNY4BGYexPtIENchPh7IipaDpHLAL2KTEuPaBUCWLyCBpIQ/JpGIu6oCgRa7DS4mqqS3Bb8NmXxJPUPqoPYoq7Xln0JRMhAZuxTYSCwmyjsfJBdlHwCRZOKVrChwT++oMjE7IzDrgiXEVdQH+95hPyH/n8ccsSFmNvE3rVXOnXwNZ8pIEHnHWaeJHTMNSX8Mck1dCoDPbJ9iQMqCAzyn2VVqkpH0niBFFpZuugtAQjuqQhj7JXUoumpmF4eCv7njtj3WwubLUQQvE/qaqOUrqCa9j5doX/eIZOa7vKngYmayzlKJWMZhgM86Y8DiMykKJxMGB1gThIHuw5xUtuPob2wLaXn4lS0S9ozDvziAiZtFMtzLOKzuCA38f+Bth27kNaWg769rA8XXEeT8Ds6/X4pGrC23xxp3csOsr8d8aNYFWHdUWAa7RMRkpWwdOuS0Pg7PF8or2Kin+afmMXSYNzSYdjLhaA6qRidjv+xYVoGV745fmWjMScgvyQEmnQZPY1eUK/EX92PZbcbdzYLoY0LAElgftlYIAJe3FhHI3L5igmh4Wr6tIn8LVmxZB4vanTXgi08bgs8f/BdttbrLwAAQAASURBVBMrQm2viFJlQidda7kVR9Ed2joNRN84aanh2uz/93sEIp4TqiLgnNV7z4QuymNuZ6o6xdwFdFEeT9cKKTKBPQR2Jf6g6V5aOjJv41gjus4H9xhtb7TrO9lSsDiPy/Y5VyNNC92aaqIs/aGRj7W+x+PJERrMtt0Y3ABGGlf3YwuwRTqZyQ6ONVK84hM9dyv4QDu9ccaMNovbtRcWG1B+Jx+iL6VDFw4lzw5hGw5kWjqV2FhkyqyNs0Z2V+IrG259nQS6V/okCGPMpmFF3jqTcChLlannokCDcpGBuW6pHsLkPv5Q1lHRAqvwhkgoMajlxtN5cMxsZU5jHzemZtrTGoqr/NxroScl1bqF9iqktCFuCVrNJj26RyqYyavGTm4JPhPBrl7W5qyciq7l9fq45ONZBL4kHn/ejQBNy3dUBkZVh6D8tLM4fe48d3gW8rJcqtcvNSedI8Vm5NKVKcoZmJ6q7UpASlbf6eXTLpf0kJ2qKUnekk5R+jLVYuwjtDmPxH6GfXMvODzXKNgoEVsF8FfFHGW3dKrEyhcDaCSnx+wZ0ycxQUkgb9jsSVEZNeTEa4bobVwfhILhunYlOHmaJdNdkInoeZLkDWA7pqlXT/tiLDSXD0xxTr9V2IR3c84SuR6abeAHr0CPQWe0lLTa7lJrabGObbtRDZvSkvJ5vT+vCdxnPbCR6YBzNujhPLtmJiuIaalYBJkzq3aDx09765ENb5q6zJFrxawzpD5m4nD6uyC5/JrZ3Dq6y780Ciimcw3naLwYpaiUNOkjGs8rKelxf2SCWbrx2N72JjElKm5X7cONZETOZbW5yJR8EOCwJK128HcsV9Q758Wv1+sxP5OYfd6fx8iGGIZYSErYuqbWl6nLf8jkQGupKUBBdTwn0T6SvY7dA/33nTe6nhdqhmuLl6FR8VoVYpGPSE2p0Duv2TYdsY7tRkfU3L4zssYwtlU8jhtx4JFs/3BRvjYJcurvaShPG2QvhGcQxDiFGji/hCdzB2pVVdpPXzouefVu63c7ftUPjAzJ1twhHfsXl1oWWbcK85LgktkVLnrLD/SL4rBpRz5r32hCGnLUJEQ8ZStB2ZH3Om8uvOg7fWTn0+RBzPuVmlYXl1VeiWE6WMxQLzVc+Q22JAsauCZREjBkeUGivmf1vuu/9I152QDsx6o9n27IcaDgkiIyf6wirvwFmjExAkQyEVlxWY936g4uCQykuBM9KtZy/aUegsywtVzQlQgZM2b7pd1/oFSYbv5BTUPSzFl8KoILBCkcd1wireKqOvmktNGFWQqan86hZGaCACmjs1sHn64kdWIMP1hVQS71HnXQfWI7IZDboTODF7pF0UeZSmaSJ6hGeRYaVL1MExaodewSIrICbvTVLtAHu//TYdH7/XpMG78YvEFznAkIfV40FkOHGF4i9lAGY7LWRMlt7h/Jsis8a6Zmtb0UAaiXh68wi2FXflgdVVFRV0Hv8P15Y5CexkfRHlKnFIiCdJzQ/PnmWG23nyGGAGGHjW1727i8T8gAq7qlXyuzePXl4UkJFEv42W2kAcXOCcIjq8GjrTuqmrY8UizziEtP89Je2oH4nrXNC2eRXC2N2gZa5sQV8c01PrZVia4T9kSFVd2Ah1AZlXi9r04lnjT0EZDNqif0ldYXLQEfU/Are8N9hVztx2PwLO3RCfBGQMiMDfELLlibbB2OfPPAX6+QE+ResjWz2dTLaQqmtx/c1I1BJ0K4/GandreVS+frunpuJxnNpJcUNfvUUJ7h2z+f70N5kYL5HDEturoVItzCSZVpbhJAwBp24jftnoCDi9a6wGsfC3KyCjdjBNS8GDN7rYDbjrCf7zMFhnrX5Py82UINCXjUfOJTRLxEUUQeo3rP+jFTkCoIqh1OydrzNJZK0Qr+Jb/XoQXrQdVcfu5UGdrLfb5YfwhhhjWCg8HkVmcRO8LEMOlWHBt6BagD2WUGM5hfgFcjKqOILsUbaLCOxnQWstqvX6VH0mJaIiWeoqswZJEqn55Qw4bzZ+8WDz7eUbuax2YsOwSspv+eApw6RTu34to7VJsNLoEsZqFo8EVYRsDZxe6k9OuyzLKosvP4DAfMVKYmokbr9gcmBiway8HnmrQjjevt77GNpVxbTlL9gaiotpM8k4y5NQQyj8zENeZ5xkl1J0YKXb77eKEeWHb+hTzfwgBrMdYlc5COGp1kx1H+lSgFRE0OnE/Xb/n71DxKobAkdJqOitzj+kOAueDZsUpkHZi+kcRQsFbvhOxBR1RWJjwVAvahthR+kg3oui47lNAtTAHYXs1XcFMfdBXcu0VgcvUvjQm2AIKt2X6mmgdj96sSd9xHgnAqqX7gFRKl/fy8b9TEWgUEGeXFt2ANvE+kHbj2ag4oocUCCWU5/ph+mpGEwrBisGwmLwbiIVLtaLIib8tOtvlQHk4yhdajM+u7ldsasf2jAUFhCuVS1QM5TnTyglK2jqQsb7IqRH9Jqc8TFolacjCRhgv2HPqlrA7ZVqimOnjaAU3KgsUmuvNvigOsHJAzwkLz7Lq5QJoLSh14g6rAkkN6DYbsY2NmNSBUA7nA9dDp0L1SL1Eakqdd1olT4qShqgB4rdqXAELLqfmMUmmTagWEeSSfuIIeQ+bN/nN2mbl5T/bsrn5vepksM47/dDsl54Glk8R5kqtjoY6iqL94QV1W9jcCn41pezhS2EwpnalZfwWnhsIk7zeHANGKknSWGTNNSFr9WGrkorKnl2hon8UUqLHJCRwbr/QchsmGkxNmap9Ow+fn/Xk/R+NUeK50+Q5DCo/JgUO+zeQXtJ9wyrKBqfq2nA2fQvJCcomBGJ+ed8KbBXCTjmtKI1poSnwfWBKY5RDRzYgMSzA9h7bPzZQoorM46nsnhD6V4xNNWa1PFnwjqnpCO0urWe7MuYQ0/AsDD4G5NmiO5ZYgkzR1fj5/ad5ZR5WEjSsP0LFzRGRA29o72HYm/fqJaGcnmW2iuNv8UuNKPgwFaU9crDqDPqGhvTTaCatputlSR/cwNpkUdUz4uyYYMwDbIGHZ1O3UNNavpTm3/AQ90XqSQbRQN5F9/MmsuJCkUFcb5GIVBg8z+9WDfkOVR15t44bchextWil50un3552uNN0ydfGCTedp6fFlHKWJ+sr07Ca8TvoWE/wLQ4iu9qtdkbrQKlmLGTf/C8wHcwulAemWzj00QxtLzg6CXWi/xXSIlZMD7WB7m/cs5EnjRUoBFBfZY8IVeZjpU72wNIxm8iybu3mVDTJ8Vr1reXoygTdLQ08jrTYPUDIYg+MkGDJRode7iBfIFSE1J+3UVzQ+k5sQgtJOwuYxNj9c1ff3+wLXggDqoBSCsm19V3wsAMD0Bh4zguPWjk+Wl7e3vHW4Rkf/fB1uY4o+ZOD6MPwQdSWz4vu9vakQPVPalRFJtanea5yOZ9A5C4WvwsgdNJpRxabjcFZdlC5WiUosmJ4HQPF0Z0zHoMnKg856LDycCrvYBSgnBWkh43LyM2SmRw2vK5leb045iFoYtWKaXk0cURCgYmNeg8YDaos35GqM5OVaxtPKesL8YzeVg9DiWEREEzXMDneEZE4UNg9RZGmVgQ4Eua3CPNrSWbZIq+nrW5l3wiaU87VmZS3j8DN7xs2wAisE7a+n6wALEaF3bSwD+vlFE9JkGPjaDNut4KNrXCnd87A85k6TRTP6zJka6YjlkKR66s0TP+yMPb1/RLXh+/3UBEmLeaNimsY01wbG2ax9GHAmhte6BbONee/sU9ds676404fNH1OpiQPut5W0GVJw7cm9bs11xd4SfCZdd4dK9Akj5qnkkaXhK5nruN+G/41UgV/PX6CVkt0L1LjjLjZLarndKkJRFkh6gI1g/NViUdGzur3bDts/QZrsGhI+iFb9u+k/YZysVU1x55LjqQ5tIddMmyeySxzNmlnPDS7LQmWLU87Xx7wG0IeC5WE176wbY1A4jzK4CXNRPmOVHZXGM42iYJzgA6MeshuSDLHLACct0ky1Fhtwxq8VBdwfY5JTdtaIHXXGFiMwpD20t/dQOtV81Qwqz9FQRZ6AYuK10yKdt0JYNWIwu+YKsAei/oW8u84ecKgd9RQkPHr0Ho3YuDASRw4D4vcMVoBNK6nhTepTOYrLS3oTa19kuYSny7yCBjzVQz7Dt4en5yTaXTTGpSwEK1E4hfiDXcyyRdMArFkRO4n1Xd+f2hJkpk2Y66yDNhCuRPUuXiekHDnRTdQD3lxYXfLlYJHNOgU9Scpqm98z4HOf6Ii8J5vx/n+82IZPsyyROMoGbi0owaWRX5JV7HSkl5Nmn53sueGKvArQ+URfVW7MZ6/L6GjWFeoFarSCEXv2XIkotJG78uELE6pKXiTv69DxQsJfFYmXCbz4mbE+1GlPxUGX+AHkuxa0omX2XfyTW1tbTD0kaxS2ECM7MF9ep2eR604svrjwO1VfNQM2fqpsC/9kXRMbKwJxoPFd3AGa6WANeGNKuIfg4vJWEqbypqohJS9DdWB2cNDiOQ7WUgut6GNVY627lzMcq8+bgYfDUXoz6JVrKRQ0shYtCADxsbqBqNE1exnyLfKC6nFC9gycbE9VbnnGdZj0InU7yk47KnPcrDrysX1pwhKY8TyoEtrMmCU4n9md86eRq53h3oNeRGaZHjhAQt3nZ1hw3C1KQPWBuL/0iqQIpjjUIRHNDTrUfOnLa1MoYsg06Uk5Ew5zgQfB9bPiNykuCd6ku2T6gdnNzfTx9UfWJ1Y0WmiimZIsTefFpQ8jGVUN2iAHkzp+OE4U4OTMAvbuErg0jq3KYAXaATGgwWa67zSNPSZNR3AB9pd2IFwjz0A6MHFmUm6YhuwJ7d33ZZBKGh7alWJIp6DB2ZeerNWOJEdqiiQ0MYE2TiP1XErF4WkNto+X+AJOVYQ58Ewdf3AKZ/dqUhU+bSCawYFcoFi7mh5F+ZDRRLX6QZRJ0Oy0EY1gQwqdssJqCWNfhLBbi1+xB6kFiENK3sBYrPM6FwRltX9ogul1xLByRKXPOUrP5jkY7E64nwaSS7q+F0Tf6+Zug/T1k+3gx6KtYcf8HEEtVrzV/txflqfm3ZCnRrsfIM5A7zYFJuTAlz++X1FEtiuqIXRWA50vnYvg6/gMtcARZcyOYEFBOcaKyVkYNHihKS99DmL1hNhV0suB6TApN+1WW05bVc3/Svm8SZVa5IvluZX6BopJoJOhI7gXDbkSsgYxMs+iJymPhloWzQLTJ0eXX2oZ9JS1NZTp8oPXRw/Aj8xdE0c+FsRXTw0PqrUdEU7oqLi8HHGO/HqIT/lMOZpf20pron/V5vFl2gtJY4JwE6JwKJCikWyVIEjDRot4ol6f0ERFzyf7rKTVpX5RbMDxMJ/pnQZLyNWgBAMQplvBNOMVYAoAQdA9yG75wKcKoOE9qVzH+YRRfkhIuFyJkdPGiMtBOtzRnvBMyHr/1TYSW62RaIY1JR+vsJVNyCpw7XlC1mKyEFZmf9O/IID2PtUXYkC5Q+9QRqVFlGAUSKWDsxZSfAa5Jz+kl95+bs8/oxlhTWs0W047H53i/Y1eSdJrvZwG2+OyfDTVfr7n7qlrTseB4+yN2jzRbTuT9ypHx750Fe7uH4iyKEucONMzPNiTAqTj8/k8/zxRU8ZcYt3Y1MaVZidB1EGe2vmCAwzySftEV0LZM/Fs3d+S5ES8R2dp++zvchCfs6bOEMAwLjfNKQztHPErP6TMcvJyQ7E6NarhUJdLG9hNYYqu69kLi2x2u77fsT7vQHOAHJCkPJvjYj0z7qNPFbAiVsyncnJGDDX7SlGhgI02mrW9m5/QLNlYkpYhUo6LrgmxU44IPxn4/iTHWubQuI0tLWe6MWpDOEKS0V5EpIWp6yG3yaSzoG5M9HZRJHAPh6AImeJusevQqlIeaVV33e2Z0p9PXfLEBKC+20B3K5K89p03HEv1SBcss5dClzlBdMeMuTpTvq0T2LrgICEAcsbFEMNBicOI5YzTN1+cMhopbgdAaDgcGLEj0LbMPwQa5KrRfSrqzikTPrX2g3MJO2YXTo9u8mXLvJPT1Ktn06mFuMbYFr0Bs+WFd6527a3mcqw6TK0egCuPCk5stPvfYOxispX3BwkfajRWyVNBGHfnDvpZLPXSJfigV+D8EKdcJBDj09AyFJiKJth7N8dgRXs8eJgUyQCIhaOfEdpi+8uCYpOe+qb9Gznc4aCiTfJIjqUGVBjIZgu5nNO8NIVtX/99f2c4M7murKfcv6MBEGG3UpT5riS6aapx2royNyce5MBo0HrYscKSbbGvkjbMCTttRN1Bl6CO0WHaxL1BSQArElxqmbv5wUGb7rWZe0Z+TIFdtaEGKILaD/8M3iaPm5mQDlxjsn0jtlCbxCmLs1Q+anG+IyCWEbdrKmheU9aN78smTKe4Ydiycjory+k3FQx9RVee+oDSy6XEUNPPGEL/y92kYV+4rYiV8z1glZ6tHV6xemF3i3HP8BvVtrFTVV0wxxjO3zTEfNVSEtzzLlAzPPpYSKBwEzm8t/nSMWgD1RlOqztNks3uUSMXhpYcUjMXkm1hUYUAszsq01XCpsmsqp6xIKzD9ponvEja5BPG0kLoGHJnI0yiZIKglLJCVnUZktoOp0JI/IU9FRwHWtJgt5ytdDVCuzlX8waX2lKQktulm9tUKPzKoH6QFAYivKdotRPvsGYdK79Tqo3o6JF+XjZMETGbr4W2MsGXXlSAfGaDWAZXbAxhiQrROs6qkA4lD16Guwg0Y4vrTkMI81UZlzWgTYZR52WV5otizxZ1TYxaAtmbpv8NMfWPwglXzpbLFu1dflnxq7GAAnVznfRodKCPkY8OuKwtZI/jxktoipisI4tE38ED8XqB8aWqhbjDipz8zJxpxPpRQwu1mupzwjlx+tz95/aR0q+frsCwHnaRHxuG4od+Rd55FJs97+5xf/5gnjmXhemW24eo+NVEQsfQoOEO4I9oW8yd21FEopcNY806BaZ9wuWxxQvxHHoupjfk9vPz/nz+wN5aCWzeOGJ5AN/5aZ/P3+kHVKS0xkfZMf0DiAthiRsEMxIW26sPnZmrTmUDsb6Sx9yFSbWuOkUvPUQH3AZN6CSkdGin+akz3Wd/uDyv218JJawUjg+InJQElooH13gAshBNUlV7oX3EBioDpDtKCAqPRBkX/Fj1/75dNzUDEmdXqZ6GgRwK3mDzbJe8kV1RXO0hjdxlnzgbENm41547TUzOXHH25FLnwvrMRGt3Y5FvyaDU6foKsRX+lhMb5Hvtoy8yiLBpqLkKpd8ZPdvZafwx+s1Q2U9feOUxaHFdjzPephhJILzZ9Ia8Xp7tiHNqCggc+EcQsEEN6srJVqxvREcW9gzafyYzh3yLDpb7/FR5lCS6h8wxbk/fWjyHA3g9iKbUMIs8Kuo7Um+PK1DiDNw3vXXFlR41ECHEw0FuHd7ly3egLekoRbP67LN51GGIxHZsZZi5bjEPJ4U2Nz5esKDr3mOt1IYhj1Un5TGXaGlwUdhOlPR8Ff9MReCVGoz3jCM5cvjmdoTT2TH3k9FkgIVE94IhOFzeeuUy3+OY00KOqHESDzJelj2F1lYhLm9NOgx+FPKQZg4BaHTuNQXeD8u+KANzc7WF5XA6cBkDd40pnBlBEPSw2gaLktlNnRYVLJOvPgJEx7eCGms1Xb0m/y3JFfNYA6gUOtNCrj3ZU+tYjKgDTwowQqxvYkHfr9FEtSWoMszmKnsFpnM+LtbtMHFiK0fR98wHyuv0Xa4CV3/cVQhmnsGzAzjZV/iZ5BH1/C6HpCyXcRIg6K0VGRdu2zN3uuG3vQXOvyuCqbEzKF6eeRAiGkhLLUQ/scotOY0LSWnm229nHWNBxfHcs90zltDdcRuo0/ZYbQCCQlMZ+PxgxgCKCvQzOsUomzAwG2EkyeXquGm/JKJd6sibbyGv7KKWxELUbol2VFh8nkdrb1LF4Afa01361qXrAo+03Duj2jdakkIgEprx+nGITYpzVAHSsQ3rN6EJ6/50e9qSJzARqFKwrrunVnCzog1XgAPxKN5MAJVJw2qKcCjBwr54GmiHGNFtfolC/xyIZQw2NbkZzG4u9cMDKEEISlkchoNZP8OVzsD7R9xD/T2vUcTmPSaNUfhU7GDbnR7IYIKbJF0CVVW9pOzSt10KhshEN9TLUcUi2wncB41F4XBq7QZ8t5GpMyjTSVStAPwjV1+zaWxTlWBpok4R1NhdA1tCr71dWzDIZni93umvdfGc9ZycRNXzWfVqMdgfeCB9auJFQVghEOIzqoMAhDK8jOfIp2uBAg9uYVlSGemMY4F/hCTM45GVsSVx1YipCOeSu4IEVq93SYDOYjtJEoILe8rcsFEFZTO6sMATExKov7rooWwb4tjs+mYo5UkOaBhxG/CQalAEk+cEyyHCAfFlAqH0QPZMbT5TKSrbClxmyikVJ51btxurJPlF3PVjNfVQNat1IT9lQw+0RJBYL/PcU451tpeqHx7fI3hzunkinNXIeDlTfuo01zhhleqyO2xtfpWqsiynVJcjXs2Yw/BEcY6gDK/nlI9SfqsKqqJiBEssBbm2moVlfVX7c9Al1wnchud18BlVIM+ok+7q6ISMf+mqMP22jpTjVN04Yu8DCFqmdmVB8sfvUb11WuqlwwmiL7N5V1Zmc+3tZNkexnwxusbwduTgWO6a+GF7jS4iE1P5w4ZOl5VIbryLma6t9fKMnUk1kOWmvW+pTDlcp8u00+AKAw5a+R0hKcDWLiSv1M8xZi4qEwEAVAJlEGlqsWMJokSG6JutBemMaMEKvtlkuEE7jTu7kjrqEhrzpdZfxE6HIaGslAuShOfr+NB5L6k1RwZXFXOZggz6EADcpZffNUxiz5WqHS/+y5FiPjOo1dkj6k7a+GG/piKfBq3qt5BzsLNni5Ed5/x7EFgJ/CG8cocxN/rt9Z4KEyf8junxAK0MIc++aCotm+/vxZ+nBLUToey6hOGX+ac+nLy3Y4srLlFUNnH0NB54jUuPlFXmvFolNrIjVJ4/TrUOlbD7LIiqCmxsGsk8W4dyKeIG5Dgqiq0zykSRTbDsD/GvmaCwwcNPluCxz5i3m2Gd0VWXTfIeEMemcI4E9OhS3YPXLzWIwAzSXPbazM6JbkyUJM/ASqYOSjelqWx2P1NKMyBxEKJM6dOjtXbLq9IECuOlZabaIV6XtGdw9lF7633qoPuatrGft8TifAIVLJuk6pbFlCFzGC2i6+YKJwxsf+L9Dg/IQB3HsK4BBMz92OkholGGGHcToRpE/iRNP6u7vFoIKSnXh9akIsXW9hJW2GyFfEWykxExVhLcWIvR6lTFUbAuV8qniVkIjppbIGKPn84bCdHlpPHh8rqjb04SWppCgfqjnKh6iiBwjdOsEfCOXV1t8E0zkSyoamJWbTZ9TFJ4EfKdZzGQdf1Srt9GYHX8ZWPw+v2/0n1x3Ck6QMTHXV5zrEOSGw+pq2IyQ6n5FOjNXnRNRmAaLQPHXVJsFGdKfakCh2Fkx3EzJo+E4+o+xwAmcWQIbBV/cd0rD3e7mAITFdxfWnme64Arf3BmpgwNQkyoOiOosNAArYKdID6vynu4bZwSFdyUq4f7JACFuXqmGuIXmFzKbTjyG+qTFWvLmj0SmtbTZzuu6Wd4xBQLta8UXq6ilirMKDuv+oTm2ezCWsaxbwWaydI8rTvdenZKsiIrFvpM+8K8435/Pt+vYR4m6kY/pC08nS5V9W2H4podctBi03Z8Zqpr+8vpUicoTnbdQc9gNobT6L51WjNt4BQglNhje1DelsgLd9P7JY/nBIk1q44Y0WZovqCtJVRl15N3CUsfJaeTftcEyg63nBNLKHvuS7CCTrZoIHTHqjIlBFV3s7JXrS6vGY9JB1KK3DrnFBsQEPJmG3wwBCHh2woRgWTG8nlP3HWETMZwWWgq9qqQWAG5K1vpkNIOofchwpvJAflXuuSNVmt+oOLQZjVm4in9WZ1mS0M1j8slAZOxTfltetaKJTPJBMlsckuoKbDSn6xrTvbvwSduWrBtM03lhwDQSgdy+7Hq1nmtTBdXzECbDWV/4GFtAx02KTk1/URR1ubI6ymIpodfI3LTGuqQPXYF0Emdoi8djoxgxUhYJieceqqMAFNbA9RSJ2yx8vwgxrjIIm93tPVLFLPlaWzvqHAAZtfCR35uNvo1d/7kGczqpri1Fez7DXbVytvCNdyQqWT7f2XoCjDnyuXmELr5HqwoFV8vxg6veaAMx14bThg7LsJYP8np3EL6vV+SX64LcmOeM5y9Fx3w+WGj7K7d1jTbtnJlI6e2SuCcI6qR7cABT14tDIYdI1BZxnH6ef750w/Ic1zJTyB/LbP/HEh/fS8jy5a6Q8MNoyl5e74ut+HAbtCb4SjPDzjlHerqYrrLrSzupc6zaBs1PZ6NpkDB0TMTp8B2CRz1pPLgE4ZuoFFFvJglGtvJRTuqtU2Vvq48sjQP6ETAE4Q8qdJWA0VQp6RfTEqQr86G7oOqKCObMEg5tIobBSnUxI9OfeilEvICvMdHvV5zJdwb9l+QrHWNRhrirofFkylUVTdp1I9QGhDUimfAUSiMx61XQYEpOae2MNlpyIIlOOi2cwz38xBIYAKCfwxw6pa5HyjWnOJe++6wYukXtQ9B4j2J4oDwWBhGMFWq9OlptKdAVuV5xTm6MGUynvtEzLttStukKRNOE3w2pxCJVFNswYLLZ2UOUx9Yyj1+1Qo+T/EBcy5Lz+eLThsg4hGuxN5jnfb9frkESKGm9M1pZyazPXpvDinw3cFfa7h/uUypLA1ziXygkAKhE0vLxOqFSn7cfTovo2aJJ61JYdUlHoWS6siXAlwj48SYMW6tgPLgcEYrs4hImI52ovXiJa+i5NCGl/MAnLRPhqMZocv/bRtF+1kpDtm89Fkh9A/6lJOStNntsDO8EYNC2bjFieFebTqQYkkJFfBmCsYxgbkT0qIb4KBarbz4jRJg8LIJ8ck22BkXj5HnhL/fr79s584xj/1Xm59YJ0oFiVMQYjiOGio2ZGkZk0S6RZXLaoHme0bQxdVBhnn351MmiCiFt9bhNMryGNk2DexEAoZLcheHD34Niv6baR4IOVzxHQ7JLAXFBi+RA+tk08DQMfeIJ1zjFgnWuy7hTLjFrpAs7u/P61BdGUQy+GGPcLw5EzbKsyTavBSCIlGQdEnaI8aHhLxIQNiyIVwBgA3o2asEKxZz6s9YMhZ/OsAjjuR6GclmKAdSkPf/z9ebqFeS7Ly1krba7/+8bg33I7AAMtXHt+y/T5W0h8zICA4gCL4VkFPaTLgfe+iAPqhbLQxyPi7ENQJkou+JKtkb9IhmQZys6hPaA9wHXfC08fmyRhNCzJ2M6ZhSZ6t0fbH+slKLQYZ/pioeuHMVuZKfOz2bUjPBRgGaHNR1u0l624dmcCqyKLU0gradngDMVJdYhbyFjYxubD7yViS3NZtrLghypsM5/yJeenv7+fr6N8hXPe0DonoW+akvRJbmZpXiA8tVhIdPUQN/ZHzKdTk33I2a8ndlLvwJPob6bkDwWmkjNa18uWEYasbb22fhgn1UkUxNvr3R/A3lsUds3ZsNkzO5uwwh7Fvn/Q9qsXvO3mULiYwyJDHIq3G6NHv0cPiT+ajmCc/aYdv8Guv0cnBO7Kxbc92mhe31L32Z7JHntErWRpumQVkPs5AHDXuHRFEd4SBhrqOvKd881vCfpSorwHryBPkUGsZuG7A/XF1A4U6dx21rZX+sniIasj03wsd8rGFO/evFGLdOlGKKfQm0OyLziBC0/vYsYJcFvi3XoQg1Mr65MU+rqsHZmN/qp/rnnxk1O/wcXEUqW2SQG1TVCLaz5g59OgTocKicUVNBitupR1i9rXvsc0b16TejWKvQn/tsx3nztnbroalz2TuZUeZu2IhFuW17e7gtt/j+xXLqYc5OEL3KgzuXv5iLgowNVGmAz21jbAJvgAnWi/S/Pt4mPpO8e9gyDkBpYiF/UHg0Ecx8HQD8SP5hn5a9wQUl+E4m//wjJQbsOw6DB/w+WpNesJ4RSPw77GFtQNkEPIWzP4fSfHotfCVkmfr4j/ePb6nRZFgHYZC2sbEgFoQjcPa/w/FGaZUcKN6kL0GgpXAHA21ve8oGN2vx7kpto+sefxuMsD8hidp5HlKm6oBY3qIbUC26vf0JvZDTPpeKkIPPBqceDeBy3/ALB8qVDZEcYGA42ibVWL+o9hl4wAVeWz/RXvHUGyWdddpa93nQ/GWtCkhHUpSZKNCgxvJ3U4kqnGe4ZILF2U0fGjWOxmo0ZK0odls6H8DfeZRrn4MTp47tHrO3NA4xS+PsKOWTb7+qAjnBnr35/aUy1HpL7wpbFyFaFXwF95MAjGf4daHTiR3cigJjhUze395VfezhmbyY0it3U1odbWn2Khg9FdZ3qocfCOJtbnU3ia2wMtvRpfvLE9PkeuNi06SqXfSZUlHQkfa3H3pbea2jibXybz1TtHoi0NLJitnuzSUoNURlobNXrH6Zuohj9MrXPYFgWTjS7UFMTF74mdMwM9ZHsovHncG2Xi/35T4npDH1+ex2WRv+uf2W9ma7RX++h64sK+SWRYKbkagxPYF8DyFcPSQXJge2EPNZnnM2hvenTveTqh8BizavHiLLljOObAnXOoMittznQo3YTGKiemcu0q35tJKbR0P3Jht6WEsW83eU+ojm7jOp7sDkBG60q5S0rw9VwVB7PRLfzB9GL9BGfgKfCF7oE62b2zpklulRYTn0+ID1auK9dvjI2BDvcRm+6DOGcaIC82BzvvoVDe+Pq4pg0lT2kaONndDJso3w/Z6le2QTpziRdbA5pc0Y85Xbb5owkyW/f9TjF15Y3M3/qAA9/eTbs/zAe1MuF1OfTk5EuX/mNF1hM5xj8lb/o10W9qsiO3DXT+oZHQQnGGAv+AEGb1pf1PFTWpfE1bSVGUH1FNaMubn7iiQZ+zom44JeZDhKQH31N326S0bm9Qdq1peE/hs87zzXxpQ8iGd1CON7hIS6ZcElBUkCVOhOphcqY1vSHcvDV9sAYwp3Q5zzcejs5aZejg24aLcRQVL1u3uROW6/ilu1pOgBbVJiQMJLcQwMs4DrM04m2nHAd0bVwaTXRJYcxvWbtq5v/pkpIollz2V7xTemSEE8bgzpRSOXCtT1l0+rPHltefsFMGp3CJUSInvbCVrjKdxN9bDXubWaeLK77XiQ9clsIG+DufdhasuUfY6+mFDVzobKoUrYLRxzGDI5fzjkx275+Pg17Cf3jlhlWsVqQ24PA+T4ZIPPQ7NqEL2MPyBTj4M3muchuvJTeiFzLEmEbJjs2Ki2egE1Ww8cxsgfMVFqkUqTzD88SkUAN9+Z0LmXDXpqBS+lbYrw2q1u5CkoXdJhAhgH6O7qUe9YxP0YOclDWSiSvhc7ZRZKa0NH4qKozLECTAk+VZV2JKqjXnITA8kZ/zBu9ai61+JhlwJjQc0tLnu2rk5N1USmujfJsE9AC+Y2u/ICjwDdhF754N7an15wW83ZeYqWNNzY5dOHXtmZEraBTI8lpnfTX/AFH30yfFRzkW/ZGBcbvFjYer2aSUvb7pe43DtCIPadflANIDg9li9yjaWgfhD0au/8eD0pW2+slp5AJzmmxTIwsF/zJ/XNIWJSThXkTz6y823JcA44PiNrfIJIyye4nWLUJISY+YkPFPO+XtPsN3OrooHx+/7zoeHVfwYhdp64N4Xbcr2rzaBL0LDE++snUt2N2ANMwH9chlAQU+bgRl1hKzjEKbzDxNV8vn26jjxF0PqxEIWdG8vRqC5nkHpgEJtUK+21NH0/5Ig1XX/gmSgCpzxvYI2nNwwAiLI4TI1/seU7PssdvwCLoaQ4lORXZ0I0nYAXeamISyGF7cVgxXpo+X34NWpObjJmClj4KYLbGOkRX4CVaAeKXjf/+vf/fvF10y+qqWJTOXkfkq+eb42bAwuCEITVy/frtGXH62O1etc2rb5yNxVa2YJIwt1ERSd1cSPHnQnMdNiGNqwjLw+bJE6sMd8pEu41caWD2i3Rlla1syo3dr8rrnOM0eL5RjgAIjO91l5h6thWFcpgUm8kLPZgl5K785z7ZOl0QI+O0WOeAeh9bKD7SCm8NFpwY0UqAn+ad07dyU8Y0t2qZWUrMRsjwO9k+9Jy6/2myk1tinLsOoQCDSkCNNAKXHSKOrH5Gxb1gy58hwwBJNawMDZOjogrPp7PxML+UYlfA4gyaPrbGwEq/sQ8ntxAElRVYksicjwrEylXR+yJ7vmrr/dEsASJV2qzif1Gboqvd2SC+uPKcJzpFOzhuNG7kvh6c9fDzXCX2xHEKHhNqcaQz9ubkB7paCtsgBd6HtzjezjOEJXNbvhNC1S8XVlgN1+L2S/ou1ogFxj1AND2Hlx4dfcN+cVc8ayjygVHIi8SVYHKEzNyEsaPuv0geleg3f2Cs7oV5GnnsI7KjJkK8LMUHd/Xuey/6K/PTtoooRWRvRAXH01RF1JXiCwH+nij7hUfSu+DiyDts0+iXMryGeBmG20SAk2oESXVLupoJWew9BCuc81mTwhnoZeE74Auvk6Gy7Nir38+3oaXbuiFOglFG6LzxM2nPBCBsTRP1LfVnZawV+eU0Z8t+T7nn1oLEbaPO97fPz7+mdFPXysy7izCteE0Z8MsbmxDS3bstNU4fHUtw8a1V46DYTTeDkFJA3Y2sCPJfsIHWMLTAVJWcaEdOtobE0hcZ1g6YXtWayKum6OcIP3tANhAFiP0rwaqDD7ZUOaEB4k5PBUvQpXu7V1HjI1bOI1iYilKfUw0szFzRl09LjLw3E+hJGEnkYTajrPNFrb0G6UPgSxYQRnP8xAIo++N0HQgNCFk4+a3H+kZcLb8+PFfpm5x/a32462VYgI0pJnKav4JXazc6IN/MY4DkTqQfZludx0kYAdzHOL53AjXR/48TbXY/6OaBIedjF1vDDL959lFe/49ZKcjOqIboVmlqg+toCUOoEkWxOeW+Tf+DrBA75ON7fsvjTIKbxTh1SZGAGZVWDFheQqunCvn+SsSIKDNnaWTojOABBPrxsoV0sXfWStv6zZiblqRoYoekCEd6y4jzvbEqphqH9qa0kNfMZwhipTpGXtuOVwecw4k/py2tNpbKJ2pzjLnowW29Qn+SXUp6SFx0qyKm5sGv4OK2hRMuqJEqFPgFqkI+6OAzjxGsaMLAe2cgNABGgIWkUp8qdIWqHnrJ/Nek02cSMSfhBacWS87GhHbeEA9+cZqkd7jUwaXn6s1MAJAA4Yl3S09JaWNifbp9y6d+P19SChOn7TJo4Y94KNHvCarmmQGV22v9Xq9f/1b+GKlbuZqpobsQsTE/YaEwuxIgGCM2thBSoZeh5JupMqo6pCUulW1mgqe/Ro7JjLF7ZLKM+J5utj4qyhmCrtRXpHT0kT1OqaYpARQD5OuqxpxEXsoh8bP4hL2NDKqtMlRhAk1u0mdqbbHE0G9yHC2+ZFmypv/9vp2TybKsZeUUQpIHGTGpBZIJXHSzstcnBKzk9xGQeOi29feBnwBY60FdtKDFtDyg6b5xk5w40mZjkfta/470NulVmZVn37hQBsB8NjbrPOYr6W28RZ6vfPJkXJNdhwKV/4dIPgMYd+aEJPK9dVjSVYSk6u6LsocAa7iYGGHLONoQrHf772aO6SkW6ebtt55RdE3UKqKhw0yX71dKssHPOk03bYdl0p8ZkjoxG+QOAIVFV5Qt7B38kpLRoc86jon1+jTvangJwZEu/CgVPXAscI9qo/3r/1pnaYJ9B1BVsGuxqKYkgN4JOzAmpvh00vSiCEzIf4ms0fc4lLDg+6vgGSCuSdV497LWWCjWUuKLfpndcE9tNhBxGYcwXvm9RwyUS+6oelMvaynPJhehCs2N/tjn2sij++zG87r7u8qCuhchUcfRa8ccYfaxxyfPyk8ruaeQVaZe4tniN+vYX0eEyRHbqwIysdze+zkLqemYlYoD0uEQa9XFXuvpFCf8Z9HdZ4Xz6o26u3t+9/ft4/fz9fr8/P1rUaVQxdJPnExjhMVNI0v0Ia6kNNov4siYYT7/pIE4mez5/3H/MlzpRvzpiC6cfl9+kXfzbTxwGVYN9DuM9UtLeNutGsv311Bx4gUiCYFE20LWMsXLLEm3TtyBUYLHGjWbveMiFSQ2jslbjcueW5YExLfRkiYdJ3Wzac50OT8NE0SfG4R3u0n8nA8NXZYyjWdRjD17Y9PGD4O/oSQJeYNNHjbw07YAczPdOFNof+cTaaqsLagdzxno8ROgxWOxHUtxuCwHA+0zMuY3HwRxLnTKtCHDnq12f7+tpe6Dckxant0DtO7udeOd1tkoiSWhpJwddB0vUegFX7U5TpL/XmujwF0WshYcMVnGgkDYOwIVf0btSQe5eIKAwn/jaIqRhSdBjLGk+sIX39t7vzo9lf2S6lhroehmlGm2v6gUyAk4Q8HBfSkjaZRdVcT48wqaFRRcYhHvwBG3MtyXrAwWZ52nbM32GemZvs+0gafJ/5I/tv45F+FWOvwJQeeuaisG35HugIxoZYaEhnJFLZR8DO7aLzgxIht2faJ3bvwYzocECnVQON48OSjiN/O4Zzq3I3/JXM/XfdO+I8QwPZ3mUtsmMM0FrJo1UzKFTfPpZsm0f5Jm1s0WujEpa2HV5/BdgYuy93xyXB1tCq+znY2TvOd3igc+5HpF9Nq/xqmwOdM7KMe5Hy0R2xXwG1ywvti/Ghb4EuXfaNquZ7hUa3gtCI+lSFsDY2c6w6rKO4h4qPwck+8AQxSYLI/FrnGTkPeM734B4eKAUqTG7pBLJEGkyRdPxRH99aut32g6g6N3t6kPZoE/mb0mVvgktopJ8+GmTK+v/uPoENgqea6cg8TuE8FYpgL8/hrWtnQjHvhOZBN4rq887vjUOXZEAj0IQpnAOXjxbzz01KEjGrOKDnClS6DUGnLGYpB6kUMs8ma25q5nhySLQbWwq2DYO6Rzxvzka30lkS/utYP/VXP7nKOHRGgqQK9Pk0c2kTDAuZ+kKdD9t2NSFMuc3kNoP0Kt7Y0FZOY1srg0zdI6+Ouoo/f2YF4J9LuB/aHGajLVdQRBMFsXqg1SzcHrTt4dpxbZJCGEfb9qDM9Gzczit0BQZ3VCRL/5B51DptjlOR5gtgLNLfBb5en6DNNg43++a5I3lXfzwnYlhfWCG+NnR/4JJpGjHhtE49CTMUnAjJ3JNof5IOEjaKNH9DaqI2BWvTtNTXQP3Dm8owfkqEsuAmxE4jXIh6i48fbx8xkNfobFtPWuw5w7tOHPjJcmkUpwLaTIO3Q7f0ngGhGypxZ3iyZONwav0C4f54ysBf3lUqhNT+sIqD+uUHnnnwJkqgb9Pz58wBit8X4UaRR7P/7+/b19TWSxJ/iyylNKlUptqDPv8c4MnMn0SbUsIRcAmZ0ys87j9va1JGguBdXS7HRAFgUW+J/9Ko11HNZIrmH4JDt6k4NkOxoO32TqZ7zeEPtDlFQzpbWYcEEPV5/eMixfbOLUppTl8L83y1TRkR3ey8eG/4Gc1w66JcRDdGKQGc511RND7OfwLjTL7bdyzwl7Tft/++v1AAb42LsCSIC/xl5jFzbPt47pSWO0KzsoNb+rfDj7zvxvJ1mwOFR+R93KKzm/wlrbPTvTsygKkF0WYTT6bwr/HBITqN3hGPvYtPPx8MJTeY0EoPqZQ//IYqfp8iVJStTLZpU3KXbU9s8swyhiwcZYdDZfldu5EBkHlIXKcLjpDLU3ae2eS/PcaFKDuBJwXm2BRyvg6nXhnEgqViCOn1GUzUrMaa/3jXtuTiigmcz52KROwkNFnHOLWKJZ2M/2pMqlVTiMRfThijf6SHXbSS0eGYPvJavh1s5Wyn6qcKJxqneE67DtF4LD3x4HOvcE/6A1Zgwl9pFsruzd/bvzo29Zn6O9YPpDPidOaU7snyb+vxdxQsAphKWeVawSluWwEmytfs+pjaZmEpA5Z6066bH5CZ9JFGtJ2RDWgnMnYnGfK2VtsfHb6FerdDVy/P1r7ibhylKs7fqc2Ymv3+MjNbgsAn0H9CAwafSZFbQLHXd+Jac/3ARpjQHqfI+rBYFUrfwQpVeTER+/ezD0Z8//didcibZn2cX4p79Lde7wbio6wXryZM378yvqqC4Q31yU+PTPLpgcdJuS31XVbtMaNPDhrUbwjBGs+3xlfVfrpaf4Dn1fyijwlvA5opiIte3QcY9LN4S9Oa5hEvJ142OXtiMpHf3vrAk1j97aZ9OXNIu+wODfnqMsNVSy2pdtOFw9Cd7Qi50VcCR4jPlsgUb/xQn1MugqY/C8v4gR7v+/pZu1vOyD4PCyXR7CctQPZuk6RL4QtDbx3xyRSAuzm396j9//PBtRht6VHn+UcIgfyYpUEC3fbjphR8n9f39FYvRDRRa2YGWaaTRB2oUe/xtFzh2jGTuOWX7nMMkUXXJXIx+9RgIc97i+RFE0ukybNbReShULYze07QW3cTSnbsPeCqB68Jod0jYU2IC/XWrT4SJzLU/2axpd1VYy3tG477EAmcVgigfMP5hNNU/MBuX+ni9+yPoTyySEPpxjTmQkkJL+BU7hvQI+74aNwfvOE8kFOoVphJRW4bsENgIe2vLADVt8Une/jtlhckEAU1ZAYVq0Euep8N+whWqs2We15w19C44CKjK99NtM1oFrsEYfnYvXLLZ2B/ayXqM/bk4YuZ0Fdj2Mi1zcsPdBza/oa8It4dcURJgS0Njmq1ImYj1JIS7Lu1fJfGaMvg/3ep6TF+dPt/EPq2ezdnI4UnePKuxFWBXpNbu194difYT2vSctBe5Z6wl9xVr3l6Lx/gNgIMSm32KCUrAHZJy5pifZ82+1QqZplUI/6xeKCWQ+s+5bdBsT1IE6lx5N//ks7c4b5poAOezB0aPJJtDrFqfOTVrEBuBkWvAFnmRKH9hFtwNQwLz3jFK0fwMcwbz+5Qm9n0fHpXKHSrR71nWYeYGO24zUyyZAmYP+oBIVmSIR3nag9e6XX9xQ290EalFq043AO0W2NpKpRJNtb+dQoicMwDztAjiX/yZmgJXz7ULkR6hh6fghONlRrHgnv6MoZd6nuP+yKAGvV6sOlbCQj2dMnqio4gEsR5uNF2d9FvpmmRpBxGQ1zkAPWhXGq0rNN1G5eqHCSLs1JlCEkX1ubgJJLQpUvp1tDTNhmRXIg7MRYHRuKFxGdR0O/l5e1+QtJ++Yj3H7zcj9w+45uzWv2X2WXzV/Zg12slDDKSpdtFGHA4HG+1pfMvMZVDnWwYY7HnNfNcVFeMJ33HqMkdlqQU2TR1gzcvdQMbRakW5TjcPpz0bYN7EjRmAZOcvgV+qrFP9mx40Fjxxqr6ezhyZR9HeLbM5paBkKWco6O58HY4pKwVAr2KK8rzPT/Vm++A8iv870Ku0e8TPYPunn5aAW1EEtcRoZa35rWnliq5QKVBBRkqGQHhc/z6DflxSWLuMxO5dZF3th3vuTvrn84i5Gs7bP9K2kEpT5A+Jn6yiqQlJMF88KYfVvksdQY7gQTUHbeJoQbg5wyxcSNisbA7tGrRVjGwImsDPzYCbR6XOnJm6NiQE/3/cRErWQYsergC3cvlHw08ulh/Pngh5E1tiedPW2kz4zIUW9s2KIWVkvsxuW66owsg0CsZ/ZXB8eAF4VSju7V751Wd6FGkq4rFySVADQJw4f1XTiL0DvpylShSKpeql+7jmv6W+ytwz8MO2/z8sjI1NfmbKd2JCJ0LIZcmkeOmo/9nfRRQgGz2CV/O/n38C9GIeTZFRSTKecEi3qRwBh3tEq99qKojsrFahy53YsnGeq1OtpCZM/X3/cC4632h1FoD8aH915DFx5EIAOjOJWhyb5nexZVWiiw2qO3QDQEEZ+3JiTCo2Gdoe8SV1VfLP5QJt/XO3UZ5HusIUH1j6L1iO2rQ288VMNBAxSenS4dJDYtmVMDSMHxrllYrA99fIoAfPRi+rbcKGVKdkUSHWKdhEQG/bbxZ4aQne6cU//7y+vqb1KNS1TZJ9y5a4sMuwzxajvnGM+3aYQNISZWpL3HiirhiPMc3TgK6GiPRLaVCbc3sC+4+57s9/xn1WKpCPyERXTmOljEBDf5l3Esms0POkSDFD+saRIEdZ50NU7R96Ev0BI/bxrXIi9hiHWgiwQfMW9wIZ2qc7GQqZpxWrfA4mgoxnc9pNnLDasoDIoxVIXhkPj3Msy+VEzzegladsPmljVxAENOGeCP4P1RbFr1MBuF2yPbanIXYP78I+qRhwP49JBFu7Yx53s+ZKdLpGGrTroFOJIRJoUkBmUGfXk+6dpLt0/eltFtKArGPTPm03pmGPiVv1LJ4sn9IiP5RXP0Nuql0r6OKSJh3/c/4SNCdT8g54t+O5q1+1tq/n9zq3VD7Dvwnr+KbHD7+Vch++dhkpnVPX95YAX9d3jjwtH5LBHBTnbfpu1qh/KG/cwc3UqzWbqFQLmkaS7+09zQrXtkzzJy2F1+KkD5rUogFSK2kCd9Jxb1Lcqv9RNObzkAwZYS23PwwbjkkPGeqz6LK2GJtWtwDQ0FGqH+rZ9s44Ed4kEpzCp7rpPcLTGV8KzMcbGlEIcZtB1DrYReCuI7jhgMr/w3u3g96gNgMAP4aaTqJFF+7iiURXAoMo7fKg7JxgieMCPFhsK0KKFrLKGL0CUpuBu3T48a6r4NstgvUIfmIiGKBAb7dqm/n2NmhxFg62XplxSQtuOdWZlXI2q6Nxjy4R/Lx9W65jaKADU8qXBU0yzTLp0Nh/+A0aZyMBj1SGBdou3VjNddZ7KN7Wdate7szGCAgiW6M9qYoKtkhtBQ5gXD6qLfX2SgrkoHQ2JZwoZAW31wtfc1TpU0FlEkxG+yRp0dEgdmqJOAZzVsYBqoZfuKX/GO0Z0KiTVW1qS8igbq8eBESkBZQM4eXj9fb95bZMh4kmY7oIqTko2gXuElfA6S/9o4MaACtbI8HDGmmBgAMrAG5uPkxi31TZoK2u/NszT4gWBko4hZMtzFgFCiX2VE3iYor7tMzmh4YUDRCaTxmdIPO+79/f+WrowXlR2olB9B4ViIkkR/XhZpd/qhQ6rILY2IHfT86/pS9lnRj0osf6/fum2K/2abPTtAg5GjiCmW95GlH2rlUw9WGD2+BpEsLM9aDuUPZSUhMOCFnZ78+MRYl9aLCcOzL/CLmBADGMeNnyde6UB2PWSZz4+BeSkmCRdqOW23AAw6ymVlz1AQ0kNqL0VW9X5a7KzVuYYkGWmSVPKasvjmtY/w14z+gbTdhg0mDcEo+pguZB3B2iWRW37thVz74gJGaex47F+BMPJTZNTpJDuf8HJNKMHB8Jl3oX4ZQCztccvdo/scumvnCNTu2iarMbcWzkcUa6NxJL6xC3f2tP+wicQS3T2DeSNfSYdNe8PE7Ng4JO9SxlnJoVMCo7Kq+SZhcl1T0Rkf4npPzujyLPur72Xx1VlFJTmBHXlUyo74v0+fJ7Ne1ELrk2wCmkBdmkXOoZODVxXIq0pOE7AQ1SqrW9Ey80idfBpDuD64mkMZOAK2zGESjLqkGs527OlHGwxPV5Z45vdR2sR0ovEbIQzpMf1FA5mcfgSt9dGhu8wuQkG7i31Bx7UJCyTzBE5T4vy5rf28GIc90jObPQbrOOJiqRmMvQ5H6Qdxpvqek6p3rzDZ2mk6Qkbs5szH47T+qe0L33Z8VsA90yka5lcLRLQ57+LnWo6HRybVHENsqUAPRYhgpdbM9nv/V2dVfSU35hQJbNjdfKYYJuVFTbvqWSvaklW1oU8+pc3zDiYUqTcq1IwEKkO2URJDgrWTqHoZMNUyIr0ovppLi7IZcFbe9lolL2SRabxpK1Xf7GWDORG88cyIVT+I9LTFsWS6DCJnPWbXZ9LrujSbOLElk0UMh4qIYykpnaOePs9P+RuueTlE25u2wGcB26tKPG/NMimNQlUWPfTaIj+fjnbnGTHrmvEyG1qJtg4pSQQy4wpvAw0QCCrJp7wiU1SU/yVXvu9kBSLaU837uY+WkPWfi/TpPBUz25LpFVWfczQCp3d0D61Ad2JeOq+LfVknjXCVLxCCfQtB8i8JdFjdJkfdx8tFrNFN6ILms44PX5Qu/UKpfzkqYNbHKDcrEzTHoIOwBwsH2/PxOasxpjTh/xFxvqDIOZXWEBhaHLau05aO7sFzyThzs/LLXYT2p/2C2R7V8UzO0VmWFo0doxYj1E1GRW8QEeUI6dSR/pSjlODY8Ac9seTWq5qVL48QWhoAevqOv80mB6Anb5X1nYBUdS2hqa82sw9JwjM2OJvtqBt2kVaXcIg4tXuqWObsOQRLT5hX1rkCMQm07xx8cno57cizGB85AdpuwWqdV1B5o0uOo4wRy08p60tBapzPPjmukIhZfkAFIZ9eV5nn6tIxRCOu1oecSW67gBzeJJS+3xMYpaR3x8hm3woQ0uG1HRgHcloOOD1IhfG/Lnt797kFMnuuUV/aJipKeJFNLE3nMnF+Z/z4hgYZQbKcXsM+Ywbcn+u3ERbRuNW4iQ+jNeunYqkuObGPdWiRl6m/WAskufTc86nQNMiUZJuFJLQO7aZUa9efDLAlL83abnwMZ5YOehl4EJvCpodq5A0iA7i7OUtk3n2zd/m4r12MLbrFB+Li1J8/GkJGaxC5lv4sryhXmTzLJyMCHbehEa9y2+rjzQzQaLXcUVbNjXcxNsOGnjs50maT1b8GxoVs9aYSZbKmkZNO71+hzW76M0QcQP+BJI8PrgE5h6BeOYtZrAUVkToFMrzouv6DlImUe8LjqPPtE7WatKjBlx03vV3ngEoL6UJCv61HQpuKfdcRGWQsKMluGe7f7PSBt8acDRH86LUzR765Nutdy6TGdZZH3RLd9xITlmPX5RtthbWKEzJI7CzSPercRO+XKuh3DagiTpOifZe31+mkSe81DD3V6gGoq72bjg55gWGgDaEEJbgtGNQwBeannCX09T3hDw0In9ZX/yk4c1ifv4HQx1GJp9Y8GxNPEgvwS5Irm3b82d5a0J94uM3ToPK+D35+i16X+aBNCf/k3z/67gaGmmQddaAXXtNTtGPdUu5BnrJeRwSf7+a839fQZNzq3rH6lN5V3Yg1JJJwGI2GaZ8NsBX4jX5t1iFQfFe3boZSMrPIKM8MejhlxKK129rLvGA53UFbUxMmKBxIXPrvK1414rh85RjsyEEk3nS8MBoCzr8vP70ggZ+l4KX8Zq9YeeVL7SewiuZFfkeG4voi+eVYrLSQwlFk2Gfkc1vtDbMMRkrGYWyDYThpoW+c1wujaWkh170Nm6BxL5cOQdDPIgHObGeCBIoC0kGXpLF27vU71Awyg+n6lQ/OhPS3LO3Z9zTIeJT5kX4zRZTaCMKHl4pwc7O3FjvlFTDYevXp2GUZnSY8KT/+4oHbMvp7F88vkKOjWSZgdrzOxc2feXTMEsly/y7z58yPO+fb8hqtIuyrYDgIfCEktbn9kEVs5wtRl1wHFR88vXUCjnaKgDmt45a5B60BuuwXROSaR2PocbLf2ELBfkR/kpR6A+2JFVI4Zgl3oQNtorjhDpoYiqjSO30y+nIRmiWa1tvCeWsjMizluIoOl6JslA9E2wlBRQf2G2VgIJ2kMSlGw2Vz3hVVFuqeiea/SNrZxHOUuEfBOhVchznG2nibur5ZHHimAtZOBQseba9CEfn5+fLnXKE1GMytzIW2pzJb+MDA6dfWuovP6NyCNuZwjI5EmZvroprBkzv8N+4PfRQZuViJH33826Pi5UA5YQHza019ahE462T1uf4o7l9J4W0a++QF481ctrImx/LJ7HtZVqvtBwVkzee/sAQ07BzFcqL30f8arh2SdzOV6qnD5YdeF1v/UlD7MaIIndJzLBRr18+0lyU7zZT1tepCb12sU8YqccGg0cisz+HoqkC2emmmHxaGEynSa5Q9U7jMSF4pTekGcVytb49+dnnF9INeh88CgYSnjy2VPp2OzrOOq0AaNrTA/HOI9mojTdCP4n4+hhCPV2c27cfD1l4nv/5SZ1XgUaKcJO7GtT0PizLWjVK8bfFThOlmdN+VV5heOBNLkZBTCTzUNdAN7K9IitN8SyBa6gArdZ9kjwtRG62zOFRj/xZ4T02OtkCqv+//b19e/HayS9bNaD33UKTQvQE4cZ+KTYRFs7SOf4SY2c0afOI0YyOMXu8ToqP7Relds9V7bKpSk6z/q8mvAfk8/lVUTRqK00s6gHZHlI66F++HLJzMcuOxIaOs3r/Z/3IXnGthCGzvwP+2wPNczw6Ab0OZye8JuungTBodrj1zc1pesm6va7AwG5ipxCxWnNJKrHqcIS48wlSkrbFJFuLfHTDB7L8uZ4OHmhx/dvo6BRZ8uojlMsdHvOOoX1gZ+FY5Q43ETt911NKe5/yD6c1Ujrcc9Tkoo68539bWs+QGZedjd243b8RD6uiX+4ECkXh+4I1qOfDH7mJRYPam1d/ju/lLyETXj4i/0q/6XTwGXlYywjDo//94wnzxmPS+4u7Z09Mi5DquGzkSN1cEWkq3NHju3odXEZoaS25dFVlf5muRG468StWxmW1OLXHI/FlS6wSaPOrgbJ0slz1ob3weXnp1y/s3ehxFtAc3GH1RDSZ/BUBlTaOuSSWt3Nr5Wpz2rU3od8iooMBCQFKx7BHSXuAcxqdS9FtON38H4JFXxt2AxiR+kqplJd+GMf3Dkj/0OJJzbzgdcUq+ZMGSh2kOEXlD3lt4v+7lN2EIishm9H3Owktnxv9sxQCTfo0TnaVK0Mp7FOPozbWmyXk1g2CMgFL2OMGvUMgexHA6nC6GR3PSI0LtLWVemcaA4IUlRLKTbcW0oqHc7Q0B48mkAlGJ+M9O2Vyobg3VUjzFF1eJA6zy7a1tAuhduo00xXU2YyY6e0UBqQ4EYM3f737+uV+ea6bcsgh694cR/PYloEeTAvS3AtT2y4i9u6YqaSn5z53UphpoiTdr5GKk/FIF8J6xlrkOaDqVs6//TUeLaBF2qXdMvFJChOmz9G+hKxQS5vR0ZW4c4P4uETsw08wwk+p1LftPuyS5W2qTYCj2kwu5ky7wv2Jph3JZAKiWO+//U5z/Hr339H9lBxzni+FFKOGhH0bErtB3IiuCdc3EdZW1rlbf+SI6VWwohkbvepTwQAXb0o8DERXWuzBUlbNUgf3sl4IfQFZ7xnTPXVJlI0gJyuacd0bUsJrYyojOYdGgwFOyYB266Nta/gYrBx3Kl6TXf9nOKcP/Ax3i30Q5dnY+Hf7oDEUFWhRzYN3OKHyuMVPTbVOfFWnNvfSGV12r3vy/Jd032wIdrak670027BMQsyXj04l4v5Gy72NZn7cnxePYj+wN4mZbL6+TXjx2f4wTdea8koZQ01n2M8d5+1sbLYdgXQXbp1T5fP470YaNzNqFtmyx6L/FQGJf88aFQak/C1JSnDUfUrbiRrs0HmBBRXUP8SVRdWXkCiv9QueuMRnyF66dOqqhi6eWxjC/cwZOMAVjr17Dbw8euoUCXJ0aYTNuahCKigpLjUJig3ilzKkK+RYacCB0c1erEfwZBYx8xITaSa0xG0ow0zw8VnC/uDTAFXKCU76ZSftkynASdPsHQZTSPKoxSQu2hjQCK1ynlD5mMWCHuXpoVwuDhp90Z4jEHaAAKOKbQdu/X1OzNsPwdDQwjeDoRcVyY44kNV5qTAkp3JNkhNRAoQ3kG31PZejmIqpbZc6QB07fNj3g7aqCp/CtY5NyGLuk+Gf6R4CKJpptAG/YvbuXfT5FXvggT5xJ2cF+VFtKdyGGEl9MM3Y9elnJ1lVHtGbc6Yafz4hv71QA7LpLPCgDLSenbQ8veaT8dKNuPefGLDbsdbg5N//Hx/bcqkgu0cltcE3Tn0Xg/MWppzbKGGYhX+j2MsJBYq6GIkW1vU2FoqP4yAW+TIqHDTRX1XqN0HtJI4hBOJQrYOrzNHPgEo9TmW6OfjNR0/vzN8UmQ5tY1SVWYrpG+DWNZjyjMVivZRzHVUnr09iEPbrhmdum1STyyTrrkCWO6jM4Hq91s8lZD/T8vBUycrLu1UwK+PvJl3JKA27QosrorZvucx6+mgY28PHHdDfX61VCg4jVKOnfm1VGB6WQnl1fmTSVyZC+at4IrNcyp8WC03Bz7HPRMCHQsyk86vTASfPJP2xbEdIUgk6Jx2o+Tci0bHpYoEsd4WnGy6y6BGx4N9TxR/Ymv1DQ4QjCo81cjNVxm0nad4gsaMsophIaYbrM1aMckubIzIXux/0lcgU9+BLhxHQeZsXMss+QO6E2bhrMmunBbVPW1XprYuF7HKH3e7PmS6GoEUJ3pwbfA1C/H0jfrzLa7B5z//pAaofm/hxSEHziulPfb7/TN5Wok1LKONuNIJ6zEx/SgCq/aSH9Mm6nORaTjEG9qPO/Dzx9XRFmEMbvfIzCwOPYzMNcUGEXTZANLlQXoJudR5nUzByU4Z1OEGyRzdPQENDlPK01CoWQ02AJFxwSSqdoY+qVzVpPg8BqRYewMdvVosbjp3Am/PdgaMeZchtCOy5T//mFK7xYIoALWyYM7qz5RtL7OMrDzA6iifZ88nS9AQw5PHdfSITNycePmU1WlflT6cYtUQMJiHB+l2xLlDiSAUrbikDEfLGGRtsgSWCH+kJpSKHKLANGE6vcr4dc0gzRSxCJxuOfHI6W1jV6p/Tn0NOHKOu3pe7K2g7BELX0bBXjsGNzV442yDh2/ekUHA3SL8hSMvwvPQD49XOu2IELkzxb6wtUlsx6cpkSwO4m98qA9ky/3+afghzsH0vQ+t9wSaSdOcwGGgEqjz6f7wlW9hBhcH5EnmqcPe616nXHTZ/qtAVyShtmnk6dssDsaTQN7w1K9qVY8At0PGh6wlIanXN98wYrtrs4KTOery0f2RnMnWC/h1ClZXSABM3twMVAdOFVVizmmapLyoD/uZ3GNxn0TA0NJSFhAXpZGrnQqvCSbiamv2EfGAFTUyS+TUhbnopHCbb6Tdw7jjePhUy0U2mPeMRVNNjPjGPcrpH6BbxS4t1WoMnXyXPcfv2zCsvr+WLbZHZPsBUMukgHCqtT3BZxw2hqC8xwf9wJP9qpkRYxeBqiAfFA/0sbpC93wrlJ8MWdQ4pH2U98MAuTPfwW4T1AAWpKXn5iHazKc2NH8MAbQjRT+aQcMuLoYM19PhGWUJK+PXKb+6kSMBYcnCrByRocZCljlAG8NDgDcVae2LJYGajuJWYEnCMhjtdDCG1+GdQNhxCgKr48cmc5RZSMaY2f/rTzSZcno8nWQD5QeSUaIpOzCjk8lYQ8DwChkryVx5NWtgOTo5t0ZBZU/gA58T1sfIyJ2nxKEbZCJ2MJmeWViJxA26tIjaB7GKgc+OtaBhmaPtW/YD0uZ3Iw5VKae+NIWXR2F/pMsniYvjxzVwbeYmdEkTlxO6Hg7e2dXJ1f9I9fI5BoP781acXBtOlGGKnfLr1U+6QkGofKX4xi2AJqjtJgfqf6BLT2ZHrqTO5cjU7uHTIQjx8zBu2AdG4h320Waf5DOJtrf/bMJJkIj79omrJrnl6LNqQTQJwkypGk/fvKeubSh5Slw/X8NSW2O7BbG1SeXmmBj2+fmpyd1RQ4HB7ntVd5kj/ZAbTB9IgG/qgf0iITRORjw6akGJhwpH9vTpCfnItG042wF4zk/0RoedTFKy4iysaZBhaf6M5GUA5T/i8t65PNYLBOzmMcY3Zhbu3EDS59o88wp6xm7+3WOVU8seovjbprL3t4//83+0Y0l5XcM5in8fyvcshAOWDu6TmVVVExjW5VaNiNRtdGluQNjuEbd55PrPt8XJVigIDuWlU235IiUX/H7SiURocZSxHgDPbHkCIbm/JwSTAP2wfHOO2sNwmvTW4hNy7Ci8uLndTvfUNzVK1N4JcJw2mLqZ/XgNgfjSALu/v//8M2WSnwGLk7j9+a4mWjOSpBM15RGIeeKkrNxdC1DqTHbl8jVzIm71pli8YrZDhdsm5Bqlp6O6RhCWEAfyYM2R8ObaBoXMJR2D6Q9+fvaKnzyInvuenPpATgAE09OhVqBQS/5cbiIrirRnYt6xoktQUhcARuTO/HhPkYTIySjDfFA6fpdmSICEWu7D852t9Rz6dZlUpYr8Wf5+xQkceY8x8TIPz7NmxaLI8lyffd5RWY+xNaW/L8FVbGkoOdJ1mesdn3/pk+i8S9dJ8lvjRhPXOtC5wx56pdl87Pg/O7VDAvzxoWLS82oLFtEzCUDR0UxcqaxSL8Mx/Jwg+zA0aKD8+0BX1J51H+s7wzoBhpAfN1pS/BVI/miUNLQ5UVuya6MLj4MkrgVDgRZQ0Qhbv1UO2C4xrJWPd+cAjgPHmkeSKwylUIC4L31F7DXE/UJrkBL+iOoqavyxPKYrGip8ZqvshnDXnNAdsIddyTzc7dVkMgxbeH/YQryqJbaek+rEylizTrosNC4WXDDzjUzPCld8rR/J+4hxvSbxe/+RghyU0n9i+KJ9Wk2wzOSRN1Ut0NUU94VLtgu4Z2OaHYTm6REdF5kuTKi8MT2nQ2VZB+XGBKtNaBVEqfIVaWzLeL1Uy/Cf5giZJDFhqPcdxJIUqU8bjKXEXVmerA9ZkWs97eYt6xq2ZGTCvXlaBHh9vH9rTC+GIiyRNS+0dmyyfWIChu2GsgyuVV6fhVHd2l+6IOEgQT+dJGlDeHv9Y5EVaZ1ZasXLas6JLiiO8xZmZSc7cSQmqEBb9VqNZ3sh/FDgXjHGrMmwjtPh/0TCi+Q82jAEVf6eCT4g2okGptDf3arT+PG9Co0t+4Dd+mlz0TUIMmKCtGhuCXoCAiKMP3jxo1f+pt+NWX2j9zbZnzfr87ZlO5O9PUslT4TRMnyZQ7Ctkwqkj1qAT32OwH+isS1pWlvoge7x+naDJ49yYtkLSgQ1Farg4u86BdEz8tQrMyhiSx0zB2YCXwDKOzaWy759sD7+qo0LSLoQ6oJ8mGj/TywQTacIolSELLw+IDDUic1BzQThYvb5tD2ChRpVo3Q3hzangv53FVtCEnuy2XdHeiBy2wxsRe2pt1czz8ST1lwQOwpnlC3KAMpx9do/hX+VOnwNErkJ/3rdZ/hUgb6Cm9kbA9vxzmfc60dp8d6AU9Rw01EIr2HkZjUjVDW6YR/sGAONDcSPSEDSD5G4METkgKZxu2SMW3fn+425edRZA9HQi1xqKB66m6haU/qvdF8lfBvkt4qafmpgO4Q02g52+ZBmmQqA5c5u78zJ0ImyyGU9dBhMfH0gbddFP0Zad62oVa+2skypLbEEEcXtZ3Zl3n37ngGaiUHDuYlqjG9TqbUHSmmED9sj/rH65HnMngbhOsGDtbC2cvLIsEnp18RoGA9ClX8JtnU2Z6vfuT66jvPg/u7SE1qvgqWt5bOFyN7TVTIwKe+IrQNV5+QQ7MNQTUwb0+lPTY/6NcKONrXz5Qx47iaohEWV6PmZdAxfRsKhoShXu40gPT7CPALOBq6vht1LZMsO2bALBlEuc0KCLNxrKBXAf0wMTMCQeuZJEgOs0Pblen5/X6uY30p+gukgtescgI2FoMjW2XHgJRTMI8Bj5kJNuttQo4Wv5jMJu7fx8Q+rqjhZa4uWUpOcK5IYpbSdNGhdVQaVRJP0ePqiMpqFwCivUStIRpqccFrDo5kq0o+tgTBAa4rAokoAlEh8XeyOc6jwjuKqKhm4ke/evYneP65qBIvrtJD0adSvaKM/fHxUTJbDPAc+Ooi1ciiJJ74PJ8IwYZ/o7wUW9XHJTA4XXz7HyQZxH/bAKvnW/KZB+ZHnW1xjVKTxyrp8DoZ6hwKklTBgeslR0z91s7ZXS6yn1T8nz2oX/KBpUNO56JOeDxNJYGdd6GFNQ3w0DEIWhvTfocIFYNRPOkymt99xt9Pk8OYxrIQ7YeSKLJLpWIuApBulNYiCpLEzANyVaRHlEBrPIwZJVtB8suPILL+p5IH+XTMzJ1JKbY0IdWIHzsZmnhQB6LqbUP3ru1A9dfNJ5Pxk+JYeu1or8cd/3iTV7SpdU2vEu3lsE/UGRXZAI3Qlhqp4Ny1km7im4+SalCo0euaUGtNMCl0+T1t/aTydu/Gi211xjO5oMgUf86DnMj6ltT2b71e9G9/f31//EvI+XEKCpYhrGz48qYso9n6ZW9gLQFxyVxIX1eusVGy7lNL0YbxIIb35fTiES6wijQCGiL9x0OM5cj25mg1IxlszS3tQiqOuJ4so7mdGh8caKq3IdhKi3SX1oLB8MzknN36GcaH178NS9+YnWFeww2+C+FztoUTVDFR4TNOo/wvjYMs7Lnd6+FKsk2NTbfChaW0v6B7hVDbaIOS8gnyXqHc6PTjuCJasb3aOLwXHFIN8YSmPeG4H1uHhT5+BxdYhFYxKd8rRnRgi5zVNnds0QTxd6ITFd+16WGcjZNNxCDsJzZZ6YuhNz4L1z/pPVRmeNtiHnfzPz5fsuQyXZ/Rl6yTz36dNA0RGudjg1AJX9cokNlOsG3Ux7zTVVZIsj2rMVM/iU/QOvL9/fX9lPEdm1j0g7PXBq3wYfNG38CwNbf1kYxjEW7sd8rGlqIxwpZqaEjEomQ2TWr0G03NhWk82W8AmsRiElRqliQOqLrRDI+3qTGHzpsjXqb2uFt5J+xmMyzfSoCyrOlpHNtz6Zi0vmJhHHyR6GVnsN7WTOFYMXmYYLmXTqY/Vn5qk8BElG5j/bQQli6mKMkVPF4WAIQYxCwhFXhvZj0MuALAJCmo3C6U/Qf9NX6d8kIETvImUAEhhNuok56KT0Ao0u33AX1MYhCueyMcbNdk1IkmHGVGEzUD8TvNjX5l99jjLpQKlnJUaeaVXYjnA7LiMotLt+2XmgcdFtOq7oOFmXA263FTClJFU2rc2TpV/rYnHnLYjlCEZ228MKCn9thbyQcSeleGjG+h8MHDvqavUojLKW7FIMLZ8nsYd+/4MaLRx3nvgENPBEbIpewXaSTQEdZqzXkZgHEuQiRrke8Wtr833kM278nAuTs0xjhJNgqCKgAGKDVOjKvaRZ+/Vs2BxsnHtfIsps0DZXhTPCG2uq5UhkUX2fKHTRNEGJL1SnqB3QgTzLbGtCLEcRmWk5BX+mn2Hf6CP2cdQbslB8NnjIoxCStoaIK6AWjCPPmeyPe1WXDih2hHRRsQcoXxXUJsiGwfKjd/mwxRzKMtZHZgthp842WbE8OPOjMNFDblxW8vX7J2f79HYhgBmazjR55/wKMus9Vl/WZFfRcApVFI0EAslTkLZVIda6Loziw8zrGlCLVPn86s8kUbBBbViidb6OV0UASnutUwAslMaCAzVNwM0OUxdhFBIDOVlJxulq+2qt3h9vl6fr3n0G7Il23dZLlsugf72R2SF3eFMtl+wJy5mj1hELxcKI6AG6RuthwffCcK8NGuANPZgUueLLfgjIeBARTMqTECV6zXZdY+t6702FO5qjGg1RbwKyoMCAL8mpEAkxtMgQofbZvE4IWmmARYQccXsreQ3JppfmUm0i7nNV+h2prxW4cGjTFDVRNollg3+8z1A+/e/P//++/X19SUTNFJ+HyP5qBq7px6lkJiIMFOSW4U7RaEue7GV2BZrZgRERXiasx0f3ACzGwo4iGdYfxSjkFNs8NUdxJfGtj3vPj75kXdzhw6GaqCnkQwh0ght5fcmjJbdH0KEP+DRmwdTWcFZh6Z6dqutk4qIopHHXTXPuZYq6TorvHY4hxqxsJS4oqTKOrABYYelCbB33alxAaWuSdTneqxLFCwtgMxpQ+ezU5ioRpR5w7gOlJyYA5R+WF8LpVR2cHcRhiVGHm1k3wGjC1guNo9s9hkKsrK6GJDM8GuRMlovdr7sqG7C/P0KpLEfegSRQT9pPItz6og3Bb7eoI07S00r89y7ugOiknwCviSMaxDieQ8ur0YujHkGAsgdWM9z5DZSTZqSJxlJignu56+JyIxZJ0DFWuPj3Bftg3lOrRTwHX2z0xFJIjp1mJE+idSE+CdTBNhvJ+pNO7EBhI1G6owujuwYBbgRk+8A9rRA02VE32YudmtKWkxzEoLx0RdHFTM7WQK5RRZ23ybar3PMSV4vmK1u83vdq0cNQnbd8P2kB2itG89+BkIxuTQratVyIVTsdxIJPcA/Sj4NW/DbkzO8q9d+EFRJqvoCIyk0Ogu1uEndd0cg7pL0d84cgeuyVRL0HklI5i21nLbdRiFD9WnZMLqEr/VL/M/ygqCdc5hIm0NkNla+iEvJHuEdTgri8lhlnT4mPCGJlOiXrrL9Rg/VIt4Ao9Buf31+6spR5jPjxVHSAB9Hn6JvUafJorKN2Za3ItLLA0SmK/stc1wwedl3d3mypMZ2T/RfM8g9VW49xjF3K4Txu1DBt9bsMX3tqS2ntCvFDYdD7QSIPFAvZG+5gzY64f3eSOxHUqV8jOSqFXSJSeDWC+9vVtrUrLu0ECOeR/GeZEs2dXtlP0u/bhNCkRzUhADTbEQIpCkSi/4/ugoV5c8AgArWIT6Uh+A9sXw557uoo/mSd+E24iE87vVT2zx313FPrd5Xa8BsLVVgY7bS85r7R+P5mdYXqaBUZVV3L522iPmWkw0gJuk3Nh8Y9sQOxLx6iViOTGtZzOBuixNpuYA5Ex3mXpKB/bjDG2URyWDoDCwhzCcAvPAd4IR5fU4kBv2qcFVloLyfB7N0BU+jT+Vl6fdlKuWvGiW/oRxnpT0SAL4HLUDw7lzWeDRXJO1cOTvF9FlBy6iM4//nn38UBQ3/zciQn2NmRuNqWEzL01AAv1uIsEzTckhvF2WIARWUq1KYPqd0cN9ph9evUUjF3+TMoFBbhiX1qSrD9u8FMxX7Qs1pO0ohVd9WopJb0bYxyLprAs3Ser+I3LiQ+Pv7+fr8Hoem4eMPNNwfXGGb7RFvGWch7RM3eKX84HtaOV/V0E/elWr/zeskPDspFtNKgGKqXI1E03zK//0avvbn5+tddY88rCBiRxfrNpwU2AKuByWCi27+T4OpDg1D+xuMM9a5GToOhQb6ZRQP2mdAzVGv+rL0Uj8jxFrdfMje2wiep0S14aJMe2NeZHJydzH18amYefbIH1HN65U9qr5qmdRtjE0kpHNM2eR19HrhirT+YO1HFxxDj1KfQ/fT1g4TGTOIToSFia5m7n26VW7Z0k2P5TLtZIUT9CCG3sFLSAHh+dL+hldGEt0dk6s5rEfjnDC7eAOOFHEZdIRtJGoCSJUGWA/ApcC0kzAlR8eFX1MJbBovnmGih7GQV36mJ5No8giAKTT9eaU7d8+UaoMO3YxDqTbYsZOJ0UMZcCqiAPfWDTaOAsxonu1mV0s+dox7Z2hUt4PqcUY2090pk6Ll813XXIiqZxxwRzyn7FTbQifPfEI/dhdpnlAQvBtYrTTjWdIFRKFpvQ2cZB2pUWVx/zwqBOq6ccMCsB0r03Trrn8OI7R/klgFf3pq3yNBKVgc0WChwNLcoSMmZErDoWawp6qmQ2WLoU6Kx7ebOXJWpM8tVVmijsUI1uklQbZbgbmRrTCbNto8bVY9Vj3Eimbd4dN8fWn0lAZ1sAMruakTZaFpltM0+Xo9v4Hif/brZH/gID8jmiqpBR1r1MgpI+fmwn2GhvfxceYA/HGBPpaRNT6Wqysa7O7pMjKVIbHfDfRQ9Qgc+LTpe9DChQ+ZYvdvakKbhxDNhkDnOvnp8Tm9PBP8TEAunojd96fA4q+vKfhL/0JveRX7y+nlq39mXAop8RSoK40bb4BX+W8i8IAdTU4m2KrFE+BC/j+F0B8IILhFoaJ543kocQv29WzT3cdZWgcIquZRXEFfVffWYQegKgUU+8JITjZSlccxU4bH76E7PP2sBWRDDIsajH2PLSESduACTGoIzV0iPKr7zRWKXF5psDiDpkjrFE+qurANpOSQ2ulB7VTrh6az4UBr8jiSO4zJ0zz5N3DsVC5b2ealuUJ2yRGJDuoa3dgr5XLeeiNyGq9sbwPFLb9xy8mb9ILjXn/QjggslEwQ6sYnTiqfCV50cml/bXP6fQgPOJyyo81pHwfVA4cn+0Xc1uG459EBeIvPaSH7vQUXWcAIGAVEpcKAZUbxBMw+nDvuXc3iADtr+hL/txgSGe3NDNNHpNQRQ0NOiJprEDJX9Gy2Dzh1oG6KH7x4pRolj6bxEhL8cBand09wsxQdX+/02tukBJNoCrQ5QLg8hEQ2REu7zxYNvsxBa1mJBoZkdeE24FO7CzHo0HpTS7tBa9Qd3FifXGum+KbQ6vHoZ6ytaR1IisM88SQ65fD6bLeUuFlOaYFL30KEV8DpaR9iQHimcWsPExr02f/3iLesSCiPZQ0ARr09IKc/nxjEig4NRfnjmKNA6JjVGfvo3bWX6Uxjb7KHR2D5HR93PZc6ms0gS+isplNRb+OWpodtiNwgVDJ97PBSoLeqbysaPaqV6ka+GE/n6w1E0l4LylrGR2q4lgR3EHhOS7OLI9ySRhrkTXKe7rOuBYtl1VBjcj+0ZFy5dgD2MyqpBhbd8YjVphcOpm6sTQl4dFMHSl63bL5TJ78lJ2nKbYZ6x5ovkIklVwITyoDlcMjovBQcuxoFwwpoAEK2X3+1BQ2GMoQv04shC0Y9v6NnNu45LE2Le4G1w7BlcJPn4owKzrjTNM/r3adk4YPgaEVXuTMJDBOQ8tn8ZGT9OWII/Tdw1Dw39dETNjrMSi5fEWr82cC1t7spZ9/kI1oEiRx2bTlc5DaZ5J6BpQVOsjOacTldlCyZ4/lUsFXMIYC44Ww6LquGnlx2E07kWbpnVg7q9KGdO0OIhZHfg/4S3vlp6GInZBREZUW0XYduzub8uFFXdrRKTBCx7yPN3GtL87lTSyGUmbCaBpLIFSb4oLxcYY94lkodgWImASO+JoaR5iQ4iNOo04xEoKKreYawtpiHQUC1bYv2RTaxYI56MxkrxEUACBVMKiUChVXzDU3qibjgbdcKIJnp7T8fFvR2bqwI+etLy74xvG3IF5LdCkuqbfMf6QrfsBTDYj1Y8P2tvCof//SksqLmy6i+sCJf0ZPfjozEOvpfaJsJQpTO+bdB1vY6OXSZahdXsmVPknY3/wux8kyviaYiLBIHsvH88JkbZ2InLDvoEh86FSpiIwK6Fnud4MNkJD50+EmgkL70pTJ6CcJEeguCbvYvQeETok50xIOOwU82kcEWG7lv43WNhn4p5Mvbd5C7u5MVOV66zFlvN7pb6zW+Vb9MC1d6XWLRtRtYFrj9Pv7O2FkqooNPPzztTtD6OgNrGyYsjeKfTU8imOsJ6royM9dGx0jhtpvlfdvztgGPnnlDh3NgQk5vsJVaQGkeEJbuNB73YVciAp8HyN2c5/CF5j9Wl1Ln1ZjgvZ61O9F+zEhQu4CW0IgqDKRZqQlQ+DFZuPdusjv1lTAzw+qBHx0d0aqupzS0EmeEzOGubAFlk1IkYc6fQyginxtgeBfI6l6S6rUHgoWbHIPWWHb8qSH6wpK3jZF12hCHbHAl9RBHqx4PhC2yho1HYniY0tfRC+GCe9DtWQOSlQhao4P5uFFyT5vh/Gn4fHv/HFKlL9VsVdowgrHctlXljeVwNxMLduHOuiUyed3oyvDts1BVHAWKDEJsGwAybSU6UGp9ZmakekNMPEEbwMFW/BFK0mK+yX/KWS0VJ9FNUUihBkXN1SHp42Ml9AsNtpsJY9QMWcGZMqu0rQpyZqzF+388emrp7fCmPKuCieWeGwo0KQ0ijsiYocreaeH/j5EwFTk2STX9ZmEP9XhCVWiZlPEb4JG5wSBfdwYGD3ePQ9N6ylxAFXzLgvEpLJi0rDm8tJ+1/3MNUQICMYV+Pz6Hdms6C0ZWjV6YYwufBGtofFGF2x3qCK+M6MBpQ2/Tc8MWvG+EQQS2vXyeGMnuC6PVVz5XaMKn9abn6E0r7aBIrZqBVqThdEcH/a2uuKGJyj1zpW1XsqkqbpxNfhtIfI8iF3h92hQEGcaBjh99DBHdOLQnFZts44D/2QKKmCCQZnPa4gKo0zcd1CqzvWxRp8BHS2px1oMepxpQeEVH9ltzFTrAHMgj8ARtBU2L4L/R1u5tNHc6k9ON0yVoTtlTlBx9OMW0UEGgkFGjTPXo4+19mmfTIxRxo3bvRyG/zTT4udVO9EnM/Ji4+XQzxhSL5YnqvVc7+mTnqyhxLZ58iIiEqi7qOqWM77BFcT+S1yjZUjOKA7olYNHHcTRRu/mOOzOPx92G7x9vX/93dGWiThc4Jk6nOgnVeDSKKCsRkn0qJ+kAJxEcUqu0nfKKyBC11Mwx+hgRsxNOvz4+bTqCnWaiT/bbBIfaH4AIDGub9j/TYndSjNEOmOFGGnJLiWH9hEDooJoN+zsySwUFA+KLUCorF2+ezJPhvRQ2Z5WQdKIzsGSaWJcw471Cbhkd3srnS9tgHtDHa5RsVLwh6w2kCEbgGNwNSE/0LGlDI7+ar0ippRSUn+nxyDJJRiX89la6PCluqy8HzqnUTfah67aPKCUpS40zOOSCUza5eiiIi6V+G9AtZcPIOKXh0BGLNpIUrb3G27acqonDBMPuUyRkGQf7SNSU/Ke6tXHH/DFikmpHW0ap1JPH8SEZE/VBFkIo9/7MH3l3pYnDfKYRBqFm36+FzTMVxCeBryhAT+hu/vkGSzoL+XaFQ2kOjANRxb6llGJaXIw7rVoXcfLoSlsjr/URreRaaet3Gmfr5DzNRuO18BEZr8EDayhZGlIqQFaeCA8wpY+DUiCdfEftFePxdpSBIPADrUkTa1Ult5YSXngIbwjlcyRUW3mN3ivqTGvZidoN2u0VrjDZgRKSerXPu7Noa9cDh9DOLrpzphv9AWluz4ZJgi0HP4VJc4rJVN3YQI4H3DITFlrGT3nNgtsBRwftdhyZi03y0KOQvoe39+FFrCCHPtBSbEOZsB5xIDfFMWo30+ST3CEQviuZ0jVYY8RAtkH/tgyqS/HTT+OT9HA731D9eF5rLYBKUrIMBS2ciA4fVYFbZ3aNq9CTIZDNvulYoZiFUyCSnss3qJ5GVihnE4+/FAl9SDDX8LvMha/7h5KkuIHHaissHj9jWtsqU9ya2qP3P+WAnzEHaVyZb5kKa6yyLGnpi2sKT24QmYotU+8svoB2fkdn3jLU2Ol31oekdJSQNJtYgE40NuyVow2Lp/OO1TJVC8ECP9qZpeYSmiv4bVFUsanmT7qYDBb4HIp1WKHAix2iregpTX2kajZwmRt2Rt7zGSom2NT+Dgvr699/0Qk4S5oShD+/+EaxJkro8aib7dh8Jq3Sy5LiGhjGdyq+0PQnTE0ba72VGyuLo6sN7+7rQi+5FGCU6rCA7LEPW9moJx4w4pZf4qJqB+tL0o1Je1txwOYtccxr/bItlxyhOx49bsfgrJtWrm3VfqBw/PaxJ9phlkpy6lz3oZPU8XHeU0MAdbSzO+aedK4mVFa0dYlbYOlac52SxaCBTaMpCwEQai1cTCPb3FFl9w9ZJnirwxTlBuZ3l0Gz+3A/0djwoDKpYqG3N+nfCv1bQ7iQx0Y8vqOxeChmkan6RhMTbThLv63v2P3tOeBYcqEsqP6mGcGHbviiaE9NvAOukSzdhPI9Tscllz8JGMTkIZ2CtF7nuEE3QAdgaxfGBeCtOatn6ZrpV7rcC1IaG+B1AgB/9V5PEeqGgBrCbgkbZGNsx+J4dGA+Pl5STfMlAyHK5xKaWqKjw65qUbDbQY0lnpV4TUsQYh5pycpIEUhMpWtmFw8aVwRvN9jKbWsBLY4fq075oJ/or8yCAJcAcwKFeA0FugNJ34ooDAU9omm1SIwQFAl0NUc/ApJFp+OkBaCnCitsmUPdnfSMs0xWKOrI4Ep7DbuI8Vmfn2l3MyE/Sabs8/fXBBtUjw5bAn3sU9jZUkxAmPXBoXLs0BSA2laKctZ08g4Wh5MNayO9Dxn31wJ1dR31NE9CQGgXUQ8TIDuKI7mkN50fpUPI0GG2rheLRLk7aAE5QkI+Q8DiULxNjmdHuOAGWmHePgpFSD6n56iIqm/MbaydEPKYXeCOjpPHvrWVAhTD5E/tAWqhuxsrYdY1ZEvG8OUcsyw7qDBbw/cVhLdSQPn+GCs1PTJa3QbQZSeyyhwoBhF8TK/CiSqAYLNw4XQ0sGP7oesyo8m6PGY0qb2u89mpLbi+9zgonPBpmEjl1Aa9TOZHNckWpL0HqfJ1QsDW81MYYo52nfxjzHwYA+eS5hqcghfIMA4ETubCWgLQB1qQD4g/49q6UbqVe6hCKamU+fKDP0aiQloX6V3xip/WIxDGZu9lt/7ninb9bB1aSBV6J/SrL2xA8p8itS9l20Abu1RqIioneVQFRZo+UxJp28bBUfaA1SHlfGwdztGzALsYBZqYAxOmL4ijYKOSBvrbPNj0RmIzpp53hsHaVvfwo/wOVpT9CUx6ih7Wv/r5+f76/v76FsQ1Tf/qxp9H2hHoi3jFZGdtYREURbZbZLnkfT/V2NNQvjYx5aOAJioyOjYitfP47+jmeLlDqPCsZOqOjxRrY3p24UOP+z/7LUgWu8Cvrxj3HeAbQosjrVUgKNKRRFHibAqh1EPIiqGJ97ASpqTTt9OKn5/5xwxRVNXoz67O3+cJTXXWeHA45L0/W8pBKd4HqdU20FvcfZdQxypQNk0/v6/RkXv0MLAOxUoDe/WMszGCUTeb6pqm3SBe1rAL/TZrZOaZjpyiBUKLWTA6lXRlNZyiqQJoHZQqYqyorqu9pzI5fx/9QmkHqjvm1GHXjlSKlg/tKwuRJ745D+v+EYFN5f6KnfzB2GIFrNYs6TwLY3adO2tgaw73/QVZTir1OAXYQQKgJG/xjZwDuw0xI7ppuW8H3+qJZeemENQCTUYhlf62JH8+N5Y/7u9ABF6omR061kfRVwUeHgo9CcZS8o2m9Oufl2oVr6mBVBk/H3Ke7wOWNUGbc6eYWRFB6vIOFQIi6NeupFksZFMFxRB6pxXwk2pAcIpb9B2UEkymuE3F3JuLBgMsZeviAZHnEWOqLy5+BFiUNqHAHn98mY7Yk0OOyrER6m4w0+MvIjv/kYPYHYhaCsoxKfS6SjNhaZ6/ixhpYpeCHXQ7oxh3cMhGbGynPsE10nU7WUCxwr6+4mlpWzrvCVhtNFn2uQdfwZJs8Y4jH4aF/TH7hLEQkmbNBm7tMCmnNpjCIZDNTOhxfOxDencg2TDiKHE6srF37cMr4eykHqq9J36WQtFYv1MauiFZ3gvJ2bsoyKZ52lRjRouaNAfr6sSEJpSopllTgGWwLz+TuxfdPFbq2APCVL82nQFtNK1N49UPQ7IHcu/MofyFh/qIUAeJnMf+cWZvhRU/0kQ1FTqKRTuJ082ntQ4+YEXYtmfy4GjRIxwegWaDRs9Pei7W4jg3qbSu3KVrJXPsoFXnTkusqLfNNvs1mTGXvhRoUZ+TSZ3/ntzJOaq9TwDAZ5iXA4QHqfuuUuCFmw8UvnfSrDUh3d8/plz99+cPy1AgZg2gfyuctbSNiBbE4ktCp62LSxw9UNNUV2S5bDrJ+BO431CTzp9b5CHo+VudOCE7sfLvCEIo9r3Z5HKuQmqMykhoNuJ6HGlaz52zJEZFESqFf5Zt/mO8yhhD9QzomfMW5aiBPE456OvbYeLPzxca6+hfY5qBM3Mi0MRqDedgM9e3UZZRwOrQHyuQVrHbI7QbpSPCW1pMi4JmrDuYoE05vYtn2E5Wero8PYmoWLLrFT9vo/YTNQUVZLDLDT4mFxkFY58sCKuv18c3/fwMi7X4/kL1zygtaUaM0NHvTm0KPan5MhP0i67FHHY6CEyMcQwK6DkffKN5pEq63r8RYphV+frXfV+vLZcl1W8Lk2ajs6vZQlLW6QRCZ7SvXLBLB5b8sV27Ch/0AMPNgpwG5SDJ4mnz1z9XMJZNYvzLX8eXxm+ApNw4mCjW5RcVnZSl0Xl1Tby2ZAw5vfI6L8GiFjDc/opCNmxPtN0N9hPzNrqlvCOdA6oB6XLpJVchiS4HE3dfr/chMm0GHkU4c8Ac4sD5MdCcWZ6zfzUBhoLb7N5/Pr//TSu/Kp+WCpjKar3LKypjyFq6R0WIXVGednek/55mvFRULL2wSKp1GmPQUqX0Av7JZJyXiS05N34Uj0NRq/mKMmXakk8+mrCgzW+Ju69zoTSMsGF8sE2gz8SOq3q88yQYiVJNwNOSDm8cSJiwQJRU48hk1XeWLiTm+QZ8Fh6muHv6VzMo4joYNXSZcxEUVvvAU6vrG9tXbJG9TDehSJ5hAFjuhqcUbMmaSou1HSNyZYiiBQ+CJ6o0XYg7l2Bt6m2ZZHe1q/ntV6iB6c2ageL5aT9fkx+RGx+dmfiH7drC6wfsAxcLLJbVUHcGxbSxPzK2HG3PntE1TAygmqIYgtnGJ011B1ccVJS0cHkyOEu8Lzs83i0MgkccnN0V5/Ec7J5nHpZjShucpVhyROCCmDVuC21krPaKp2/7wh+U1hsW7I1XYjvtQDe2AVWAMOwWW/x3QkMfVD23BSSGuCRxmZmlpEKlp49uq5VpY67gcSrS10Br0PfP58driqugZvW6JOTIo5s2dloxTm2SBopTjsVuI/Wn2L1ErciDqhKOd4I150NBXG1wQZUM4H6MKl1/1p7yllEbEqHfidoxttEBzgAkcxspZyGT43Fa8BTVVVaZVAGUjfnf/vk/zkzSnePL9PCLLYVlEkzOL7IAp1lv8xAXMROWyKfoIzXULDfbICeO9qgrXYB1Zx25hwjaYTVSQ3BjteZ/JgjRBd0YBhubSpW/1GtIl3Jq40UWELnlzM7bv/79Whzi5DBcXujBqwFjYgLSBpXqTTYV7ABTM7VWhKaSVNmiZdEglOr6Sxeqg7MG3y8Ny/25wyILU3n/yPKyhts/FbM8oezEbT7UzMkAFS0SHUzff2DhFAQmjd1hknevsIfPo7E34p8/3/77MTwF1Zw/FMjjYZ2jMR9PE2jslN6o6M3ZeIH0VN5RdwUB5U/SqqAXa0R632kA3cnRzxes6aDmwRLKVnvU1V46TeUTfBzQ8aiZ3XJX6XOgRzj7UJ6ys89DDXhD6Fbh7w6iOMmns5mfUR0CEZ0bpCJR6KSAXCAcFznSoc5gKIt9d2FAIYLVcVzJyd+Gdqj2tkWB/HSoSDV0OWvikmw6/q1hPYYGLoOtKMFT7cz6/iThUVo/OpOluDqNjFpx6C7klnQnOss2VT3JkpEPYvfsn1xPekMUbBGqJJdFPKS+1IjR4WqnY/NCo4ZqzCYaqHWDBPOFfn7evr4m/zFO8foUF9vK0a21xmj6CbDpEg1ceY+O/PHU+Aa+us5lGgtXtPHGcUbY/YhFVOa4T8ixqYgSKQLHUGo/hJ/FFfLgEizncLdBxB2PKbBFBZtUxDOk0m0SPR+ZjvJP3KDlNHga5wqEDU6c7wlabM1Mi5NC25Do/IJqhH9bQnzgo7LwVoq2JXIWikKpeMRYKvYohAQ/cdUhqoAvQ6zoPLinmur2eBUSDK2cqGOr08fMd7shV0NjsDZHyvNY3XuEE10FCPRVedIuKVlhXXgVnn4hiZ2nZi/RtsO2KkqvdkiDgrQyUqTwYSQuvwMMgmF7Q+QtGRtYlW0GMPKg3QobT4/XjMqrqc5cXpzKxf5tGw1/nBpOID6P8STpap8YLRHSUsPw0cuu2VkR8jeClykFIDU/Mk3Ei7El6hda7DXMTD9BJ5US2Fao4dXT0JXA+sGV1DbkbA1Q/HBOjw23uIrWHnevpSY4SM9baSl2i8v0Mq/ZeStdMTtH3pmYTnGFhbjsYIPNPL0/E9kH19bQ9jGPLY0CBE0riReqAUz62Ou87p+oLdRjN/zv/tyZhKD4KR10TtCAm713tiryIRoC4nWQVvrXl+/Ib1/fDJmONQK8MGdM6IxFEh/Xjk9nk3vrMX1buJ5nvfrE2+jwT4es2G0pDvhq5QjqPVpIydf0+LSUEdWIDY3cwIJRT1vy+n63gKsAG73cfqRhGP+sdL/IKxTXiJtk2iVsvVTltuGJEbhEYYgJg4lEy13fkQE8homLTcfAqDRKGMZJZ+2n9iYmBCov2Aocx1QWSe89mNG7nd+2NGUoFu5SPt+M5Yms9OCEtGurbBvz2bvHdW5WDI06IEJiHqICzupUMrwCbgNzSr4xSqeOEUBZhvc8s1ate0aqusrkBNhtV6h4rcTNT+g0phPTENANpatBVV7ew9P5SOLmth26J9lBy5l70e9HBGjW5/PTC1f5qkRNTBQ7gsbcvq/wD791d9Dg9Sv/ERf74dXhIZEZOX4I7lOBiLzZZowAIF05mbeDJJozvHKXpI7ewsSS9e01TJUa39deyug8dmmewhPxm0myNkJXQm5SmHrTH4XBJnG2gX7AoxRvc7SgLs9YJ6FjRiOZuNsu/tXlisoPuIhkPZw1KSEyeTbavayDG0EbS2EHW/QSsih6a8hDbYwI6uButnKsthQTPI0G4qRM2cHp201QzcWYYZH6pM8qaFyW0uvkNfn4+DzEOsS4ot3EIPDKeRpLcDk1wow2f4bMzZTrgPjdAfDpiTgCXTn7cCPl4W3XJ51KTiAfjUbQyNftScAL7kAnRmbno85aaBcZJtgWMg9PNz6B9Z/XS+g52Lzqws363HiYwJ/SPGI48ccZAMiWeH9MZKZ8RMGrtfU6EGLo7Z5yQ/nn5CHp3PQQT7KdtHpmprw3zMfUjd4+Pl9fU9thOV1tW7ppW+GJAsUP4UHbBJh4TEnn7W36wrFiaw6u/8tHBRednImCcyTdMIzp8AzEaES72yYu7QGaFWe+cp2+nuj7a9Gsdq23fL5eoz0gD7uAt/V/aZmofeayOyft53sK4Em1wtvXguimfI+dBUNFhQ6YG+wwgMuILw8Rc+eutjAqU6jWmrr+SqV91MBZ1TCLQq5+1tC0TiNiIQpfireIjNn/zfYGYXTvzobgBUGJKnsGFSB9vGaKwM6ieJbFjrNZOeyJPhLZxxR36FbAF7cGfc2EWSqHCiixG4STRQDi1p4AFrwpR04pv/gkVkUtRU2ZjoTJOM/OdkjPyqYS8bBekUaBQpdzklb2KdoD+rYzOYOvAwggVQLHsQpcazXu6HrQ0RKS2BLaAXTKJs7fRrsVU/ouV6krTigjk62s7cYNCHoYAVSv5yR9ClzTuPDkn4FPDnL0KwgsgZNeJazEebgoAyZN0pnG/hGWB3xAlNwT1FYPigkIeW+QbtsY7YFobKhtwdcoJWfxC7zkZwSotOmnyyCkZeVLC42nUmVxl83vgjsg1WeDE8anuw4zIqJRTIAJa6JhK4kNXhai2z56GDGu9w5yZ+oAT9q3QNuNlY1C8LVeVBCXnJoRWvz2yo+50Oo+xMBynew825IlKy0CONNgqrERPI9KYzoBVeguDsKQZHnnMA+jwrP6nLx1qzeBSOxwPibkeyEhY25SS3z5dq6GkAK3GZO4wYgmMGED/V/kNxTbQAg77Gs93AnjPka1A6mtAsdBtGucgmk5Cp9+eOpUG/t6InK7pv50sy/vvRHdqNBpjImBFEo68z2w51GusjmdaqptxWtknL+sldGkTkTMUKiU4Rs5MgV6wWWNYHL2RdD9bQEe2m8zCSlMv2hy3HI3MwYGdK6OS4A/w44R/4hJ7nUFyQr3QY8/4A3ufy5CJyWzpsPrdm44X/o+t1BYc4hs7FPE5CycZHEv82N3WJSi7jb6xih/MMsxJSA1anK8EaEwQuHQML0kE34kQqIUR8rkfPoMAQInEmob+XiUVD6QMt7rSXjpkNlpZ74HM+mAZsdR5zsytCfg9eaWIBZpO0piJSHETll8OaZ6sic3Wq9YQQDGPFAckBckIkbyKcvFSxdP3J0FNd/eUOzE3WX0bY+WCHsmU4eycpG62jtPYytrcd/fq88NBbulbb2ettqvICLEa2RbOMIislv3aPgRRkrrUYgGk3yULJ/2f55UjGX1A1KuTA5cog0kk5CFttqAnxJllHwhKilBSVtUWTd22o0AIVuDyqOvMmt2jM9Nlp2IrwjOVhbYGQ269B7/znQaVJCoFxqk4LKqlVTsnNzy+9s9vz7NllpK/yu64dJgMgNjkkpptM1J+PycOt5EPF/fw+wc2ysKknjBvuV9cPnnjMF5bDM/hWk7EPY2ZneD80Qxf7Kmm4kVIPDT8cmnmh/3AH2CEoqVlT4/ZHf++fj8919h2z6OJpEeLetAZskibt9UaPdQNz7eP99e31SxAtkyNzYnpyiMhcAkWNphGDebd3Zq+aNE9SnidAWLLQRHny3noMQ+jO3y51RRYKHRLj3OZTIcni2zImqYPKzp/ePj0yp5AMTbD52KgWfKJaYmaZI9SY/7wxay22dzjZketf3d+bMnZphbtY0SSUeaxQ3AYS3Ivst2oRyjGTvpB3T8B8fJJhWxjVxu/cTb/++f9nHV8azy8lN7xA+LglUkF5+fRR/25nuHk64pO0ev3Em7RTXR47le5fGsH/Vqy9bJyZWqRKpVGmXCDO/zz39ev1+qchxhmwBmqNRkQ3GbkCrnsoe6L6wkFai9V4efpg8pv8oG3IU9i1xRLvthccAagi1cPXO0RHLzLO/2J+JvNkvf7FjUs8e61UcFJdPDHdzMYevLY6aCGEI89n47i+BTC4/LYPnf2Vm2OYftU667fp1aT8qJc/3f/wo3IccGxaNKfD64BmrvxUvUglGKAfH1Hs9QRVZNq69B4ID/oVT5fzff80UTT3XUOfXTIOMuSTh7dKjXNuptG4vhBTDwlNroKA7LINLsrqJZpjVFfoeOE9tPf2kBnXlymsDm6xiqghGxTCEnpHH+eUsv+sdmtucRjpfRDG76UO2LkVd5DXX27eNbuwUww9sQvQJY6Alm7Wdx1vHkiQWxb/vVZuke2/X7+fmpUavrK239utH64BaVeGyZVC082isJwO4fGefgvKlYhhiSfG6XSPD1VjlafQrVaZEfqIZm5gGtbB64u5fPClIjKYFSkV1H8Ee4Neq4pHhtve3j0ygtZswG72ceFvAiEkJ1urnOWqfpDliKr2ksjMLmZpkckPNlxxDeeCPBTjeN8+1Cpcbu7E/hWbtba4F3L2QKevXxw4g++fTZ0p52I9IpjUL6C5GzSd2oz36N+1ynds/FRjTk+Zj5m5wfOil1ppT8tVEXxYN9k87YGNGTldSWYf6KJK4PcOwGTzVMkIT9zw7nzl8JerFB3TGik7P+8dWJeQ6aZ+cuj+StbZ/o5KIMYXleV/3D0GAqrJ9FVHlTcIpOuxuIV0W6cwGat+pQaC7foWLeXCj52zzrAbqvzH3BQGvrOQ6JdtZypWo7UuF1F++N7Kdf6IRTPXIbn1LPOZlo0CakDnnGpRvlkT/VE+6emK9Th8Z/PNMWtWJiKmXLKnZDbGTvieGIcW1MU4/aCmeT6o9RE009xGA5lY3HNewOK72eR0D8gYR37GllqSt+qJiYa7KYVYlMmgADh5CB7z7VWb/EHxbSlQRzJlBZZN83jMCSysiohoa2bBzO0pem40/mkJjg8/Pj+5vmuiZmK1if8RU1G9kWAYGeDfUOGe+04vyY0Umbq+gPxdjWvtp7HS+kZFgTBUcP++fj9fbPP+/fXxDYbmZGb5B/uBFyjUYoFsHwRP79eP1K0jOsfccLrtQPnJYBDIdTc7QNTr0dctHbFLOspfEz5Sk3UqjUTAhLEumU1Hwb116xCLt79bej0W+CE5FMeMBckufqFBo5ReA2OPnRGnyPMpMh+bmQj9dLqipNmRdY8uy/Ba6c9JaQpbxvj23gPT9HV2n8++/vAbYjFIFCHYJvjbLGk7y8DfwUrEqNdEGGwvVpngLElsPrlu7+2P34h6Cfx/cncMw8MaZEAEIFWWyfKlHCEWtmrJP004ussUFTJVtJIRLsPRELbVLnj2a6nVCNdoi7dERT9+HTjExHJCKrkxS0lWtGPnY1wgUEN40f+v36Sv0F4WU/s1bH7yloveJOPdHjXn3z2lgLb0RrMTJFcSYH7OvKnPj1HGx4yQRh7lGtZto63Mj/WZadSOIPb8cLeD3sYdUSmiOnbPzCVQeBsj9u0bHnZdpC29pbpQmN/BmemEoq6YVIuQZaSmWjWLj3OYr/av3RZfhxG3sCCW1HVlUEH1/K7jqO/v1tLiDNPK1hiTZJsaINgStn4kc1KdPPTOX2nv8ZDoW7bD2she7+mLb4rrASGlF+/Cd2A3lh/ls6rIjJdoBKcqex2rc+Y4GTKMibRuhe1jQt630ktyXmbMWVQN/yVxXvRQ8zCAs2J610rX5jQo1buQO7I0OhqMnppDFDl9ExD0RuvgtjNMvYKvmoHk53kZF9q6HgmQcrFZFLRUvzxutdW/1MRTIJBGwglwN1Q6OA1Be7MPKRxaHJrRfrB/4hRVb23oF63H7vSvr318AF/kiX7EqrniWa2tvQGqq/BXQamq5BK/vIRrVU7GEF/I9Uobe2026OP030oUP2YogonIJn4Lp/GrHQ0kK7I2j7apL5tc02w7dKLNpc/e5510voxItCD58gW+7vgoIBhSrfJmPN+KVi2c6WFf/oAXnSYyrdVhpJ04fXdYOkfHk/f2sAbIFfCn0V5tV9sLGT9bkG46eoSgkFxn7N9YCPfLVB2iFSxApiGJtt4F498mG7OUK2IisNv90GhArkBrEOLAfeSjwXfc4TefrcyR6PfAsY6inxdUOkK8CcGe0G714PmDoP/j9o9fRptOWas54xyj+BVSkQR/HN0I0zw7KZ6bzaNXxmRIVGDuhnkdOiJqUlFAnu9/I50fcHSkvHc7+4wXDmt+5Tx71l8tXdETl97A7nfNbzTMrECyz+IaExsUCdL0EtqupDoqtHYfDACObjVZisYVa+JTwQ7tpb7fsLViezdEYlT5sDxvkw+nqPUdIjXOsoUKTeMrjv41PcJHS3ghXzojSzwpFzQLr3sjhMwVv66LCXlkeAjyoj9PP9hYUDBeFgW2rc/pIcu8ASHFR3zlBkjlw4HL8NL1EX/Ph9+3n98/7x8/H17yS9AYDZky39piAWfv1BLkdyoU1Ebxr/qGXG9R4NwxU/yR6LGziU2lAfv7OGFSJyXurSf4ZAaF1PQWAevVo77Fl3w7TOtcBN2MSWA4ug7prLUIyX9rB97QQlYQWh2Jngfn4xU+8zhu7c9zAW/NRNNTliVZBPNlQGhCIpCJEQkip4GAHHArHQ82PQRXh32IrBKMXfOaTjM3kgB0rxC4sK9S602t5jPYBaCqxT9QrPCc2Keq46G6Fw2K2tuS3oXXBbJX9dWc3scs0k5aJKiO+N49Kaz1TohYYA7BftSfowCREvZVbTA9zu+DYnYsinG35RKHKdrYq6Lfrhui7BgfQ4XUxR610XmmktOzppnsX3bpt8CrNoYQdxIMzyrG56NiM0m9PxEiiY+LMAi5vxFARs/Xlit+ncYiQGsH/ZIhdBqa/0+UxkbGDrcE4PmShB1crpwGkmhlWR/E1NQejQ1AlaEOtQnR2ZgeCIWwXtVtFP1JvChs3GoVwC+G12+knTNBbFgDWT/cgpZ07O44azsKQH6QcrMxv4qE3ZzmfQ0Z3gzOJM2gRDFJdCCSb94/3r+1uIzcfX15zSqN1ONVKJ5XbFXI5CfA8wdwjIRLGpOs5e0jy+UAMKR5ai4YRXV/014m2InBf4nY3HqpXWRTyZuYtHsIS1CmyRzk1yTrmNzrXTwFO2+rhGhaAZdUAYYsEBzzA8QHSo1hNz/Mz4vkzBqc6KnKNHlZCo+O8ozcpzKPtlIZR7t4DFWU5Thn9XjFQuWGMpjOTV1yUpCo7CjDIaOhrMp09lzEviYE4sXc16DJAG9S6XfzP2TxNebTMxQg5KDaq8hEcbOott1GstAmLL5BqXokeoP4dc4nsBIq9J3MPDigWV3HqQLhvaPwq6aGVxGSfiq56fQqaJBKJdsUCV1g1ClOdgbaS8xjaAqnd4Xr5AoGO/hM3Rio78BKJWRg0qn0PjMHNrCa4kpSYnG/LCDWkGBE8RgqFt778eEaktZMRHNI2o0aloyC1F+Wb+ml1tpwyz6R2Yoy9mP46s4Jete0aOwyHSy60avd5kuU5+ZV1byBRNsYcVX2oGmt0Zh9ZwdAWHwJjMU9ipVKnQR7p2sWamocpFbZdQmDHeS0Qf0pX8mCrzZQL4n1PF+R4dTt8XI4nfVXlwbiE8ScQ3JDoOfMJSphS/gHf/PCin0VjbsyD7SpSTiOjnG4jRP4QdfMust6rWBO/57bXXPpexErFRBa6y20rBghL5H3i+K+Z1vuHUg2nAltC9ccL1XWc8CzfrwoUPtmmVcJ9Qu95paU+AoThlG+4NhmxGes5556509KIV6sxLHdMhYz4TQq6PoADtgFINTs4GzVf8+UHcIy2wtCwfAGZmRruKNf/vyzXh19SQ0ZgYB/T9U32L7pbYhTgefy+u10N+a5qdXuLjHet/N9nOltw2BgnCOMgTSYkiKP5vJSF/B/BTzPPx/vH5zyu9WHDyDfaHbKFSTPqQ09bg83nGbraP8eADjbwXrCWMAl2zOm7Hs/puLIHjrGVHVnowlE2we7HMApTn81efgsrh8GzFbeG8xh1+fkFDc75CAWAMLu62uuqN+Zhhrdg7o3QczGlyI/M83LLax++db4A7iruOUBVPTEWzFxy/Ytnl8IjSbzl/1VTi1FTc1nIkzraxBpOCLu55NKYFsqWb9uYcJ/uiWrvVicZ/wDdIEPHiJhZL+choRLcEKM9xRberKQ7sz8fnZ5fYviRvXQta2MuoqovyB9A9IOW9hSOMpLgxRMRLK35jfNkimX5XvU+Ljf70tVUBg7xVigyen6MYFOZIWIxEtO7OWXZnKoTO6/juk8uZsJhhjw6SOUqzA3NftMYN++uUx0scqZp+MgRj9ja3V3LZ9YebVz984LoG75zZU5dn3uFi4a1XdCwuQHT5VPNciv8ZtbPRG+YRLb7vj/C03oYSNqE6ROnG53az2dbDpsgOI7f4K7G4EFKLv2+8g0peAW/hYW3q7cqEelr1GBeW/TuZ4RZXvSup23C+FHe/D2z0ra6BAE+7BwMJhtSdVibc9oYufIcKniFzunilPNhgrOGMnrEzKOt6YUJe7bMMQu88UtYw0+ZBnFKj3lauk6409yC+Vy4zCZg6LQlRkEPqXgcoJdDSixxQ0JqrxfNYg4PO+t0mE3mpoz2LoJ0bLwcp6Li8UA84oJ4HaaiX5xbzRg7Cu9A7btN+4ZsT6bjqyLOA8y99pvkqzT5sxqdzscapEY779geccQrKWEVV4BpDe4crEvoxK5uPW0J77s6aw34WLsuUrXDxHU0jVheMDjsUFSCGn5lyu3ahJ/2g3QGPCP64QXJIqzknv3Ku1pJdzyAuI2TaauYxJTvZyDJHKJbbP4ZLScLJIUoQH/aWG4Txbo/2Vsg2jimjQU22xilD9dnhjaQWNirxCQcfTGgF+FEXfWBBJDLM5uVI0k8cJOs3gauJPKRhP1aK3mi8+GP9XLotMN/LCNv00Rt4kw5PkCqiwddlIkA/30Cq+mes4pMKnOF1NiiifmVsEpoq1OCjQM+gefNcMrPRJv3zmt6yxSwB176tt/f3f7/+/efzn49PoeYadbAEkWc69zDlSTlaIPZDdD7pje+dhyZPomF4mxHJ8MKdsIRHx7+PBkZ7h1u0/I+n1ZOLWyK6O7eQgeOwokvMKiLSxHomJiuYPuFpskG0Wy7EuYfuXpf9w7dpk/IeSE0lbs5Bnp0lMmrqkGV0ZDWwTaiE3dpmXq+ITV70NAHGXPg7OrxePVHvL5pLk32IjaNuPEYJN7e3Bq93qctrjRDO4g89GW0AapL2LaWnstDR8D6GG3IsYiSJ0Cno8UW0kxMKmI44E67S2RiDNY0VchzgLmEm6HxWK6JPS4KSvqXpS1Q6/fnx+vn3a2An26+Fte1Gahi7u6jAEBWLBkOPjXXbn4rPu4GzhZyQ25Lq2nH/3kuUGRp9bGQdmFbmAZV5yefIGO15iQVdFMrRsJk5tuxVHRIy+o2ocx7am3G1iis2XXvyLvTtNAWJbiRBC5GMARjcRBdSwM1FoxzxMe5yovSK+pDsbXAXNs3319fHSLhUpaoEIkwNJyLIAjaYSPVtHeRGsu3H3/7GTYAKcoOxhWanTd2nssCQMbXDxfGhJqKlRk2Nfe7985+vr+8goHFiEa0hYIspqPjn8kXR1jpJdeCqYsGAKeHfngxyAYJsYOxhWYP5MIVoRGY0e+sYosfdOW/cwYEOz0Wxt5PvFTMAUFA54mAKZ0Fw9b6pb4VWMex+fA5S3MjjroSIsL29Pv+Bp1QU3NWezopIH3Pl9VOesDDj48kubLk3BsyhdsLvFFcGfXIhZfsneTG0B5ickXKpUc35cwV7E5jnE66dHjfQrvKgy4O955y2hebvlSfI8SMZPLtlDYcpQc2oqzPhK33FmxHs5aR5j2AwbVVp5WC2Z9DnGBBdfDQ8v39+P/95jQEL5ZPje5Q8j5gtiJPlyVCNOUWNUvRrKxZZTzpZWKSMshZ0Y+sP+42IIVbCgZD3wEL4EQXAWPDaUisP74mbaILWKUo+HWWU0EPrVjjLtjFcnUPtbf/LhK0RKnOJLxg3MjzyNSP68PP9/fvrnotFgqB92ZG1TtRUlaqpl8QVtvn7twJIovq/p96lDLq2AhSwFTNrao6nIevn2ymoF/hz3T1XmMenF3mvsrZVLZ9T//Px+vweMfyW6+ytbhW9HVP+7yS/e1jaqILqYWXMUItFWKuo/b6RWrLj0tD4C84k+W8+OHbQeZBAeugwwTS3lvOf+JZZkJuubyzhadyzdNKMGT/PfN3eXYt8cfGT+KPecD8wvs7Ve4c/3vcQQAjA1kRumubUVYMrL0aEXT2TbN04uj1TKkik5zs+Kenvu1atxvGhIxq0wHbo33//r+WI9mxr2cT41Qy2NRp/TnsOo58BwnKWQ7/GRa+y2mVsruM178ZO5CLrIzTaNQq17+8X6yl4/NR4GBLa6Pino6wbKm4YNmInR+XZnMZZ2FaPCmHKd0scspUbkufF88SyFzrlAC6QD3xCD47LppfPrjctgNqKXKG1XMsjmjkPrOOAYtQSR7ZV5urKlNV5G5H9IS6bfMxUunQ77Ia110r7ooM3POJGJI2Sj7chRaD9IKyMGYHnxtkvlRfMQh7NsDTCQiUyXtXDhvCpxjAkXRC2fdk1ANXlVK5BabD4oUYXo32uDuXUSzIorQs7Ms6gbPZ9o8C5pK+vGeYoQXmDneiRa3bRbBKxVvSxDw0uxxhgYzihUpsScAbeGYyWAA7omImxyOstmltlZHyDNtRkd2/TZ9iyrc30Cp2Ra/18fM5odc+A6Sx7y34EBWP/BKIFMe0EW3y9cuBvyVi5JDgMDSE2q1RxirS0sCv/L9hBwhPRVD/wrN2oGiT/MpcsqXzlqnpWPJHvtNTe08Tccz30TxlxL4U7TyZJ+B+z0qybH1exk5rAL6uiOQJW3zOZGHXlsRDi7jZ5VDhi0f8ZSwBfdJRUE6uq6pV0QlvFXY3HBLTMmlpKDpAKyByKDamLu7cEFUiBNe/Uk5VZryodNV4I1S24FawKNbfUHQVhY6DdSKkTtJIM839fX18iGEUAwRV1sI45p8Mk2TJIc6VtpXPcVV9RDv9NEcgwWcl4mazrwq9xa3DSV2iB9fcOPZmS3fIeaiRw6pxTpbgaLUd1No5Sk+2mzOfI374zhQIKJpCvUvpzCOvd3uYKVIcoBlpbBaCB44C+HPcYP50jmQFlPm58UMGTELroW2ucDGPWqNkZeT2vzmhQ99jsQzGNyn+VVgNoYBIT8/E4XuQSPb+zXLNnYkV+Rl0mbYFfo948NvkWEh4dMgR4ztpchKn0Q4mOOCaGOzYXrAC1SP93GDbxvuA+m85lZdua5WFjn/BxcoL0kEdwZKF5f2mHIXDMV/Uql6UDYDiGTJPLRTCQ42Iqvg3Cr1KmVD/Sa9eCgBlvMQWKNFrTXhUS+954Z6EhETsBRrEPbY2Xr5TXMEnrHlUOz2wUKjzJsoLsqB0kAtR6THhPtODkhMdrDawp+saH5NYmxrCOt79FTT3JmDcAQ4w0TIzHiOMhNRnZtHnaXd6e9xS02jfeeIsFdd+BAiIHono6ljiSsEdK8fA1SF2sHD5NnhzHUcvUe2VwyknuzN5iTCgFlunz6G5I+hr2fiqTSE6GSZuIsWiRrX7b5xw2mBtc/bcuW2vEgLkS9y7bgubSeEWElsgHPE8iIQr1sS0OE72sfCA/r9b6+gH/awJvg7Ob8W6wPp9mHe8mhLVWTSBRsu7whZSpk9zxTZA0iUYqcpbDo89eIeLzXcpIiwhgWK4ja6z7g2CSfeuPp6mhOzCBqSPq6YdQUiJwf+tLcgZWu4CTshryXbhGUAss0WoxTRh9wiozT30+O/8e9BVgmZcZJ+4ZgUBj7Ajdu9hrZgL3DK2wRULC9+nla6LSWcAn+YB8TCT6Li6bWr/eXx4ma431g1Kc7rJG7akvyhSbHWdeLhzf/10LSxCaoEqXEbTPfZwpbajuX+ClVxJUrJ/w2Aq37PNgsLB1NJj798+nDXskrYZxwwchvE3/gcpiUgjynTbQipPA0fyiD9KfbTww+Cr+DpUAFL80dlldddX94+6keD6Bt3i57pnhaaIrsNmyNVn2kHAMnPqppuy5AkmZXLhAFqTSRsw5MJKO2gQUkuORtTgq77h6YM1kbXcT4R0AaID7x8fPl1oUMi8h+6rHemXCipOd2u+O+QZxKIqRMr+hoo1KEB1R9Bzwzw6SwSHLdwWMsTax8BnRSxpwoN5kazx3hHuNRvj3+hGoj2kL8V6CwOxUxG46yj2Gl3y0OOA3BEf/OcmktQjVoWnePH0rakgIsWEbZa2QYcpWDMQZf0VgQVLXyM1q3a4YKLsS48W6XgYewDtyTkZaxhNFb4Ae39nCO3RKTBhldwapT3gqOqxdvkoNoWZuSMmzfRseo5+9wL9MaCA087IcP5EIvZYBRPeOcpk7pUdaOEXgosbFU34MrpJ2IZSy64AzA57WzyUmRRwlzLrRuFLfiUkt33LD3fqJmlypfGnHzn9ntkgmdQ8fob1MPTHJ6TGPQTdc4MJtH3OaXYshDHlmrWl6r/EYQetjBLj9kEze5yLtgL23E7pGl5yEh6TYkaXWJMnYJG4I1bixX88yTVfJzpfhaqQAY2K+zUKmkGnPtIZcOM/CnTNjuKYKsM93WBGSs7O4RbXtldaZ/ycPL0cug+yoHT34VKRk3FuNHM8O9OM97UWLrycscxpCwpN14HHFLKRJCUIaVazf96+fGTlgyvGUkIWzWPOaUkD0fhwWKyAi16WvWs9HxgCGISGjsfxW6hanLfy3h21DxM01caO17qP5y+ZbPc8ArwYBv40p5xwXH1r4wagcP2YOTR6Tu1ao3ap7beXrpjHQ/TmCO5m5xpT5FC/V78JZy4w4y8VUINTorDMTNb+Kii+yA1ReSe2aJcg7QBMds/mm0HJ88JI6nsQuC9mPPJR2o+gxYmnGvToi+ngZ+9FoEM3gSeny9OcPLcY2r2FZu8R/viYPZqKamJYJinRrGSQrqZGBNVee56Hs6rwipnKrGUeq/jVUDZOQa7FRYI1DX1cVqRv6GQIIZ2SeH9Z4ZGf37keUHHiD55zMnTrED5uaQnAN47oADQm8Fe4Hpp/SqHsp26lex1qj7DAKnZzMbfaN1uDbthBZNUyxgjVdLXqmi9LVyaLqYaYY4lW2La7rmtVJZ6mS5Z/3nzEJhKAGb93nGcrPwIsJY4kSA6/NF3sWUfPN/0wYZ7CBo19J12YU7anqyd2KFZU2BCSLQVc9GaOAzmk4nNucGcuNPd5tKOEvvCw755JdbBHzw1fzL4aAJilieEszL4e9AkOl9nqgziIgZzofkigDLoBHtIErObnTJTyS0DJhtUyKAjydg2AoOZipElUB8WKNOR5JKZT9M718YVU8Or4cBxReXWmTLDp1IgF+j6rahltbN1sLr2ZcZnF0Up/PJegRiHurSYjPpgzddKXojB9zREFiC5quLUKz2IDvroEOKSj2NN0H7Wauy2oefwog3kBBfbI+f3AOjoSdRXE/dCzKyey9xC36WZtbewq7qcbwdNqlc2B7CyWf+gileL9ERtNDunNEuzhCJlin5SckFFaQW2YIBJISi7A/sJmS+JzNYXQjCSognqYFOMUsO9FhSFRVvibIyhaaIqHQkTvWTCNigCQ5foxmLoRMdLvJYQxL+OjXasRkpO0qC/Ka2TqnqgmFSZk9ph+qSfcJ8vQUsHcCDY94AvqJshXTW5PJZZv5Fo1i6yFKPF1juEafeb46TSF/X9ip+//GWjG+JcAYIPh4vT7PF6VNkX9svOWuANuCIvIzxShn2MQMP3Wpgs/hInaBebWN0S2/Mx5BCZ5h8JYuQ23ifp7lfMxCskT/SfZuCFp9m9RbMt/26jpk2f5AUCVMb5mwVFPNIyr0LYTSOGv0G3roVviBcTp83Qa7MiMVUioeSZ+6OKI0HxZhixyrK3uW7JAUt6FF2kXcIUnZS2eDcaG2XWdKSntRA0jjgdbmE+YGWA5zgfC5nhUHM0699G8nxAIPNaCZmWl0258Ft1zEPot8+45o6MZfSRiM0VN3pYG792Kqx2a5G5I4kqfJifJ0EEU8LsBjY/WkmAVHiJCIc+5L/WSFTQjci3DzY2+sHYlpO9AQ0EP2IIZe13qK/fpqepwoQ4GyObp1gEWd4bI00Uwx1epNA8vbjUqNgv0h4YTUgAUGQCNsgTGkuKe1icUobWtHU2PN0pIdYnpMWjbb6YaKKlWiXjGPaJSde7VYkQn87iUk289bjAxhHARjqZ8T9+SAqrQmyuNK8PRekMHFkiiYROaBFQ5zuybZm4dBuxNdzN6IWNGeE47e+x/RtVBXDoZF7XGrTtdEd8NxK7SWKiL2SM/0HA5ePDNmU51+fFRtYPbnvMsxceqjNbu+Q7ksLA/iJr2jedngonS5e7mciRHm5SnHj/dA5TtOkQqL2aO9sVBEp6frRDQ5RQjmE41jpTwXrHu6VoIBwWrOjp0thN5G593tvi2s3M0cSYhHQR6hKIcTh6PC7IqdnNmujCiZ8fmjpeEI3pIApc0DgnuOVJQwtec5wsCgB1oJy5ohojhZvkgPy1CUIqjW7Y0+J5A3/o4Nz9ZtY7SdmpJ5NVhqNIXJHUzxza5JiK7vnSFVxkTHOXnq7FbJrr0yRhs18ksZbUxOtvk8Ps4jVGfItv6gCTPmZv4Q3YUNdAKnRr+55+Mmshu30pDtGdceHeucqXPwc1epCSefbyUpfXlukN4y7D2uGSAwAkaiPotpFakCeOL1OGjFvz43mOkNKDTDCR350Wd4pZTJ927bfm3dWqJNwxoEi6WoiPnPPLpsjS5JgY2UKdfW5eUE3KztxvK3IHTixOSTD0B0YimXzu2NLOGotWsFJHMzGnwsPOMHq7s6CFGNhZz3hLyrieTJ9bwx1vTPp3Jt04SE+Nh8RZqBCIxCNKK4cP50+nZInwzBUiRtO6hSIQzjFIZQB30+xutJGLNRqeLNlIwbWb1jwXt9wevDg4BMO/Rk4cpYZQpzPMZMqhWpaeAx1YKmtQYSo6oEZj+vNkZ7vvN0PqEWlfCdVy6lrAtt776NlwIP+mlpo2eKxq0tSvDLNbLf99fba8pOCfI497CGvKySrtHIk84L0nG1VpBLOhrqGlzKD+GghgrEHs3ZQZaKecau5eQUyjZHUJOCkN2LAMySckRAyaDPB8LQ00lTAh6xoGamNiRSECwcSXcC6Pc5+J4nxeBKvcxzbLUI4yLatVsE789sEj2LOa20PsrHcHgTIDqtHH6utpmHwgT48VVxgholHZuzVusyGDuQ4HTX5Mi83t88ktM7f/pA/rUd97O3KFF01XeSIzhay3ue+R2jRwpz9uGZtRjlcUNUz6596hbofeELHZq7+GD33IT/MQe1d+EMBI7Rmb7lUppPYx2QVzD1uqp8bH3HuJ1tdXDLjAL+41gb+dQdVgDpuIM9wtWyTzWAdgPGtK6db5GiHZWsaXQyWvLb47VYQEvfZH2DDTsHVd+FpUR/ZlRxJAnoV+mOMi+oTTQZMyvEU3oRNHUUGM40qoUNklwTxZpGxy45ZuEM0sg/6Xpgvkg6M5W6Em7uc/Wdz8jK6Jibj8O5YO+CFLhMpLi1hkN1Zis5ftxwv3RoFWlDWPBRv53MO6cFE5NRxEg21OKVymikPOgSPfZPFLR5O4h7lBxbQeUTkdPscgZxoev4jp9JRwiuJLcTMIJx7HYEkkzbR+ST1vlYN5bzt31/f81A8NuOVP6wwrtTEU3UlOaOIfroL7MUyKAo9RgfvdDhc85klZx3F3lv5QaXf+g2TvtYsS7cAZhe0ARCxF8pnlTf2zV5tlIYnGRBp7PvCVLoPBWNbuOWb/MOk9CeMbq39zEEMbcfC2d0Qc/7QYZwkMq0CS+t7L9cy2hPsPdybV0sR5lJ4fyW/xREkuGWUY8RtMCJzDkiljvKKFrrccTxEMs+vSB105VTedA/LAcPNhYLLRUWXMyxqf1XAPzdodPVMjHYI+o8oImPy49jhPRfvG0yI6qqAp9xnAFSWZrt00uZQTk8uHl5KO8U/6FQPeveaeRjrTLi7gnsPVGDXALWIDDwbeA8Dbf/yeKeqhX52C34bOOudRNzKafmVNMXzpvDnQd34/GnpmHEsq3EAXGvxrOnWzjXLN0QO0W2MXjsc8cznjAlS98vqZYxzZhpdow13zm81N0tMeZmbktgIPfvrQZi54PXa0WmJ2r+txKlaA+NY6o6ZvEdunOpIdVkS4IEfRl1yqIgrthYtkT1juMpFoPc473xCXEqLYgyGROyAotQ6xdBnPlazLKMtgQVA3VffP9IDyMP9yRCcyJNy5AGY+fARN63lPrsM2jGSDWGji9Y0cjRrSNjE9JbR/svU2BRVob13cy2cI3VCA1EwPVSvT6Tl231kNtu9Uyf3ZHHWolU+SNY/vv29vn6tOZvdeqZBGlZpJSys8gZ0mhRL+m+BlXemhqluYqJuryo4vPi2bcgI6QKDevl6C1335mzqj3ziEx1EKPAEHsHKxfL0UYVZcLp/jCXeqQ9ZF74b7pr5glacJ+remIWEWnkw8nCMpPAu8NnHNEL1Q6GZwOzQos/k/0mpTaPywSYmqRmdJqSUV1TyjhVMDmSD8C+FBQinqF5mDw2TyiLFJssyjT32vo0xM3AbnddiyHjdMWSPAZrAj+1hzFNZTqfobBav9TTCLWXrNCFm7GmK1klCR4DZXh8gHGryDyUGIyeS1fWE08+LMwCiZEO9Qq7IYLRcSr+ieWRLArPbmzJTK5dmIjhWBoAqtsTnkNVg8xYTpoIgKq1dL4nyWVTfFMOwuFZXMcF2F4YKGzjbzBauBIhn9Mfb+w6Bg5DNiKDTgtHHSrKbP8pY9WLmnEdNxzd4wumOSYlH04mQPPJxyna5HOR4YUzDEKaZux0ZubLr+/28aWdcwwZyoHsZykzzKwd2asMPVdG5EtlT1ObsvjV2/u3AIhITfDIqtYYlOrke24Lco9ZcBMXqWIVe2yLg25TtP4xw6S5XRPXmRBLg7p/47xiNkBRJ5jGq3Y7hOF5mYOtaZrSmJmUOhNX1FTV4d7pvp1FFIMAdJ9UeVmp/N2FE73kNXrjAqjds2DXbLTbFunMdJXpKAiP4CQfD/GQdtPj4EoPlgrxJORqImPmDYSgSgnUPtidq1iknfCcrFPRl86SsZ0v5ftOGzZEQrif2kpjoS1H6P8xyE7dBvE+dif0sbua8jtcdHE67hyUR0cOldvpDZmP9dJxjy6nobSFoIN5kBs0wWAkLIUHSDsiZmEhfg9ibxLoaA2PrLtwO8MswgDlVjptt3bzC81KaWwAlcnx0kjhGpJ+Vy3L5fXcEerTrjl/TSv4hFgcxyU2bHwPbJ1IM6nCFWYnsYmQm2MxdXa0Lw4YHVQ4HlykOc1drOGh9yFjq0BILHnoZktU/oNhYBUKDvKAXuOVeOLEI0Z2DI7v28bP/L6LoxvGUDYt8X8h0XDtBPEzBJLacLgOcLW64RtCUcqraqMnD6URvekSIyVBkoPjf2qifXBhY0r0qYpQaXYR2J/lGOamfiIE6NkSDggX+CZITIFjUaJHJ0XMcU307nuH4llMTFIc8J4uKhCkMPo5QV3gYFjKvOz2nR14mqHc6lagDtfx0KUF6yyo3jDH4e09ip1Ew1gKPNz+T298vaD4qKbkuaozE96Qi8vC++ok97BqK3XsjbAtKGrXpXYg+ZJAAqVc0K99YLaaT8cVpw+2rd13yrzt6ekfXzpj4jBqPky1SKC3GEChSjp2ssnTg8Qqxab7bAye4cyouZJVKmmTMO/CqV2AMTyOh/BMOPXFPnM13wcvTfOtJhnJbgtSwOQT0DjjZQgPG/JgRSU0HkwU3giaP3mM7V+v6yEzzAAckbMzBE1BwfI5/dGJbFLmYJrWdCGObZ6hCC5aq7tWQPhC4CVwx2OVYDOvEjdjqOQExHx4e7TWpjis36kfS1qmPmosCtKcqJ3zlvl894dARFQdck7wp1glrlPK8YAbNYN3r7AyOg8sSq8O1XghJe7i60BeJEkOv2VRKpsGLwUU+avAJIq8tHMQzjYum+DHVkHULJu5yi/eU3Lqkn5kzcCpQPqdFrDZaFzhFAMpAxdMK5QXn6AhHBhjqxOIvD6FCmc6jGrVpk3ybIJTp7BTj7nso/QDsdVBEgSgRt8izNAthxxTazk7FhrGEQJxym08pM1HkqayD8YuQOepCjFclAS7hAROdxeocuST9SVHSnNsu1WTxCPYyzhHMhm3ervb1gsidxkRpWTpEF1lHS0id0UL0Qdu2pPUwdoSUGiyMeY7jtJ3pYCsSoJKvAddnEIguyNcFPmiZD5scjpPOI87ByhK39HafU4UTIYwmw3AvgC1+5RsnaO1bxGVUjcXwU3oDx2s+pagKRHNWtkPyEWtl49OrKXoVYX+PDB2hoIDNgEVpY22jtJxjI0/E5lvlzuLoqDv619hJbBBnZ4pUXDTu7dwpVJGhsQTa9Ld7Wfd7h5kwY4fqc094zQTYDlGyC6NI6kAQ919ogw68NVvFvN1bDqxiwaIUo1gi0CfTG82CUh9mEo39S0pEJapqxGOtrFGmbOdmohm3fGnBHXCFCpyO6OJFE566HrbC1OpJCW26SD51IWVoUqEek13dkWiQxeRkkK5IkZnTh6+M39WxlNVCTnmjkY0ZQgymj9kFQm3Wx8GrdP2+rsoSByngiPIONOknWOHCVU97KQlE0sxR7pgMaawhRfOKW3ISQkQSZ4LN2Y++ik3HByecWeBZyxFrOSTfMFQDszzt0Az5pCvbp8tBl05smYIp1Pnadoh8CZ/Jkz1Ck8PJM7Mdv3n58s1xmFcx+Bgt0fgmmdYQgraITwMDkEg+qIPDbTKUKNaS4RuAd5TzWu1giB8Gbzb2Kz/JnjMM7/RcqRTkOGwpSIbIaqBJ2nnyINlBBQiou3e4jRGyIOtBPKSMJIOM6slBRbRvigt//Rm16AeXabFEt5/4e4FPN5M7cMDODgDScuYz15lHHklzQ8Es0pxL2WS9AbWti8BIbprfRYI5FbHaCfEpE36WSQ8tKktY1k+IL/d8l/7qEqlrHo9JWQbRuU2n1H9accdztCcusuiocqPMxhwbD5kpkI50BPfj17JoaBysiGysEVM3OXkNMJWyyEa4xExVizMrVIVTNpJSbunsb0ujFQGgu3OiEwqCc/N5VKCb+7U9CP/zQoaOWzRnz0WN2Fx/7VKsXoO4c8WTeMy+d7vK/yW6/nuMbQlHc0PELatpbQCnrmNZUIEgTvqrofWAn4hMMSpdDdjIhjHXgCYl36SUZFFQWO8LWjbymbKqH0IRdr7QDsaaEDHsD6YkO4Gd5+JEca0h54BCYYLpWmoV5pgWdivOvhZXlBx2uCdF6qlbmopH1KU+ZL+ijEvRt2oZXl/mBIBng2eXk7/4HnuF39/+/0//+f1/f3+/UVOKDoQUJ+rZ9K5oUaNvk6xUySXZu2+v/5lwrMzi8xRfGyUrO0BgThxiVqarhgOhKGy9fDwbwHwnmW9/cwDMlXIRH+77ZThvhbVMfw/LK9Z4e/v7ynzvOawJyL0IA13kHpXjB81ZDnZPgaX+nPPHVBGyq0ZbXy/VztHrtECPLZpvvrF3uIgUOhSwFHgrRum/iZI7fDWPDJBnXau/D1YfLXvtv4Rj+5EnQ56CpFvI8fUna5+dPDRkc1O1zvFfIePd/CmrtcVRU8x8JgHCu7AVLI8QkhwY/YnrdIvt5vn+/X9ZXyU+zRYLhRJS7N35Csp/OxHYvWjbQBIhnCBUlxjiw8nq9+goHjsYTcF+jEhqUSSWOdDU3FsRMCTGm9e5lqp9MnaCJdogLvI+J+eQhdvpWeWiboG21TolR2zky28ve9Fj/vGKgwj55H4b0qYvz9HR2Rndns7mZSrmYIKZ4vEuMHYQU86/XQWPn9/JyoliSLf+fj9+RJnXssrNLik/bFRqLRTK0q9m/wzSlGX3/N2Tw11vLNL7fgeoPUzQZyiXDTiR4vo4zXTLML2HA1ytSfAkur0yMZqKWUrtRwhSs0IUYsyjxWv2BSrkHYQ/u3BtblJDW90/bTbJqY3QIxfRvTMYnINl3Fe1wWCDvcnDbR6ik8R78QPgLecrFsdLayZUTuWHAPdUIwetnPiQoRcNtQoh63hRyokqte4nOoOr5TJ7I6z1E+3xBYJuKR9mhUGNXnpIbpwXv2hIlYzHTtRQULeqTOXiHHsJ8EL0Tqky/e33y/1gEFkyKmJu2zRlY44SPKlSi7+sslq2AXuUTw6OjJ1X9QVY/LzUCzwvpdxyncur6aUpEojAXpt6SJROW/atYUJ/hMR7EsTxwaKPaFpnNsl8f39gApkIIuimEdMDTceK65QPROjpP4UT9Gx4YUWneu/lvbCHNU4c+dndWJDz4Jfsbb87jZSDualJWi//p2g9yPU6BBtWo7jD/PifT7gSDetzg2s9GwDIa7HQmy9vEr0G/E0DdBI7r0uRuRUi0XVAOEghNkrU2LVR8TRjJPWP9fXycdNVKJKqyvg0o5yIAtLUx0oYsKRqKbl+nGOH2lO0TUPujaUNAz5HS+D7xsBAvmMsjYOK7lY4ln3TcdjPA54USSM4sJpCb3c4oOVKjCx0PaJZXcLNjjNOOn+9jvCwVGUrYkJJl0X1LCAZVJQa3LCrZi0TpIxr7Q6FPFKqrYDTrAj9N6ssW4Jbs3AcphupL5fvexzNEtCCrKr2rckO8zt3Hga+47MSH+oN1q7NkhMW6FqNcxoBUDzrfTam3GbLp8qZTdyzGruFEAZBHebPYUggN5BNvMzam6S02txXpunGJE/jgs3jEvOR7AIvgxdpgQwpYs4M9NQ8UozWwIJTOxrxBSdLpKqEyPSfjCjCQCc0M9wu/bzuuog3/+avvbJA+GzuzxGAmZd+Iez7T2CeWs662AeJTCcU9QhLyySXXFOVHA1G99hBFj6orETL2qUBcDkstXJGhmbluplAzV2EmFrP+0mfsWABRIYDVBJ3tPDE4LPhuEkPnCbJRTBT8sFt3Xk4W7/l98kJngUP6/14zp9FFIkZUWawDfHWdMOjyrPu8+dHh6neqm+OvXlNkw03bl86qk+tmIKXzVZ9XI5oCfw+HP7NdmLDUTVKw7/aYt64J9oVzpFbSLxZ4/fP80aWWWErL27XIkq3rG3YBphPTatqSca55vh1z030q5/xMz4tX8DCMLQNf5b26l4e5+85x3vVjvdEzmwJd9XBjLfmz3pC9JQmQRnnMGfGTxqTA1jCkqgKoRDnwKCxSbwdEj2NQMPVQMJms3Pk5dqwaGseiQULNvUbJ+sAT9QpSrFIn04Vn0hioJ+d0O96AAJeuCp1V1CMNqdSsbyyQjT3TabMKScQcTiuDwpaEXuDmjr/RZoHyIrxWdVy/keE57Bd9e55BkV4ohl8CIg0NrnuMKzAeYahkFGbj0hIyL5bSZp+SAwYzPnsUyCdbuGrnIZuXftCD7S6w/el23vxhZFSqt/Xe2ufeAcuqhv4Aor15w97wB6cnt7UjNqfHnMspMj/lYD6l6XPUUsYXz7BNM8aFfpNtVfia8rPlQ5KwCpc+zvzQA7H0fWx9H5Nz35RecJXa4A6LGPpS3sV7Hb/Jf9+grn9aUcsT+Z25XhSA0glxqR09AYnxtMO8rh4mlyBqCJecTECVY0laZ/nnL9TsHWqdGYQU7VSTZpMVztS9cFPJhXr7No3/1TsSghBLUu3l0z1T3m4M/q/HZwSB4Qycp0z+4/F/I9okG7Hx5LuhHt4jV8QpUUHpUPTKqGiFxlCmyBRzSlKnY3YaAhBhSzEhNk9Cl0frLPZZAy2aRP6tG/I8iqTWmAE/ag5WU3fDMVGGFc2LoOxJ1DZ36IjYgnb8746o7XHJXe1EmTQnV40ZZeuQ2IQWehvVG8gunJrACF0WbJd2BJ1UFGN1qbHygGkn8fFq/xTt1PjlWTlU1JcpJJitcm0zG1znLe0KlxwQ3pG9TBU+detA7BZ1vJ+Z2G4jN5fIuQZdJl2vc2CQQ/QzKpNuUAqKsKIGniVf/TdUpU96EG0bryFpURU06slsgwMbVFRjZedHXLgpKxcFs+srKAK7zFfRU8fb9enxHrr3dSwbXAuDqPTdpe6+IYC6HqYFuFh5xuW9hibRNrApXQAI/a85CHCQ3RviLzFWhERTbg523myM20xuFhinxiW4DB9cDAuQzNz4hCo/cPqRqarszNi5ZpNOtMdVzrozpLHECaMDOl/cnEZt3aK6IYlEa41qOObzlcia11ZooNesEJmzTbw08a6lcAsOhzErRxeKktn0HMEdswZj2K9nq9WbTGbcOTdOTENdcMhi+HT9lkvg4vO0DDQRhTmIJfUSbb08zViHoyEVKSiDQdqYH2JUwurUdliV2AcWsZzzMVq5VEL4iUV5XclFkClDrDzDHxy8KMMpLNuAV2ThOsc1zPxGCIZZ4mrHhD9RKGXUpE+tCatPsn2oMzt0akVjZtQEZ7fyUYWi7vtXmOEVhw1FUhcktrZGlOTkuJL3AEK5e6tdsa1y82aD/7NOWx6L60XNbsq26mt2kbbMOEtlJYBzTPrJ3jQZ29kdgMvW+vsDMzZ75fr/dPbGB6tkKMj0kO2xYpAteCgPytlJDWR4Ay5GGfdB72mC5nup7I2aDjhkSL+9Pd6bvlGad7lLFU26bSjvfFggbUz4HCcjHPENzE1iD2xPPNWPaTskT068rP5nGejjVtNqf9q63fTL7pWGRmVBVMlR6xD87mBI7yd94ha/ZxGQqzNJXRVEYual/TYtRjsE1hC9f5A/tSUOoTTu+KhtMAUEJDqBSzVU1cwQsK6FNMINHChbd/oLcw9BnZQZTiypKCDTUXIPmS9Bun6E5dtaprFgWhRyPYxNNx78mOeexuS6AzmQeUPoVliu48tyqQ7rA+cGuiZ+0ucnslbNJYzjM1GNFGUKkmWKDL84enEbdIjxm5GFvzRIbRR4pOkQpZznAltkQcTC1p2xGrpqjcuC4HryNG2euoizShWZOwn/kH8HoAmvSQWqVsEePgQVV7WjTBoyDbVRm72nmeeEgyxIcFjOPPtRHthDURjHmxG/ShmT3zfkhK+VYRRn7c7bAhzX6IzpNyDX9UsBarPNQRVIR8mSOVBqtWCL+dGGxBhBAi0hUcEnW1B5bNnbui7qdxNfaAXPBFSfrfgg0eeB0eb9Qo6kNP5m122K7hxRWW0DJn31LJK0BYr00YK/jeuQxFuDnnHb5FEm14KvIEw3n49EqlE4z5lfHTVvCrw3NaP+L+Imr6fsf/032OOov4ckhcAjhp8rrJFeeGz/BoByUJA1d+bQ9CzOsO7FIjsvX9TFQMehAbTUBDF7OUSIJL5sMrxBeTa2/E94b0SFmM4CLJm2k5aanomLSHL6jRMzZpZnlMrhxK3naKUC4e61i+Pr1T2jTQwJGBANl/hx9zznHUDscuC2OunEOKYx4ihx+eWq9HkOeaKc31lpLUObc/FbP5mqGKYad2FXZNYgsMFLr1YoEwLt/X4ksYQtE8X1aJxAP+RaJYg3kO40U7caeiCmiS0Tgoy3wQbcbZrnHeSe2LPfhv1i8AzVytq5lIqQlpZK3m77qxZaYbpV9v5LBlnUeqQbcqgrtloGP+oflea2Ls4J/PT4t5mEPoJKC6RNnYDLKhyg2ZSqMyUlQC6ciQU9hxei0xvU/l+Nt+chLkVGX9rD2s0r9aY6qlGdRII/mcdPndFMR6LkPS7ixEMyE+ZPYx63NSqfOOuTCPd71uZQOtdVqpdB9PILlNutogv+jhdArxljXcvqOOUUbew5uEY0ylN/Oo1RFvJk9hINaufTwpIwQAUV70lwRVCIlPOG16Gy4r5Js0+wh1xpSd+vwZOeDtTQNxaHnnD9UjC4zEox14vuWscI3VBafBpHaWnbAFgpJHZgZGyGa1WoYLUnS+hjKImwXlw3dSN7/7OKPcUstEEgCuLrY0E2zhEjfHcJwYtDbx00kXqinfwcSZ+7RP1EjmknUf0iJJfH5+xlyEGdtGmZca+TwksxFh9ai4fQM+p4rGCcSs+z4+OtTWj0xLn67rLZVThpGjZEixfUpkSwiYEqvh5iZIlUsNSNoip1Mm0xQPxUm3aOQIoUSe4/bP7GHNkUGSx5GUAEpRJdMHmJKg7+Xz8/P7a8jYjDYE0sq3d+qakQpbg03M3dxPcX3h8HLD3IW/VeV3+4Yh6ZpAqJHWw8WIQdGkRePaekBj3lPoM21eC3wTvxjJ2RuG4bHLx6M7M3GNybVDJrl7REoD1RY5qxDPiWb5QLGnNYi9YGahp1C60EfMqMeoPTewvuSaSGY81aVUyQXLPJFRgKLCnW+t0rAlYiEe7IxmdJApHO+EDCKw+yBkyxfgrOuQMRzCGiAGX3KPbn6zUkeeuGgsfuRhBk7jJeIlkg1vuxqHKgSlJDR2QOGeLJ3lcWtpvyeZwcKlJQ8fTE5bRdlkIpEWI/Fw3AXq2okdi+l3MwNmNV1c0IFNpBIMqUpngVwD3FuwVNufce1eEQMtZqVTYfd111Jq6xDh0zPpmTotrpxB6srgSeMMCTU1elCIciajiqSMBY2cLQUF+E69MVHAYjrKsikpCCPL++10P3QKqhbZyczJUbfhY6EiYWfP7JjaH2Q3z7xVGFZx7PkzeL96kveGebjT4UKTv+Ng3G+SfOwrwdEC627lSDhVvsmendPe1TEHIWuTxP+8TxUlLiPd4S4p5vYJG58hRQE7Wk17ijyJFadpYeLUsXJxUcOLCku+PfAEk7mb++xZxOqh3uOTTJ90aa2VZo3Uvv/8fH0BQ2qcZI7uIo466HADMom1d5KZhHYMp0i4mEUKGgvbpCnl2IW4yn7pWbcuy5NbvRW940JYsIUSmCRede+EgJXVbsUh5NVg3gYRK4MO2yddF94vx2bXvPRxp92dmDEl3CKyFz3ayFiF4vzjsTY2sNI9hb80jH9r4qUVZ9WeZdyMy2bIMsxbSnypVJDR+WT+zkQFS0c+ku0YX0DoDMCpmmibiwj+PHsjqhV9WvR7at7g6/P9++dNTd1vbyIamG79wJa6AVYlTpmhAbA7mYMGdAyWlE4+o9mY4Y0JYdemOr0fPZzYKwOzRK37gPhLQgVrZ4VTQTcgez6IgJbD1dHcXU1EDG5SgjISBLJaF9QAgBpBeVQgtaSpxo+hAUxXDmnvyXuf+ZNR8KS+xFctE8VQLsTXreR60fz3Tumg2HZ6fR87thF2QdAMDiJjNLthdSv/8m8ef0orahlkIUI2feQN/p4qnsU2IkZplATi2JzVKHo43i3j3yuSIQVhztbZEIKMkasJwJ7ueFUFZy6Wn53rCYemtFAPLnYjp17wQp99vkWpEyVunbBY7AZxRD4LbW3W92flySK98krekifMizN98Y+QyQL9MCMo/u9m1Cb3obYCVU+b//P+Nschm2sjORtuNNqnjiHEMLthC6OXcz4BOHREg+LzySHIdru2QFpPuFcVAJJ6IwbCUplTZDatsUD+gF/DDbbw5Rbeg+49l5nnkT5eqB2Upk9qA0D0rXELE3JkSFpuczMEkIgU9EgXz/HYzXNK/SdwxM44aeEntsDrNQNvBcPkFwfcbNG50I/tn4t/bUz1456rVj5J0Om26GwAoQeSzsaAccG1eVRgFjleS9jhDa4opoXve6hPNV+utyNUOkqVHeY1jrF7JZWyU4Ij2JOCtPSH00NNlijP3Qi9LqDA2mUu6gc7MMdxSKYQF8PyHaXseJ5fpYyykaV+F/gzu0BYhVkt80dS9qkXuekmDcALTvTJ55z8mYDFAztln12wRJWdaPfHzDzw/f/+vFZhl+z+tqnPFrtitAUl+xiSi2WYQQoUG1c2b2ituJn3Lf0ttyihOS/ZNDtWqAdFJuiYzTXm/sifb5VkidHzNUvm5AfTpjt8HOhXx2YER4gnaNjN9d/Q+edHgzqLk58XBhQJNPmfx8GedDT+SJjz6cXKjUHQzpoVW0g2rSUbll/bVRlFm7WugoORpNPZF7RN+CRClk4bEfuh4R/0MwBfBHbvzOKAbs+U465EhdHMFoAtul3+vj8ksJx8WQucUETjsXL2dk46wcclNt8oNME6pQmRlLDNjg+jaEybUPOcGxHyIdPRF/kPOuj2+OWczKCwFmTOHzHJCas2DnPxVYn+wY4Xm/kTj9IxHNpkmcSn2ltcX6Q7XvBsMmXl/lIC7mtorW4wt0erwBsxmmJEBKxVf5Io2W6A//HNTSLQ+muA4nkp5/r+vDFRPYIqSeaXrIypZqSrohM1gk5GN9Z6is4o5WgslXpSrVbwOqW8cCjWllDjRl1KF/2SOOzdiaNJzazeRSKyP7kXtxSccIvPH2RRH8jAUI/N1j3OF42+NytC46cBBc+LP9j1GfvOUoxvj2DQbjBXWjNSrWmtPDiZpQ/dgqBNIeKsonRlyAO9JXkUTiQ8xmqau2zuB5NxHQF6UBMp/lRpG8pluXok8p2ZwadXxv7x/vH5ckqgYHowW0qInwCx51zvc32erxQY396+B4Kehx3yNwGDZVq+v7+2GKUH0uwtYdNCGJo6Zel5oxAHxVeGw7JoB4a+M/+eBulBvhS5+iD//2V83FGf5jGQxj2FXD7vGk4aB3OTqaUbeu0MkJ3Ej9aIzbj2IxNJTVvfbKf0qZY527LngzExTarblCG639c1bk6rVtY5MO1dS35bUbfwnPkE771aixRcz1X8jz9Zz0fGe1fcZMj+qrZ07bz65Rp26r+uKahu8/0lehKGKAtElWVlSK2lkw4anzkHDa/X5yNwbLtNGbC2DRtTpjODd1Bs0edDZvv5/ko8l+Scp4tlW9/QG98mA7obVJx8nfawZOa+Hk33drTis/0/Fh/noHpgcL5Me+PpJXMWJb0tjjO1JS2+rgeOfS7adJK37J26Ei/OesDTN2UDtYqdPUU9Rryrf7cwqej8rznOiqpHdKQ5CdK30gsQddMmPvDIx5ueb6ZWmt7JldtetV5fXB1R+2cQksAqf7UAWG1jLjttIy81RryGuuNbcjucVw4hKHpYfG4tS+s1Z3qJfc3WPgzhQ29pu+3mibqJZgKLr9F9moVlR7rrk+p9VPpczaBXWZkkiD7ht1HVmkavzMBLmcw4nsVxyKJhTiJy4rOeWzzIisZ2UQf/Y7HdcR2ROAQsrqG5yMp/j0JY/ItPnVOsn9A+BwH2fxi1IBQ3SOMw2hNpdXqib5p8QaKLLSZvhDG7Rq/wxz0pD+gk/B+uJy2p2YRRkluMdRjE4wyjsECHCNlmQMip/C9CUeeGZADx+YU72XhLleG8uz6fA/MQtgswStvwBlj5OEJoPutv6m6vQ0ARPv+62z3gW2btfr24Xi0k1Srakv3ClNNshdxJw50LLl+8sfaKMV3fX1+y2J/D2Qb7drPUj2bysNtkCqesT823hc4mCRwvsxnldsxNp8Qpeido04ZjPwg+jV/MsMu0Az6Cp8MB6AwALblHY/nvsT2wZk1Af7aWkfluF62xKum/jzD0Y0xtHTwHhg+x2N2ZQFZXW0mSSh0+/lC0rfyXQV6bWSj3Q0btaBgec0biApvP26acJYKA9Kwtq0/pIOjyo95IwnT7evfv7BU4wXfZzedk7366RU3vNVOCZCFa6mSfEwSnbkF1v59J2fAUD2yQPt4F2xRQDi4Y0Yp8TWr+ipZgTjLNbL5kSERR/hWPmWkhY3FEff++H5j4FarWhLnOMEoHzwijDeZQMfRyqtK22InsSLrL3E6lspPKfUoMpN/4Wc6SeVIKBC208P7x/vn2MWVGf58v2uZMFa3F8jz5rVb+PC/mbUAvsUYTrK4kRjZk7Zu6ShsulCUNdLNi8HLVYaIcTb6XXoIS4NdUmc6X5gkr9puwPqyngdlGDsGLHSvHDapRaTJ5jrz7FjzfhdSqHAMblZEdVwWSIhrSR5s/HGFZ5Gpnblh1LdvVpdkNLhdnynmAtaCbNrLouYuOnvbcSg0kMjsVGyaSvQ8AgfD3yupawmp1OCOY9HQXMTW3KSMn8pg4Djsj6WwMS60LYZ7SaAY9AZzRBnkaI68HOmG0OqN+fyRE3qK994D/lRbM7B2FesEzI0jgx+JzgaD5gdXxeAsTT1UbYXrcoz6hWiP0u3qGb+P/NLvXyt78doHh7o4wWQNgt3XetY9UqpEkzVgLaoABI12amYZ4teqxVXcQTJkUXm7Z7cw1RVyx+bNBEOzekvjyRLgXarfEIX6vSmEh4w2cYfWLoSDGJogc/fsVpNQkCPodrI7hVcFsp1s7jtuaimlkyF0av5ox3EK3zF09BbYtVtRWs/JwpROaSS8A8V5FBh5Vt2wFy83pklEvJqRTIyLrlKT9BGeELMttCknt42O6rlPYnCtxc7UFvXb+xxgiI8wYBNrkQ0IPSeGEAfi+8h3jlqGU8JA1mz1KvTzQsNFlLtBndiV5P/uUOiOLrwUumqUqT2dReJxMUrjo7KsLdLr7YHPpGlV6KW2ZHB8cV7Ps9CCmYt/f0S6VVFYMYd0QPfCKjxxx+dfTV2yb4wtIXeLoMWxnZ4prCRfSCpv+o9p/2OkJYTV9flBd3d0o4FsIyTzn7ed9SwdgGp+SMJf5mzkYf5NaV24do1PlRIaRrrmdiVaya6KRyGo8coh6RjmstHVEk8GS9NZCmoO8Dsv93vTGjzslMqE0RAdvHyS9mjP/SgV5t+G4XTa62biPRPs+rVoJ/49rZlSuFheNq15V8EiGLEpFHu7xXcsXJXjFaLDOiFfRhLx122bKaFNlEIAzi/Qhkx8kTT0SEe+V78IANgDvUy6yqWs82hxrdvBvvp6crzNvI8D52gUabbMTyiZLNy/xGGeRQjXxBoqdxLAUq4q4RMewAYltSWBXd1KEUqEmYs0L8oVKA8Az4v4IuW+8aEyioUkfpH25RxkoD8wwRGOZI8VL3KOrc53w6HGHQjP9zqmwpUWK6VUpz6UzARH/UMZJkPf8MIHUTnaSeXHJLIMbm5J8z6VP6QXnrnw8D2uJN/CueG7P6op6ytEpouSCHkGKaNkAjCSxt+J40CFCdKyYYOSlxXqbjr6MTIxizGilfunzIrfj5g0c1C0FnNjJAoCODpNyqgiQMSn/Kc39F2nK1jcD0PPuLLNWVk9PkIRP6Nsc2shNBjMriz5DW+21oRgvDTwAhXq9mamij82BNFcTN/ZsJ/A2iPuoQ9OEN3ebjjXFqGGS9NRPTUl2h5lsbtdIxmN+xEsjrUE6mEjJlC1fyMiLaQVenx+aXfkznd3FazBY6S1e4jjdPn52oekl+LN8h9fQaEutEmOmSdPcRL4FAuQc0t/TuTgdjXoo6Q/dwmmY4mMOayVddhYlCjk8XWROrZcWYpJOitfAIO1Onj4il0FDcyIfYIavimxooOussfesWJiJ7aDj1TSnBYXymxsa3fz52NsbDSfs9udPdjEzoFxQJXxSonu+reEmxEWrtDs+qHQNd8wja3vkDibiocyPw1K2jpH1ME4WHFCzneL1TDygjGgnlg1Q6sHQHhySJ0j09gd/5PXvJ9MJQn8NC1mWL0uKpwgzYMB33kNQVrhnEX/JIiA7TU5Z35OyEmjYjZ/0Ih1VZtQE0U4zSfHV7e8KQCaaSQRUzoLm6JHSpU8WvT9HMx6Z4Cq7bnaEz1bJPwhaZNPo0smpteYBHd2QoBBU1JHpFGZZdYfpx3cEeI0dU5ltMPHsgRaClszJy28PcDlHhqvMHj27TvIrCTO31PwmB+k/AQEzY4LB4mzvXKqSFueL9QrFObKdzXV0/iCKpgf3nM7aQnZpK8LYLlhTgYz95JwnzNdydINSdU72Ir/VmkbyMgoWCi9dYyffBnbsCrvruM5PCJ/zw+Rg/qTZMCJf3AZOKj59xHiZ1FodZ8zn2D4fzYZs3KCzumGHYxOCophF4Kv4jCHUp2sSlHVGDWn4kYkuambMdA3KDy/p9FWqag68Feb4hExw+RmO0mcBqIzb4gzqLg0ZRx+jcwXXKOTvtUXg1hh/VrXtNMSR9guqts/FaCo9q+z1yONtg7p2v8u2y5P0gEO6vkcawB0k7F4FOhncsoQtgxcJRqPHwJOEwYsg0KwDVqLICI6VK7TPcliWdEtU+fbOpD7kASqdupniRCuOoFM/oknp6Ho8L/01iKPk1axnyCZzLRbX1Y4i5tnptT4yO5ELd0Sui0kNlCRS1etTw8CtHvcaMZEDqOmA2xieClmjMe8cqlDJ5rbCEYy/cJ49uB2cR9q8g5IH2GUi3A6+919UWnBUD9ZbJD7+YXv0sv0i5cgdtTLlM7m13es8m+9VbspGhmiO1A85b2rXyGZaBPqAowjVFsnpyrjGZrP9/tmp6ZbratFz+3aeEf9OJlByGHnPtNerw/vgtp4BqvbZebriF4V06MZ7NIF9YNVeqQx+eHq+tQHXoqiWBnrdhrLqdqxkjRY9KaLfrjy1DG1OmB0JalWlL91ZiLbUxAix4jQhKLXItlm+dlVQb6KKO8XBnmOMqeNbeevGcFTYowuAIh+VqEbBDiyGuOF9bAXmgXpGqc91hmorpzjvJGoYJkdzvkyYUhF6ug5enmzEV4IDo8LD5n1ukpIKhAtt3ws1auUJmyfH5x09q+0bssRWNPRkzd+lhcLDtfndSi/Dnm/L7fby7ZRTUsX2agdrPPJWdifDc2V9wYeYwaoObStJRqCv4IiiPTrcGGVmxZDPf17fX+kmdffCSB3SK3iz5YBn5KKvz5eUDAIfENzc0oVXkYfi7UQRKo6Uh6IjCYp1cFXi/unoBz5fYcsbZ6fmSfXVuqNSDyvvMhSbgZnTJBzUwyxRL3kuDzErYcDzlgC6KnpqutSIJ0u00zBTolvkBPI5WVfPWFLwTQlIBkdPvGLfWw3mppIepA7lwVaqtuJovXslyhrJsEMw83cbfQS4T92pQRO4UMwZemXRvEAt0dJEzN3CFnl2dpowfS/pjpa2HfBE5Ihcrc2tATog0Buna5xbX9UzmCgZMHJBy/qpuwHIxVJGLuRZW+2NlRIKjq+6ekfLaoPn9E50mydgtI9Ka6sTR8Yx0J+vkLoH5KKz9Xw37cFWZX+D5JSji+Y0yRvtEA7sXfRwOxOKc3NTKgfmHA0ClfSRR0mEy4KN+RCawCOWMS9HSHsvpKPm7d4BlTylhy7i8v34IT6UxEu3tkJw+LLZzMY4nGsHgpkLGUaONnN0jjpiS65SzqsBCqIu6UjBDv+JIW+P2E1G24uCGIuKiocKBCxVAD4Rlfau4n5vSmGLNPDfLrJACcdGnhL96ZTzAPTMSUmmF/Hv7umsp6GT6xwHCDDz1IhV9p5hruxD30shAy9RL3DhzorXZ5ciGUKDtyrwcAV3+1r6iogzjzgHxHWemPOP12uwyOKMEoBNJSRyA/rsCI6oL8aSWolVXx8fX19TPd6ureC/4STN8M+srURxWvj+47pu/JCN0uJ8gi9f1q2QjZudmC0iQOn7mCeMVoeHrXtAEWOA3PfeQFeRxQGTKDb7u9h2NlYmna6CI8epTeju1JerakRaS2hXFSHZh98uAOc5h49k9tdz5G1EdTp46K1ORS2zMlOpEHFA/NWJnG1/DJTtyQz9Yo/DASoBjQ8WAnvlVunIo6ymBCSheg/FusqFOCB19WGHdiZuJDU4+RXL7mISuQ2CfvHs5qnN602H84c52zdyYeGl37IPkoWumziEl7CN2t7f8nCNJ85p+7wO4S5rrllQ40W08+N7agTBiQxJYOS6I8InUjpglHybMsZTPEam+efjTXL91mfafZXk6JMGA7yOn4R3Cfy2rkLGFHaTbqXPG0K1O+rTFzstg7aNOM27ukDdFq0aqxsBFs2DnwO9PsU5eEoPWxExR4oEMxxiGhtM9uZeTgWDI+A82x3JjuP/aCg1RQLfbfIao185NJ7/x4dnHgTF8N/MuqEueWoR3oe8F+WbZEAXaQi+ogzfnYcuIj9EaVvmw/TorfQcT66o0lMi9OA/LUTHxu0TBl9MIzBG84SDp9y8uxNSZEJx6PFMwrj27mEE9wSiM9lNjC2z5luOROlqD5Yaz/+BzeyOFdFOsyg7wNgvYRi3eOBK6TygPGOv1AQ4VizaU5DQBE/pZR8gF44PGDWbQMQDMDOSyOu4Of+ei9uvbirQ98QTapmjl6B0RfDNYRN9TzviCiH0JLn8vp3oZSA4y9jo0KdD6B9OrUcq0j6gYu17Xgqo2UNNIUMCiR10QBV1XIxa50wgSwCR6cSEtKQLPWGUItqDLV799Z8rxbnN386RAJtErW6TmCN5xtJMQ4636Aq6JOO1DL0ipxT6Tsm6pkfY8Mk67li3ZJcg5X3iJhGmyBNYJ5PW6SdcM3HWKEJ/CUSIAPKKlXtx6DNw7wBDU5rqMLc+eh/Rx9VGXr4g3uOwtwubfh0Nfd7s2ZuAwOilaOzcMmy9hsi5s9MPnmXF+5QFvdMazSDNUJNtDAMXuzv47pBuhsfW6XaRlakSQjtahQNUIw7LswelT1RbyPiFcu/2WvCRjMYzAUR8z8RVs3naTF6XlztILJ0KvItIHuFnOjez3S/LI7mH1XV3PyNXyJbKpBoV2TRshtg3IQ6Zh+pOQf2Ln46pY4ZbY7rFc/6oDh1f5iCXSp9CBU3cWSFltQ1zsv5kjmkF6JawlNeGyhdMPGC8fsgQiJ5OsZerTQBwZvvE0NHgmzaDjq6ak7i/oB0UZQ9B5JyyMGnGYRdof0ZZOSW1ndaI1BDY0vZi60eTNG4ZxKEaGX2ncQCd2cdz/cF/1WgDBIgZBbBe7DwDVijw94BCJFfRxkoSVv6kt1AdvCCkR94vjNBooV0t+/On6Xqwat4ouk1KYYJ+qdU7fjkkPpNxUNKq9XnuHo1QUkOmLaMiCjvl8gl1LP25lWPnP6KxbtFd0W80zJMx6/kyWyVSpcT2UlBnfu+uD4ek9m0AoCiCMK9CWcwe60QOdkbpPcFCK3pRLvQ99FoVZSNUwUPVAEw2XgZaPfKfa3zYcmuLSvPJRs11LVFJynbL5mshS2fMbVknzcybCMvXWKS4nX/sTOzu+pa+N4N9ZpI3qX/zKyyN3ZzNYX+ws+8yfv9s0Kx9nl2AqP/Cvw91/pqTGl6WmzlA95brVBWZu0b9weSbFQw3yX9GmLil3HoK2aGtF7uS55+Y2Ik9THxsH5OlyXX8/nmc7yPFpvYMaVP4ZIVof0GLafv3j5xTyQhJru8yX2V9YbmUSGQiqHyPKSTW7qIu6Op6u8C3w4pSKKC5ksnOPssmKA/+Fog6ejWSRkeSMNBoZ9Qm5+GyC/Zt/qD1sykBghM5QNepFqYRcaVV+aRESPT4KdzOnyZd6Lk2AU2i2OY0uwiya2mWPEOH2NkGPWWTBrnyy5yCU4Y12i0o6/31MSn0uEnJRa6t7vmB3A8mHHYKx7GoxklGTb73nLow//1d7lJ7iKoxG2q2kU/MI7hJsI/qdeAS2eVznkwzeH83LvI7nYY8iEvdpyAoJXGqb8gqMAUbatawjzzUS+NfpQna04Tfaa3fhMEk77MttMfPqK7YupSV5vSofRcDTXGS5mnzjN8/0zjXnNl34zq+6f7FZHpwmONcZ8/TW2OagRxeJTL4FKj34RvhdhXUrRo7BMXacflcHwHlrsUR1Qshbrl3ICQpL/V4jqELObzI0OfrfWKY2P800ngXzqQZ8uZZRJ991RKxJrRBx/uYelejyTAYpcdp5KvmfkviWL/fn1/PoYF8W8QhK+XURRxn97Y1e0qOlxw4ywtMcsQ/REcODAqrNTht2rpiCuz3U9umOO9GoHbT5szghEBnR51pk2a/1qIOGcvA2LklFT9z0biTUzc74Iqh4oSh9S6E7N5sEbFw/E1Nxc2ZqXJVVTVdNLVFs1sS6mPe6ZUF5GPIYTSKHifPR9u6FzEEqnwLGjDOY36BTP52atTT+ktpvfPQQpM1GOWCjY93TpwnYB5mnXpzttDHNjv92w5StRuVWktnZatDJlk0GdCQJMbS7OnhvOi6fu8MzIau1IfsyFwzSTffJlTa+a9wG6eBCkJyOhlFdlgrTXseDnRMBzO1tPfSuEhdhY7K0MQ2wHJNK8TeI1Dko301Wkp4jt30lXheXaD8YE9KFuYB6zdOvd0C3T38fo6z60ujLD3LrasXckiYSzTp/elYef46Tw4YfXF642ELXTf4Y/ZghQI6iNP3S4Dbop/7fFRs1uDQ0L3GlAnoHIBefB3ofWHqEtsA27oWTVT6en1+i9wf4J47mgujOdaNgqH/UA+bsV3T6+4iwgiKKaarIj0rzwlV4uzZxeGBH7lGzyuzGIvLQQFCtG5mTQdp8AqZWpy0wbbbQZEf0Dci8aEXnAnr3uKYwdTCN+Ykla7Wffg+Hh3x/jb7oRiNq9BmptaYy/urcmU1HYVdNvnpDLRMlBsBaJ/jQtl7nPT/lqriCcEhXM4xymNRZROcfX/hBIo7aigwm6qzs3ExCwMdAEZ3ipo9Amx4lE5WoUAar+mLAR5dasBqeKyUqBA3CT4z0zK06k3VLGXHBSyo5B422a65uR/UMWS/7O88R4KCTTTzyIKIxCMv6YNojfGopIYIhFXabTRrbPlZJWzKkkztC8SyZUa3qp7icO0Tyxt5wob9Q0V2nf01uZjkaBcTNEHJvl6HqYDC79tnDUr6AcY8RHRtVs2qa4FkMqd1U8mCEljoq9Tcke5BHYBuzJM6sTnw4rqEZh2KrTsXt3UiJB8xRrZAj14MyNBntzHplrNpqCh2qZwfZlk25M3bscLlFoRcyqz1DCGNpVyj4faPGH3V/IPBqdZ3GLenXLZIgMncyaEfCWrvJDtM3cnOP8shKxh4aLHugkcXarGiuuOVOW30lUjCXt0B8UqEeTH9tSheLJKQ/DRpcWL56o1Y1Rx8yp8Uag1C3uQn4zK+BkyV2OY8qFHECP0jnVC28i0LN/hspRVeWEiqit3caJTOsVObGTQwmdKRL+FYymszVgCyLpS7U7Ft/BeLNy/WcIXRR/WsMw5Ia6RpalIVMHOhErtljAZ61p2+lMmeR6mlHGv4aZZyfoBRuPnY2W5Dyi9/Kj83Lu7Uys3TbBQ879EGdKY7dN4iyLx4Dpfr+6ZxurqMGWTv1M+PVZJLHgaorLKc+JVCQXmzYNPt6aX80UTD06i6PukCA484C1LMc0zqx50qhlFHZyJxANBvv2fu9bvTtNs06fNGyrKtPElQ6ctxjk04mI7m6p2skpD900t1pMW2OG5W3MQPnUgmQN7ukTz3B+h66+WmJLqPmmVOtadVXAiFMXqNWvGnVCjWnC6nbjt8OKop5y/40gALF3AQe7Jwb9UE8xwgL77CZG+Jmd3UUhu1EXZ/0322UWeL08UUR9keDscodA1YqtcES62YK9I+AkZh0cAwMqAd0Qj7G2aNE/uIfuh6PB8FerAv2zMAlYA6gSeAE4mrQ8yZmfXx8f31r92BBJY9lrQHu+GFMpxE4AjtJJdo2uxaNA8VWIchST9DRPhC6kaNU+B+x/vsxkp4oFNsmnEhAhoFRUXz7IrOWzqmnstx/u8STVvm6mSuMtMefypIgQKwyEhfQIZsCWJxyZQXKLGqSWThgFU7RLrF3be5lPFadtVmJvuJKEJttBE/vgS8xFf+BEX/Pqa09lEkmJKRH0nWul7AsqeIbPnnmptCwQd0iRCox3GHII0hh1KUJYflUd4KfEX752zjHa2QwNnbKkFLgex1J6M8lM+hTHdczTYsZlatDfJD7Zy86GOCYDzC+7ByUn7XYzSJpYM9gvacYg40q+66uIXEgdnY59oC8/OsScMQfqP0m6FHoDaREEAmBkBibV2MfLp/ZVIwV2yMGBCbe6QHlteJy9rza6j27e1bUNR+ETCuKpV62JOiODBUHkJX4d6vUwg433/C0RxjThn1PbYwcRN9FwIr4XDVf1dbi7z9xCXPknAdFflKI5lT6op+7OkEfIPlvCSSPGj4vYun4m1rPFR3ygpMI3XiHzdVACMCfDCt1+8NfxUgkMeaX8rVuO3Z8zOtmmLUz/Z2wkWP9Ybz64jFfDnZlHTO08OV1qeuKgHs5+nZBxJza6rfKu2QdBe0ohqMv7eQxpZrH030ckeZWxQqYmMMW+0uPAK9ERZT2/e3Zpt+At/MBrXJSxLjAMxkB5d2n81ODeEcrAe0VjJbyWmPqKfHI/Bj6fN+ou1fhFlXc4SrfvfQG90lPCUEiLfa7kAtSR/eZYdln8D/7NSmx5rb3gPhN0YAID2TuXJPMK663LFfD67F5mZUolFuMa2oNkmMHH8rQlKhfSIUxqArOaf2S1mIUoEL8wwGVpdJP+R97hGk5QfpDXUreYiDC4I5WlT2YiWQCCOQSLKQaMPFuu8pGXuyzVJ6mK+Xnx9eUXzEym14fayVJyB/GIwUmVblI1xHLYVsh5VKPPa3JjFiTe3tnpa4oEGkVEW4gJZ2igcGcm3mpSsYvQbRgjPsyLXRT4+xvkhjuLi/QPIUPOUjfMSyeblZPRTZNV1/0vB7fWVklSxLOgHQIJdAbdvGr1xrLFk2jwhG4eiH6GIiO3JqrdorF515JPm8jDAL6/14E6gD7UUsGtPcLxsT05Fom5Dy4/Xx9fV/v2cM0T8Ojg8bkIlGRm49LNjIERvXGjPhIzTSOkcbjlO6DmMNAm8zZWSGJkTwoDqERcSJEVyvy8TcmvT1ck0IaxnC8jzBEhKTHBL0G9daqUh90ejHnz0gj58WR4M5rHjJiBbRtlRfylXLJ9NflzrzYAkT5KmfxzoNtPcgDOpqUNbQaZ4oasNlci4fbKuCmWSiqmLZc/3M8E1d6qgQqY7t9r5y//RbjrozGxGJ4d3kIbeneyV2qK1HaXOpH/N262Zufc+hv8QSp99+rNEqlmV+Zp3Zm/K05L3imP7OUByuj1e5G9ZtabrS0A3sMV1rVWWPT51W4fySkIAkh5LLS1mEGGv6EhHg6RylQdgEH7w6vcc7EnB1i4xnb/gWN7Q7rTFoaeG/3zNInfFW9nqV0J2LY0I9esXXtiZ51ZIcB61xODLVfvRdH0VmyqCV7w2A6JMv12zWVbQu/StI+Nt2uYghbHSGxK+1IpP/1jSIt6+v1WuF5QjqZ6ohvJ2x7t9MIS5kvsk55MQaUEj1XlDAaOs41PukEy5KqnY9Jsca1kxgsL2FpkBLi3up1jUpP8MXJRRwYJCcp/sg7JvokO1k3TjtADF2FpoToK3ulVCDX6hG3+NqU7HPLHg2uYykqxWXxIdYlxKv5C0ttr8/eP5Etn6us+wpa3X5/jihKFEJrYHLkRwuo4C72RF68ykZNOF3pgQRrp2crEEMmWbsTgiTQ3KWlu8f7kN5komdtjqHqu0OX9ljuPPo1+MUjw/t8EIe+XWIN7uNMUdrFRvDPKzl5cpGaJBmxl+u3IRqIwtZGf1gxSn6RWmY1y4d/D0Z72pEtGZVrMZwWP0SLZqCxlZwRE8sYtrklgYaIqH89vbx+TnyccOqy1x3k5wFkU99DyXweVfl03zAw/fuTND54Wf7/wyWBx7IQE+OnyvP0h1hFAloNMwcNCeTSsGyopEoWGm0sHwkIhrkOvI3P2CLJ0P18ybbSRZo+b4Hb/aR/Bi0R9x1s6MwsqJCnQwISOzEc/87AuGLJmrkMHSJbKdt2hfRaI+WD2FfLwjw5foqx2Pn0qAIB457aozadqNsv4lHV3u1pLzsnkfS1ud2B+Qa8H9sL45O8is/3wpVd4VqhmBrIAEHz8vUscBvAeW2AUGd0OouF5gHhX5COM9XQLjWgjeqFC7omwSd8TwZq6B0bE6X9vjuQ9+UYAuPhI65OsjuQSu0OkLRdGC2dgSScad63MA78OyB+0wQ8iSJCSikcOkRsZLz0iUQ3OhnH5+fE+x8uSd7d+MFppfqZEg1feqRy06XzjkLPKMUsKFFpWRhHlS4nUUogq5tnkS9Wh6LHVy0DFLcgmDFEhNegKVClkCfpArop17tu/gh0Omz0j2pQwZHWVlXltl5/3E82O9G5KfI65yfJjpfgkBKSVClESKif3msMvOwt2VTcauLOVrtLSelx8F/Xq9/3FDSzLKbiCBGP6XqWNZBWkDbIBFTc4GesCOIdHbP1y37+8QIkoAWtiFIQDxiHufRkrkM8HAw9I/ZNyD6LAX9cj1Q8Z3I8AeuCiJdq/onAmlpksDDvKvkWi7+mpwjavy7Bnwc3zwzTwgOUu5GseKUr1MtjVfoZsyWS5kTRuHv73hZmDneHguVuojh+UhgPms6YtVt+yL9CradGDfuJnQirCvCXYU1NXeB/Fpv5OwvStvTF+uWu8iKTbvOt3V9WLTL/uJu6CwMxS7HpoerVhQWa6KtZTR4AI3iFX/+9/e3GuTyLayA7tsKUcvRtIHKnq7c2p4aajTZ/IR5uXek1NZuns961v3Qu0bBj4y0Rd4UKWxGjsbY/Sj90GAQEc9kESZW0b4OnwM16XAYfRmvz9eIFBRfyfsSLTQQ58KNEeTJOhU3XdabzVVWrdanFfIOQVpPRIOjpKIBHSNz/9wf9vbxNXW/7PBn2lzvG1YtIOIVjeh2YVwTcIw1lqnZInQUF8egL0B9u2kf9ddB7BUN2gCoEYbihqNsU5mnQDHec/71NX2zNu03ar8u2ry+Goqk0ysqSke3BTy7M3Mgu0NaR6qPvqXaW2kI9QYB/QEypAUAEHatzy2F15itz4hh10NPGaeFvi67ygkJywRoUxrSE0lX/GFQCIgfzFyi3EZ3QSbhTz5mejn8lsdMLnFIEuC8A3uBdx0F+3PBy6VHwfRiiPmqIggpK5yK7t8qsSdwlMSVBxOdng6C/jA6pvu069yYtZKEDRsi1MQNhgCIHGmk3bMGJn04TNW2LBgfGedA/4mvQhluXzKwAPxVreRcqnkizMNDSGLXPJkCBfxgguR7gaUst2oxGLM45noFryuCL/0XPAg+MNkC8vluo00wwRD12T3rwtnQ/f/09rgMauBwOBBDFPAm2zcCV/sCXSn36LNWHJNzsYK+f0fTtj2uoTGDiAlBumZIpk2adZGul/pDIt3l1Ipn3v7D7raWzub/W9PiiJrGvuGmHlSmNDPYFGYohsYoAJwUz/IaRHxM029zDMgSK685R9HN/AEnxMFIK3R0UHJ5vmkNBDbzp2mjPnzWSQ/q7X1mPyngSrmcopF62Bpc+wrlPOT904yR5pvf7wFKUspACi9Vi9fg8aoQxr5CHqf/hH/XUHraOXtxw2hnraFgyzekvJltywTUDVJJjKa6og2pn3rTq4ObaZKevayyiVclLWVDn7FA8yyFZj65UGn41pzbMEtE/SnWM7Cj5o5OqouMqNeekAN8K8ZONc2Ff3nEGThe/wyIw40ENNEG0MR5QfX0kqXCY3gZI0eV7OHSQb4TljgLyNAYToc/yDE38HnR/nyBIxrbjKErJNpKWusvYLrKlDIQ1HWbhtqH6WcLemjo+/s0ixls2swC5maK8/jRFT3ZSogjTgnhqmDrZgrZjpm0wV5sstCuFYuVzXUP2IBsz8gKOi+GKqbplJhpU/ss6jFTJmpcW3bJKknrsraI+Xbq0CnZi/0U6DHtPpQFYoV0NKJClzY56/GR65L0u5P2dIT76kgzqc/4QbfpT1CTfup2Av9/c4bKN6MHNo9NF5F6EUG7/rnQM8I2GHiSskopynp4WebU/+z1VNsPoroRxpehXe9Q26IdxmBJlkoaa0lC6VxQC/U6Azq4Fy1sYkbyRDUcZ2Kt9TkStaRTDTTWfhcDnvr5MdE2zjnw60X6txULSSmGRE7f1hpyvKcvpzMzQE9e/8zo3qkND5EVXpf2plVbWpwEuw6GSQ0wVtchclwW0FJr0YQjFhfET+iCNRQAVdccUlUd56/Ne22/XfKN5wWp5Da9Yyo9coyALaKtK002bplKJYejbIhB81SNMD7GXqc25XwvSjNluTPDgEMoo0QvqxMhayumh0EjY3IVPg2QseXovUQEfEHxZl0F6rsmsNasp9jnwWhEE7ySSutSTNfuSEltbhUN5LaSYHrnhnpTDtbsZIcNARlxIPl8MnatDylozEE+YUHtxh1Ev64Vj721aAXxug62cIORXnsRYVvD1lIlOrtCJVTtX5a+npSsz9fb+7en9Cq6USTqYeLUsGdzZk2Ird0z7HAMfLaoovaInoWPAI7YvOtAb7YgpIL2vBSxqXVlwKRQLW05jLbrz1kbEmOCJMcJwbv9EImZUwenKCSiQ+krTOA4jxKNutT3bMhFJp12Fd1zpgFnNqlomTpHWvL1hs5NiMrco2Ff7PXJqrWWRFSBLzbpCWa4cV62UnoTc6INjDYD85IG6KQEpfZaQou3ogBQbWjOtz3XRgqW3TokyXciDddK6ph2MnazWZXu3Z+Zyy6mwPbwT3z7K8SRMr7mTnO0q4WbVVOz8ISMmpeJjB/QUNFLx1GJ0woY2ftLui19ApUkqX8Da9HyZzqS+asu65+izrMg41ZFW//04HJdaQEf/F5diQNDMj6BJ3r0aRkA4szhQ722Bj5dNzjqVPV5BFsx9Nuhsj8cpC3usaXh+Ictbt6qxUGDzLLdWsJCoSkKbU7IxS/IfRod1TrMJBuPm+PJbvDJK0+luneCRmIAY2Mn2Tg20i6E2WMf0Kt/SIoePw+B0yPk98d7TfPgE0BweUGs+dDxIj/uxGBnWOXgcFXkUTkhHtXW5iXYjCQSEJZM3qOF3WyZ+btmvaRISz0gqPz76/WPIa6KZKA2gYBBSGvb3UFOBrMuRbSfn6/Xa+rhfFrWI5UBQpxWeBLcCy9M7m3CriWYZIkkLV15g9eIyqIwMNwwgUgv64ZN2dAOz0ywaE4OGGkNG4fi399fgtVHWoldmrrQKMdOYjii8N0/jeML2aZcRYu+D11PQWqACabx99ST6brcXKhC07qB739BH0oac0WAan/qzXZm6s9H3OF36L7E/VpLNclMOGC5qowc63yztJuRlvYATQvoLyvAiTooMFxZOJZyLp+THjiMSyFUj648AOmP72y9sJ3dosP87iNRxdyzCgwsKYK+jkdr33oLR9S5FYYj2fNTGM/ltKJVAX31bjOwQV2UP19fGJzSPZQPz+IktdmkAruXWVJ5rOoOIsGNnCZ9pA124emGEGitDYsxeqF3A9ZOu/ViHsBnS2ppttRWOPbZkn3XUFYOLk/+uDz+oAeTeI2+A5ujn5/v10wyYArLx8fn99e/bs97sF2zq3xqdianI84oDKOYV5x0eeVEGcESHHvRyaNnoanKP98vdV3gxIUi0fSbZjxUW9x4dhhKh/Vk8fqQm7yYty6tw957SmCEL5y9PdKdMDaBeonB55kOtqUwRIG5vdAsnRCYLzUaOIzOLFB06iSJCX6DF/B2EM4yZRCSV4tbkNgiIpJhnEcDNCxSNh6AUqOdmPrTpHD96VI5XCGSafVmbN+vjym0WKytpOGVSHjy6h9XiRbbYEnvM/XC1Jt4zVYGgM6QvnQyvGrAPz/THiktp6OVlZi1Q4dpXVNAjmBPKMeuv/78fNFQ2umGktsCztD92uV9uMncZSjXxtU1sYtm/fqZvWw+dCqaNvWPq0xJsCSRo7R8ep/noU9DssCR/vz35+fzH9QBKTQFwXF2h/UTYBqspgJjytA0HSqcekPaxqgzMD3dvJzZCL3M7TME61sV8hC18OYmx3oGAAllNmeImtGci1VGG6lZNOwZ97bPtv/+njBD9GCIcOoGT6R0EJP3RsKVCMqoVRhw6VGS2dFIHgfk1M269RLrJ4T9nY7TdAy+vQubThIR7NgsgDCi6zjdf59DZeOTftHWylKo6HQToKStLQsi3Zkf2CUuI12nSNKN9LRNGcInk9/t6FA1UrkVSCXMIgK/KTl2OCU440M87/gmbaDZUDCQpWD4YnG0D0OnPEJwyp5+fr/EspEHJIXzAcdYwaxxZGucSZvlNa2AMuCvmU9VzTovh8KkCMw4bQSRyRyU7I3YLjK7Efl7xvIpAkpoxP1eeYQrUvx3XRIFtm00a5oUANaobVTa3KNiMusy9HfN5GHDPCq2BXiymzBP399fs0ENmlHu/Httffh5dqEUl3+1rdJL54sqUWZda0GtOYbmBE7kP0vBzMqwhneBLNx0yuChmPyO16gROvGyz0yqz6CqKTeG79Imolm/qyTWgmq69VbRJHEZ0Td/328tlyCzEJ7cnmZiikUxuzTplNWt+kO+N7wC33toux3DnSc+lZHJMIT6hC98I/MOHGg7IunuMJcsCe3lIyh+//4aahZ2x5NzPj+B9wUf0WIeOta8RYH+pKtPqiQj2paTL3xU7BRPTfAddBIePJ9tuKOfww0JHVOusFBqnBPl/jMquLhyF8OJBQsxjJqfAL8fGY5RljkwQYok6S4DQliY55qxPtyGKIcOIWeIyGd+CXzB9pjfqvMRjKAARzawc/USAiaMi739lGTc15cDazOwrfL1vaK5AipNQc00HtJCKYJ+frw8yIT2KkWKn3Q8/y3nQQuk9y8HPvEtKJM3mAi59Nw3RuypDZJ3Kv3ictCiGbmIlrEnVLOA8hSBzfSCP+VlAr+H+ZcHlyvMOBnFQ9u678aSJGBTGqcIFXmPFKQ0qpN0vdYA1gNkEt9apwjMqNx2x2jDF3U6oe+ju08bqXvAwf0866XDKaTzHam3xBmg6aYxhqEDtJqdLgPu0YfbI8648vVWC0qAdXcu2s5E9IJnwxxDh4oDXiYBUAfu+XpWlzjAocxAhkO08wqt1+mCeL2+vtBh3zfWXHPxjx7SGHuyo/CrJBMAovrwjCj35qtNoEibb1zYnpxNx5O3NzRsPad9Jmq30kI5uTJUtaSsvMn282im90YoPhi0Ku7p+OOimgCCIkQ4TDTl0rmBA+4GMVa7bXflEyI5Lixug4K0RSvS6gHSx9ZzkTc+KLD25sDbSELRj8R86hdyGc73lgbZVQhCFH/BwtZSpp5LrRpmC+krpXHVI5urHjPNzEAO8IMTyL9NVUhNPkGOqlWGCwWYKmvaME092B/vIyduZ0YjrB+9ZxcFHC+yU4RFN+2Gz319uAZgXrG4NVoGakPcTVeYZCRga03hUftJR7Jy674nZ300j5BduGaqxFdo1/fP9+c//+jFvI14QBobVcE1r4/pCD8zx0K5Nj4apx/l+bBEHFsXe8rTISe8vTPVMDsIz1yDE91h31Dk5xa2kXWPVZzsCEpJFiHH2f20USJA6rNNh9s0lKyBRncjeomCbI/cijJZpe86EzdwlO7eCV6Wqmzm261+rP7C6GwSlYpW6D/M9A5Ao/sS/lXdJv1cjPEMXMXCl55Tt9P8peAWAvvjBcWuXxD/1+SUP7zk//mnGjlpkDGLI1r7VSus2Tx6+zmVrmbDbekxATqvXgzPpYO4fzz5vDY5wOI4BY2S4sy6Bex/XPlh/Da+ffv9+Wzbz4HM2vaqbmIgsHe1JSMnioBrDMyGiyT481eGioSKuYZhgOdhwUGSEdHchvU1YRxRb61n0VODKf67ydaIyDER2hYQzCz2L02zydKM23VUYFjpPsajrW8N1jw/nzkzohkHGbIHoQSk5xCDY9x24elwcDNTcpj4V0jc9iGqq/3BCy9m1p+mbfp2LGhdbGywsScphQny53P+QuC+XiZ63QlR93G0CdfIyrcmOCU/6XhtOmcoeUFy2gpw5vOZmsxuHpPn61Zg2nAc/qHlhknYQEdKtbVvk36KwhmTSTSf1/CfXiNwzu3soZckJETOxA/3Jbu2PjQoVyJ7LFTbu4yrpnPVtEl88WvSMxmsjI4Ot8E0RQlbmAKuznICiJSlnTjElp39IEB9QEGFhQYRbdQyFdrWnya6kuCFHtGQOfKiyfmjQLUUnTH4lCx6IBscqi4pTFlPBuaMfH1IL5nW6tUd1qpGfKQVsyM3uRsTjTR+gyNe8WRNLLUn9mNybiYFhNB0pZ4jwUCaJ7mMkwrAGe7E4epcmd4hn1fFS+9DdV3K7OCeM998s2h3eUWwKTBwCoU/3yNdH46HPNqYu5nY+TsV/mcaXsjGnjN0FT9KnRcFBxbvD97x/uGQ7HmIrZgV5BumnPhwBJQur2ZgSsSxzDUyPMQ6ZYIQGjmGD6OafqRrGk1f7kDlhX+nDzkRCGir61TI/8bgoYqBnBIETmmKxMARhmwUrIje5MwGDjBmLtkjSLkM7vB9ZJrQYCQgUH3PQ5AQogwltAueIIg4Zcf7+v9ZiGhK7iOL53S3OV8tb5h2RGQ73LLlXctvzPlM+fR00kL7BxEIr5f1SI23vZTNqzkO5OG+Fp2jvPiY+VRIYDTFXmLA13+tiBmJNKZUfIS0SgxhTBihZYfskNz/Fry9RAHKqheU5KEhL6GVQHnFIVbKIk2auVQ7CGKwFfxDw5i6GYEsmxzS+2IR6OxnjA1Rrk+GvVJASHcG948r267VwM+V8duucky8vw1mUFompFwyTIdUiilOrMXw541ID/URWmYyU2cgMHq33LXXHQib+qDzMB49+pJ+YBqYA5/F64Rd6PuHDhJxu6hXfUwnSCPe7p3wG5P5N11xdjRXLga06xVWIu2Je3a33fRGpWUgVxdmzfSZnPb943PqtpM8SutiXOK3PtyPxqeJXinEnweT/X1pYF2i04TDSfoDJKnm1t6gkJKM047310iJPDT1sCpYj3EOyTa7kRGjjLMi1anERj4KqFRPvN8tyRZykrd59GxCHC6RWGpcVZcZ2XMJ5wx272fMlNQAI4FG9XHTnxl8kipfm1k8EaDgRixZECJMAc/uAE+BD5uLNsTCL/sYkv4GyQ6qhQUBpmye0RgN+HgDyNfPGwo93u2g0lml60Y5aGanYIHaDoYH9CMT13r1gRfK8Q6RU6UCGOvqREMjslU2HKiVJklD5FFICjirip9jAo9/gEIV+6jeuMz2pIrBLx05eFGGP7Ns0WyH6okDmcoiDJocHCaXETngs9gcB5UJgMI8WIyrBwR1v3swQNJp9y2M3tncUl3ZPgRaLiYjML0EAIUBO4UC5A0BvNlTdWV+0hqZ7diRGHwBwwo9hfqc5Q1cU5WERKvTr6NHaLlqRYeBT6tjFvY/V6H+K6yorNVUcm3Ip2ZVJ4fGBhiAg4ytgWHpPNPMuEsw1TzTRhuOpSAFqbE+zI2NFSEeolIzmTnGOpiFTaqILb8yOykfpzlXKoWecWcvMqmMtnXRLuqBfahVv0SdgLlf6mwcbtHv52tmFQj0kGJWhiSZHjGKm95VU+1Le8/7WG1BmCRXb0L0zuwEvjx+iK3WaeyKSDyO2RT2Pe32dJZl+1UepSp/y6hFPZyBAIKrtvH6mFuY89/Ou0zctULd62uKk8L4k9h3Wkv6HtXZkjkzapPfEi43Jhtpd8RcxCPA73au+H6RpGftsrkVV9suX6axl+jBc0OENvi53845ykQ++y2DedQqghu8XkpxUb8IrKyYgLnzOQXkJB6GIx7UJAV+OkYYXko2J0Qm8quEyY2tXJsWOuRph+7W79CvkIJUStXcoMT66AxBRbaksc6Re3FTrUpciXCZ7uhj1Coy4Mq+fOpvKh3nMS1MYFwgSgphbgcS1lDTxskpnh8NT/lROeUc3sBEypXjtBCaKqhFf79jNoayBVnUeAyXDaJ7YSViruwotmWIBVGaROYmnndSqbMTnVVB7j9C0WtaTyC+6thCiIFl8wVkbrRJQYdJDSEBNofLu1U5YWiENOboi9oEHFEK5S9EqOq0qojim/BInx251lo/5q/OJPrYw2BeSTtvKSwizq7377CTZvgZgBtTlZ2crC7Hb7jKDTKCdqdQr13c3n216VhSsk7SaIEGXqUrds97akR35hB4eX1KJZhQ0M+4MHVUotzA13ll9Zme0XJqPsAxlHmVp5nFqrUlqRp7H8XU1MiY+7VAuHfOi0lcs8Sfs9HoQ0+aEZ9LLM5s4dEDyb0TBghSMUXTAzkUr3taINcrFqrnxcVGE24SHalkFKoLS+/ovCMlY92BgN9Mn6lMNVug5ctQlg8ByqY7qZd9pBrMxpExgm2ZHS26Sv8M8qVPojshmCdZATMaSm1DfOQV9jzEGw21K2VKnVGFsTKSyrDI2AKyyfBdrTEod+SmqcBGKVlosvnG1YkiNKLGS7BH8k28ktlI+pB03k47RQWZUmEtfoPcFCOEN7bHp1vtuROkkhynHJeaZc6Es+Blf1QkPAOTInue6JzWD26Rqq8bXuSkQvj1/bIhXZrZ/oFT825ynfYLjrJmd/kU/wikqpR0etD0ucOw1vQXMK/lQDDtScDQ1GAZfW3tILDGo3L+4FqDxaXmtjETU44xe+7UUPxgCx/TSd7t7ht8ZaLc6OQ5pFN2apmU9wOBfTjPtxx3uUhhqhXjt2tO+bKhamoeTtbNujU+ujF52vwqy5jeSpPDrRfKwSH/t6PkLaxA5U9zffQffrxE1gVnN/hFbBYTkdKn98m5hWldKI2HvEtFPOZ7GHtvmYzN6WZ6mJBxSMAwsZiNkBgWUakZ2HRMWSnn0nRs1ViGvPquqrVl3+M2FEMohR0FhKBtXOBojRxdmg3xShrWCiw3MqJjqtTnvHS9aBP9+COMRrtwkGLsl7q8yuGpErSK76PcHab4Bt2bmhOmmwoxf14fn9VIXPA+2FVLKOHyaCJT6uyVPI0mMkWwAC0VuT+Pu5SqZjs7ERKZR9pImhBmsgnRJpmnk59/vt++0lTqukLkuqUJnSzr9JItgIcZEMPBK/v2EnYVXeDXLBPNaHJWkbK03x9SNZVSuGJEXpM/FD58yhn5lSxsSRiJHFkkjmzsdjAObz/SMCjmzFz+Vo3M1QeZzu8v90TbTqprwpOaaB73BK1JMv7555/J+jzOKw8l5tIW7HvitzdP3HoNIDSzl3bKTWL5LVNeleq+QNEM/ZYG6MLCb48yfXI5C9Hd6LcQZ7RFx/lMa5JF4KbCk5BM/Ma4J2hNgQTbVPxKt55+RlqIyaeAxnAGl4k6zSbtubDTN/imWdaZpXlEvoF2GU28fhmJhkV2BT8/mfrsu7WgyHR8jMCMgbU00iTc138N44UkEiYNmR5tn1ulW9Bw5GGlAAEAAElEQVSOHzlAPIxFErgUKI5aYK823I3dAU0b3EedL+ulwl4mAhvQBri3tTPIERTlCrjvX4gUNG92TKIAo6WjeDZ3VYKIPJOp0kHXcINB6uEGyHqVFNqlal2iOMQNaWMGtrpDSApPnuExDnRT6wC92O/l5PXzir5sOuaCLKEqZfeFf+KJtrcW8J7TlEiscX3zveJQ3Ek9d5Sgwn9M1nzCvan/JJiYv6iVR1X56xypUuNHglLPyIE80qDAyTmuYz20nv4zCSeV8xUSDJ4syNn1mHMlyQ8RvouYUNltzHAKay/8oGaVgz6OyKrc/Ho5whIySh8ltyTlqrtyBGrI9HIj8/XTIABZLb+SWiTxAHVSPsEy5mIbSqdJItuOMSzTZKjy4Gjbwe7L6QTIhwnvqtZjlrPXfR/CiZ+rWsFd+4YrmLZMno7pECM0FbCj3+TEe7/7kuCuadpX6ORTS3b1tXHFdCqF2dOO5e7sNSEMpNZAr9pHf/uT7s7lp+zi76sIuyblInhntGiSXsvcE9jYeDqPEamhOz8DEaj55NBF5IL0dOM3WxS54BNdqKSTEQtMczVJO2Kqhb4hM3PSKUjIl6mvL6VmZZUizYkvw4IDSRkRgz8r10RoeYhlzz+1Tnw7Fa4E/0x63M5zojgfZBdXDMklJBqLkXD0mAdN3kL8zheV8pMTAVwMhtA0dSJBxnEFiI8gSElQi/sdVd4smKbXwP6ClRMv8l7Hz17e4AruGYdUTPPd8z0Ia6nW/r+fMI4s0LDFKOV++XYPHSae9zqvmKPqJrQCz/ePDdcaQilkSCDJl+8kltMpsboDXj8q3siszUOcZDFBF6mnL/4iSS5TWujZCKj3qLtd3w7lG7Epww4Ew+pi/FaTzNCiphtbo5LYyts5Y6zQufDHlN5R6s7lhWp8MyYvkLnIb6qf+FfuxVyTifVAESId0oGBt50bswnpiAgGCakk7s2ZEkp+jyLC2+fgfId+4d6hg7jUhzTaTEVe4RTEPMjiibMJgIqElX6QfXB75OpF3EbvhhDqOfXKDLIvO2GFEEoUBr/B/RSTSx5GY9shH7o7lsRsEAhIKYExI9+denrPTGNNJ16Agfoih4yZskkCvAlqjKZBJscVbuK7816dxkxQ7onGW8fbJzLGSwfI/07ZlRHtKjZB+1R1yYU7iAJONlR00kBhNZ9k8+g8QAra2HHYsJYoeH//mfEMkSkMQ1WD2l8/X9YjfWmob7uATDabfDItUG4FNPeg7SgZmKdWY5RyFJM+GFoLdejwQrFLdbrZx583ZDsm/DL3aRsKq4YfJgDVySVbNAtrh/dz8q5KyKw/rOAW7iiksIVTNajtxnpE9naEcMwjXc8dtlGZabMtpelCxm8rdJOFjWpaSsjpradP+yoSjo0hYirCoS2/wxih2O+BHmM5KJVcY6eS8tgUa/y5fn7w7+3lWC4r26qQJGEDxw2SZ5Y4Aq2B+IDgm7kUBlrG88GYynJRyGt0dssufsKIuMp52wlxYbL7FFftC9KTg21rWZ9vWWQR4k0qHqpWPepp8eXEUk1d+N54i2Eefo3CddiqsaR3F8RVnPD3/m9Sxb9Gv6am058dYgcDcAWyXGAnxpmdvmXzsxlyjjzxZfMHCPZjjqYITgCEp6aVC8poGwrSRbpBOEML98j/j5t5nozguTJE+XsP+NVk36a1dBwetmE1oxnjuOD03XLiRPHJHSgqs5pBAxa2OxmdIXMQhKXlbV292yODGe6d0j6d4aiu1mD/GbyWz1G7NVIFxN58fQibmZZezJCnsJBNmERW9oihI0yKSrtTZ/uvgZtzP66vdWMm/s/ZobG/vbt9LsuwJ4QL1TkPqHWrrljLgNkLlqee6F/2W50altOrrQi/o9uHrItkgO6vyPhVgEI8N80fS/PfFoYAF3zwPaMsgeWp0RXbcs3K5W8/uIb+EDXQrtx2LEdxwJPobWA602Cy8RUc+GwetnPCNbDWTc7djP2hYZhNzfXKtEWkb0RxF1/h6MLSlI/HQhZBkDg1XlNY02qY7B00UyJ35diXjIgNlB1nNGWwWu9VmXetuKukVJlw8CH+KIpzSkyRgDyN+kvJIH0GZeMliDbmdI1larIu+cptmSKXeN6OQ47gEVSUmPehguF0JInv/AiIEm6fIvA2tGeNI5+7hqsVM4/7SlwxL4d9k6Z3V8hTa0BWajd7iwrND+vcv7+++ncehfIdkyBMvQlwYHjK1l6yaWcdFIdkL2iqdZoMtaUmUGYvw9sIkq8mYHfVcwlR5Gb2TnI/K54XLZDl/fn+0sFrs7h7EtAK/5lfzq/stgp2oqnqnGTse1TaraJTepDVb1e2Ihe4Cyiet5OMnVa0hc4j0CcLElH7yG/HVlIfUpeY+4BDnfe16Ig+qx1Wxw2iQN84aCoIU211tyAHKXvTQYC/3Ec6doD4IEiYBjbEEGj9vn8mkwBgjkUUpq7Hycgab6w1Wpb5MvtF+Y1T/VQS/GegtdkPP0Y1JudT9yeHOW0+jsmKsQXMeH92VM6bPl+jnFZGOZQdmO/VumX5bCW/f77aiu0f+2p1DpeIFCg/a+hh33ieps2polQaGtfFYVHnncp0U+fRsMEM6A3MNbtFM/daVchN0OdlJmfGI/nG3I8pmyVBeYk14wZ9Sgbbrjy2y9RCUn4+P0djXZ9W0JRgBaWZRhWGyd2WxhVpJlKmu1qGtAQ5Eu7Y2tq+GPmEAeIq+1rniEHG61aay9gAYbZh1fkd4oUykJgXChB/O30CG9l4IykYktzfBhPSO82pJANEQd7zRihihcVoJ+o3fP8oCSRD4gDf2Ovg6xbVTuNEvtNeN4lFIpvuH/fbqBp8LMZCVKkINalju5pA0gPxhDBK5afr64FEuuyYMxtssKXHWKnZ12n8zRFD8Vxy8031G3rg+IwTOb5ilDlpmOtQaWxIihtc9E89zRvLuztP2ZjR9/e/2Wf5MytPIZgDx2a4YWHx3Y0w+kWtXE2+11mfPl6coadyy5qsRx5CB1q2xPK1WH8en8xReEf4FCg/ltAfu/c5KkQJ1tOZUHvU7xXz/tT/W5Jb7EXGzyLDzMDIkBo2YqIRlbYgkmyc1Hi6/+j9ggXbuh44UCkPWajpDE5R6BFgwD2JxHoZVwTkW8Zw5DP3/4dhWINDy9ZBDlsBOkoPm63Y9DPDPBOK2cxJYPJwJT42sc/XKG1y5OmeBRtNxKJ1699dIvA8g0PSsRpW2s7tbQjtiGv2gsncIHKtNfOpwBzdCYTZYLThKPqcsC0iEDlqgSyz+F5TsK0MAMkenzePVKXVXLB1uylOIr3ddWu/AE3hhOBtKoY3MBcMnZGTZSNhW4aoot/yWTi4zTx7EVBp1PrOOd32CXi5svgWAlW6DkyMri+oBLescQLpkE1LVcxPa9TElCkwylIwAqegZCOIsW3DVXN059cnT/YTp2o9ap0lxYq9zPPXs0w7gJCGhwmLV/Qr/SFaBM27qkLw49iSjZk2kpyfRDdtPkd+jxkx+T71hHrbx/vsSDMehI4MB87WQxUFo3jbgMc6eegUvfdNuZNQ9dAdm5kIg/b+10DA/mSejgNUC6t4OBZUjnfi7Fnq4bG0A3WDPVsP7EUlHtgF4NSNfmncOAaNaeCJXWxUMUQ7aKTkPoQIZijO6qykq7ZY6yXrdQ5WKszVtPd0c+4383syRI5Pmpd9GkVQvD77RCfnIOufL9fk0TB1lWbwdxkkBUWRLrUWHFuapyutAg8Ake68gHt3R31PhvAann2PCRdpxOA1km5TU0n7B0CdCwvdMN37Uel9G/yifBSpDqook7khDKPU21Wy/Fb6d4nbg5LGtYAZm33Rsgdkcz7DXop5wY6qfJM4HG+mabBhEJahVor+UZk3je1AQbr4tFojJuF5LN4McMRCrIGQz2b0HAtaFqgiCl9nmPvhR+0xUAkyuIuxH9MSHByKP4AolhfGbZ5pkDzYAPMav7++PyTPuGFEBqvUS5CEiyoczLvo3rv2iT9hXAG0EGk84KKsFyyEQxLD2xXDejqH/Hn/spzAfJ0qbJSvOWTFjYoHMxACKZCP10/OJORWf35E+XWQdQhsfXQXqu+hXhCddJc7c1rtZsjB1a5bkXeKfjpZFLLOrHF6wDDfx0W01ACpwcRLj4CHBwjDOSHOFN7hUOKh0apuzG/RQFIfIn5mmF0irFuV3TZjdEyTWqYoZ3628LWAhZSUBVUyIbB3/ZrK+c/P5+c/3wJuAQbhx9RCTTMj+mmShrHq35TCiHLI9BggntaBVNgKFScvOCimoDMit2kLcbgscNRywQ6f3HHUYO2ltlVB5EC/nuBV/lKOj6eWkCSpxmfgPT11KzZtCwR9CAJk4goz93gkqeml+8ZFNRnQ9EnaMSwzpPPBGQ5mO/0tkmpJlUnScjx32r3V1BwZMTdPsiWaXUjtl0b2IT5BoY+aOYhcCN3zlIZNmuZsZjkkflQhbKOW5CGl9tEDWkWZW8lPNNp66Z8PkUmwu7GIC1WUwL2mPhIDBYyTJTcQBsAnkEXzobPTViBkVqPkLcsYOgVKxTmbfKG9VIWd0SKbGbSKSL/iMRXSCMkK+5pGSQnVmPqBJIlSArdYW2UkAwAxmzNcEo5As81HwS/IYgItUxmj9oQUZ08XbmVEmTLl5DyaJdLIJM4hyi7twnDlK4fjiDADM50E+jN0DGTA5jCW3hWuz037/cS/5uJZqJGm15y3JKLG0Qi8dCPfP1/SV0jBXPeswUjzltdnBmOw7+Y5i86BDpAx1nJ6zUmEweQCAl2dEU9qkFM83px8YzuI4rjl2Q1X7IduD7hqtSmpA9jYRjTO3e+pIJRdHOVoPqEi+8bWfz6+J8zL8HeUMMmi7T00McJ9U0rXJwEj/yGieGI0Cqo4zrOjPGDagXJD0+A1ImWYiyh7PXv75VnWUBYlBB6HKFtarf/STG5jHqTWTFMMvcuxtURQ1mFYAKyUuLqZc1i0LVAQsfahO3ya9TfmYeZNSz3kBilxMcO92qo+31va0gqAy+f4CH5wT2+vqiUsPEIE5OhhlkFQhdDuKfz+5OFzGZoCRfiRYmi7dqXVuylHGy38tLcpqYXihuvxd56XQMa4OZM7KWSWT9OBmWwu7vKT5OGXnlYK+ltAHqqG1mH1JJLklA7mCXIgqK8Iqj7DMK5b3Q1dWvmC8prCE7Ll+x+qfA4zPDcQElbqL0WqpGhoIGw1FJgX8fE2Q2LcU+YZgOkD9ijFbMMgx3sRn6ula3It3mJbrcZTyW5Gp5mYEAPggWqaj0ysWSUu4j/SkUn2PgY6qh4RW06gjwsYhbvEzLBc2zxQ94O6JjBhl0xhMJq6nVwjTwApYoQ8f8W8xzgG5oH8AZAg20dWADDg+xq1WtbyGUQYmW33jj90VP68bgRKI+giQKKjuhLqrOJQPjBXCDKBxXQ12S8lh/kZBTx9e8kJzSeOteUx0Ber6zUa0V8SMvaaDiya7/OPGFu5UQTgPfCndXqYxOg10UywisaVBtzO0azY1iIeYQC5azG/1J6jhpPSLZXI09TgXFfJp94+GiHvv5+fr853QVc3pohZkS1/qDLtoa4f01rZPAUduTFq39+v17TCTk7S1nytreKVqOOg0e8ABPfbHt3WG1uCnEdkbdwAidlpXntNbpnXHBEhjwki8nYHvAnY+Zb7QPNYi3daYjRUgfJ1MRrIw8qjS1CXkhRzsbLdeCL6YLWwGv5nXFhMTqj26aT1zkwfqUfDh7zXQUnuaijANH8nIq+A8g2GuDtjveMFJiI5p04iQWRJu9OKxmVk6mHUALefMLFop8GL5as4oOyIJwvrNDxA7Rd/t5U6sFb8yikvC0ow54+mNYk0ET3ojdkDHrs31WZGe7XVMnDGx8POGN7JcE9deyawDXwFZvmIreFn+ksnpxMvIFM0XehGuYPppQJ3zUCeCRrf30YigcC0aIjoarhW6qhbil8HbXvon49Q7dN6PEp/ACJ/7cm+7PdxGPs5hh+eNihG2I4/usSkyinrBYJNXeFOgUu0lMyU1KninJn6k421MYrOdYTObzJY39FcsXCkHdIHQtbKhT4tK7LUhlxPI8WFWrjmP7kxXxn9zEef5HbKeW8Hj98F7BPMhPG8K7a9dWwGMDi2Iw3MqdI/ZgwgbjRuK1FIQ0W4CfVZlhIFigvUksgsOhDoFHmyGeVSKfibN9sNMljS5z/+VScWFIGK+ggvbyCRhBYhe+ITR+2+CLcegUTcmtkaHISCSTv7UVXpcUD98b878ZoSNOcM85lGp5wXDXc+/d5h6bV/zvWLNPqnLQ18nFoWx4obtsrG+69EUyIpaUpU60iL0J+CkmHBTTZO5cfDoqNm1H3rq5KoshXQG56xFeH0JN+uONh0LX1Pa+inhpalJNDvVWSgD/kmyUNAPsMoEo4fB0RyNf/SQFzqeyklROyrCMv99T60h9OpQqmYCG9/6L5bh9qP3+YsIUEWDFwrdI6p5QZ7GDeQTE+m9pp2aUaPUq50YOmYQHcrXR9tJHazb9nTjLKbygFJhyp7n4hG9OzI4UeLy8m3t2gMl4G3yvUXOxiK2dJrGf3ylmALIMbDwEXUigRajOmpM1sybOJtmgv+IF/JMa0u4HmYKmI/znCjBP1ZWH+obDMr2DCTY3MN1dZwixPVhJcXr54f5rv4+cNuT9zbwIyel6nyIe8uY++qwmJOTMVg+6iJ2kUtOjGAIN2I5Kl01vxIm2UdAM6CXhaFC/VgThUdEgJ8Cc+gEoqXmNrbSKYl1iEOjvIHN6x2lM8JfSraXu6QlZTTprR6UfZ5E47gKAfYm0zPfVmr/823pLDhrVY43F3E7mDcvOmU1evz+iGG45OCIp8QnuKsCcIjRt1cBFeH2breLZdlwjgjDYhI7UEDIoRDvLSS5DO5WKs4+DUh2BiNJg4m8UrehbHjy4tk+IGaJKHGHo/rORQgd+KdY1+2z3F6WGdLrjFssDsp3RcrIZEBlPEecw7dJJAzR8PFSRU8djmkXKSKgQZEhgXunCmhDm4mFEBfmO6giH9EoTEX7y9jgzhdAQGhspH4OFu8UG96CSQi8vP2hbiFLFeyv0zj1PQnDTpro2OauPapeHRgWj6pT5p+OBVoCZ949sbhahGYkdt4Ig/rUwbyfL9GwE8aHOkq/Hi0FvAiIQ+Z/oQkzy3OLGBTN4afi+NB4BgC7RUwWBOdmoPjKrWGyXalGeNuMJ/ABdJPYkAXWZhd4/qb4Sg5ZWoCdF3jdkE39V8DRj5/qLwmpTVpp4HvDCP+HNvknB3ZrLeXYhaNtAlQGzlHnJf/51cabD6a1cUWbAEJJ3l7G3yh0/iUBB4Uu9d0fWKxxt3ujm5klh4/348GRgfp72FEIVtoml3R2+gxoZQIaou98yVq/zyyruTPXtDXx+fIMDy84FHHbmfqbc6OeaE6dGmZt4EqhT4+57jVS7m3c2x1a+f2oAsirY4wjqqZfnom813+BLggpfAsAqATK7rO4E4rBqPeUemj8kJZUaEhvpMDbPssf3fQ/Go7bYsXADNBTtbZpsmeeBN+h78a6ZYss+luQv+Aavw3vNA71fHW7kiHPJssVVYXNCjW6UuYRg3c5o+CoV2sCmhf3yyB8LkWpEpEScrwnpy5lIcbsTcx5huTsW5yMlYOFXU1hzfGicCSC8KKtBLbeHB5K3h0oDa9X7iqtbS7d5PYE4g2kBRvydunnpxVDRhx7FkCiu3ETiRjLUdLxuf1qHm3nVjF0vSYJSLH1Mx6wFM9poyFwexzaUZUIsgqVVX84vuvVO5QzEq2orlwTAJI5hCzBgdnl4rONztRGlz/0TGE4BUwYopXAsqZECDJNOWHCE3NoYCGsPX2iOi6DOaGVaFr1notyFsYiCTHYVj1wKJOrAvyR4WNskWDmq3Fale+m0oHsBlaRFZbUdfMjxqSxYjSzk9/eb+odUIeDAOEBxtqMJbwFsV1o9HWbQZS/PxHZdvq0HgbWano9+frS2HAI5Db/tl2dZ7soIiSV8amIZRYV/TIw2V/KDMEwyF6CgCkVkONauQt6BGe2PKgGFoKiwIE43ZJquU4oRdtJicCiVwlY6gR3kwOQkCbyDa+0DMPo61BMI4jfk0Lj7XHlV55SMn8OTYrKYtP0Dq+53JmoG7lvnPHDmOPq4n30+e/bFsnApgB8El7zDg6Y0wGwxiCZkq7UkZi5IDyhzxSoJ8dm0PBEgIDnD0angC9hiYkHQst7udgxYT4EezZEhfecsxrXFEU0gDExh67JhM4kGl+GVz2+xIJLQCteVMRx0N09ZFhO91Vsbtum2Ca2m0Izae1JlQo6oxOmNOFz5lg1KOPib4+SaTDempcJNgBHW0anbqQJ4dWJCqkEXekBcuonfnjBwMu9lbP7ZCrboPflDmZ+IApye7bNsY/5bWcsU6Kr3bfbrf0zDxqNbV88BfMTiDAOkSFIdOG5By1l+50h/g0jq2i7JCYy+godii+5YoGUQGbDxIrjRExFYEICUdlZ/e+ZrAPKY2b7FOwCp9h4R7qhn62JRrIBSmk0PIO8WKo5zoOIzuWQmnjEQFa2ox0BWVzk3XMMfy2jabduQxmGAjdO67O9ZqGhDNyBNF5OCishiZNYWdbRtMUzg6Z1sqcuz2hINae8LHcUX+CWxq0oByQhh0+VYmQONLV89OXtMPx5IoIWemN5qjPa82efxQZEnvvtoxiahCRtFqrEAZQ3zyjHFe6uVbt0wm5W6UrauO2pgzXcqA5AJNzrpdGOMg0hrcQdCvP/OlFV+cI4YHTUJ0d1c5Ju37xjZH2cWhgykPHnGkzQ4VinySU8WWEFrgeJFV3h+ExGherfhuObCmaqbS5jXyOUosGud2QofXwjdlvwpDbJ8kMyXB5AREGIxSOhWnu556WNTvN9g/1wPvKdxjjw/bjqykSyls5xkq/Irag7KQ6jsyXitXn4PjXtMBx2b4ScpSEbTTtJFPMuC0g3uxhCyWdXoatMphCRrK4GOAG0z1Ej/LiLcVkJY0ERQDsAn81/t7sdHjmvrfWFAPSp1AvMA3NqUj6LzVZp2jgz2DcljdwExuHK9azyWf2Yxb8/fxUaIEdcPbatvAig0KR3HY4Mge7e++No17Y9B37kYCI5mCDLKynPaaZAM1x6LnPGbaNW71NbDhn0/hjMFBcCZu5T4v3qRxB4/0REclXqAOKcSPOjibuIgDsjYf1feRHPY4SSQOPuOxk4IrAebfQ750kSd+esJitpnM3btowoudEuC/d4exGtJ3WOFQyZpz5oD+Adtdzkp7Oz5GEMYtjUwI/dPRxGAtmtNEKF5Ogbt5OPJQrPwu+h7oQQC3hjSWbBBx2RWxeKoEAJTLIkWlICBpoJK3yDQGymEkez3QaoOI9cd7ULitcNV1AfQuQzyn4/LwiEd1XxD9igxv2st85YY+qf/zLk+kBN7tDq3pAmL/0BG820OfEt0SqKZbUhlm7jo79yyR6c0iQVkZrWjpb01xgC70uSBL+L6eW21RYm3XcUDnGPEGo44K83c2H5ped9nvuuuQFp/ESJvj+ffsRqfwF9Fmi69OrKiLtXsQuLKm09UVdz6dADSGvjcayQRJXhowRb5hhuARM/37/qzlsEnIcs/iPUjaP8oBmBg7H9hU8ll7nmoOpsGCyGZUXSqprehMeWknl+8vBR1Ai7LirE65Eze6CWaTN1k3vfVQ6SnI55mMk1hc6HkSwbMSsZs5e6MsVO8XNggSsyiLNkHPDqgqirVuVHk231Ax6W/wkFUVlnJBaoAlOjzVUB90Pl9IbTd1bK4Dp8ulwgm01Bkr1bRs8GH35so4qmfsomkGTrEaF95YOSfQAbfkn2RO2PVrg6jJaxo0+cupkjftrWw/EZWJPWEBgPPXe7VsrvfAleUC4KEYCPAQupAgKMqhELIvSiQAaRds/RFO7JSEmIBZjLmXSbaT5TrcnbtDz4mIevKHHfGZKQBGl5BJ1ReYPYxWXoeHORkhx+gBVSIT3T2qwhA3lLmYFxJMEGA7VyvES/XiYqpF/jBfE2piJ43OajnmgULt6pR/OD4SeJiaT7JU6dunRp+kcIZkQ0WqnGkkP3DBKmb5xTvHeRQSzMqMFPyYlobJ4iacx/QU143c3mE0LBWh3NmY98OkncP8h8miVtElQLXeiLTHdodM7njEkLm2PO/bctX6D8QbVkJmF5aoja+sVSj2PbPDtm6pppNXz3Um5Eu7XINH4e6IKF4F1NTV6GadHTQYKBGfq+91jVIqYVzs+FU7aMk2YK9HFDfSn3TSEC4+pDWmps2K1u9qGV+3QeCazss9sPXBwM2E2fFELfoc+4tTjU25kbEAgeOb74y/Cg9fiZKq1V/uM+cqiUR5BvDE5i77VBfOZDeknFBxgJ8dscvqAWZMwW+eMjjiKOPi0iCq/HmDinL0fo+8Gv5tFS6N/mR0YnAWDs7eV5HGHhu7a5CpWjdW20TXBxalV83sltvuYAJ7zF6+Y6X2NGZIFNWp7+/kiV3wiGqRTHdru2FNFM5InNKZS2zwxdeZuIC6PW7PfTAclCSeV7QNJmVhVjfviQb93j8CYlR0zupehosmrl6PpA+/xyolOoz6HTcYC8fgOOrkglITvdARcKuc9Cr0sZLJn3wUl9/sVwdZMIyu7ZNzkjgoYEmy+DxhobfXgd3RZmy3S/P/4ZmQe85SXiSq/cVSXU5nXR1sQn8ycQ1SxRGqGq8nkrqnmQkwTWy1T9+UCtUDoPScYVqqHhBxu9s4a1WkqDJfFccufauy2XhHIoXykQxklLNh66iiRhhlVlOChTJ4lwaP7J+g5BF3awUQciA+NwU/xiha9LRnBtYtyj30J7spebxyyt6hHdErGvCT08iqdXAXq9Ef7PNZ3+3/LNz5tvTDbj7KXH24Oheu9MdHRZDAN4dm76wHIp/uj+IFJyC3ZsLnq8S1KfEc0AVL/oJnvgpTx/ZhIf/qhZiDntjAidbOaWKZrpDkul00AL42JD4mhuDbHABKjGVbqduoxiDxaDWHypxDbITSL8p+UfcOXopbdsV0o57H5+dtnu1az+4n4OTyG4TVqPFkjdY88TKZXaaKxWrOltiklmFnNz5epOMc3KofRUB1FxoMtTIylTsSvaBGonjP8TPfb8ly8Ip//DN9pCxQTcBDakmsF5MpohyvKz7o4DrWj615xiSzQQUrzJ4Jh3vfycfZ0/fyo+/n398tUAW9ai4lMF6YK7jwpQYbSGtFrKDfpl6K30Lk3PEK33OzwPXdA4eAdUqPBkAwzg0F8rUOZkJqIXVnUVqLoKlscrbbINzcMWXF0Fy4aUfmP09Gg3fZX/grUlzR6juUCpwzb+3xLH835Kb+pIxcnJGXb/jY46vd0tLqcNdq7C4EMuXdc5Ke2cEBnIlCHTMIF9KSc+xGPu082skt7nOQrhl/T6hCS98hFHpRSB8cjdyEZfvMXnZdZGkiaDbNPTOZ0Wt7NpQPVft6HiJLApD1AjgPn+pNyFbpvBi0qVMTenM/oeSlmQ/1o+k4By8FoMuxVSo7iS03G5RBantUXHbTZvWe0yzq4eyQ+DI3UqVRRy5evSmaxNbKroFmtkHDWeMvQtuf5NWBdJO+yhVuLKBJ3rwdjTTc8J3qHnRgkTLyQWV4MeDXm4GFEvJEPttSIJ/X1ItSSnGMxd88kz6TrOzJUVFtVoWfTsqqKdD2SMi5WpmNipjqACfQHgg0X3diNt+hrJgMdHTYmLLVqtSr25IoD32CZohjGIhj13bj8pC7ZyoHbMmV8CZz3rBcanYGVCTGV0v9hpKRWrMy579v9cCg0Tae44Im6dtJXv96I+I3LDzB/I3UGHD2o4NTc1N2H4CrZSvaKjUO8inIPqhMNohsxJ9BPaYLWZELwrRcpft0IxrYCxCoiQQmg4dRF8CaGsh28R7c9sENqbgxRpDd+MLUiKwGw1PxVHr51sLhz7N6tt7LORK69b4e2OhHWxBYz4jJ1sZbnAQVFh4JFIHXEwJKNIK4HIyYbW6fq7/QmA0Q/3/9WHinhV2csbSPvxluBSp2DbR67hsURNmuWXO7h4e5FG9ECRybsOy4wNsjftQEuIoGirpVXGcJYkbUdP7aExaNnwZ2hUOLA70CyirFmClHDPhcllMciV+bven+9Sa5vt3nYg7niwHH2EmmKC6LCGD0YBkFxfn9eU1nyyQvaF1PjBU4vVhyiVBw7wy0VEjT2HDxuqTkdRwoGZoKfAoZj0sTjlTKkt9skS4ZCaHKx21j6MURf+lDuyJOTMfjQuYCpKTUU7uxP7YjavdkhPinepnkn4BytAEcZ0i7YNdJQPzCDiFkKQWYq4B1Mhif16Fs1L6QLnY4itV50zqQ1zPSg60EkaycaiKDkS9je4fWcZYW839+I3tEeEswUTSa0uM9CtgnEB+BoLPMSK+fNuGN1eMWLvFEfqh5yOq03iTjH8s+/2wS/ZpN234fk5sVBsoU0s8TvVAvYXG/qQy56eTDVye5Sr/ofl3K/8aZ5YFS6xhX3iouRYqdH59oaVVHl/f33kxF2qXDST2Hpwe46uwjiqhGt33TTQYdBa7IaCRa9Pv/Zth+VC7TOmuM0/+BJr+WCzzAQCxIQltOZ67aQDmPiCqxnEoJen8SPqnRWk6Fn2QaO1+Z2bFIdFsM8g/7hDxeqN2288ZckCQ0e3AzjadKpRTLKnHoRwYrmTIxx8aYf5MFIa+sIGDJhsa0gPaBMJEChYcSp+zWqK36+NAnVcp1uvC7OugKurg05knUe42xj0c1ZLpndUyvrNdOUpfNXebTG1w0Ob+fecVq0IGdeYvIr5w7Kb6NnBTp55sRgL0raSTmOqFHN3MLwBmD1RDsOWOrdSoyDKpXeJ50JxCE9KIw46l2KCKJWtXPIpyHwSKnL6Xat80uD+yK701ia+RUugMvw0wYMY4ovlqGY+/pWnTzEBhc/c/3+metCGA0JftpXOVXgRGhbcgS2ZJ5KI9u709sMhXaFE3Xu3CdQRgf5YcFLs7SD2skdg/ylQQ3zvDSwRR0vsngaPtNhP1WIB0yQ3XYED46BTGTQ8Jr2tuNI8EzmyaZ6HIZtsLOtgvhkuYSSBgAEa2E9sJiItEUP19oCk6KbfquBkqnemPYks8eYdZdS3CS+Ux9jgUOzl+hlxkVm1rWX0wYEtPW0Ps5b6A9SX+5KVE8n8xcJYSTRot/lWKJjylheqlc8bpx5BbViNOgIMPDPWcjKNwhbI3P+KIrS5cV4NZwLIrZONzWQeMuUdB57jENkekD2yH/++Hw5fzb1zEmNefKAWSY+szPaqyjTFJpDyw1uwqp0ZHd1LSHpRPNTyhx9+WOSbGkmwTHhjwTV3X3dQPy+N34Ebkd0L+1Wsp7LdGItr+A426zz95Inx+T5Myngqxmap+4z9b9X/W989zjisWDVUTze5P5Pu7P0muHGGynbzNlNnskIErCZiKpgzodaosfLAkAyOpQVlamztFXh5BBmf+Zdmcq143DPs3h/+/3SDicSPgB4Cvwd/wDkEZCC5WKyawc6i8WTsVJN43W3wyryWh9WRGAvwMFy6jboO/6rSGjSe4lcvEso3nf88fH6MiSx+tUE68jX9cQUCVhowwZDOZ4iHIsVE0pxNpu6X9zJ90pL3gFkc9ximuzcrYHF4rQLznoTcUCd7UrNAFmgX4m7Ia2rhWcIHiGUyh61Q6h5p1jeNIw8n+NRV1QTgdD4xeN29KiX4mdieVJNMs+GiTUXF+no0LFQCBRvh9u/VEPbfWIvM1OSF1DRxcBTgiE6IBT0xGwdoo46LNk+GYpZvr1OUlAv+ywaLYWXyhiruEHhxgbGAYLOuzD7jDl/0/kJzngr6rUn15Wsn1qN1l59j2f6vcUWdr+fjcnrRdWU8jo48ALZQqkt65rKwdFKKEm0GMifKPpe5OKVp/R3rb3UCBPscThCD+LYrvzxprBEieLY2Gx9/3y/fU+2Y777aKxb3EOFu4rsOc6eejcFJIS++FBRhAQqKODFz4YIlADL06jFSJ0SDttbn5gxYhWGpWvEtu9uF2bCHFNJdHVdYDjUgNYLCafn8tT7vr88zdltCz1xLOVDgSg0VFN7rdlFoED+NpR9GxKlVRlk7EKwQJ9JFjpTJcRTUxOTWLolUrmOJ7I7LrQ+MvduVHXj2LJdcjjVN+zEviK8QMvD7x8QfVJcj+2ak+aH2xBfmvM8hHhVm7a4y+zjlcrABTc+8ylqJTKts+7QBRa3XrYIZoEoyt+bkvJwwEZ6y6pMphYk6rURjcL1DqrOrvh9+/znH4ZW2va7VVpk8RCxYtPxCGqfI5I+aNw12WjiAFNjRhMtvv75NJTokELyHlbkf3t9fs64v6AtHNT6D7ERPD+D+FQ77Pvr60qZR6j9Skqw2hZS2kKF6nsGhOgRQxOhwSU1E1Gjy2HH5FhqRbbC1OIEg00FBZMvcbzuP5YmjOLQINdfuoB/2iKECJTLZ9pG+nXblJs9xje2oQiv0xak2M+KG20/NJ4azzn12vTVyOltUA/zR8IPSoBNvRNu7rRsgDJ185Ym6QRSQuMIc6+fHsLwxkk/Xzqb4ZAzezV+wuQu9d4ElWssaCMSlRakGk5+TOtfRBdu0w6B2Sbu8d85WYedO7+cemYqX0cVo+mahOBMOmiDFo+G245kF4/SM2AZN6I5X5rk0YBm0z3vcAiNrc8ExN7UsUmaC1Ynf2jfbb1+MLvSlbcfPlVMNzhYOsVra6C9hD7pYOfv8Ag6t80UypEA6cWBf1c0y+WBjt6KlEXLQnYWe56MrPvBphnMQQpcFcVAAhDGcPhu3U7MjqQyf1XjYtBPR21S9Xhzs703Rq9Kk5w3LOpRWjL3M9sjLUnPx3GGJgP6zN9mKAi6BiefR4PTm2T+/ppWPVcvYVJYqStStG+vz3+YXkPUXoNkHxpvnvo28jx1T8RcnXfvc+W96rt2jTeK1sGkrqHpTgyVnQCkLzqLi/VlHmzb4I7likjv1pZ3ZkOOa7HfhEu85qm8A0xDyH7enzxEXKSiB7ENYNm2eEpFSAWxG5YkWTKUOZi224286WkJ/di8sMS/JmnCOzgH038sXOxrp3vqSEyVQa1Cg7eiWuWJ0FSPcs15nC/lqbKxCDC8VTKGEx1Afe9U7Qrw/Xx9JadvhjDTzA3GiWGTKRo4LBZYUWiiI5EyuhQe+6xE40OlmFRoZXjtZlEZaK/vko6hkEBAcTAAIAI5BB37UXaxCmU622GiamSX1Ht+vv4V3+SoZ9RaBpnL/BsaB1INAGW3rolPS9FSxTDTe7ly01VxC8eOMsxiZ+DmlvrzjHuqO+U3vwtuTdbwB3RL7BG+1fmD90TSb6KiHwE0K2yuK0+8YTf7E9u/59dRfVrESPzmXSHrSXwuBXaT0eujY38cDK/izqaCYXBczPogqJ/1ZjupyTRZhdRFGpYZkJGj42WNKwsmiTVJw7q80vtLfPdSJWu3yog9Rr0RHoe8Tc6Ij0f1tRQUlQKFHp0TaE+pCylDOu0KCI34KpqWBHLQXi96tAHbDRLUWJ8o20qjrLYpUqx4o7e2peT9WgrF8YoJmEGoQg8fu9JnC9LY4dlSprcg8Xj7bzdsxWbNRMR01SdwcbdW9Dr8siBuBItp/DEQkqpeMzHAHKG3UD/NYRhygqzSXGNEMhONE6+w6u5OVEjhmMzUuMp8P4P+FSQAz4p0vhchmBatQ0n/CenorPuYdpEZ2vmaGUxubnK4I4kKZr4TaHCFeq+FN1RRJtlcKbOq6J6wEOcRQpGj/DZezxe/FNc54pqd8K5hD3bOdBfoL/IRYaHIAlo7VE9QXuphjuJoA6y4+84nm5ZA55c80w2A6dJheFFa9rnZ52YLw9bRtm33UgtIPgPe+yx/PmLsvGxep8kZoHePkGqjlsUUB/BLhORsFaTcWN0fKCtkzjL0W/1ewpl0vdByeERcBhCSl2D/Wb9ie1zgPmvvt7Z+Bc2xkFex1WQvJ0ax53bDXqlomfM2MXhM69YPcI2vz5JZWiNKidWeLwOv5n3i/nJAUj1QCx+tTS5c0OlB5uXYjJEaUmRoKhV7fjgfWN6KgU3Dr1WQt1HypNpd0qBu3b/Jq5myzs6Db3akBf2BOp3kJPsUDxraqQypeBIzufvAoU3NS29QUgZFT03o1Rya08VXmKGIpcw2EzVWVu7slbAnNn/kNZujulaQCenc6HZqLcorqdWT6/q/HVi6uGMNJlzi4VRvDOi4wYu9X4BaSZ4EWjzWX5FW4aA0OI8WpWwt+wiIcsXucWh77j3OneFBVyORRe+zc3YMydzqrwzFmAgE/5ppivbFXUajg8onwy0YMzs4S+I/fLfqEi81rSkBZte2L/O5+J7JmWZ73xOF/SB9BdwDyAjmu4LIpQpvk9siL2GRpCy2Ji7H+PaU7nCCTRQv13HCEreVOkEl9KEZQWnBmBpnUCcAPga5FjorkJ8sgMPJN4IZvh+P3DQ/M4OSmyHjecr9rU8m9YCiUjXF9AmqUz559pZEecTiwOPMeXoPujj5kFXEgfXNPnA+/v2toTUAJVFkzcbeFkEwH8T2pAeDrOXb02HULeaMHxwqCjM1XYyr5TElxlSHWDMduT4EsatAtpYz7VvHLRay27rNIDsRJomKYfcialWYbdLOwFzFi2dlguOQlEVkksgai9Rk+zDnjd5sZdKVJcMBDcMOWkebA+MTKQpBqVDm7IGEyeImbFN+ZcHSt+IdkOhr7dETMsVtnTUi7whVhhPkSolmPy3Ol0pjceFR3Xuf2STkRAHXKuFB6MW74fOaVuY6VoGYhLJ73mj3vUAtGWkq2EnjcyM6Dz8/P441W4nivx58tGvdmrI3JwozRBi0XgS18gowGIouFzwfKRhNisoBwBUamnGaWtwoXcdN0mkKV3+UdUg13l1qMRgN59mcyNrTgFVtcsBcubhvwCzAFR1tRbQA77aentfogViU2Rqnx/4dlcLGA5rR9zMVDwO1UQ9ThNE2uV3JTi8zlCsTKQLhSfF6LdSFQ+YCvnOpPBsuGX93XLx1H264BObjpitseUROeQb0svkwM9C68mWTzBjEjE3bgWbLW40Wh5eVvLOcfgD45Woe6I7qUkEI7bwOTYMaGtKR2njEvnCpRIMMPv8/vv5sWZLtyBLE3N3Mzxgnpht3AhJZVVnNbmkWRYrv/AW+8Tv4YaTwqfkHFD60UEgpqeqhMsEcgASQF7hDjGd0dzOnqK5B1TwiGZkATpw4x9xs2946LF26dBslslwbJkS6ZUaXZQ7Zj56t3hqraOPFcAGvkhEVNgCLvbxWlqxZIh+kAiRuwzDmVFOdW/T3x+oEd3Sa5yibQxFH7A+mpMMYggPZ6Wo2gsw6ICBOQ2V6qexI2JutBoMZTpPWerPnGzUBvz6kyeaRtjCAHeEORxRmqFgar+aQuyPaIA1DKCagSWlURl8CdoOSieL009EKLLZrpU1H2UedljikKlpBTZr/4cXlrlriXu6TyZEwC5f5/aOqFemZcZfarkSsFS1nCqTwEfFeDo0k+i7mT7beldZziSXkuOQs+08SeVKkkDxDDFB2/40HHighJwERr12GQJpizYBUZUlAU1QjdSURaU72AM+zcBAoWXPIUnxQCpEBvC3yMI2w06Z+Tbpo8ff8jnj8eQPZ9NjyduJTWk+nopW1q0dd06L6U1ROi2K3RWUzZ6lHLrhwHQe1lUd46EhbSOKKGTi5qH6zGvLh09tCNE6lJwEZa9WGQJh6pE3Lk95ZODj19VB4y6EqBTqW0m/aKwjMSOQm32AOn0xjac10FYNKIUtb1AYaKms6PrIw5oGz9Jpz4dl25TZ1vYRW2XZSBH0UhTaOxmi+Wnk/CQXk/cie6fqwzGZ3e3JXpwhiPCqraDAmBiRYDZBkS9VN8hZ7UvH5HwapNWK+PrGsrJq7gLt6zljiUx02z8ldNFNaUr5i10BqVI9fCh2NBLr6RDdIBxHkEdSvyNu0Fy0oltiyoP0xMWs+lAYbh79RLwuA/uJyscbUpaiqV9MCMFabb1G7AjZHQDg10XNOEUieMwGS2V4EupnnrXOrYyq9z0LdnSIRluP09+QyLN+l4wSF1gsoCqVj+3QOuCdOgRgVGsXV1amFQ/yuTvcGgf0rf07RH1knBlFygm55hToq36uIDeTbCx3hZoXsTfv4XnFiqACSkQb59hROzlXltYrzWMNXHWrxLDbvJ+T8iLOskI9mHxgx0sQWUOBiGJA8YtXCvKOQPyIFl0YR+dKyBXialFGtYBXlpWwqCp2SiNtLiJUionrjkLEhvcXTApuCVKG6uDN+p8rgtd+I0lbTPiq64mtEdxbYzKgtY/zocWJ3x4RQKTU5cL/k4xL3ExeURXFNa5GnVUOKwo8NRsGnWEtr/obpzj0XtnXCwrCwLpydOo0nj4cvIsfj/Ku4vSEzHEsnWgAaE7Qq8Q1GYir2cvUUrWmFebhKL55rBkwxtZiw16ENzCCAvJGlopFNcH5zSp2pHLlGM+qMk8uH2wbqJvmQOf0vK3DemPylYDscE6ynYyNkkuN2YD2IGwlIqcbNQukF5rhcpptbwDCxHkAKVPcVhYAr3LwvlGaE3hchKh4tOw0RvCdrAo5NYVCLPtM+EvHXWjL+RhDA/FY4l8Xi4v0iWSZzLCb9rMbQ+tbLBBUtf4DSiJgshwTdzDc2WHpYHJ4o2MUowNtsuAkJ7IGZ6moMO7CLyGuliNmw5YATnIsMgNSLqKYCPieHZRclPYNdmOL02Qn0Rvf5iOq9xrMI/GRu71JJC2f9hegx2X0WaUAU6ukZTBWoSiBMJe2gMn/3JfDkVsSA3jD2MZ/6Kti5/s3cCUBbNGwqJQJkfAlWVR4uoJ0XyahdNQ9pLcjBpIcgb4JWPb8g0EgPIUwwP5oTZsV+z49mEinrRKpV6jYo4gnwUK0rsjkAAjEQlueI5ADEsLmWhIaySCLKGFEPmgWCgDpblBXJPmTc33K6+LIHjCYOvFNuvy5dSAIwD1kVPChu4Y61uppqc1UxI81NZoGDdHEv3j+VunbkEp+OE2GSQVEEcfd0xouOTAIHgGyXtBYnQzH7iNlm/Z5CZkJdwOaUWTUU3Hco8ZzumGCEPai6ySwxCeTeSWaB+0KrqNMC4kJckfyJ+tE/Lm8/bQX+qfGfmScXZ97yErRP/hFxK9DbJj3edP20EgI2rIsrpwBaqQwjQxAdHMJb/Kxx5KzCki8mJZ+zeRv8X2Z2scHE+je0X2NOnJSU8UnQK8fblAR3MuFQmuN46NL+wdIJuV6fqgWSDB+H/UAadQM+qrtGkEc3bqlXh7Fu3GpeBzYvUbMHcSq6SwFFMRSESiSOQ2uIiu4CAJ3EKfzyhSKHZZ6C5FLNonXDQisk6eAWU52ClUko4sSSsh81jKL5lgotL+vAVJeCyAf2IedI+dj5T/6mNFmYeRLE6IartQFooJezquosnHNeKK6rzVWnjR8FmWWFy+S7ib7I858wfRVb5Qx7kgCgD4eiA1IK81uy175uo/BQOeCer0IQMflqnRUTJNMbScUYo3Q0J4CrLS1bXTrThKVCJ05MJMq4RGKQkuc5iFsi9ukHORvAJ5Y6461OKGEbbBs7bT5k/lZuIrXOen46Q69iRlSyRCGPxZO5VsLFmrJdQkM+UX6vWfNrRNfkwBZSkFaUip5IwaocMkQHnN2tKn4aduUCALEYQSQ9QyFlne+LhEGGKEw0gKVSVwb7Ofe2HUOncbZErOXEjFhSBJJBM4m9oNgdo8rXdwi0dJiouAkYyiIKfRoF3HmwSxzOhxHhopMYBa14bDWFRcyNkU6BuLE9g6rlpbTZalV4FUHHzyVGzV+eiM1pIifJUXCSWzKDOe6V2AweOId/kdKm3mLplLJzLxJgTG4pR22zA68NsmgPmBUnqtxZ6E7eb4hBKb9CiEmBRLT4Q4Gc2Edh4RhcE0dCHw1GEuSyNUIG3BhQNlTZq9NVdTOpjxpwYlBM9qDZVODBpmcizYIfL9VsxkDSzNJeVMdz8iVycrzss9iCNNCZtmXzFFQlQueHyv75B+JdbrjPX8oVRZmIHfwxgSDb7JQVQOmHH5Hxn2bcHefD7jCM8REFrDAVQRqQl5piFKbrnLC7riWW0cqSCfc0VR81Di+JIClVhbntrGYzTsIrkK60wHrZIAwhqFbpxAhIMODLIg+KhzyGtyi+yvrqPG/GGO3JEw3JrOXUexQoMJ0pi1FNWFUczGyxg8guQS4yOXPNl0pSSy1XmyHwozB/hZGigpXm+bAjoZHKAjB48AqCBQ0aB1TFMtMhqj6hs9Q+FW17GrEq7+FdivZUR1TQsHS/ZRUeyw0z8esBiG4J2rlI6Beq/lkbCZhZYQeihwRvqblPqQyNH0g2bGqF54dG67dyRMrLKyLJ64BFk82jPiNICOVIHH+3SWgKLCq7wMthgNio4G4+qAWpvFoVJR1YZeFpyMy9cwKY8Tdem3c8NS2qBbeN8M0mZdqxlIelZcsmDwmdDWuI7iowANVjGDT/ukQC+ytbbTP9iI+gNA0lvpCxK8grbF3BfLLEKJ3K9NQxkw4mUa28wyQ2c+V9ByZwAFni/fe6qRNjuBgfTBjgGJapuSDLcmvT3Fao2ePM8Clx5GNKpyjeWTeORnQc0tLPgC8gqo6sI48ludC4k+OUxgeqeuYa0Um6JkfnJ5xH2hEQZ8f8Eqhcu9xb1DiRp1DQUztGDdRtrYkuTdhLa+S6UFAuDb2MSDQL7kv+5nw8Don0qBMVm4TqlPmdKeSCjajwgITqfU73MaFGrGAOOjbZXF2XOe8CpRJHrg7ebDXoWVIHEV24Lt9JuUARsbcZQ1CmymbcMMnkmNlKLZTiij9pelLehSfXLQJZs6W032xPQOBKnYv4drxjFCqdT6dDRCxupqgqCJnGsMvSPQXOdqgbA94NBj7qvDB6gsHnHEWBOPireSj0lVxq7Q6sSVoY+D60hMnye2KQGIpgPeQw9zkL8wnVtfK6Wzs9GlR7k0VU7XcMh1Dqku8XqpjAPU3gitEpiARqm5fPwqVqg7Hlz10bTvLJ4FX4YbcAl41EwehSpiKs88Mm5GtWlshMGbsrcHAbAFQC6OlAFPKkvmxbYGxjPFQcN6IYFH2m8c38PBDSqvWh7Rf5Jj8LpFu2SWU3QvAW1egzNxyNN0niJU63IWMzG/InFXGpbJhqQLYhblYUHQNvBI4HrpfvpjpRedyyepTfcdEcPVBKrACXLAiuCkR6vkfhDBkj/1sZn1iiYRPdIAWdGnpq/ljxur0lHUgazV6s0zOn8Z2mQ8iFs7K1nklnVWYdFS4vU74atkT3Lg7cLOQxPaBDDe6uobJGx14dRXuFt6E5V8cAMTc2LZu5mQgxnlNRTi1u/DrrV8ycch0Gj+WB42r7iHibegjrrpgz8LdMO2FxUqUPvtYqoZroIGhfAUgrPaPKolhWJqZ6t6j6siD+OiIoEWFmxhC6jXtqGWMz9nVsCEniylb4KXvTCOUGibFEbuBBFJWDFxPzwAETjasaMk+BevwHbHtSkkCGzK9zfiOAVRRSapS0m3qoiVn9VxmIo9c/wVPOKQbsg4u0eT5IyFWLybSmJJvTyJqEDNs/Tamh70oCxzZXmlftWJA8wshyuVU7MA+5At6RIdcSWsa00AySbFLTj6aMTQQk3FTSQ6Lfsh2JNcnp2NiynLyQhYe8AU1RY/da1nJ7/4Arn72XgvzxXHSStKszAl2grVZzlGINFj+yIPWiRpcaEZig36R8KvPbrPD0AiZ0MYhNVJLZ1a56KkiNXKvqt7CLSZSKjWZ5ieKedXthcrH+oRNLTWBufwkaQ0Q821tUIWkuiC3HHtZUOCLr0tGAscpWPchg4E3FZbmYp6y/RUlEp14HPz1BfBoWqiXx6uJlkVaQQQ06qzjZMQRxiqhIoIavf8o1Sj4E5ctqDlA0GfGHGZrzY7PC3KQvEsAFBYDuSgCoTaYx8ork+9AkvWKbQc7zJCOxjUBtABbcO0W2/NwExag4zS2AU0wL7lbJDNqMGabubiScQEQ5coMlnebU89VDDcvxnCcHQG7aTJYTDU9lNwxKVS8QYu7ZGVQyQCTNEhyU2a21I8fHcbeEfQDSwVuJ1DKTU+wb6VlIwdtLHEccNiarzPxt8LGaTAvzD5IBlnoacr+gGWPqI9JFyVDDiNZiaAoxxdm1hTiYEPF+dKIWOIXuSrA+8JhKyO1Ls5TGrUeCS4y7LF0NylcBrESmZ1w/q8NhtaFKZeWSXD1GI3mvMQ5UwStRON69PIgmcSKOYmymuj0C3ITzDMa0+tcC0+qiF0Spus7T4kWj2Rff4TTcPA4oIEKygn4BL12HR/uBVVSNT8wuGLVCsUaq/W/ZUph+H1caWnJh3ECVMQbkHth76bkpCBTdm6NoB5sQjaOLJ+2BK24AzU0sIAuyjCqHBsQtcJcF8lhoe2+LcQqXcF4y+Xtl059ul9rK/pwlJpYmTbcACzpJPILmG1fHso4mAAssXcQSasIpVKLsA5waPazeoRyDMLNwA0Gjdc7DoIKeEf5LE3rVQc8fKww1t9Pp7iNc6G0pkh3Ke9SdEia4dgaS/6d5t4wYXUZzO0y9KDaKkW0LZmJXjunIPakx0PlLBSk3Gmy4luzaJbOmnQK8wyg7JfU9t4O9VT+UxfbCOrnj0tt+edzQ4x/iCvwDNl2/cGGDCpIKZmipjtIAjF8XJEgRuYY+WW+j5WNtUogFRBoLO2Miz91s8J3TU//1BOts9GW6Jdk2gvFCwEwgVOHSwQFkbBhhu0tD1/RTL5TKW0SOKrEFR8tgkDPQRgn1j17aF7tGnnU3O8ERZh92G76hRH2hQ9N6eD6z1O3MEI/AYYhBGjJSQjOwS9ThWquh5La/gBMgpe/mtniVtNNFGYrifWtG+GKSUotg+W1JvTmuXeznDKCRGbbUEWFhpNDUqmZBpgKIgiGQVMQ8Sg1JZzABWrKUUzThjTsw3ZkqGECJsjSRxyRjlqjS+ACQ1tgzeZ87lIA0lLZWqLpk3XEtZSfjeamGh2WJ9LBVb7DfWu1aoTa7IlUzSvnP1ZADJTQJkwCVA+500tjpDXYyAtI/kIaDcswoV4vutdif1EzjOwWeF5olK6jVErvJ/AHXb9bG9led08uj9OU/ZSEr4Dlx+PTOooMyWUBHNnlAvHk1mHWumh0ZxiJpSljdsyp+Gtvjl0h8Cth2WpdhiHFDZL2qZdFQXa9q6aS6lcUws75JAK2nDdpjBnr7BZniLqHrRZkk2whV8XZ8zwtYNqPPdm8LzM5GylzJkFYaIIBi6Q/yt0ifKzvdk5CFcSUGQY9gKRS+YOc5uDY1IeMY5qyU+oEULuYKU6W1uS9/KBKq0AOkRh8rHlZs/3wzMu5nCGuTWYC80diiWOsj46dNXfJbw1sgDazSdWCJSAawfyxMESCL5CCXCVVx0rJxSzhFgwt6jLuIVviT5QSAY56curqQacz11FL5a3kKnk4dKAVJoCQMsF+FfO1cJ5VIi2my8uGasm7FJhyzlp5CAJyDAq4GAbccD6vJSZjjgoh2iLm+ua1N9kkKVjUwu8OjDQYk7xShc64umj7Wx5SC/Oz9QzaQgjFEIJyMRekyZU4xiEIwjQqlxrcWoUs1UC1MKEfe197keWfVBqYuW4dyWZH6Zg1cWxMwa/YJAw1Cn2RtgKIcy5aJ8Jl62aEQxlJbSh/DIqlHqRxo4yngtxR643qeG8CdCbRTsWvtMux9gFBMjzJ2d33JZNpgtfGiWsP+nlq8JKlnDY0k7ppTc4XsKBvL/QwKXsz4odQcUhchMrRt2RugHJC7KCOTQpnTC+dWT9Fjpm2x/3OKbHKnKibhZLXKCBjJrPJSJDrmuOn+mPI/GMqXUhSLcJEwqOx5EplSIIOphAhpzKRra7CzQMp2SPNYy1B10a/sZArPkRixbIcpOZov5GIsrZ3/qd09BHVssFJcByImMhn1Rmzu0Ljep9iXqAFpPhQxURZX4KOJm95Q/dS34EvmtzcmUOdMKZ/HKbrmK6cuWrN+NUWeptiLnNpBkoaoRGCQBxFHh83OlbKW+B5nHnDII4wcDiyRM3E8mh+WyEHVzeR11OJfXgCaJtbkcX+X2rg5VASzel1KV9Bcl2GXbIVv/dye5GOO2xwQ2470c17kOgqWVYgmIuUiDlgk3lQuTYoUNZRwNrSz8xIYS7BIrkjcd5Be/5S6kbHD4HxF/CjCcTwURJbTu4P7npKbVJL0UtAvCmZz88lJvocHd7mMeRvEDYCAaDh1Wl4iUs188sDi2WWnMutgTJPVFSqUrCmRLAKJVF483h0jv1xNZ1CS8rrs3UKbHMkeTl/gXyisV0lpqyP1CgO3lksY2KCAPq0MXgtVKasfHMYoZk2wgBx54CEJKiPmg6PehdMKOEPsVBXzW9WoAfnQwSkmEv6azQmxkXJuD5tXXUwRbdWkiKWmi2I5iC9DgQC8CAKB4KxqUDXei+TvfGRQJspoNA06EHEX5wnPkx2NJi4OJsGx536r49/Ar8VpLeY2/r1x7Vqzu/BHSaUpiQU5JN9IfRDvluus8hDVAsrcq0pDdXLVBjVyAz6vjiyMV3aeUv0cT43Ti6IBtlSvP+jYlEkGDOc6QOuOKTtmFGvpxenyvKO4XfXsvMtSfkGwnVp2guSLdwShHRUOxZeao4BPYA9Jjw+/O13T/9PlmmyJ/oJYyAB6lIhmdFtO3iaQCXZ6gTjjp6hiPXOYyOMUYIMaOegf2yAB0xz0eBqh1scZ0yQiiqMgHgtoi0hJRfgirWHw5QrM7Tw7aeERQpTp4e2gKmLQIkM6MR+1g90FhDWXLqJdG1Gh/BB9IaIX673sWSYfQevWWOdMWRHVsfEaFSESW3hHNNrMkLvwOmAn9sqCVsouWcMWuE/Br2zPy4dgm4ARDR5GdAcQMUw2psIj0KRRHwiRS9ySFAFyGtMhBT9LOKQlwDxfyiVUfjMRQKI+UnumAKIMoihqVR11SsngCqFt6MSHgP7AodWCywXUUqlFJyhHmyEnyTKk6FQcMrHY8crGlWHD9G1iSie8Z0Updu1KbVDUQl0u+024D8jFSgvA+ZYoYFrBDlYiXEqM+6rhNHy3TLyc/TJuBH+NkMcUIxbUekLrGsLyOjoIWdVhgRZS7DpSu7lbVTNnC59tSLMbqaZTnNiK8SBnoJp6HHZILn3+xzO29UdEUivt5bNA0EF2D5pDGkvGF66OMiUJbfuxWdQCPNZOF0GdzQVWIHUQR76k94c9SLEMMPIxc29QWyB62SGbCqmj0psciqyAucyuWgXBmNp0tPue3YJo1nLuFXunDU8SEPZMpKpRmIwEttS53N+xYvhmEoELitnDnKukwWluRsXuY8O/O7olY8bwLxVxp01SHXB5FGNNnXALX4okkFEj22VRU8olwnVafqq2Gfc2jjp+a5PiQXljUAqo08umvgrt1hjSABaEIp6mBlavjKumownLLeyHYxaxM3BuqpbQ3n6SynIJBJJzt1ahK/Zo1sNNkONY2J6VK4DuJQXYhaQQNKpjO5N8DkTSKJLRQ6nLqHZpkakX2V0zqWqd9Mah01Gg6qC/6QIxsdTHePAilRuT7d6jZlbzXEU8fZIqMLJTViVd/IRGWSh1xs3qoZhgETRLmm2jsPRDRXibn2hvnglPW42C/BV1VDJsyF3X9V+ZR22C6uRn9LxDQ+4td/Ulq7NF1pC5UxDE3ULEuJCEVW1RNpM4iY+No/5/LTb6s8pe8xbI3CNzGu6WSD4gNxR/YEFKsl8BEOXjeByB5Y+bccrMLUsBZhqUmFrRP3JHjUy0cNaSpdnbSb0BuMJ6ylbeUZ+PgvvwnlIxZhSSnTzgxLYNgGBFeUXyMYqdGi0QfZScirY8FQm7NnVEnQNpWUrGU26GzCUM3pN1yfisutsBDwgOcGeeWlPUOdpPd0cf8AjJFTQVQrMDtcPYIstiZ2vXxY9Cw0yRzRzS3oprMfvRidMS+cCFc0Epu0e4o/YMfoKiZ9zyMnWOdw0K0CghTsrAbmE2lLlR/NwiaW40aY9FzNVgn8yRm7q43XEYAaA0+1T7qnIsjZfC6BYkq64xuZGPS4BR9qlvnBPqMI4Ck3n1LFaXheUV8i8eB0Du2uQqRSqMFvZGqWRyvaxJpiRE65xkO/YFpKNe5I7McIEQKVyDhU8oyQgP2YZMb9q4xdKqMx5H9FNnJF8uHoVkYKiSRNxvEgdKNeMQk12ISgFZBXIPUiJWeg4tEN660nKxxapoDFqdi2aCYWBYIB5rF4Q0GD8PHgoHJ6ZPlo2UNxgRDOTvs57J3USz2SU02fiKN7GAzU/tiVwSrY7MfmIKGfBpEhDeW0BmXPLQR+bnsurH5uMUVlJzJHAlWZUAGlCdYU1MqHxFaYnJdMlQ3KZQZfws25IEb0PE0BaA16RrgMpfC2/M0INIG6MDNvvHhOdjviWeBTY2xysfYnIrdwkKNKBbowHPIGbuCk7/w3uMjokcwax0iw45gUVqhKROJr/N6kfWCtRALozHLikxkEOcL2CdxM19UEnbEZteG0mZVaYEjv7N8VAwCoNHdmuTB2e1EG9ULlTNxukcqlSCd5Qq5Sn8ULk2uyt1gBEsoxNNovSaKGA1mkVs6exRbas0GnD0bGNuJeXa7hiDBOY5mi+SxukOwfgfJY3Y1FTWcViAiqtEZGtKNgfAx2rRb0u5DbP1YOTiYh64qD6LUiTiy0sEPWtx+WWeJoBQITXH8bqqfeF1MR7k3/TU4B3QCarKRwNq3X4FY40gahnXlSEGAl/GTNHQr12Hyjz6P+lyDHCHjULjvfxvmhqLUHCCl81aFhU43ysV/rmdsk00bzINTO0+tconhmIuTA7DaCqF+kmXFqy/KPkxafww8s12gGyWQElHoGPV99rszi/8UZxwUugnAooqBBWPKA9Jaa+Mr1F4NQkHouSM4eTVpaNaGau3nQE5oTIWN0f6odqUVH+cVZr9zOgbAJ4FyhyCtDkBSxivMIaFm0EIZcjyMw5Z/XxvPFBZjKNy+tyYRfDHkiB6nYXb15WZKquksOC8kkRaCTy75s1zSOONvIhFcdBH206IUevqFFebPtM8Q53S7YTiH+92sWJ6uooIlZH6p2Df2e+r6lAaIffQsydv2IzZaJVmNTeBB76brMvgICMxaj+CyrIspW5W63GzPSb4pbTsZM8vSUReWRq0MeOG6JFr1twXcRxbFVQ+YzZwqrQl9y8g06lspSI56kCsXrCVJJGqNioEXnwuEl1M22st/Dg1YleybNLqPwJ36fbznqs7uVcj+6K43OFFyCnbSVQAPySTISSNJpbYxpkr1YaASuKInDQ2ZxK8ZDz7BZVXL2AWUYnbneQwdRjRI1gpEn93SDJtj5qPxykYQXArulefLJ97DhTS5/QUSP02zndU7S9YF2Fc8IhBLJcycDvUejfS3WG3pPlvn1M0DYMRsHRK2b6vURd8lb25Ou5P3cvEoanQm5UhlUBbGmkohFlYSr9yjpwPAhFgglCZ0KlrAKuDIjyDqwxH8p2KL6fOPVa/vW1E8DlV3LLRw7x74Q2iSiUdnwV1jrsgPJQq2+g7Q9hXmaHm8lUl1P/bZqLi2iog5ASwJoWmO+xyoKCiIarDbQNO1ivmwawE1UI16KsBcwEbO/4vfL2Dc7G7qn0Fl2RRIoeSMfgBddMUA2RZLBNy9JEiFTiLuFuBdjI7HA0v41OldUGhPQvnzkRyFowzdCznqJsWxLcTYWEton4NvSdhTDIbOQ82g3GkeZqZi7AgHr8TViXvDgIdWXaItzKqiUzD5S/t/JSkB4GNh0jKHzIvng9B1I6cpmw4J+KG0UpNoK8QGd6tmQUBTg4jWDmNdpZvPrpnQYPXviaEGO2F6DRK34GIjZuAbxwq0IHTSbIy90HiGFINZfkimiMC0FdPKYJd69cjgsGug9q/dBmpbyEyEDTDqG+XZ2SQKRFNxtgAS5T4ENfn0UxR64bmag3L7sg+fsB143I4NHEaJGOgQryS6NJeRC1KO1Rqo4GF2I89Qp4LfxBepoRVxKf1DmYoSgDOzJfFJkBmLqfsHJjTlbBYOcRJszQ15QXbG3m7lPlUG49YUJIB2VhKIa6S64vJVHlldJo5eJTL0JD3PNYc5ZW2iI1w7F2LQ82kBeU1VsAU4KY7yAObGgoNrkePdIiyCAvvHX7GJNGj2FrQIT+zse/jN5ndVV8GbJqa1JQ7KeLFHotSNJjVMmhAl0AHUXVeDf8KYo9QAMEnhgMNpmXCEFUKdlOAYSXRVbM2osKMGUlsgsjSG6TMsU91QT2q9gx6+XA1ZGVoDxs2UNN21vFZ/FCFnWU+k7cs4F8AIQvBzp08ocLRBT0iAlTI46q70fdaLCBVVJC4GmhU4RBj+jy5xUYC8JnGoQgudewIGtzJMrXy7pcXwZwAA1c2Np133LMdf4MkcYS/X9BPr9vP0rnnETGE5SEoTWFuBtcel+GvfSuHY7IZAERcTU3FWqvUaWaJKM7Uj0nMzxYIcGJ4hbTpKO63j2OvQ6JVjLpqNPDySdvfdG0fZQjd8xkxVMTRdoceRAxODDkb2DLYQlMB4MZFpJWUAx0EIUZt3wDsIZ2m8rE4YHlYqA1gMn1hl0tAzgFNcr5pwAxenORQvFrDMul1GFuTaYVuH6koRMRGjMpNBSxNNFU05j8LaKIK3VrPJAmwLoMhFZi7WsWIemdKlmym4ACdVar4qV+gYFJxJ9qQA2qw9PoQUkGTlp2OWkOmVyxhssMREfQJNii3PwG4fvNc1P6afJ3oI3bbaiIdwzBCitXJHu+kjZ9e2IrGFChUw8tQWMyU6nERnLERg2h2jWJTlItrhIgrBXCT51ZSBJ7N0FJYHCM8S7VHFihUfxGO15v3CCFZQGAZxNhdnWwMDyZ1tUTy/SahKYQrkKIGCXpHEZvXQeAMYMAQYkUsCD/MNXyOHEoZI2BlI8rFJ4adgU6KSiPLklGQSDQBJhonm7++YozUDNsW5iUmVcuHzBz+fMMIe6yOEZ6miljbK9YfOkqwLTCOh3QZSX+BR2TFUGXJunDBIlEIUsWeb7YEC9LMtiflIiRMQU6pVtQ9v9jXyqOzQkbiywJo88Rd/E1RlYlMlTrWhuO3s3qTnJWORGd0wf3Aael4wGRvDsNmOrA6BiwDH4e0lSvAUd1eGZiSMAScV8lXXFQuryr1zKX87DSg0UBQlUGlI2pveWJRdlgeiLJbuD4xU3LGMEigJl9LVkgD1dI7W5yeERnU6yPIPYROdXiRFK2VEaaBjdli8b6wlqU1AnwqPyW5pskSjBRUtOB2856XAGZAxGkuc4LnMo5bTKjLEhea8pWrJhyUgTsuNlALCglntEhmDwKSm1TeFMOoavuf4bYVodSP8SUt4hGORuQ50j+rxZcmx8/rFBd+uYyDCY0gmjIaQx2PsFl7v8qcXW5akAH039UdUDg0DwBKfzB3VKpThZyTZhEPIybhejbOSB0fp9uWqIEo+rKywbAxMkmmTLqjgoMNxXuOPMeE1px6xDdoW62B7HLV6uv2ept3hkimKv+1+Co+H9H100LilABdDtkRCMyWmDhcNd4m8q44okmmpGYsskUJPLusxEkJaGlJS8J58S46Vte0Ohf0BfBcASUMs7CbFsBihZTMSDV0poWfXPZswppX0fmqtkU6S2xCYmzNlZ54x3It7Q9OfpHRrTGaBYeajCfoqhohGN9w/GVuPMMAivDM+a2d1Bv6Aeml0DPTRdLOmRzaazMpyoyZ97mQYLFLQLsq927L/WoWkM0F4ToTVBga4JBYQ6+vIb2LBtaHrT5QjsVHtI6be+cwp76FCNjtCLiRDVLlSQ+CmA+OUZW9rLVCr6wlV+bk1ngZoJsB4CHfBBKPajRNs+DZ4nYBs6EapNKaknsisooLLOsMeQUAh6m3CXyFw8HQ8DfEyBBW3lvpJjhg+DDXEBK9BOce/4IvTiqNplXgr6kczQ6+GmAOL6gcLOsw+WLRXYGOEdelC7PM7cH7kR1W8zrOFxFfqzMRKdRvwmgRfbRMi2BhKR9QAACmCWgiB2B0JZjet6Z97oJAros3A8RvcONQRIBKlUnw0kmvwwLyG/Z7fZDhm+5tAfr4ThbeBbJpKNMoh6RgI/EdGvlm9GK3OMU1Mc3bvvLwNJ9KC4Weq0THTSJkTW6+SXhl89OivVlnCosjWbweqCkatutTBVXMEoqvZwh4WBQBSSZlKwIxi8JRuoARHpxcRyd13OEKtBUbSxuSnFSHIvQQyBt1bfh1qNL506EiS9veYJ/yL6ZIYAP4ZsrZcXuhfcJnX2X9Qg+8zZjqtxJi2ZGSmq4m+xP6yWLTkOwnRL/E3KXu4Z0pQ6HxP7L4UthjsZWpTJHhCoQSSBHfG2Kud8wK0x5BPLuITfXRdkmQBZZrF59nGMZsXkqkWeMLrPnhQ234jbvUHfWYvd6EkAVf4u2hV6rTDUjdyVYimM20upkGVJ2tVz8WdCMfV/4YVg8Q70IoWLLvbnrkajQJBIJEWQeIqrvcUfcjtZ81INRC7ToXxJKmQLcjK0qNcZke5dQUr0YnjwMAfGAFso5je1zLaYQwUPjRZWm9qgFo0ys/DuKW+4VJrGPqg+KEGuJqYFXx1bjdeXI7WJTDTpJzrgId0qd0+nljoLrQN0OE06VleHZXeIjTiVfviQRxb1TvNN+Kz0opL7ecSftESYiIpwqvIxV0Bpv8dtpRVmTiTrKV4JAJp7tJq45DzRjWMTu2pU9BYKM+VepVlt6boiOFx+2Q8uwWvaPK1BLublw2HoG5B7TO6mXEJJLd7FiDknsYX5ZMNgchJe+VShZJc5JAq36T+x/Gy6tFd48oRSZaQSw5XEl7YTpHceb8PCoVl+AQ7tB6EBRDWp4gUECFgEAGUwa1riLXZlKepwN4n2hgveVzxP9TgdQOec1hctXOZ+OXT02yjzprc+93xiberFkkAYrJl7GUpZMG2QvV9DZjRjVohlKbn5Ya9XPEYJru68iRDs7YaMufCl4siLGcKVNotuw5zE7EAjthE2XYYRszDL0MZJQ7RmyOnY2z6A7o/w9hKTRopRxBEyHFYG6itkhjghJeQVKO/8oZ5bKc6j8l0ilEn6N1WEDiw+D0YkdmMwXuOj6EkQiEE/kNUocR+SR3RMiB7NGQuT54aGwcWlQgkCk7NV0EbMonE5iWxB+VUh3vKuYgzSPmrVMJHAsoedmQi5ZdCUifBWK+Vzw8J7xXGljvCz9pI3KMbs+8S6lf0PxRZQJMZUbGYN5bFYAtsJr7Ed8dBsQQeE7jeDHKYpO90dK6Z74VxpljBeFatJqe/sz8ym3EtL9xQcxSI9ebKVNRvUUP4xiZTh2UBZTpNHrsszTk8QXzEFktl4aI+UICRO0lxGkyd42yg7SzSQzDP8Ilp7OkrQXohnUAQK62S+17veCKyk2ggygLrVRbuuw6CYr8Gll6PGMQotRWgb4KRrIULGAjLvuV0X+AiRRkjGc4MmXIQh8qXnxC0jIXzjvKAULv3e62wjUuO/lWNrs0LNxcmDzAE6L/1JEhVq02rVY4QnsGUXX+lhFQ+7m6H5hC5g9kgSkN4zQafpOhRtisKIEqtiOvmCbVT5rD7iCz4ewlClm628TmU69FHQKyybIRpXSSYJlRNmwk13zgKvJFb0LERLZe2QipL5UdYoWUniCeRhN1XtZ17H46YG81HzLtUtoiCIDxbbiIAS4QoE2RjlCg6zSt4Hdx42tLSLWfA9qdj2AAhqL4fA8McUhJqOY8NmMsp/U6mjGEGwRdrzMDd/9wcMVGDEZlkIfNbIIZnWxSRxnHYJshz2k5v1MR4GexIAWI8DKy4zoF9avRF4eTCk5cxgQ6ApzWrs0LgCxllWi3SrxX5Xpmqdi96mVyf1TyKOXSOfW7JNjinbKg3cFWQ+34XhpP1tkAb0MtwphFwt4Yj4Oki8cZOk+VaROmI9NrFZErEQTcnLNiepO8xjF+rKefOQ9GPcms0uicx2Li9zWtJBWmEkqHVmEv4LBIwj8wbShtaWqzdpqPreJmbAk4zBz7Sret7QYaKyvn0SwHur+ELkjikCowjKruhXNZ86BhL+GmFZuxVTsfIobABSoIgisWjbBDK4Crp4nQbV4UaqgIY9AkBJQK+gPEBFn9QwmLavtUrTRgStQnnwuyxvEBQ4xvSQ0y5S7ZCBqt0fRVeTFJEAmRJ1Ecs2Pd/W4uh6AjmV8VmH3wRd7mXrIU3PF4IHOr7n29GQJcEHLHzAvadaig48Nh8HF21NXGP2qGZBLe8s/8XFaw5pBkA9amDNNmxA1adniMxkoTC6kZp1CwxSkjZLJ/TeQuy4Czb28IvitnVuNTklYdD5lXjJ0Xo6G0iZ1ltANilBkHPP4/m/fcNa92TWw/paCwudkoShdUwYniXVUx9b8a/WKb5FYvEVnRmWQiejg6bHpm14Az4kNjj5s+rFEVjsf4ttSfSe4ult1vPGpeEraZoha6GcYxqKAxTBUgO+0k7Ju8A5t42aKFynzU/GtUS20YvXf9nZgCEWohF1J0h0IYU/2o8rmaXDtAk9acNFRiqWSvNkhBoSxZTMeJeTGfZ3NcKWMR2IcUro8ToQwAgJFsqk7EX9m8VpylUQEW9duYmcNiTo6rIpevnFa+lbjnKZo17VkbBdTi4cht2gcsWAF8OJQjDGAzSlJ/BXwk09TKxHzejgBiVzERgVPItoJGWK8Duzg5DhFasbsSY8cBwWqQnSMcfDCAl0yJIJwQJRjMKgBUM08xQlfjsIBHsZJGpF2olQJZofCINvLEk+gIiyOEg3npOArRUWMBjicKXKCgqL2pBRBi3ZQ8BUpkSUZXc22vxGJp8xIgrPcNbUFg9UQVwYJ1HrO9jW1RC4f2ItdZ+dXSTNfFVW+Dz8MHN2DAQEB0goEDsxCfQBGfC15Rn7g4LLtVlqLTG+wsqmjy5wEr6lmTpwETANFNd2uooKGt0ltVVXTRykCmBicsy/VQiVbMGruI1ICI46jXykRWi01HGFbBmdpJuysxTnTrsfpVggd8pSqiZsCBbUn6E1TvdUR7fE+ozl0uHHkntFV1Hw/8xR9vCWYYtB5IH1PHT+4E2YzFtTWagG6AmTxIQUsjED1pKupWEEGMgXsTx5vxGjzgnP2EMG4NyGxbRmtrj9K3ImBFz6oSGoqijY+h1lwPojskQ4zwatVI+UT1vkihD0OjLtN8v4FHwHKWUIEa+BhsEtYlYk1JQ46PMzdeYkKYnG5xNo0+BZLl8X1cWbVtiF7l06T7r/2YdJUAAYmGWdSk/oirLMJq/altb6aM4p6MivAgYnMonY43yxfolgGD+Uwb0EKmUT0NkbI0SyZ9MG7RW0XiiRJimfGG3vYnynQApRdyiaudOKh/SDFbGXkJnRTniF9klCk1XZOqIcdJAFvjvNT9JVDfRq1JX5QHRirC4YQqzTZ9Y8VhRhGgqK74viEJAHZTFEsQWwZMMUGHyvvtxXK0ALxYMQP0XK76KeSto2SQAIuLQ98Kl2TPmLSsp2D5ooG3Psc0X2xATUVlx9+JpbvwhPvBOEEQ/Kj9o2YRGivWKnmj0LMubgWFOnMZNCCBlkTMP0+RRVmbJs8OQiEKOEP5QjS0Wj2BUi+j10NnlJrBMF8XwUYVguI3HGCIgQnQQVYP9yD9xn7qyX+mPlm8WVVocQzjFtVE6vuyrGujC/mlGwqEkVk2eJP7Cnvu4a5VNcLrBuDIrihxBmCLw1qCByx4Gi05xXlWy0YFyJDzwkcj/XNNSBC9b7Usm2L+GvsESJ2NbRT1V59GaqLWTle+6sRydWSg69jV8I2060vRqtuQyiy6SjZetBah23hXFtp6UoJuAw6DizRlu+xPvBcgF8TAFQxYFsDzf8ZxKxPtiLXkMKAlQ3QtmOGRbmCuAdNoBNtNC0AEC1suW/6aHW3YjhvP218eyj2HZVPyDzdwvouxLNYCtHPtjkFgQ6QwYrJ7uGYSQQOjsEQ3h73saMvdSKHJlYeyV8GukEii3aQyB0ANTXoxE0gBCi1yUG0TR6ouC+ih4EBhJij1xQQA16FWHqLUvj9seyhzMPrWVFALsbKafYyXWLNKUSCCbYpP0Sh2ZelZdPJlTUZH5p+vIPk+QrmcfFJ8VVuR/zNmZzXXSZ6HWKyemVYudCOs42wbUiqtmYDiAyCTResDTX92Iotm4pzMbBYlsQtktC0viRPODQxBrwPJxDRPoZ5cSjA6gHmIFohNk5xHiUioNb9p7LJa1iaukBOlTIejXxh/2yLzTaTQU9vWmizinZTpQetaFFqJtmYz/eBFhTwe52lYD9N8AHnJcZIsuEGmAsXLSiT8Fo8ZCHqqDKqRw/okrR1Rt+2zmTUobZr8yRS0TL8iIrTKCgI1qIuDAZoeJdSg0NyVJNkTQeyUBDkI7XBSAWdFhnXyGinCfRcy8KL4t0SFa93wwOaKFphZiyWVFHu5peIoegmPp4dqyC7pblS9TPSH6SXbiO2BPS5H74OvQoaM0p1ZNTaOwInt0T2fBYGsecde9etIEYUMAVEbyBVYNC9VhN3tmCHnRQpX7y53vmO1LqNX53qR0Opu0FZqzQD9i2ZGEeyWn9acaL7q2OGbNYdroUsnR10zoDGT7bOMizAn/CqBxfy8z8MIZXomDjlf5YbRWCokH5DYBuIQTxeUbGkvLW4AZwebUOaRGTvkJVTow4tljw17pQQbw9xhikvl1fBhJXqsxIXLYpUdlMcCXD8c2kQpqjWAVHYCu3C7SzKKxip5SfnrOaIi09O0MHGhccteUxIIRdPCyZ3mQ3BZD9QAZBKTiAnlNF0y6Sd9sZJkH8A0M3SWAiGP30L2zM+RBcWM8hfA5eJnKoVizRaztzGkRwmcdkhh1jrI9qYqLFQWUvG2eva51dP8R3qT+XDfMQxGNP8mOSD0EBSQzLpiGf24yeSkmOOXnYBxJ4nEyXO6f9T8C7YWwi6xMM6sDJ1j6W/VG8xshD8pUSL1+6v8lGcBhl6ropBLe9UJHtkZZcJba7FDzYwQAIUMwYur+6RyCR4rAtLkdsKHullUp8ZscJXLtOgS4pT5JTehU17HcTzsD2Sf543C27HNB5m0MuGiXsu99OIMEo9EfABkdKiAeFNeLM47smiV7zLMIAOyogttNGxLHvYOunGLa+QVxxeLuOsD34bRsTkCjRKKwJc4FxNaZ3MWIJXKpQyzKO4GT/l4krFpuBiNxul80ZOzCiOC3lraOiTGGRx2C+aiihS/Sg5w5Tw2dDOzHkIJ04p5DHlz+0GlbL2ewgO4SJvPmKhKG75DCwBJtaTFwF/yi4ywhswCLKZc8JftBiA7+ac40W14HpeF8GtjC8LxLez5l7K0EEjtZx43rNjXJH4gH0I4rIzX6nv4At4dMQqqAQ6jhUfyXWC6Ts0i4+JOScYLDHuVDHjmB9S/noMoKLKBOz4QVVAaICkRcAlIrMWr4cg2DrPU3LMA2otBYQPBJMWbtR1PV54oAL0II8BE5GhZjqjlscIvKx8TEsYmgQZPVlbJig34bakfyMuawFA3mKUwCrrYghDBSfsSMoNYKORawmvJOC/7xDPPNy6mda0NSpdhFJIGaR+cLZxs7VO2z2EYUdBnPUqSSYyzGye2QnCYpDZFUA9YKQ8NW3ZvBkgb5W/S5GzceRLQWmCTLbb5JiIPTIlBz2vanCSpYHtrzib9dSpVrZIHhBeRFAmkmlxGs1LAWk9Sq/j6CMEVf6i9kZsYCGrasrgNSWgOHrLM8NrNkmbFaFQDIIO0I4n1HkOlPZODpLknGye812GKp+4RKlta3WhDKyCd4qzHIroTNpGcIIQF8ZORmhLtxSt2c2CjxaR8s98IokMyYNFGovRvyHkV1npjTaNKrxkpYphx/poLaojCEacHJjGM6FdRWRr5Q+luYTHZol0AE7hn1rJXVKDSf24vbEsqeWbZkP1mU9Od6gwrGuVFTfNY4QWrtnZYoj7F7sJzskaB1ivKviSNT1pWQZ9j2JjxeQANi7FPCsEylIm1AiBVDWNVla2cN+Mw223UjmJwQu46KQB9Af1rlfDQIZTBwy7O4MOGAk1lsDs4f+TgHQ+HQxo+2nM0/so6lmdej1l2LsOALCV3Kxq50yOIBhJnxAxX99I0tjb0x3lAYqdhqlCwpAUD2VEyQYWncM/bAuvUICb4dZ5Wt8nBSWO7uQDtnYPBcR05oWhzmu5gCTErQ2+zYXk2saA4jEUL4yDZfjwD3zfyVX2ERPB9BTLKkHJpeictsdtRJGrHKKlU9VMxm7/ph82xwwjTGe4g90DltztcctIEuxrSZkSpSFPZ5slGxEEw8JM3lwrGFHJgUEA8Mm4np4ayNTdHbpTcGukqOamP4D2qWKmHgkS48fdKSF3q0xaQchEnWd9tq6xLgqVRkjlInhpNsMzQlE+QGkhrPg9418ZvwRuCkKbp+qImYepsBTO4uWw4zNwppzgOwdrvbREqZsU1UVVDT6G7JxBW+Wo1ZpZ2GDoc8f18BSYAZw4mUWXYALwm4oYRpQX8QQcPBh3tOhBmtMwAwqACJ6UKRNhvfJwWQNj2uZKMZA9DL/j6uNUpi2FEY7PJoX8wg6WIluY3k6ucJx4DgZ2ioMnIjA+2+RHsw/wh2mRXkGHTs1WK4hrJz4pWGhxe6rQLmvQIuK4RlR4h9iF+uEns6X/ZCsyMwlIxyGNOBIq4UU25YqUDVPl1jrmunDdXMmK0Ocobboo+VYVUzqMstrtK12ARX1N6ULqD6t0oFDnTfipESrMmDjRLOxtYPml0wUw2h5UflAygkp/AcWIRPcd3OdFKLDI9v1rWadlyA4SYlYaZV9yrRmshYdiQmIzS8vm25iXRlHV3VhroyNAj50egzZcAae4NzHnKCGq0gjxPrLZJ1iX1ef3o4qkWsi7M7tp7YndS7sh6Jj+Mw37DGAj71KCFWQ7oJPQF0zb4KMb7i5MDXGTxsZEWIo7lqoD0Rd0brQgqVJgNAvEoZKjm4hshUv9x23zqklfWqfSYNCCSM4z6lcyus7D8X8d6niqRRRIGy2iaKDaIl1dxFpaR4wfIc9NwP+MFGHzKENPKImlns/MbpTDGHx3oYFjACVc6iqWFk0eDzeMuuOfiw0NonmmaOeXQLUk14s9F4TQeyMvCvvFDVZHDnmT5Ogl+mc7EfEVCv7lvUdnVaeIiYlOlpku6k/S2fK1ZUM2RPjGvGUOlI9qDnphHROTqsWWZsivcXoK8MGYUs1PpZkhpI8xGHSOrrRqZBjzj6RRAZzU60p27QHzo9pyryJ0gaBwiQ0skkaRiYQrMZ3M2XhYAYwBxTiRU/qSwTAgC3ppSTNGZuKWF24n3L2qAlaOIyjmJKMWOYGu3crY36jwfMnBxkRBkxsam1eZJvjcQcay0kRQVLujDuNF8fJDuAmaDETSTlak3uk8b10X+vnQs2OWSOHpRv9BLnIFWbt2cb5uJLox9m18sb/HZKIXWNsWOaEw+dLzhng3KBQGbAHVAsXtaOuKIi7kdcA3koIrv1+k6ZoykfiCnDqqJX03GqscRa/OkL1Vs5bOr35K7AgFbZrlpXYPKnqAz0my+NbFGLfkDk7JZrQ7kiFpnnC/aXqmTShh9ArGSNAT+ECthzG5VZwSXDEMz/N1MKU2sBY/UHsr2jNhoW4eIj8fMqVS4UAbLyg/iy2yKnjLCgBiI+DSJRhwOOa3JarUtEZ2yX4jRXAq7p82HHjuhGjlJOdYZcYmb9OrZwxLGImaqDDfEnisjkiTpwFh5fIhK8XXMOaKNEGSuCQqVYV4QuTPaIBUcXXMI0CtmUtMLh1Sp/0LcUdXzNW7THQ3KNtkOQKwKVRFmqLjzrIZFpkGbqAo88cE4t1FQZ5Kcu1ooRDmoNoOH/6akN7NalqQq9KGhaP0OJJM7yvJH5F8yihXAl1U41dHV0QB1ruyoKDOcom5iMUT26XY0JaaM6yTRgrMWRaeEipjkkHyRyYDbho3FoFyXrwmhcFRaPHBRUoHsMs1s9rhZj2GYEEPoIIDP7DlM7KRIJ6LBg3gvoMiL8WhsBS2UHA+DZi2NK8SJI+JPxow8LKtbLXxH0IIAsrjiLunIRjdoNTdXLHX2LAkm5s2xsRCtaCRnI4Mrae5UZS/8RvQBZpVCw1y6x2k6gI2VXCq0lxJ5WTTdiFAm2+uydpW78CIBzLS6EHF/AhjrzRQumKVYxBtyKur7BUeR6QSr30D/K7CVqRBvGvNO8BtydDwUFXKr9li2iq+Vt54iW0gY1fpM0R3w49JZmhBgCT34GuQXa75ZAkDYMiFFK4EforwJpuaskPUxVbshLXOcY4A2QMKmMkWwrd4FQxuwewhcbLakmLHmxAq1jAYXmJi1lEWL4ABTT9pXjrKWRfZ+Ynzo7YRdbhTSzKYRIzJbHqFm8BaN2YcVtqriHktVGTHXXlQXalrPMS2/yUUQaLIagRnMbV6khAdAWqCHoX454x7tCYGD2jIKbjQ6SSeZ85GblrpQPinRmT9TNRB0kbnaIO07dSe3wKb1/JRlN7SPOE/tW/KZDg1wwFn4dpLjH6u7LfAYfw2QqYWhAGm8v/W+TALmJB8n8GJ8NQVhAcAwl6kkCcNAPfTNejUxoyS8VBrEQPuk/TwdDslQyJyZCl3MJLWFEEqCDKDV5pyeym7tt7zlkmAFXjRqaGjuQv2OFeZI/LLzSpHCAj2qCcLLgMlZrw6L1LhaV7k7c2QISHMUpDoyL1WFPe1d1Ujwvkx71uyHWB609MP75XhQwFgkj1E73m0YBM+lk+HQTVkuxhZl4hZBPyafbjbrGNMcAEcoYhMu0K1qxXhdAm96ARih2sojjJIrHdWhaVuL3W4UkmWxVcgxZxG1vDBr5IkpKv8EEkYwqyiCFSi1RhfSrHQ6WMeTnIYbW6hGKD5DuSBuMJhCAQaUEQOHiuknqrh4QHGEXRCgu1IQRgmHtEkabWIDbdNKnU2pg3AOGHG/VE+gHnRaCo5s1qOGK0SxFmdM8bplVzC0UCI67BxFgYPvjJi9y1CMOh0ukP7EFL+PG4JwQVbRoIJFB13jMUsWuA2lhF6iVMuaUbPjrPHEODJgMSjtbEhwicvJ+KtvzYgp3zsVL6rpABPHlMTCJc+reRxjurFU3XiNOGQpfMFCu3KB8AVJpaZWgtbd+TxpsbgCNFZIA+Pt5U3gDtirz4fVY0Lyh51mrKcbleMUroxOMHYi/ikGHAf+RagChyBbpZQRCdSgrdC0OqMA0h8XLfk4J2W0xKIph11hQD6XGM7hKSaI+xFfX2/ilmRp2fNKWoYeCX9rUzSZny+paHmNUgWPm408toRbLcnLLb7grjtWahdTMMCMhYSjRADjn7IpklsJRTNrAiPcY9JbvlVxbOnWyr/r7DpDbXEU5yIzBM7eO94Y0jwnk66bZr5L4i16K6j9h9e3HFJHt1uRogIXnU0Og3eQR2cUGymqVakIBg6bO6UROrYeWgYGIRGJ0wgiHwqzDN7oUQQI5UHFEoFBI6vCoQsIgg14eTwMzpRJmCR6lNR86b3X289gBJGnBGtq8Ij5XG7tc6SWfdcYlFp1PGOKcIUqFcwxYhGFhBqYwfW0gAUQakaQIdiDVCqxEt0w532zGJ5sHcV7ZAEgtcCM64oqa38zQBL240x2GUla3ZdyGMqV4Sa8n9mqR6Reg0ApWmr0U9eh5cnuNZ4LafO2Pdz02xIUE5UG0zhou1CO03xyBS4SoOsxv+KCMha5h6ODsQawbSDz0SeNtayG2bgnuWNiOUaaQUuTLamd4JcaBKSMAaYESUpHrAo2TctQWhPGqdsD8B+zbO/XpC/a08kEIWCobmCxkgowVx01fJtkDzzNmbykVl6EYakqTV/PvBqWT514hNgCa8yF4FkCV5idr+z9Fk67uDA9U4TLQneMrTpG9DCDtin7RbrldcmK64ofyMAU/b5krIVfJGOCbQb0hRy9QY+Fv2nAxGcOhNmvCaJ9ImTdWL9d4zBmoi6eJI2GI1qnvBBN0kFuiT3fsgdUVKLpvMvkFosG97XFU8wzO7MTxRF9kdKOfaH79AUlvDzVLSIXI9fTZszPRC2VxdiKld2tg249/wpLCjDg+MHSXxbqJouDenXZdP7IQdumpeyLl6hSsJ13Wxmto0EKefWUTS+9MMozSvFTGU7xtL3iGtglxlebYse9T7NGy2VuDzvfYyJwXiKiJeYiUo5KUCjSr6CU5DxSueGFy9cMFaAwWfEAYARhtuATeIZKgSPI0m2MQEgMWe1NjmbqABj2rm3fAoBE2D1ugRNVqEQmKLnsghtDfinwbgyyL8zy9B2S7cyOa9256un+JQE1EsVJo11AbPBzYg2zkQYMXlXrOWBD9Zp2YOGYUHdVcB6wEjkR7WDzTtGJqtHE0n3Orp7YRd1uNdBNyJB2fR3YFIeEfnoGc6TItmPbzDs2r5XxzC6VPGssCNP4qA9CgZaByDKgFP4Ww9GSwKekzdG46FryAhWdQ5xPn46gDbtEpz2X3i3WJZSF26r1YWBPjMYHP/XTas0Z6ZKtIwZ4kppECS6WCY0wbQaCagBhNul0EbB2KlOAaNTkwXwOVC6DMmeWmhigg6RtCZCGemULSql7gB2DO18dRTgHYWFY1pDhRytJg+oH6g8TNJ9ISZfxyg03+GWB69W8Xb4lTqoEAzNXg9UwXHkxamJh8dTOXaosoBy3aYeknvK2+Z12PR5CDqdziS2cSTqszza7ts0CcfXJlUVrdRKaymrmUJql0hPtpdZO6AOj4TagOFn9KHhmsQbvdYziMInBwYHmDMCsOyZdHlUdkqyl0ukKenF8WKuJjSOdUQYhmQ+3NcufFDuujAA+RDKMcQfOE5ClkJcoNlpaNQ83KgNo3J89lvabFGFPElMUKxGA4bMwi3yVxey+27MXSjto5lhUQYDS6mKTJ0wl2SIcnQrrTSKAWsHFXk5+qZvKWIij9JkGwJaZDdOdIAdmh86NdcU+poJpGBxm+3BVStAHZFUkTUA/DmMSsw+RVCv/IGp7MlYEZFFA0vxZnbVxHE4dK994oR4ws2hJAcuIkgcdrxTnHTYcumiLoXWORwPi6wEjOKsUXjKfDauoli6kjB4w2AjlNZmMwTpJJWipTUJjttKw0xVzdwsfxIch4dE9cH38oIYzVyrgsk7AAmOBTnkueBLz+FMqAqBD82QIX3KPxlpYpcz1SevT4M4VqILXWHXPLBEroQYWaalWIGZC7lwVwJuD4iyJS+B2iW7DM5sxXAouhkeY55kTqONzMCiQAxbRd6s7zzvLYv3Cbos7TlvA0Vns1Ym3wojckhbSrnReWMgTaY+LcgVGu1Sigw9mF4raPWUgDJCrugY/l+5QJBCjiTpC1hzVBqgQxMy1BbOLy44anpe+nQUKS/Co4zWq74wTZo0OkMPdMr+lwAC4+kcKMKgLhb5nAURxuQLpcT5BypW8tDEhOlH0qiuVMIWjw0NNZwxoqhtdYLIoP+2s0mCDglcLyoj3L/1lg0a161ebkGYAuwOtnmyTO560pbLMApAZQgu5GJRFGoZhG7saCDfkqAE62F9OiXYz2RP9D3tUpmdR/tOc6yyVJG2kuoBYRg8eOyFAMSUQdgsvgNxTMslSFQY81ek4D2O0WWarGzXN5GkcCaXmHFKXHC1esUsSkKTRgoJk4qvpXdLxZJfXtFoPQexZByEnK4cREqW2eLSyQsYGvjw7BDLRVTNGnOQaAKrz5r/qfgATZgwOddnOo8nxOwLmW/dcKw+GeUH3Bdu9aitC2UgWm3stodZg+tlXEajSXVK0BvGHAjJCHLjuSRovQgacYsVqR9K90H1iGe6CItVIQI/AIDBRNyg2heB4xG7JXlMjSh1zLJ3gfZm+Ut+SzBQxd/Id4E7Zp4plptxlgzYy988bobUwBEPirSn3TQSFf01isztR6SfJHs8YBmhosuizK12ZGPAmqkqp+oAklvN/1SuLQazOn9m/Bg6kJjzRBWFmrtKO8qkSb+Qj2DWAGsshn2S2KLdc6rVAkS9bQBlGc2gbydiwi/lXhvJpWthIrE4kepW2r0jakSspcERiqtp1orzngSVXCtwzjZlacKT9OIqoSa/LelrIUSNgRSkVy29zgmDUHUQO+IphgXchMmrccfL0lN7T5aKjPGkOaWccKujpomohUrlrKTT0LYLM382Dk1iK2c7IpsAlgY6ITnW5gDavLLcjgnL8Ffnq4pSThbRA3BdNgMHpt9ohSSjOSKO3L95ZPJf6UpJjiE8i9cvvnQFmVn0lZ617SzZzwW1cdzSGsIcDN7euJDAIDhhfBEoHBycJcmbvvSJH4HQCb9S6LDgVOwv72W+/1cnl0wseN1DAoeEEKrJ2HY4j2xubFSWl2bOnA7Rih4XnnnFWIWyk8kruRvcBTtMekwaw99FhpTy0xDClkUcwCJuqUT8qiqA3ImFEZ6P5VOZF8rBFHMitEXJSxPodGHBpo9gmvmXWlEDwFHhGW+hBO6mPkjYW6mhonysCAru57WbzI8aIIqBSY0V39vHE5rCcpjRyXUbL1YViFrjG7vx1LNoRBDacJtbp6YuCn4mKkjcnJCS7CyRSpMnDJTGCABZRnPJquCXQQcp3wKoSOoRCUdxS6kEoIZbPVS5Nj4P+I6wkfgZoFIoRmXQenUH4OLKsig2FZszktoYpRuhC4F7TUpSqoeHN70jMoT7Ll41U+lptWkwu42XxpARfVJEw9o9qBNILVIlV+TTxFBxANRzllUktZ4yNW9W8ys0wQNWDKSUqQ4zS0nrkvNcJDtv5mambNqmghNXdtEzaTBO1Zi07Z+F3mSpLwQRVnTa/2W1gxYMg2zDKiMBn1Brt4hVMbhVVoY2bXGT2T6gZApQktpIzyck/k7okbU1EebAcfAHBIl2o517e3E5U3VAeIO7Qr3s0F92LFVBX5scxq0Qa6W6WTnAi1XpBD2dcqo/RcPBe+O1+1SgXkzmtJBMPRecVjFRJAEbTFDUr4Bus8iw+RrTMxsiYNf+WxHHy4hAp8kEQlmfklJMku9ZxcorTHKt4oBpvwVjeVJoKRRnxWioxkKH2p7GH4GkizcRMHrb65QNQg4599qRlxj8cMlNMiWTILaQWX+xIdiHHQ2ymnHsxDFvpsjCPIWCRyhnC6kgsUZ9e7OoIQLJ57BC6pmk8I3QGH2yAtvUmOLehIBwaaOGtOQmNcwEakI6DoNIrsnmeVAHiLETYHaBXhIRtRq0Wf5KzhwmSgrkfpw43gvCCIlghy9kIyUUAMAxLN2xWQW+ursaWvdHqt8lvfXQ4GcXN7RV25sPYzl0dkpruKtYNp/3EM6VSEWbQZZLNQCKZHqn4VTMVOKIn71mnLiPfYQjEmxy8wDaBk4Bsza4hdWUQ2aNoNWQANWeMDTzE5q3sAZDCxerK6GTHMq7AyByO23bnknkSSN65HYRd6wJuuwUEGFaa+F2baV5l+TwqzKgEQGTNStFOxoIsqAJfbExOR2n1BeUBeEuiLjtWFwKctW5eB8h1tokyUs7KJ6M6MtaYxbE/hO1AhXnpQ0u/vrk5gpJWT9TXnC+oH5P1YXbK+klLbeiC/PiFRfJH6CxoQJDrc2ESEkTPptSK2lADxy5OsWh7cW0Lt+qjEyeKIkAUPhJtqgQjlXJU4UVokrYIDbgw8tkdCY+Q81ZxgmD6VCJjRKi4igZBvbt4iCA+xiSv1RygJEY9mv3CUy+TgHVz1Y9SBYpiM3AkI6AquuS4RqrPMXEOT4HIZ4Ro2TLjyw4cspUAQk9gPHHITaFd8IEu3llIxjgCX63nDLHth0ueVVj4Tb5pvlxeloPj0LDHPrfTbUnzBhTDJyvlY8yVxq8Mlde5IOC4SIepddhmwzi7ggm1GxAxHZszVUCowzYVAwvK5azkRLpLo8pAlp1dnIUtQR/j41zYFhMzesuPlwliHMsRxBWaC1rDBhyGzeEwJXktTIeHo+YVY1nCfYf6YC5TmsEO7rCdTCOMjXorsi/4MlGbYElkRMpBlHlZpOKO7ngIYBKojlelAObwMhuJIULqq+0o9pjp7Nv3iXnUokRPO4Ndl8Jwx8crbmzfFFFFFSTuJGZX8Zb3VD7nPmM9UpAuHqIVjavJkFI660Oq2kAzdj6EuHLI142hBJl0pyQcrnA3lfGFBo8YZFA3gNRtgLNcNYttuk7j/e4hLiYOCYesOhIOeIj5iTHG5QkPX/AssnI1XVtQT+y0NuesolS/RGdhlK7sNqRx4nHSg3zVurnUBySMs5KcfM/M2vujM6EXzMPhUY4ISs6kqcMxqqhoPpM813/ye2jaiTjVzXrYIYkEJz4kVQyK1jAlZDm0IK6EDGyAWH02+MGsI1u/8nqQ4ZMoU1LJGyrojzl5+XzHpWrj12/kKJewxQGNZaujotxBwRiM7SmfFgvqkrEdoUcpyoottoWgFETPlsNi/yPqQouNRAzdjWwVXXEwVAMIsTg0lN7vXB2hMpnpdbNWtypklVJPssJOnAFOceZ6yA+w6yy2wXRYB3KRfT4tMBLGC7GZVHzlXCZIBWaUok/JIDXreKxAQqQ77ysFWANCjmhgGrKhRe1SVCrzOG/KTqBDlx8HcIVZK5iiqSJjRjtSq/AgQB6EsssKN66vLbKK/M5yudvJH0hWyRjVTpM3vCkY+uPuhrCVjFbAzsKFWrFRUrfaDO61WFqdNu5MbiYjwiB5BqdA/F9CAK2jxoeEXRkSW5Q4IR+NXdr6Wan+okWQMf3pzgdem9qGQtjqbsszibnvXs2mEMBljS7NkBtJgAkgtCTj3ZNWDGvDqx6fmK6jzjGO7RwNnBzVmA11GF1IgNbSAtAVxrSGYGjEhgKfKgv7zaRkKJwfT7QofyDndqxDnsrz5W24BD8VUZuNOpps6EhO3SnSNcglwOQ9V8hpKSNKY9FPAaXSFDlSlwNsJEzizcyYaC8NVg59Uu1u9ZlRBTpzHEeohiiw8OHE1GxCDcYSOE0ef0OVEquovcQeVLLyFL827I82RrgA6y0SmVjqZXPBnYXy5ZpC4uTNG8RdWB7k48bF4GezbK43L0yGfxVjTQmA22xYadd9Rhso6i2OcluJGPZNyTgVsLCveBLzQeMsKgtU6xroWOy5imeMznMH16zGQD9J3qXsDc0UeqGpiyQb1+r/WTdgquYNyQyzwiuFDfUS1MOriT7iBOVT0i82YQ/L8PiqRZHNa3oj2WKYpAWQom+EU5pc3VVz81/YOQSbctpuSTWqA8VHcpEjNiUOnmmchnYwM4nKfu9AOMJJZpbCw6V+KV+AKjik+aQgYYZ8XboXoJV18hBpY1ERy2lSdm+5LOS7Ti7TSxCHJSDvGLd+Vztqjk4lwu4EnsyqdbpisAplKAMAPpLM+pooVKgS0LBxjSXoQnjDlQzJBDAhkEWtgextaLt6jIlqqfkNPpr5dtVWslECFWY1UpZ9gLfy1pIrFETHdiq0TVIjqIP1eLTsJI6h4akGRra2Mb4+zU+fIR4WUBvS7jB2stBVim5A3hxr7yq0imvEhvFe2UCB8I/9xRUWqqQB9laNtxtHatGzGADCm/oYXflZKwLUq0mmcULw4YJH9vGG1g5ptJEhYhYqfHbbny5t1egv8bw4bYjtSBxTwj9AYQA6cs4ITI+4IlBsxLvxQEW8UUocCcKhqeAj6R5kAeg76DpY8IxYGUlUVI0ZRdNYLA9nyaeIHIXXUG5MclhIPyCBRdt5YuFc7dZ9uVklw8Ehgz9ACCYEwFGlPliE3fl2OVy1IZ0Wy5oOh01mAtkEnFMfhEsIsMq1G4aYz0GxRMRX+WohLsfiNSUUuE1RGATh14XNlhiWpdbADmNpPZjuHqUwJyLxuaFYLUnxmyxLp22Rm2wOARuRFQq1DJnZ0l0JQS7wtSTTBPHLCmj0awQZpL7onYCBpU4nip+k19nvLs4fLSWTQ05KlT6SElvKecAP4KRBMICgXSNgRGGH3gyKKRn3e5Kl0Tg2AABJz0FmY2g9a+YZp9Kn40cbgzpS8r1HwwEi3ZzVG4IExyD2SHKPsgd53smYdvMnqRGQgws5vkNOR0hZZ3VH88dyc6VEqGS/Tw4LI6j0Wwb5s/boHAYHClPRRUoNoukwbqbss82sPmfrraZhWE9z1vc2OXEhUlnsTOqvFlxCQlfiJmypT9BnoN9xs7UjlnDSSBay5MV8Ri2dYn5YcomSOHl/Oe8hIpqoPKJfmvDlZjPvD8N2DPw9s/3QMESrQ5BWYakKC/fhYi8N+SQamZEKY1HAQslCwBiEMbG8EPJVYhmq5bSarDqG98q+zcRd+bpp3BNVVP6S+lUVwviMVWsu6pCskEA5KLdMhiPS6AELQhtmNR9jjgUE4o6xwwmfF2CMLDTzZDskDDr2BsOm6hCvEyRkQ9kKiHt2zpNNPoGAStuDXbsFBuesFKo4Wp0vUzYsbjUPZ4ZLyi4ciikuZlWUq6a/x84Kvx67PUnv8oJByshK4EKyP76fXoNvQPlVTvxTXw1lR9j11FiOKMm6X7HwNTLxSFiVBm+reHzuDnxTKbQux8UO6Go47GyrBh02i5qkR41HU1ABocW0/NM+whcgPtNhLx0dOineosMxqwQglI2DqBcqgjInC+dPNEyEz+tJg4AkOPFIdkmt8kb/UuOU5N48Y3kNbWB1k1pkX0CqZqIo3+aIMjSgZrpyEBW4pc3U60+P6elktduRM+dNx8bjUisUthlh8BA/A/Z+PinDTcSC2X7Jl1IIrHyimAdF3mb4q5TDKnHaXbWLekaUnZyL77vJB8UKQzZ4G2heFa6Ft1MitC0CSfZ/S6XKRCjONsrJineG5qksSvNVmSviWmukCZ1h66NWGIafSZOaUheOjzATFYPJEct5Gqy0azPASTDStDIj2JV56xDoxgLTKKGrvSZwol8IrpWpYK2wMsGMxVCzqiZhgZ31AIgrNM+2mtY0yIFxPxgELCDa21fHJiDgkAvK38Kc+vCAcfHDAUUtn32cHbNytGlJIc4VFMFEFmNhmrIuGZmP539krNIAAnHygRwwjISDFRMYs4xxPJOK2exwPGwiCLJgSuRK9Vr2jdM1NjGYFJEw52eLJZdIShlVEEncusXTlNeNiCviFyJ6R6eXixvLGU7sL2UFGabSM9sdIVOeMNNCzNZGBRL/bsjP1HA010wHq8WUMwAn2SwAvxDjVnhLmInFSfds7uiVO9QnWD9YmFpg+y1NXa+iytf9GdouuFwdR4HamEorAsxpvJiaakkXxsiPILMDIpKrPTT7Dj9YoCHqhsi+eNuwmRbq0Qdx/DRFw+Gzc3QJDloiFpsTB4klJTH6iMYVDiliMTchLwEDmGZSy0RuGgyKqieWS6l5fJlelOqGmzZbeRCijuk9ENrlG1bmhQisRxyFXjCPKvGubBfMSglK9kjV8gpZqgZxisX3RC8iPmuRStXW9L14JM1pkYIlfsy4FJEOHwliwNyZ4CIy0fVucImloEGLbsEApRo1LGBYPe6VND3ohIb7zDRA814V2DEKDMKRmoiiIZ6ChUA0XeUw0gHabQIK0sDMdxfwQeY8qfsySZsPE+OjezBNWHwdaQmE7zbBP6EsfTRw5ZA9i6ppKdRbElstd1++fSTTTfya08uXpopE6cxmUEEizxm03qVTj5hgmoJ2Es3ikQCE5P1Mqtd6s5ow5TNfMjo2lJJJ7R25AaAXDfiGK6mZeLFBkurmuQFy9hxSyf2Tn+QR5VRozAWB6B8+rp4iCoVxhwjADU+wyRvS8DYzTKgoBWeAPEuIdlpVQonGdxNssMW8KZGDIUgCsh6LhsFxzg8dTsW/ZUnEZW0oP9g3WUaY1S4NfaxAn1pEQSRWypOnJXqz2VFw1NwCfJ0dPCirAoxBx3UG5ZinFxOxIycBp9eBBXMvZji9JKVxhcJ3EYSIC4h5x2j2IH4qo4oZJJnSi9VP67leDdstPSeNHQn1KjtzIDLUL/Uz6vqosg9bHACHcb4fW+wgHpBWPUAlMjkxOTMrtBk8Sa+VzF52TI2Lx5fbaoaRQZXMcnpo3aZHihMqbkGSS00LejAbP+CS7LsZuNCQt/yEV4M5c5dS5Z8qK8mrBHPc+H65POt4sQ8VPw8acGxpay/o4ppt4Osaq2Yq5SBMq2UEsO4Hpkp8OvIEafhxDHXMnYe0T+SHVHwhadrqNuSELg2TSHRP1XHeIUaoMWxtFEFHC+qBtS/CTGByOPlFZOo1oFigKudAoO/PlVvbRkkUqjEbLqMV29EJoumXwfD/TCRP50WGV9VXvlZza80i928MQ+ql453x1FBHXQp9WGJJdJRADXrI2zGEf/G9JK2RQ/AUseG1qPzCzBiXRBMEAr9Gr0V8f1xtRotKNsaB7Y8mBCAGKckoxrdCUtixqS4y2hdIzWgo9mJrmW6GRx6GYUqkuNQBuRs5zBcfzaZ3VE4ADGr8jxXpRf1gwIHmjxa7Y0gGHBP10lohi6sMI5H0DLUS6CfR4mg6tI+tyTKi+SXwF/s/hOXMcdXvaN6UaX1CBLIxX14AXNsMphbJkvhiTIbVoobjIVVaC2s49yQYDvURxjml7IFqB59CbYTow+IeYMdQpcqapgnacMTE8zAMm/WINhO+OD7nGvLjAHnBck+nEJUBErsI9rKPRaSE4PwDig3iaBE+4/BlzEnKrKVBI7wik6soRrxsO1qW3Fdhz5PfuDiVcsfNpjRAcwE22OWyXYCATDwcn0SuYniiDwFwViSocA/sVjIftMBBppCMW9gLiDjDSuAIgPy2WaaU2CE0cAAkE8wfRyI6eKJxDIEmfBheOXyzc1xdlqhDDoSw1fYEMz6L4oY+YlWoNoQHHaag3DfEwQixPiYe+dcGpXPfYyaJBnLxNPL0qsWMqrUL4DAJp7wQdnZu0w2nMNnYKTg0qVRFcJ4STd9iYTDFPBTNSHoa0s2JORXMQ4VGniWydPBYRMr1sNDj4eFqhR0+gkaRMiCA3Igao81ltR9jNOPBfZYTaM4+tjaweUROUCtOFVrYOswkVY/4vPRz68P+4LEnFcGopUeCBJqlIwp1I8c3qkx0pYxog42P3m4BewcrOoqQkRLSKjXGSFTSovU8MsBQSRq3qxFFolDoEnBFO5W7up5cQxSz7BaPGxGcijmYzkBoDR8IiTfKbGb3Bd+wmAnYq3G4IPaVYEgervRDkdHF6wL1InHHkExQNlPtJXj9nJRg+rYLEsLA0slyEqN9A1LWjnj4XSdxBp22tInZtWfxc7aB0aYg8aNqadoQhbWcEyAvsDoeR74sKkdKR5egjpgGaWspxaky5LC1N4mi34HTUNQOwKCchJZkGisIzIyo72aHL8RMQN5GEF/64FhjvFy0ciicEX8SpSTI8es8xg6JHCmrqWmAkp6KpgF0+mc1TOHyEHsgpzZD9CPneC1uU44Bh9SzOqrfLD85pTLiAptxCN5sQ09jidKWFW+DEDw5PQ50ACLAX3pjaDQlUjib5PJwYGAKTCVuo0TBCRUq+zrVHpGkzCJLf+yKUYMhETQ3eiGXc6ueMhzaBfHuNQYV+KekmfTzDJfHkGgKvdxewCn8y/Bo42XJONTpSiWB2irLiiLvSYURt28FeUHL4GwWMRl/PbgPiTHXU+DEcQrDiYS9fsud1SLpIOJBAASPA/44WqTodskJgo4yh0YSanGYyCTEC0VIUwkYNP0SgIUIaeJBEnWLyYdwtdN0QAEwnKrQHIMGPU6g2V2UzphmWCAKxbHqiqrfZ43O8pZYjVABQCzrPtL8pZD6J3qfTBkJ6mjQGfnAji4Mu6vMgpGkrrrIuBDJQtCWgWtuAxdjNbGAR4PdxhjSGE1nKEahgmAZJ5CridxRXoGbdiLKKn9KXI/BXxrUZOJQa0BBbNONbEuIAbCJJGAfe76f9x6GnSLJMq2abLbss4JtD/ALWylB9irW4SLZ7iUAJUN2iLKgB0zgF+I457fSOmK+iozD82YQ46X1Z+2u9BTwZrm9KFmH1+GqqZFrl7dFHa9pNMi8KgnPCgcUvZbIBSWXgVY4URdFbkxbJblYIy1BXopYdxij7JHq37FxDpo1xYlVYo1xuqxK7hWwQRAItt6wLEProOyxmZynj3pim00ojSdVa8hG9JhxmmeBaheoZGaFkxkR4kwxGFHDjPtPe471gn4pQmb1RiFfWuMQM41Ex73iDDolUfAiaWTDqrtp2MJoZ9HqRwy6iHdZ/kft0CzMEHohaZ/Oq1A2ps4sefQPwU+wrBVvaqGRW/QQIhMpaZ6NUMSSuAfiazIeF5SJAk8wZo1/tZdyyZCGQdx0knnYjQyNAUjf5JUzPWi8AjKfyEYAD7jRKkjWEnap2Rea2SXWlknGyl2FlFCIRawMS+iqzAKnyKJGDF4EBiyyh2jmESQlkM65HBj2XaPM0qixFM2ZS1lsCTuKY5NtpGIBbSJFEcNBE2ZsTCHg03wsc+3ySoVuScKRdhPnXF1SnnCIl4frVz3QvkTZi3vS4mjK9FCCJR75cMj0jkJtvecbPUhh/N0p115ZPpX6gz2bT6dMVonqH6YyI0mNfGxLMWEw8lTLTR05RkianCtWHEzpkGBB1F0yCEDBHe2aBOwdAJzSG3jnehBu9biqWgvaj2cMqrZcPNEmNTBzemHwil1/5vF1PqkrINXHbWADorvboJdnY9C9qT0jVcTEkPPtCENdBIXBssifRUV+njfbaAzIO8dnIifMJNAzOal5zZwcJstGDjIhblu24gVFd6C46pZdtuAyGo6DnCkB+VpcAa4SRd6qi4/PBpgsxl4Po/J5Vrq0Jq420LegMxAkXOg655ukEjTsID8gVQepGrMo86GPEbRER+RkpPIT4ePw4hJQRqFbtBejzjJWuCGpdXfCSUYhobhIm6lKKTsqQZOT1gj+Q7A3F3nMfQ6uMgJ4aAoabEpTkHqqGHKP7BMC2ssOI0++wkkRCEtuWEQkqoE42zfVObeTJyQXuisPqAbanA0N7S2jaT4ZGA+dvhz1GVhsyuRIEpAdAdwqrLK2ck15FuwQzLyElUtV28WJLHioudK5VzmAmlkgcxU9bFWU4IAEBeWZjCQLS1OkbAfyUrS5J1bI1KCGBZhB0yw+LKNLpgt5AbqCpUPP8d56D3Zh647x8+JBxC2NIknFVNsYeHCYqO5bYZtfPFqEX8xgvL1TH1iUK2LPTkSLOFCaJ62EXk0y6K5EvJht1aqgotaRsFEpCnKqGJLlqu13FhnWyr00Tb7C5VW/jjbAVnup+WrJmdYLIkIE7QofZ1NzMYAVl4I6rsuS/Q6bESBLFq5c+8Ghp/qHNd0blQeTzwkfgy9Pmhy7jVrF2D4qstPghcSBVuybAZGEaiU1q5UiaC5gfZVDJtwHy/hk0bTmCXtFT5WvjJ8Evu9X1nZFByDgKwCGchJAWjMIAq3ndXAvkMYKmQ3WAwQJnM0i8wyYQN3Ghp41bopbcZ4PKO2oHwfep+jn2kiRdfhucYdhyqxrmVsiIP4cz4AoIoQJRN4Dw8ydaDwyqs9zdly+nsYmMDeYUBRsGwAIlNmZwYJsh1wnGhcWOzalxGPofGStU5MVYLq1mhJoJR+kmKWIrnk2VFs+htxNRuIJ0YJNQzPF5hHwubJfiKCJMT7tcHiV3Lw05w2Ux72FNp7jyXkO4qu7CHoKsM73jooCwm9lNDnlPH/bDbf0vhJc1O5AdpM5NNTIDeEuS/QKs7kvuEkyUzgcDoG1qErVJxTqY22DSFXL8xfz6FEa8FDiGkbAUlAcXpPderwJLKFZFmlCRugSryHbnAq/54+Z2eC9lQzgsFlzIA2ZHSR8i+pUgQEkxPGYoZzlZN3YLYNIMrMXBQEPwsZjCxahXdc3dKsZTaMQxDtpfeKZD5RxR3daPIi8NdCp3BVQOqygwAFf/OR04E7NQeTBrE0TT9KRKrN8fPFRKfyaKnDFyVHKy6C+fSQQU+D/1CQjm0ItcJ5tUugCXyVGuVL/ue0kWWGGhOpTV+8/0f3MbPPw6BfpM5Ff4X5IoxWKopee+JugL1ftG84db6jIPB09xcnUoyCcDEtN2X2XVGMfqZzt+XsMJRndlj6bFb3ClYV5zWRjcQTyyZG8cVJJqhcKPshhPrx/BHDIZiGXbC11yFPy500Hb4hNfJ+Gw/fDPjnugqjugZsM8nDi6Ho7LRBhhJ3bA22pCcHivpPMiZv3G08fkCqXnK0+W0qYuuwRi3OrYrgzltshZZWzkqlVnaU4ErlbsPcTb3YDC46MJMvF7vJmL8vE2Y/NdPDUMTSE1IoCF1P+bJBZXcJmzlkYqbdMDpsirVZVyCMpFV/CTbZNLOhULMhciCU/zI5HYIQ3kiSR/ELJhNq3YVN4BBDraFnQAcU+FAUQ/DXPwGCUQFgn7WmY0aY0Uzl/2L1RJDifeg6kMusMcYAJUf5v5wNChbhWaEExWAsaSHIjs/11DEurQiHFIR0MaUsgq8dQrOgjhfZuCz15/OETcPHq7kv7GSZdNYeFn5TdgxCqLlkWIE49fy0yRgNP3NqFtSwcsIJF+N1Ms9mqyeHF6oNQy0rK8zqbYqIixcVyc3INGrCOPRhGyXG8Y/oez7U4f9VuiXm3nUC5HucNMo/y3Yn4G7vJUJihXy2u/a8qk0VecskRUVEGizx37q7nZhZVtXpawFXH6eiZcy8nGv1mxGxXm/fj2xyGMYL83JyKtMQeUxhBV96DubbVu7CKGAEh5oC40I8pS8Ufs+9GdJs7Ag8L3RnfzCKGyzNbZMiqV1RfE/9f5Q5ABnWKT0yiYT6djtHz7DT6AscFUhFRhBTwSq5y5V3tAWmH2/AAAHNli1rn+SGoENFf7SRHnxefNY5j7moiOG1QCjAnZfjSIKnmObZymJa5bGJsR4NOYzUHVypbFUrwKU/rJpLYIIx4rDYOrBDJrCi4niERYEH9hDO4kLrhsCGQ18wgk8XAXMJpmg/RwaWDRsy1s6o1WUjjNPVO6RW60mxuGRJaLG0ANTjVUXxMvTPVpIQANm48kFaPTMCOw/ZjjTYpuDkZBSXi+IvBXCA3nnFVu1DMNQNYzKOKqMKXazU/42vJUgGMSNmdYHjlXyPnV7jFdh50PfD/GQBLiEvhMYtDlI1gqItxBWtlnuouQebMmMwKpTQcNGVNZIh1DgSKBk3QBwMTIsPVEGHoWWjAj5hQdGG20v1XuO9bhmUjRk6j7t83LxykesJtGUD08DdHUIkjAwncLlwryus0YbLrGNNku6B2GuUqANCz4MW3fIwGWSNUeO71NoAgaRIoPWBzn3d5fxNZ9WJ6A4GgwHGrmRNGJxdEc0LUcZ6vn8TUDL+1CTIDCbZeDmZJ6BMvMA78mLPC0S6LmBDR8BhPhhwkVzGz1ijiQeHCZy1riNCAEe5FMAMNMECdpXaNdjV55SaSB7BQ04mldBIBFoFDqTgSKOX/MDWiLE06yfUY7xSOBHZF1oGHMGYDTAd03LGVDrYg95VSa3S4UvNd6vakPKtdyWh+EsbSAOI1gdenQJeEClNkAcx7gEnKxxHriYKqSEeQjshfRGrXXRpCXcTcqZ8RjE0kqiwMLgkzdYapZK3Ej/9cPHbUORs/Ev1WbBuQchc0x1HbIcMeBQQQ6Djsbj7sE4OomF4Sc0mTYPJfhT44mOKiCG5sdbwMrdKOAFlHOasH0NhX8HwcGCwxHtDnEDSKMrqgiKEHxg2DWe0JoMQCsKqCstNJC6hRBLE3JIGD955tCajtaZ4si8tCJAhVJxe6NcSWucltnLxTB7aIy1JzxdgiJw1LxDkb+QomN08biylMl5MboBthLaE8i1Sl4SaGl8zGPW3dtCQ4FilA47PjAAUKOp500cNproPsfsOB0a8X5pRIVJYyiFk6OmbDDOqrbRRBsIKraHCMyRzUSeeYDHYWAXIWa5RVI3RcApQBnL5eMHYQP8nrg2SuEclVCtXESGGFkHEiqsZGQQlxlV2qLqw8wlQ7cC0dP0srUpQT7knoGNX5tZOmCJbYwkRtiNpWge+EaUKmJXuocCq5vNkn2LJNwNVcv3ZJkhqU6kdw6donuVI+0SwG0qm0uMqfUqbe9PjisSL0iA0f3TvKK3jkdRFjRmly41XuMRystLIUp0LfRcItaWPZNK4JryyC53S2hLAFqLdOP5VSZZeUwSaDgBQCg4Y62TIy9t38pvAxWCT4ytTyIV/G01bE4JKdN0HRYRYKuYWYLBPsmK2S6KBlG1SmW3BDUNUBFEU9ZwL+C+1HZylODxBpZI6fMHkhvQJ7EP/o3qB8Ji8g2ZscLAGIyBteA8Gxd6kRFCyJzPGHcK4KKg6H6KhJqEJeWObDMgH51jy5EeEXBYTVyJccwLD3WGEF6AYcHNeW9omtEN+5pyRXOlENe04R3azpxB6g6DGSPZbxYSmFCyTggnoS1hmNJ3QuFPb06Egi9XmmhBEjmEpNS1QyPERX9qFvofRRcfqggCWR20wp2W+Tbz9JjOgM16Bh8j8T+6FjkiXH/kHckJXbfFdYNkB8IqbCbhu5xJbIXpjkhvf+cpDdNOUvnxoEKs425Ikg7kzQVhEkIFVElY1AK143djMF7drZcWZrO8xzj/2QIHUG/ShDUl8gcQFiYm6NLv15MWggYMGWMbxWviME9AOG7nCUVq1DsHObPL2r4iw8oA8oy0R5JUzDM7uCJeXcEollhisUIY7NovJE3jO1XyoyzWXIqOLgoBSbkNEn26loWHiseAjAjVqcIHDBZE+ye866XD5spFi0Ym+33QgEfUWOqGYyxIzLkR+HkklEJOV3FgglS3YkPzB601knyhI8NEosmOnm8b0k6BYGmr34ybcJsQqMw2LCI7hZ5Gzy7+W6haWh8AGLGfXtyHMijMo+w/gDngaJfwawGWlBMYEOwy7O/Ic+LkKuPSfqUFmWFDXm2XhIbW6SMjisic2K6prlT6BMA+X0dUqbYkqbwxG/PsB1oUPAqrHq/M2ltboOg9EqyZW3a3Rk3ykNbo4c5ReuwXBIBsnKTN4aMgHqOsbRBCy3jWKdqCCcGW6Oh7VevTWSuLyp2n1LfkpEwQejMegYfilN6P0kgtKpTFWpCJvW1EEA2ImwAv0len4ybkLbZ/aCq5E9L+jgLyu1ZuM46jWoIGTLmAKnReerqyDSPytsMtpa0pBNx2ASCG8hqhE/S3EUICHURtbrgA9k0Ikh71z27IlihaTaqWs0NnokeCvxOijxxgarRPKYAAd7OtX+5ZBiAyyBZEYHIA+49qBgIpwnrZvcsN+1g3KtYXobI7Lwdc4UNcs13eSBsq7rTVB7fcrgZfM4spGVcx1JscbpXjD9s04N1DU6hFtL90mgiQANvh1bOtpdoPQd5jDEhJyQYHRquqjoiIAmJRiN2cdrMjOmvTM6icOfeal0rXJfSrUY08kMUqpah7PiwYaZg1m4lbIlqhl4qdIlUqouDDJVFpBJdmDCe17zhaPOvWwoMDuAlLAqHzNApx68Sih1K4aW3X+rVTeDQfh0bkCnVfpE2GouYyIs6DLo7860C1vCArPt7IWgIcpk7cuQro+DMhbmBh5Z4bTBc/eWbaPdNtt0AZVCjOipP2QZmc2YE0HV27/4ffRugZGRa5vEJLTtlF2wVL00Ptx7fsKY5UvR930EdFIsd47hjvbvbhHK7aT2eawBVaB128109wVB0c7MSZYuHK/3CKy9NXVNA8ouzLQHbaxIoVGO96xBL0h+3NJScHfrGuVSKzJWYY2iI1DAxxd1llVtzeeRCj+RfjpxhGK4WTIg+wzTpECM6FlKpBcKn/01dW9v2NHDppeKkRHmzhOUJHOgLmvXbokkNO85QoKSF8TXwn3UredDZouv42kDm3Gd2i4qxLJQE1cstDtDdztDOve8ZQQISA9jkigsI3alZ3KilRqNUimglbcDDMLDLbhWMdzJ5xMxiWFrjCknJpCckFJqNcXAcTTBOIpmtZPO2fTRd9+LsQ3iAQko4yWc9yKPZNIibQstdQb/q+OYnrTHea3CzI4t0EOMCNTbAUS0qR4QYtmpy4bpYIrj1ZaSmEQIfKdiIrXoqFJeewPof+6lMLyqCeHgw2iw2N5aMHKdVW9cNQi4o4FTTFOkDCWjMsTVmLbpzDDfpxo28I3eI83lKEFHsRv6SrbAtcbcQ3LDlBli8cLdtMI1zkdRjFDphl/4CEi4ZIJiBQ3O6hjBNFhj6vlmuy6PInXgaFLhXqLCLCCnMDxCaRS+L8tuKwxKVfT9l+ZSWXC1aIDWDHgbHZ/KDfB+iMRopI/Qfr0TT13Oh0caGRxfNGCIQGJWam6/TAGtoZI1z/gVjSKLa7BxWHM2At6OgltAgPlEWXpKJBqRP8qpqGmUDhV2TAmb8bwB6SwYD4NLPYSQv08JlZz1GQYoYpeclcwA1xBLdBeC0EVwgxtZ5VGqjmd8TxeCQMcpTZu7lbURiHw4eweQz4p9vuMpKZQugNR759KS+pzsukRA0eqFiwFPcs7q7hqH6fKy4OtPwsxi/U2ehqiTuYsm97uLSfdWWZwgHao1yn8osSl82riUUJaGTdLQJ3FfQq3UO8Q8BgDYoEnjfAWppsxodcvUCB6iX2JZSwdHZ4qvxs1vYMsIz0aUzxs3yZ52ZyEGQI8eVJzETg5xEeXkCrNSqENRJsYYJENekRANRd6UWWeCKpIdAiNud5iT6KyX489iZ1nrDlKs1FBgNx0t/RApN3n8cuuE2LReWROadyumy91eFiwXqhciHQFhKJaR4BiFn/OMubh8HAq1DZh2Q+WGpiCVn4uzzKbKTosCXUahDOmY4AeaaYPTkGoHyDuj8G7wG5VM+WNCiZiLyIMvOM7Ceh7KF3cT2UbJhwQZFlePnRdLR5ncBKCJXoVbci0LO0TGpdIbFWqSJW/IGVZboEB/oaIkKXWdpkOoH+X3paa9ySQX5rrkUvL9i83FjcEtACDCeg9s9FK83gly7ppQTFBQlNAc/0BzpTJTvX2uR8/+o0ilsL9lxigsKf51WMgwLMIGvP2k7Jf8dcFY6+ykgt6DQ6scOntK+1HABFC1bt6bpPESeWQU4KJcr8G5UlMMmlBi7Rq+07cBP9nCEiivsu0k9AaI0GVSXWd/ed6digT13S/LaKRetxRN2oceDnun2cqs4IXxdNgSxeByBtWLXdoMLHjwBAV3kbJJbgs0qdXNNssexdqi2ticcp6uzSogfVi2uCb534gxOKtSL7RVZtivm0Z7M+0Poew/xswYlCOKQZPPBTrcov9zQXatT3cMSnkE90kyyWPPVYeN8S7U48CwG6GtCC98R04O/SlqpW4OiybCzB0E7Ax6qCSSxjdrEfk2U1kp6gFtiiOM5WoV7dPrVWiHIE8C60yly4iaG76TsGTDFKCs6ZmZyO2T0MFPAVMmlRrcShBXR5+/m3BtT3rqKA/mgJlbAr9g+rQ2PCvbaGlpIgKpVJcMm8QH8voZmriQ7vce02uyI8RFAh89yqvSyOSiVWVPUVlj4CuyjqTU/ILVZ++U7IljYqrKMnzOhfC2cyPDkoT/BY0lH8fOpbHTk0+3VhdhFZ30/ijyL9gOip0GOGxhEGG0QZEVFQPnDd4cuFJML1FhJgW3vWhev0YpsgHKNHjIfVH7Q2n5qUMRa6mMVT+8zXoU431UqiQBD+lEG3rBpEkV8bgFIVsitSbBdo3twCCaVeMh+kdVlPMUSIUUmDKU34E+CpTciBv6xSxavZSuE7RgxS1vnlPapPAHPD01qNGBA/1DJuQkopCcQx25LEUYCcu4lvE6b0Yzo9mZvcIAq/ByJmQz/lagD9wrhnh4agoETakCRJqNprhUipuFF27Z3NmQHacPsIqJtXZbDk4DxKYv4jvC1TgCoXwqo9YGjzGcxTXnqgI1yCOMbsBdomjKj5HSC8+X+1hrFTEh6VLJagBajBw3gcEoBUD0CUF8GCAYeroEjzEB1t4EkdLUphltvQfcaQSNmBaWpevQCIoDOZHMbFJvtl5q4FZmuxJ2dey9SKFNORByQWa5lEHZnaxCDWMUOO9G+meK4qiiCj4F5Vapi7KleYP9nZKKg6GmMcoMZZMi/7DpPd1kmCoZr54bYyhkdQmLngF0s1qVXPdGdurylzIlT0HMM8ctSgKIdru66tk/ppusm3F1q6oK+dKzow2ULVJt+QhGPdLFkauWuCh+Bbs3YRRvJJYN8bwIPcVToswAR1Ng8D1uK+MMsbBCNgZBTxujg+nt2I3RcOID6BDW1p9b1xpfyiBU0ApJVayKgXNMmfPk1rYZakuYFaaTGgaSkT01D5lPtKmnOP7E6UFVwtNwy5HaoSopL0KKtTjVuPM+x9YFtHrFrnu0b+JOskKSmzQseph5ChsoKEQPgwlafNx8ceU1yn9nCbTB6qqQhPHnJ6rmELchO8M30eJ1pmo+mA5Sl2QIe0UeOmN8Gi1elR9lI042DAgyz3RtqsnoL8h4aMI5HsNS+5gkKAkX4EG47v5nK5QFchZxvChaStXUWEV+Ey2wi/C0SA3WWVa0qu6X+IVGhy2rCJiIaCZhLZ9/l+0OlZq6C874r6sl7ZONCzjTNmeVSyEgpoLdNvRcyT2LzIv8R96TeY9COmZxTf3Fu5Gl8mU5C/+Ek9WnNXJ0p+ju5ZVcDiqwlZWH4p9AOpt3jlCdzTjgfeKtONBbHBk9Y32NBhB3mgkGLSCD0FVyl6TrU3uBULqm+i6uTInmhaaBXI/1tPELi7al/IPS/Sb1HTWu2m9MErt+ZWJjyU3k40juAdEnWCOpaKGgtbsebKHEW81JJmYaPTiJkotfXbkKp5bnXQELRuSPpnvBEB3CqJJU94Ptr9TLtfKqXxkgKgGC+DgzuSbIX+GVwWVkkshu2+aSKotoQp3CqdmvVOyDqomznEWDaRQGsrLo53ZoU9FF/nr4xwy7kZsEJKoUXczt4pr6JmWq9HbKKlH04EhZ7+5SvdfR4sUNivSlUTBSXFp/1aT6L7AiqEZDn7jocnTxbRmn1Vv1vKgcqkGgpP/YkroiJaD+x4Il9WP0ydjlyeHOHEkzndDxRa4jFfy17qjUpTY3idqoeuXAGpqSJZEml2aTFO+M66ngp3xAVawMsBhhsK1P5r/Jb/hbeDIpcbFyxuYQHFbU4tldoHSfaOixRclpzZEE68MJkyAsUn7CgWSrIEnmWufEGxIUUFqk32rlF0EdiDyw9Rk4xg3kiGYS6gVqwAOB2hT0J4Yd1F+iow2Bjdx8VFqpERLqOe50f8qgk0OOuoHElDVeaZ4O0LamRBIkxSCbSxYlToz6cbQB5/XIjaGTlkaXm558XZba8tmG1eoAHXYOx6NUKWpEWVbmeaBIbko3b1aAjTU3VUfIQmoEJzh7jWtOzV98gHGaCnp8hOR12BXm+kPsHye92pMqkWX/mVdDiFI/20i6ct6L5iaD2K1uqwLRWOKNWDZp9EpZleEAWmRAky8FF6ccqNDKOvct7uGugwyqMtZoy4FpjefISw9B7GEmBpUtBF6ovKKGI+A/wu6UWceqYn6adFoiluDX6QniTkAcFf9hDv6ou7sRTSaJQjOsQKqkEZRpg+oMz5qWiDZHbQAwsiJELcNWGdfUTtQ6Id+T1DUdkvh17GBxBxHwdHCucv9l8qp0x1xrwM7sZVs2DhGeagCZb1id2ezzQ2aYCUg62pZjgMnVuioQmhGqg3SBoFHOaGyxkYgieDohrAocWV6g+leFelxA9bjDRZIIocy35EnMjnbU2II2RBJELktpwyA9WAe4RenUYS+5SqvwFJQKc8NYGscVdGz7yMGFK2kFOr0FhZWaz1tRPYfcFEzGVWplsYaSCPNyVt8Q+koOaXL4TwxTetmz4bh8QMcQYH24+CwZMNes6fjYhYLDVxlUjVzzYABoyjS1eux/Y9LqnWTnLFIs9JbjtoX5eD8C1K+0oVratFBZn4+DnzmwmBMcA8axV15GVLMihqA1LHvMoyxBH+1b4icliJK0EGeVTgRr9qAUg/wcRHjrhjVImvQaXS7tg1vTPUCUmYm2PcwaKdCtnJsBBoFzkOtyArUI3gxgAPlZqY9GHu+mCFNotUCDlwvy1ETI5tVYcJ4erBa5FJgvr03Jj168UO5Ga6X4dFtYUvF/yjCnJ+MphFQgta81cQwmKnXhYYoZ1nEYekvHXM9EnxxHUQiJ8Chgflg4sujUxY03CdzwWSXZJWMobcMaUAGQy7P1NMhbko0cQQUlffCiDRCjYL6epwPiKzxCwnBmm1eDYkO4NHggemHc6/8FmMA0Ol9IIp9Ct0VG9Wti11n1tcLHQYiVxBMKL+BwsTRNnyOkCb0MjBCYUDoqJ7SGVD6DHJwszT2GP0WpTcVC+RQlBUi6g86v9j+0eaftApNW0Sni/twJocrDI5B13dQFZSmSfW7Fdl41Jjn75zVECrepSBJ3i+7hdJTZZwSSpOquzN+QAXnugrsbaqpTBpONMSQ/3dgloqQ5msaPiSyGKBRhe54qBwOlvWyYOBKHFCWiH2wW6LgK7j5SgvrlBrjLPfQELC/LSHrVc10OGGiFeZWw1ZXHTtuCcCS6kD8W8qPsuwukRy+AcDJCCnWdpfo6jhxjRSUVdQjs4iHvKCqOZkbzlQyf43lt+db9rzESKkXe09Vh5FoquEg15BiFlOiVAg5dEKe6etQsxkqJATOCQ+At0BsxQnLeb0x6qUnASqlWFQq8isY0MycNO0YzF71NLKCAacdxi2tirnPK60ebkIot7NVhv3i6Bwz65LHVLHTFhu4YMWxfbYAqMbvOAJJYNJR7yrZwSjm2TDtQA7Lh6w5bTre89QlCJhS27Gx7s+rsp8qfRpjA+1oJVnFVFjpi0VQ5BPFaeqcNNUq941AIVC4qtToaaIcFuBGMXDKsXtfxMzUvC/9aQ2nTjMYrM86qOJkPpGPOcij3wKbNVYNvS/ms9pqUy9Vuxr9CapUWtGjFyXFlbQr5SmaNEWgk/PM5Tkl4QsV200ql6l7degrXORBPKqYWI+y8qTg+7qVZbglif7FhSnm4UFvlOe4tiU90SN3E2Zu+HzXusRAmJ8uMYJHwBXgElewSX8BgBhBvoF/DITnqnXCigr9CKKU1A+gsIeyodBq1NQMcHhPkLSBLIvaMs5d2eJ04EU/FByXnhH7+s6S66op4RtPmnem5VtybHrXm9enLqpr3jGrR/D61Boy1GRbpj9O8I3nItsn0WmIbsMyLjSe0NTV+SeZRKmUuXE1dR87p9r++1Y3yCNSTWoToJCqYFMurvadSvxCXjxI7ekD192UYat2IhgSXSqRPjUVZRAroyjFSZJHZadtDzWaMeJQJN/bwsqdOsUBbEPMsmJrxrfX0mSXryuRaNRAuaUCfRTKgGKT2sEEesC/RCbelJeqBKBF3YrneM7Xzl7P8wvljiz+SbM2qzjFsIJbOxwovPamDhcHDe6thkU00OL+EiiS9gB6XNgFCVYF6CvKneGnCnKZI6HF0tPKnMCOuFhQGEGkyCubZ9oFIgupvPQ08KbLRpAGzcqnH0CNuUnflMBPzORcnpIQHGV6zvo23iQII2sgtOoXkqjkLv2DNsLGQhskaNsmq0aU8Hu+hK1b4EKWsSOEqrYxDGQ/bE+i0yaYV0uH31Y1bs7culjAKciavX+x5gsauiFjROiRJt06VF1YHcGY7hM3Gae4xIDbVcsWuGbbVpf1JL0SxOpdrORVD53iRUzmjxfIGF1SgDuYNJPogAlpsxnzQKI3O2TUHYYdiAeFFB62/EMaYfBGdgLiK3gWi6kbD4Xmcj0dM7CyXJ1dSG9sJmHE9GjHFZriC5Gfr9bWf/xLUSE9RQqynZ0cFbf8LakuK93CT1XXg33aNNP87VpLTjAVk2XJETE9dPiEN0jPNUlU6VswbwOALECWdpcRKp0yczY9U493HnYAoTK1QUarfUgoiztF8CG3GDBVoYfESMruw0cC0ZTK0YNMMPAIvbUvAho00spVhFLQg+hPa07WfFtFh9w3KNlmXZ1BbOZUbmmkrO8O4xaNS2RKLuicqy1rvKe8fh7kVO6tCZS0jzr1QCCKBLyDjPJHYyxqqxkpAdO/MU0hEZMlDpkEV7VSdB3ggt+p0aGGvnS3hGLciM5/C8SUROyS0uj0V4itJGMfxkINrPI+oQRpcTLc9uON02We/Xg5raqXi/HdwEtoJr2g1yZCt5YltJ7E4QefAxMB0pZ0T1f+40tvCTSSfi3fuldE4Sk7icm1QTqiyiJ7DZL6X87iXFS1oSRF10DiQphIRfynCA3U1XTwp5iHpoJroxGYN5cBaHERmuCqvBnoq7WB7TFUeKhiFSa1YD28G86C1jKaQoTrRCraO6dnXlxVId5YuNAl0D+rUyCFtixKpN2nrxObcbdBiaEJjLHIaSvekA74LE+VmQh5VqF1YdggHMIjAyCtqxLDTD2HaftHlSZGH11BBYmf8xBbuW6/IhKscCgrCj54Tn4AF8Y5tZRAbsdp1/RwRjuZyAZI0adlVVg6G7hUVGdhukPswuuIS6zcaZwxF1lOXWRmL2Uo1FWDxdsna7bU4ZfK0vVxJTn9BxYp4nVRPc9SjqnSt+7p8di/5g/zmlMYJgUwEft7gsWmlqHqRXYz0pj23c0WW45rhGg1mfenxBVDwa/JiRFbn8BuOC8tReCgCZx6I+6+2HQ4/5LZ1N06PmNl60LFgPbjnR0NMj/m/2YCqD5ODzsG2zciLk5bTR7LVmOFCJahFBsE+xyN7s7WRCbW39ek9Os+mWolr9qdTbJBM9ryCwkEueGvJs+8RxRSqbGq70uyohWuQHSYpsu0uIijZkg9lfNbeXVRXkpcuu4ehTOV89fxm7lzygGCUOIOOXrLdUm2tVo918KpdXjcq4R9I7qX99jBeybxR9C6rlKeZtTARbgZxfMig8W5sGBZ13CEZ5XwYFRvodgroT3kiirFx5kGVy6F1okJsgxV8Bvsi1LgFhXZSV1YmaW6iP8PPKK03EmWwfM0U88HjWplBtRDR4Bo2Hg8FJzQY2hQ4iFAWGyaAfgDcmSMxmYRijPhqfSK5ytF+bS2xUqDCTV233R7EM9Lr+NCpiiqo2gIyQXL4yizT6MhowI1q351y0WUiAHYr3m3lHN+EDhWKJWa8e7KOnt0vSyCm2hHxeH3WJQ6fKVq0AIqsSpuXL1/ahLivk8Za9bhrfnUdi6rKNqPH7FcUCV40vALOeZI2czoqSUYYAAcz4fayVBQYcmRzvhzwg/EbpP6xZh7sT9cjhvVIdX309Ci9zrcVkeJmK+A7Jyuw4W1epeA8+nM4G4ogazVNQZjO46rzCZOv6y52bfFw0q6TIuMS4y5qLCWTpVrEgmEvDKMPDxVxkdSOBtsAm1TNUW+mZSAyPwyJaKAVxhXcjscX2OmwuCd+atVDhqCB6foBQTimqi42ujo5ptCEXYfiHxpJcS4RyQLqRuGFTb3kiJfiCA1X5WNyKj2GaxRH/7w9AvcEuDcevnmYDuoZw7mvBVfp3L34kXWkJe1uNVZjmiJz64enx4WYoNDtJtualM635pawRIN6P0weUp3Nw7VNjvKwxGqGBmu/nWe3MqNPhv2+REOJPbuLF9xC/GNCD4JeN8N2uVmVPDCcJYojZizXZwqypvPnohykQpOHQXnyOcxhKtNXSZPXt3PK0RgM+lXSyelqlDdYpHmtKlDJHkuOzN+IbGG18MOuzUqYhEFbJzlYmGvZDWhbzE2QmCWiA/rCZkarLqQRGgZr2tAkq/Wka0nXGDOgmMXBTgprzxEOGayEWkprokjBbkdyeMAZeH/qbjn1EtZ2nNL2QsygHX++3aWV4Pa2UmU2703VRlUG0Aio3F/FXVX/weI7t8HBdGfdCQQpNkFaab0FB0DmuVl/yL/noFziFk2o3cF0u0+965IQQ41dm21ZYYbCZ41H77NvfJOQOkiLxNCFSKsjeAiopoWsaHCZ2vCQiGsCW9FnQgKCQRQXDbc9DnQJuoXQrDZTzJ3r3zusfIh4PFtIo29iNGK1AfPUt03uDr1EhdACw7WRoqyzZW2MWkGCd347NDJOBpiUkLVLGQ/Zz/I1fSMBIE4mFmLbfkKNGdFqCVtBgjevc7pMS0DYpq5VSokF1gPxe9ImkzfpflmdYDIihRcjX00xAk3oBq2mV3KqjKOijerV9kHF7nFID198UhkAiSppVJwPJK9kKnVPCTwcBqlgW9yargr7EMUA5l2e/6aGz74PHQv1w+VgiF4+QDUEZGxKrBIRVhJBqXYyfH9jeVBrTec+2fgZeuVq9/FLxSEiShU1iXwp+bAQfPNZUlLdvqloCjMVBIaK1JZpxpBSWlCMmfqY7Bb/SKKp+tpkzfw68EaDhQjDwR3FMuuJVoc75rzhstmlqpH4dCp1KfGmGqM16gR1UfXEHdq4ydz+yggCMBKTJSMofInNhYp6xcOQ6MPpkFACZK5doFsdo6iDj9tuo7do0Xufd6DeQsu2o18moX3ySZhChQUeU/+P2iMsySiqzHKO+A75YgnbrZnfdE1v6oUidGxGMoMzwgrUyae5wAjlleWUEUXEeoJIq/DAZXtFiwt/KvflCknukOQwI29n8Fm+RANgcR5brqr3i1YTMbDKPPG8x69ELx/giAI2mCVgCBvacKNESL34eCucDgeeZB5kUptoEMHC16EmHS4QU4Rl5B1k6ayif4KsCLYUHPuoNOEsYsbxsWxysPZJjbbrZABkGmNMeqBITobRmNJeLn/ZmwEZCksBgPUXvyQnim40irWwNiNYTvWNakRGkgCoQ8Ex77BV7Wm1egQMdjjCi2UdgDYBlgo3z+7nwBchq81MUlGXONPAv9OCg144jGhNzKTFgTVHWDlQrlql6tpJqk7plOjrEzdPmQVfX34B174weTUfDK9bcL6f1DcsuxlaiMv+HKLC+c3otMHSoicB8YO5Up1fIUQ8s+h4TasxLIgn4VIMzPtZ2RQeDDdVUmaKNg7rdS5jejiHaMrbTdaP3hV0UBjPZnMzWyzZ7EUkRXlzGir2FGGDhcshnzP+MZs0pN+dIWBOjYPDY+jqOIMZqbY3AyioFSfXezqgrxXz2vlY2AWAbDoE1cYY2q+QJt2wbe/Yni5i/yzcmwPWxk4k29Gz42Q0RG6pRLQmLIm8gO2BloZI/ls8nQkSAg/uTKQf/EJVJnYC54DdwCAUHxNyRosIpucldO+uEFjdTC1IWY/FNQBJD97+x1A3RuzkbUngy1IMbPr0WIUoknBCKV4j2T7VRWzkTzgUurXRc7aJwAUuQfmfYIuewFi/lDIwOrnVomClXAwT19YKf+88rRkxjjowCiO6UTeP3KjizuF1qJbudp8iGxQRoKGxBRLhJAcrjA1NmAZBbCJhEWlTV+BISQF387c5EHhfNZYDr7sBEwrjaDFo1rAGXsDNsJ4PADcA4XnyG3da7odAWlvGG7aILXDo6taB4uDUPDxp5OH4pNDG5uDC49S7wqIonFzGQGipwq5Vb0TaqmXkQkAI4WGG9Dmysi0+/isiRTdsMOVu5557wAiJQjcZeQ1pTKyHK8XzrRQ6NXJrzAMDEAwHlRBR1RTgMTVOCVF4xceJHadly++hP0XwoiswPDK1tsYNq1mXeCWteD47gnFPYK/ytfIGBOXahR0itLB++0XFLZpaUbAW0Wcp3Jl5d1r+7e9LIzUbpw6dlCaWsimLmHDl9r1fl6GalGtc8WMjtEEJInnwutB4zAe3tfERA2qpUWneXHS0mj9sVWdaElqYPHEz8q7qUKooyxCD3gi9TzMjtKXu3nAtuhlMejq/9M4DR3d5W3b8robaCW2MTnvGBDwSmAsIOTfGyYpDoAsoBQdWsUQVErUXD5IbpCt4edxlF5Rq0biSinXESRoWwlKSpvGplUCngyU0fEFfU/xJBaKGdB0t2+zLpEM1hJ0vHPOoCD8T3TySq3XI5EQPiW+enXxyNFUtr/Ajn5AijSZaEFfGNUgRtVVIgzqjMJzRHd8/cxMwQMDlEj+zsoDKrXhCxdQVOMvRIGLZYNAY1rBP94XaHKy6bJSwg4LdbUkbLyi+gPdJLVdAfcsAiN5Wp9df8IQjiCSGpkGTYgBKt4AO2zWoQkl5dJXMBN6se2BVOlfbLVJ4x5qEqz5IClay8b1FlhWsGwlTvmcpgtwYzF6qMiMbCg1AKLVUfKl6gTEtWE8di4Uf7EwbNeQwKiqif4uBUN4JDUH358jbGdzl52dFLsAYPJrF2WV08gyINFwV/apjwCtQucEbz6GeRwlpNTtP3QbRJBm8anZwJZsI76JSAtVkeBs4GhCGAghq+B9TuUdoe8oEd73d3q3HYQgVmxabWRge+3X6HHYXaVHoz2QPo0pCTHXYbKKuyIBVd8yGJf7B2xGDl6c071C8SkZ4dgD97KQzj90Y4/JSDVJJidIej07qQU82MKAnPm7scECLIEZGpmgqhsxpjdmxoC2N7HH+bCiNyo+ExqfpcIjaUeYoGVF68LxqVN4Ixs+YS8LHox9G2wnGztFJCbF0FBPTNATlEtwVfdrDFTrrua8tKZckvNEw5KvPer4lWKSYytOk5YXVwjYrTqxGgJSMqjl7yBh9cq2hryoZHRQaEoRrZnMsEU9mmKiXcjVylfkRCiUVvgSnWjN8pnkKRaW4H3SUU2OD9CGMdYgbS/o9goDPMPjKu7RZqLGWzZzOK8D2x4uY0NDYhO8NPNUfc5ZOxrvloBcmV0uM8+SP7Fub+iUoVge79g8f5EstN5D56VACelwBDpgzSe1itC1x9zERTW3b/EWZnVC3koutlNgk/6Soxa0P220S4UJAzx2nRsR1Lupd+BCl+KVk0vRExrOWLb7cjSo/cuYHGqhZ+htitkfvkmLbDJcodZiQLKWFkQchhz/5PYhq5Ld9875gpTdJWbac7NJNwPlCUsKeTId4NR+mBdqTlZmTF9rfLeZkZsAHa59dJxy/7g1i9yQLIzUdhpj1HvmE/nJOeny6pwN1U9Bey1lO1crYbFpFNpYfnKeoaSSr6IDTBoYRcJzGc2EhodWpyGCrsViwZk15+2R56n5ABQRgXXOrEelUTS/5mnJGnx1AXDFvY2DdOL8VvHHJsEm9PMaWwoMrpOFDYc+2PLLu0KQ7DyoE6wHPkZLOwqQ8VIn6UpiDXthVF/VFSd+WfAn3kAacJqUm4i4nAi2ICX0PCxMB1jBh+gJPlgxRq1vEiiUCyL56SXBzvzvdikXD1uwlWeQhyzvPCeppsNQA3G6SLPqqNedmQb9V2O4NinUEJyB+o4eDDBtDgqr/Lyu3Xg3UPD3QxdgxXwTgRo6hYqxiJaowSOOI2F4y8n36yGnre6DwpDAQyKDPqlol/0Str7E5MCViGDaH/WHYxmifZqgXvkSL5iooj54Xl/Fw+NJ4HNbQFG+g7QSpVKvuVgs9WRgMFKupR9sArj6yHk7EJaAh4cUUa5cBV2S4UGqRchI0NWWKbSrFyujeJ74xdg8KAYk8ioUE9K3fyi/J/qe+oSqPcvlh7zaBHG9Y21F40Z2EalOA7h2btipWk/hHjKkYSD+m/qSKAPi7ijK740QTAhOBPjxQMDmxN8tLYms074WTbmgfA1h6/+DCFi+hI7UiaKuYl9y9I3eK+mub7Kd6qZdF4eKOh6EMV+3Bmp81JNhh9GTYZJV+587oaHdtAPX/J/BuzQWRWczQTSsv0Spjk1m2gNqlNlXjH4ssIhPAo1igaZ1bqk1VVtn2qB48+HWRXC1mbFgFAVO88HG4pWzcGzW40VavigZd1Tf3Z500RzxiFjliQoBSkZyzxKWyn46q2ysyD7RrbDvZRSoN3oFGBywCqxDxT8NqsxmHNOx8ofKRCgva3vPMMeI0Y7SzZ2+0RXE5rc5Ro5t/OnjhR1wuC5/a3+sK8s7DdQbps8U6K4VucwKdtsmjhPCMYgWgeJGzptk8ASxwAeob6Tuw3VUHwA/kFuPb98170y7NY1qGQVrqoCjUtixLLaZLipR6Va3nETihGLxU7DbnTcg3Nd18cb8U4U5lLhZCIN1AaSIZ9nD8E8ZRNMiJtbWmZeq9is4WL0XlJItk8kt/ejIQ6auSCv+pEViAOZeAo2nwElXXW/DwG+VChoo4Kq1KyZR6U9OFSpetvmpgsdbXvlYagIvEDwLLRC2jYNdDE6+S1bJT6MsdaAiy+H33HeQQkWkct02IOHVuxUTopQZM6UiNxHxZ8G6iuRMcMSlYfvOzFndxERnOFln9X3mNhb70f6L+QeuyayVN3hfaWYvaIW72ySi/zxpxuTl7zk+JKg5YSrkJbIMcEJVXNHeX+BfrjFS5SCUeli8gCCehyQqFy6+Q4Z+8ITEz7RbdRuHBsNg25U0wBxG0qWRyBN2+2taqcF3ytk5sujFZvAYRRP10AqGIRzTEzcT1L+IvODvolUpZDA25duTNokfSHXUPIkdwiTH7uwfBKAKVOpIzw37eXfXzmGHSpfmh9rN1t7phkEZ1uj/DgGTYqcfuOLYuhIIQvy5RtKpR+hXoHGEH2W33TZqwIEMLTYqjl1bsQbPAaIFyW26vdhBEfM3hU1M2Jt9KKaUZaWEr+sg417GaGKEodYRBC4TtxnPBnye0zf4CN9Na8GkJb9XqeYGd7+GWkth5Ql71SpbNVOe7XxPh9KwDo9mQ/4TQRaBAOGLWjlXfbzhv/FnsJFdUF4bO8McipEkpewuaVLm1gIj66RRZKGolvtlm8gjwJrORuzBzSEbV3TifIhH6kM/XsAddyFtqOvcCjtVRtIilDUQPo/1a4uXl7EomWtBQwlRojshLw7HUj3fBh4fQcknkBzaVauGOvX3LbSRolOrHGxesmdT4o7oQO5tdbTM4Z2xgtRnRqa/cQ4NrBJG2zjQralT/5WIdYzsD5tGU9pRNJd4Gpm+S77s+B54CjWdacE+dKsKA+2jzR6C3xNAZOGJrdeuBdeNW5EelrcAUdXr/3oPC0hzLl+7N4zZoKkYpslETolQRY2HJcnwwqyktUGQ5brmUEuXKGURwyVHBE4UiHWMoDm4Ft8pryt9gDW3mCkBXyQuvFHAL30s6GEyykvqwSXRcWwXEwaFFjY7AqtkzSa2MRgINcWIix5NFcb0KRIjLFgcRE2i6Vr7rwHnEXDLCjRPNxQ7JMDQ7YMP8kfKKrZIoLzOfIao6qHJQj9dxVXY/gkBBNoU2FbcefC0/UZEbwBkXVJ3M9wzNqUj6rVIHFV7T0L68YN4Mj22HA8DjQriWk+4G0LuoMAp7x1muKs5rMc0kibo0Gpsy/tOIFLk9QbyexNgaaAH3Zutw/uGxdRIi8mfZa7KNbbCMyzgTRttyTPJdrzeHwyFJwpQZtCVEoQ85EeCt6tIsJMvKnM1tVNZKXULivohFc/xGqF6nJi2D15YpKjNnm4GjzBaCM7js7kfgdHncxZJ0fhpnnavqDtFjXJAIr9lqoBuD/9yyEmV+WJecjsUIVW8t5m63/dzV8KKWAKpkB7qM/cn8LSykn5dF5GyCcNVUuw1sNEYMGFnkHR64Rj5RDIcsvi9wfZaOyQXimLUoBXROJC1e8h1x/5h05D4fANa2I6AMeabWlIdd2Z1npKKq4rLDosy+CFrwX2Fpkq/OmKamLZvORBDQPNlIfQYALBab65/FGFRNdR7aiRgDFdriWkL5XRkuNCtoG+u2cSELaEMFSi+5eECyV2U3sOecd1Fup/1SLYgLIILGcocnOiY4BhlvJqXkpBUfhJRXmlb3wqmoqdjagYoay1mlQLyARPfkJGpLQwGY3uIk7GYnWIZw6G2B91d3PX8lECJETQId0BVOi8hMptAoYlyLOykjbyg2x6CI4+rNpQq8iFplw7Xg6ZGTYVRzLhYdhZ78xpTDY9ybbieTnAbTc4pJ3i9bgWL6QkDJw3Q4oMrmfStXiGoY7o0bDIlZKFPYohCvptVOO8zi2CpmH8eUjopgqG3RoU8Zp3ybdVJEdjbAraVnyaHRWktCojlW/1YX73UaXBgWW9aY7CHD5BblJxL7ZlrbcsjkomTcZUWAxrU2ax0YdIqrmW2Go4hEClX3FJ6JH45meKjdy1yrQfvz5GUlyKf/cMevGuTEWNegYYMTqsEqxJw1S9HLjiK5uzkbtKc0EmqoZTfSHfNVuBfGkXz9t59jDrkT3nZrQvGGrxqsn4jEzmb0LLW3rKgsS1JLZTMeWHBkgQ4D5YzPberArZrE/gnTeTHjix3GGsSE260YFyvBTVNbv6Ey3X87Lcy+RGrAxA9qzFFXykYeXDwiLzIeL+cI5Fts7b980owSsMLUoUqCYJrcpIamcYkmH9DkJN9DvV/OhCnylVn77Vh6hXmiJd2mpRdiZ/lQrLN0ODoTFd83ZdUdqGyXqhnW4liz/oNahyOrVrdklO0oXMmqPqtx+RIoQieGnRZ8tZ+xizeqzFph5edb0TT0gkDQ0C5sH8ItcPDdxyjPSWMh2ljXsoNXViGBiA6sRFe5LOuLs6WrJ2OZwvT0xk43IZWUmDQiTf47BOcWRqcKR6mAMiIvz4KS+OUBbxu3a+QBjQkR/55hPYjgVBQvHJq9WDyt0lCFv4Pe70nI7jC61TmD6uOZZn6P+qfasW1j1BE2MOENGZs8lgHEsKQDoR4HNAb3qcmZyNkogKSxlVaqAZtroa4pVgwcKiP20hEV2iIgJCEbRx7pA9TQMGxHJI34d7KRI1eLwhm6MfOk8QA3b25s1SbRovDFccj4lt2A+WLUEZWqDdlroVJVlLVBckb3H+V5bA+N3gQohXOnkQpo88CCkiDK2Yj0PBbx6hinOpa5A7FugAyIvij/XwKcZuNLn28+DiNCBFYPQILL6IETpQAsa/vFhs2FcyyYMWgWeohhxX4gctcYcSDnLG5EFB02ETnJ6HS4PPY5UJLgySo41bqZfFUQMm+17nwb0q1gFAiZH3Lh8rXGTYK9YoytcDxhP0QnUfwsUSjjnspu0tlRt7KVtvQWc99XJIHJmQ5NkBx6XeRKawsZdW8lZv97YTqau6b5YIE6leXlOpQICqVwDeXhIuSGlQ7R6rhOuto4ZlNhpMuErlCtQIjWpvNJnc6Ap9pwsDLxQuu57MV0GSEqWX8VZFlhtNaL9Ty4D7dr2KJiJJ2Fx2DL0adSijtESGmimx/Et/xEpHB7w2dum43cEFQrb+tAU504cuBOM5yitIYXWXVkcaHhHZIJMemOk3sSScTXWE/Fz3LphNxaIunKfB4Etihzv0lAGNOtPGbAnXhGXexuXFaFvj+6UuMmpyn1HmNlPcxgkViK5G/xIcPKPHPwkIr72faWsDhaVzKZzR+S16ykVMq6ENtz62OV5qwrF2Fh9k7YQMhil3sF4qIu01TT0Pjc9vNq3UQzTlWlhNK7J4fBoTVXSgerXlKbTeXF7xte76IqgbAiAiAcs3M+b4q4WUvPgDIpSA7eTIxU6OuCPD8Zhyp2SE5lQ6UCy0IgSc7LXHREfwv6lRLGo4e3alMhZPSwG2c+qIxRfXc+hIpJzjDXAFMj4Cykhw03G0dik9xpkjdT754iAQZj3FFdgrslTeifJqe9E545OZaRxYk+Gf2gOUUukjPl02eUoT/5YxUsvdrFPFk8VtsbZMBrcHMeFCTMeItdtCNJkswoJF7fHAOdhyFVv5HyLVLH7tmCdHupEJWzJQgL+wpghy8Cd9pTeTi4ptPKYX8rdearu1uX4j178Kg075CbkgAhym+D/Ov0NEVKFvEbn6pSLHNLfD5V9PcSOY1nNsLOt3pnRmH7YthhMGpXh7QrLS7A1g3D6jlvbHerrQeZiTm6kvDRnkrZrpmlKodb/0oBQbu/4BmExFx8yocQv4/cj0k+98w0Hxhv5Xu3TLyKACUP4Fi8tTNVmpQuh/caCLR6mSRtoVbdVqZA3ElAEcPLWdwnSBazR/Fm+ysxHFHhGKYJUXvQB9N3KNNGvEo7taG2CiyNA1W051Qnua7K3LACgXp2aLN55RZbV8muSB3WYPQd9uGHOgIAHfg6vMk9aQxxkjqt5a7mDMmdmIkFeuyDSdhtU2K2Pb6EUNsyXoEBUg0HGBCYst6uzHmqtE60njP6XMD0s3gbcKKUS/qd9sN/AtM/b84Du9A1nSwLIY0FFuq2W5XPT9NLKMpCPLWHpTOwYqVR4ZiY6XM6KuYb7spo8xhUzlblyS0uVU7Rv2pzMlJpLP0lSu1wklFIMgWoHxMcCjlgHIdDknr6RWjRIWyQ/TNOp5Be4ABy4BoxgrL5bKVpqDwTGph2RYrowVp4T0rg0kxVCAIaBJW7ca2isVSXdZ15HVyqfsgANAimULbln/VnP1yeuuLFiGayCxcRY8Oq7YgFCgSI4DC6bTl/IHtd8D7ZTFZvHNVGMClsdobEfOsR6g4hZgPhqNLUdcqaDiXBhfytwcTFxRIAZKEWM2m98cMABpXqMZFQeBpVLHOME7MRkI3757J3thUAzSb/o1HGPv/WQa1fxjEoGucyBmsX57KVhkodKEmh9ldt/xgpZ+xUjQREbCo9T/IEWvCm1BnRO/0SvMY0HUCL4LC2RkhFC2j8QdNGtzpcW7rZ7nEWAVg+t8b/uhLLCnWDE5jIlIQlQnN2q2ZjbcJGli6v9arj6/jHPFiLiNS709yu0o6yCBOk5pcpBH0fqED94OVfHaGRM/LZUW2rxhvFmHKww7JPqmSTM0QIgI9aBpkwVLNSv6ZFVtpSrJYgi164Skb5+eyPLcxIu73eeGE96AgLzT9j1kTNSsqhXy1TwmxkS2M7liiXD6ykboTIhI1yppQ2P/HMoRHxVHts9a72Bk7/+KCh4KEIMi+n79PnKHnQMIjGf6zz84WP4GUUrhBo0K9qcGtiznpwhJphSU4mBLoLAJsyc+BKaPVhZZldwBJuFYehmjutyX5SSSxXKtHI/iyOs72EHsBnn1proZTStUEh3EBI6qYdl/faguxvIcd1YepPIARxfs9pP3DZVRmu/haGJdjM3LyU6PLzoQJM68+1KofnFjW1F2ZLBS2DIkIWEUSEoMGVyqETelb/mQgx19B9nOyVk8DOJeYuWmMcoueoEApoZJeyFMgGPcZKpoTpqMsRrKuYE6/H5NY0NNJeDZ6FDaK4J1/W8+50h5ZrU62w5eG9xwYcLdxqV7jxGstA5zWCbRHDP1BtiMFtSADY4pPPVccJFkevSyiptaGlVRMNosQptFx4BEiNhkWzBpTxY1BzF8XqXMMUIAebNNT5F0aWb7YX92EEnOnJqFkfrMZvCj1CCL4YZkC5QIYl4LwtFMkgIEaBysWctB5rslogiERDfmp0EpcrxGFqcJP38Gm7jreB1DWrsNPoUpnM81w4Nyvrhxr1dAimospFLE/FoBloOCsX7bfd7TbSSQ2PdDxUY1GSpl3K1BIU9TwfqwV0c9xrqnyn2NgYNGzJUyzGMEYr9zwfx2AAOklOOm61dkRIi9bHpmfbXewJXgvpPMIrGM+Tfm6hdUQMXzQb1Jes7+L9ZuTLaVJdgII69Fg9/29Wi8VK/Fzxv77gQLGHFX4xeImrJmWDZsELXQR+tjxTbN0BgapA1TvgTZ3882Yk1WjncLD6GxkVmywqsK+qE+qqqrMTxzw7nvroi9r/BdYuFsNdtfhJSZi3dNpYavuOc+sexwgl1HBkmlqaJh8ka074tZbvXbwVnlPmH2bmKyD2PRNKByifMSuxV0dRKh2nkFsS0Z0Z6d59b9i2wBzrdtz4ZCQFNlsuHnUJIuzsQ2EqVaFMzTFfZr8Of08OVIsyV9PhQL6TisZYA6+hLCCr0K3sz/tPDv+E4YoMFbj9xGGlhip9Yu/9g6XKz8n4x54J76gInwkuhHFJfqxeJZtOJfeV1HV6bqAaeYvHJNJzToBTcX+U9Mw5o6IVGDN2h2w1I1bPEA6xKzQNgSVn0JnSwrhnlbVRPK9OENyPxh05iNUvIoZRKUrNlth4sRsnUHoWxiGsbuiOINmjmqDvqs2r8LgpMCmgy0JvItCGJaTOFWyhXWdssjhpBb7kMCvLDXIQHZYjKzQIl6mookVJMPgsiB3AcdwIxnqrrSxH0TQE2+GVmQVX/dHL+kE/KXKImFDPqc+4H4ed3JkukvVepyTHxSO323B+kbpK+KzcCieiFaX259xtpTfn42AUCbwpxUJ6QN4D1kEBWwf9PxvvsHQxLSVOIc7qjCWh0rI3C6hdMjAGx9vUN7DM4QExPxFdY8EN1hvxNHLIhhLlqSqfw0oHE/39OV7Ucih/EzHZ5o9BJSZS1U5wjX6BwFlwrHXr4ogyRq2CLytotdb93qSEockb1I8i+oVAvwo4hUKjqUlnzLaF8L8fnGvdNigbQ9tWasvCy6kFwDE6tDoVVmqKSI4rWQctKwy6JHC6LWiIYOdSl6h81yo4sRqAaujEC5UEc6NKvkhZtEHdyckz0iUN2vU7HkbdJ1mZaktoVRRBSa1E2SoePp/gKeV38pfQGNDYbl4ZPF7vMyHg14MeDIdhPQ2wfL56N9cVAKwbV/zct9jJ7J1Ol2Kyj5k44ZCyVwW/Mk2T/CLwy8rKVBmrwCXbP+eaShRdVZ8jUz0cNIrpjKhNXmYx1bHgokOp75Nkr5LWYDXtXAjoQOC+I9+YDhGFYGJP83nV5+2cO0NwZvjYNkkTwsgNZ6Sm35SP6PGVbraPk1YFnhxyvLt6DZ4lbnNMICBPDPXuoYeXSZqOKFysFK4Fr5SVD4gcPVrMwvPXQ3Y1nnS9ioEWWZbWpzPaKx0oktz4N6hLtzKX4QmeYlUR2faQt0Hulm21khmoVgRQJSi6So3KNXsJiBtA+qsMbW2ujbdknTkkHJKyYt6monrsYf01eCmoYIAqw9JacZYaUCBeVnvxVOKzhA41+trWgg9mXor5b/14oFsYkiEovWlsSLEPyIf8vAzSzLRTRCdIpADg+ij2smRHnAuZg2/ni9W2k/TAy7uaY7JLRZDONBYOpU6E3ywjI1VvuK1o59l7ZsehhI7jW5rZRGSfMyFRb8RyeOeIKmFLTqj0BEdQhL2AF2v3cTIef81thIhNl7Fm7yyybYXAKKjymJrQitpCrli/r+9UBsV0riHNqp/QDQlJLD3YZDOG6S42hUyuN0znQ+Z3KHUDfUI/kfOrPA/C5hLMSYoGuj+oLW++pTay6C119Dz2w4vMZK/Zdqdn3gyqJ7SSDq+Zq9r2pwk1i7/6RIgDTOzWYpsVs2oRlldQCJiOmFFHFs6rZ4zT3v3zlGwpnSasQQILnEbDBA8dXhy5nIlfCvksz2C7B2o4kwAfTFWhelpMaBAW1475RY5izo1GZTPZbTHUMLBqaQhsOduhaD60IF2D+EiI1LvBUVhoYAtwWXeUhzOjGiGaSzY6PoXl3IyvKs4HYRUj2yETLZ6s+YTqISmYg78qwKvnCDlMuz1jh2AI9Yj+28MemGEWwRSXZjDMcCtDOBmFpa6q7qwXkJxrKaVkpZE+fl1vohJgHgdTRvUDeLkU4jbPK32cawN1K63uXzNRmtsdRs+Z8H4gGCFOKOPY2lRtKo+2DR6MMTmXbFHHafgUgc6F9wnpjiblt+h0VBrAWtbJTs3lw5gUqlDh0TnGTbRjnC75V2xKsMLyOEmGEfeXiZCjdhiBVGjI88loBslxwv820G0bqRChQT1YUnRleSuwCFaOJkR4OmVQq+ypxAxPdYQQR4LtEG2jLOuo9wYkYzvFxRZv2bM6rwiq6rP7nqhn1DlEpIjBbvYxC1Gptqv4dV+c3Kfr5EXFj0zHKT1dyWG5Ty8nQR3WmxCT6P278vTctZ78KJaaxzZ27VBLA5sARun5FvTjhJfksc2TG/F7l6mLXjDfply2yjB68zHnRylxMuVS4EocYFpqc68R4wj1lesQ0uohkJyLxVdlxmHUzKhKEndVILuJu2j5d2GBe8K1aKggaMoCJLHm9WZEgNLUAgkRNbNShk/kCqqBSa6rQTOZISXZnoqmLvsglYLm3jAmzBz2PAZ1krZBklUmp+l12tQnwAw1WJlQN7IC+B5VadQSychSGwCrHenZYX/AFDvpZyYhWhRqb0XpLFEjwxs+C84el2QC8GLMVGpycjamtYgtVqk2e5pURtmEmRmPxljLIagELeTiMDf6I0ILuMdc+0xYNPm6gZFGHJvlqT8IcNJt9RwYgVQOVNQYA8QuSnuaY+NHQOHNh7oZ3ITnUQrIsSWF47ApNFhi0zxhIkSyARk9cWSlPJMCxWR6czinXhMSFX4gJyKxr7tSfQJuzJCjoQIjTWgyFB7wmtQ1ofZSc3us5rgEQwKTW4ixjMghrT6H8q7NHLQkMfRXKKeMtZJ22EIGYXzTi5I4S6Yac6nEj4FyMQyrOqE4QNJL/ZgrZBCQjnJ0RK7EdyDjTCEN9lUYltEX+VyN9UGj2lvWGfyZwIQuGnWS47ZBldQAND4x8oH0I9jzqA9D2cuECARhriQUytNEpwXIsrEHEAwLrFpYFj8Fz3mlID6prngFQUQNFBRaJdutXzzgGZSYzp09oghv6EyhhJW4jPUzeH0TpghR0U2ghSWDa5Szcsw3h27aMLN8h6oRu77tDS05o33i2WMtmkICD4kpbp86f5RmiR0+aFw14BsTZ2CEc0BL6SQqSAA2nlN56WXoVcz0KS/QsRVJgNsWK2Y/TsO49dnppRX+QgutW1hle8HzhQyNagdZ/xTj0XhEGoToc8/aESZ2bEKLhRdfkx8Y3Ip8hOkQSioppxUfRt0sivEhxEWqiYdN2Lo30LcyPsMMlbq8MoYXsRaYeAzvE+S9fPX5xggbMgbObVfxAFwwVHBlkThRWIyDpRRClX/tvlEFQRhGrfUel9aoyaUVRKBOn4jmdew7yOBJ4IjzHmmLevCTQ2Hc6Iaty4J2Rlkaf8VavXxcnzxnv6ZD4V6VSgpWjGrMK9ahbAoOtcEURnJHEOiUjKPP2hJYVK2CNpUm10VgpmhuJSfwXfgmF8oBjVUwCNxk3zLAEUe5iPEwH2qBLbYI3FFiNB256Q6fISkqjgdronPVNed3z2E13hchU4mt77IblfrnbKaSSygKoig6JqSVV+O2lDRFRsUeMdwRhUVu4zHrjdpoW5kPy4hqgUhSTQs9+rXcxbxayt9RqpW2FRH8AlSCseoZI+MTaSUsxxGVmQuFRe0YM81KOnXR5SIaj7dLi2i7S+DKND5STpOU6p1aR6zdDe/ClNLxoom1Lky3avACJew8dXNuPVXThTIqaJd3JFqm4k93bJj2VslwJ9Hqrpw8yCAueW0OdzB2T1lZ8ONJHNE6u9S5TNW9VRibou8LLlRCCMgjuGESdLM4Jx9bws3lvXhZTRfGjtPKel7kglye/x33nAwZjEOUrGsVKCquU90cQnA1oQsJGFOgPLkAyxPCLKScL24zHGP2ClaTuS53C3FYVNHNMmXWrm0hVICrVdOKZWH5hXKMo6eWM4GXbF13XdmfUxbQ7nV5vBYFU/IIMhfxx0lKir7a8MfnV22nKU0fwC9HMhVaKlTOtMXmgpRUZegn99kODmkLAt2CjQqctznLlAIagvbzWXWJW39Z+qj906pAxjdgScr34DG6iC5+JSWwY/wd9u0yCerjgPQqDdt3JAvVHtcaue8llQxBcNirvAxjREZTzuCQElgLz02tulvWtMzt5zNjhJ1xXO0Q/XMIKY3uz85zSf6z4F4M0uAjJleQcp0W5cNGQt7VIG1FwGY495F76f7rLHBIWdsVeKB46aOgHMrxVQeLYi9xJRbbyra9SysxVtE4uCXAB2eRa9JetR2sjEDxzH1g2lvgEzq6tevUJu80Wo+cpqVFrJOUfDGDFHWcHPTlMS8naGC0nYsFlck4WO871WGBX1h4Yf+jGjU7DPqZ+UHeLlMDGNHddAqTehhTJck8ImJjttip7pDM4mbuP/ujBGBIBrUweWDH4piBaiudIEbIvH4Bxz4iYQSqcqNPd1Pc5y8FYK50nskY0oNIILT1e/Njuosgc2/xhFwmpN30PurahE9vxLRkwQ2rYUoY56gpYpL9q0iJ/SMOgZx2VrPxekBdz6CL6ZT4YUeyWgO55lxl1ed5Y/Wz+YPZqA0PmyzfUKZBB8FnEgwyt0IDqhvIyyuBQBNPOnxQhS9ALqf2PH+G3U7V5bsgUterEI3H9nyRFi79nXjgZud94ZrquQA/ubNFTn9wuSvqGRUXmh93ZPL2pQgBkfw872UuakQWrrMYnVJF2kXoIgCGLXRUgyLIg51jw4v6IWeNyuIZ8tMLKoDPI3xD1Lo/bOdcfL44HtCxXq/xm94BDYhuxlEcaM6g9+BmyiEsZEbl1gj7xRbyrC1zL83Tcw2nxJUXWvBi3eHJc/CORw60B/aZa7m7iLyZrJSTclWwi76oJQNDRZ2UmokqDqpMtupX0FurYcd99xAFrKPF76MyQotUCxfVoR4g1+PFZE9ISiJgXqj0NmADtGYy1K2Nscz5qceHvASx4xCFfQLhrQuUZQUhr0XR7KVLzyeUAg1MpLC5+twKavwUrqeJVc+aantH/Qq1qJZlzXSqz2wQiFVldTTZL5cBYVZhbwUItQ+stgSN8NLmRBk+XT3Af2w2CNIkYhiqABR6CnJILb6gnXVHPRmvMmbSh9JnpJB31pVKiRvxg3BQmuFyO12m3wcZGUO41egSbD6B+0rdAvCPDaAtH5YofwYfm8C2MzJIRhAr24zBYNOW8ZaIKDjQSS8Bhi3wmYlCI29HhZldJ9Ill1Q9xsfZn1YEqbPMjNljjhpDQ6o8DrKqQTwfKX8MjWHeEkXod93eNgtKBYoqIO3LuWFiT8C08YPqcHWcy4vTXkp8WLwCJaKxXJN6e5oByDQ4assMtV1tT8YuxVRc/fNnncIYsWaaSC6HVA2fqhOKWI5Mb0iqBe1tkfGEa/goiZHOaMP7QoGn5mnUr6NZPwEIuDmMUN8MOWexkgH4Ti4x6/FNe8nEkwXwszBifvUg3S0QqKbEwge3giOWXvcXY3ViRJv2cvdrZf1K1YChpMYMuIBTbe0Oqo4TtnHx3wR6ajxENCMV6tX8iW2i33HNzzQmVU1EiINO3OJJI4Yi504Xr/qJftKvR/fShxFjGfE/EqTFmkjZ+HR/Fu0tUsEaxe0CK1AVTuiRSAbTflF1KpbCHL+QQNQzGdhqn8jAJh8uon90H1W6039XH+rntVLa4q24xmJNF25c7RXZEB9wokequghE4LuT3oY8Pp1iRc/ODVKqI+okyWVN66r0CTfh0qjpee5z5lvGeFL5cE+81E/6g2tKYUvmteHbW2ihM8oMqmKtT6IaFlu81D7CXIceNAU9E/Eh3WIaopwoU4BKfG9k8blEiXPAg2emg7YdbipsHcf20MtgcwrtLRkYyRHlZUnQxbJQtwmvvjZJvNiEnt1LJQviFpLI/XKKkvkMeT771vJad8OFzyqolyvfzqVDBhSZnMr3nqVKkCAxFfPlFyMNy6fwSemP4CPkLFTxzkvbCYIeCBnkStTzJQt0qIPGe2sxyUl8iNOz+JaWwzAfwOi13tQpQCqnQEfiSqwi38bV1PV7pk5dJRB/lAi5+4vvtvcp8Luu32hqNz4/NedrhyvzSAaO+1R15fLsX8rDeTbZYjHPkfIxBKTFrEQFX0SXRcXqaMNkRdikAi9e4tBBwTnGwKsgJGBncPAdpA4ihUmTgXsGF1zgJK5MrR8WLaouifCmtfYx8lfhCHYQVeC6Ny5ENWwh/E7EULYJk44YudiDMDJkLxaqg+xjycdFgV+2ii2V7WXk5m5MxXTiB/70EYr8PJ8GaPPDmHK4DxV3T1VWSR771FHrtkVOubjsQvH5RgIsPDwBBmn2sL1NfW0+7ebDg7SggwLOApvgySimTYYZUhZdv80CLcshtevJXM8tKFkcMcsVtDGAg1xHCQBYdtzlFAp58XNzY9mp94b7BaKB+LK1zyGOhIoJkN0CURb9vk7bks4Rai5IAkuNdoSQmKgnSdRJRFObpKT8aupxvmoakfz1DSVgGM6qR24VnBPG99UGUKseBiI4dXDneDq3mWqpGTZTZSE/6HAIBZE8v/Bt5J65rtso0cy0ubfzEiSEZA9to3mxAQRcSjyCZo2gL45RCxULc3v60CVa5Ek+izKXI0zHKN0A8gTg727dberrti0OSTFE3eXxhl6rMJ7sh6TPOfejeQoF/9YewNOn+3RsZMV2icK1YcTITulBFchmrrsBQqc4zmEVyjNN5hFikpG6UtOS0XltHiVglcByb1e2Ri/VkRF8kVovZMt1eA7j/TKW96rCFiGmUPRZdBfBn3p4bP4lfaDIwlStIK0Oa9u1DXjfNo9LE/QFH19FlQ6sknSoAVME0ZAPI9rqpFWHIClHoXdXRruGqi15PokNbL5kKBeJYh7b3jTCsI5aXyda0xZN0V3pTrS3RY7imKJFBz5j54IUhXpk/OoX3YBtIzvlgk3t4RUEJzOXMLjmw+DUR8/vnNxj4HQwKhpuRYbkDOt6YfAShdE1yxpYD6l/4gmq1WsXJyO4iMJhDEftn6Srz8f1yLebKqB42JYDw646LC29N36M3oj9EQiNlgWFVyOupOCYn+CoGu8IVrTLxhIDZboooV2Mm3dJrgZJYuV7ZstYs719fH7tE0T58BQwOKgbK9OFLcdDCNr3yBmBdOCGQw+kF7L0vFnuzsxbzO76fJco1PYM8suChM2foQ4H9zrYFpgPS7YIYiBAfpkPGVbSweRxQyam1uuZMyvYggWI1aylijNh1bFtcHCUdXtpGXri10PNazMElT7BHdROZJILylRcjE2PtwX/C49GdRaTalv9LUNCBBc614KiK9Y9Tpw53CYftFq9kk+VcNMcysgjj4OiJowyJ2vjUG1GSVK1Vqx6ZajgYsTaiQGXPW32pH+fYm6LUtCmOYiKGVqiFOIaUsfhZFp3Wi2hqFL3yIGdCCPZRt6gK1/dybRjDplWnMoCMQyG8ul0e7hnToE3srMk3JZHtlPwVkGMl4OQOjoXq0LJeLtikCDtsPQINekVi54oEqOuDNqK2QXn44YrBFWGq/KqKZrkSzerU32BzCaABHhb1GiHZQOA2BOFj8B8ukCcQ2YNIOGjaU4LBLVTkxVWywrR0oXYYH4YGhuIb+lr/wDnFOXUSKoNSS/LM145iEN1IduZkjNqpa28YOgfWJOKvADKOTBPJrhYaqTMM4kQ055iTjc/QnsNIH2WXFRZ0keLmlwgEoABCI/r9tylI/fvSqnMiFg6LZMH54tfSiU5GWXOYTMONsiF9ySGevkmYS0VWLS+Jg6lZWu03myNLY5vZhhfovyCURG4qVykmAD0YI7hLrZtLbjqdZb7hc0Ei1UIHnNaiieQipl/zUNU+jPKt1pEqa1rgEOel0qcPe9ldbfJASSUzgORFAJOHluEkuw0pA0qoEFmx6dY6EJGO3rFqwV73ih+PnEpMeqWuXQtOMAO9JGqwNF4/gJ2gXh0DL+WnZWD4VtlL6hqUJUAxzUjXpeNrGCRhrVEDMjwZFuFzCsFZqjt3o0sV+NL/QBOMFx0MywFPWtTHwiEgOmhKpMD4pzfsPBteTsYGlWwQOGRfJuKdY21s3YqkNWgG1S+umyvzGajieJlgXbIhjPsmZNkrNyhBygnGgWhY2rzFlnUZE2aMtdP4pfNyOqECJmm9PEnXAlld0x+ZfTZ4eBLNavLcBu7OxsWaN4aa5GbqT6LhxQbQ40M+YBZ0iR2YwfPYL00UYsBqMY/E14QpxI9rDdrC2DarFCMReKknbZYk1buMeoqd29Jkko1dYHqsecSERyEBUMJALrz+dMS2WMDnreQtNaYXaSvaZr7HmYDbq2b92iW1GohdLwlePInzrXhhSlTszwW9LOsz6gRS47PCw3JUDS0WwUEk9aTSB8jtq0bVF3c7cPqlPU7o7a7fSvE/fI3KqMqmN+ktaoiagFs6LrwIHsOKd1B1QNZ1dNhSNx+3tW1mNWCmf28avgETVQW3wJscjOtI11RHMmQFafqs3hDzkNyxQQumLfJqizGIINL5dLT5zBWsFKjHxnBTRpzQj1ir8D5q/zSpl92FQmnmgwJcN/pVXMCajt02JBpo6rxAjYsz3i18jY2dIj1pzuIO1Z7oBT+8ofQE+idzoJGdZqRoKgYEIPL3fMSbUQ6qc5ShHUWKgz6L2uftpnQ1uOmKt3jhOHEyrEPLrkNdaYlM6W0/XuKYvupN0v9yc7GAu+DnqYOLxJ2U8UaiNO28kqyc71g2PrxUt1N3d0Yeiy4x860hxmGY/qhkaXhJ6KHsEW5mRZzNWmyCpZyn0+HpWzWVOOAn+aJcFdO/lTjM7enOx5rLp+uDseTk+xEZi1JMR8b1UaShsK+dmB9DNVQUvfxNmwDhBidPEFnlg3q4Wr/A4hUB2NhuPvBk8/yRhdNrC6q0qrmAukpbIZgVft7KhA3fIv9U3Q8s8NhefipF5xzRRkoR7MZhve2LQWDFVFa9UQi2krgvKisyglVvkC44XEOwniYA1WTj1J0XIRKUsp7DBBmQ06aDM1lYm2BqENZ3gSxeJ7FkXdjg/c9LEjhIPJG/nvSAoUQHJecLMHg/sXF68stljoiCnr8GSh3S/As/3XZIZbnVxLwvGijxzSZJgmi5BGAEclkjHFefrADOGwXuwFJwrIvApMX/Q7qYFcdGPDMnPCl0mYJttkLIlriQWPsixILblvUlArllJob+m5W4/MIj59FYJFZenYfnYy38pSOeT7EMIDmYqwXyvN1Qvb2UVYpstwdVNGaSKzqcu2XvGfp4D35tIhJ5SNOP5LQctQSQxe3ADAliQFwpaxrQCYOcbVzaEiYb9MKpRkTOsiS4Mnn6lYVyhBR8TGxb+vjkmxdeed6QeS1ehJxUpU8EynIQQBE+gQqLHc2DmNEdfSusNTgFf2iwYXt0JbUqyQ4jxkSQPHVhtRvnk4a1Z4hplN2uJFreNLggaddtnYPFJ4xDJabvhG6vnDrbFnRO9O9nWwmz5jpg3o7KehUdnIGKUP0m9a6g7Pce7Gchutqp1mUsxHbSQiEwFlkBECtbTDemcsBguuFDV69SUB7e7aPrZwE/kC61gpbG2DjOzQ3WtNKF+rvXiWTF/t7lyJFj1RUt6ejTylFHIEq4vnnhfaoUZtCtxxCQBikx6a1/Uosvj0ZD3LmR6xw8p85aKCYliX5Ywipvz1MQYBkaJ4pn9zCnqzcaDYmPwtjGipv1121kplyzjI9hFFbgqHYl4FHy7XqJcA4NIl/PI5b9RbNSCYiWkrkxAp99vXJHzVHoE5eu94yad5sDJBOGLQ9lv3SR2NhSNrqgUVDHDqSS4oS/gWWo2cOiGZDkCwbydvOV/K2sBaAvzvD356o33wLSvHqlcMjhGY900jF8ZiBvbmFFHkBxkjPjOw7TyvxjgL3qyAMsGLJvvZLpBfW9jDt00p7C1/j1wT32tOM/iaag6b7bOvDg0AqNWTjMmhJZ8jRL4w9Uwa8+o2r1UsqXzoOfom8C0vu8aakkVabL0IlPbuB03rMVQuB/EV7s9wUSYhLs5N5afbhl1yivJgA+jI7/sZnDALZWjkLxVow/sLt+6qfAPqmIiuX461KI0COjN3hy4MG4hjm8tWQpbSK0dwl2mb+WiklNDAgi7xc1Cp8kqXHkNePp53HB+Vv5TAc9BaVdTy5UQ68pS9dPEL7Gc9gQRWRxhenGsKeDugZyGhEs3uQbHDQLuhVajqErG4JRVNvhhV1CF/mT4bmhHcU870WLrAgUV4O0h5sbpZag6TpTE3MgCbJb9IMciOEPa4TNpsmry6FPqF3wogoVc8oF8QZA6lBpuy5Gei0X8io/BELdFh7uL9B05e987pZZ5ZHRAA9CcDAGAwRG1M9BHQByyjjG5NsJn6Cu8XBF7AVZ7ytctuBJewZTObN7aSJM1QDSp24rnt+cqQhUARFJSwJBWIzIzKczEOLRawgif6XWHLbJwDWMEiQNQStmxJLRnvuygBsWeSoz1qis3JFz9ReE8My2qwMUzoUyR9TKKO9gRfPLri2LHJpzbeUAyIMz0lH7IsIucnN4ZDUoDJq/m0ab51NHAeQ+pJPSN+zKOw0JBRjc+Mup0B2EXDmIpOLF7renMUCjFLtTHggK9B65rgj+8+ieh4D/utSuqslIS4VLry1CcPUbgF4phAHxqqLOVXav8yWWyxiXaL2KnqD/+kfkUKjBFrVEqfIGleOXep8g1bLTipQA3wcC+iL+H65LfGLJMp6G9n3y7RouzUqrw27wOlcsdBQgeB+QSE+FOwNLFO5CIm4Y/grisfaUHi6v8R6aghhvezTN2s2QG4j7gQ3RJjW55BBK8jgUF+TJkXAKP+D+QF09hzIsqjiLXPXMggtCK4MY9WmU7m/gdW8tsMr9iV/qaxHZXGnTpx+zVrHCo8XUzq8w3GvgjAAi/huC1Gq/KpVhPC/nF5dZRPXB8SmbqLERcxrV2hvsB4ZuIN6SMiUhiCbFlHyNlx8cvwofVHJHc1XXVwKn3pN3EsZLi9g5XzzJM04KtPLWrWRd+UXGHYl4MWMsfUmoA/U1RLec2tTOvljaA3KjOrkYI23+A+0DBr2rUbUXkxueXUvkS0Sb1aGUbjzG4ErWhhPH3ErLtUw8Z6tJc7OS6gBwS4Vai61DfBbntPb+NWVwKn1poaU6v0zoKw6rWpn0sPkPHEWWttEDqyxulwKj+aNCdFV01DXtkBwSD7aYsF0VMvCOfRZuCdv0uawSKfqHrnMpIkMGTItW7vjcLDjUeI9KYJFlVp3XCvG7+S9xcvFOWPbKos6EpYX642/WZUfhrLkldRcwVXb3b0YbiPJ9qGqBA4ZqAg/zU/sy1VtG07nerYsZE9HmAONeHA8RLS9jUW3YZlus+HkaLLcr64fl8CTnnUqp8FTv2aVD0RbUMu6MzYi2SyRAusqd3TFZT2DE9tWbSqMCzXTerHSj9KDOnLR1BcIIFBbvK4G8ndMsK4NIjAJrQWcIaP7dN6Xf63hFFoj9Zvx1EpcoG1MQFb1RFor94FwA/LA5hSXRRbkjuT2bVgnwDabjA9oC/DsCjoyQ0sNVatISQdS9RB06hUnJnTm0IOUAikwi7nDuNdFTorZ3/4lntyGrDs1TY3p6m7MWhamt3FhSWUG9Tr7FVnBRAP4cUpfrjyLWG6oyMhvnHibKqMxZORucZ9Vq9g5HmI+SIPoivqibo4im2UVaFN4egWoAPeKyi59HaIEtssrza2XCAUgArFt7mD+K0VxGdsxjNNj+mFzLwR9X5FYhj0Dm8WRnEuLX34+31TGB1qNnumhpopSYdeqavyQLBED5SiI6ORdMDjAv9hQFuSWIA7ssPIE1qPYH5LbIFlwvi9cq8Lyovg6DM62BtJidSKwONh0LiBQsb2ejkeXbRWFZbYwkcNXbeCkptXe7DqyF+EpSCqUCCU2G567RDGZU5CRihKDm29MZ82SDl42sXb8VtNrwTrzkioowfA20wEBvuYwnNRRj1o8ReUfS/WaohBVKZo2j2fZKnm8PB/ID1cBKn8Tlo2y2iIgGCRAsaaxzpzacRx2ygCKNK4on59CwSRtxtOKgUI+dkJiyKXgVY4BgZj4fFJsFFdKrgV2JjeAYK4omXoMjFNI2r2Gm+vAq/6jbr0KlOwDRD8D3GaQV2iO5UzY5mBVMbV54eL5wyHuV6+5W0/eAX+1okO9kIoF0weCEtbsKE2jN8kXUCTPTBIFpCmgNnFgSHmjMO5NQ1sqVKLAb2z7ShfgASv7qnC2QBc5Fe9HHxKG4w2NEnD1hcdRBFALpRiALRJaSEnyuaCohD0s7ckraLxixjg0J2YdEGtD2Ta/Rzn0XFQnSBX2IfpMCNhIpeDfSuQXXibrk2C+FDanOXuNMWHDri3nPY/nxSIm2VZHfwlf5RF2E3jcWwzLaXgEzqNTfB2MpNdUHtb1OauSDIQd7bvLRNoCttrCBYUrBcOACmxpqViwal3gmhTI4E95ZUxO4gbgfaMXhuFF61YQoxQLKG5OWtORui70OwxoN+tURVtmtkZVjscV5O5RYbaJkV3phlTGvI3YzXJrJYcKIewVqD+MR9bZD2UpGw2VtWFddaqOUxbBOkEjYTsztNEhk60N7TisUuwKE0o420if0jpmS6SkxSE4XWRYOzqEUZC6DPPT2HMi4+Bz0dFARGMJiHNqsQxs/DyEcxqy716wqNyWm6AtKFDHExcMyMG3+wk8EiE5S44OOj9ZKvrpZKY5RqpxF9Fryi7XIxChTmEK099LX5M51/E4Mna0/j5Gf2TmwmRsgcowF4pxTJLjztdDECVjaehKK+jxRdrasYZTEZT0SLCMZJQQqsi3iSHdUTFzuyB+IMeWONwxiTlvjIVIyDdBjJj62gzlpUiRxIsyVqbJa6KJx/tSp1txlMfR9C2r86haTiOzuafFXCCW0fPzWTCEB50PqUvYVt/VPCETWgpPnkkWDKvNDTFDg3t4XGaHkuGxhWJnQPLljiqQjm0AveCn3M1FkUV/ncV/ZUpW0wEPGZ8Fzj3WV+1tVbblauQwHGrUYbiqHK/PJCAiHgwgYmqWSy2NTHkUszWQihibIDaAp3NuJf4u+TNMwjzgi9SCoqmwXQbTBWJaEaJhtNg5OgTnNrmRKiWps1sBuT2u+oMVGZSXzXqKlqgoxFUm0wnhYtJMMAatrRKPj6J3TjHO15s4E0TPmUbSMbCyUGm2Y6GOeXMP50o6UpUx5/3wOoXx+xqL9mJQJgicpdgXF9qcgFzwJjGqF8xhefmrqsfKqdhytKyAHMWlj2RsFRkMcbuKbDJDSwdDqkFQcNPlV3SBGpryU40MpXJ/hQWOrQH8R6BUCTbVs7z7F8Gq1ORCDbxW0Fhwwo8JSHh3MO0p/MRG1duHPhP+Tw4GKnNt/XL6GYkYaeoL10tnyoyRVdnUGUBxUGiI4jlJNSDW1k4GdLRg2dCHA6ZRL5ArBtokyc6SrmCrMS6+Vn2rWt1wtzlf1L18rTd1UQqgZVYoSqixlVOEYDUol4F+Jf4NfAB/2/EVOzY9QI9lG0GK8buokaJ/jaAy+3gJ9dGQ+i2vignWGX0FbeQrdEDJ/YwTYQXs+BgqrlX/oRhZwjK0QJVaeoe7p6WyANkBRt5qZS/DHl0QLLUVG623RUV9Pvirat5rpqQbpf76/FI66OVCZjV7f3adlqs7iqU7ds+SDLUILWLZ6LaZIdZ3dAo8l0V4yuqEdenaFLqp6SO4o2zRGQ7F+RRmjbNDQWbRx42OQqUtQVzBltzYmlnLQe35mFhntIrz9nhzxTaNmQFszXKeiTjGK5nzfnJAbeRwSe+UeI+TIi69IDZYEtg2SaYQ7M7eE6IhjoAahbJyAqN+ZJxJpK5vVBOjPKutCmOV5baSeJQU6ONb3l6JO4S1La3cIKCFeeF7cYbLF1cohmXqTrRMsHMKVsrXRPHAEsJte8lpNr+DG4CfyUgAWl9Nt1eYCBw0ElR1oAjoMV+vjFjGv5sx6Dn024nhD+oexPo7z6LnBtFZL1FN3BD9yjvXWVgckLYN+Hpyz4SUN/t9hJIUx1u7S7DFGhP/8uDQpVJGSKyGJTtdCJF5lbIVBR83O9vcUEOis4tNbIK6HzxYbaQFqTgnLmaifmQCh3IMsRLYKJudhD94FdgQYR9Cprjx8FsjtXp7jpvRsFDybjIBlucypE9yVNdKQeUCO8y2SPbKRRW2RygYodBCSg4bcvDY1bKjbgABAABJREFUZj52KMb6X03nbYAQ5VvS2iaOlYF4loM13iYiF27OHi9qnymZ8feww09KHz1Mb/+Au+rmCAc8G/k0cWuhCnA8bsYhjGmKOg5j9L82iKIWE50BQLIZ2iJQsE8y5KDll3Xm5lYnRm+qadcfsmnBzaw8L8hmK40HK8R92A4CkGXr0aIGIruS2zGGVqdoWAjp6PQC4TNyINNT13QyT/Ad5mIhz0D0VPstslxSIvlcwDXWnCdBX5WUFjoYZyI4g/K4LbbgjjxuYmYXP0n0D9hHtjpDPJ3YkqMP2jIlFZ+12La3UCavf9tajpWMyWQbopUvyY0qlmukDRNXzRdr5h5+5qR/b+nAThUOYMBh2qiy6MV3ok6ZjSS1IbRxlE8SP6TYEOHiVq3+ykb8k7NJ426igQORevXAXCm15F/Hya0JForZ5VwbE9WAmUUOE5isOLdupv4HcRLMfSRpbcAUF8e8Z/Vj0AVyuaBO1PcAMdrTWNZv3jI/Cs7qfUGfwCtmHqYfWC2RibZWPGfwyHPEWCLzDYhSS2Zd083BswQkWexrWJA8C5S1bHIKnz2XZZBEHACBB5iOYgCNSrS8R4vzeuMNKdbMYZydajOAI2UkxndSXSCdX3QSwbPn8OSPSCPoZsEaYGp9375VUSw9ADd6okomp5krsMggq3UvdlF21SZHfzpO6HljIrLwAEV26gXhGski8lVMA8oX6Rhl6e1osH10lo9O8BsRaiytG2AUTuhuwNtUYqiyWIVoFsbMSIvcfj6Fp1o5fzjFe04Kd84flNnCslf0dnKylLfhxubpOB1icJYoZHVxSNEyqf1sQRQxL75PR+ld5A1Q09szHoV9yICINBitv5Aiju/N7caoul5BYWb4SGp3sw4zUzO8/rM4Ow5VHWTGF5VudS+QVk4aDjSC6J5nIS4XrcDEz9bIp8yVImSjLhT5g9jE2O5N0YAoVScbwellKWF4/9uwI5dIfS++Ecb91mvhZkb+IoqWfraChC+8+nYjlat/9hPL366A/otXc0pvYmSPTVgdQXjjFRYUm9sN0drCcCnXZanJH5W1r/jIYkSz/sbCEfoO5im0BgrXDVKL7wniZ6rxCBo18SNpHb1umr8fIt49T25rtIhtMecp+TLrqByqm6aWvW8fie2vIa5jR1MfRG4gOUo+FzingT199pZPCAJlGXJagY/hSZv9IoHHWrushw/NswM2Hya0oQ9OoJK2k1h+zGDEq3Q5BeSImt6UjxaRK9ozev8JXY22i7cXg4o8kR0T/WzLLhA40q4E2DBuJq5TpJOEdzLiyRNWFTRntOCJMIXOlSXNsAU9vtuS143qBwldSgWVpcaLXBxa3bZzSHw0ut7JsTvxEASlkSN4nhtaf1uRFz+b1XlQxm0k8TnpcRN9oa4JyejV0lpHlAiLpVQocsNqTQYBbS9qIVXvkq9d1HDK8lK80G21PO05vk8tgW2akxgRWThi+IIWAUoVI3OD0EeyEhB7UXOFRDVpWmUQCupFV9XDoGn0uOP4JdBo8VJLC5LZZdwa004NJbLTj0YItl+QNEs4HHrb++Z1tuEOVMEogLBDHip4FlBnvW5Cj4CRIEjwmbPoL9nWgfEHo5F4jzE+HrpbEzHUCNE4Eqd2MDRaM1jR5eTPWEKs5MPuoShP2j1pVJ2QS2mAH+K2CnX2Yof7TSBkFxcrr4xjyw1Mv12j6PvpUz9PFdfK36QTwYDanvLZr7sFFFKTlj/RR2Txqv2u3gtonBYeyNTdCrT92CPD03jGuJISOpyKlt/Gu+nNV17vLjYIwPhLjgSlm/LTdrCYDqIWEb4wPn4Cz6jDxw/k+BylCpmLCmRd1o0Bqbjgfaqbop6FULnLlIPwUEPo2MWniBpdHIB3lsMDC0LFT0s+CfdMH8wwNPowky+gwhRXu1TIWw7g0kfmdAxOopEpdc5Xc4JukWC3Iela7PS47GpVYgAeWhvmkIO87LCdxkssEbcELIksgM9TdsnGsl6MdtMYu5JUHuOhfUujCyh/GCRqMLIwUVapRJjfvhNwcF08x1uhoRPtzWnnYu85be7VcuKzwA2XWbEyRvN71S0feUtrw7bo7iIezTCcaiJp5cKRlfqLLcwin+mZlV69LTZjvMIci1ldCbyyCPixVHFUAyoqbqkaJoAmh7wpsNIIIJHFpLzVUyUUZE2j44yZjuiJDGpP3YMuURggGNNkfyFLRr9fnD0IYimOVzEa21lQL0DaTLwtH+BN5r96Ule2RMGIkBnU/NHSUglXUipGu9QNl868+Qe4q+CNcfAsWlcgmJFbFKDGkiuyCG8MRU0xzRX1ZCJNNTKh9m1aaoOkC3YA4i3N86iko+XGcEeu956mbD44tSC13xYr5WOzxAWWTlB3yOF1alSrYWOeaO92JOV7ghE/f02d5Nk0P1NxhR65xgwci1VBkjnOI7Pi8DIgMqRNidvMbkmdSO6WDHioFc0D2+qopU0A3mZ1YPKZqNaL3ie6MD8Tv9/kYbtNqFefCeEmkNC4cwtfV+yP4ZAt27S5yBRuUcfuXsydq1XdrcQ8ezKL8ectVycAQVpxO8nBQfidDCDPv0I1HmvIyaJ6oRlQg1spXIDTIhzJo6V8XKIUdGG6tXo2lTJQ8620qn5Q/bkO7MzfcAt4MYZlTTLTzKGNWLtkLGTivpnRMcLPZj1PtxNPC+EP3YDZKUgPGg8h/zGPMXZFUlLR6aGqUiwgWY9x1ZQV1ZBmARsZs8VGGwC8cYIl1BSTUbnebIch9ZBxBpJwqPoBNiLaVRTlpIFOviVS7MxOoQmr7CZ/ErlxBHCxWYWEw1u5wpiUXHxYrA8XHyufVF2WAcAiw01CWURI1TpnPaP0pBkAdJlxixPaZ2H6UHbD3yTzjwkvaPVlosuCQFgNvKFsAUiqXtzXNOWcHG0azYV0jNZ6Ev02C6uDOCpKdieG0n9zCR2vqWAbxN/5UuEb6Bgsgq2cs8ylxkkjQ0dyLJiZNwyRm/h1qSLRKxSnhYkfcNOTZL7ZfRr2prrGQ8+Z6aTkzUN0ox3nHHRpbAWROmpdoATUsnASBBlW7F5LO7HZ5Ng3hF5HvLuFUCA2pRxwMTVi/N+QE/YyvEv1V8yZwfZDmmqlJ3Rg86WZQ1WP2RpD8P4mKSbXjlIq1eBo/Lruk7vF2nqtk15pnpN9gLh4cUJt8NZwe47S+C+EB/IjAD0gBBcaQ81dJkKkTNg9SPEvwjWUyUvqwHZVLSnIkNkE5XgXg0PwgAoSgekRvMS/yoExVGdRwjR0+YPuOVylYVKhUJdbkQJsifTjRcMHARFnW1prAqtEVGPZYODzxG82Kwn24H1GSiafx0qSWl7xVtDghw9DXsHGHAJR0EYvuSSO2yZDATR9aMnEv8zzAQfAj+8GJ2CRq2k65HRKpafHVcyIyceccj5t2j1+aOb/eRW4oXlC0z8cHFcIyQUFcQGDKfQIZwFG53rKc21mJyBWOJXNiGnSYdAkXJQXTZDtOHmC3hxpbeyTwzF6dcwr5vRROU104kzB9zFqmurnx/WcG4glkUwj4nFykCYWOBtQoVoVnpgMoDk8LN5xzMaOyaKZCkJVhec932J+J+47PQJ4+pNmiEQnsFRYAuHSbBW8UZa0wYNhyEh4lx0vrhsxRs9/gr1zM5RTVn6itRDFLsOdq8QH/5NGUTfJj4HC80nxcwnkt7if2mxlatL+ilBjrEQGn8PW4xXD+6EOADclYV4atdg2WFBUPIxFOwFAIVF1zpaIKomtpNNNblU4nIi0qoxgjRb7LZRobD1UWvev4Bgssm60QiSCkLRwk59NceRNFuzUmOFdQ4Xiivi5SuazY4oSGsAawOtO0lNebeGLYbbl+uziPVxRL5pkuZa8C8mCsCQRzcq7VLtmhmTEyhC018q634Jis6ErAz5RSdgLoAJGlw7qf4omivaamj/U3XrLe9h/K4vj6hzSMf3inAaHUZj4SrQAKn6kpQIS1PvPuc7HE/15D6ftGTLInK4ScVfm0O9gLc2rYcwug3kddkneqp6LORUCCXZmknqm6Yvm9y4oXV0QBvWbNlWSUU1pAKuETpfK96J0/XQnF87Sc33qYMPlIdtaF1VNTR9MhubIYqomic3MzQUyI8MPMq7xo4id/of/63/pC23zp29VUesLjc60EoWCOPb1VmvvGL+gdUSLCNUUkv6hASEMlPNu2VBTUiLAnsPZMAr0vNe0yxhplTAtBiWnPZp2KHcjOO7K9swlkT1vhv3THmYPojrT4RDgE1rH1ohWwunHJk3bVLWNpEkf0znN0zEmcKc7P07TbjpEH9CwmQ6rMYegwr8cIPeFwVNyNON2ndTOeORopkMGyVms8UNxnXm9Pzyh2QtDL87OzrKGHhZ5Du5kwnq5bCycw5LzNczr9ahvRaSVeGjyFYmwslKc3V9DhGKZ5ufbDAqEeolY7Ak12xwpkg8ctC5W01wD4v7D/BurcBhfYE68HMFsvMAoCwIyU3lpBJyYGRM63aSLjb0oOwtlL+K1pP+rxiiUDufaTPRO8aqLM0/jsIoFfAheuz+o991WT93SKGrsOENngaZFCs9YzZO7IxCZV8ewEVXsIBejP34GqWYOIF4cm4Hj54tREPemO0mFmHKBvtm4QhFXoEYriQVFeGyjAmep1U5tSoCCLMekyvFzq1jK8rM8+XNwlFQCF7I4SN1m15++fJImOCx1wVOYttOsm08tTdHFoy3SWmx9E2hPd2oHOLR5wDIA956jltvUdbc6aN5jFUILIWu31HQL24pZkpQxsoEMhsK9j6W5KTpH9IcsgO3lyyVynDS5g8FjTEjJBAijEcNpqUGK/bSRATDP468QmNuk+Op8HLcEs7KBBPWc+OhhyHZckY7UmJ02nOAfU7UxKPSqH/IRVNMlUk10mn4uE6vksBZ180Ap2BjCNo5ICUZWL6YQjt7vnhADBdNjWE/7A1QSA8Ub1sNmnFbHaX+I7Cy4Uquz83Ha7VGKSXueOytSpNrSmnoa2doO7VWr9bgdNuvpOK0PhxRKWU2b9TZPaKDvh+kwbIbNMBymHQRp5lXAfOdnZ7mz8O6O6/WYE4IRZATCBMpxKD3Ex2RSl4sxhPWe5pjvg/4T8DkzBTb1GEjZMX4u/eA8HeftdnM4RG1n2I6ca4DOavxaVGJZweYUGxsvjLFPWFKsh6LvD2HKJNoYN4MobM79ECM3qBuhw+HqTcmo2GO1tqUaMc++yukza92+cLQqGWRtXeZdzOERU1vPpXCibkCyz2LCMecEURw9gu8qtUqvCboD9WmWO+apd08dcC74Mg+QQTVPHyCSxWmZSCa9KQ2q9qKvF7XKgv6xuDkRii6ASGLE67aXDS9emPrWbMKrw+m0vikV4nJ/CBFWstASjTYx2Ea3Qo5OET810a0Lmnh5myDqG0iz0QaifLZXFhT0ZfWynt1EJ5VD9RHGOEGmVxt8+5j+iQJqyZY9adAAHUeCui3sKUZPWDoPAMSMMZH56ZdRmB3HMWiZzAeUSJNg2Em5X37e+ugW5xR8qapSF7aC84I0IbWvLI4lNS9FXzzI5G229eQN6dS7rHry4nz/X6r1GeEtW6C3ZvWN09/y36Q6hggz2241HSrjKWYshPthpW0E4k8VGDtRSHO5UUSMVepz+T7La3V7HaPqO/UzxrxV3QtvSDeUyVkNqglvnReyrgxq8XGWhmGYpsPhMEHCLoXV5v0+DN5u/+ROg6ymTHf3H6b5CWnhlNNO97vDw8PTZn28v797fNz55qb9NM/7zXrztH96+/5Pc4C12/3+aXfYC6uLxdw/7d+9e7d7eghjsdqMw+XD7e3hsMuc4Hh+drkZzv/Nr/7jYZ4O+/uHx6cPn94dprvteLlZnx+P0+PTx2EY94eH1XF/Nr7A4JHt5upp//7h8e28Xm1X59uzl8fjaj/txmFzNp497XbjOIa/n+92u7uM4GN9w4POq+355vr6u7Ozl09Pj8d59/j0bhg2N1dfXZy9vnv45elwu1ltj6v95fXVMK7Pz883q/H29u1+etiO4+uv3qRPDZpQ5KnDOIzb43Gfxm7/zet/f331fLWKXDRKBlHUjGBrO47Pbm4gDnl+cYFwCjkJhICuLl6O43YowdUIR87OL7KlZFhvIndlmLpaD9scNx/wN/HvQKoYiFOXjzXxGF0YHYy14yxGZ5dgLNbVc5n+Rtg4zfc6YNYNCtGiasLjx8n0LIr4Lfdw9XPB/Ow3YKD31GEscbV/BUM5uU9Sy9zu1cgD+KQc14YYEOQxINOkzrb/Qi0V53AzRKil1pSIZgArtG4LQ4+s2xDfghli0KNwgQUesHJVy+jGI9YtZ11Ea7VAr7J6/Yn8+Uzs0WRPsFq6EMsl+qLjtK+KEmShg58tL73LF1y73jvawT9L5NqN+tarz6EV105umcvIDdavpHIijS8oLrUoJHBims4iXGBO+Nm7czyrErTqhH3FTl8B/EAWaFicN/oHmVsxQnVt1QeY1fnRHOhYPQ8MAHSKJ8Y3bEYouxDLG1brWUBdFEIxnm9/OEAWxnWPQwj8jofdbhyG3WM4jIDn5qgZTtM+qmTzvNvtDrvDxcXVbv/wtLsPSDhuc3x83N8/3B2PB1ilzTpk2bZnl9N82D8dfvn5/TyvAkEbhrOzy6fH++kwv//4593+YRi2q9UmELxpXs2bcdwepsdhG5nJ/nF++/aXOf7p+Ozqxfe//uu/+7v//G9/8x/ffPPt737/X26uv/6rf/Pv//N/+n89Pn0a1sNh2u/39/tpfzZebIbN4bDfbDaXl9dXl69+efu743zc76fXr7979fLr//rb/0eC+8fN+nKOgtnT2XC53V7e3Hz16e7DHG7yfjWvX7z4/ury+fuPP9w//nJz9dVXr//60/2H7WZz//jTuHn2sHs/bp6t18Pl9c04bHe7p+O8+uabf/e0+3T/6e1mjJ19ffnszZvvfvr5D/vD4eL8xXqzm+b7YXP+7OJmf3iAXXg6fFqv19vz88hU5/XF9tVqvbm+uri6Ok/oMVDTIZzZsF5Pu/3jZhhvnl+P2/P4/pC9lKtgFq3Wx2G73Q5nw7B9fvPy6uricP+03z1thiHx7HA1wwj51ikS+dVwTEJm2rZItJJmsd6EHllYvxTWi3tkm0OBikTxpaKMQ8xKwv9/26uUpUtqFeNBJa8v5gMNyO8WfxEp4b+U9engfB4F4nAT8kPqGKcgo20BKbiSMhDMWVKDicmiyuPotlgaPUXkm4uhTqYBr/5j/ElMYW4VruWlTpalXeGzwJexMpI4jXougFJ/ysTJD1jy1FdvniViRBTNsy7N8qzWWa4H+BBfiNaUPh51Kn2EV4zt+oQz6402d6aX/9kOkf311U5y2u6/KoUmKkdkjUlv4Wlf+qB2RVykRU0LYKIjjKctS9V7DhFULrkfuTVGZmzERgbClIsRxGArnKQYXpMvfDS/06uvIBUDd45TILQiISD0jsZX1FBI3pZfjm5hVZ++mInF09GlXr2X2uIXHn3yB+QbtK0xcvJ2NVrlv31ueYhIRpQLF6kOMk9zq/eF9n/V+SG/r8ObGE1k34DcFMPN0xxRfQI92ZBQi+t4tYyRLEYlcsZ+xM1iC3OPR1EKDWHZ+ThNh90h4drVvHva393f7p7un3aPx9U4HeaHh/uffvrz7mk3r9bjerx7+PTLx9/P824V6ej6cDg83O/3+93tp7fT4UC9mfl4mPcfb3+c5x04DziS8zQcDvvjcf90eFqtnvJGYOKHZ+e/OU7ru8M/r1a7s+Hfvnj29fsPf9qv/pwP8myzejavDldnz168en2cP91+/LAZnl1evNzv1vf3n57mT+Pq/OuvfnV+Nvz9P/z+4enu9evXz69/ddgdt+cv593xaf90fvH8bPtyOFuPx7uri7PN6vzntz9enD179dX36/Xxf/6v/8/3H356fvlqPPt0+/h2Oszb8fLi7Hq/n863l9uzzdnZzfsPt+P2fLe/vTy/fvni2+ubi+24fbg/PtydXd98s1qvDsefHh8/3v+83z3+7s2b788vbo7T5vd/+tv1+uPdw6fpsBvWF1eX14fpflp/2qz+8TDtn928Godx2h9v79497B+Oqw/D6vlmPa+P/+Nu9bRZRfCSdu2TjOB4sb05rh5Xx+P27CwwmyA/xWsexnGzXl1sX19eXAYdkvy0abs9v7l5fn5xtd2OWZidx3EbMdNxfP7sm8uLC5y6YRxurm++ev3VZhgAqw/jcHV5c3n57PLyHDHkOGY6KZeZ8A06waK5RaQCNRwEZEvECyzETQD/bsdahLEnMa4CgxRgYI4ipl93TnWe3dJjDr045v3YCozxEf3Xoooy0kKxEEZ0aIlpSok1uIiksQfEWWhc1FoTRWZOjdSIehhfdPSl8Uq2UqrhB1F5GKMzKwAkriaEXtDmGuVuFTlwxzK75lImOjPPaM0EdyIncUf9GV1D3alrRExlfbJLIJg6VqL3IMWLKnYkPFZ3ZUNnT2wo46qTZOb0hRD4bVzEIrqAUJG3J6ROv7N4lySKdamYzwITJ6LUGiBc+lm6BV5WrBk7Mzuj3ozw5Z85dVpc+jNO2dr9F2W9f/VPI9zU9HEU4kuZOrR8LW0FTazEdYISnpgz+5usujgHQ3Kepz3adVBhuLt7+HT3YZoAuoWnfnhcPe0eDk93Hz9+WEV9dVrP59//+t/+8U9/+vD+3X5/+7i7XR/PtuP5xfnN2fnNs+tnF8+efXj34c8//PDixct3734+zlFH2m7H+/vd0+NutT5+881fvf/40/u3Pzw8fbq+uTobLob19c+//Pj09Hh9ebXZbD59+nBcbd68+fXbt/9ynI+v3/z66vLq/uHjYR/Jz9Pu0zxPd3fv7x4+vXjx5vr6xS+//HBcbc7Pzl+9frFeH+b98fHpw8P9w/t3b88uLx4fd1+9Hh8e/uXHP39Yz//09//w293+0+tXh8en9WG+WK3O7m7vNpvV+w9Pj09PF2ebcRvubD5Mj3ePT9f3h93l09NuvT7/+HH39pffvX+3326382F1fnZxXO+fDh82l5txff7wuL/9tJv289Pu9uzsejPs7h8+vX/7cJjWu4fHT5/+cH5+sT2f7u/uDvv97nC/f9qNm/PL68PV1cvNavv4dPvw8IdXX321351/8/rX97ePP/30ux/+9OMvb//y6fH+2zf//uHx03a7GbfnV+e79Xp3dnGx3x/uHj893N9mfXUeh/PD4+8/ffo4DJvtsD0cHs+2l7kN5k+3b3fz2/mwfvH8m5tnN/N0HLbzZpwDXN2c31x/vd6st5vzVy9fXl8/e/3V1/Nx9/PPP73/8MswDGfbs9VxePby+fPnz4b16unx46vX3z67+vr584sXr68P+2k6TJsh0OG7208vXtw8PtyuNllTXR3PtheXlzfH1fHi8gxdzei1jbwwAQQF7tGpi85Jhk6Z1nEzBw2VhqW6ByGI5+LSAnCs2Gm9mLOaEaf5UviMCnYxc6KALRTomt3q9gp1LAofSGCDnVO0b5jeBzqe4lgzr+gEstUNN0QmecxCZbljUWNRkJrKMTWl6bQ00QVjWhTbL2VbZE2EVq8oKsci8/lX0nBDkDRmWTMQy8ChMKkoLOPkAmDate7CWJUqMzVsyWAcn2U5LY1Beb8jTpfVENeTikglUX3R4AgbDPi5WW5x9yJScOLXszioUrXf+2zdMsxXv08pJPbuXM/ytnNhngP5ooTls6EyjhVF4HST2v/icut0tGKp2hbamqg9QCvOOZ+Gg1udTKtG9QFB7Wj5w5ZG4KSKX+oZR5P5iKG2yJG8k9eYREl8PD6MO7YyF/p+P2MFKkERNpi7cPZ6+dl6+oV9u3gnHkvTjIC2lCIZiL1nOldnsDx7NpmBIMPyHSPTfB0ZGIPKAA4EYgPyc/+H/8t/ThpMsmqUF6aKfeifZtEculXEpebjcfe0w6fvd48Pj09zAJGrDx/f3d19eNof5nn18d3DD3/+p3fvfgp4bn327sNPP/z495GwHTe7w+Fx+nA87uZjUCyiZ2+eD9MOjMF8LoSDbMPIr7eZuT2uVldXw7dXF98dDo/vn363Wu3OV9+P49m0uns8vLsYry+2X/3m1/9xNe9uH97d3n+4u397OMznw7O7w8+bzfDs+uJ4jLTksJ/OxvNxex1hwTRcnr168erb47y6vX//61/9zX/4D//b8+35zz+9ixhiE90c8+rpLz/88eHh0+uX33/z3avH8M+bF8/fvPn61Tyv90/D5dX5aj6+fHXz7MXl5flwnDaHab89Hx/u9//yx7/cP0zDdv7tb//ff/nhh5cvv3rx6sV+/7iZx6vri9vbD7+8e3d5cXN2fnE+Pv/u199fX189e3a1Ha/Wm+FwON7d3X348OEwTZcXl8fV9P79+4fd7S8//tNmtX3x8vtnz18e9nc//vjP797/dJh23373N1+//ncPjx8uzse/+Zu/Oa4ON1c303Gc5uPv/uF3t/fvd7vH+9vb9Wb1449/d7d7d3P5ze3ju/O4kZu73cfbxx/Gzfk8na3Xu2dXXw/rs8M0PX/x+v2HPz+//vr585f73bTfPXz4+Pbx8MvhsN+O27vDj+Pq1WH1z8PqqyR8flittvPqNt/amd7marWKGuxqtbrYno/j2Twf9vPDuDlfr8+HzdnFeJnln3l7dvH91//++fVNNJKEROvw3fe/+eab788vtqt5Or/Ybs+2N89eXV9eAp24vr7ebrcoO0VBdXsWqk3HdfC8QfGlEcqen4lWjy4NQbCiWHSL5QmJlsVoT4ubSImKyKDyCGgEJ0qTnL0KCaI8c0NkyOCZINHKTvriCMmFNAZqp8C5AaArLC96gq1hpjsvD5qRiqw/7hO2mM6ePf2cX5oqW4jLU2VC7e7ZfpogK2fGsBILQ70kqDRbJ7J9os2RoOFXoMKHjg7oFqqZe8FNLRBdPXVQ+Wv4kaSeVIf8zK0KVEOcc8K+gE2kdmiuwbIkWGxVZrZNm6pHG/aS6O2pVHPREbQw95/BDZiG7GCw+w6uZIl/EN6gIczlzd213oStjB5HQPamUdNz0X2Eamjm9uk5sQcwnOg4r8btet4fBmi7qSS8GbOxNuLdrN9nK9UhCk2r3e4xavvrZExka8zd3W1UZDabcRwPu81ffvzDw8PjdDjuD8c//P53b9/96XCY5+N+t1u9fXf39HT38Phxt9tdnr8+HG7Xx+3j7nC/ezev9uP65ctnv3714vunXXzvV9//5ng8Hg7rq+vx5cs3333z7W6/+/MP7z59env57PywG5+/uHm8//jmqzevX7+6f3z659//8eL84tnNxT/949+dX1x9/e1fHafhYfc0Heanp8fDYbd7fP/x3c/z+uOrl1//9Pbnh4eHFy++3Q7nq9Xq5ubFMJ5dXV2/fv3NcZ4vr4bXL19cXJw9Pe43w+bx8fHTp/usEuw/3T+8f//28eHTfDxeXD7fDlETfHp42O13H+5+vDp7uVmdhQ0Zhucv3jx/+eJse7ZeDdvzzVevX4/bzWF/+PEvP/3xT78/7Pab4Xh9dbMZn61Wx48ffjwGuDmNw9m33313dX397v0vj49397dPj0/7sDmH6d27X46r/fn5xTff/uqrV9+cX1we57P7+08PD7eHw+Ht279sxvH8/Dp6EA677fmwXk1vXn/79Xff7XaP8+G4Gebb28d53uz2x3F7th2H7Tg+f/HibHv+8Hi3Ha6f31w87j7d3z+M43h3dzsdx3nevH/7Y2zS4ThPuziM4/zi5uXVxc00HR4eDh/fvz0EBrfdDNtnz24uL7bnF+d3dx+O8+PVs6t5Hh8fp8f73Xpz/Pjh5yjeBTVxuLy6Ojsbzs8uri6vtufDPI8//PBTkmSffvrxp7PLy6vLi/1u/1d//d8eV7vVcf38+bN3b3/ZPx3efP3dq9fXj3e7cRz2++mnX96/ff/u/GL8/e/+y939+/1+97j79Df/9n93vr360x//dj3ug8UzjFdXr7abs5cvXp2N2+ubs9Vm/Ve//m+ePX/x4d1PL15enJ9tLy4u99PT5cXV8xfhR7ZnZ9mdut6ejZD9wcE5Oz9PhfLwKVIawcTLNGtZPEapISfnJtQFoTkGMOQRZx++O285MgEcDJjc9XqY5uzhxMAhTDphoaaBletjDgpFITRxOiimSPaMOWQCKwiUwQTJ0a0JrGWeA6MBP4J4r1gzrc7WWI6KSptj6rzNbooX3ykC5NJI1jezd1TCNrahJduzsIT0nGobo+FbNOOZHWHv9QW/Zc/rbijeHoVzsvEpG2cULFfyJo2AShDYRAqo1AxZ5ZimyuuRW1231pBBfWYs0dUj01+DyjywriqkwYxDMi9RGaXWXCZzY3QLVeekuwSJRi9djX+ZSklDo0ngkEbbtncLSyTwgBdklpGFhPs+YQFK4sBmY3Z3qQk30LnIHC+JABjXSzG/4AlXdT1/NZTEM3Jjig2tu+Oy0NeHDNlxdl3fvk97YfMLnp1KtgQ1zGwm+6khOabbsBYKPj0Jwk3glKoH8abG7cjFDAIgmpbJCVJ3QFZZE813w7M6QaCfD0Aq7////n/7n7MAN0/7AwbuPT7BQzx9jCzu07za3n58/+OP//L0+LQ6bj7cvf90/+cg7B5X9/e7jx9/ng6H47y5f/qw298fj9v1en3YT/vd+hCh/yETtsOwupxW96vV+YuLb+927w7z3fnm9W7+lPe2H9fn4+Z6td58+/VfRb/Bbvxw+5fVcX7c356fXQzri0Ngt2dnw813v/727Oz1/nF3eXn+T7/7Xx4fn/bT+/Px9XZ8fnZ2fnXxPJgg68M0R3r5+sW3//Ljbz98+Hh9dXO+Pfvf/8f/w+uvv769u//5pz/d3++e3bwaNsM//+7vD/vD4fj08vnr4Wxztr5+dnNzcXFzE7Dxn3/88U/HafXNN7958frFep6ur569en397OX1fnfc7/Y5NmP1/sPjw+3t4/3t5dXlZtiejedX1+cIQR93u/0+suKry2fn5+uPHz4ddtPX339zfXWeQrTHx6end28//PLzu7Pz83jw+f716zfH43A8brbnZ7efbndP03h2Ps23H969f/X69dXF5XyYb64vxu326WnaXpw9uzr/8P7d49Pd23c/P+1Wr159Px2CLPqrX393lZ/y8Hj4+ZePl1fbD+8+vH37fpcO8sc//3/PzsbV8fz62cvD/vH1629ubz+ebS8jsHn389df/fW82n3zzffPrm6ur188Pn365pvvD9PTP/z2H29ev/nllz8/3H36+PGnn37+w8X19bi+uHv45dnVm5/f/+HVzXePu3e3T/+yXb8+H5/vp0+H4/E33/+HaX6cpt3rr369f9i/ePXq3duffvjxb3/zq//+jz/8L3cP77bD+e3up9Xqab26yo39abXablZn8+pxO2zH7RmykgSZLq4vb7aBRmyP68Or12+e3zzfHyJm2p5d31y+fnb5PE7BdvX6q6+/evPmOK/Ozy5fvnpzcbHN3GazPdtst2fBpcWE780Ws1amFDpbrzbjGKxazBaj8AhhLVDGo444xDTVbF8MU0JpjUUhDNBX1zdaOh67qGY9mYK6hW9JcGevebFJmSDRHruTG0Yks1aO77Q+D8QepLKVEcwxXAvKTjl3LvBwBjGcFkWyO0yeuuQJbLtHuUkmYAxqsvBaRU50HUm/yLNK7DGTqGy77wwGdg8umkmQHFbXxJJF6XFnp0VdDg9gYa1w5SW51IqU0iSQDoSFNk4Vd6yytcR3/Vc7cn1K4yobwMzLZE2VQQq+Azm+xaSguPm07lmdhkRrNu6XzD17u+PIRC0+B+oGPJEvZAoAkFpn0dE0BY1+H8yIefPx/cfb+/fzcbXfH+4/7e4fPt7ff5oO83h2uR2e/fYf/6egrK+G7XB92K9evvj2j3/47ctX311eXV1eXPxv/pv//sef/v5v//YP+30wpT58/Onh9u1ud/+4e/jq9b972n14enwYz8fLq2eX569unl8N6+1+N59tL+7uHqfD/quvvx+Hy8fHT1lne/3+7duAG4ftm69f//Vvvn+4f/r7f/in7dnF3d2nZ89efvfrb3cPT69evTi/iA7+3dP+/OL86mrY7fYfP949Pj4cdut3Hz88PD6uVsfd0/3thw/PXpxfXVxFj1sEy5ubm9fv3//06e5pGDZ3d7dXl9e/+v43l5fPMKly3Mb/7/fT3aeHh6ePHz+8O0aL9XbcXqxW8/n59uJ8++23bxJFXj09Pd1+egwF3WiT2//ww++edvv908P52dnV1cur6+dfvXk9H+dPH8Jifvr4037az6vd2XixHV/cvHi+WkWGcHVxeXF19fr183mePn3a391+eP/hl6fdFIMX5tXh+BAqX+v1d9/95uLiInfe5vExctG7+4e7+493t5+O85BNvMfrZ8+24/jdt399fn65HlYByM7HX375y26/y+r9dH31YrsNRu3l5fmz58+3w/bi6uzTh08P9/ebYbi/vz/Mx0NQb26DaLlev3j5enOMmOPi4nx7tl1vVrefnn7+5cdxPL+/v88uhuPrV9+9f/tpPr472168efOreV7v9g8//vTHad49u351PA4f3r8fz1aXFzdX1+dff/PNsNncfrw7rsZNGNvNX/7y+8N+GkbUK8bVtLp58fLZ9c16mLfjZn3cnF2ezYfj7nG32Q6P+9jw037//v0vP/3yx2fXr9bHYbf/+P2v/s3D/d2ff/y7YTi7v52O8+b84vlu/3Sc96t5/ezmxcPdu+//6jfr1fHt25/fffj5sD98/+t/95e//OPZ9vn33//V8bjPQxfSbNP0cHGxffnyzYdPvzw8fvz65etgjQzz+ri+unn+4ubl8xfn8/GY1eaLFy9fb7P9YXsWaeMwDNtxPR0iEEcEnlNs8pyyhBFHepqiLJ/yn9KtTlCGylDRDRWdGJJeyHPMoDn8A/gXx2DKgPIsK90kx0wCTFEqTv6A/H2D2yBHHM/cGYbV1mUMqWSQzZGroVDL0T89Vl5EyWWQQefOJttG1oAcgoasVkMtMy6RWfAF0tUqSXVvFemr5gZ1H3HSrKGvSeDs2aCepVIdE01Pr6bxyAsttyK7tzKmRpsuaB3iYrjo1wBED8Kp8IBrSxE/8PLKB/WLt0/xLIJWVmWHsz3SAqDUr6mtNtWeJeapsKSlbf119z2gBL4CpMUPYzHbfbojoEIF7guOgkCTNj2sxjIDtJVuZ4YTI/rPOUZbKKqT3kauAZY6nw4i+ozk5a/9iMvKW9sPvOByR32mDcG2Gj2iFx8xA+ca8CfVOGpsmJvNTKvJ3B8o8cXfiRZk2TN17EgwWv+f/o//58N+fnf744cPP63Wqw/v377/5ZfjvNrPh930aT5G07lIBxdZfEP1Zt6sLufV47A+Xx831xdv7p/eX2xfPLu52YzT093m/umnjIdXr26+WQW/4vzs7Pq4mu5uP8QBmy/e3/7ubLiY52E1Pl1uvr68Gp/dfPXi+Zu37/708PA4r+4+vLu9Og8e4Mub7zfD9ublm01EHPuLyxfr1bg/fJqnddJs5vtPt2+++tX3f/U3337/7WbYH6f9/af9P/7j3w7bzcf3d4dpunnxfFyfn22v3nzzHUQrfvzLX+Z5P2zn1bR69fpVOLz16ptvv/vNX303ng8f3t0/BNC73u2n3/7X/+mwf/rm2998++2302E+zodXr1+OY6SV6/X6/v4RA93PtsPF1cVqs368exo3w/OXF8fj8fZuD7GK+9uH1XH97Pn5arW5v3t68fJyHFefPu6yC2V7mPZ3d/fbs+2wmR/uHtdBwrnYrFeHw+Hy8vzhYff23Z+fnuanh8c3b17/zb//6816ONtuxrPwhxnJbz59fFgPm1/evXv743twFDbH8fWbl4/3T8O4enjYHw5zZvK7+4fds5fPzjbjy9dvpv3T9fXlOKzv7/fbs+Hdh3c//uWH7RjJ9XqzenHzarOarm+eX15e7Xfx5Hf3t//yw5/mefPTj3+cD0/3j3fPnj0/zuNh/5g9Fdvz8+uPt+8fH9/vD/uXz795dvPy6fHpzVffff+rIME+f/FsezHe396vN+Of/vS7589f/fM//91Pf/nz7ul2PDv7+f0/Xpy/uLq8fvfxX86Gm2dXL396/4/TYX04Pm5C8eB8e3Zxvr3ZDherzdPrF3/9y7t//u67f3d1fvMPv/9PVzfXx93FTz//dprvHo93m6g0PozD8atn/918uNxNH+fV3RCqBcGcff78q5tnL+fj3cX5s69f/5ugkq5W2+3Zs+fXL16+2myO2+1lUFLPL1L7aBUw9uX1Zh0srPPzC80OCT2AGZNHZaDjpKn5CeR21/FONC0WKR9ofKoEupne8oxUUKRvqKks3cI2wesQCqK9FaEIPd7RKrmmcinAS4pQCGdKsJVVJgpR0qnTMyzGZlihrs1sQO4B4f4MI4LdhHS989HLvem3qvgqmaFOEPJfKcgQaTZrZQuuiP70+3RQQh3/rnFycidlUkug3LaY3qW1evbc9fOUr9xJk0Q2eCkwunWfUzGP3o6KPkGTSMIkGZNj1hCOOTJ5vrv9lJ1em93ucPvp0373dMxw8eF+9+Huh2naPz3M93e3d3ef9ofdi5vfvPvldj6uH58eAkVeP3v+/PVmO/z+n/72d7/72+++/TcvXn79T3/47X6/f/785bSbH54+jdvt5nh2dn5+df5yP90ddrvj6nh1/frx/vbZ89fR8zwet8PldDj81a9/8803X/2n/8//+Ls//K9XFy9ubr563D+Mw/D8+TfzYX9z82oYh2+++fb5zeXF+cXZ+bjZjJ/uPv7/+PqTX9uyNE8Q2nu1uz3N7V5jz8zcPMKjyahMlbJADBgwAYkJE8aIOYMaIjFmzpw/gDkDZogJEhIkRQlFZRIZ4ZHhjXWvu83pdrN69PvWPufeZ+5Z1y3Cnt137zn77Gat7/t+3TQ7VpTWppLF2ZgiRjDy7eH1m1dlqWLwd6+uKy2cK3aHw/ufPjnn6qb1wW63WzNNZnLtau1xo7qu6Y0P958/WbNnghs7iLIuGbu9u42hVIp/9e61VlhiQ4jj6D59+hBTMU2jd6kofNs1WrasKLr1WleyqqR1fhoMumEXvHOkTEjGTOtNi+WC11JBfjyOxjuU50wU+92n3e6ec3l980opJSTXsl71VVXJlIKz0fqwP4zjOE3D6NykVON8KAvJGNNVzYo0jqeiEMaYmEK/6ndP75116+11U7dNWymp+nULG5KicM7No50my3g5DMMwjj5A7Z2SE5y39brfbB4fjofDqesrIcthOIzjgZXx6urVzc2t0kpp2TSq1joV0blyOE3eg8PvrNk9PZ6GQwz++vqN4EpodTqZEOI8j5VSwQXnRyb5NA/zNG23N13XpRj7VU/WNEJVjJXoHlNR3H/6fDjsjTE+OK3X3pr1aqtqqBM5l/M8QRM/z4KXPh7JB7uspHz1+muJVwltU0mlvTPO+lKwjx8fQ2RtXc8jxJC6knVdlWB1cqlaY9zsdsFx/HDBXAzWFs7PuBK8qBv9+Pihrtp5xm6oaj3Pfp6mIjGl6kprzuPj48ft1TVGeZ4zmX768fvZ2Nmd5tE1dWvtNEyDksqnUyqcdyMr1dX6bYqF9UPboU397ld/G0Mydt+vNnXNnDmlwrerFe0bUam6rTa1xuSxLMu6artVR51V0lJrrfKUEGL+PMUn4GRBERfPWxrkk+K/KCKIwUXyflETvNAaLLM/7FP4GRrxZBvPZ08OqkRp8fyFUcrLlu9iaZMNVC8tH02alrzEi4X7Fyz0X7R8l8L3DOycrf+XknoBKi8tX4Y3z5S/C8oXAYSeI1Ivizu9BZkMk36bNt9fzPV+UcS/2LCeCYa/VJpd2oAvR3tfbhbPUaKXnehPqa2XTedPD+Dl5nXpBC7x8X+uyVyoQBdA9GVHkemml00ntxdnVuSLd6Q9/mzR8mdQ0MvLZr+T58+4eKU8b+W/FCZ8+QrnLfL5VDwzor/QXv6i5buAkPmjZV/gZaj9pTsRNcznWJ38l1kMnA2b872Xq5FiOciXR3jG5H4ZMf1nrtR/zyd96SR08Z1aTmDO3P6y5bvcS/nAiSTwom5ZQskulN1nEGIZbeNULEjswvNe/mohotPrZcnf4qSSL/jSB9I/GH9y1pRJwpwaSAsrC02RBiBDStZsur9IyVrnZ3eoxSqF0hTHspSVrLvqSqp6u3njwjiM++NhF5Nd1W/288+Kt011ncrYtZu27Ydh75wJPpzGz5g5sXh3+5336S+++9vVuq9qxbmap/lw2P3+D78NDmPctr0x9sSF6pobUPMxSgshmmnw1hnn5rvbN29ef3W17XSFTqluZPTx8Wk4jfY//fN/fHj6UNfr7faV1qqt28wNyxsGFPDOSy2kFlo1daVevVpngsM0u+nkRmv2TwdMvq3Xumas1JWqKjA/rAXVNcQ0j+M8n66ur5umXq1rpZgUCrKAmKzxswmzgZAleBI3Cj6cJiWFUoLx8ngcrQlKS+IyGcbZ1c0mGN+0uumkt0so5eP90zj6ptfTYIQQTau1ltn427kgBD8eDezOYYbmnCX1hYEj3Pa6cyZiC+Rpt5vapvr06f3hNL6+e6V1hUFvp5tWWut2j9NsXYhuGKa2r/74Lz92fa91dTodtttrawJjhZASu28IT7t7zkSlq826IyIDrxothQwxfPr0aOysZPH+5+/bfjNPo5b62+9+1Td9kUpd63GcmWCfPz+8f/++abvTYXh4+GPbrXePTyUveKmc83VTl0Wy1h/Hz7RXlLJqm6a9vn5VpOLt22/Xm/b+0z3nygf3h9/903p7t9/d//TzP9NM4bhdXyU2m9n+67/7n5zG6Q9//A9SsePp4fH0B1a4vv5mnqdKy8ntV+1NdKXz1sVhvbpqqs1xvAc2KBufHkkiXKxW17gtRSFFvW5vat0Iwa9urjebrRRc62a7uambhnFIbpSWeMSYlEIRaxxzY1JNZKNzAluWbelCPMnsAtLgMZ67uuzPmydbi2nHi/1vWf3P1AlahXPsFdqtRRnywoAq88IzdZPYYnlcCqRoaVHJyXAZQdPyTmPo55U6B+6B+/1i8V4wySW1KuNsRDWBj/y5nzwXBBcLssUtZlF8LZLIZYa35EQtSTCwbqeRXm63loFznnU/Sx0uEvrzSv3lJHWpQvJT/YJTQb9yrlSezdmXwz0HgSxxHJmZQe12JFz0P7NBXsg5yz637GHn+maJYaDz9oULd4C5CH7P2RksdzRmFqU/+pNpf7ifyUckBPvh/QdMxNDAN4fxHrCM48bfn04HC7fhovDddv2dcTtjhtNwnOyOpNvV3c1vrq9/zTh7fPg5Sw5CmL766rtXr341DIfH+49Vrbv11elwurm+3lxtj4ehreq2A3jBMSzh1tjD/jjMZhiOCfYoNgRX6Wa3e1KqefX225Tsw+NHhqJdzNNeqVpX1fsff65QuIsilkpycCuwH/vd7jiejlfXq/X67nD8nFKplGasrLS+urmp6ybG2DY6eS+kPE3u8fFxHE/GjGBQM1mUsdJt23ZtW3kq8X0sUMGXkZX88/2HYTz1/VVdr9quknAVIadlxpxz0+TMNDNezmYoitS23fXNFiheLZtGc+i+0DbMk/U+DuPs0fhZIZR1nguhpMrEPsEhVodNjAnTZIbhYP2Rl6JbrftmpSrNWGpbrTRk0SklUCL3J2Ps4+ODmce+v+r6deYRcPhrMaGYmf00jwGZK6UzpmCJ/L0kGAiMrdYd9PdSWONiDD6Uzs2n03E2g65WZcG1lLrGUoy/xQ0TyAuATdNI35lvb18xJmOMVSUFp2QGXjof59lDYa64MWj5pmlSUmMEVpZVrVSlPWxrcJsOp9E5G1PY7R95obu+xbnlrOs6AagO1RXRi+I4YrM4Hh5Pp0NZiqZdsaLs+lXdqLJkSilnzdNuH2Aueny8v5dad13XtX1TtattXykFyxeaH2UH9tPJ7PcY9YYY9run7XbddfU8mtV6JaQ8Hk/H/SCElBr78uGwK5JYrXohhJlMXVepsF2/wngXHIfiw/t7WYnT8dR0bVv33s1lmbq+b5pGCXY47I/jsSx1WYr97kGKxtpxvx+qSmklnHP74dN2c81KZV0ah7Gu65i8kn3bNcfjwXu3390/Pn4UArPCVNrT8ORslKwui9B27Wna1XXTd+uCW85qyfl61QjOtG7evn2ntOj6Tdu00FJqKYTE/8Bv4UJJSfpFigwVZ6M/rB55HnQOyCXr7ZgNUQEYP6sNFwbgeYFakorPiTLn0JpzuXwGGGgbOnPIF4HcedWlreqXRNBz0XwO9jzzEi8l+1IHL8bRzxkzX8CGL+0Hn33yzxGmefKYs2fPCcG4A/O6+4uG5JmAQ7/1TGxclPm/KMcXXfIX0NaXr5Xh1Mtucjn+P0W0njHVl1vGuY96yQ35QjuQ47Ly9p1P8hn+yzts1lsuwTOXafLSHl8wzLOn/ZefcTnRNAw9A3d/0r2TU/rzqcuw52LMi49+Fplf8n3//NdZcHFmO1+QzByFkl0084+RM8jZei2bgYN5lEODMpSHDsXjV861x0V4mTf6xfskWNz0i4HtmeVYPB/PpZBZFpkXE/Qv+r3L2XvGk886l5cu2Zdh8csJxZ+9c15oeRbmbOYBL8EjS5f3wg1gKQKfEVO6CvknMrZJJnxZTwkWPdFf8y1Ec5slVPYMSawlWzfy5vr6ldR1LPxpb0bzeZx2AkUhU2JTMl5VXSX7mGA3cv/4A9q2wt9cvxOiKYvi5urt2zffvP7qzhh7PM673YPzkzXzxw8/cFG+ef2XulrFYK/vNsmX47SzJj48fJ7nU1XpeTbd+vb65nYa9nWl1ut1CiwVwnp7Ojzt9p/beru9Xvf91jnTNR1Ax5icKTBY3e9Px6cYwuu337aNFpxttn3wHpQbO50O1rp0OH4ax3nVb6+2V5gLNhhLGzt6F8tCMMY/fvzoo7+6uq20bFshGG/aGuO92RLPHufRGBtiqiulK9HUeKNpdtb4WKbg4zxZXasyFrqGIqDSSkgwiclBLmJDHT0kM4xJTYl/PgjBvHNVVY2zs7Ob0Rc6oXgFqQNW96aRRVka443x1oZpNONprDtQOp3xVJ1UmMJDWunN7JlgzqC167om+NB1mpEFGuPlNDpjIKzZ77HxG2NBjKR6uqmrttUxRupOrZlnrStr3Tgeum5TVarpRHRQ/lgbuBCH4/T4cGDcPz3ef/Xu1xjXS1mjUcdHmwYbQhiGIaXy4eHz4XDoV2vBKy4gAVIADOq6Ufv9wdpgzFCWzIIKFpWSRVF0q95bQ+QlaWZnnEmlOx5OMYGOyll9db198+bVZrVSGgYSj4+n958+D9Px/uOnqmpTtKfjIaVYd/3d3a/mcZaS1XX9T//470uuU+Hu7/9Fyvpm+904HZp2U9fNar1mRflw/0HX+t3Xv/744f7n998P42OZCjPvx+lpP3wQrGJlGsK/FIXjxW0sTCp29FxqklxwxXvJu1V3dbP5qhQiJlNVzapbSx2aprq6vtVaCKGu1m+aRknJrq5f9ev1cNop1dQ1tvnc2GSBh3eAPhLs5Zcc3svGCjnWmRb+gpOxtHx45BctN/4KnB9SiTzTDxdLDdojKB9ymYmht1qU1vkVaCq2qADOcdWX9XEZ2V6yis/L4jlIjRLAl/E0JeVcuJR/Rtr+cpyWk9DzgkXHtmhO6INdDPMvtUiee53XVlh4naE89DOX+ORzuGUOA8iQ5kUyl1+BIFA6Pfl0ZcQzyzvz+cmsqnOu4yIxyF6C1KxmIwS8IrXcuX6hnScjV2bAAMiGYTxM85Riaebx/vEnF6x3Yf942h+efChm4w77D+grmB6P6fH4g3VAl4pY8EIK1XEhgg9adUUoyiT/1d/9D5q23u/3znkXPEtl13ZN2715+84Y++njZ2NHXakyFafTyYyTrLSxJkTjfAjOMZGaav3VV385TPvT7vHp6f1XX/+14DIl33RNWSgl1N3tdn3Vc86d84fdfr/b7Q8fikLWzfqwf+CCrderquqbptOqWm2aoiiPx8mYyblpHAdn/e5pp3Vl/AC8gdfXN7ckEZ/qpvcQfpdYI/2EHkN1dd/wEr2lIJOnMpVSC6Wkj2Eap8PhcRyevv7mV8fjqdLVdnsDqKQWTVMR5F6cTtPxOBQpPT3dxwQpY0pivVr3q9aM3li0edEHXWnGxTxZLhDDU6TU9XVKqWp1paVEhAEauek0Y6JH8nTvZg5OSOSl5KKkul/mCMrg4zgZsBmtm6YTVWllUzcNjJRRBVK9jpt0PJnTccTLgUaImauCQJnVDZpSSsSJzodhMCCTuOSDRSGdg4w5FmGlWl4wKaUL3hobQjGMB++sMYOue8kVhoZXm35VFxEEXecTtA8WxjlCCWvGvt/mh15w8F44NSTG2vGEwypZNPOM7JcQpawE51Lx1aqCCapHEMVwGmlM6ofhJGUFsAk0RV/X9WqzQq8X4jwaSscI1hljwjzti1JsNld93xUxCgHDTnTm0JriyXt63O+fPhscpLm6um3bXgiula4qBatPziw2UEQdhRjnaWBcOguP1vWqrRslBDPWk1FcMU1QHkZ01/N+t5MYMWDTTxGZEMDyMJLD8/v4MM6zK3nhTYhF2D/u2r6rm6akyAouAL2GlKaTddEY3CrKmOnj/f3N9U3Xquk0ykoLXpWsXK3qeXDGnMbpFKO8vr2aR1uUxen0OI6mqrSGOtQLIUIIu93jp88fuv5V03XOmtNhV5SAFL3zp+F+HA7vvv6rGMqPn79nJX/71W+8O5RlmMzIytL5ndbd3/z1fyWkUIzd3F77NM7zoQiuqurt1VZpIptWlQKgrSBul9ltmwfIHwq4dsdE5TLFhwC1C9kBNXqyb8iNwBKejvUua+HOUW3nTIglLG2Zu136qEXZvjgfLptaFhF8oWLIzWd2ll44LF8W2Us2ct5Glo5scWtb/AEy/Hie6KHYz+Kuc8+21MfLFvkL8uHZvH4RDpyjRJd8whd2LMtccum+XmxevwDfXuI2f9ruXJrXF7xA+mgvYNWX7eXlm8/Azp8yYs6CwBeq8jwsPu/XF2ed/+zXeY76gqLy/CleDJeXyJx8Ych5m8glIFtmjeuLE35mS17CAJ+bpcxNfa4ZXnRWS6768rf54M8DgssRkX4ky07Q7F2azAvcyMBzXibIuU2jScQzk7P8k6b00nqdb+DFq+kXiozn+meJ4Mou4rktX9LSFt++M6d3QVaXgmVBjF+c4exzl0TObTvXNVS3fHFT5SLncm6Xp2z528Ug/RKehFolRwSf45izS99SgGWO1Nvr/9m7r/5W6aqpWNv0UlVPj6eH3cenx0/ewfQyhdB16+vrb66utwLpBeWHj38si3K/e8SskTku6vXqFWfFu3ffSjDyBeytvXv/4x+dm7v1ah7Gb7/5iy1KB5zZyYzjYFwoD7u9c2MBev1DydjrV+/Wq1UIJ1w7WSvd7J724zykaO/ubpu6dc5tNpumU8fDsNvty5LRfo0Uh+3V1s5TUaSuw0blffIRkXqnk6GizdvZfvXudQwA0LSuALYE4Ej7/YD9yVNyLud1zbFVc+ZdsNYIoYbjVDfgOk7GVZp3HWypGWNmtkSEgaDR2cgF0vAwrY8Iemo7FAToxBhzENbj2UgpasCJrKqh3AtkZDdNbjgZtIEwyK5SWcK8NMamqaA4Q+npjUnTZKQUVKq5utabq64GrUVZ409HE2Oc0GIbmC+WUsqyaTWt9RBrhYCeMATMPo31KSYJpCJIxdu2gv1pANPLzeFw2DdNY2Zr7dR26yKlupZSCs6KeXbDuHcujWMQUqaQjDFKq2ma2k517Yr0GDJGP8/T8ThitgqvAtHU6GsE2NXFZt2hiA3p6WmIZTwdDzbY6NzV9RtBI8zNtsmadjO70cxPD3su1MeP30sli1CuV+u66/Og0/n5sDs6B+87uPIkv92u53lquu3pOPrgb2+uCZsthmF8fBym+cnOx66/vr55xYVcdbWUVfC+aVRRltM01k31cH/88ecfxvHk3DQcDtZNhyOkhq/vvvn09NvHp4/vXv+trtuHpz8cjo9lKU/je1ZyzddFKd+8+03fbj99+FQ31XZz7f388PRBSfb69Tupy4dPu3F0Nc6mKlhxc31TRB/8yEpv49Cv2u32qm4wUdiub7u+FZz13UppxRnM4qXCdYVXRo5Ywf9DRZLDcLBaEIfhwkLMHtXkjEqCvcVRAM8/2crkEPsvyBVLC0fM7wx1RRqkvWQwnGX0Z8vyZY/MWbDLmy7+MJfDOO/B52XnTFy5LOuXfpIoHJnOtESI0r7yrEKm9W8J3sSEbzmSFzoKooUs4oplFwRUSM3ecwjPWQZJimvPhKRc9Cx9XLQ1JOxcOD/kAu9pM8CLBh+wshRF8H40I8AUlOmnaTLO+MfDz+M4eOvvH+73u6cYCuvC7viJpYYldb//gwNtr0iFruQV4P1YPu0/wxAX4WmAKKJPxhzLgp38j7GwMLst+0bd/urbfyOkHodDKqKZJ87S9fWbd99+u1lfBxfLMlV107WVqhDReTyc9vvj6fTYr27meT4cnsbxuLnaCiaCt2Uptlc3Wmtn/f7xyBTzwRwPu6razNPBOqu1KktZ1+319Y1zLkEP9il43/bbcXo084Thl25dMOvVDTn0FlXVgN1Ad87pODztH6RS1qI3aeq6ZI6xuq36u9erugaGn1h52AE2cd5xzsfTcZ5N262lEGbGd6paSFnGAOBaN9LasH88oIliCDaQYOO1EqQ9VjWSghmSmeF6klI6Ho91Xc/TiZW6X/dCsLapUwJVwRrHhHLga+IOMJNBGqqAjNV7NAZCMOAqEnc1gMxYeMwgkrPYIFQlY0C4HGmhCyG4d34Yp6Jk02Tt7JTiTV/zklnrMAmgJ7xkcKkKMU7DFBOMhTkvjTFlWTR11a/QiwSPlHPr/elwRFGVhDW+RK/litJ3XetDEEIpBVbFNAY720iJgFKqcTg6a0vG1uvNatX2fQWiyuDAySF1pQ8+R8qW6GepjmelloKq/MLHYCbA+kJAy4CVKQSk/pSlVKxt65QwExxO2EV8CNM0wcZG1bOBYKFudBkLgHO1nEY7zRZsQ/zYkHVinMum7eq6og0tNw44quAxhse9etgpVXk3d+TXyRjmDbqS+ZEcJzsdLZcYYM1mzgKVqqqrmishSlzTIGThfVHV0nl/2JnHx0etZNt1w2nWWtQtIodyiCkGDeDUBOdgEhZDGIdZKcBonDMCP8m7qmQhBmfC4TBkqeE0zUpyXVWcsabVAlZhhdaqKKJxYR4nB1i1cAYiiKatnXXzNKWibNuWhABYe5BA5d3xYOq2QfEw2Gme6wqj5+G05zytN9uy1AVL+9193W5YKTDtHU4xxdmMddNs1qvjHn9gjH/48IfHh48Yjh+PRIG2q25T1Xp2U9esv/uL39zevdrvdtur1bpvY/SoK7rSB7vq+qpRnGvBuK6IjQK5KiZK4PZjgpZncJhnIXUxpyhfGq2XQM0LNO+i+7uARb/gyC2oUS7kaaaZF+2XqMvLruaZAf88KLywWJd8wmcx+QvifB4F5o4JLFlCiS9v8yLvgVpI6mzP7Ltnn5JfaPx+iZJdPt0LGdXL13+pL/izLd+l8fpTxuAyBT7DoV/QL/+c8fR5N8xmsRcOYT7Vz+kOX+BXL67gF3rLX/SoX/ZJS0bCuXu5/NZzLXGOvLsoEl9gZX8GBlwCEuHEm4cLhNBmDttzQBRdXcrjPNMUz13/pfFj5GWCffliZvPlO11YyuevXxp9L/lhv1R8/Ckl+EUme9ZhLj6xy2g+M42Xu+2XEO75pC3iHUTVUWVytl4iuPiFxcMXXy/4xhTYfjanPRsF0awfjzOuNwn8ni9QBqJZKbr6Rspqnr0xRUildqVQ3e2VEkxO84jIIN1cX79689VXbaMrKUxw6207j8Vj+/nx8cPN3dthOJRlud1caSW3mzUXfJ6dc2a9uY3R49xoz1lZ1Rh1WmuUTPX1Bm4RIJwo523b+qbur65veGml2Bjj6rrlUqXQl4w3jW5qHWNQUpdFoTjvu9o7C/RSY1NwLgrOkqDkCfpY1kw2YEMVHJYcWjVDHLCk1UpL3nbKWh8DrlZV8RhZ0yolYWawRFXSioY2pSyaDoZd0K8XhRRMayUlp3/KcXDj5ITkSsEV05koFNZLwZFnxZBzwI11mFlqaWfnbICuAwsUQzWT2DxbXhZ1xY0Li1w7RMhAFE8BPs/4Q+Tem7bVUonTcVJNJZRwxtdaRB/MZOuazyZJwdSqZkzOo5UKTS8rg1SYQ0gwkTAqlBKPhUBDC+kdjNO0cCZIza2zp3nYbNfE4eRt18+TE1o87WdnjIBYQnrH52mScCaoqeVQw2ncXvVSsq7XDcoyjFeVApR6Op2yaFYKDohP6pLjaSxSIRV/+/X1p/f3283WuoC9MHHEbhR2v8et6Rwc6obD0Hf9NE+b9V2IrlKq7eq266bRKMG0rHkqj8fTer0OkWnNKRIKRdA3X7+SZdmuoLeJqTjsp1ev4+F4MGYyxgrJYwAFjLECHCCqqTln44Dpw93ta2vsxw+/34VBV+3b9ur+8YNQ8ubqN6K8dp5v9N2vv303jrsYw2H/0LR1DGXXbqu2vbl59Ztfy37VXF2vOOe/++cfipL1634aB1l+Ri0KexjlkThipmHeHz703c0wxX/54f8aih0v4c1AkkPLy3K1Wmtdw92h2XZVq7TcggbX9+31ZvNG6bLSar3ewlZBqqpq4OQm8L/zGgsuGYeffl5oaPSzZNxl9+I8OlokebkzzJhYnpVR7/WL1HGiFCzN1Hk9u/w7z+UwBeTUQdEOmhNFFxAPErXLvvKL1WzZBC9RVJeta4nZyqzIZVvJGPXCqSFFJR1TDlpdsukXbeRFyJwX2ZcW4UQR5IwnFnmWqRCFwMdk53nCzD5aZ/ZPO2dAt/v88GOI4XQ8fvjws7d+tvPu+NkHF7w/Hvdw1EiFDV4UGyLYNpLBahhhlnX/zTd/+fbtN6/HvxsO9nh8apv13at3dVOdDsM0n6q6gQd9dOM0Hnb31h5D8O3YSFHppq3rfjaBtvXg/ByLULf65uqNmcxP379/qvd3r19VWpyOh3meG7AYosNXsA4ROMQAMdfX1123Scl2/W2lGiGkrsDolqiMG2PMPVgFwjsnZNG1rdIAqPtVG10cBnt105Mbik2pv7//uN891PVKFy0MeOEhJlJkp+Npmg91vS5Lvuo2p2Ho4Q41dH0Pghl6SHkaRmNcVcEdsYhJa1EU3phZai5ktVo13oe205yzFrMY5gwsLoWoBPeh18YgL44pqbQsSvRgUslp9tM4WxPysKxqqkq1rExgpmjsHVLxrq8UPmDhPbR84GwngJ19X4WA2yYhQxV8TmOBihVlAtJIfGAOuVQsWUJHZpMUQPqkYLnoV0r74A/7QwyppXGhm2Mkh3D0ez755IuQjvdHJkSRUlXpGKLSwAkhO0FfKFjJqp4HF6UTZUrzbJ0PrIxgKeqKqixRccHRcigKvHXeGVS6TrDE6qapwCPF9oQ7czQ1RpOSizSe3AyO8FSWsm0b7EQG6A6UBZSdjtQcGKydk15YAlgYUHSAzI8eG0MTNAOs4BnSqRVCezhAwqIo0CHjrSWmUvCTJHPjGEASaVpwNXisKp0XiKoCrRRvBgCUO+NTLLp2hW6kumrRSpUYw+XxC51GDCjxncRlkTEMzrGlcsptlBI7NRXczk4g+HAGPg4XHBTIDX4B1FgOgBaUMPCjaZkrIgf1BiILQm5xfpuW0DvOLB4fLGirVR+inQa7XfdSiRBoMO9TiSxcnDlrwXhVWkuFRXZnDkrivECA0tYFGMucSXE6GmecxCPdsjUevdnYtmmaGn18WaarTac098BXZQgpmFWRYlUzyXQFQaW21q02dSV5cbv1qTjuxnevX797+9ZGfv/x02TG4TC1fR2jSTYURRO8+vH7+x++/52SXcFS16/nafzxx38+jQ+b7kaoolK1tae2V5vNdr3ZNG1VpNA0at1thOL9qmuaGk4/DXYfWrxzZB+Dde+iCiLkgfC3vFaT9+ZFVZjTrs+pPL/oVc4Rin8aRfALxIx4H4RfLZ3lgtuclV1fUCKft6rLFnMOBL8MJX9R6z8r914Ydfz3fP0SLHpBYMlf2T/mrK7PAWovUoDOH/7lCy6M0Mt5oE172c5enp8v248vQLkFQPsT1cGfax4u9m9ffJYz/3JpFV6cnRdt4NKLLl5x9BMXXeNSCvwJp3c5w2eD9DyZfWmJufw6SIxkJ7DI0jKFEq8RHBwZ8y6/nPB8qglYzsIZSGeI2XTOF/qigc2koTIzWl+48pyv/tJ8Ly6l/9lrvxgqLadugeaWC0SQ+OUMLHfcl2kOz1d8YWwuR/l8+rN36vOF+wUplPpD4iCQAJAa49x2LsEVAaGxZNq0SAKf347KN2xCp8PDavV6vbldAV4oFHgXZdtWIbDd8X4aj3WzIhMqlkooqgV/s9sddS2btiphIyJVFTbr67aG9xgTNLKWZdOhjjkdD5vttz6Wnz+fNivAPUpI5ylqHI1TL9GIKGvt6XC6vdnevlqPw2BnlF5Csr6D/bSd/WpTk74J3Lb1ulFaPnw+xgCthcQ+h+ggLaW1nhXt1c1mGCzmr/4kRLlaNTQwdgWTdV23nZZGnk6GNBoGDBZB5oEBp9C7iNIhQFFWNVVABYCGuqqxMZvZgRKjpfegdHJG1rFQy5S8FpgJp1hpKSpxeBp8xM4qQNoJTLCuqsGN2VkkO8Fuzs6YraLcoMKdY05sTaVk11fkPFl6662Nbat8AIETbiuSO+uk5M4EM/qIvjVOg2u7CvLBmFZXFZj7qdxsG8YRTx8jbB/qtrKzj95LjaG4d9G5YhxnwSDHPOwH/LAJZZGub/v906ltsQ/5Ir2+uxJSAu4Fwwm+Pk9Pp75rZoOTVqmqhoMody6ayQP3G48plVVVS1HWnZ7HqWnqaQCJ93SyGkNSPk/zatPff9oLYBKYExcJmsbVquEQDQprQ6PlbF3VyJjipw/3Xd+mWE7Tqe87jpzfKoT22mxhSkGsD6WFs6Ht+dPTsWur8ZNrOwQBC8UxtrZRi1YUlXXTOA1B8RiYrrwO9eePexeGqmXJ11rpnz79Tmj59s3fVFUlhHj15g3ABNmbeXJuXnWbcdq1HVRP2+1f99u+77ZlKNq2vr5ZK/T8sPXzIb6+WZ2M4xw1UF0L0tdEpYr6esUZv38oVpu/UdWal6Xk+nD4cPPqFWfd54/fG7cPyT9+fgJxlAUT/jkWu1X1ljMZyxmE5FTFwjTVVdXUSlRKiZurq1j6pqnubl81lb69ef3u21/VTdd3db9qCO49D0opzzTfKllwTNGyWAOJEQ0UIO/iZ1EHmAYX519a8zN9HIsJqMOZyJOXT1Ymj/9gJfMB5Re1bSzk+KMz9/28XhOCt0T0Pa+YF+kBnnZ6ssiwazGbplUv53KTQjljlZc2clE9ZEF/gaxIxHsusOR5lYeGN0Y4MOz3T9NkTqfxhz/+bpzGeZx++Pmfx2E6TcNx+EjyJ3/Y7zCbxzKPmG/yrwrkRZyKohbFTSxMLA6EjpIPXzGu6+/e3v0bIUsyXrItnCqbskh3118f6uHtV19//e6rvm9Smczs97vdOB68B7y43/u+++pwuCfKwFZwfXv37Wb7arfbSRZ1Ve92u3mau77dHe4Zj1y4ZqVmM0u5MsamUt8/IuJMq1bXlW7eWjs5M/fd1rnAyjSbYpqCmY9gUzrAZcbNUsiubW5u35rZskKcps/W2eubVyWS8fx607aNAskNBHEQFtpm1XarpunGYV+Upm5UXTXtqpEIHrjhgo8n0AS0ApT5+OSmYd5sV21Thxg//PzpcPwoJLvavNle3XSwj+LBF0wkZ48UgS7MbLrtukbnxmNR759OxkwMs78Gae2FBGRFldt0sqkuKphd1U2D/Yz4hD7FErgNyPMWCG3Jh+NQ9rWSkKxj/IktH6MfjuZTTMbrStAep5TizkdnHA0BCCtAa8f6Xp/2pwBKoeKR+BoVlFTj5Dgvu74h7Rxt+TToKGn+UpRBakVFEgshIaxcyoIGYQYzAsganSVDUCmK6ATcdpMPMA/r+hZ/tni8gnf3T++xsYpG1ytqQoPWjXMzCm6U4sFHP0++xpwILbGDA1lRNeileYneGLC/94zDczhnl3PFaehGxvIU986KEuZkiaJ7od6lpgi9Dc6GJZUBPggIoeBRedhzm8hS1axASIfVKrZ474GqYZfH2SL2rrVas0IDHQWzBkNolC+6khDoo0pBmYN9FlcZuQiZSUZ87ySlSKmoFIR8ZEIbsbNynqBXRDJPaQPaYAHX7BoqOEDyTaV8wERYSB48rqaulPemSKGuID4PqaibChwTolBlz/ZzQih5K7AUZph16UpjSakwacKpk0g3SRHcYIdxnmdg6Liur7NoXwqwfljJlGZSstttD5Ktg2J7mpiOqjwKpeHzWaSyqWXdVNlGi4vCm9hUzIA9JMfRFOWcYNYC/bWuVUzRHKbtdc/FqsAYPby+W8+Tv//8mHPXGBddX6/XnXOuxfnE+K/tcWPUujbOCiZDtIfjoRAyFvU814fvZ13PcD19/88hoC2vq9anKYS5azeb7erm6pVWZdOJzeb6qzdv6rqq27ZfN8C6cWedVXlYvgUIvouPdC79Q6ZOZPJh7vLOHDbyrqDnZvlZYs/lHSL3DGfDelIjUD7ogqTRlrNoBn4Rk03/zm5n58Dbs7pq2UeebZl/2ZmcJV5ftpR494zIZVLoAlVfCvSXNtoLovQc57o0deevl55eC2F26Y0v3c+LiOBs5XX2SrlAVS+1Ell/cbZaOXdf59Hnn/JOz5Pf7AvyEr28+JwtrB8SRp7f5az6w6Oy7PmLB8kZXz23eecjXLqO3B1lcuElBveiec8OrguIvICzGQHOl4V8R86uMy+c5OgikQMKXc0YF9tbNH9EuwcFcyGpvjCzLf5cD0znalGCnPMPL1zK5ytKX4vzUJY+0qHmxSqPzr+Egc/QK0fV8oyp5sBpqn6WmIrcq+fa6pyadQm9vPxnBmzzZyJbYAyVOV2Xc4wwkT9fWMZmz148jGTXLdbXb1KKq+2VFKxpZFPJSikXfVH2zgkm4lhVIUCZUVeirpUfZs75dl3vD2FUIKlL3XPhzWwrVcP0O6JKY6JohUo6acWhU0uhAVGHUehNEQvID+gsCWti33c+OvCjxkf5GNuu47CRnIVKdc29E/PonPGrVd11la4F1OExVjUalapWfd9N01wWLS8xsldakbbFFIVfrRutqrKEcwArRd2oqlEwtZtBeqnrWnABDhudx6pWba8TwqRQzyWaMcNMXHNdSztb1JpIh4+nozEG4n4uhENKIdO1pPUu1X3d1rJgyTe6oOXe2jSeLHj2tZymQgh4TNsCWzTdZ0LIoMC4KzhD59C2Sihea1GwYkyFH0fEBKB7hAoCm4yCH8A4YBSstTATYs25SH4OjHOibxRVLZBJyMoa1mQ2iMRLQcsWsV4tWJ3g7QheN9zZ2DY1F2IaPUOR4ataBIcZc9uqtm84JtzFYTqRykIJyrNljN9cXacUSRDfPnx+gsBISmdnpVofi36lp2kqQE4TN7dXTaeLWAoJvusUC+sMY16rzmDQi4cSTJjZxRCqWpvZVLWaxlnV+ulhv91sVC3NaFlRGjO2XT8Odh4ncEGvmv3ThIZzhnZu1VUIGUJylqc4Biitgvc3N2uS3Ig4xPVGs0Ks1+iF6rreXLUx+dNhMnMwZm662rm57Zv16lpIXpNwBxblGpXIcDLW3aZU7PcPUPPLKiFVMu73VinWdTrE8jjNGI6uumI0Zra1lnyz/vjpvoRAqmBllBCqbJUS3bodT8ft9TuGIC/dNiv2mnfdeppHznDTFkU5jMNu/7HW7ddf/+b29ur3f/iX+/v7uu2uttf395+///5fQhrvPx+hGjMnasGikKxqgQ8oxX71zd+8vvkrxiwTrK677e2qUaLrVphowMNHsxK3IGALokYAaRSMUgwLiIEWgkvea2hdXuTv4AafLd+WOAtiV2TlHnjOeVkneSCxIl+MuJbd8dl3K/eWWLopnAbx4nkJxXpaZPzWX6aDi+85g4cliRGpSKSlMfoUI57uGeXpFCIguOPxYGd/HA6PTz87F+HTvnsyLhxOOx9cCmo2k8N4ZR9SaPTt7fXX6/q671YFKx7bp4enD6fxSfG2rhBmjalWWVgzQVhri6qquIzTafSFT8zX1fZqc8eKcjwdWcmvtzdFKT7d/0zjXrnqeq2YUnwahwmCYe9gBejG6WhhXoneRooCWHp7vV5drbfbpmrfvLlKoTDW1k1ljCuLJEV00aYQmUycuaYub65vuRBVtY0AIoSPfhzmmKr90/3xdBCAOBgi1ECVgEtEUYhxOJa8jjFqWZt5NsZIxXv+pkaetTgcjsbOx+OkVVXV2rnkvAe8gy1CezexEmgVmiQUuAVpekuw3MmxlSGkO603V8GzeZ4KuFC2X311t53703HnwjhOpzpVdS1D1M46DZsuC7wa/pbWzIwzAGiMcz9PZpoEbLEgs2pqqLOwr+MGlk2rgw+AULSMIY0QBroYXQgIOufwkjGZQAYpLW5yBg5biIVs4DxdYIJG5Y9r4RxSexdS0saEHNjpnVe6dNYKBdOsEF1K2GbxgGAKRrG4keHypaTAhKxABeQJ7ZD3Xd/WrTaNM7OH6Y0dQYWV3M4Q3ElVxxSmyUZi2juHzMWu6yDrBbMwCMlkK81sm3ZLYwUs9hOopOjNVusOU85ShiCN2QfPecdkpaPHBA1Pqrfeu7bV5LeQuMTgFmEIsjweh8fHsWS6a2tixKBLIXN7MEYj+qUaIzOwWLGFOudF4hbCOXRTCU8llFoUYkG8LFBtONJuqeUJKSrNSLpYggnSarjUSDjQIgMD+RyxKGOtFcfql0JwsCfhkDVSZgPoSRx04WwyieUAA6mUgFDBUgspHYx2o3l0AvxdaM7xMREXyesG0jUQNsnuZCkuvRecCE1aBPijBl6mSgtgazFwqSj1C0Mx7xygwlQy1AxLIhm2FAqzkQJtSfAJ0B9x5csyIQQIk2HoLXOFiVsLWCJQVAC7KjgP23NjfV1TI5GYws8Q5EqKbHIZKCkP0DnvkTAE/YiDK3ilQA8eLeN8mudIcyK6IjAd2F6vPn363NZ92zcNZhlJKxG7DskgZWIFu//0seuVnNEhTFPoupWaVSqmtm1Xa4WjZkP3l7dlycdhllIxkT5++GTdvHsSp8PBuXGedvDxQuwwb7uVrsoQ7O3tbd2wVzfvrrbrWMLSqV+3SlYS8n2plcIWQRLZLCvInRmmbpgwLN4xmC4s1mWMIixyNX220jx7e1z4/JQwuHh8nPN1ngmJLwVUL4Gsl2jVRb12cdW/KM0Wody5d8ptSFZR5Lvr3Jw+NwNQ2mMGsOjYc97587EtirXlHZ9jBvMIk/bYhQiY5WT46M9UzJeA4QVz+wXV87n1etHj4UBe4GnnhnOJInyOCDjneVyMSrKC8Tm56Py1ZMGnlJVqmUrzgq+6aP+WHz47db/oZp9nr89A7MXT9Tn975LGRNydbD2QXVi+tFHJ0UxZULBwjpf28txsLdjj5bqXz3GKL5jALxp9cnw5W8p92R4Sp+h8hs7s5cv5uXyol8atmXR6kfRd7k8MAfNLLgYM/AvweRGUXu7es2/tpWvOU4EL4WrpG893ZrZpeSGxXFpdnNb/xf/0/wBRXAR4terqV6/uqkoyzu0cxhGb3sP9PiEIW1/fbCqNsT6ojZztDofTaZpNKJNwtMNtNqsiBcZFv+mKFIbjWMLanj/dDz749RaDN5guV5KJwlp3Os4w4EpMgEpS2nmSKgqhMJKTDLSbiA+hawm+CsiNTdPohbfGsBzud6MxlpcQRpdY4FBk4OllzmOZi03XFQn+niQPUHWNaSKapdlFxA1hhFYmRjHfeGEIvldwsIaWbLTzaODSWYO8NI1eQoZHSvxUmAmOKbBWiAkdmGLkc52ur2GozRgGfvNkAzaO5NE3YrDqA2TcC/eXljsfEudJcuY85CI5zLrtdF3B0WSeg7UO1BGfhMIgx/tQ1QKV32yFFNM0O5M0dH/MOc9laaaAOAFAWwHHpeQ0wgsUNs+kYrfGBR+rWoPeKQqt5PEALUoIPi9R2UR0OI1Ki7ars4O8c8HNAXp37+qmTkU5HqduVVljOUcvneeiBsVWSTXW4iOE6XVZVPCRQ7kG75wZ/qX7w6FumwA1JhhEDHNodjwackRwJSv6vvIOThzDEczScTh1K7iVd52KvmC8lIrv9pM1dvc4UbepFBJ+fVVX02iBosSgFCg0iRwsYIQRmDEOw/cS5hBCoFhBO11BS+Ojf7j/xIU+Ho/9qhv2M5y1dV23GsHxuBxj3VbjaZ5G672tWuG9HY4T2V2Ivu8YD3Vd2zlqMIvQdR92R+9N3TTH0z5GVteibXrqqMuJZF3Alk7z7GxZhmH8xJlUuumafru57ldNWcZpsPv9saqApp6G03/67T/MdqoqeNt9/nxfxDCM4w8//XcFA+73+vZvDsfH7z/8O5c+nSNVYlm0tAyXlLPieVE01W3fXLd1v77uSxb6vl2tN5Wsb6/v2q6qm2qzWa/XV1yggtFKQ9qU1ySKVo8olFFD5inhInBfxPZnVsqZ4IDfo+EZ4IjM0X/eShZw72UcE6hljAFyJz9ooA3ZxhMEn5CjSucZ13S/fxypBf/4+f08zqfh6Wn/0bu02z3sdo9m5sHqwfy8P/48mgOdjbye3qzkN223YmV7OD7AFJDL7fYtcOmKd822rpu3r99BGKfFPJv3P//MuTiddlglhHZ+nmcznHbzyQzzbrYn8MEQT7e6vX3z9u2vhpO5f/zg3MRwKRWIiJLtdh9oUNO29Wp11Xk7p1DWTfv0+OSjCyk8Pj7ReNVVuh2HfdNuhUx9t6p1h02bWakaA4xuZgK+/mB3gEKFvgB4EhNNA5sguF9AJ0YyLudiKsfTUIBZJ4ok60r0UIW5DhxpuK08IasTBjGfPnxsmoZzbqzF5B5lPV64X9VSMCn1NM6n0wmkUQMnJyWamEBrzxtbSh7H0IIpPZ3GPMZMMILG5HUYdn3XwpZTasZD360Z+N7gzcbg9/tDyTiS8cqS4mEJd4IDMEw4wS6hS0/dIPCWEoiZgfqI1jfcpRgmwkl1QIi5PR2n4C3RHUGXCPDk9WY2UH7Br7+O8LXHGpK7CQaMKRlr6lp1fYe2IqRpcui5fDKTJwYm7k74ckHiFdseyrSskTkehxQRWVgCikFxTy1ZbHAAsDxtOjUNZhyc936cJlbyqq5IW7WwjRgvg3Xwt6mr4TQOw5ELXddV8AiCz/AIuKbwCwXt31l7OJxKJqdxrMD6rovCD4c9tlvGVtu+riswWOaZqgKutPIOwAv6L2dTKJsOqQDYWfB5oNETSsZQ0O6fToeRy0LrOiWmFdbtkvPjbsoN7jzapuuhKZ0MF/x0OsYI+qUQCurYANiTleC3lKBs8Hm2Kfp+07MS/E+s8/t5GufZnChAr0GaU5lgOgIgDV0lch6gzMnQR2GIEpnFX0LQ2YisqgU4IAjPgMBBKjB0CHADOs8Y+JllCcIRNl/0T3DNxd4Tg7MBJVfJnLecpxb8Jh6chzOKBjXGwi4Xp8salBYACcE4AIKJlSRiwAFtISIfQqSdbmGtg8wR4XSKMFgEu2PuWMK8h2yQI0au3seEAgaObiimSqVZ3WhyWSOcDt5v+eNS/1CUIUWJ3htGL8EHkcuDESOHBIFxtCakhL1AcnV101OEU9JwoIWYP6+3x9M4zXaawzyN4zQ6oOVFXcv1eiUZdIm4O0BlUIfdHlZzgVkfUvJmnhmHN4yd5nF+enx4TCytuttPn96fhqkE1Gq3m1en4+7x6WPbtKhxYhSKvX79er298uHYVet+3dWNaNu27zvYAvVrXWlMkKRiMMfG9abMKYwSSLhVxORJFbaw9ZZm4swMzEPDs6fWcwn/nIFEw6fsaHLR151xqjMf74Uk72ISkxl0Sw+wtIVFFv78gtX5MhuDlIoLGpnBqaUKP7ujvVB2LVrESwNzzgSnP1D/+dLq5kUIx4tIty8P46WvzAsZ5MXrf1E0nL1Dlz7tz9hsXnLBCZsinOvLPMMFlHsOjYCGlVoXapPOVjxf4pCXnNvldF1AqOcM9D+xV8UOR4LScvHyeXHGCJDMEPFFHPzcuy7szRef6c9cuOLLScE5Op7g3HzJKMP9C++fZ5ea5dO8iPx9Znjmj57LmeWqLdqW5a3IW/EL4PeShnJ+/QWfvKCguVteAEBq6rLr0NL45QCGF9boi8kcNYGUnX6eNfyv/pf/RyLlI/I6eA9PK6jdainFdIJbNAiQqNWKpoFLWdfCYsQ7b2H8BrOyi00d5Tpgi4KPFn0kH9DGFMg9yyzbsNm0bYd4uhDT8Th//nhPUopCV7ypm5jIDpsjwCAGSBq6rpVaIOsGGzbrVg2ANoZGZTL+eBihgqhUKiA7rnXlnKFqgcNsbTJk8QIDAsQopRJp8mCkYzlmjAOoI/OAuoE4kCgKsu/Ual2Po51GezyMTYf+zUAkgPaAFE6hajQc1cDk8XAWydZ8DmqHrqtBcqDb2s5+HIhqogXoqQY9GNozXmaaykgWl7rCTmkdthYaLUPiQuPMWELgF81odYVNa55gTkCcImgHGIJxJ2MQHoUBpEZoUioKqeEXijhjKraz76ixTimaTNIGBlMWsKahifKIwwIpqGqkmX120BpOFmgGZ+SD48qCVXVFdoJQNhLhuPQxNi2UHCilaGufZnM8znB6aGs7B11zbEkMOwctph5j725FRNzAuKRnLph5BuhEAgxYlUDX7kb029G7KJUiI7hZylIKEGA4zGCCMdgP9vsBtLuSbzc95rJAfeCpoJXIjqlYM+hfsDEAvIlODKAuJByYJa83dUzl6QA01duAIy386WgldCxgL0dvq0rVdcNFgnECwN80jgjbeHx4kFoHF7bXHeeKMa7hcVfDyM6nw3E8HqfhdCCWcp1i2TSV1kIJUYFDKoyxBZ6miOnJPHhY0k1Q+HvfdiuFCSnr+m44moJF5+3956dhGLseFJwY5sNx/3h/v9vvUvJaVW/e/lVVV3/4/T9+ePhPCSzVum83T/sHE46SN0o0KXqpCym7rrueZz+Oo2Ryvd3eXF0dj4cffv7xZvv11fW1c6Oxx05fSV18evhHwcObt++aTjf16vbuKyXU9nbb1bJt1h3s9UB7ZeQaRD4xmIcvlIu8xBHkR6jMor/PC2uJOm+ZkpLlWjbYRHHvEOM9h5CGYT9Mh3ky95/uyyQfdh93u4/zbH7+6UfnAhyFpkfnozFIhgTkAu5lHqvVotjY4pE6PV0UEy+04DrFsmu/fnP7V1dXX4c4f/r8+3kclapq3Xfrtq4bqC1lU9dC61WFIXZqOrlar3PChQNK4+8fPhhnDvsn2FN1Kzzfqm661fXVZrPpvfdFASva08lFYIxPszXjNCqhunYN6FWXKN60ris1TpOnJnIY593uszFzreE/WdW9tdDWbtavEixtsX5Oo0GPBCr+oBSMdkEpl4KyQERIhyKp27tXdaOG05E8F5ZxOHA/hWYZ0erUtIB/Xum6aecJ0QsEyoJGCx4B7GFOXddoXW+uOjhe2FA1yiCY/BR8Oh6eqmYluC4Y80i7Ru8khDwen5w/ad0LVlVNRe+Ce4C0srDFOZwOq/VGyXK7WZEQi+92B2viMI4xlZWGECCl1LQyeCBp0zyhiW3QvTgyYaMRACAbYukTvspRKwt0fcJ7s0dbgjXOuEmJmmErAfCbmWKMAbiGX4uUqOMFSBM0cSids4DPOHQQXdtgNOZIppXSaT8VuL1ZijCGZfAUdTlHQSpMJOd5JpSJo01JaFBpNpdIU1DjEARIssNkrTGIvyPrdZje0KNiJ0vwOMZ5YCrSZBCceV0lDOBmqjXQjVRVrTLRg5eH3cEgKTFKLCxIL6J+DO48TJR1jaq9bTvcPJWKHkwQStnBK2dH37ZD11pV0ph4Op0c3C6BonIOgxkQoJdwTuy2uCsM8WRhZYS3Cz7pWqTkpmlC2kQkRX0KBWen/VGIWiqJISbOfoFNnAylMLQtCzPDUWycjk3bkTCMCQn8OOc9p1hkCgw6cSzajmiegsx4aYJUggSgKEGRcXY6zJg2QoUZgPVRKhf6K6IWYqIDA07mLCihZH/KcadhL+fY94ukqgrkGvTL0CNaWPIgK8WC70MMPQ7gUuDMFN4FBT0pR2y9i8FFPPJkdpxK5Dnh7EDwSewJXjIBZaCZwZgoy9LMCNgIAZTXPAGTipN/DEN87oR0pYTSAg0NBqCgguIWwGtRY8Ixa4b/VyqKaTBwvgRRFoeB8TkYTaDco98WAq1EiTmvtbgtLWY2gRxN99PsFXmDS1XzstzerIi4CykLCkLBxnEugOvC2nSeMd+BRlzAwydFoZQmOytrzIQbU+vPnw94RgAxhNNptLPZ3Kwe7u8Bd9vw6fOPKQWldErhZO9bqW9utn131a/7rmnuXr2pWw0xp0RiYaUV50lVuIsIMqUWLfuOEScIHntkDfCLHiPX5pCU065yrsuf+SRnAdgykswLwAJevYiqy53Vi/jcF9Zlz/IwIoWeOzE6xqUOXrhj5JlE5TkayIu9x8vXWTpA6ktfqMvO/jTPYNWLli+3x18msL9s885bbXZSybjWi17knJT7C0OX83nIrM4zipVjzTJQRad+MVY5t3AXMeGi+Mif66zHW07zBWj6ogFbXEYvbKAvvVVwCjD5zY364q+zoGoXu5ovxYOX1KasMSU5yZ/4DBVfHsxLI9nFTuAMkC5A3y8A1RfN26XluxBBX3CMl671ZbO9vOMyavxSxfpSM/nCR+csxslwJW0udIOR5SKylnN3mfmol+PMYRXZk3y5cJRXDy3f7d0NgtedL8o0TzMRORozgZFSFOBuaYj9ecQfZKMxUoVKS0GwsdudWoaZHA3OCom4HUz1y4KC82YLozKadYEB5VwyhYVCHW5j1sI4rutb74JARA9ib0vU331dMTJYIglWIL48WmUOj03ClFgqjscpYAMupSJjmFKOw2iYEyWD4QorxxO6Crg5l7LutNTidBgTvFJU11dSlPvdaK1X2EehtTNzpOeUhVgA9SILOACSUPcF7JrgB+M5rBqla6jkD/s5B51xXniLeR5n5TTaErQZ7E/WOFI6Yu7LMMZGE4ZFU6FqyXwMAKoYahZKMedAeYeNGNZMWoogTwi64bkHxqZIF0+iSYe3J5UdgogHxHqgBWgewWxtWp01nZluXlUAfAL5gjoXpASkyTm+WaQEFhQkKyWN7XGH9SskVUDDABMUxDB4mHErwIkeHCoze15SjlwsZK3Qpzg/nmZelt16lULSVRYxY5GeRwMhIKKca8piZgoRFDalwlpok5Ag3OnksFcxHucCpnZ0QbIGo2zbJoBCWTw+7KVGW+iARqr1uvWgnKG2EFI42My6GnY3ou2VNzAIjTEOcIz3geMZiAH9QkhlU+FgMAFBgUxKChGHw5FhLI5UKPISBKuYczbPB4ygYSzKvZvrGq3g7e21BbcHhYiQyow+uJGMmOQ4zCgQC7ZZ31hrqwY4Sfa717VOLE2AqthwGmD15hMXejicBFfX11fZe2ocpmEY6EP53dOhZBFNwuF42u9DNPvd/Wp1e3sLk8brzWtVqa7beh/W7Wa9+rd1uz4d9zEYLfvT9FQWvKu319ev1puVkM1qdTOc5phco+Xm+lpX3ccP72t93babzfVmHMbj8eS9LUo1nuThcL97SONMqMJ8ikVQ2gjlu+ard2/+i4INWrO+3W5WN6uNbur27u4t0rW6VdtXVItLMkACCysPT6lkK40NdElAqZ3G8POPvz0cdk/7+93hwziw+4f30/Q4jLNFgVR6y2pxreHjK2d0PuHm+t13X7+Frhu1Trj//LMxc4Th/jolL1k9Hg+DfVIKxEULoqzgslx3b/vVK+/Nx4+/q6r29e23ziIrBQyuSq76qxgdF1XwJrj0ON4XRfl4KvmHp6ZFGDbj5TjNp2Eqopcg/d6s1lulahgwpHIYfMmQOh1JS0buF6Jtm6Jgte5DjHWttK5ojWanYb/b2SJp609FKoOzbd327arrkHvedY21qmnWCB0BtQFov65g+nE8HDWyWhDmiQeER0hYO31185fQTWI2V23XzTjbaZotmQYjtBPD/oKLZPGAlARXJgFfYisUgH0OtjFmbZyXSNyOBo8eRhtHtJcwhsQ/3s+6rjXgdFuWlfcgCNRV7529ub7i4q6AnxaeUx/LWNDBU4uA/JUa7MYisnma6qZiHN4nDo9G440nGjMgwTzrqRvddL2CSaWYR34cc+cDF03KZpVFgf4QrPWALhHZYx6IcyYAK1ED+6SxPVyjWFm3mpcpO4EJIbBikG/zIriScOawziXFZu5CpAFzKi3IFLBUwsiKYqCtMQwWI7i3qyYzA8um0dYG4vsx7JuYeWPiNJxmITGMW+QsyePmVA2xkrGQjuNA2XcA0hsG+qWZoBTAeJk8CbRusAtyFPJAtCz46uM4L6o52SKeB9AoTrtztqmhqde1qmsQGXLXyiUvIgNXn3M0OlJkR3LCJGkcwDgGtWDdOxKwYTwqlbQzzTrRnIjoC19YbPSCNa2cRm8tukAhIZ3ot4CIvY3e+X69GU4TA3glHCyZiWzt4ukwH55OmA2hf0bgExCY3OVRwHjmDmglVF/T4BKdEnXX4D3i4EmFHAMRJtEPOwnSUAlPmlQ2XQV2D3A+lPJQjsAjplBQbsP1Bh0dWAPombPBFY5F4cYjDbYGhExVFQdLBg8sUW0xn+KIo0h2coqePu9R55GEqjzzRnGzkbCfSeqcAZAqAcxwBsWA2lCcc4wD6G4HcojUPUDlIST0e/igpY0e0Zsoa+GDBW0q/FNRfhCCCkOayWLvFUIgDAPzYpR75GGGKoAv7X22tsRIB1ah0HTA9hsR9iW7LkupkUU5w+7b0RnAFqc1twYPRdfX2CYinDOaWvbrFtscWErAc3Aqaj2cihhGINYclnIJ8CqqjgoLHUI1K8y7UZr0q9XDw4e67euq//Tph+giY+tPn3f/8i8ftdbj+P9BCRFmrciLiEcu/dXmqmmazfVms+pX/eru9dvtdlPXGEAgikJJmBYUBafikHobD/CW3HepFsrCqIgpyKU7WFw3iIh8diEjmt2SSJGRwIun4hkBwqSAAiqIxp1pppDFki02vQzV5Dms58IPPDNCLxo8ck2k13kZkUD9ybnaP3cuS976xcWRbtKLM+S5SbnYVr9oaPKHWjqXhc34wmoS7tS4cwiQxrNwZnhm8BOV8BmvWuioObiIrFWWBLmcBn5umMHEyWanOY43Byo8y+ewT2Uv8NzH5HbxOZQQz+PFO+fi+Zl1fyR7YzQ9fNlDXuitzyK6bL6aXyP/R2ZUEmqXS9GS3ilfpNzfLrTe3OjRO9OIh3JE6N1ejBSyAR6lL1KXvhxK1hDmNPhnkusLFeg50Sob0jAEi2PymDvY/AuRGtos4yNb9svLvCAD02GTj2yGc5arSrMh3I6LxyulP+ePhgUkDziyzqaI5f/mf/1/ot8GsyIEVxRR6wr7IhGrpwHaEgYBGLLgNIAR0bRSCjASD4fpeAASKFDIOqV116i65XVTeRsmoE/OTFiLQXUnnuE8jz5YeFgqDUoSmZ7RU5oooj0iRQmuUzhia8M4OSx1EGYUAhxLSU8VpoAYa8XQdU0RozEW5zVEKYSqBIXnBmRIpATXKYFl18xGV/zubgOTtwFglHVBk3EZhn+5nc9SS2yKmMoEh1MICxaJvNqyZHUtdYXiicJwUamfWWf4Te882V4TORtBOqRHKoBT5ZAy4niAHVSWkK4VCXVBSTO5HJYaIigljGP4ag0MMDLB4JJCg6mthIE1NDA+jqh4EP2HaTqll2UfGhRZ5NborMfuw0FogerA5/R2lKRKwdPFGRKk+HDcTyiScOx56UJ/WDIEOUwT0AUy/MxmRaQFRZ+fqorXrSpjSebeYRoRZpipCJjMp8C58NbKCiJ1uHdCvwHncVJBKPpQXikVfOBwKJWqwi47DpNDlJ9YJBicWQxxMUBl6K84tihaCqDooP08r8wWsC0UjDlLo8Qgw6WCjcM8z7aqKwRew3e+dMGhOixw6wqhGStmMyEPmhfziFKj7WulysPhVNe674EYJCR5lJnrZawVAkNtAcouAgUwUSV28WpTFyUzUwDOXKTD8UQSSkwrxmFab9ZVBWO6GAG5CIH442nEnPh4nBIs0qH/CQ4TIgeBEGb2SrFxGo8HK1Q5DAOX5e7p8zSOzrOmBRFR62qep9V6XeKtUQQcT4fD4cFM4zQ9RdJExVDc3H5VJO687fv161e3q+2qLOXjw/7pcT9NxxCt9fNxv6dphXx8+Pzw8IPzc1Pf/Oq7vzPz/P33/+F++MeiMGWhGvW2q94O8/vR3seC6aJrmk2IgLZadd21japkKaftVV9V7Xff/OZX3/2raR4fPn744Yd/3A2f9k/D0+4TLoWttV6XTCrZpcI/nX6KrlBCGr97df1rLdfDfPTeSgEDp6pqV+sVVEeMX1+9qrVab65Ph8PpuGu6SivV9tsQ/PsPf3x4/JSgmlTvf/4XyVXJUr/a3ty82a7vMlKhdSO0RGFP/hL73e54uC9Kq6BVa1brG11XKQA+hT6nLGYzR2JSjsNxnicGi1TFS71ab9uVKiI8GCh0G2TdaZ5LJgz6romc9m1dd0orCkfRQshpHrwzdbUOyc7TYIluZ6xbrW5hRYHokTDNhxD8er2+vr4dTsM0Q8UHN0RgdBURPbjS5TCeWEoVfIeFlqJuayG48+Z0QNU3DSchdMHKeZpKHjT1wErozVXddrVBZPtkLIBl74OWbd7XY3RFKYoUzHzqV71DUDX6BMzynF33Gw3KdAgBCTFCSB9cXTXgEbACa1qJh4jS5NBKAWZEz5+m6agUQ45fpawL0zBPs+m6ljiT8AixBtZew3BskWIOSL9pYOZkTBzHcZpOSja6QowebY7lOCKyrAbtAtM3dMKE8HD0rmDN4QMOR2xqoK4A00C/ZzysQ42HOrFAO6UqCZ+uCHm2QLBNGE8TKQLKFhZiS31DNMIxxbLvmxpBOKW1kUR3bp4chGeKRcThBAJzSqWRzZNSASqBLxwGqWAY0oAbE5BxOKHVBoG24RwWxGBK444sM0kK7pE+mNlylnDRqURoOmkmN0BXL1SFiUAMBXTDsPFM775+g6yOEvvXMMzHw4Hxqm6A9WGWCI4DAVMpbq/XXLD9bszbnkIVSPtf9MMwUMBgSwygEmE/PpwOE7n2ovnMFxpyNYXaETOOEktxoK5CqQpIoEOmZMAjc6gqmLcBAZPMYtqFxmqeJ1xg8i0ls1/IXCtKBkI6oIcAZJqw2UN5gcAUQVAjeUFL+O0iWwLKWIyBMEoEaz9FF0PEXiyValvo+OGvglkz2P2z8eTugCk+9fMoUDHJo40SzzgAXmzt2QI6205JBevpEBFlUVW0+Y5IRcr1YU4gwCMEtBMDWVq0oSadJzcbYwnfxcNCSUrgnVCvq7UAi4qiUMncG4QgB0ttpCwRmxQjgwIbA74Jlj2EoJb85/CCk0HpFGCRKtumJo0DdPvBExCNDhNjFAxFSYpGUDk6T6LOAt8n51V0v4yigKluQQtEY44CfBwqKKFsh91SpilR+pRDmihihwsMIyYa3Fvju7ZqWo1Rnff9Gn14TIkCiqH4KItyt9unVLhgy1LOk+u7KiY/DkfqL+I4QtBivJkmfzg8TPNJarluX1/fXkmmPn/+/ePhj5vN9faqXa+uu05Xjbi5uaqaatPfgWJfdUrTF9xxXSaPeLTuuanApSfqL411YLi2AFFZpZAjARcyyqL5Iipp1l4RjzEbcBDCsfBalrwHal1oT0GjkeGsbBWxaAPRYi1kv+ykf6ELPosisgUl5STlYEOqeYnpSvfMYuJJddFZLPccKbH0TVSEfoGbnQMP8vs+o1vokbGnnHPhQfcFLWIRpKHbygxC/CXpbqiyouaK4tExU3thqZJjFbN/D7E9ieCaP+UZFQQXlILSF3Oe5XPn47zE7WYVJWrO7DaHR5WetdwgPINlS+t+JsHm+EY6WqLXUjIknaeSOmcgVNCFQza8uJlf3v4C5l30eOerc9Hv5XfPrWB+oLL8b6mMs26FIp4WTia9BSPF7iJJPZOensmxGFHhmlEjgK6LfoaikpdskgXgPAsYz4rVMyJ9QReXj0NjqnzvnRWxOB6QFapKUeTv4v6ipCBPLPwacuBgQtWViQ/HcQJlB1PSDFpCoiaFByBDK7lGmBLKLqSwpWFKzuJ0IOkIpAX8zma7guUwqBdp93Q6HgfOoHrCYs2krMBxnQ0GTtg1Jyw5NMaDfjA/BnCFxuTMGet4pIA7+GTieCSEgrjtnI0T5qC87VqyKYMdMyiIUpY0fUXUEpFF8mVgXKK9wegVNQHjyZoEGTrYFChiMo4cQ5jnCBt2kPFgVYOSXSKNyjmHs4mqBTaeCg0tziCuH5zf8UgIXqIYAgYIpiJOIEoOJGksi1GZ6kYjUgGAXtFiyBoNgEqs/rRE0ENMSCplXiGxl8TiMAeLeBQFXB55UYGpwZ0F3zXPpwVxazHFx6KDzjPBhc8keBFiQI5ZIwNfJSWID1NZaC1DxCf1xM513koYGCzKaRq1Iu61LEUqApBhOPfANwnjdZwZAUVRSFJXSEFKGN8GUuMqLQPPwXFhmkLJXNcjDOscH4qTljkJSkGFAkEqmkWvQWPDLJlB4I66n5bg5eHEwuHyCc+ORoXBeBVAIvV1uHDkA8wB6qEFlSE4DQsKicjJpHKpxAreNAjvitFvr/oyFXWtydon7J4mIVigUC5Az5IGEOAiwgj96qrTlbz/cJBKNH0toJwMTdekwEOspmGG62BZHE+jM2573bOQHnf74/643m4KVq7a6jiMdVdDeJmCN1FVYhzNfojFEINHgDXyJE4TL6taXRexWSk5nHYx+sPTyfj97unh6goWo5wVsiwrBFtsxrE3Zl8WgmZ7Uuv604fdzpvpNDRdJ2X7tP84jy5Fr1TFeJXC4XR8CtGXZfF3f/s/fto/KqWG4TQcHqTQb9b/RQ07xZqVCCHoZ37Yt2BWi1Sp7jg+Hs1jWfrT42Tgg+QLkC1tUdT/+i//55Jt7h/ff3z8JxPfF8WU1ct4dkfBi65rXq2bV5vmbhj3r+6+u7l+vb1aB19+/vTjx08/CYEaEfIZU/rBUm6YDf3NOA7TPF9fX1c4OenTx8/IjYyib1fH40ly9tXbb6XQTbfBaIWXQtbg31HYfemt4NVxPMyQG8fN+lXV1FfXPZiBxjgTrB26VgmhI3AuSHxPxz1jcr1q+013Oh6kUHWLYloJiaAtmO4ijoz83GPTkqTTWlY3mPKYwHmUMm227TXvvInDaYohaL4yAZxe0K/cUbOWi1SWou9vcd9yUdeyqjbORmPMOB6INJAgeyay2Xq1gSMiEDusIcJB24wS0zqMRBQWXFBdq/U8DzQadzTqgixKUWDDOE70K2DUCtYVJZMMHZpzQVfdcBwOxwcp6qrpAGyU0ofEPMRXJYO53zicQrQlVJ9IgiaNk/Hu5Bz2Qlg6JbAGEflTtzHG3e5YlklJXQM6laQUABiHYTEZiNTQ1hrR1Sh28XxBom3NAJRT56KWRYBqTKoWsyQlIyWx5lwq5AWQ3iGmUiihnQ7BpVhL8GPBGkAsn492Ngk+H9lVMqJjIa9an6BEaPsKTEn6TkbDcpmlwZJw8D4OCEig4RjK/QosYLxMrtJ0BaGERIRPhVPNYattDIgqwJsFAjcR2yiZczNjLeSXxoEurmrM7AQHRIY1FbWLBLQSBcyfMCSFdyXMsfnxcPIOi6SQ6IrhH6P1cJoPh6FuGocrCvAKQrhcXGKki9Y9QTApEYrIoPDEZGkpq5KAA2ahtACPBoNXmxJGJhDmg63jcRC02OpKIqPEYWYXwbTMrqTKYBBMyiXqk1HKAHbzkqt+o6VGlY8d1jhQVLKjNH4EYrwo+HE3QneQA2ao2iFqHw0i6QsJ8pBOpqqReSvHbYblLcMFsOkVDLGQDNNm+CfnUl5WKTeQJUUSUgGME0vUlTBMLuLSg3EeHEpzqL/RiUHRARNLJL/ntjCAQIoYQ4IPCDMJ1FRoTTsi2A3YSS1Cjhx5DcD5VdSKbtQoBBSDEkUnEY+LWNeIg0Kbi9QJqNnRxvkkYORZ4PRCxgkDPOCBYK8A+ouB4RhEAeSdjpLTMHGp/fG5IPNDayMY2MxgDiXwVDlDV14g1ZpG+egfZshWYYqeGwQJdV9RYUxAJQQaWFwq8CbgBF6Qt3mqG2mMRSkFwE1cXWlINiDqAcXAjBYCFjijagAR0R8O4DXA9Sny035Gkhas8mLbXmVKiJZj1WhjTzNkh2+UrH30QtVN2z58/vi4s6V4Nbv2p/fDD9///nTcCY0ZhvNzLVeljO26QNREf7dZX283m1d3r/tudXv3StcKXH1g6CUnpjtueTKnzgrKxcz+3Je8oPjhUhL5aqmbL4xMio4kAOWFAO+snstN45kqmg1Is8j57Oa/NIXnn8/Q11nhRnfMWZAGyihZBC3OJhm5ehFXcGn2zvjexff0Be+V2gw0eFS05OYTzUe2Wsn8EyKzXX6RmihI5ijUF59zCU8C2XzhPf4ygOJMiCVvSxSrmRFKtdfSzi295SWOgCSX58bvi/AJSuqlX8nh5heo9mJoeW60zv6rdC2p08lWniQ1XE53BA0a/pKXc74cOy7r2Vozt5T5MHIu1dJZLUHBi235i4BHah0X+5xLJiEazot8kXzIMwSagZ+MnOZU4xwOmaPSs2/LpRXMY4eM++UOkFyUMy32pXFrbjvz5aAUysUjPatDFy0oefuhO4O7SQadEYLXIg8MbE+7UIrBcS9j08O8Bbw2aoFSLKsKywIUqsB1MUyaJj+MOcZA2Rksb1DCKSoApL5OsyJVmjVNNQ4wLEPHQP5fZQn35LZVAAnIvqgo4CTMwWwnrkMJzqT3iAGAiB91OydTo0ROxyIWmF0FFxMr6kZCj3easVQh3qfUslIa87bPH/ag2YCCw5Ci5QMQF1mawJwNuobPgdSyLCHfxupAZm5nQTmy+6DLwqOCeTAkfNbDZhqtDi5q01ZYwsAaoe0CbEPMxVIAYkMWGMzMmIoxjuk1yqasNimwdc0BH6ddYYcH318Bv4JtHdjMuKmEBrnFOYi5QwhckMAPNQFUSCR+QCKad0lq2LIprY0B96ksyN+FTNNwV5UFU1jIooftGMxLFp0PcZEZJsS6w65FXFbhbRBSOUBz3FtbFvAZzwTmPFYQSvjJRuiOpBRg7lFHhIMG1GY92hDBChj6gYBGqcfoS1EKg2xSaBSQsJ8JPjV9xUeTkyEYWfXUbStw/KCUtB2Cm1CfDjNs0CS9MmG/DRJmJbg3iuT+RWFMgNsHAfAUNUsPZIxtV4cwj0Nc9XXT6XGwlgPEoAe40DVmsRgvKFHEAGUBK4fRoZlVyhlfQsmYhNAgXg5BKmnmmQt09caacR4UghOx5aMw1RCBbLYtHFiHScn4+m5b19U8WbHpttfr8QSaccHK29vN/jCgesDziDL63Ve3EtlMIrhkQ7j/vGt6GaMIaVptmhTTZvsd54XW5VZ8y1UScJWD955Z1Z8fHp2zpWj9fjDzpCSkEat+/ebNnUNyo6grzHivTs00DvvdEcaI81PJ7Hff/ZqXja7UevOqbjVSqW34/PH98bCf7XSav/98/8M4PkzTkArv064oasoVlJVcCVYezR833bvXd389TTOX6vHxY93Iz/c/KLm7uf6mqvnDY1sW9mH4rSibmKZQDKEw+/HDfkTiRlGI/fQfP9zfbLYrGLom3ujbrrrp4OVbVXVNdho8wfjOvfv6lQMmVp72x4JNJGxerTe3IWyVesoTtLJIoE32G6BnMRU8ksnhyXnmmYUXLp6LZjJGIGPAFQXldbSi7NZNC7v5CI4cKKCbcpNKVybuJttUDRNl9CiGOGfDaSY8avLBdu2qaSuN8JXoLNHCMVEDgX026eHhaM3Udx0eWK7GwyEEHULZNMg1hZoXIjX4HnV1jyjzMm02LbS7J9mMejLzOJ7ADyS3NCwR3pkZSIi17vHhfrXaIq+yGGhmVUgNeQ/saSokEMjEFZI/kQKKwDdEpbnj3sFFD2sLLKZyDiJ5YIYy6bfvvrM2zPNxnI91tUXGKahiQRZYjlJ0m/Vm0b2UOHiYj5LcJjNFUd9xRqhgYeY5AT6q+rZp+3oa4CQRU6jrLstMCDUp5tmAbY3fIONMOCo33lI+Q8ETItqBgeAg4aqFJTn4OCAKfIYImktMA8lMo6o7CwoJBnkCxkABYapBCNlDi0XjTecD8t+cI8sZjAOqSqMNOA5wkgySbu9SyAItjBCPj4+PTycpKoY5XY2WBJUNmgFgJoQMKZhToKZqWnRxhqAtEJywt2G7ZIx37Wp/OJ5Ow+FgOKumaVcUx6bZVpxyEgVE78g1VQjNpmgE9Nw0xkoTUD6AlpTxXVZNK5Sep/H4/kNZsKaDk01d6b5v7OzrXi/iNFZ4pMWW/bqtGuzIAs7HZPQMagfGvFxAoJ5igDuSMVVTaTi8ADulAHpsjMReYftp1FoDSQMAJQ26VoRDzvMsFVIKy1KayagaROLT5E7zDJyISRSC5HyqQQChwCiJmzl6rKW6BvBEanmqXpA2SmbEqDIBPiuNZKNMw/MuaK0OhwFRflTdoFsLINekosSgra2BSEFYiKvdtppL7mbQfcnTpiwkb9uyo6EtEDMfLceW7EMhFFkKwdCICmRKKcQ4kcbSeXyZT52EfRI/k1SxLKJno3E03ByLqIANwow0IwGUdsuVliQQJREB2DRJCOSp5gRtgZsOTT9M7TCvgrB2GN00uwhVHpxLSW0DEJI8tw3lLOLRsMYpjKNztVc0cP5ks7E+eq406KuxlDXGSeBxQZOCIgc3uYDJmaxAWMC8Q3D05ATuwVlght2PrsBHBVOUusEUkVwlBHgNxPvVZOEGwBaxLj1Xmhuc2MIGBDkGX/RdxWVZaQgTaJ6/kUo4B6flzVX7+Hh0tlyvV23TD8enm5sNxgTTSYryq3dval3bEE77wZXWKP/+029vNt9sum+eHj/dH/+Yfgi+GAoE5wSaNipeyka+anp5d7fu2u3d7der9dVXb79d9f03775t2rrrOpiv4LlPOcv7TCM867MQqrvkDGVnjHMblluFM5YSsld1SmQ+lBeus1BwSR3IZzWzAi9t4cXmEV4VpNRbWo38RmSGje9nL8psXpIdaP5cyO0SA5CHLud2bOFk5o5JMA4zmmyCskBtSye5ZABkfdpCYjxDSdQWE3CXGw6gKRSvAsx80U8u3VpWNi4JT3m/PhNcM8cxp2PkdgpK3RfuLBcrlwxjkh8EkUlpwace+9KO5rh5YjMvmPzFh2UxqgGJL1NqBdJGszUs5nSLRu7c6edePZFJT27bzk4zL9iV51MJ7moGIXM7lPtWQoPp5OMtAGaifD3Dj9n+p3CWYNLsmZo5cfQr2JEp/SW75yyTgjxPoP4cOIDDOwkw1WmVybTYFwkcWcxVFLBFuVgiLTMHeiMBbjYYMLndRLOFpsYtTEVYIWOWSnAqCQQpoAaYHMysoPSlQ8sjYY87HJngsIlCTV8k8DBLSEckWlwfuZLj4IbBYJ6HaSikGhSg5MncODE4OTMPqkLSNaiErIA5OLELoD6g1FxAU5nMQIsjtvaiSM7hMsFoD1nkYMnj7EBADb8ZQATYV4g3D4BOVJp4hhhiFTlnKYfzSQCGzFOmvETJguBXcKR8aLoKuBUgUXTCSFsiywG0f0htwLAdbCuFsClMzhyuPeo6WUIfQjoB4PUpCewiiCwj/xMcPPAxSeZ0Hu0QziYQVARGOwDxAk0jwfDexkKm4HGjA2fDbYeJikP3VyzXCPI/dCA5SBds0jwE5ymixwKgmlugPJDV2LoCYxgiQltIFqP8/JhRrQGmF3FncMtQ2nuhJHB/HAN8orNwjzS34OUQyw+WAKKrGiyXngJDsCpyeiKpKY7AiinYZBEtlyUGk8Rb4AiRzw7Z3muF6UCeT+CqSCmAHeJBC5CVg3CLQIWKS4GBJi3feAg1gkbQwJPuMU3gwYLdylklVqJuNfxIQcoFy7QspG4IzBTACQXnuq4A4CDpEaLBYXx0Fh17jjSAE4aSHoldaTwd+tXq6mZ9PBznGUhUhikU+ls2m1GrqkY4gqxbjIMDebAnjP9FmmbgBYWGe1nJdCudYZCZKYClp2HqVrWxc36qkW+h1Wa9mkcLZSLA4zSmWaqaYhcHuM7E2Lb97vGes7KpVpv+GtfapWGc82KGgEqtU0hfff12msam25vZpvLu488/+Qivys/vTz++//+lFIzdz/7xsN8/7u59MD4ezzGjmLnTP5GnmnEl2LppX/N5ta7fvnv7rxmXw/CUYvz2q7/7/R//vfdHwQwvC6mqYfSsqGIxlYUuC0rqxAsSVboINpzuD/v7gzkPDrXmK+o0tFC6ba4ZK2t+u9ps3384vL77+mpzW7JUN800GufiPIbZ2tVqlZ30ggepu+mqq9sNZ5mFwh8/g58TEhibJUtNsypZMnYUvGXgGJd93ykB3nLWUFkLcyk0L0JhPkIjG2umpkHjl1ipleiQJd1jCk5GTKfDQL5KElwqxtNUAB9j4rA7MCZmTAlAFuVcg0hZhLbpMOVnEOvO8wC6BxgKWPaNRsAMWOghTMMRz5Y1ZGKJWxCJ7209zWOlASeO42madjGyfnXNBfN+YnAhJlOOEkKCp91903SIQWvqCJucbKxflUUg7RMmUy74AnagZbcGishLV8mNsR0JBzKDIG+OZVU3jENxCpquLgBNUQxXKcH5sAaywGxFqDRHZ9u1bdsqDJgiwk/guoF4dGAIEp1bySru4gwhogMe4tMMoiy2FdL0U21Bp2Uap1SBw8WBp2KdjYE8wCSIrxTijI2v4lgBnA2nAGvH7J8HfwvMg4ldjzWc6aIi8Gqp3a0FwkOueyo3crTHonmQQtOKF1EO0+Q3YHNEFCSqfHwFO88RyIymJRF5A8w5DioduHzoHhIsSYmGSrEZiZflCvoANyLmG8Mx8gRJ0nvPi6irvOlkwpRDMGABImv2MoQtG85heX1zRc917LqW4cmRmKoh5I1LwJVQppUlQBiC4HApISNH11EmhPYtOZ6a/BRjqPqVdt4DRcQTkwnnOLGIm1Uac3SyqbCY+UJGfra0W2odcjaBEK9qtANDFT0fffw8/sPFlPhcpUKfyxD9DWOYhCZ5DlmHRWZj2QiYISrJFSPUpJmHloyF8w1eFNcWHCf0KIQfJcwC8OmEKLFOLgwvOKyiOcwcJcKcoW6h4amZIciHCotEWxAk0AQEyBpKZTix2dmhB4ilNw4WaKh3MXNkrMCUhXSJdERIVqS3xv1D/jHYr6PxdacFL6UoVFWlkAzkrChWPAhHaOMhWSdSIcJ5Sx4YmDEGtFmAJ+Ay0BfehUEJxjnl+oDRQ1AkkgKxIfoTZJm5dvcukb1NUMhrkU3D8Z6Ux0MlLObFxMSjywzdEFwF6IHJSz02eI42O5oJtsNE70ID4eEhVzYN5ullKroW7OtMGaUBNFc6SIEsE2Xx0EFIydjt3SoVJRK8uKQ3xMMzzUjlPQB7QFzT1RVyUzid/+2m/81f/lqrcr87tl1LaR8Pn+//9WZzvdtPnz5t3s7vtGjmMMKi1Zbj/LGu4Sw1TdH5w/d/OPj0fZn+yXtTVbJrN+tN0zSr7frt9fXNm7dfNXV9fXPXI+WiqrCwoAQFAxDrGcZFuLkWvRRxOgF0QQSYER74wJ9JkiQKW2C7fEqzMLPkRPIsv1CvZbsRyOwyyTm7IFDplaGtjHZdTPlzH7U0H2d452LISWZOKL3OkUkkrsNbLKxQekqePU8uB0uma4QakevEgl5mqR86pXPG+AtzVNLpZZ0pqQ1zGbegYViosODg1V66cZ61eEtc+SI+XI4lJ8tRf7sAj3QwtAhwgi4REHPJcsg/trTQeJ/zOV1MKxfTlwW4jRk8PLfcl5jIjMHmeIPFsgUL1CUd4WyHs/ThdMVoYStRVtNfAkGhs0TsCApoxYlZOk86sOVl8rklId+lZV0iPM7yxkV5eAZuFxPaXB7n/nw5lVmVfUknPmPT+ZAuHjALJRgv9b/7r//PXID9km8iD7p/QlQObEUMGhtit2ebpCworyugKDGBNYfop3wkxAsPziPcr8VAcZqQJ0uIJGZdAcZ06FGKEibFQmAjDeB0MPBtyGYN4zUg/gj+hvUwljbk6qAGzPbGEesa/FoYTLeQeSAF2JEuQTWB2SfiawRHt4bYBpC5Awke8yoJPnrEHBOTXeT40XYSAzRaqHJcqGqlNAkJQppHS75hQBQhr/AeRtSQ6yRrYfUJCziyf8QTRX6bAtl6FdQ4luwERAl/iVRUWkbIzbNlC+wcaY1mHm4EiBP0kKrjRuS8bGpVNzqlBGdnVIvFBHdKnEr0qAzVGTFRWUTvCkYZ7U+4oazxSsEKBUPTCG+0cULUBPWTWGngl0Ncf4oMRjcIVwHQtDCuQe8N9ia4T8iU56DgzjM86hSoM8szmucbNDBY/pjFk2gXcdFxpwE8RAuMmTpJFHCj2BlREBSUlO0E0VKSeIMr4HLJWownyZAAXVwMJKQAVxYhSwJtEuXj0AchwgwGValMGCiSf1pVMcTNcfzA4TgjMbLWlN6L+QNMwyc/DWPdgvCPUa733obZegldR0mzmMXsCP0zS03bojhDkC5Gv/M4hyI1DZRLkYKzGOPDeCpgOF42be1sHAeTWNAInhcYEhM2MQ4TK3jXa10hx1gIPpxmTF7HY0gcLtsFOFrYrUlKMZwG1JFkQHc6DjUsbd3xeNKqms2prvqb26vD/vT4+AButndCFl13Ha1zcdqsb4dheHjYdV2HfQgFkc4LBKnIPJDt6eR8fDr8ZOzw+f4Pk32CN/08jONhdkcfICdb9oTnr7x2V+jTSq946wMmmxK1snHFblP/hVZ3CSp+J+UaeeBNdTwe59GczCfJ2+vt688PP0dvudDejwf7W8AGxSYWp1iYopgpSQIrwHlGm/czOIL86VdZAApDq1WtyzKuNzcl43fXf9U12xh9U99p2ZZl2m5vwWjFAEt4Z07Hp7pZezen5BhvjJtZyfpunUPJ8hpZVXUqwOytdAcaXAzzPGDcgTIud7m026F8wrBHV7rrK1awugHiEUM6HgczGWTcRwjtSFgLASrEQlBnDYfjR87rtr22bhAi1XqlNIXCLaHiybuBCkfZUE1UVXXTwuR2HKen+3tWqqrq4FQZvLGGJMEIEIM67/SgpNpsXiFWO1itWsQSADbCLNE6oGqVaiu4OEBo6Lxtu87MoFEUiTWd8vAhjGbG/UnOSQ7cG/DQ8tzQBUfAPty5y5g8ZigSyslcJVhvaBLMdY0GKwduQXwN+rlhper6lrgkeIKttcfDDhRTWYE8htA3eCFO84wuLqE0B+2TgVUBFxmwc2HaEYIfh5Fz3q0bNJdaQON0nCx6SEkHlt1EMW4HzQz2ngqsE2QbotPwFrAeklqw8qBqh/WLhJtljGhy4OrsHOP4iVxP0NYQAM6CYuexXpPCs2RY5BM+ZFaO2Sxboik4PpWHvQqUbzTizJp+5pwNPtZNVTcInCCU2BoDmXdCpk428MTmIySbTjAzYQLJP1XVamA1izgJdsRQmiGp7epmhS0YEncPwjbVK57gR6KTYL/LKmLgqFBGYIlGE2nQX1GDxHJ+OgAxRuLGVOx3UJ/S+A+JNZBkY1qB9g9a+uAEqgaFewSZDTr3PBT/4wD0adV2LRxSICuFuybstAB5ZUcDFCog8CYcDIY7EluGd34ynnquJcsbA3rY5UMmitJFYvaJTAXayHKHCT0IgYnBov+BHSgvsLPgchPFJTs2EPMLyz5VL9BrkIQPyYFIIsGcAioLKkNzLUMT5MzIQaFPrrl0egnrot2TKcEruMhi3kp3Ahg0JPgEJJKpwiQlwsavNY4zM3fInxOU4zPEgcEoGe3insN0UAGlJ5rlxY83x9YvhLRsmioJcCNnTo9ZKaKiFmd/3CnE+eKCN/B/JUIZLFLTOMye1GIpALrMUhY0mwXmbQLRIJjiJgQM0qXB0wzlCGx+4FqF/g8hxvCAwU2D+RSi54mvAoIrfpsaEqJ9Uasg4A6BnhsfloZJFjctpMW4WAimF+NpoJxVpN1yLq5ur6zJPTmqIKn46YCYZPhsH5CitN89pMRTgVDltu2apsfSzcsZCGQV0xAdH81uGo+Sdw/HfxkHb6ZZKV1GbtMU3MSF216t+7Zbr27qtrq+XTV1fXN92/Xd1fV1U0G+kRshqk9cTo3DqH4hLua0OBirkmdJ1vVlqiA1YS9NIM++Ixcf/4vEC3NqQlxyY7AAizkjIYe5ETFjIaNm+AzNKLV85P9HUYHUlWanECoRcyv40ncUFLklzJ2sNbLhBwUW5K7rkmOf/V/ODcZCvnwRUZCxsiVA/LlXuaRHUHxchvHOlqIXWDIT5RYiYv6r3NQRx404d7kZppc7y/POdQkq1bPRxMV456WR6ZnAmajTpior00GfO98M9p0TEhbLk2dN5zlGkA4Jv0utKe7b3OfmxLxFipm5u/ShzgTOhamaz95z5MNyFeiakkrwmR26gHP4MeK7vPylpUG89LgXA9Uv8h7Of7MQjwvokShSFoy8iJxWGnmRvwgGnNMEAxOYi+DxBqVCIx4nzSBn4+xjgE2LXV5G4QJsguCBZgq+LGksHRFzhN1AQYvZUDdiJj8MSDpPpQw+YBKJWVkWQpQ0r4TIDK5oFUQ8cNsITNXwC0WB6xykFwYOzrR04mPSnImlWOalCU6mHppmAiRxuxmDyajSUnk5DsiuqkizLGAxEhKDQwnE55ijwZMA2xsxBnMDkO/FGENdwxbczDYgJgCRAAWH3iASl8O6qBhM37wLpS8wYPOoyQTRx0nHyRAsboBdEjUfQXRAviT8B/G+DK7KuDI06vDkf03QPu4FwIbYN8EnwYiZKM40oMXjpGu4iaBiJGZVtmMJpD7HUl7hitOJwpkmgzFsJ0oB4sPWizQ5LwXQS89hZMck6KThCEFAHnWDB2UdV9IC7wTUZeaRsNmg0VyRJzqtJEwwSf7m1B6jq0E0HwHNoNflGRQRlVFKcw5Shc8j50Xoip8ncxYay8OfGoWco0LLYx1F+hP9rbdxnpCsBZpvViTCtBzeQpkun59ncqlIsOSQaHdRJ5GUkdJLEgPZBseG8QKiwHSu4MnjFN1tjKFqqqIoKg3FS0hpHEf4snFu3KlpbzFxjUHXoJ4icAhII1ZbSGIC3K4FtmNe1crOqIWy6yL5bpBA0pHhG0MBWsG4wntvtpsNUnJPKOtXq1VRFF332to4jkhfaxqAKSWrVqvt9motBZvm+bCfYKO3qma7t9YPp8PT/ofhNIzjcbD3zh2g6R9AojX+GGCm6n7RTJUU4kfJfrnp8vSP7Ou3oticpqeYTEpVUUypmD3AunTd/U2lm9P4QRR9KHnXNA+7H529QTOZCqUq4/d/fP8TZ6Jvr07DZxv2m/Y7XrQjus3q+uprXRX742OlVrN7OA1Prb46mc/Oe1ZeybK2cUfrIC8Kt+3fnaYn5ApwNboH75/a+tUfvv99LMY//OGfUznD4o/1RMcuVqtXbX1bsvgWZJ4VL9Wd/qbpGjN5RC+i8EHABhAnfLH97kBilbje9M7H3W7PuXB2ZDAZ3kRiX5cFOAsG5kAFUL3ZKgWAJCVl5gBktauz7ut0HAuM3EkHQ5aPUkaBCIG7CfFkj0LqSqKMSAk9oa4UZTvDt2een2ja60ssiQubgzPZ9Wsowewg1QoBKlUTMJBiQhZS1k3zFUIUimDsQLgTWhKswBJxA5yvjBkYhKwoSaXkuurAUwASgKaWHjXQNGKACzMI/x1WSi7h4elcHI4hlRg5SYUFTaLVhNjWzJh5oZLjImGcBmAu58FlDwyC5xEwg12Gc1EJM/t5QmoFra/E6UfBAo4kZkwpKSKVpERtBl38TC9E4Ys6AFOSYOG0FRFrj8hOMqHCFkwLIGWmIfcCGvKso0gUXY1eDjM2iKZod8VCFDDqiAU5bZLNwOKLcCYUoWghqKSQirWqgXBxcgLc2ggCIgOXI4IX2uCCoWairIBUSHCFyWOMotgInwH+nAD15BosKQUkKiYovkBBolKJkwQXND/kQMD0H/grZR7mNC9iSKC2c6MTGuMt7xG2mGe1VB5lMYJIjCT1AQxGIdgEsxy0fSkWBGEtUh+MqGAWwkGlISwXiawo+SPk8jR7zn6VWExBoMhwJrItMVSAhhTlAWzXEtQEUN6SXTmcCSFTJE0BrFBoypZN0MjinitEFlFDuOSnUd7TwlwCHlgyB0UKltCcWw36JZTq2Miy0IDAWwQ5CITIE+EOM1bszpgaCMxNiGmGQCMGZ3JUMXmEnitwgZjHfDbw4hFaCQsNIyuQJof6MkOaOEs028dHlgxxNSh9MBwEbwlKAdIKkCsSWRuCqAI8kOiXwVnMdOzsJotkywyngdDrkzPgFHiHYKEKSj/KOGXJYIqEjTLbPABClaDhYHKN4h7ItES/ippsniPNK5ICRwa7oTFeSI0dE06qSFgi629gzvS8RKCaOQIBXrLQ2lBYPFw4M4yJjgsyWlYkVCNZfBFB36a89UJwUVS18C4yLdANUvRjvhVJxQeQl8wjULZRI1hGg4kMORghTBKIpVLIfaa8FilZ3bQEUoXhMOFCsdKcLP6/DadhAqUrwH9oOg7Buf3u483dHZ5SjCoOhNF5M4ZU+xhwZ3btDZIIq47xwrdsmgZMrHS7P+6qun749IEV7af748cP+7b3/81/81sq4ecCdoBt26i211e3/WZ99ebu7WrV9zAd3NLdXwiKnscDjorCwXIel5Qa2kwSyP6QC6/vDOxcbCpzHDr9IYtZLxERF1wpq2YWuuk5boF8ZcmPh4Kq8FzlBgPWkkvvArppdoZ8kc4OVOfcdJ3xsGcPmHMA3HPwd/6vPNfPkOACA176jUWVeE4hOCvuFoLrGdRc8ioyA5XuDczmaMVctKTpGQvNfWuWMV5e7dmc5ln59jL14IWsLndiBeZGeK6z1nsx4Vl+5wy4YYnOTe3FFHBxmMhRHEvoH02MaFa0YLxnQ9Tc4GVKbQ65oeYQm9FyyV6EIj7HReSuOON1NEy6KEDz9c2tzdmyhUDCc7jFcne86KsX5SGV2flloAvNUu2M9sHfTKMhwVYL+A3sAhpfkawBawpZa7KCS9gh5qSHeQbZiYh+aGMIMCHLLui+6bCdJz0gMkyzJRRS18j3BduH93VNMm0SE+O3MPUBjFakBOE58QsANQOF46wGqTG4NCdk6MEAC6mvKAgCKMWg2NOEA4wf5B0ZD0Ce+iYlxYRBEDLuunVdcvxYhN4Os2o6X9S9YXfCVDWgFM9eZLjvCHxDdERwqW6wP1M9xIHf0JaQrxj+QO0Q4EfULbgzOHVKwOQI+kZfQfoTLtXhiSL1iP4BFi82EtqfYpysAwiHegV1Hngvl+EQPWcYCcOpEztZDioBVphggkpaFLJWJjxXa2juaepEyRDEqXEucRit4aYnUiVWbQqGwippDfZUUmkueDGMv4hPFZHril0FVBCYI4cKwT4YAZYMCBi6HXqSQQyDLzya0koLBA8yDO/JZxObGyGW2fkJtzAcwOg6kssC4fWUJ0KUMHCfIcbQsCOLDjZcdSOdI08aJMWjwGha2SKaAvslMj8ytYC0smTaixNI954lghn8H4Ch+eSX+hVbG+pqDLg9al/yYcu2UfmBMajXhVLo+kDUwETDFfDtrJRuF+cu8sUhCBYUZyyPIkm0k132WythiuBnoK86Fk5LBUic1jRMpn1gSGri1lnytogYjYtuxig9IL0QxTTAXR+i1moMk4+uiOK3v/vvzH/cScU+ffz088/vZztM5v3huE+hsAE6oq66GeaPBKb1RTG36mvrH0IsG/mr2X2s5HVZiFgOHPFlBSsaW3xo1evJnOj7U6uuYxC1bgisLlbVq5tX75Ivfnr/D6E4ts3d7eqvPj789jT9vGreds233rvvvv4vSUG5dc5eXd8pqf7hn/7dZHcpVqv+axu2vdqMk+fJ9aurX33zd+vVzTjuueiPw0/7/YfTca/E6jjsWckbvQ3x1WD2kumyNFqupbjuqtXdq1f//Lu/v7n+5mr95j/8x/9X2zTjdJz9x69e/5ePD58P40dbmGH+Qyr+Y1Gk3/7+/1mWUTD4NiqArfJm9V1Z8qpqrm/umqav1FXfdnXT09XUSohas7qCJ7sxxTyDwEXiKWTAMMabVnlfjhgl2MNht15tKC2aw9E2gGvHCtY00vmZy5bIYiXGz2Zuu16pLZjnXJeFYMxYe7Qmh/bUWtVkNl607QYRFt4pRTcrrYjAf4Q2caahJ2AKLBSUcumDKeDtUa/6Zp4NsRBtIbB+LhunZE1DJHZi0CA0j/ZOZ0wBF0T6MVJbgJcOCZaHdZwFQEilJfD/PGkho6YSa/3Zzw1EMuqsptGYafaOHC+Uor4bayblY8ZKk2spaWOwWvMC3OmzdJ9ECLQoItjNgqyBTAis1SVGIQtdCQsFEQTPwcrASTwETvDGAJIGWlQGZ3IxTyEsMu8oRBZAJCy5wGW6OSWKkWtIQY9antfCOQPDN4TTFx6GZJmmBXQCOwF1jPPsEb4aiEtHwaeIgEfXlO26gPo6EDqiQNBFdhjGuo2wU0wtcW3RtEMyJZEvquEml6Up2SyU8/Lqps9VRLHtp9Fi70DjDH9/MlHkQWoY82C7wbQLoab53oBpFqaFSgrkGZBHNoC0LScgKI+rsRHAPByMBAQtAlFkCc4xCR7FhAljFyGbQZSDJegDMJrpRS1BjaGcOqzhsAuC60NmShDEAfx5NogJRNWL/krViwyG0KylB0PTQeTVDD+ibABcRFHL2N6htSTCJPGZMVp1yFGgmyebvhCzdFmusVmVcCyA6AQTZLDeQdALdKFIX0O20nB3o0evMJPzHlIfiAWA5VCOKy4WBfQwZF1ErAaWshbwOqRcXQp1DGsQHRPhhkUyP4LfuZ1AUc4XHWJ50EnQy1G+LkPoESBBtN9kAodHCdc/UDghlddiuZTg++SSGviYxKQ1FQxAK7hOqADn0Wr4t6EqIKGgqCqA26hhiOMDgrpG5kqKCdHBxOWhppSuQk4VIKK1FFw3QOKyHItuY4ygs9gCLtY0MiDBqs5urwz9v5hGOLtgV/Zpgi9OVqAQPxAjV4FY3QJ1JsVBUx57RLg8EQew4dLVZ3WrimFSMLWl0T6LZSGUBHxlZ0AiNBnTHGEfCe7UY1pvX1/f3PTrnnMJh2TYFMW6hhQFZI0R7LPD4aj1CiVT6FIVbm+203TqN9vVmpWpUhxx09fXm+P+GKPb9NclU0/7D86EHz59muwuFHMoRs16X+wr2fZ933Xr1arq+/b1269ub97eXN2tN/16vdKq6ro+Z37mRAcaCmFmhQeZ+JqZuZkhonMU3rI+EL0TN/HZxYX6Bwpiyx6emEIsXqC5SVvujQzCUM9DGrzFkBEbBvEkqbdb3jFbaAIwyLMy3AxLNDz61GXckp7/K7dSGDpk/PDcLC0RcAs6cdbjLdFw5wzDnF2YkzLOEXoL/kWHujBMCbta8vcuQewZcD+jexdocQESlw9zce98Jii9wFQjnZ3lTc794XKcS55Ett/MgkZqPBe/zrNq7tJy5Y+DQQ7hoWe9XCbEQn+55CKSH+GCABIZL386koK+yJcnJicNPmlOtCgVX+Cx9NGWSQm9UtZe0maSq2hyKCUeLHj+ufZdFkOIfxYQi2h+0BcTYSBIcmVpmsqApE5kOJpQQPkMPCoMgfg2JW1R2Zc2Ew5J1Ny1sOyMoRgn8gshpxQy8KepH/ClRC7lXCWEvAGuAsJTcoG9k9RdXGkWIgf5haZ1jLxhQAnQUP2ZGYU4RSpBIwfSoIjoEIm1UsDMWrWNGE6gVM6zUxiOQjHPIWBGY0MFR04vRFPEqQkB6hUwGIKOoigj0n9zGAuEo846CV9HLHWZuQt+FiIBiG4B/g9wNeQMYZqNNT3L3PF/UKdSBApNKVGZYRgNkmEe6ySMRjHElYJbDDjhAAaPEDzXxL+md/Tw5Cy5xsSXlbFr1DiBk0nwWFIKgFhu1D0cugD6U7ABahNwJBgcFNDFoJmJmNDT1BX+hLODELzmYOkJZmcvKtR44NALtKn0mNO4lVzXs6ozWzPNIyBUtIsSc0660XGxVIVsDCSPa1jGzDNwJOjfoCZMHggZqgfGuAP9BrkXmGRjfCsdOaGRt1jW73peVRWsWXAvOsRGOQXV2pJzQggZ9iSqYumP1LCRbgf83UKAo1WkVIMVjG1Kg9qkJgRPYTohJTiV2SHAuhk2DHA2lzkvEboXlJwF4tErfEgcXsDHqXSLUTHptemJDgWUIbRDUcFHQEEoWKx1XdcZ6cWzpzQfhpFkmRFVDYxrUV9GPFiuauqq1qfT6frmljM2PO4g/A2j2Z/m0ez2j4P59PTweRgPp/Fg3M5afzh9DnGWxQ1MEIpJs42PQ4AxJpeiFWn95uZvq7r57R/+7331TvJms7mSmv304x+/evXXxg/r/uZwfKzq9elwuH/6LcwR9ZsURavcbIa27dv6rml7Xemf3//urvl1o15JXex2H643vxZc9+ur4+GxiPF69Zuuu2677XQ8Fsne7356df31bEZjTsaI0/hpVX+lqxrPeSHHec9lw+B5M/7+x//vdf/tcfjgjJAaN3MIbJjv6+pGK66qlOyq6dZaVB/u/2G2bt2/ejr8GCi3+P7hx+G4N25o0sq4YdP9RpStCz8VLFLVWgE9LbpUzKBfheDCw2hEUciHx4eI3ReWLUWBiZTWbd+vtFgz3rx9/ebm5qZkom2uv/36r3UdrBnKWHvjiNmrqZMqr7e1seNwOjhr7Gwlvs3I3ZaPo0V2XmDjcGraNXjpRUPmtIV3w83NzThYUtK2Ifiu1/M4pYKBOZ8JIZjH9Sn5pqtTBFFKKGT9YTGZCzMD8layLhlzYDVbsnTXgGtY2bRNycp5RKgAee2CuJxNBzgHp5H6Lx64n8c5JVZVCk70oLbRc0dLAx7w09T3q8w/h4QPjYo0M96CBkxYipnEHJHkCslMgIMgqNWkdiqx7uWhJ3a4iDk36GPE0MbckUZmzlLmKoUOEQsUpV+3bvAfYHRR2gpwIZgo51Qlmnlh3lfaOAaLLozcTWCZmKE+mMFgjXBYxyBhcw6WlbSixxfR5PCX8R58iiIikhRd3OhiEWEDJUHZInEy6YF5ITtNw3XInLIrGgg5hFECoiFNUohQAeDyUYJcnhmRNTc1J0rApJSmgRUxrkE2cMlEaO5paAlJWokuCAUYui+yhcwkVezmZVk1mqAwpjVFssZitWqK5KlzYcZhvSWr98gpPAO0z4RjU3BoXFqmqgIbYpoCxnNEoDqnTsMSGfyXFMbDNJ4M5MfEikmUxpq7Mu8sSS3q8zgaG4HHpA+zVgErAMyRIyL7SGwIsTTpt0Hjx15BOBWCfCneALArMqBIs+oM6izisvJEk0Hq/VCcBZ+m0QsBSTp1qmAYkg0PctuXjkhlpxv8CvZo6FSymyLRxoiLSyAwHmFSS6IW9y5rqKixLMqQwD6lUD8wCUFGZTgCSjBGFQShBC4KgQdECdIVZoeEKCAXEIaZSC3GtkRsWNQ4GKdCN4idMRNeZEYL8SZQwtA9icxY6F9cSrOpkEeHRGJnSXOBPW/xGiEMEyLHi+W1NUnXOGzdKAZmJjWuoFV7gcvKuw7UU3hiI9SKpOxMmdlgvk2ZgYCEqAdAUULAEVziVLkkGBdgVFEqFV68KAnTo+hCxqBwoel/LlhR12UPBcCeEcwmCkzGRI01UJskNK3QpDQdr1tJPts07KBhwHrTkYQVc6uiLPse9rAoSVdsGuxsfb9SkGbMNsV0dXNL5J3YdFURE2Lm6wrTK4riQCQVrIlj3yOduGQlhTGS0rTYMia//voNWRn/hitewtoXrrfTNE/Gz2YcT/M0DsfpQER3TMBmM7BCxzj98Ye/H0f/T//0O6X/IUY7TocOIaud1uxq8+rm9vbq5vr2+t3V1ebm+q7v+7Zdaa3IXIBmUPByzzKXHLqNAfqZwUj1OslJoavE3ZLz3M4X+yLsotI0wwDnZmcBfDLnkXwW8aSS2O853Z20bUu3l7MEz6hRxrMy2n0mZ5GO7kWMe04yvLRiGZlaItSXZINnmmG2pj8ja/l5Pj/YZ2+UbOyZndsXACtby+RSbTmws1lmNn1YqIzEGSVGa26NzhTK/DIp295kMitmYJmmupwpsp95xgy/THDPORLLGy/n9uKnmnfq3OWihV/MXGl3OB/vGVOl80zgKSlXLkmFWbabvWEXwWSO4DvnPKIAJwfOxauGfNEWyWLhl9/NvFkCbFFmU3ORvWHoC4yAfK7x15R6IYl0oRVg/RjhyIL4KYKbskg02/WiikaUjQh4L8Tp0LCWrhOG0RJ8bljYgd2eF9Y89YShE3h39Po0zsnIPiUWYD6WB3h0h7EYEDVOEo7socTgzg8iJoXQUeWcYkEhPzgv5IuNpZ8E9WVVo+sjIhh5L4JMgtzzOFo81eA7kekW3CxzKlRhYFIMfkLXidNhpqnDEqZCYs7sHunIUoXSJ8HfJf0kI3srqKIxifcQ7RQKrh6UG0t+uzQYy3Y2tNUROQGjX1UKYiBkEWce7GCvoMzWHDpMNzDxW2GbvhinIq8FiAx+GJ0KjFJonAz8jXkDumaBqTkEJ8SoYVJiYcVImdyNNPw8wSUjHDIyqKrBnucShZTQAqyNucg200prbBg54JgybbPzCrZkiogh83SYkaDOIOUxuHWZNo0WVJRkNwQvGYp9X0I5gTQmby2NHrCq45zAtYCCwXAT061KY2zYD6TkA/wPMFAAEwBDVQhRwCIKjOsStjQIFRzHmRo/rKNSA0dGGRfcNE9KNVpVzsfD/knB9BOiJkDcJTKXYppTkm1bY7dgBVmUYRbOSjjeU5xPgNgGBDFWwk8fodvGTkTH5VVdFyiBcOd4shSKSJUkzzOYQRQuBDsTjh5C3TTes6rJ+p/kHZLchnHHD+DufHz/MM4fj6en+8+fnw4PJjwgVv54AKMIYN2y7MGVvKhJ8MZDcVL8tpbXPoxloTn4YVqWsmtudof3Xbht9Ssf50qut9vrw+FQ6bUJey4rptrT+MPHp98mW3FeNfV2GE8lw0wb0fKy1836u1//3R//+E93N7969dW7zx9/+vzwfVmyu+t3h+PheNwfh6Ff3d5dfcsVcK27b/6qquumWynsu9umr7TuPt//yzCOFRdV2YpGz7O+vf5G1fzj5++7Zq14/Td/829IzmSMCY9PP3Lx7TQ7jCLSbGI8Hp+KNq1XXzVq3XY3ZfL3+39WvL25/iq4+ObmLwfz2FRX3vufP/5z8EMtmqbujbWl82WqKKh85YvBuqdKbMiwUcTiNIWfMnk1FnyYH4f5ic5t+v2PLckLA+dq09+SI67adr96/earutGVvNOyXvVdv+6VrKG0A3mbn45DU1eqaijFCzQqAWddA3cgT165CMMo5oR+A7CtAO+6LJmdbYS3kguuzvgIWoJaZRZKgUfDOARLkDcFPPwAUiBoADofaDbtPKOkowUZ845CKtVP48xRUqIkJMoWVWO08cG6Bt/Hm1mHlURr1FXZACC4WMPUlQRIMFIqVKUKNCAhJi9K4PmXsQtRygFfYx4E+AkgHLlBZJI9VgUUKzR0K2ZbVCDmAfxf/HuzpTUJTtDnRUZVd1VTTe9g6WTIatIZYG7EI8le5zDahUZOoqrOM9qSFywgdwXk1cWimzZVnwyddvDF8m6Mc7IQv2HVgd4PI0qY3TuMQRerOqr4EeAGWgLJ+qnFIWkZubwQD2NJ31reDjN1khvJQLnYlLkHBkSu1GlkRs5LsTDkepL5HsQ3AakEzAuqDdAM0/uRYgoOHBxJJCnbfZ8N+TNPnnual2W5P3TpkBvl3SUfKiSU4MxTxBrZLS7iPVoASf6YR+7EDsjFYoXwPBQLudskNCAWkVnjqwYkdlhZQn0E1gwNTyPjvkDtAH4vmnRaiZcpP3qzhY9DNqGQE2UyFKn4cmwz87iABJnmHHKqD0HTxeYDPqHFu5AwQSKAZ9GwEHeL6ILQokA3TqN3xqMPFhcM14XyxHH9IG9Dk0MTRiBmhHedyzKWQhGot8IOR2cHVxM9DPl1O8ex9eNUk0dLxFNJPvyCo8Dwzjvgd/mkZmiUcqFAeMFOR5lmGL0LmvZSwZirXhoeIk0G48yMIjprzWixm5NjRY7QJC9cwMtNR82ZKOtOBReRaczK6Cjqjk5vKgrVgHoKKjthqjSbJvlXjA6ET/omPQrwOyXgCb1cCSEcTWYx3Ua0VGK6guNKBpWA4ltoH4hPlLOISwObMEyCmg7eqmQokvVIeLzrGr8NRQSqNawbIqHVHA7IwwSntFLZKR0WOA6MMLAGWhAuclUMQzUwYz1QdGROKCZBWqprPc8+2AAarkzjOGcfB0guKZ0lB2iV5DbctA09lkUk8wIQdBmmJJm9h4ybuvSxUHXRh9assAAnhCpjjSB+NtNaVlr+q7/5r+q2HU8HreQwnma396bY748f7v/55/fzH/74xxD+McSDgq7UNO22Vd317frdN9/e3b5r2/b27ma12jRVi5ROmEwQTYDkakRkwi0NBIIWFsqgPq9qZ2OSfJOf4zky5TL3aBR5RWFIWXear/clZoLibDIiRXGMlxTxC+MQjywx1LM9CUm6MhcAsQdYRRebnxwZjwPNUFYG9pZXvtQq57bwHGR3lt3lnmr5gaVpzERnann8meu4BN/TIkfZ61QzZzOS89oLj3pA4pcuEnqZtNi90GiKluosR1uCAUk1sLjXLF0XZQ9eBHhof56VjGjL0YOSrQ6lhS0ZfUT0oEf4mS96Sf87W6KcNZzLn3OvCgZBzrFYfixHZC/dag5OzG7QGXaCoVHuvChHZKm6yVgLyPACQWS3z0WRGMm9hCp+agHBDMySeqKtB3BFsL8HQRBh3piXyB1qpymaKVP0cS4gghuJRFTB5hvpBaQzQJsIjgq+A+9HbJ+ZIYMbBi+LvLVsZ7zcLhAWWpxmIDgIQSO/SIIiAzo+UEpysD1xjUFDomHF4iec4RZdwbQTY1Go5uRieRRLawrvYQYoIL+Bgg67LNZKPPPeOSkrXYtxmIPNviaUqkGzTyEQlwcFN2j9EApSopQoQyLHb5xOjcxluDtSBArdB5kwlcMUKbQ9YeOG/yRav5y8ScNFzMAMFmvk2hnYJ2DsR88kJQkRn4pU7+QBQBkdCabJqFSyrRYRpGFUTe+RO9WypJclKQiEVRr1IN6FI5IoL9a0ReL1ixJiwgQZBnZxtJQJMBcyXmlindcVwJ6QHpHT6TDj+GUeMJQJNgCQ3S/quzxsIiKZLHGtYQ168ZuBwhDVCS4ugp6g4yTTc5SSKfqqhvROKgJRbZwHQ6QC3McUFoQjlIWAVePk9/sBtvuQlmhr8ZxQFjQJIAWiY1ertaDYqxARDIWqutKI46Lw46y6hGucJnMLTJt9RPDuXDcN/ArAsYE5RBnK4XiQivf9dp6MmU1ZiqarUGTCklsFi2g7IUsbC7JzVFWrnUnzPAolFE1eD6fH02F4ePx0OD3tDz8/Pn6azfj09Glyj/NMjM08CzoPiegfXxarslDkcmlhMV6uRNnYuAeKVdg5fC7YphHvgn94dfPmNB3M6KJPgzkM06lvb46ng1rL3/3uH5WqNptbE/bD4UlXVz5Nu9P7urxu9dWqu5nMeHP9yphYV/3rt99eb98+fP75+vaqabbQvkteq2trzaf7D123Iv6MPxzu2/rw9fXfTdNwffP1D+//XvJKSv20+yTrxpjdzfVfN/XuYfdBsKlK4er6FZNuGIZKrL3hUZ4+fPjp7/71v7XG/f3f/z+0qlFRVbZvu8eH7z/e/2Olr5qqdVbG0g7Tx7dvflM31e3tm+3m7XH4DEqeO9x/vOdcTuOR8TjOB2uxTL26/Usl1Y8//66uNm/f/K33oe/773/8bVNtYY7v3v/84V8YgK7NON8LVh3mHyQ433dD+KFVoHo+7N5jsFfcf/z8u3/8/fMVqdVKwyp91dd3t7evmqZmQt9dff3rX/9ViSTS66bthhNoyd5b8EULULNAkY4e8mGVY8vgfdJ2OkRw4TFSRf2Cwt0hPY4miAiG0RS3HUGoBD8CzKW8PuTMVUgEydkis8javoFVCQHvEAUh9DPh5oXBul9iS1jRdbVUkNV5pPtFxKwRxoiZBXAkys80piolQeXgXNHikRcC6g5cMc9zDcNS2L5nTIzmg8CvqPfJ4cFkEuYw95nNROgK6G2YTeUUU8Yi+N6IMufcS8+cYRFRBSjjz7KEnFKNOjUAvhNKQVknhIIS2MKaBQXJso2jDpGSRF+O0EsC64Tkln4yL5Wo9VOpybAeABoWdtBGkPAd8LxniGoJ0sVjjT4TPAXSxhBOBbnmRZtBKiXUW2QKxRxUTyg2c67G2X8SHh4E8aFayqyAhckJeBClfK7FnIWhsxClbisfoPLyNK7AXorFnXLy8A/hM+R5h8UZMwOcr0QOMBSTh5kd9bgowUuydKYaOioEzGK2lj0NoFITYh5n7yNFKcG0cKlF8CbYRrlg3brOnn7ZHg6WFTAaISCO+hTizy80JUqYACmGc5UbgFwLLl7kCYstSgKyFs8ZWaSQJGoodZnow6F1zEHGWImJ2EyQ4jm7fPFIAKcZGbkCRpzQzhENB1UYbce4ETOnl24MPEQU45MLwOwRCrFrHnZn6izEumhoEZtEWrisfsdkNmsIM1EN2Bd24TgbiBvwMSLEl3moQX4PaPYoshI1zDy5bKBdFCEF6Ck9UhAUTVbxfUE8f3rAedvDR9XOTkL2iYIEPQx8DkCWYQq7JKW2wBybCZpNU3RF1hdFuMR50TGH1GFM8CnpBFa5TBGzjhrXhacqQAiEMplr0jSCecQ401JT/0k9DzWxYLBL0MK7XufODlxlpLUvceOw/AVxoERKJUsNYpZQBOb3gU8YTnScwIkoFZmjZPsfjGDgPYMbMoFSZJyF/2eGqzL5yxkIVapKEmEXjxQuVlUTzo/XweaXQgokIMQxgz8FG3YYX+ENi1j0KzwZWKwQ2YuLS65deDYotwZuA0+nQWrEAk/DCW5qRK067E7iZh1jOZxmzuvT4J+epuubt1F554qvXv1bDECtO+yeQnTzOE32QfHt/vj54WH/3/63/7ciBWeHN1+96eqrgs1Xt9vb27tXN9+sVv3dq9e3t6+urrY0Z4e1D5JSCMyl+ET+Z/iO1ICh6DybUJ5br6WXz91hHlLkPy5A2/LULGzI5Teob6EmCAMaqjSXMDq0OlmGlzsWgpGytRc604U4Sv/O3elzPOCZg5nJjWct2yVO8NkuZcm+gBiR3mAxCL1QUi8NKY20zm7vlItCB5P1Vmf/4DM2l5ZXQDecfVqIGgseSvacz0TZc8t0bqnPfIHzOc/yzDyIolxoGsQs6dCEIJ7Rzkv44HLIWHhpsSbmeW7Slsh5TMpyv5gdzBe5xLmJzH5xZwiRbLHBj8iQ2LOHJ3EEMssgFSAPUrYt3hQ5nznMl6gO8DHL9rIMSIVsBYKkMZFdkF1ykKLxEsrdEBMo7JkVicURKBNt52BpE4HVzC44mqSCzo5ZNEm0CbEEIQOudDD5JRF3jBCGofOieUweLoJMOuPEC5m3QHw3E+jzepdPBk3PcDvCQJ2C8UqOHDNSF+fQbJoV5XwPSn6oKrQc0BtEtJcLwxMdEQWrQINMRp10qxHLmVYmgEtIaStZOU0WUhzYItNsjCVUvQaPXF1xtHW0/cAmhFZVMJEQEIdGsSjSNCBCR2rEymeRuncOfFe84AKlZ7ST9Ak4UGSIQyeJjYOYGMuDBCQQDxBwP8RmZHiXHgcuCjNDS5lpz9lfCLUM4Dz04wiYQ9V1BpeJ4iKUCJ48m4FfIYoKMGYEz/ScAunIMR+VAAECyK6bM6GLwXwBOy41ZdPkqqSyzR2YKiSMoWz6bKMKZBLLNLmH0xXPTGMijtJHkFLl4QY0G7YAN4MyQAnnJFiYwQGMKLtwq6QeSToPJC0zveu2ojcEhViISldV12J7ILybTcMEsz9QmIAckiEBrlVRsJM7KaGwG0ZpHZBbgYg8bibM2tEGpwRPQl7UkHSDi0n1EA26YPyO0gIk5OwG482nD7uf3//x8/2n6Ivd7tPHzz99+PjDNJ2O40cQeCAhzTYqkhdNBHZXalFbb+AxQNbimGyRZyYrWs6ThrBMlqV4df2rVBT7088hGK36pt5Mo19vXlW6il7N5U+Ml7fbr1NiXbtdr2/fvvnLeZ6E8K9u/2IY93/4438sfNRS9/pdW72+uf3q+uq2X29TUfTd9ePjYxmrD59///T5vm6q9+//2Oj+x59/B8dtVW/gbvbqNBzuru9imGvdhDBbMz4+fPjdf/onVbG//ov/oZ3d08MuxnE28zjMXf2q0k2I0+3Vt9aZn9//u7a53e3ef/vtr6fx+O///v/96vUbMP2Qb8zg/Nls39XIR7l/+LQ/7G5u37IyfP/TP3jH66b+/PnjYTdsrjaT2VeyU+IkoMiNXXN7d/vrH378nQ37IpVV3X779d81bZeSKVMoWPpX/+p/VOt+OA2TXSVbt6vG+sCL7+4ff+Ky6Ovb42lk4at3r38926Ft3hReWn/omna/P3LOjJ9kVYzD0U7mePj0MX34Tz+cCHEttNiumztZFa9fv/7qzd9I0TV1xbnYrt80TQ8SMdNdt6HEMAf1MgaF6HZW/QoOxAbkJKkkR32MOD/rgp2NkLzp6n5Vpxj3+1NKYG/CDctAmJp5IKiBrFW8Z8D8vZlnN2NbQJqWxrQFmAYErwCV+hWRporCIECSF+DdgXa1qOmoJIaFkPNSEiKRQGcCYwrABKbR1BNS24J5Taw08dVpfzwzorNGnyyFCcMg5ySKk4FDPWUm0PZO6y26DjzXTeUspnJEoqB8Haw3KOjILRBHgqYXCUVAhFDUoYEmH290ZXBEv0gpzAyKBTJWsXHkNoqGpgt7JQ9lC++CcaFpdImmlTLHiEORnS1pRcIOTbgEPgWqW/hwYHlDZgsIh0jXzBILGtKnEh5OtIByhhnxotyAA8dSkNHr0+lyeAmyz0HplkfyC6UenwoEVyKVQ6+ZrQewxC6jcIwIySgfDbgLPKH6R6QVOaLlmCgO6AnLLAfKRKnzwIAW828wbhlNJ/FG2GuQ8U6rb45ls2iwsTI7RLfTEg9cVBJTBlsDpKHoGYKUsgCVFDsgWWlm14dMXwqWGjmiBS2ylJwKTecwO2FieAoODpZ62rOW0nLRBQnOKQAIZ4rlHgxD2cWXgWajS6kFEACgIkaWICejWMryUyotCQJFzYTmGlt+tsHIuWFkobdM4HMC8yI7BLyOY6A82AUkwaZNlr6ELnJsJdD6Q1SSY3vB/0VuG9GZY1StKgAac6kyjxrTXklMUdhTY5cGSzKPEbJ+SkoJKSaQT4EnaLkhcekrxFqgBSoNruzpaLpVRewejLxxr+ZCErMQ8gWko8hsITxNFNeUk0ugl8GaYzF2ZwLWTot6Ba6882iB+FMVdQZWcR3qBmMmak1RWZIn5zLsLgJoRzSXz9TZoGuOOXvBbYDhQk6emCdMu7IkCe67EwTMxF6D8TjuQQmHTFXBgQbEKox+CqX0PCOnEVEEuPJo/5pagUxBfChn/WpTjYMpUqnBJ4olr6glxtEJkJmTbkRVwYQNeG5ITauJd42KHBFITUWOfnG17px3QDZj9ebd3dPDDuWqbPpVRXnLDnB2ySqzPg0mxrQ/DKfT49X1rbWn3eH7pr4a5sfV6m6eT9vNd/v9j30JnchpvwtR/fzxwzCM7rd/DMVegt3cdPX1m3d37765ffvqu+3V9vbuer267ruu7Rpy9sYyTstUrnOIzYiUeeoKiGVOgAJgEsizLnDR4qi5sDKJ+Le0jItybVHiLf6iGHQuTM4lF4KonEuLlo07aY1ZEv4yNXJhZi7N3hJtsLQlS4h9Fgdm9eHSjuWcLupucvQ5qsT8mov7z3M8QR48oReFtGnJyVhcUggre/m+i0d8QYdMCEuGfwg3Wo6LYAZyUHnu0JaYg3PYID+7Yi6pfM9nYLHbXHxTM4E8v9XZ2Cb70Jxplmdzm+XF6UlGJFg+4OxoRceWLV1yl3O2YMGGeO57zqHx2SMKYx1CYXOHTGePFgrCIdE0/e//t/8X7NuI0aPYA6ycsC1RFRyTEERGVhnn60LA8hJ2xxyGtfS32M6xN2c6qNZSIacALMQs880QT0Hu5DnAI1NJ85ZMykCoAXPfpZSoGoHVbYYDW94OadMq5hkaaLhj00abO1ecJco8oYlVbCqFaNxKOoskWajRyPuEcrQspFP0jmTDiOdFV9ksboFlYexGKrvowjhZgrzyzBJFVd7DshdIzN4tGKoROkoEQiIWw+YbXAiDI8rsrNyZwgAA74rvwOcKWwTdAeT3Reo1BwAKLFPci4Hmu9Ad5pAWemfidsoSsVHou8gD0OW5Ph5+4g4pXVa1Rv4wFTh45rOgnozGzWzhhtPARQ2qS1LycIpf/v+T9We9tmR5li9k7bTebHW7P503kZEdWVRRUiHB5ZkvUBIvSEg88s4D0r1X9w0BnwHEp0CIFyQQupQoXaWqbjaRGe5+/DS7Xa2101o0xt/WPh5VnqlQhPvx3axla85/M8Zv2Da0pvOcbzIwazTRsIh7njtrHJGiEbcmtDrIA9S4xeVikzAQuTxQSoIGBikR0cB405Eqjn00FoYyLbJMI0iUOSFWviobP/I4NYEvz1XG0I4aGAycgpS2gtGqG3i+hwm5YRgETFNZ1LCaKNv3VHEqUM6MFBF7MHGigsC4rnEdO8mAUanr5rSviyqPwoT5TMAPUhgMqk/bVnGc6K4tTntom+0gCMOBdhe+X/Kh7X3fg5xVuWEUdm2f53VTlyxDzbKoG71/fHx+3n/d7j8b03A67Xb7w6kodFOORjsafeguHDM5tR89J1svPqDAGcemKZLo1jbCZOF2XWMZ3rF4NAfbAATR1lWD/R4djkm4uFzfFtX+6urd5eXbr18/7vdPZf1yd/U3Vb0vwUFxnnefrMlNklXX9ct0HYbJME3H48tm/X653vz68e9CfxlG3vG03R+ftrtHPwjvLv8iTBZhENZ1eTw+ZOkqSdLDcWtM47t3v7v/8uVU7i4u3npe0OpuNJBn+Pj1oWnyuzfftbpuGtj2onilHPuXn/+wWCzff//D0/0zKpPQOex3TV2u1rdJnIyjWVeF7ThJnBim87L7eHVxc3F18fDp+fHp1+u7u64ZK32wLdUga+NkTRZ2XK7bt30SZ47jmYhyDrYvn42pf/f2d7vDr03TF8fy8uqursuHx09R7GfJ2nWDr/efTMO7vnlTVk+67TzHPZyeXeVvlpcACvpOq7vj8RG+IdevdRMH4f7weRimui7hUTH1evHeMjBlr8tuHLvJMsJw4VhhXj6NvVs1uXJ8PT4fD/swiFA+Dwaclv0vFoIHMVOwnCEKoihYRlGcpqnvJVlykS5WF+t3H96/xYrJhkl1v8/bpvX80FOBo8yuhR0OUxpryk+nbJEwId2sECGDfRQOQ7YGxFFiRtNUiPRwEchmnfIcTuNhcBzPtaF8oscV6Zyuq+DFQpKqX5cYpVRVoVQ8G8ehYUOl2OmW+y5tWU6Iz+YsMnI92HzkWpSBLAjJgVKAUjiAMTRtVTe9Hl3Po01MWgvOMgW+huEd1gXiQKbWQ4o83BKN7g3wqCzXU2jzNG4IbF7RseAo4q4MNZkCppdQfiZuNzXQ7Vib8LBGog9TuAGHBBOMwjspSCccMWSdz/Bu9DAuzj1u+dhMjiOuIWj4Z54YLjVUi5h70rxENawgBNhtiJG4Q+62AQEbXYW6xnVGyBtutB7vGiCKYFNLZ8pBNcag1CKyC54d/FJM+D7O+2FEqru4nW2UnExGJqFxxCaQ8yZO5eH8oQydU138T2rsIdaY6xHMGftWs92hWhCrmbajrBD9Q4vsPlz35z2noZDojRXnHL01IbkjCBAt0yNKUbcaiClpt3B1CyZPxIIYN1AMJggeKm5IDpMgKEQl+b4nyUlQuSNTYcbfYd/C6bXIqGhoYPvNzBT05GKCEmkZnx8bTxR6SDyZgMe0MlOQJcCcm3zm6NDfKHEgolDDFnSmdol0md/0tWnBApZ/hs5E6pIIrQHZCWASjkvYVQivDysk7MyxVBcpkwV1CZl55Lzlx8oPgT7SsJfjgiU5YfQDD6JlPDW4+1rdSxgy8EWuC1O8SJxpiuh17yIJFr+FUi6CDfmeCmqbDz+H7y59xngvMDrHktMEslVEqhwOQBYO3WPoCbGcwG2Qcs6V3rz2Acq1pTURewKsWyWVik8vn1sLswzTctumJTrS9H1bN5pVDbaRUG61YKtWhQ6jUDaoTHXvEF4PwTNgOp7nYZFum2HoNRUAvRJYxRp1cD3QZXG2cFLm+Z4DSC/qfjzZqDzxgDS6ZfIWhmiOC/8zJlfkeysP8AJx4HOVh8oV0oyuM0zcDmjhjiXXioPvB6Y1QsPkgmoehJ5EH2tmUFUNRs9F3uSn3HHMp4eHMA0eHz5dXr7hos6uml3XjkW5RWSNrpUffv70c9PtgRcanXHsT80Xa4oM5B6dDCM3jMgw+jiM0niTJavLq4vLi3er5dXd7c3l9fVqtQmDAIEl8CSykGatZ8IHiweAAkk87ChHz5mA3BLxUzKDK8/es2+tyAwKmWPTX/96DQM480XEEHtGdVK9P8eHzFyaV7GopOEJSoaHPGMM8EpLxvurqvM3Hro/Cdb7lrgg0wbZ2M+KzW8/3m/AnWe33m9a2VF++t/+W3Pk3rd/8bdfcN5AnvMVzl/vlUr6WyPjeQ1zPme4XZd2Wtid/JkpmsAjLDt/3kTzEpH8D4YZ8qiTjnS25M0mxlkqwpZzRvWcI915ps0QnblrP49czzvD/8N//X8nE3Je/xn079m24wUQYI6oeEjdmNtZFOjYRdrsgnDhYQ0qLGwSrnEWuC5Adq5r1VWnNaCaMK11EDnQ2kcoP+P+GI6HsbGLLD4Jk4WFAH5CH8iyFtp63IogOEFySYUyT02OIQUnYICXgBNERh3gESOuqoeMmy8B/gOj4qE9D3bnRaX88PPukhoPbOH43Yd2KiEzgMuf6BqG54pxUUzYlO3K5kf6PXnjMaujmEeDbTUroEE4oCe1xQtydt+KTInqjjmQhIRVpWwfWep2keNuV4qSC75cpFOibhBbLVNxQALgro9kN3j5oMiNYFDG+Um/OFQ6pIQhFpawLBz9MNPbNHajluIYj3dDpzs/8s1pDGN3nMwOy0kxKFqsndB8trqLY1+an2ka225QnsJ5xjKCkidAe/zA67suDH28Pjh0hKyOR4mDQ2Tu2ZYVJX6r264VD8Y83n4dE/IXRC3IokQ+XriBqXUHWQc/c98ulrELRN3UaI01ALQ02ELw44dxKRg7XZ0tlpbl7HYnPJ1963mRbEFN1K94dw0kIh5tx250revaD1Ciw4/n8J11ME3gMrDTbeH5Xl03x/L+5fmhLJqvXx8en3/JiwMtHP04toblh+4dtMWGztK1chPTGPPTIU3Wf/lX/2a3f/zjL3+7WX4XBKooHn747m9Goyhz7XmJYQ55fvj48Q/r1ZVhGnl+iKLMddzj4eCFQZoud9sH4PKStTH1VVFPAMo2SbIY+inPD9vdlzRZ+yoyDGNzfZOfynHQi3SZl1WIluPCsSffS+I0My33l5/+7vH5p2m0rq4+APBN++1+d4+Yu6u3CPtaLZJksT/s8mMZIOwo6JB5PrRt/fz4/Pz06frm7off/QU8ffm+yA+r1aVt2Yf9drG68H13v3uxAPRwmqbP86fN5e1mtR6H4R/+4b+Pk2yzeaObMgxjx3JU4D6/3P/809+nyXKx3NTlKU6yIAy+fv6y3997frS5fNPqKj9tTctaLr4zrSGOU8vSQ9c9v/xi2V4UZ6d9UTV5We0dZ3r35s+7bvrnn/+jY6kounDhLfHXy6u6Pppmd9zl6XJpWWbbVubkPj1/qZs2ygJzcNq2ol92nAbreNwvF2utmyAIHTs8nh6buvKC0LaConn0vETXvWW5y8XmeHjEesocbNdou4qib0ya99WvrIEbqA6wra3Fihm6m8nsQjfzQ+f65v168QaTC9dJosUiu8myhe+FjC0YwsjnqtxzbfiOmgaaAy4ymBVGOiUG8zid+jIv/DB0lQ2pBcP6/CAB8+E8mh3a0QvNWh9DL06XCxwLTV8UFRtI7C/AcMNqGTYeWqwRmw7AumWRBYrDZDZPnCe5kpOJ4RP3WFp3nIuZOJ3pfWIPCeYHejTF/bzGp1LshRj/YXvIABkTRi5U/xivk/hCewZPbmojcdoNHPVjQqfAkICWb+gGTIj4arB6NMBzxM9GehY54QPUrc4IOhTOUGlm5HYHwIyxZlTHIawc7EUo/+k8E9mj7PEIjZb7lzkfs6OGky8stpgWgT2/BOTodmjbwVU25GK4LKB74/6QqQD0KsNS1MiekGw9houzBTGRoOSYvnIRXqqHRreMbOVVNhpccvFS7jjRBzIW5Z0sY8iawzpQOlRE3bIDY64s42cl/QLfCzM7qvel64O5nRYxvhpnBRnrFZbRA0a0XoA/MXRDU2n8yi48CzRt4FcRfS+1OdKIoiMBq4p/ifGUtz/C4qHKc+EmaBu+LSMuO74OUpXiphNsGCtFmhfZIr6O/yF3YYnm2JbylIFERMh92W4JVF1IomeooJRbFNaiOcF8hX67uViauQ7QYfJHRWZcN0H0wfZe5h1Q2WGfyTHwLBea7f0uuZ/z0hhvmVxnkId4PrpEaALzqtPwnghMSDYVDNPm2q2fwhBIvAZeX0zkCQ+jGRLdC8J7HLSFjDNHbWZQnwUkprCCpC6FCAg5SbZSJueqGEOwOCHjm93uvIuTh9KENYavMCbUSKbVaI3AOCJShKkzxIDDenbW0eHTiilGPwBjK24dvlkoDgH9hVfNdFw1jENdInAJZnkUY+g/8SlgbQaelml5KH4M5SPFCEOYDhhCzCmgSphdW/IWSw+A7QWzH/Gj0Z809BiOO45d121d4f1FDBXim5lkiMMZDxV8Fh2aTGx8h9GxMK3GK2oadQ36wzhOFaBxOBj7dsIKkdtn13XEAwZEm1R8w9BAB4QXvSzqIj9BeW04XV94XhwnqczWbctNU7+qmw4zF6Q9HU+Hvu+P+0L3++M+H6Cjm9oGLWTTHoYBiOa6KdrOdJ2xbg6TUduWG6js4nJ1c3t3ffX9FbrBy9XqYrHYRHEcMU5sZukzcZF+GTzgsptimsR8gmP9fe5A5KB7jY74k5ZPeokzxPw1uHxWmHBQMgs7f/PXOWxQ9kO/ScObEwXOjJNvGXizYe619ztv3ughfI3dOyswv/V73wL0zl/n/Acn7tZeWy8Ok87pL/PP8PplRP35G9LMa2t4/gPf+sZXaNJvgC+ikuUJcv4Rz7/RN07o7APkHl/Ke4m+4DpLNBy//ZrfftTzkfUtYWL+Fc77vj/9Sc4ZEDj/zf/9f/V/444SN5B4x9nRcdRB0jQHRXOgO9Ma8WmkEhPUfnLG6CizGZw9h+0A6aYcR+uhRST5jDUTuYX40QVZI/55G4gknEriZ4Msyre9wJ36qaywHydehbcUeSfSTyObCO4OnMpkRkHdJxPoIFQBvL9DxX/ddTGhY9LrgFGQZQg9WeapDrRAEAuJiYKVPQoJ27Q0ZH5znTHHpEL0jwOFBcpsdD6zaPHQgI/su37oTMPUQq4wY/tFF4sVHy8/WbgzTxw/h+e7XIdiWkZ6+BjFPvPBSibaYcgPKj/+POxnjEnEXTtAxNV7vkeDCmzoNOzBt4xxtQeXXZlX4KTPiSNw3XANJcxWjhOYvDRCiIh1gUS1AjLmWB6pm8RAI4+V/hF2sDOGCE8CISXzLIKSJzkmWBMxQFYpVymnqZHNM9Nr+fAznrHDFo45SLjPwMDE6wwTKYsJwWoNsGIilt0GBgOWeIYUYwtBquckEVuWacapjzlo159OVRQFDLWCl880rKY51VU9TkOSrMp6V5VF2w6eirN0GScxp8io0oa+5WR8DMLAdXxjMpu27oF+qckd1Xn5sn3e3d9/fnz5qe1wUJfYKbpIMDceDcMM1F3iX7Rd2fX9JvvQdk3THRzXy6KLti+nYVotLuv+VBbVzdWPI/wVONIt01sswti/LPVjVw9xmhyOz2V97FvLc5Pt7tfRbONwtVgskvhKuc7h8MRNsLVcraaxQWvsOF07xvHmy5efT8eXquK+0ZgW2SqO0YB1XRkEQd1UWXqZpJen0/PQ9avNdVnop6efu67J0kvlO2GQFMVxtbzebu9h8nBS2x4uLy+fHu6ft1+CMIjCzWazXq7WWuuX7f3XT58Nw7y6vsrSjYbU02mahlJAz4ahV42Gtdu+tJ0WUqPrWFVRXd/cZov0n//hHyfTWV/eBJ5nGoiRr6qqaYvTcevY0dXNTRzFdVF3fW1ZuKV3x4dxNJM0M43p6/2v4+Cg4IaPy9lcvDnsvn7+8neWEcTJxWhA3nPYPXR9m2abqqlCb2GYxvG0XSw2tmlcXb4LI/e43+XFIQjtNLk85TkWvE378PhxGKYoTc3RTdLMQb07WPZQ15XjqChc5fmep2s39ODs98N4Oh7un37KEqSf58WLrurBMMI4CNy1Zdll/dBUpyi42OYffTdrh7rtOj08TUbvGGGPOa5Ez9sEhxqmkbqWE4ZRGIZZuoyiKFDLIMxWi+s3bz68fXOjAncarTJvOJp1MG1BgYwQAsc2h6nHSMdGyiilCviABGGIBCYkqs8iaqSM9zmM166TpHHX9QDn1K0fhhyCzETrrmvz/OR5nh94IfSWg9aNQmoEEkdYKjIRmBUA5hw9thGWiQ9+ECoD9wl1CkCZyLC5Gwesv/wQqs6ug3OPpwdWKK9IEhhxGZTH8hEfSVl3yFiKfrSp71HdIv8aGdAK6mnWhWMP/KOQtWab2cwHxczoDLaWOR05GHRisSPEjyGqVtqEOtlPUeFJgRMqTkxIJR+YVbJI/vDvAsIJgDK3chhTgrCigAqDTg8eZWxJBHgjiG5x9oObIuoAesMlr3tGHmDtwgsPauDQM02rKGrW2SBiIg7OJagGuTvcO2H7RAu3M6H0hUUJFCnIwllaUAYCc4EUWxoOhTMTRDogDg+RMsKFAc1jLaNTRW6EN9FD2kRPEb7h4hpFqYCFIf5CPiS55LS4kQM0IgQPTngyxjA5ZSQBdTFskhn0J1p9EHRkfCw8cNk/CGKt1S3ANpIS8ZpnRW/STLnguo85wBZjluaUP77RQkSYg7HZ5uB/SkzRN1GWkBi4eeZUUaRPICCRLgtiGoSL/MNUrEAbCXMCb8MBkUHYws2ZvfwtO8RmOiwDUXqYhuFHnufBP6kb3BDwTTC4nL8pxL1t2/HpnboWzkxyWmUTjtmeJG7TjDTrPm2ylyB7EXUVUXDQCbPOEXImHlTGQvLrQLvUciQkzAkJYZNcAOws2XnOCF8+5UhcREYSsRKI7kR7LFY39qsYHAMEBVu7pP7OpiEqsWULAme18ihBs+y6wgIdTyBeahHIoe9Hhvs0eshmoOIXnTuOmqZGndTUwKd4MMUMjkKpQLKLreteSil8gh2rKVsb2mbkhQaR3dRYEqLA6AY/cvtW0j6mumoxAKKMC0pdbluYzjw4tmjmmV8yjJaDoVKrgXwnV6L3fSV7CpNtNnFAkCCRjQqEu6z0u1Y3sJl0pun6foihBvxBCEwMItV1Q36qwyToh6muynG0tK6oJAXDzA+S4/HFVZ7ruEEQl1Xed63j2EW532O8WCsVHE6fH55+LqqdbVtRkIRBEMdxkkWLZHN9+e7du7eX128WyyyKQ/T7qCQ5VuP0fF5rU731Gqsgn1Du8+c+8Ddd1dmrzP9BTxY/fdLvvxrt5qjN15iEeVv4J9noryZCTqde+zrRiL2yaf6kqWPLN3/lecn2LZLuP2/5/pOWyWRWD4t/sRBb/3m/NCfIM6VHgu9ff9pzf3tWZp5/wf+80ZKOTvQLcyd7FlsKX/TszfuG85RLWTIt8Pr/acD9t/7zT/7m3Euef4vf9pOvLsT535qb+f/jf/P/aBsc0zwUBNQ2IKzTsZFUY47E+p/pq+f+kgHmJkp4ytJFAMw0T4p2TMMPVOBbbTsVhWY4wbegjB5KhLPZGmM8JA7xAEJPyKNhCiPfVXbbtI2GG4S6bbxMwLUxfEkmvvAA4J/NLes5eBf3MWxjHbgbnDtAoa0UTAkUT8KCPLNg7fPDPb+kVtt2CrmfAAFXFeL5HIzrZgwAP8JI/SZa2mxbVCoKDhmIKjHeg/zdGjpMlYYRu00DdRg14j2CvCSc10e4n10jhQboFGY0QG8D4cRgKmgRqcbEy4XbCy4boPdF5DOCFuhB+dBg1kU7AUolXG84p1y6Ijni6vASzE8CR1/4R7C9060xYfzf9sj9w78LDQb1KpQHTEEEa+JZ3CItHyir6FupDTPAGxSADc6MDpk/2Kqh+WekB8tKsJjFNlFXHe8b/Dpgn2o0xDC7070DejhmivMamqJmE1lF/di3PQRjPqDqFQJ/YE4QKTOKGWOsqsL3/R5Jj4CD9W1X1lWSJJy/0GOOZSDQMHn+lGRJli77YSzLGkCaznaQrC12I9kmtF07bHf3ut33w/Txl09fvvxa6cft9qmqdTcWw1iyyIhtYz0YDxjZWu99J83bX0ejuV78lTPFuX4ap851YmMy0igJo5XrOKfiJcuyvrWfDz8bQ+S6gWPZcRBNdrPI3izWmziMXNfv2ur55f76+l1ZNsf84fOnT5bdcRvpvLn9PWLd2sI09TiMQZBUVbU/fl4v39dVadueUvE//PHf/9Wf/4/L8nQ8bZerC88NoG11gjI/lfUuSbI4ArPkZfc5CGPb8vPjvtKHy81dVZ2UCr77/s89z/nD3/+9F7i+v+Bbr7Yv9xXyA7ooWC5Xy8VixQz7dr/flmX57v2HOPKLvMT8xfegh4QAdQRGpa4GLIHhyxJdUxQFdVGmWXZ1vfn1l0+Pjy/JMsqSrO8mP4x22+eqrjtYYdo4iuM0dCxV5lVdn96++73r2ff3Pz3fPwcRSrDj4dR1zdgbq8218nwT1Puhro/MV0v6odCIw7I95R9Phyy70Lrc7XfvP/zu+eXL0DebxVXXt32vsyzb7r6Mxthq8/rybddMbmiVVV4WdVmdHMeI/dRyBlcFabpRyIvoNhe3TXOgCrotq9owrZfnh7qpEAFan6IwLfIqSn3LjJIk3m6/pmlWnI5tp20rshzzsN+rQI2jzov7bjohMrEqh6Gr6mPgpW3fNf2R7V/xJ7NSw1LuIvCjMIziaLWI3yyXyXpzmUSLJLpaLJeIM6B4xrIHV3lhFJKRC1UTw+IVx72omOkGGywLHAUkgAP709c1tta27ZP0hYMdXqS5RofiMYoC3Q5l2Qz9gN2dBVIiCMziMTYM3XYg7rr4Z1id01QHEYfYuOj7YNeHJsa2TID4OIbvO2BjBFDI3RRnSZi44b3sWkoZDezT6N6dJ78obRE/Y6LrwzYDP2kLl9pAZgh1MmjGzAFx4wwQi5Gfjp4CVTt99Dz/QdUSvYODDRtEEGBUdIh+sO22RVw1ug4TqHdJbQVnwjDqCpHQUsyf0+14IoLpC8mJ44Faib1cC/P4TF/mC8HzmSZdGxwsTLNaZhKwOZCNIk2aKO7BvsKuzMYl2HGxxxqJeE9pJODZk1ABjEoF8CfhUaSqYiuCcDLcyOdlEbdPXBm9CrowFADzDD8aeVWSXyyYBIFvI7MAw8pAzWNsGSHT4wA1GS0mQpaGWqeFbx/TGSSwgd8JWea5GJHAYoEKYAgLdmUPcymx48K1Y3EpFjsC6+RtnQkPVIOcvxhPe/wKLjGYI5QIeJhlQSksCoHBnFcZePdpvoDtEItQ2hjO3HWirX3lIHkcFYQAb5DQSAWtiQkyNlF806XRQsMgGQ9SoUkjyZEiXsRhwJaJbQ/+JjWi3A5CkjOTrNH2cEKK8S4/MtM4o2hNolNkyix/DOspD7GyAU0TXdu3Glgjundo9sNEHSpi/JrEp/NZxRuHK54R2ALMl5dTNMPQ1+B1myABxe6LLaiB1CLAYDFvMGDA464siPC/KeNEwylonrqeCUkcuM8hHFCSK+zRxRGK6RhzI2l4n4lxEkvoK8ilhGasW8wMDdOoigb4FsnegEIK7bQJDRc+4sh+8JFOiPNihlVSIQVqt4SR4g1vNWLJoOFyoAgzTKyd+UVQyYwj1Fik7CBP2UbQaKt8t2302MPLM/ST57Mu49mCZ4MK38kw82ODiYlplIUe+jFKvPJYVrXGYgFmpTZOIn7AMeUZ8VPgDaqqpq7Bf+JTMLVtdTqcssXq8fF+GI0sCx32e+xDoYwduiEIo37smrrcXF723XDYn2wHn5pG9/nx+LL/OS+/dh3K77I+dW0bKDddxpvN5v2b72/uri7WN4vsYrlaxkkUhr4lUWpcRJ/hU0RCsHpmfTbnOfw2Sk40ozA9cdoi8ZWzNvQcKCctE4dcs4Zzzgzgo8a91qxFnHeM57ZwljKeYTNy4kvT9dt2R96y3yTv/Sf7xd9aCo1XterrDvPc2fxpc3X+sSmTENPgTMB53UC+YkeZnn1u9n6zK6Q4EU+U7MlZWwpZ8ZXF8pppMedQzDvDczajGBB++zuJmFao1LKmfc29+NOd6Pw/ZGErutBZpvu//d/8Xy1LhVEG/xtJxzjOQPmfAvB8cQhSPo52i7syDu5kS8hhFUdlootgjd5DDWI7VhKpybTyXFPqSbscl2OiSRDGJiX7GP/wIJBIcr52tgltjT2VZdvqHj+ZB4uCCCzloeGAWewWfC54/I2U7HuBikKcwmUJLTZTtvH5lIvHMAB3sh0IL/keoLxgWSOp36ZLHiaef/oI5bcVUyyEGeAX27YL1eXQYRBFG4IYA/BB6QfAIVmmDOM0KCpmZx0tgmug20QUOMsCoeO89uezgtFhji0HxnKXcU6My5pYbYBGw0AN3VCAAUN3O+CcUCa8vjuSUN93ne8rvGgcZouJQt7fJI0maIR6rbHH8wNIhoSB27M7nYlPJEqL9UYm48LgdlzIX4PA6dux1X3b9eAsO7hyMPolQ8l14ABhBgN+5qbRYudGxwgeqVhuUOvwp8IYneZHzDtx4DKFbOgkphyCDbk5xIDewRw/zz5cD2w3tOM49s26quZ72sJg2EYCL02kXC06rhLdf1nWh8Me4ahTn+e702n/+csv2+PnfsiL/LTdPw1jBaci2pVXSJNHVCY8lQjkMZRr+pEfG4Yb+UvDRA1kGJ1nXV5dvz+Vj6bRjf2YRKt20KZpF6c8WyXPzw9B6JtGEEert28+/OHv/3ZzfeV5cV7sk3gRBJ5lGUWeN01pmM5u90LWv637+mJz69rR89NPk9FOg5GlV5PRB0G8Pz3E4QVhE30Spz/9/HdhsHj39sd+AHIGNNG2dF0vDJZhFO9eHoMoLopTUTTL1SUEpaed53tlkdu28Vd//VdDbz08vuTHY7ZMiMB22lbvd6fN5tIyba11lEZPX7+uNpvR6IcOatcff7ge+/F4qjxfldWxqfVysen7TpRI2Mo6VtuNh/2LHyJ3t2vb5eby5mb96dPXvBjG4ZilcT94eZFPo87L2rXTpj0NfZnESxMam3yxuB4Gu22OYYApyunQmGYbp2Gel207+H4aRtnQAQJpWZ3yAsO0qvowjWOWXox94yq/qcuiyIEHj4Lty9P19fW7N28/f/7l5eVro6tx7MIocKxIIyDOjpKs00NTl8M0+MHi4cuvaaosy9lsbk3DHoa2n9oiPywXNy/bB60Bw8QHru1h4jjtV6urMs/XF9eW4RTVvqkbw27qsr24+IAfony0Le/7H/7VNNUUiZ2AlxinttaWV0f+1e7w+cvDHxfxZT/q/enz1NuOG4xG13bHfiyUG8CjazBYD42T4bp+oBZJuvA8P/GvVpt1lizWm6ubq/euo8IwMCwDz16GZS/+Fa4gurYr8kpg36Y19m0d+PEEfyBWSdzzzNNQ3vNjELhJEnbDWFcNCyfWjLzGCGTiacZFhAKQ1m5q3WpCaHjWcy7OvQobTlkVQtY+4JMOyxkSnxkYz/MLzzOU/CNcjrxuOg28JxkahNYhp9RGFhzAElggIYBcEOGcVM2ET9uZRhgKgLjE2QthNkXvgq2DvJ+3Mh1vuJtBJeGBL0hAVmETzl4C3FHrc0pF6iOHaCKdwhKVrwtVGDNu24VtAb8+tHbYm+EvgGTmSbmkdGKLgnkZbFBwreMOxWUxh7JKCvAcSC42b/QPpkNMFwUwcy0mZy81FAQgS8ScEF8p75T3CPtSwLexYjpDOvGfQniGkhaEFcRxEDsO2Qv0zfyN+DYx/ZV7MD+gIxOeTOShAaIyj51nEDvAWhLDACkQ6dySFi0QL2oEmaSEJD2IgnFYj7pBAcqrmctJepMm6FzwxgnuRayVsoPiCGPW3ch9TeAArirIbajWkRUBm2EWMlR4iR3vLBbDvyJoH6nIRM5Dq4iLHS31NegEJDNtNtGZiDWCYAdJJ+JHxXnADpy3EgofueLlvubjirZKo7iCsJE+GgmpZwwytJFGR3WP6OVszB26aZDUCqmwkQlBmaINyygqE9yDRd7oBjthDDS5uuZ2HxIAiscAkOm7Hu6VHhNwRkfyl6WDV95cyoxhpLdQvOF2HsYOHzRA+MRyId0s/sLbioU9ja81uHliimRWBxTC8so7CLnF7tGPPMuYICudpjKHPRsDh5nvgW2jSFsl64/ZpHi3oRibelKq5uWTHE14kik65pSbllFAnmB+7nsMd/jBP/d7rLLYw+Ddi5JAcuoYh4hJC96RRmObyY8Pds7cg4GEV/UKqnu7qSnmIllUXivMfWyr02i2ufHrmhrjtSj260qjnrNssQJlmc+jSbxLZEPgR8JTChWb7vK8MWzrdDzxYbC2L9soCpertWTMYD6DIlYYlP1xv0dqa5hpXZRVaVp2UQDrFSUpbl+tHdcpilPdHKvyZLtKBcb26b7rStMZfGWnWZSmy83i8u2HNzfXb66vb9JF7HshSm6w7lyEaYtlCXp0igjOGBaZzvMY40deFkJMtnjt2V53eXNL880uOKfpyBEhCSK/6bfOjdMcDSjJ1K//5Ny8nb+LKMt+uwebISiMTJVieAb5msTjU/ExTwRft4W/WW2dD2f8Rdw9Do3ZX3f+CWYKy5wcc47n+dN++Nv271XRSdOiHNcEGX5Dj8rXFvfWaxi9XCjnV1KavfOL+i07UeSyRO0TeHOWlc7iz1mUJy1b6F1EYXZ7/Ze3V2+vr94us8s4XSiFUN4owdveQnWDcQX04g4IxZwqYVEmwtN5LYubniqIEZMq27Gi0BuGsa5h/achG24EnAjdQGwrUweELEJasaAgsWRpwf+KIqjCMCXCig9YS1Y5IhjE/wkAs2Ouuh+6mCtiHoaRtvKcEC2fmec1DQ48m3jx8EYBPO0cXDTHGb36DVzXbht0YwDTmZbgZhBnQe8BdBqGkSRYGOZ5C8kE2TDnJSzi4Eg3nvsl0TiT/kz0NmsIz3ODEKEIWrfTHNWNqZ5MTwmnYd9D5B1uFMzLITiEtpPyDKZl4DVh0i4964idkxE1AaEICnVQl84JEGJOmPljkm3gBx42ceQQtw0AMLNU2rS07hR0GvhRp9Goaw2UPH0w8oZLrxgEymc4BCdtmIrByyD6YN7NQiKVJ1va2jmugUImhDgzXiIIvVb3DXY7vW1Dm0IhjStXPuRDXCDL55QWcFgTQdhre7TW3dCRaZgsAmNyxqHb7wrf9+g8QnwtNB41GC+n04vy7Lpu/vjHv39++XQq9nn1lJ+K3e6l7ep+rH+TiADpjbIiSlUdODcQzhan4aYfNO6sUDl2ZLn2d3d/rbyw1ru2Ky7W71zX3+1e1qsPw9BMU/f0/LPt2L6KXeXtds+WZdVNkSaXjutGQfz0uE8Xq7J8cN1ptbjSXWtNKki8/f6rY4fPT18dJ3CVP07TYrXZvTwWxTZGnLe1Xm+SZNO302RqG3eyoxTeNcMM8qJq6jyIwiAIdrvHGvGx9WKxevfuuzCMq7J5fNn2o/nw9aNS6cXmwrLxzDRlZ5r6/XfvqvLU1IPuG89znx9ebMfNFkldY7WdrS66vj8ctsyWb+LYZ6xzul5nFxepYZhVBb1ZkRd1rVerlRe4uAhN1qBmezpWdVWvLpa2MWrdZsvFapnkRfmP//hHXVdXV1dFVWk9JnGE0MV2VF5YlTseOe7L09erm3UQBE3ZOK7pBWanTXPylQ+v3cvLtmsH5SaO5V5cZ4pPjucFZVVUxSnJorqoXM++vLyCt7IxqvLUt20YpWEcPD7eQy5UF12rAz8ty33dnBpdeyqKo3U/DevF7WSYT0+/YoE8qSC20nTZde39/S9pfEv8gHE4vNRVuVxdZsu06+r7+18O+51pTUm8Xi2vlZv0Y/ECl2Bhuz6030odi6++uszS1FGWawVFUSgfE7Fhal3Xf3n62gyFZ2eeCpqmOJ52fpAssuXT9uPQ68vNmyhcH04PeXFqu2ayig7MusCy7F3x0cZHGBN9CsTc9Wq1WGWBl3pOmi42N5ffL7JNkkZZmsRRCvEkluKNY9tTbzQalbavvCAIuOlC+/Hqqh+5nYC7T7cw+41wvEgXIoMx3VTwu/q2H/iWaTW1bjAsx+cfuL35xhPpztQijGWI4mBCdmhnmKOHyFGisDDm54a/G222TNTWopDiygJqGTZsDDqnwpzFvfmnZg+JuZMeE7Ujk9VsL4BAgGnRSFzjUJ+bN55sUjty6ncOzWPIlcy7xB8kkldeiHDkwD3YtPzq4lXAt0K/jM0oekhiddircLsoMTdSInDOOIF/R9ojt5Rj13MpR+s1f2YJ8MXvBlU/719zjoOjDl+8TxSLzoN5apF4I6BcltDeMx5AlsCzzxlLbpjoMGUU+5ZobaSeo3VNCBAo62fEjeD8qCrvusEP0ZUxAACqy7l6mTtU8jB510p2K5UmZz0mfyfZ4EmN5QL8w7VVj42rhLxRlitLOalmmOBHZYsIiGg2oU+BghcZlsMQix8YDnKqc9Hwi9HvFQVxHvfPJPv5buPPfp6JS9gArBDWPDIem6blkyV7APxpkSzRrIZfVmJCEMEq0WrnpBAi6NAryQxXslUAPteYrFA9iMeGiwsDSiK0xviC2C3jNxHjyawomyPOHdElTUkSyyxfkooMa1RYS2IEzwXmnPTHKAiR0eElHcDSPHe5XNuK5QS5C2Pn+R7cIg7sIW1DoSIJ7fLpEwOb5VgKkDSZtkjMhtG1rVTWAyA0FOkx4guRoy2MkaIDIpWKiB9+QCQgGmqpMzG1bfowVKx0KQEbGelJu+Bc3uO9EvkcNpmY13MPzk0sdMNdO9QoZpAUDzOI8EXkMzWDgFBsBKGH/g47dxBTAcWte+6UZJOM2T/j4FFJyeRIJi/KM/tuoiMRj0JTN8y9nFo9qsDpetgeZfBUldoPGf+LE2AIgmDssT6FHWmaO1INnAG175Zd5oWsj/pxDGAvtqLYN2dQAhYeynOapq1L7bp2fqqKpum68f7LV0xEpuZU7JSdlvVTnj+Og7teX+93ua3UMJ66GmuFstnb6DB11R4Go3KRFhuEQZKu3CxZX13cXd1k11c3l5d3V9dXSZJChkrdJh5Rbso518J29DVL4By0R2bmeQn2Gu/3TQzJE5mf4jMGZf48nru6c981L8l/I6FkbKaY3+Yt3GvKw7lzem2JeGd9MxCCUSIsSf780rUwvm/eQ87pCK/qzT/xHP6nilEBz+AjIfIKUafPq0eRg553j1SJg4jLm4ot3avi5VWzOi9FRXn+mxWifP15gvknC8lXJirvrxkSKkOw1ziH15bzFQbjVPq50s/P+3/+2783HYRYLjfZh+vL9+/e/+WbN7fL1SL0E0BCkG9OW5k92uDwU09CxWMPcSMuSOokWQCwKWt1jzwZz2nGDiFLlmn7+DTi4OMbLURRC1k3TC5qcbXIdhgzBtt2PZvIyqHtYDaQt1PwSpQT4FpSngP7LKZiHE4ywROe3YHGkfl9xEcXlCobiaUC7AGUn+ITxrb2WNs5uDI53eTBwVAgc0JijzxyXYtLKAg8Qj6Y7ESGG2a66Ald3vXkoc4zKkzTKfhBZ8L15gCpApIAIZdHuDzrAqU8CS/EK8y3EecLNuYoAYiWxg8lSa4SQt/3YwNxgul6MEXgkzBvexFrZHMUZziMyOQEWuHgpn2cShsoOWmPkYEITDl0nsBpTeZqz6Bzw4Rl3HY4m+SnhYIijpuZCFRVHXzLRG/xReY+Ds8HPjgYJXrY5kmnDuCexAAibGdwIPCR5xIy0arEKwbrAbbELl49Wo1ty3Z9muPBSetwoBmm1jVQKqwE6EucwiBYpKmGOA1Phe2oqm5rszzuj0WRP2+/fPny0x9++vfDqBtd1s1pQnfnGAhFwIvPOmwTeguF7WWk2yZQq4vszdPus2U5XV/Zk6fH8s3tj3gHJufD9z+8PD8v1ulm/dYYp+3O7oekLHDi21b4sv2qFADcVdUsFstx6n/99CVJF6ZlxvGVqyLLNneHx/X6yvP9bHHz4cOfTf309PLV90PHUVqXxuBf336Pid1ou85Y5sf1+tIyB6V8SM5G98v9P93d/rhcfBiG6vn5q24tTy3TRQYckD1YJgx1ILuaqWXaSgXKi0zbKsvquHsZDOvy4i5Nl7bVnY4n1878wFyvLlo9HHZluliEib993rWtmUaeUiGG007ClM4+ClOt9WhNTV0l8frmer3ZJDWGLyNzCNq2dS3TDUMffqEJZ1/TNk3VAxEHNYwa+0ZKwLZpMexWXtu0SEm2prI8Tv24uboI1gFywL0r3eSLzXIagRS6u15NqX0qK0+ZjlVZjpcfxySL1mv7n/7x7968uU2zeByHsqiXq4UC2hGJhVEUrVbrh6+fnx6fkiy7ulg2C3+3r6qirert9uWL44gtLVEeeCdX6v3T8+e+674+/vH9+/+B8r3d9uuPP/657vTz/b1ujF1/3+oqitLFYvX08mscrWw3NafLx6fH+6ef7m6+u75+hzlrGOy3e8cdbFcXh30YBWm2cl3VVL2r+vfvftf1VtNuQ29lWmNT6+Pp6zgYUbiutMPGNxQAAQAASURBVMZus1Ra67J6Nqb+8uJt1RT5sVot3lr2lBdPSbLxvHgcLVdPvv/maL6Y5rTK3jpWFvi+bfqL9UWr2/vtf1tUwzHf180/9mNlGFAaKydIos3V5vbdh++yxWoZv42iRHnuxcW1M1mxZ1ZlGfgRJiuomgYThGvO3UerrgfPs0esrokLBs1l3tNY9uQHcafbl8dtuliGUeh5Hj9stWVYUTxLyuDPw7kDnEkHLMEUgLAHsgxs4bLnh30dgZb4iINMKGiqqaf1yLUdF1sXdF9nLBn6DbnaJSLqlYImGlEo2dnUsJqaiZ1YiYiQkl0IRvmSaESAZ9ciGMeFQpXJ4DNiG6+H7ENEq2PipkOLgg8dZW/4ATjPsmGl4/8xb4ZVC9Swov1Dj8QTmR9nc7Imz+V/gRKnQ+4ofm2qQ9nwsOsT6Qe6A8I2gKjBfYmymVgttsoiQKWaF8FxjGPiJSLTshEx4ohEQyQ3xotc+c5YP8JdoZWf5VfzvJvCJDZH8qtwYYsXGe03uhW2qoLxfPX18EvgQhNKKm583CMSBDV3XWeywAxRwx3OHxjEFAPXkOxL5c/iO1HNy1tMmn+JtLWJ3BAstoR0IXkIa0ywgrB0YnVFsa5kQACaJ82tAG54b80VnSQsk7YyDvqsUeJqmTog/CUbIaQ18EMycqzpeo6wW2RA0IONMu8MuHd10RcNkCNJ48QpplSzc0C7ZdjsEvmLIEcOIiA+cdwMUIUkLx3cqrD1mXEM5Dj4uuipsGV1XHOY8L7w18TXtzFNQLNJYx4+WeybEB7LLScstAD/cAfI0nF0LN+BRHlAw4z7HeUWmDSUSppICwKkFD5NOmVkYA0pEv4fHwPiZOHoN/GWYeGJ5xOVMQMtmX/H7G9GgAsTiQUg99sgzLF9G70AhDlIO2w0kHPwwAj1eAf9KjCBfuAgTwLqLVTVmGJYVtsh2TmEWs12bfybLKiocJ4Gh7Acjj+gd+C6AtQAFNjIfoAbpSUdEH+g6S2IuK0WU2lU1R0S/YxhsOoSN5dj2XWpEeUCidcUxFDMdf3kBW6vAdmKE8+yzfLUOMoOQq/Ma89zbMPRDebuCP1C/9b5oQrjoMibMAyV7+aHynUZcG2BSQ41mml4oTKwjezg3Et8w5gWbjIdEDf1l3/9Z4f9cQAI9Opld/jhx38zDM3j15c4Xa7XpyKvbHf1/PRr2/TEy+IjH6kIIuXBdsxs6K3Pv+a/DPeW8R9ao7TtOgrWd5vvfvf7P/vw4f2bd98tFlmSZnEU2bYT+B79SnhERb53poHOXYy0Iq+oJNmLiIjvrLE8L9gpmThn4J23gudua265zuRM+QvZV1y9zV9XlA6vX0JOFmyEZ8XBvImYxEQ3azeN/8zCN0/i2LzJ5EoSCOXLnoksZ1/c+ZeaaZnnXHVqS74xbyg6wAcQX5u7DnwA5kTKMyNnXpOKo1hOIhnT4Qg/81q+kVpeIaiv3MezFFZ6RvyX10XpuUucAyiWJjhyxazDeO1gzQDqyChepe9urz5ky3UUri9WNxdXV0qhThMLnONQM82hC+/NefjEsG+q/rqpKhrNbYyDZM9ziB6TEmj3YvYgPm+41QhKwdGMwtW2qqpt6s6F3oM7N0DPkEdH5PE8tRTwpnBubBtZN7gvhaeCO5EGVSzocTzxqoDXH7jIbuip8icFWhbBc9oC2kiTnhA6A4k5YjcFVREOFSb5YmQl9iTwYIahRWYoFRGQPsKzOE9ncVbi7pPGjGp1WQeSu8WzXtSh8j66LnK627atazj95FnlK2BqPUDZ5IBfCtwlIpstJsIPXEBy/2kCnyMMNDmp5a2VYZiUQvJeCHGMQQ741MnHQN5Nz8N4E6r3pqV9XCSmQGMxeYnJQr7btrh4aA9hGzlzwFmCkLuTpBDWo1PjawVwH7VGYvscABDHgD4/lkIVj5N0IB2hQyKbDYD50Hmeg4kjNIodrN4WfPlDL6z5se/pF7VH0zGOu8Pj49PD08f7rz/vTi8opA+Huq47AE4adPpmZprGOruF9csIhmEI3NR1fcs2sNtxQXNRytsfHtbLq/1xX1TPTVMvFxfjYEdx8tPPf/vm5s+jcGOYmi9sv8xu/cDfH+5NE9IWFfq27T/e/2oaw3p5G0Zxnj9Z1ljWepymOFpRtFkbhrW52HStXizWfdfXzcn3gyxZ2I5X1/p43B6Pz36U7Xcvq+VlFKdVfbQM+Jj6vhmnPstWu93Lcnnje+7x+Hg45P0wLpZXi+Xasdwi34+jkWbBOJpV2cA56dqnQ1WcyrHXrrKSbJlEWZIE2/1LWTbKg9rSnIy6qrKlv95cPHx5+vTxq6XMIFSWgT4tjH1oL/uh67rt7lCWh+VylUbpchktl1FRYYnnKVzy1PfiI9UiPQlipN1uj3/geWVRLhapbY277d7z1cVmmS6ST78+FwjYwIrpdCqNwbq6vOFEHJe6btqur/verOtmvQzefXh3f79r6j4MrW7UfWfvnp/TJDNt0/PClnrgLA0syyzz8upmSTESZudVc8TxPbg8eYAICMIgz6uH+1/btmr72rH8d+9/yLLl48PT8fRcVaeyKtbLm36s4vAiiVPwQr3Idvu6Lj3Xtx3omZums10FOB7vgqfnF2OwLy5vhumEhUBdjqYe+7HVOltchWHU1r0XqXfvv98+v0yGmkbj+fnXOIaBc5zKIj8NCPnE5LobYe8wjKntayg5e73b71ery3HqwyBpqqrFCg25iKvs9pjf32//OBnFhOyS5Xp9HQebJFo97/6RhCfzmH8p8uNknWzLa/uWWzF3snKo6YfQj604DS/X7zwVLrK1r5LlYpOkSZwu0nhpmlbgg4I3R0EoG0kcDcZnDBATxtgcSQSN+DCEiKj0oeyt27I6hX7kumqGT/LCwriJhwZQIoBLoW4GZZMHpvQqAsuHfkQ5YQDifN1A7eFhHiit5jyhY+YBBfAeBoIwMqEsE8avJKLPw2RoyDlqZBGJwpFhy6J3w29ApDA2Hly/EQRCAOncT/L4lPKUTRRzFgykywCqSTSrQCxACiWSS4Q5xD8gQUuWXPNR/618QX9HgBvG0vDPS3+CC4tzVTIihGQ+X7VkmtAMIX+Tuz20BKQs8irQEvBD6v6rbUZCsQXxBTMuti5ykXIGLd6BHhJxy0I8Gl4hfnPp1nixzhYGKVfCGN5dyB3h5UbnwNOfhwCyUvFGczqMU529DboNEcLQCITXX+LnLHyK3WmcNIMiRMA/x4jP/TwFvdzKcno8e9QZjUfMKbTmKNOx4Kbfu4MtENyOb/QI2UCKn8egL5H34IjtLlz3spx8VZHBjSkXTcdUACbfzpFlssw6Q9KJPMXm6mzvmV1z1DWLnGy+r9F7c18EWm1HwZ+4f5hUjAkKWZQjVc0gBXQdrlrxVc7lHfMq8cPjC4omeRiGuoRDjnxUBkLSY0IpIzou6RxhWmOtjAYes9Qe1QWdILKHEBmRgvITNBo8kw0qe1oB4UlhFh9zMDASYvw5awPRu5L3Nuv1pNpEoBd3kpQ6S/E22JaiewbfQYw/XPwykE2oLbbpUbDaVAj9xBehgJwWHsxcBEgjwj/KLEFLsmxswpF1YQxtg/ny2WYGJdSrIQq1HDkxtPwARCQ7aryOklJJpJ8o16QqliQGsRYT1iDCPwOQwh7+lKbGoFwwh02NVacfwL83jkMQ+Eo5SBRkLIJjQ9yL2nkYTceuCk0NGiEIDLJEy9q2VdFl68Sy4Ay0LdMPmUkN2xHWDyJVlWYIelQNvJ4XuF2PsKu6a/q2icPID2J4jz2nzHOlEleNbVvuX3ZhtMyL3ePTc1nnw2DuDp9Op3tjsnV7aPodeG9jYxgtx+JYILhWlKTxcrm5Wr29ubt7++bd1cW7y+vLJAnjOMUzIFrEuYacfdsS4DP/7/MY7twj0T98Dkt4hWiK02/OID83Nq/H1GukoMgXCdSVyLBZZHHeG8r3nEM4AU0ZORec09hfN3uv4QhzaouU+mwcXrvBuRV8tQLOwtJ5pYmxkViKEZ0n0mTZHL4qZDgUOxPC2EkKnJfd7hzzwKGlRL7M1kOJZKCKe+7czr877Q+ynJ+/CyEdGELJTO0bA/UMdzmLA4yYDteBGdDiK1fEBgzz+vwbLUclwWqz/CFNs7dv/nyzunZcO0vWabIKIt9TSjBfQGDTR+s4gNMP/VScat2BaqVgw2VrgWEI9PGgvFPCgQvIJNWa9yjaF04ru65H8ikh0RRtAuSFTLlA2eD+aQxd8BnDWTSSCyoZoAjQVmA3tbol8BNHmCjvTezxqUjsxtOhZv8D/jV6PABFoIrC7o5wTqpuRHGBd1RC2GVygcMa9jo85rBhMLuT+ROY1OKgMQyku1CFb7s2nDHDqBCWBR/a/HBDW4RmlxpL5tvgjgFbpS4hBSKqFO+sdEQcXuICEe0Op8u27+MMktkAtI5wIikoTLTwxmYmElNZwDuBPQk9KnphG6gb/HbQ75yDQGz0VLbnIa2+zBtJLcF7YJogxeGwQ9YTXV7dgLYZpQn4XSNmmaLC7bsxjFWa+qAkd5C2wy6IKS5UmiQoEA9rTfvtk+Ddl8srFhkyKqKsgnZ8xQgj0wJxvq6rsmpHoyvgmTqc8sP28PXjL7/uyz8a5lScyr7FhrBHzWE3/SFTb5erS9sOdvvPcbhKk01VV7ByukYYhFFw9bT9GAaJ7yf73VNTVWm2qZtjEqa9URZVZRv27vg5DJffvf9Xfdsdjo/L1eZy/TbPn6epU4G1zN4aVvf8/Onq4i+VH9TNqSiql/uHNEs2VzeGYe73Xxxkvxptm7uOmy7WZVXWufaC2HbdstzZph2FHqNNVpZtb3cvWIt3WgPGlQS+chxvHGw/jA6HJ61PWbbxfFVXxTBMq9V1p9tuqG0rnKah0fmbu/fG1B+Px5u72w6km7Gq6qpsPN/jUzOVZbVcrbBensz7h0djQshBlAS2DaDD+w8XpmHefz18+fJ5tbkcR/N0OMUxcizCyDNM82V3eNnuHcdYZMvlIr68iMfJLvJa15qkX2iQlLJgAO4BoiirGsYG3UVR6HtuWVSBj1lM3egsTZbLuANZt2+Herc7GBNq8TSOxsGom6Yf+yAMbWesyypJV5bR395sDNP4/Ol5mKyur0zTVq47dKPr2VmaPj8fxgkAaw9ABRg8kFcEo0U+jZYf+BimVoCvbvf3d2/epmlkmNZ+e3h8/Nz1+Wbz1lVKN1WarfphfHl5iTAFV34SNVVd5M9ZFtdNbYxcIwOFGB5PL1V5agcrDDzHVmF0yWVUr6sDFDsmBD+6OQUqsl3VNCdyhi3Lirq2toHkCcdpKsrjNGGuMQ5Dmqyr5mgYrqe858f7bLmwLM+0plbXi+VVhRd6n2VXpuEmSeQHUZ4X+fFpNO08P0WBd3n13T//8384FYeh7YMg0Lqeph4NnjtUVVlXVTU8hs4tlo1d4VimY4W6r3RfYK3eDcbojgbEEXjoHCeKk2V2Ffjh1e1l4KVXF+9u39wsFwvf91HfQ9KFExK8drn8kOGJST4znKF7aVuAVBwb2gTUuOeMph67gV7B18lCj/WxrD1wcEhykli1sB22fB9Dd0TbQTKAnb/QEdkVnDcpGLfBZtaS/4m2BmYZRI0zn0CmsDRau1aHkxm9FspNskCkCJ6vWFbVuH0Zwk6/HGo7CcmVMh955Yg0hIq4RWYgSP3CeXsVFFEpyjQd1xrP4Tq4/V4tGWxwbccGaxEiPawZdIMzFuq6eVCLUqiVRQR2INhZYHzJxo3NjnSCCOfAZJXURNHSS8a9sKDP8XcwPFP/3wltVF5J3rOkFNC/wB8S3Q5U8bDVURlLhR5H1DPsirka+DOdBoCH5TiEXtMEfgkrchTcEoBHER3Fo7O5heJbFsj4k/yijsI2ljFC8/+JrontKjofesv5r1ApcM5a5qyTb+I5FB5mxY7QbCh4WTaRMNfPw27uRSUzmrFJDJiWofTsKmM/B5cK6gdGwkL1e1bH8PGUoFoiVmZUA6s0jhAwwZZx/jkbEJMInEd4ftE/gFnSdfxjeC3mEQEm14yp0D3CCdAzQM8s5DnJM8MMgoD0vh+DAEInGmrGphnO1k0ZTEjph59FRJuyWGS2h7w7XIWwkz+TEwnTdlzHlfRgUVTNwWXSxnGazFQY2lklbndg/tYrXZ+ZTCz3aajiQSFZFwSJg7HZN1XvBfjvTHzG8lb6eJJgUWgFiqWYBZll36HJYdOISk9g7+TAGQ65A9g8o8ARnAdWEcjx6qFEpR0JA0QMnRlcOe+jQK/BsEZqbOZhAISLB+ZsjpqpG5wHYTAqaBPsxkFV4KMFnrBkSELqBnUYs5dZsMlL53lQkYWR23HELzvqpmGMzYjfqy57upOAzxXzKuBSxNq5Lqaxto3Jl0gqotiTV0PEh9DBtXgEXTgYh6psa6RqgeMANbKujdFJ0kiDCo6S2HGxDqUaHEOWrmuPp6putPKcqsqP+61pGMfj09CbbZ93bQ27Bby1h7x4xLXcHQyj4TvmuaaTLRdZevH25sPt27uby+9urm83F5ssXUG4ASMSY3IwuecDhrZH/NWEYJMnLEDBmZAoSsvzOGnmLX9Tbp79bbJyY7KoOG/lpZgj3OQUE33j/Kjj2TNngQLxpMIImndnr8bqV2nleR3I3Z180OfL63x0vzJVZBL4uoL8xk85B/L9hulC44Gku/G9lI2RnCQMP5uvntd4Btn78dKZN41/oi6V1+Ts08OE7LzX4wU082Be94X4B7//8L847Z902xT68zAVjhUgY208coPZgfQN2Zs1Gsff2JzgKXDtAP/My27Wf/b23Yc0vcySNTRe8UK5nuOiGqCneahKci/JkpYEHnzkMM/FVElMCHSyzYIK9GkNxi2uwjRXpmOi3aefhGMtnAjo7ngII2Yd7mekkxNHRpQLDGZtC8EDXIFcHZ/hp/B4QUUz1RUY3Gg4qTcgFhlfS8JGXUeOdYaks4nHiJj7WD6XglyDW1eARSPJJfPV5SLNkywjeYyYp0dbede1ElSFjzctsmdI0swiY8yRVRWwWVDzKc8gqdl9T0823gOCQMk4OQfWMUNqwGvPpdwwTk2FPAOkjsIcjIk0gwFnxT6PcUCTGZY1fxp59KFEUJ47mVN5kg0GHyyqOxnXK7eTQM+NTvd+iIzmOYoY9M7OIp0cgenjUNfgWvDXxwdZRq1UsGDuXJancYCoyfdD08J2kR4ZERo1zODJm1o/3b88vjz+9MvfluiZ9l2vi9Oh6w3HzmzLKdqvvrlK/OsJmv9ybCPbsfqxulh8P46GH/hVeXCcoOlLE1RxVVZFOxxXy7fgy+GhGUOsMtTN1Q/b/a/MvnUNu88PB+UFrufZlj92pu7KLL10lREFiWmh0Y3C5eH0NY6Wy+Xdfr/9+ed/+OHH3/cdzqlaP46D1Q3lInujnFjrfa0bxwkMA/thXevr6zeWPT6/fEzj1LQd5fsN3AuJbqphNBEr5Tq1PrWt6XvBiPFbYUy969jKVV1fV3UTocdAGdX3Ogg8oOpdNDa66bKlDyAYJ6a+5/qeUzXt88upLMsgSp4eHpUKOPcywjDwPBX53mIZmPgQYXyBeSR67DZKAtM0ihOUtNM41oguQQkVR4hNFpi7MY1JGrBMwXYkivBRxxKq7eE3qNsGuEhnc5H2uIlx7+enKk58ZLEAjwbh2X53NC0zTANjHCtiReIU/Bg5KFHeYX3kRYk/jOP2JT+eyq6DcbfTnWlYSRwOo5HnpVJmmqWe7+enU9vo9Wblh06Zl32HT2WLUY5R5aXWenO5MSzj8f7BdaN+KHxPVWVpmMNiucEb1LSO27dd67rp0E9xHLKuqh3Ha6r2VDwoJ7q4vGt0/fXx09A2ju1fXL0dRr193oZhCDWrfoYwyQt+/P5fPL/ct2jzvL5v7u+/JMnl1fXlcX/4+vCTOVl+kJlGZztdGl+jZHWMpq4ty06z9eGw6/rOnkLlTUCwLtaThcLXdxcd4hhPUbB08E5VtuNFafL48OV43DMzc+yGxuyV5RpNm4dBfDrlz8+/DCPKr36obq9+eH55qPuHLL42Dbtstrqpx9HuxpxDQDUiPNCyDW9AIrAdqiyOkzhO02gVxdH19ffL9GK1SeHbVEmg8GCi/Hcs3WtII4jcBMATfw9CBpZBmDVQAoYJo2mYQehjhk9hv227E5hD1MZ9yzoyPMgWpk5DrwF9ONP76ICyDRPAAIlNc4lVJPBVWN7iH5GAO6GFAeDkeqh3e2TcsxXkJSqkFu6ysGbkU4oJ1xzmRNzIzBbGaqiXOB8VuMYI/xEAIYgaR9VFaxkuOyb3yVoJrQK3c2iBKHoSKiMY954P0Co8jfjj0J4wUA33GgOL55j2WfiIktEeWHRjy8qDHqUPhnpotJDDxjIJ8wXmvFO3IhCUuZ8hckZS7gzLMV3HRaYczVSyVASH0EJUkmEAaAFbtWFNpsyzz0N2WkjmZRFl/LMscKLxz2TGt8RvSzghpZccdkvGLKbN8h0p92I8hsylsAHDVY7ugkJfGrwpJoJulctY3levhjq5uUZ8umeyCztAVOeSgiuZHOjB2Jnwm6IjhSfTgjFpnufzZheDHyz9MzESVyCxqGiYBeZ5tuhjGUuNDKYATLul94ulFxVPkr6F58qhSlkWZCPUuyJGJQ+GNQMCipSr65Zb6zFAeh7lEpgjy4CAbB4GiDO0fYLqSlFkpFvJwGSBy0Bn3tE0aqJ0wmvILSgVlbhgpOKSJpmgUeRocwNMjxyadryJ4IEDA458AqhzSTYSSBI/YDR/cocIMw76Uk4g+BlmJYAmXXpkweChbhsNKAXgGJop/3wsUXjInN3zlW1PXA+KYkgMUDSMwILIioupgr7vUVpIbAXWZJyMYOnElTLuDrvvO9AN8KpCYCxwA7p24bibyBKSRY3U8DNXA48XVNdAXoNNa/kBA71QW+K9he4YQlb8ywTvWUM7IscFsmBAfV10+ROUJa6toI5GY9xpGGgxYrOsMtfjACAFjs0ac2pouAbsyVFvcWOEOsonjx3CXYlixoMYxF5dNW2D+b+roCPVqLdreEF77CGncUTicTMgpiJUqOTpVNIttsGuZ09cIUyGcTwUlg3F6fFw1K1G7sjYtLrzPA/3Ow7i1rHdaRq2u6em2de1Nq2gaU7745e6fTgVT5PRmoYb+n6cZKvs9u3bN+/efndz9W5zebFcruIwQkoQtciCuh2Iapce5dwWne1zXLGKzZL9Nn6Rs1GPB7poS85d1ev+f4bsSf7Nb3MFz723eTYcyvhj1q/PheicXXRO0DtLJefjAh8/SSV4dSeeuzsqTcQjLYPC82RkVtjhWpn5Md+6RTLA5oDuGUEpSSmzauC3TR0Hg+el6FnyeW4LfxMMyFHU/EfOLaJ8uHiyMjj3f/qv/qtfP/6Hsn4exs6xgnHsdXfsBkQJO5ZvGGMzPmFODFZhMxkgrfMvxzBc9vqSwyMvk5fGm0Vyt1ldXl39sFltwiBZLK+SZOEHpH/Q0CtZRoYJ6D/8tV1nuxD3zWl94Gvh+kcvpNAJIq5WIgfIjxFLogd1I9qYqsRuwfMB/28aZNsiABTK05kmzEUqSg3HgVRSrnnfdxWq1Ylg3HmGxxQgaLihyUTK34CUX2bi4RDEUGeyJoz6TJxHrtYg05B+hssMgx9rcl3FSwVPkhzBEjcgv5oUD9K12uA7tYz2doA4Jw5Wa2QcB5E7TaOuBwExyIFrmGbT6NmPgTNC4VuA7wJzjES6yz3ueiDmGZPRMNxcCXoLxdIErT+pDK8MG4wSPXgMUDwBzDXw3bARFOHYWnd12YIRfraOonojGRnNJ7yaqqnrORV35J6XKcqQ6MALQJkHEH8aUzfbl8ED6n7HPB5Ly8bIar3aDCyUKmT3DUWRP3z99XQ6Ho/7h6dfnp4/H/LPfaeKorQtz1eLcRiL7jlwAwjvp8ExYlgEp5NrLh3b7cbmzdXvuynXJaRbjj8dDjvPjlfr9el0DEOA7C82t3G4HA3tuL5hOL4fTNO02/8yDUYULfLTs+v5qLhsI4rW2+3X3fHBGPzl4taDU3QIg8Bx1NXVNYIKB12UuzRZxUnGyKxSqaAs94ZhD31VlgdyzKw0vjoWj7vDY+CvfXiTvOs317vtDgbaUFX1rmtQ1969fdfp9uHh3o+TQEUWDCH9YKiXl0cUVQi6PF1c3mRp4jiqKuvt8WACjmSiqVNeEHll0ZVFGURuEntKoQ+PYi8M3bLoTqcabRU8dW5TaS/wLMfKj0UQ+FEc9G1n2mZ+LMIoYiASzuYg8vt+rKuuH7u6RvK0ZRrry2waMCnYPh9wtECXUr95t5nG8XTCds9TDq6lfqzKcsRHBus+27TiJACXP3T6ftptc89zMaeYpt12l6Tx1DtlVXuhM42tY6soisYBKSBSn1VVvd+XhmUmib/eJGUOYeOpqLqusSyXn7IhjiLX82kuxZ0SBm7XdUEQUB037HfHvIAa8uZ2tV6lz494a4ZpOuyOVV17nre5wEtWFhV0Nbbl+17fG7pB8BHJUDoM06qoDXM6Hp/y6mm9eC97D8sNEaHd66fHZ8dRSRYFYWIjBq3ruuM4mq7nRsGC5RZK2aLIo2g1DvDrB4Gqqv3z9sEY+iDwHSuOkhDIXNNuO73bbQ3LWSwu4yj5ev/PfWcg5NK1DqfnzfqyqYt20Fn63ePzL5aBle9idf3x4x/q4rRYrBzH8PwYwAWnwevco4y4v/8yGkwAN5rAT1osrp8W2SX2fi3SI107fnn54nnBKX963P20zN4YhnE67caxM9AE9oNxCOxNh8quje0V7JlBF/nLLFlcXK7Wm9tlconciGSdJaEfKRjPYPdi1cx0Ol6vcx2P5EbPrWuI/3k3mwOEc9KksWhmGvhk9AoMDWcEvRTsBBxoPH4h3cGCjmxMiUQ3zLJspYqFkIzATHZE7PF6RHAiq50hoiLjlO+IelTu2NHwfBdVPkRtKIXxRAlBHicoKieS/SHfMJD8BmcbecXijJoHyaxgoHiHJr+BJWFeVdGHxgoMhGcJX3Udbn4MzGsIYsHCHDc1GYMAQSus4VhKiDiWudUzN29ek1o2wtmoPUPZiXpVREooWfDd6XnH4z2OnWk64qgSr6FUTZTU9h1g1ICtIjhOQ9kppAVwOIDwmdMDudWHtooTQZyYbMqZnci6TUoeD0QfD5rfEfng4jjhCnSOVpdJO0WvFmy9onQ8j+HRys4JV/gFHeVMo6GbFu0icA5EnhLOLO/5nAqAIeYsFztzxWV7PBd5KIP4uIgu6RwvJoHIs9IKT6gAcWCJn913cq8RTsiIrQHKeYs2DcnOZX0GjTKxkjLMFZ4exJACK0VAE5DUSu5OiH3IL+WwHk+RFyjLgfes0/1Z3iYyNmFv4u3G8oiz0aFHuCUGBzT7YGHLgth1mVACrSCpQXxh+cMIMUj20nwyaPs3LQRm2pxW6Gb+t4TgKsU0tndz1oWAYS1yHY2u76Z+tLhvhMKT2ij4VjjNZxtshDHaJmhEOSBAFOEMt5u3ajIvJhUeeijDwh+WB7dvOnw8ydjjo055L9t4zH+4MeCvQ9UBaBkS5DDrivG60Xg5DmMYuq3uPV+JIajrDeQiYtIxKY7s5fWnlAl5IYyUwMZCyD6SdC+02wm5VvhJXIBYwDg0pskPVJW3loOhOXRh1BxOvL4FIAn5N3mkEldDHtVM6MCuAYN+xRALtmq4vjAbMg3Ub7LS57AGu0ddI0XGtg1dAynhR05d6RYmEtMPsf7VNeIt6KuaNwGoakLPMkw0//yak2G2GplVLKfNqiq+fLr3wtC0hsNun2SZUoFuiijJHMfrO22B5w+rdlV0ngpMq3/Z3h+PKG9O+bbRZd/vhqHLT8VgNEniZ8nV1eXN9e3NzdW72+vbq9u7i4vrOPLR7aMynnWIlODPqg15C0Tp+RuapXi42F/J/Oqs//xNnPrsbeOlMG/kaMnDmSXG7ldikyi0vy3r5lGW9I4SDnHu7AQN/LpvPNv55tbxG4Tl3JTNOnk8dcJ3ef0GlFgPvzU8i8aBLaVcWd+C7Dm7mbFP33gw85xL2kiQ6l//9G9XgOemV3aVBPuPo/nh4t+CVl+/GIaVhFfH/HPTVVl8RwCXHiZNF511Kp6abjcaB9sIR4OuZGjROwvJOZCicxpRU/VLqT5zvE3LjIL1m+vf3d3+kCWbzcVVmq7CIHEd1w+9NIGYTSDFZ2cXXmtRwytEORlo4HocK6IJlIBR+VT7gTIRnDIYRD8DX0sQM29TDOpE0cGppwsxKQOJ5KDHzsayW40KTGDKZGPOYVDTOPqBwrYTI15DGhe0VpwUiwaXuepQWQiba6QInthrzFOVj9A8XWG/7+BgAZgUWgvHGqCLpuGN1yEd7TjIqEOCkJVadLzleImpiacNgeYT6iamwXDhGsNo0BK1Khd0cywyhwd0TaDn7Icew3eauPEDy3rYNIIIEcl11fTD6NoofCmDgetABtJh4sM2iXoGFwb+DJX0MqBGcLCnPF81FXjQozG4Dg8pQLrx1LWwLCPBwvO8/S4fxz6O46GjywW9lDJt47B/6brWdMb8dPry8esvn/4+L46Hw+FYvqAFwlvSnNkqtWNcQ502FfiMDYhJUFbo2rHr2avFzZfHf0qCtXIiOwBaVVmx8vz7x183q7skyXbbR8ua0nRRVgflJpYROK6ZJuvn50/YkXpqkd7tdp8M01gt165jlfX+YvNOt81292QZ4Po4rqfr7uLqHTbbvtvqwjGD27u3GFK6aNRbXSOpWoW+52AkPhk47/omL7ar5Z3uiuJYKhUfiwdzDC8ubjgSNIoC+Qmm2R2P27vb7+MIye+WZT483NdN5/t2mqRRvMiLyjQHY0LapGVPSvlN1ZjQbMBUZdkBii3HHfthsYzKUpdFlWahMRm+54ax17djXiAsKE38psKCqNOwiYM6e6px2Lp24CHH8pSXlmUnKX4Ly7J8H9vNMoentam06UBYa5vjap2hWLKnIu8Ny8xPlTFOfugSP2j1Q+/YVhwHYBW65ulYNzUCKkhlw0MeJZ5pWXWlyeMZwkg9fH3Rtc6WGSajnmqbOgg811GAcmINiK1O23afPn89VcNqkSWhmlDHcBWvbOI9HeVZx30FNVoAXWF+bKLEc5zRdby2AVzbC5zn5+MwGENXLxfLsihM00mWyfPTi+u5EzCJVpKF2Pe0AyAotuGFPgOmEUtwKookTUDlQzpAbTvYT2pdCmDIMgdPBVVVFcVxubjww8g0YeGLI9UPZlkcofDUehzQgaTpxrKdqiq7VtM0uHddBOi5iBBMDKudepyQ/dgeDvt+6NarO8Ow6qpI0wzchglxExeXV01dPD386gabYQh0s/VUlCaXdbttqtIPorrZPz89ek4UxzFaOct72X6q69yxY2qG3b4ZVaAeX35JkmzqfRTlU71abIbeuNi8+fLlp/vHP6yyu5vb343j9LT7uaxyz4u6fjdoq6iO3DmjSanaQ6QuPRVui0+2iQF1GKSenwaB43tmEl+8e/uXN9c3m4uFjz1hyug/1NF1U0ZRjNkfWnrshCn5EdY0VkDMBsDNi8rVMKuixlICTaxANCj7xOGGK9xxwTYExEKPWpMzKegTLhVnNReqwZk0jnNbdPswjrLxw9EuHgmkbzngs/cQbbIsY23CkAQCUUVLSbO3lNEkGfLEFoAbWi4iN+HHZlMmMeukW3AFAvGI5ADhDwMTCi7/4NiYu4sPnHssvAK0KwNoKSRPdghzYpUAQokfdLDN4PiQ1iMsQwiAQRzu3O6wgTRJ7DQnU2tEkojAkjcb5WloGrAmEhKJhNrB9C4hUDJenhdOrFAsskm4lKPYUvouSUXDy+K4FlIHkWE5J3D8Jmv4Gxqda7Fz4gJbLxEUiBdRKhpJSBqHsQNFWdSJ0i2wb58H+ZKmy4KHUXfoxPBbyM6NYjDMGhwHGgH44EHhR4siieF8tSWlDb59lBDTBJgHCynMLObF4RxihEmxmHQwoaPRXS5cWU7KSB7PD/1+wgfq8bQLwBAtEEfZrG9nETI6/L4f2xr8cIwnZARCoZPQX/A3BPjGYHTddMQdUckMQQ6jm1BgmJg6Ce6IhZb04QwTRoSVGGc4W0f56PtwhYjXlmYTdO/iBpQalcZO8le4PgBVCWnvkE2OY4+fQGRBeHLm3biNbCTH86yxh8W0rto5EEvZ2Pagl5OM+tnNxXZ0wnauA/qWVwDZF/w4sLXrzk0dXkIGhwg0GKEjsl/hH5Mty7fcDcdGeWZMo4v0C/Ba2m5odAueXz+viBGrCKAgk6vwqxkKJk+s1wAkGPGpoQdyJLrGRCvB/Au6eCzkBE7AkCrPIiEJs/6mbhiPQSYw4EDYYjk4gsRLhp+SGdQICRQ7kh+QjwJgnu37eAKpKUNhaBjIBuOnHy8I98C268j4DPGF0D4PRl0142hEcThNI1NzmYmFFCjwrqYRRkeJiGjwumHJOhlG2+im1mVdDP3oBX6LiNwBw9CqriFMMx3LtW18QM7rdDOOY+4MqB/p27btPNetmnJ/2vZtfdjvD/ttMz4XxfM4aVeZiVrdvru7vb579+6Hm9ub5fIiy9IwjJTnwTpMSb2cqNwNz3Ho6LkxBDnvznjsCvdItNY8Abgu5npl3nIDLj27+AxuvzljoWqXIudzxvo5XYZdKBMyZobMHK/5ygadRaDzglEWdUxVmSFM559knv6xrX3dQUJ3/WpbkL5gDiClBezMHJ4z8Gae2CyYl6BCRPjIVHF+zmVgd+4z58ZVCDScV83pazQFmH/x3f/a96M830FIaXsDNlpO2+s02hwOX0/Fw2Jxpyy3qnbb/CMqaTvuxrrQj64Z4oE17XFsPD/qprJsvlLQ0I9jycYvPFs/ZRPoBl4cBMskXK0WN9+9/5sfv//+4uoWNJTpbLSfld/oIEGkNc2GkXEiJhQZBmeHaAcQRu5aQ9tiosUsc1GDoMty4RuExaLp8IVRbDL2lJAT8srm7NpphgfgMsOh73IpOAEiyv5mnvKCksKZHdRWthVEaIdkqIbUWg6xlQtVR1N3Qai8AKLNqtTM94QkQ2oLfHj6MQo904R8jgqd+fCiQQ7fkmNF8F4nsBB6FwsKLmT5XmJCzGxgdrAjfH7cSPCewO1I2B3KSjjZKiKDmQzhuKjp8WKTmhWE+LK6ASiAVztgMFTYWjUnPShFyNEZYAhW+CVk1c6JnU1AueupBsROvpK0jkCX4pFUY011XSZpYplOcarC2O9bzK/2e8Tfff16/+nLL7vDJ90Webk/FdsybwcwhCzbWAzGlp2ebWCIAFVXqO6UE+TVbhHfEhIzpdGNcgLLoXxUxaPZGVMf+uk0Wcf8ecJlal1evtVtdSq2p/02jTbL1brrG8dRcbRSfqDbqgeJ5Ony8u0wVEPfXV//mWkNaK4MHGqH04NtRY3WDPWa+g72dz8IDGO07CpN1slidXh5ftl9dpw48pFPbrvO+++unu53p0qHgdc2NeIKdff2w83psG0aC/mSnFDstkXTaezvLEtFlmv6cRgEsXfY7Zu2x1MUxXVZhqHvBeEAi5eyJlMF6nSqTofCC1WRN3leJmns2OZikTTdcNgWaRK03eAxa4SJ2Mi1Bkek1Z7rbDbZ8+PBMBHi5Hju6djYJvrA/alJYmWOhvJdabEmw3h5PmWZH4Z+Sw8qH0tzvy/xZzzlkoiNSmkwKswR4bJwUDUK/xDXQZLiY1KViHgRCjzHipbtgjEoAxpGjDBYifTC7XMxGNPtzWJEPPcgJq7t0z5bZNki2L6cnvA7xoFva1p2w9ALQtVU0EG5rpVX6KmAuLxadv24ez6MY7dcLYu8Pu4Pm6uLYcQlrRxsCdYXsYmmV++3J8yPTOjYkyxWCiuWxTouT02PCHAo0U4wJKMhKU6553vrdYy5Bo4mjJG1bsMoKGs4P6vqtFpvpsEMYx/UYrh8O9u18tNB68I07YY0bcdJ4jiqmqMuB+U7RbVdLi4JLTR2h0eYV4MQeYY2dPUIF7bVNIxhFLiuV1UHy56228dlttofHj0v8v2FHySdbrcvT6YzOJbjh8nD488oFyY0vcoL2n7s2jIKE9+Pti+PbatR2Luj72VZcvX49MmwB8dyTav31eZl+0vTFr6zKavnLFsl8ep4fLFdSK+Xiys/jJp2VxedC+NufSr3aLic5MvXn6pyC7/dMDRdZZgTB4UvhjF5bgSGp7tYpuvN5UXgxzeb76Mou7l9e3V1mS5CmD+b3iFCED0JBXjMSwernXckwQ/0KOGIZE8ilTrke8yrcpAHqCS6jZJIesjErCVKeGxm0BoBRcjEdgaXw0yFUoKl8xz2RWYY9t77mixinP8MK4YtBC0QDWgoRmnG4KMgOhQpPrhFYU4xecgokecdIBWVdG7QJY7/OesPZZorNxQLWcgO+w6FOwlnQwhAH/AYCPdzscR+Nf3TNka1PP1m0jrTQYdLDR4eQYye8/cI24ShmoxTLihGXpGSDch9Pmtx0cCxeYCuaVbYyQtLcinWDIhLYoiZ+OsE2UDYKbtxBZSixBWKTUNCuQSQIwnv/FcpizqXMzYyG2GBn6HqLGUchXOmo5eJVi7ufNih0Q4HgoisjmBHpF9kzuk40yAkN8FGI8dXoBsxOP4GvsMPJDvDGagJ+o6sZzlyhuRVWlmpESUIDoXEOEKJA4XsnI+MQgwYcH5HIc3g2CQy5/yv4/o+jyHINcBbg1NSaDqyC7Isg4ftPMYQfACeEKXwUw8Aa8sURLCZWEmRZYo9KmMeiBoyARfgC6k8bqTpXHJczmrZPSjf9oCyRN6GDNnZlM6iMzpy58qXPAzMiOl3lZcIn6+2HSluBXxFam4pRbHrZlMHOw7V+rTVDbOQCcUQ3SX81A49CTR4QzHCGAdRkyKCgoGBs0OSIz/nPNcwWw29KKzF6BWhFDsDMHB345OlILC0HbSa2Lozj4roARwroEigt0SzJ0kdNJtRlsw6yjTNmvQ4YRa6ykWWBiMSySLBIENyiVEkWM5ETBYyG+gwEsEh1FsWAO9cWvIYGCfl45EWwwv6K48kPK4u5oX/HGQAkjACEvoRKSBoqoemxrQIKk32QtC045XBSh22At/3AsXQ19YPoEEDV4ZcUVn+d0hmls4YrSPHEZMP5IRV1+3hUGCLYOPlS5KF69nY/cIaYzZ11dQdmGS9Pp4Kzp0AXjjsdrorF6t11zaWZS4XF7jWemBjyxKRWH1/Ohx2tT4dj1+KfOuGUxIlV5dXl1dv3t3++P0P39/dvU2zBMMdkGHxie2goZvNwxLbArWk4O1FucAwEFEGMHdnMKCywYxGTiSB1vY9AlTmvasYkTAQkUPjmxCUL+xvkhsoBO0RHED/ND+YPF7OfnLx2s2fC8x6+OmYEyDmE+mMUSFLhrqGOS9AsnbmNG1J3DNNtAPzulLc4xj5idLh20pSJLIyICHoHgOm8/xrtj5ynYYx4jzx+5/8j/7LJE2qgrmnGEKayBy1xtVm+fT4SdfN3ds/m6bp5f5rWR0ur37I8/3Hz/+d1ifXDaJos1hcHw9PkzGl6cYF5/BL19W2aT7t/rFuv9IN2HLpJ2feb/+yXMd3rDT0ln/247/567/+H66WF8vFRnHp5sAwDfZJS66akFHFhiy9cquxYBwGSJ8BDgarw/F8ZOziCPMwU7QMuylbhtEy95AiEAlq4phyRGYsVesiWRmQOuWBSTjgi8uFhHMSn3u81yO+HVIIMJs5Z8rLW4C5C+4/s9O95ZhR4k+jUVWadl7p6XFAy05PZrBQY2N/hQsA3Aw6dycGAHIONNmcD5k4nV9luxJTAWE4qiJ4+nHGIeEUn1W0i0WhXc/2PLdCghliDPB7IYsctz6lyKjOOCrG7mIybcjTsbjF4WIjacKh0xJIVRZbuN5AJsSYzegA9NVVWVxsLr3QbRrN4SXabrBkLFPXeIQPx4oX2FAV+Snffv76Ty8vj5++/vF593M/FQKg4/pOnZ+NwIRaGOwA04h999Iwq1BtsvgiCEM/jK4vf3h+uTencLl50+h8nIa6LKrya5Iunh8/26ZKFotG58r18rycemuYyuXyeuiNfqqmaVwkS9Jh+83mCgSRKK3qvKuN9Wb97rv3T/dfT7vS8Zx+rH0/uLh4+/njx6p+iZJVUze2GXiBP46EghidMSnT6PPi8e2bH/f7h7o5LFbvNhd3V8v4y8OurJury9XxVPkKWmI/8KLEa9vOtZzTseqoWxZD0/GkozT0wB3CRmI0nP0p328fs+XS90PbRAjgbrvbrLPToXx6eVZ+EgdBmvqu5x4PJQAZym37rsoL5frHvNqsF4vMe3mpTHNKF0FTwwjpBx5QNQpX5MsTwtbDyGubTgVK2NZa97APuLZybcr9p1dgg+/b+UkrT9FCQBKdiZUFgu8G+uDNSSOSCBPcrpv5DTAw4BpGKdO1uO2Awgfb2vZD1eqxbdokQ+VKQIWVw11YXt9dtO3QNP1+XyxSPwy9Iq/rWi9XyWQgH8W2UdYMI/qfGDvqaXURmYZZFm1R1DhkHXfAhMaYUDYZq3WGDICmdRw7iFV+qCAaHKfjqTapEYhiH/jjYXAdV7cgAweBE0Y+NALj5EVefsg9R3Ud+Cf7fTFNgwKo09DaSEIVp55uGoDaAswg7r9uq6o0ze7q+jJJF2VR9W2ngbq1TqcX140Qs+4aXYfVLNBrUZAm0W5bfPz0s+N4cRymKfIVlG+VZZlG2Xb3OE5NGFx4KrZdsyoLyx7XF+vt886Yxqbd3Vx9X5X6/uHvPQwX+qYessXGdXxXqaenh5eXj13XTlZ/ffl2vbyudb59ftLgn+r1+rrtdJJuhqG+u/v96XAs8ifD6LbHhyx+u15dfPz0D1V98JQ3jr7n+1G4fHr6PPR6s7q5f/o5CmL0KsqcejtJI8uMeE+Nlh2NU/vhu9/ff/n88fN/13Xdd+/+5dPD/ZeX/5/nLrth3/dmpZ+1zgejkhLYsTzHUmm4+O7DX19e3SRxfHPzu9X6OvTxSigeX1DOe3YPB+BsUSCgAhUSLN+8OeeUzq4DJjr2CQ3tIVTDZAHPGU1u2AZ3Gk+j7ZjK92RWjLN3mADKAgdMBsP4qvAG2BBGDoNR5rWiDEzu7LOvTJiMnHTwEyL0OVTPtBUJD0YYmKhiOaFHdnbXs2fFkc5WEBXqeWs0h1CJl4Nrc1qqwHTBpxWKFaJcRK4p3sIJdSGzxkACY3vmYvciIXPit8aQEXpRCPm0bv0wcGwDLw6JjKgACVpk8S3OE/S/WDuAODKD9SAiJLgfFRdtbBAZM+CbAXwG9htMop2xzHQ64T6xuVWgLgsXsZDruH4RT8cZ8SLQbNyqoriZkdfz5T87VoRmCXM47tYztRCeHy6kQLEG01uUpVgR0dQgIJMZ7jehnkZNyZsUpxPud4G2o6J1uJCZ7XnQuMvUdWaMc88wY/34ghlB7Nk2qIl9Rx/gGVA/9ICISMIhy0fMr/n7CmJV9LKI6ACnGkbQ0Q8cokGmHn5vLMS8gE4NZldIh0+VMSYFoLPOUAwIDmGHoTxYSkz+7njCwwjlM9wTM6QUfgFBvbIlBtoEFz2bffHmydNCeD5eQJd9IK2hhIIbIECKyxH6RpEXMZgOCADCS4Rd1HWdh5hnWPq5ScMfpomGS6VzkU6fCJRcVamDED5keDvnwD12qmx5hnFCyB4CKtCDUVlq+6Hbo2nHE0hwJexq2PRCZUpZwDS2eOYRkwCuFB89bCQRMIYPTtuBr06PHEy8zBim6pLqLduGvkamIT26644yK0i3EF4yQ3fmiK+2bWPgVWhkNc2O75HYeiH/HkdujNEJcCzLXESUY/iUVqW2LcNn7erHbpUjSF0pW7eDYU00JeGpQM+JiSeKUm5c0bcjmRZKSbA9J4TsgcamGHRJTAPGH4D2jeAs2A72503VQ/NJZAYt9z3hMShfTdMsc8hwtMZUfTKAzsJniooJrD2V7UfKMPDFg8iLgeEBtqPRI4at+/2vv/yj1q0XbLYvD6Y1vH3z/XZ3n+fby6sPtqmauvX9wFWW8sP94fl4vH98/rVuHrv+NIyFZXjr1dWf/fhX/+Jv/sX3P/xutVkncQxyAI9YDLwGIVOIIF9ceULQpGTinGJ6VunP5FWb+KjXrEBIFImqkvBJWZUzc4Wbw1cz3tl09w1/eU7tQ9IaZhkA5s+qeKzxbebHzmMI9il0Q55PntfUBKEfi3Fa5Hey9BKwCB8Vlsf8psBN8JqA72wWiOIWkTHBBNVDi9URZ1VzXgVa095xlEjiBZhq/hf/+r/JFqt+aGxz7HpbiE91uR/GJk0vqqqIk4VlG8+Pn8fRjOL1BNOpzg9Px/zBsuzAX9T16Zh/9lx/tXj/uP+7YWwDz6/1se0K11g6cN25jT50YzWCATDnoHL1J15JA4EQPuARl5u71eJ9lizWq6vLy3c3txemYY89NDZKubjUEeUJI4rkJSgGpOoGM8+ZgwRjEd42Bjng04g7mIgtbngthnJivivxqTw+mLAjSYZYfHUmySW2ZWl8RHEqoSzApg4no9jw2OVjMUHHs0UTcIdQuwnxBgyTFRQPxCHCdOHlgwJRGMGMNuIQwnZw50B9Tk0goFJ42wTsBiwNuZoEoA8CIkPwDosAKrMlXEGyRHDKSxYJrz/k8DDcSeKSeC/DB4hlDubcbV81ne8p+XBQJS8QM+TAyk7GVW4nKik8dniVyupkmfZynXnKPWwLZjnAMj4MIIrsj/dPL09Pjw9FtX/Zfnx+ejkh3nrP/lYeVuv8/7ZjBqblQ6LpOV07ZuFVki1ORf7u7q/NyTGtcbO5fnr8vEg3RX0sisKxfdtx0+yyH/qmLvD7dsVo5qZpxuFdmqV1fcqPh5ftIxxcjhP42Wp97ThGVezrpgmCpKyPRX7w8ffvjrtDGKd+EOanrWVPSbKaxj6K4sAPd7uXr1//4HtxurgIg0Xfc2RoDPvD1zS5pvevhq3I9qoiX6w2jhOEvlc3ers9JknUdd1yEUVRYNigCGowa4e20QH+lGs7dlVppNL5zsvzaTLNACkUflXVTVVdXK5s2z4dmiAKDqe8KuowigLf9pVC7sI0nQ4V7lqqkctaW45T5Vi0fXh/kUTep88HDL/pAcqyUGTiimmt211+sc7gj4Xt0my5CXl8yK+uEjAFqZ2zEOtk7/dVlgSWa5dlqyijYuAVriv5HMGNCUqQtXs54acLFD+Yo8OobtwcruXBMYhZAkh3xuRBX42jrWkAVI1Tv2m0gJqrSmOh4rrDZOm2McdhfZHR09uHoRgOa5ZckzVZedUg5ijw/RC2NrIHcdHW1WA7mLzCpuXgQNd6IKfeDnwXuibTOOzLU9G4CKfGjHSYRhfbyLCs6tOhWa7CJA2mcczzuu+NU14oZbqO6lvQZaq690JPeWaZd0kIvDj98Ybroera73Llq6ool+sUcx/u7TFSASI1v7y6MMzxeMgNJKpN49B2/egp5YfJfrvHAsr2tD6FoT/K6lIFj49fRmsc2mmxvARZSus0i5umqqpaearItze3b18en+v6+f13vytP3fPLV9fxwnBl2O7j46+eUkEctrrK90+TObiuB5BvuMzzQ5ymnlocT89Nc0rTG8wzkGcFWpXt+OPgte2pyE/ZMlmuLrq+v//6xXY8rTHoxdkw1OWxoOxncpUx9vZoV4hXtC+btsiyLD8d8vwlihcXF2/rulGuanXzvP3oOUkYZYfjp6eXT5btPe/+iErHOkCG0AHxZVu2UvEiWa5WqyDKsujy+/e/f/Pu3XK5hIzcxVUC9E7VuayJZ/g3dPJo0Igg7oF85DSXdzwIe0SZ0WCNMTZ0X3gYSLOksZAJetw5QON0hhUAve0wrRSEFeAxX90dwogWUxw4OoA/d21zjm2StZLIjvCrdXzYJIJZ5r5QPEp0m+zcJvLQiFPGJtlgyDV6JE46cbtxy2cYpvJxfeCqQS8hs/9veDipHJUnDTBUpjz54aT9zXIJiX1YzbHBmD0xVEJyoYRqBw3zDD1nvAXbWVQTLuRkfdsxNR73FzSrHJuKyY13B72aIt2Utg0vLH7Ns6dFerlZrcUQV2w78GKD6IY2FxNS5hjITFV8MFy2SH/It0lUTIzekjZSCiPu67DX4rtJYqqs/EhHI7YEmjdmIaDxEHGpGDrml5HtJTEnGEtIXcWEbr7acpNCT4QngmROCuZM2rpkw8fpvCAchByBJlMEq7IV4ts2w6vZzsAchq0vahKSu9APVLkmhgfZdKR3iOOUkqVpBHKV3wV9OIkm1NdgJTigKcJTzQoSminQj1rskqWBR9MlAVK8IGYBKv4OVv1MZWjReBM7IZsHvsjQWGFYA28bWtOu65EpMmLBjl4RGEnOafAqoJLWjQb3Cx9NStfwyZ2rXkk0nAvxOQUemc+M7wJ7nO8gXm6csWx3+RlCpYRrCP5J/M6OYwEryi66HwalEH7A1Y5M17m744aN2T/kFzGpggQR/ArCHJKulefGWVoM0SNLeQ4cUCsC1sQYZMJR5s4fNw4y2aFl7UeQkB1owj1PoS3hDYhLhItKLCpsV4OhABO+sGsHzKFgyZtGQ3mWBwITfkyYBiE6psILYBggRrnXoq9SzG+ocvHJEowFDKguRHOmafkeEHC67oF0sqALpYYCP2dTo3oEiR3o1xGRDg03KLZRlVXXDX4Q8hBA11dVNZ8RO4ph14JrEWAewHBIfgBvjyDW4bSvHNv2A6eqdNXUVa21bopTrnVd62oYO9u2H54+NrVeLu66/gTIo5v4KiXnaDDswbaNqj4VxUuri9FAIbFcRuv1erO8+eHHH+7u3l1cXgD+zaQ10UNKPzavlJmcInMfZp/K/nJ2Mhuogb8xqESAzW3HTNyQxm7moLDqoRyXa3/SO6VlFMph12K1Ds3ICLP/nE8mPwsj48kWRhSQDKpk5cttPyGiYmPGjTDAvS8x0/hP8SPgbIFvU7j7s+aZO36eVfKJ4NbxvA/iISgTCCbSoTKZVcPSGxuG+T/71/+7OFk2TZ4kC8sKyqIysF9rvj58XK5vpnE67L5Mk1k3hR9EEyYEtW2roW9MY3JMlVcv/air+muhHwzDFb4LVH3IjWttI7MtH/8T1wDIb5bp6vFoWWbgZU23naamG8oRQ9+5/Tv/Zfvu+u72/Wp5F3jLRbq4vft+s75OkkSpgMZ+AohMSBMha5X3VeQg2AKPODUBPsJEVpDaZ7ckZJ7KAzATVjccQ0KvFueoGAzQaDHslMNItkDSlKNGZNM1GUZZArXCox67Y2jZIbKfl7PSr4t/dNYBS4yoOKpBx+JZL1Qb8Bmp/5whQoI2nR3zUhhQIM4jkfc3dm0an/D5Z545Q7SLcLIlNyl/HZTsGCkR8Rynin8bT1Fxqr3AM5hsQYkp/k3dtsxOHdquDcJ46mH8w+gTsVfugOa0tW3luFZV5tvt7nH75fHh8fP9T0WFXu/l+GUcufqbF9DuZJi+u0ISIURQtnL9KFx4Tup5QZpceG4q+VbThNez0mVxKq+vfrQtf3v8p8XycuosttPWofjy/ft/eXV12XVDXem8yA+nL4HvLdPrYRqL6lgUz9M0HA/79+//Bq4o5Xy5/4hIHDcYjcZx3M36h+PxWXmBAYXGwXVi24GxqqpK9g9WEiK1DxufXlMBonTTGRaEm/uXvGqaLMOXdV03P+1W62uU4HXru5FlW8djEcehH4IeFkW+7vTQT0nstc1wOB4pZ+xvbi4kKavrIAwuS2SaLxdxp4fjKY+jwDDMooAg1ratx/tDP0xR6JFs6XgQDjHORA6Cfmx0X1fatHHRRkmgyEUsy+ZwrPNTGUb+9c2yrjXW9hadHp4TYKuIsKOq7JpGNxUKeXgILavFz1NnSDMXarxVFZ3IuEyyAU0LE1bXs5sSk1qo/7EWtpqqBcYCLk2Usxg/s87IssBVZl1hXNr3fXlqRtMIQg9ZT/2ANsOyqhox7ItFWJe167oahM9OOWaSRbZjHg+a40CoSmmsnaLYP54qqKNj37HMumzjFKgZan7weIf0P8ACD/zASAqFEwZQDyggl/pTrsduUMquqw4iMQcabOVh0a0AykfxVuFlMcu8KqrKU/YijX3fzwu81ORGdjZ0VsNyvWhbzcPH7trG9jD7dUxjtz3YjoqzsO+N5+fnaRrXqxUaZpj+nJeng9Ylmg3LXS2Xjm3ESXw4lE1diZLacszQh7MO6pdGu643DObbd7fT2O+3+YhsZAy9+r7wfJWlS1y0p8a0pihS2KTV3TTBOgunbt+3+oh3oTkpK7m6eVcUu8Nxj2GIn/768SfXU6t1Jj5GeOGUskzHA5LFPhweeZLbw9RZpp9mqWEa+8Ozro++F1r4UKSO43VDO/TOOOrHx89VVa3X18fT9nB4WGRXylPjaK83t217yk+HutZRlG63XzarK+WFP//8Hy3DWm0uLcd5efrSdsPT8x8Ns2n6na9S3e2g3WU0QuDFi3R5uXlzc/X+4uo6SZarxfVikfqep9wAU3NyHCBThzDe8jA/wr4XjQOqKMZ8G6ibaZhp+QuiJOyJXpDAUqGqMNhgRnKLM553LXZR8FZhuzYwmH1enlmO5XtO1/VFQWUda3FeAribwb3gdki4GnOCAxPVJFgJM0NCaEwEZ8EOR8oAd4nsSeQyB74L1TbmwUxjZgi4EDDZC85UFy5bAEtz8fO3zRzyJILGV3iAUL5EZIixPTeSZwMMtpb4Kv3oenATDYQMATlGUD3VLKiQCNBFEyJxRPJTCAgdewsHtbWEp8mW7DyuFrR1L9nIskwTfCfC9LBz6+klpNkMRTkq7hlDJ1ETeFmMAaZx+XZAGtI0KFhr3JcAmdJ+xi+MioRTG9i9CEIE+2SWVkpoFFr3cyvCH9WyULJbJvGnQLsxv5G1GiIEcErM1RupkfNtjwUaZ6scH8wJzrCiQaeMhb+EudHFZxN/LUYbmRXgB+Y0QWiZTguu48DViihssUvA4YwSe25gJP1OWv1RMiptcnDZpZwD68WENtUVsmRpNoFtjLtQpj5iu4uXUTau1EXNiL+ZWAEeDF7gvkPJgZl4oLiChhQQGycTvzKwruSvckcBrJg4VUX/JhkoItokIBdYlJm8yJ4FPwDlRcStC3wBC1oUUSiNOqU8tDd4N+FIN00EEp4HP0Dmin1GKnK0XsTnzjJifuiQG0nhq9xQ5+zE2bGF+g19FPRNHB/geRvGUbmuGFcmuvhgX8QWek72JnYWZmONgxdX5DCMQYgCSRAk/PsGTySEmsrkBd5DKmZ1gwckSrDpC0MA8wG8dQXlgmVsXQK657hw3AShkhaU3QF4EMMooSNM48TOE3AHAAVAuoZ6GcWGxvCFO1p8eOsScwTbkWzqrm/nWDUD460BUAAqUR3X9jxP1w27KFSTmFa7CPORgjaJfYFWMFgH4xVP4VNTN0NVtNI8VcgFamH2sS0IPrX2Q+XY6unpHo6JUR+PL8PUDXo47vauF4FDq0sa2vHDW6YaeqMqD0X50k+nAVECxiJbvHn74c3d+7fvb2+v311fXS+XyziN+ejik8bDA9KJgQsbMXwKkteBtp+/LCdGxPvzdpgPGAhu5zUaHyx8ziVZh4ekLNZonvrWsMxzQE7BZkTnnEcyy79/KxCdT2PoMHmy/cand46AF94nXF3y3WcFuBw20GFi3P9t1ieFPy+KszeY8y0+2pLMCWHCPGcxzP/lv/0/J0k0cGbf6aGstIdSzLy/f9kfn1lIacOAZ28Y+jhJm6Z8eflsmqbnBE2bU7rdOJaqmpeqfhmHphsbd1p05rafSttYuFaoxxfLUINRCjeEP1Xv2j4e3EnpYTcYhWXEk6Hhq0bTCNsDFaGvWlDHU2kWr9N0fXv1F99/9xerxWa1TtN02WoYxx2HJmPCjjEWMg3w9m2M+SnHwioAhWAHTJQ5TdkycFnzoaDHWBSwEwyWhoHl8XxsQUUA/wPLAtjusNygE8SwXacqQa2TuLOhB0ACzToQjrPnDUcwJXOyAiaWDVO9ICReIq/xwMm9PnLMhhVqj4ksTvF57Ggao+vDncJjF3YCVzleYFc5nhhXQYwOnS7bUvGu4GEyYTuBcIVIGMzqZCgJDUPrex7GMCU63p41MQcLKCw00wUh0Wk1egPfhyQd4h/d9m1dV4+P9/vD86ePvz7vPx7zr2VZVc1Bt+004UMO3ySq6MBz1t3QLvxb6C78Be4bfXDsIIqS5939arXyVeg43uXFd0+PX9q+LOsy9pfK87oWBFHTVEm8jOLUdidfRQiDH62qLOrqlCTJ6uLNrx//UOTl5dXbothV1dayIsc1bGtcLW5++vkPYbSKkpDpjqAu1NXumO+SJFkur4+Hw2Z924/6eNgmycVqvTEGkK9cZZ+OuzhJr28u+q67//oYBOFytXx+3FZ1v8xi2zGLquFMy0iTsNU1rAG+VRatiXW3h49jb6jAifj+PjweDMvcrJOh75+fjkqpxTI6h8OgQpLM1mGYTqda5o5KORDZ5S1oWMotqiaO/TjyjGlKFkGZt8WpTrLQVXZ+rFixTWEM4kurEXPWND2vZDsMg6KoosjDCBN6EqC3PYJtuErBYrkfhop2wtUmQeXWjWXZWNaUpFFdaOi1lFOTb4nlioFVhhe4vg8PAvpM00Lzz0cuP9aOooWdpoym6pVvBaGXpSis67JXodvU3WFX1E3rIqvH8AHgtpRrFGX3/FzGsRvHgQJPzGib1rKRIO/5SreDbnvfU0GA4x+TMNs+7KuiKE3DvLhZ6qq1LTOKVacRzXc81DJFRo/HJKgRIx4HRGnTiJNgGMbdPi+OpyRLwjCq69bzXSxDEJ0EcC4VBGMQKEnEbZqhqorAx1912YQxFKdV2Wit4eOapiLP/ShKs6gp6g58UbVexXXVat1WRa3byXSn/JRnSTIOw2IZ+0EAhU/XH/YHRiEFY9cv10v5MbquMa3edULLMpIk0bpBut004pI2Rs/1oziaxuH+8dB2XVuXXuBk6XIYkD5mmooHYKebFpRIBcK/54da11V92j5/DIJFHGdlmXt+BlrMNMDcP1lBqNq2dm1nd3h2LNcHIc7rh9M0uI3Oo2hR1/nt7YdxHNpWH44PVVkk8bJuCgd846Dt9ASCZZclG1cFdd10fZnnue8p3bRhHKXZVdfV+91X2vrddhg2WeZ7UT9OxTF3AxNspKaSIX55yqt2p5w4jOLJ6D9++jtGWrm6K46nPR0bleOagZuEkfIDN/JW79/95cXVVRwuF4tNmqRhgFev76HdlRTmrm27DvInR1m6GXrdur7th4FEWhHuzkUHZWwSaKt8sHlomWMSLHcaVLhZPbytgniBCUrUIp0eagIkwaATpaEQAliAzvAJKMEwYkf/hooEHQ68NDRRGwbouLZttE1HlALD1ZhyMadUi5SI9OY5jE+4oPOYUpB0KPo50ETGNLymRBdKMvIc9sC+sKe7Q6x6rATRXMuMGBonbJWhSIS8RQIl5un1/HVQ+UgmGHNxhbMCyRy8a1h9SR3NCw6tHcqOmT5OHyQ3PDYX7zBrngOUzxgGfAmBsBsowpxv9YoUnwaxq/3AcILZzfI60j1T+uhvJNyF/EbsAgXhKl+dnE/ZPZ6LLfHSsACcWQ8WDGlc18qyDr8Af9N5iizx3KSYQILAvLxZySTuQyQjz8kQOGHwvoxGVWj+Q2mJaf6U5SqbFkHmMFuSowdRfnKfLGEYUO6QQYvFLOMBYKLjLpPIU+FM4Gewsbd3uBLH9Y+IAiqAWFASYTQHkaHwRZYAcTgcAcxi2m9bLEBK0FwLD0ZAM+xJBF2CegmGauihGJLOOAH8goinZ7rlbMzBSwpQ09ytc789Yxomz3dZfcMScs4txFeTPyowJKIEJGYKzyqutxHmcKT2wV+C3QLf/TkKXDo3EV5C3Y3MCdyCQk8GzJPST4JhQQ3EKgxqZDzNoF6Bkjv1yB+i3FO2C/LAkgdkKVRl5G7AzQY5haUs+hIpe7HqApoDrG373sTLiOmH7SLNjwmZeM3jmOmWeCbRk+DdQZdIHpplwq2jcAPKLpFXJIYRDXWYbBmwFu6ZT8vPFJ45Gxnx0GUgZGWYbPKB8cfo55TwFGwg4faUbbEx9tSEU8pIbdfU1ABSIIILTz6GYpDc8rtLSHV50o4CXhGhhUirBguJ++ReMVm+afo8b5qmbdoOWpyydBV45KccwC6Fyz0ah6447TRGfHbTHCzDmUzj8eHh8elj12satZvJYMAsGJ+Tbal2bCaz8T1rkUWr9fpq8/bDdz/evn17fX2zyJIoiLDzgR2ZIEeSpyzuPuUQYmnN5pl7tpncDEHyjGmR4ZHok+cl2m9C+eY8jzmgXaYK864NbyqXdd/aPNmnn/P5hFx1BpAS4HsOcRVxBEUBQvcXfakwPKExlm8hn4K57RPhACY+oiJB8yKO5fkQm8Ghc1/jFDlsMOPQLhdpU+m+RT6agYBc+3J5UzfNMd+6KgijtG4K5avjYRsE2dBpR4WJQhBY3ZQNsoNX9uQ2/T60Vdtqa7rMVMqYB6PuUEDodnLNFJlp+FW17ivLcMlIdkwjwNtpgLTOxs9ni1ix62uZBmHo9vC02z3t/umff/lv/9//Tjk21Hfr1ft1+ubtu/dXl+82681ysXQdwENM23A9VJZTw9g+Dk4pbrEtE/t0IegQS8VIQHRYeCZ6BCXD3iBjM+oEMCcA3Q4H0PnEcbDq83wgPYR8yvN6DpBEncGLYR4QQjlN4AodCkBjdYPpor+C6E2sGjwxZ/TzaDgeDhHmNdnGBN22ixRRrCxEudG1vaOsfk6zYFOK6R2/BZXls66ITTaOxRaR7mCOdS2miwyWMMqpb1svQF0OayWuTwyrpEFtW+Pp5bkody+7h8f7r0+7T6fiefvyVDb7YWjmVayROFbsudeXV9/Z5nQ6bterd0qpYcrT+Ppwep56cES+PP0UhvFm+a6oTrqrvnv3N4Gvuk7v99sqON6++bDb3i+WS99b2HZgO16apFVd7/ef2zZYxqvn549Dr9LFVVHWfW9eBFl+yotTcXX3netYdmW9efM710VETJqmvh8B3N+3ruu1WkehCv1FnMSLxfU0jZ7nZwsXsYHtsFhcZctl1+kkSfPjEU0rxF2QCjiOCoMYczut4yR2vd73nDBWYeILmhVLXcujQkAFvlUUWpv66jpzbWe/Lx8fDoY1eK5nWI6uOts24jQ0J/u4L8M4gKLGhDwaSMzQr0okaSyyuMyrVner1SKM0NqNE0BbWeZHkXvYl88Puee7fggfQlnoqmrxyDA6wJzwziLgbjKKU+PHXpCAdcmLCiPDYRy4ezTG0WpKPVk0OPEAihIfBWsLyYfr2KtNApn0MKF+xUCDY2Ne11K5tnooT40XOGHgDcrGaX6sMdK2LF3hw4CdTAzwgEzr6wq6nAYxUxhdoZ+H38DBAwzfIGqO5Sae0KlyIg7jB8R7dQUGvR8oWlaQo8vclMm02ijCZxzxIz1iGHwfw6PRboe+93236zHq6yejb4a5MLNwcNe1xopSOWkSxKHftp1S9gTBppWmQXGs/cAZJ/yoVTmMI5g92Sr2sdM1275vdBNgnwQrlOta/eBGMJD0lhFbth0F9iJdSNFjWBbraZBgwhEUEBfkFU5hSEowTLiOLQtrYbqn3aKsp2HMFlGSpQou3C4/Fm3XBaEP9rqeAmkUe4zkhnHYrJNpHKsiaNu6bXsbsqfecXHjLldZkZ9++emPcbyI06VjOx0qNPfNm99ni7RpELiy2VxjzoV4Oq8uGrp7jLKovMCFwj70u87Ybs225R7X8a+u17yEnPz03LVTGK2TeMN0U7yDdVP23bRYXaeLtTHZp8Mxz+soXXVtTdG7r6i+1eHC90LX83eH/Ori0jCn/e6wukhRiY6NEwTIml/d7tyn/hlLj/vHz029d90AG7+qNye1Wdwk6UV+ekjSBMOpdtc05S/Pn//jP/77rtOmoZbLxe3tm836jevYWXp5e/Xjen2xWWd+EBFgMA5tb5um43uGhQcbbH36haCXo7AHZhtcmmZVUK6CfEtMHkGfRHQXUQqYyKHmlgLagROGUhDb71F0GlBjzDyHb+lK3P3g77ou1EYonbkvIt6D2O4Rkq2BZnVyHcS1z1WfgPnYGGBcDjQilgbneFU2n2BlzCEDgmQEIaYf0aminp6zgs8kQ2TuYfEoQEtO+Ec0DOiLZG/lKGRkSzckrda3fo9CR9wzjK1j6tqMsJCGjmwF/FPxzDOUDd+ZWXODLXpU8G64NSNcmjNsIazMKW1zQyuBVMIkkAv8XJLJGgo7ul5MKvLjAblB2OSrxIuCqnOCHDsYlFb4yR1U1RO8D9Yc905gOBYdHJGao9HSlMjGGJNBmZ1T7UqUPH47IPhMYrfFvSY0VmrksTEjRQNKMdZySEU6i46QzyQby5FjWUEDok0VEZrU5bIdk+WbNH1MpAgiBy9CR7Xh+ZcSEyPOv3PW1ziMml0xq0m4XGDUJzSQRaik46LJUpYLNbR4wxjXZJFSy00yyhuB6qBYYk/FgoT7ENpsTdJ6EP8N0do8IJhbT/B7wLoUZSvWp9jmYQpvK6yqQMRlRSSPuq4hgfF8eHm8AEQDWcVZaNXMnosciT/RtaZjCb8tPYScxdAXqnyyVWyzH3ExceUBB5pU5sxAR+0H/TZ+L4j3PM+jwwZKARzTCDSenyo0bVx+speDk/DMAh2ROYEPsOFhZEkeCLfK0v9gb6YcSlREDT4gHIvf0oI9r1X0z0NANw1g5LMHLnINSyc4MXh8uU7gvF53xmSpQOm6NfspgKwDpyVEldQHI7l0RAc7jGaJmoafZg5tTAsrUIi3IWThRppRAZC8GjBHWKZjOINljnXFXC56HgkabJum4RHKmYYJz+g4DGXZEvqKXWPXDYXVAnnYjw6VRAyEGBtYAZ0o9hEODPVBImDYqqwxDbHtTuu6KD0VRPE681x0c8ZlEPhe4DV/Vm+fn475qazzqtwfjg95ftR1hTq2192Um6ZRFlZevPz85RfD+P+4RmZZ/nKRXV1f3ly/+f6792/ffH9zd7dcLqPQg8bfoCyWa3E5fyRFc6bEUpEuekueHDICo0b9nED62u/J55eyi9lhPCcK8kjCbSGyYOkrZdE481RIC2MPJptAWSBC5iYDBdlfy8yMczPJbOD8ENFqnMsJumzeH3LsxeuKP5uQrLHGmQ2NBD7RRog//j//L/5Pjouhu+8H91/v/TAOoqQsyqeHX8MwNQzjuH9UQZCkm3Gc9oeHsjjG8VKpcOjxaUyiTO5Iw+h1fdjtd44d1frUtfVm867rmv3hPvCS0I9N5CgMu/2jbstx0L6PaiYv95yADcpSbZeX3afBqNn4zVkTExq/wDJCx/S7KTeQDyELwNe9KoSLrp0kUbpY3KzSu/X6YrV4e3f37ury0vd9wNLIMaOIXwaHONQQM40IA0xbobdyAYCDOnk0bGsKI28cjaLUpjEy6BMyNkyByVCqIXrGWIW0CHxB2ipg3GeEKOZ2nYY4G+8iBAZYlOEyQAYCJqYUIxnYlmDjIjckqFBCEPeIBhYBABo06nkpxkDpBZ+hYwAtDWsf9cqMY5KHUnREpmUh8we3GsZjYL7R6A+pvTUq3w0Dv6mR3+LCyDeURZ0Xp+325eHh08v2qSrrY/7w9PSwPX7W/Z5jDNsw0sBZX1688QOva9tAbdoGjkLbQSdwsXn3+PRz27bL7HqwTmPXR+HStp3t4T6K/Kk3PLV0XEUqoB/HiA8AO9ENirK8ur47Hsoi3/W9dX37Pj9uHcdn7ISDhbCyl9la4/jqoiiMo3h/OB22+6u7Kwc+5jYMQ8M0XrY7y0b8t8Kc25e4ZKTtbXdNe3JsnwPdTgVxli5c14RSaTKeX/aGNQa+Zxnj5dWmLNooAZCyLBqx6wilerUKO4TJI/totY4c2y6Lpm0FCYCcAA9zBNx8ZdmeimqcpmUaj/20WEIjd8priAF6E62UbeAsRb0D3zmIjkOvG7iP4BoFWQekr/2uHo3p+iJQyms0UHdeAHJD1w37HRTyYYh0dXOC+EpCWhUantHzEHzSNg0ilolHr6na9zxXAUKIR7/MG+xybBuR63U7TWac+lEEdhFyI2rErsDQb05N1WWLEJ+gvo8igXdPUCihXLGrqjkd0UppLMpmYaRhWOWpVsqJIjWZRl11w9AXRUNLhhuGnm56XXWLVeAH9valGBFgOMSRyxEJnmK4JmiM7lpssHWD1XwUB6DgFk22jLp+bGptu7bnWkHoiwXLD1Tgg1p02DfDNCDeHeNhy4ecD++UhxsFFUJdYwsXJUEc+0D2AfYo+S5ytg41O+o4DhaLsKzbl5eCbi58fLpuWCyTvu+D0I3A+TSKonUVyG4O1J7Tdn9Urm9wkWJZRhj5hmkctidgexwrjmM5zjHrcuGQAkWgx0zBQCA7OAEwzbc4/HXbjFAZIR4TLgvLOhyrvChdyw1jcFO9AM3zNE5xrBCGoWEWHadx9/KUZivP86uyiVOPJB7PMAcNJXCFTZgXiieAtYCB0g28KAySQ88tSuxR4T9FosAUZVGr27YdtlswmW9v3lmm03a5MUxNh5CP0bTieOm58EUbRl9VXZ63XX/Ew227ANF6SPr2XKftx93h2Hdlml0OvTkN2vfwPeJ4UZZb6Nds5EAuVqs8P2yfHwzDftk+hkEwDG1eHZNoZWGk2PXQnkzd0Cyy29Npp5v6Zf9Rd/vRzJUTKzczrNrgzsGPzMi/WK0211fX3737fZSm2SILPPBxbdvtBxhjuJ8XdRPuTqYFYDhsGsiDpoYZECNUzIB3cx3ERQKzquEk7HtIK0D4tMyBNBTBtRug9kOEhlcCXhoc2uj8sXBHZwiBEFX6mBfw+nDRa80ASRYEyEsQcrJlTSBbENcBA5LYAc9AOfkv7CsYQQHwYD8/ZiR2SDwag7YZMk6or+zW4AqD90Myx7mWocsWuzjCmcUMf0bPCTkd1SSmmRzWAD9M57zlMJTPQD10bmMk6Rtybmn/BLEAqSQLkjOjZV7kSUKadIFz8J2AQyS7lj+8kD/EhMZtHlQwjJDjNoxbJiyloOwSyetsr+VbzD8qFncujyjTol+Eki3IIHn+nF9YXOKzypH8UvadePBxpgF8xfwJxAkIRkW6bgFL4JuzQ5g9IxK2BHGZeB3niEJBO7KtNc0OZQn3hxTTSjgwxadn3axtqABMRTmRRHvPolN2rKLpmg1OQK0ojDyILBGAHLqRHigUiKJRwJCDIPlXIjUVBxE9lTiNpfcErYRpddRGzhgabE64r5MyhmsrrFWxjp7fLL59s2QNf2ZgmF7fi+EKQkqK80FZZIyBqPBk1DCNPXRYghLg8YzfjK/LnE4mQwHhKuETSrw5vQ+zOlpGbFh8wSWIeAymSc3lOz8I2Ktz+SkkBfxTZPSxP+Q2m/YhYb2yqZYoSkkXM2xn7Affk5gTGG5BMscHCi+FqGdFqs3PvtUylgzxTg08EUpZw8htVIefJ4xhJxk6jIcm7tIRZoZUTw6hNG4ieVBhfyVOCXVpj4Q9/Mg2sIUc+kOliW+nocdRLmZb3IKybTjjKzCrxT/qGdGJpUJdtURDYUXMLpf5XhP2KBJGKu0uJsIz2QgDXdF+05LKetGyuh7pF5I1I/HXTdPXVSPJhJDoupMHHSkiK/K8hpJFhdOEDb5hWFGMSwpHKw1ThtHbrqFb/fT4+HD/6+74oNu8b/umqyp9GEc9ghaJ2V/k3BmGC/Gg1SxW0Wp1fXf54d13P7y5Ax9ks76IogTh0hJ+wztQjMCyVaN+WlZnHJSIOvSsLX+Nlplj4iX07JyJJ0MyiQSRTfg3Y5d0XLPt6xXiIvRjtpcU4Utg/NwoyqRPolm4x5+/GqXLBJMy0oYbSTk6XkGjrxbv87kthtnR/F/92/+LbUOFZVrGcZ+jQgrDL1+f2xZ48ro5ubaLSh3eX+358MmMg+UHadtWefEYeCFFfdP17Vvf84tTud/vfS9smvLq5s4P3B6ccTcIVNd1RV72Y/vw6ctitdlcXjze3+tBd60+7nar9U1V7B6e/tAPDQ2Jru5KEqcqRMOPBdeAuCnY9Ynm01HmFWalQ9kDDPMaEw/5aJZcrBd3V1dvsmydJZe3V99f39ylKcTHrYY1jAocMphl4UuMDDGYOH14RsDqBmsw3w8+0JircQwADwYTNvB/r2mJ7PUhtoTFDoUk3ggwoBx0Ly3y6zDmp2QIaT/cAaKX8zwI9yW/SCa+vAXHVg+Omps5RiGgdw0Cj+JpzB0ZQEzkVAuBNSXCgxfarusUh9oLFG4hQqXBLcB3hPQrW8TKtbbb5y/3Dx8/frx/+PL0+Ni25SF/ORWNZ62vL9+5yj4ensM4xja+067nTZPZa2OTflDRVFaF44T2ZOfNQ9+1jhFpXUdRWOtjFIW+H0AEj5k155R2rGz389dfLMvYrD9gR4oJdxtnft9NSsVBEEGz2ppVWTKww2278uLiui6LNIVzVzP5tCgbD1otezKH9SbTHVk+fZ/EwWQMed4gHbVrLy+WZaWbduq17hodZnFZFgc8ln4Q+MMIhbeLJty0p7Ebp7KulW1sNqnjqjJvtG6R8DFay2UcILFgLIpGbC8BLF3w7TDWufexC6esi2mtRdE2Gs2z2O2Wi4gDURwLxz3sZxxU43FJU8+BCw6mvoFZXjbvvKbpyrx1PT57uXYci0E1kMt7vusou63HpmnLCq227dirVRj4tqvcpoYBnTeotd+V+amxbUhTLMNaLKNhnKqiwabZsRZLXzeT8kxPOZ3uuwnCKo6luCjAJg0RKHTzA0AHYZUtrBOTSlHc+ji4C1C/KI7Hh6Is8NNCQsZPQVU04zCmWWjZkH16voOudRgicO0wBD0dasMEVKBreuXZLy8lBM+BG4boOizDrACSdgMPx1+Z67br0yz0fTc/afDehqkq2gk1t7lM4/VFTDbAlCSq78ftEyL/LBswT9OyGPdi5McqSUHVQ8VuW0Wu49hLU3+YptO+Yt4XhJ3lqfEjD0GCWHS4l5cJUuN3BZDW5lSVuuuHIPRH8OWcOA66rmUEKFHgKN6MPMdXw86Ns2QqpsxAueki6MahraHcRsWBuFHJtMAY2zInH4M3RzdtgQkoRjV5VcF+6ft9B/15C/4nigZkTtD6GPiW76rlKkrSYPd8yjlZMCZU1UHiVxVci5uLFHeJYzzeP7vKzZagibYNGvgwDJqqVYF6ejwNfZek4Wj0gDI4qtMAsOb5ybCt46FQyk/TKIwCXVXKC4tT3o85C0UU+UGUUMVn7nf7MPRd5RSnk2kOq8V1N9S6n1xHeZ7XNkXTdXU1jEPjeWlZ5Y9PPzuue3f9ru9a1+/jMGvb1jajKPGCcAFbSJUPABrbSRZxDo159X6/r8pqGuxPX/+AjUiPW29/+Nr1fZJFQRA5ThyHUVG/6KpzfON0evn4+W99H8hl25ni+CKLrm+ubi+uNleX7xfZIlsslotLBd694P4xf+mGzvNCKUmbqvV8e+rxaZ3ZbDPhA6c8wScw35O+INl1PC84f+37UblWmPhDP1ZVQ+MoM4hpU7Jd9HKov3s0LRIHL1AxNgzEANC7RVYKF7oTTFNMORc7A4bVomAUeoTU0xSGgPzAH0tWb2zbIFZ0LQvdRVOBK4G6f0Tbz7A1gWeKERGdsJjVRb3JWCBiZnCrCIoTJ9rIgFxpw8TiKLHdsiCa0epn+RN3eHDUQ4Ei+QRMCxAiNHMs5owppuNAKEufOciiFPQJ2R//+Ur1lMG5aKeIFWXzhqhehE2bWGKgUWfYIxqU2aA810KyIsRv98rzFPoF/uKQVyo8HLCvcctCtSElDl06HVMic6VAbsC34T5QYh5HeAj5wxO1RoCE1JqiiRUBl4FodUABOBrA04YClO+LLPFYL1I5iUlQQzSl9M1M6MbylFcD35PZPsAHFQezaIUl2ppaHroBz9HVZKniRWg1f575QUbpyt9fdq1caeByZ7IsegdpTWHGccClHGzXZcmOJ9mF9BTNM4PmmJgyv7PiTJrTLCQYUITWkpFGxd2sDcYG3UVLQ58eY80AP3cEngfCCqXXLLMFeC5rE0kSwUrTDwEVQ2oXGGMztRERwTPbQxgKqKTF3CUDAmlfjQmIS3Y7eKfwg8l+bBbQ4mu1WiuFrGDCV6AIk1+T3TuaJQx2ac2SdbH8q5BHugDPeL4ax3OIC2zzkEjnh4bbUfwroqolTRQfKkwzocbCQ+L7PvGVpqdcri57W6m+G3CwU84mTaztQoaDDwbuHNos6Skl1YRzIhCk0BxCLjQLvXEUsFKieI3dsqSJUMhKQoc0SYwQwA9PshRXVTK7JdkVRxwQ5QMsgt0Z4YPZi+ertgOWVoJ2mroxJzNOgiBQ+HyPU3lqum5qYMvXfT/6MLyQP4kdDOAwjW6arj2dHsvyZXe4r6rnvHx2zZVjRkX3eUBTUBvYGzmh/b1leUlqXV5uPnz3w5u3H97dfXd5dbm5uAgD4dlKwgsnHniueJxiIjcHo8vARfQO38Y0595MgnnmfDzO0c4bQRnZyHk+Ky05LjqHN8wdmgCfBDAjsOVXOiilp7PEmlt+rFNFPcGNN764AD4oyOKum2ch/hnHRrM2FY23jdvYbVtkOq82q6bWdVXZeL3xkodhjJloEB8P+9Loxglb0SCA+Qe7pkrl+zyKUnDw2+5UF6eiPh6f22BpWkZTvvhOmkUL37ezZdRUbRaHru+uF0uM8yfLeXNtmkbT6G0QZZubwz5JF1dB4NU1Fn158dK12g+TpspP5ZdT/muj93rM+SL4JKYgsWqcBtuIobTHyI2gYWgz9SH/csh//eOn2QqYBe/+7Md/eXlxe3X5/u7uTRwvfF9hAqJwCrOimqzRCH2vGwH5RVinaWOxoAe6GiyMeycYLegOhxAENm6fHx2M34ypRxtA5z0XupY1tL1hYV4Lb505IiQNhSkyEqDJo0vBpcBasIqwBKI+UBhQMWDQ87k8bM+2dVRzcjrbpgELhGMjnkHBGYVmz5WsoX70IqsPFVYfvtNCXd2hYRDW02R9/PXpj//087/7d//Px5ePbV9OY7TO3ry9+9cXF3Xbn7LodrFaWIZZVrkxeHG27vv+eHxeLi5+/uUfi/ylzUfXidq6cGzr7vLd/rjruskLrb4vF8vl1cX7l5d7Pp5Db2ijs/uqKY3Gxhlt+H5smsN2+6kfurqJg9BL083PP//daLbL6O3F1e0wdqaljKrvu2Ycekraxof7Rz+MkYUzmTkEYEFR1PmpLso6Cr0wIsfBHeuqGCEaBhWqrk5h4C4WS9d1kziwxsnzA9f1KxwVTZEX680yS4JxGg4Hp8zz4/GYpSsoMEujqXUcRYo9GKDuuotiDxAUJgUL6SBQKooRstfS8dUwgc2knEN5sE94AbZtxwPYjFrrMAoCeM2Rx+j6ypwm3fW9HjzEnYO9LueL7YBME8aup5w4Bb8RzbwMmzHa7/JTyVoAYwXaLM2mgqBxNIYGexnwDIe+w8rMcrVu8GpYiFoS2UCRIxpS+SGwCCYomn5g93oqCgCZvEANgxG6AUX8Lez1rK44A8ZZKAhgonFRKCjlGubY1LhUZEYsMzPwdco6zQKkp7i28uAbaqoGW2eAkYxsEb085a0LGAAqBgvtW1U2CIrwFT4Ott22GiVu4EaxF06+oAKCyC3zUSmzMptWt0GE4YI5YdbetX0BX4Htx447QAnTdyhku66PIs91naYaosSPEoipaAca6qK1SbIm66K3oNgcuxZ6lbqsbD2cPAfLQ8+h8t+IIrSIDC9CaVUWbVU1Qei4QIex5SZ/3vG8ILD6FrHyNPW1i4XvuGa5hwAm9vF09N1whCHT7royCJxsEcPt0GgTYp6pM9rrm6zu9PP9No7i1TqZLHOo8jhJ2qZPk8B07bYdHEwtUKLnpwbtXGa3XV/ULVjh29qwzYuLpNWD67l1VVd15w92F/XYzR5OlrW2bR+cPcuM06hp2ufnbds2cZIuFxk7Gcv3Xcvx2nasq7GqMWs3LbQuWgMAsFqv4iSq60rrvswxrFmsYmNyg8DLFmnf6cCPxskD4G4wkCGerg77o++Oi+W1abr7nRsHoeX4Zb7vR+0OtA/UT1Vz6vo4z/vPX371vHixDMYCEw3LGnRVp9lytb7aXPRKBTfvrg/7Z+Sjuk5ZXpVlKfyqPD8BfWTUbTW9++G9pxahdx0G4U+//H8nq4uc97pu//t/+tvqb18QYWyNWXb1l7//l9eX1+vV3d27u2y5CFScxlkc+8wmGX3PLXLtkvNB5CQuYyz2oCZGcg8KIzQluO2J/ofqHp8H1hEqQZjnOGKjjqk74NhoKiCwhE8WVZSyAPKloYh0EMzmB4IcaBPA1H4ClFA4o1QuyqnAxFnRGqFLoUAOVggKjhg7wY0TMmy5OxwHox+hrz53LORyzMwMKdYw+kSNy4Rbhjd0JpoUzjbZ5bPgk4Bfzqc5MAJXA8ZIGYliw8AlEO8+fErxrVH6sYgR5OY8LJex94AuUOBPXDfS/icENNq3DAewHMaUS3wWSY9SdJO1iME8BJ+sQfnDCWQFZkJqYSh05OpvxoRIEUbSzKx/42heejqT7Blc9VB7yu8o1RgJPQ6WVTi7nJH9DOCTYHDMIYHweWGKS8wMfJvQRWDPybqLJj1zwFss8cr4pni12Qnj92P/BsWRiCpFmzuik2ODZM3piWenJzddiD4Tyw8mcYRXUF2MWgWdL0GOc9w561EEhGIXPRgTtkyspRl0OTLCime+hCXLbvCcPW9OJOZyqDE33ui68bMh1lWmDNy5otrHdhW5rDMvZ34H6RrF/UIJK6afILwhqqFvYSDHuyNZE7OqeDZVWcigw5yxpYaWOER8EpANq4R0j9d/wNUDagjbiXHoxlYTgMNamF36vPPkr2CaDvpYglLxrkpcC0H7vO+5u+Ke0J5GmIO0Rlov9HWIYYB6fS7+uZUQo35TY3M+R6VRcTojjiju6tvOTwOa96YohcRGJNYYxbKZl9gAg/prUGHQoI0YCgz4NT2lDA+aL8dCpWeaRqRgWGhbPgmUXAP712FnbtsG1S54ypBDiCwQd3KtttQOMjz8ocOQNFtkJCBgOsGBrwwFEHjYtiMgf47ph+q0H0wbH+QO2V14r5WvcHbReCluZiKasGAwDAglyFCVLRlQ3jaRoX3TVmXTdj0sDFjUMwNmmKoK/D8XoD8VWlY2jq63QCZZ05Z11+kO6gPHNhxl9IZrmHG0WWSXP/7wry1rOmy/fr3/OT/sxzIcDNeY/MmMmi6vhq/mEDdb9bJ9+Nu//3+hi3BWV+sPf/nXf/UXv//LH//s+83mKgXLGjMXJohi1mHCGUYSMtEalgtdlTwwnBNxDTgfNZD1wh1KvIpkJ8inUuo3Serj/AtvH47LuRGTWMpX3+zMfZEeUv4As0ZGQLF4DgjVcxYHw1uJ/ElpD6nuRBWCI8Q0+wn/ksgq/v9M/UmPLdmapodZu6zfrXenjeZG3JuVlZVZYonQSIAEAQIEaCYCHAglgSCEIkoEBBCgONc/0EhTQlBpIIoa6QcImlB9sRrezNtGnNaPH/fdWrtsWSM839oeVbcqE3mj8bPdtpmtr3nf53WlLXX/Z//ef+5Bw9OhpL3tdkfTu7rr0sWiaSrdNosFfLTjYV/X1el0GAbz8tUPrheczztngqG03W67ts6yotf688OT7loVpX1fj2OTxMlq9cLo9upm6yLQEidomGqt+17zIsVCKxSyKNs/7UeOIqW7MkmWQeB/fXgHOEt2F9h8A//dp385jNXV6jvdN33fBF54aj7q8dGZwskZJgeog+/kXFA3kcFNPzvdMB+f4wGcwM+Wxe3V6tVysVyvX9xdf/f27Td5sSR/KlYREjU8pHGKG7VtekMpzzxJOjerjYBMbT0eURKHgTdKLI19v+im80IvRX7DYsHafw0UGbHPOSBGpWImyslyk6YBFcSFGTOCgfGJ/aVztekIls9Jm01wzcVpC5SFrZ5I/R2XDZ7cHmI/xSQhxzfcDp55mbMOxhz35W//7l9/+vx51MnT8X3f1evl7WJ9O47Ty1evj/sn3xuKIh+Hzg9938/HcSQFLVsdj18YP0dR25a67+Iobar2aXcPggevSNbpqi7LPF90ulosFq4/J1F8Oj5m6XLy6MmOhy/9MCyXG/To7nB3/arnLePtn3a9QVrw5uUPrhtKuBktEBawponC1TQNX7++S9P1anOr4qit2gvNwB2iGMPJcrnwA+98bPb7fafN1dXVzc2yquqq1Atwjs5iUZyOTRiDlGxKVmRRgrhcEcU7do1p2mYY2+ub2ziMfMWmazST7oZG4CWxQtM/GpSTw0iuXaTcwCGoNIyCfjC+ByaLf6VH7ychePC72s5U52Z7s5RR/bxYZW3dV2UXhDSTAhObV+tMXibP5D1eKIK9FGB6pIIkwXw4DlOSR02p97vS4T0+ZWnMwdOZJCViri47UdVPdcNvnSSqa3lBjwQNT8s1KLCmQZwa+F7C8pAFplXFYCy8MAYpGZHt9V3fT4SuyuAzTeHTuJ7Tm0GpCOC7xDrFids1MqkWqQ/XTQZ6Vkic8BBBfrfvo8GYJOHfPR07y5En76Ubu97MI8QUKmAU/1Hf9RIUalaLZESSigqua4kK9EPCxGQ4aowxSabSJJLIIE9FyvQmFpDv2A9dL7Q/SXLOi1iFQVV2oxkXaxJBqlK3devMbrGkHBfUNeUOz7s8p87MwTNPbpqpNAsti3wQ+0QvXbRl9PGK6AeGDknQNjpJw6ZG77tYZCS5SyAQszMg6RJLorxBX553GQDTWq82qed5bd3HKe+cloTAyHGd/f6cL+Bd9R3gviyPUO22hMnujw1ehNHRo/YcZ3u1KqSVLKv+cGLdDFY2VkUajVSeTl13NkAAhGerp3nMk0UUk92Ab8310lRN0xhHwenUNE2T5lmaxrjzMfuRCugHKk6irul73ShWgd5iWbius388ATrwneUiz7LssCvNMImIUQcqGke92SyyLB1YG0513SQpANbDvoniMEmjwQzH4352SACcRq9uj67nXV2/IKx3vxsx2uD8DlTseq0zOXnKRtdznfXmWsXB6XhsmiqKkmKxGEzveljr7u/fVdXOdcOyPDXtPktuwjB92n0+nx+CKMyTrRd4Wbp4fPpTVZ3DIKn6e2duuHON64dOnKRZtHn56u7HH39zd3cXx3mWxcpfC8RHIdyQnssS2v0QaC1RwT3kEon9RaloQ95Ym1DyulkeaxQt8DlllCu8eKFfcLiJTC6MWMSL0Bqqh1iFxZQhaEcRHjIxISJlEKGf9DpyyFNJM2SUOB/LCrd+p1+YKHYSbMfJ4zwrQT1fIoh5gTO6FCkm4w+rSqVqRCGJ2eHZySd6FtYO1gtkw8SFdMc2wJLQbcg4clAJe7AQd34CR7nY2p79MEIql59gMdSyerr8TJp84cTYNAIrgLQMepbkIrETB6b8tMuns28xy91kZfTMtBT6h0zl7QifDkSm6bJ4kTeYKLhksWbbK9mkhRzfgvXmU0lEiZgsRc5opVIBSxUaKrk4kn3Mr0Am10RDeGk18QS7YEsuDh35Y6QbF30QQ+tJJSFAL8HZPDO/7fbJxtDJyS/DN8GQEHds6QAXuMu/RZrBIMqOKBT8u/wpwyhgyUCsCtK8+VCafSHcws3qDd+BOJdERcy9bGOmJReEhHEiH2UTiIbW4TWLzpNcMit8FeeRSCVZLIUARWT1ZHWzVnLMa1+m3siYrbbNgvFl9yg6cWsglWRgq6hENmUNS3gfmHtLAvDg+4Glj7Cqkv7tIgOWDbANRXgmcEjEuPA/L7lZ0ifL6xmaK934BZM+KVZJEhEiCmp5YAXiIE8WpFkW+yMPJktaND4w8ORLp2ETHhiZxjwFEpwoD5QN5YpiYGYQECPykllyqnBGDoARdMY8wn2r4oCdJyUiLxyRTfE9+iItmmaGxbJovainTT+2LQsJ3cGjJl2e33X2g9Cma4ah27V8AKWcrkE3JLpN65/lU4mZeQLeNIqRn1kdAgdJKZDQcMkhZMyt2S7w06X6HAc60r4frEhB7kwL7uY6jGaKU0bJWJd5BIwHOQK5AD3J84gHu6MQJXrdVyUsA4uxlT+Z20RFYQqVUUpckfoM46z7Qff94ViejifPhXnmuHPTnhuUUHoY+9GMaZZV9cPj06f9+XPXViLBPohUsHedled4AZsIZ7G4fXn75rtf/fD9tz++enV7ffMSvVoc8vcvKHzeQvZNbG1+MmlClXgxPV9kAhdqyyX2zaorZbBj+8ZfhJf/5j8WEyyqalnmW9nhL1tCyfizERR2Q20nXTLvsUFBsooEoGc/iQwLYBRNDNdMWZZPu8eP7z6+e/ez+5/+0/8zgUsORPWyqtFNOV5dk59c1lUUqRhA7VCeD6CTQpbXRb5Msnj3dBpNv1zlyyXWpiRNnBnqQ1u3SZbobhhmU51OKooO+/soKsIoqavqy5ePab6SHsZp232aLDbbF1GSKhUddrvPn//k+X5THVUQvf7m79X1rq6eXIe9n69wFB6PX5xhjpIoUlGU5NMU9H3d1vsvD7+HWe3Uo3FHt5EyFarv7Eyhu5BLNujxyECVdDhH8KHwlxxHLYvrq+3b2+sX29Xr1y++vbq+zrJ8sVzFESYcmAkylBJvLs//5AxpnnSttvDuJEJLxjCDCWtgNNHPjMN9r63w0srk7+KetIGPogoQK7m8msUCwfDLvlgj3vtwmWzYoNWaYk4Qke4zVxCJi53J2pRbxnhMK3nabUwGGQGG94LvOqPjff749K//5W9/fvdTp+sXr17lydU0N4fT03b7er3aIisd9cPDu+++/3t02aZUKmrrIVRoL7fXN67nPj5+ilRyOu7SXN1cve11tds/adN//PghSa7JbgXWV3733V/uH/dx5vQN29Guq1VyDS7Po1qSRTEnZRymnW7DyCvy7TC4dV0Wy5Uze3Vd1nWldXdze7Nab5+enubJzYtC1Ep+1XS66eKE6OrAd1arfPdYat0x3pv9r0+PcVrMw/DqxSZS6lTptmvaulytVmEUfL1/Kpar0PegRR31YhWfjq0gUr31MttsMjMMVd2No9MyeSIGwHPdPFdtC0KTWmBy4ygYMdszy5H8HzjapkNxN4xjFIVZzsgN+5m8ApIE+XukgtNZqyQw3djrIY6RTRJ9MU+nU6+7PiuQMAah34M8drU2KkRSXyzhWEptNAdkkdNGiuOUOWUk+bZpxoupPJHg45I5xos4SaLyrOXUxEMbxarrhl5cH0HgJmnEadoxzHy2z8mcfXKyPGjhgHmmn+qy90I0yVlKjzwM0+nc2RmUPZMC39Mt9WcoARLiRHVbqL/Im6TsCCScl/OVf4WjMWTKyDZS67Zvu1EPQxSEmw2GTHuoOI7z9amKojDPImgH07xepaHyHr6e5/k5b5NfBPWayCOpgOkfREcXEF6Er1p2pCPfnZjm6Z1gJ0zFOhuH6bSvkcsGmP1Oh2Z26TZBs7lQ6fNFPAxz1wwBE5yQj0r24ZwR3AftUDTYVLGadS2nddd1xQLP5zjR3uvGIKph3D4yrZ+cLPGKVYokG60YJZqELtmfw/jfZn36gaf1pMW9ar8I3bdJpPIiY+0vvIenfQls3Z3rtg8Cj3CQFP28ZMCgQn16QkApIym/rTsjBc3+dG6b5u7uLqABbkvy4scAfbK7Xme666MoSBJ1PDRmsNBIvLKCRPZ0p4EP8eFpDKqqdGZzfXXTcFnGNI8TySfsNDe/x5q9HebR9G2a5sUiq6uT70Wik2c2WZ6beTZ5kbvz3JsmCP3bm5uu1afzOVBupPKu1cSxR/67d++cWQVhGqp5GhoVF4fTbjRu32J5700HadAN3cl4PqCszebFOPRNd0bON+D+7fWwPx1Q6A2z7qt5AjZbV/umPfh+OHt+2VTb5SsztLun+1bvFoulxbuX1WdkQiqI47RIbq5ubl6//NX19vb6+ma7vSmKZRj6WZ56Ht1FGPg9IZAYdQS5yTNrMSKe1Ig+/wBAMD9ktGE1k5dmiTpgivC3kyxg2YO2tbCRq1JmWPb3cyw41jTpbUTtKtuhi8POZiEI7/vi7Ldy69naPOBO889LnDfHJO2WsOwscv7iSZlmFSk/xE8rPbYsjARHJzPpC1gg4JdC1Gq5X1K5zBgJLA1SaCjk30qJT7KC9GBycURPfonF+iVTSmSlUjPZlAv7dhJDkeSkwfyQX8pKlWQNeEEUzACf7GDlEl4swle754TYLmhNaWDEoiYZgPLcCX6HFZl1IlGdyJ9lWZqW/m9xeZLmLHGLlgZjaSrSSgh+U3opeW6E8Cl/mMwGnEDxb0wjrFErJ7Q9rRWDIQ4fRp+0VWkMrAZVLPp8JPvn0sQygEYaJMwhK6WzoGO753tuqPlgvtQhVisrklRLALIaYPs1cEvIdpe/c7HbXYRplyYNrb5AjEdqCYX4dna1eAEubkO5/LSRghynV2SWCrvV9YgKQMuHQhI3ryWOXm5LqXQts9RCBSX5g/vWrihFPyzhXj6FTaQUnzakqB1HAjbFCMNSSLah1OJ8jxJwIqIAZCeW2GkxsNa8MAHL5f4YxpnQY47pIfQVXlMLZpRHUtok3Gg25+OCkLEgRKm4R9FbYtRECC/yZpkcmn7smTVQ1yG5kqmKaGL56YFP52mjTeJEyT4zHCeYzEhSxYVIEjInNd8vT7L0mQL/DHTTqxhutoFMg6Nx7FkSuO7c1uQbhZHf6yEMSOEDT49U2CZRy1pP8vfiOIhB3XDd4kTJH2FphU7T9OPQz7MvjkjUZMQ4DbMP64uuWNC7soBnQjQFipAJ10XI0zbgDxA2yybWjjOUZJaSxeI4Wg/S+40iH2DnIWpe3jByh8hmHwU7gnlLA3I9tD8S/Mjlgycv+lc77xDD8OQFjoItHKKn7odz3UCNZkTbwzAfuQXHcYiS2IVepMv6saoOuivP5fuqObTmLLT5jLaAPjDwnfUiz26vr1+9ef3q1bdv33z/4w8/Xl9fJanywfvxqE74TmWYZM3Ul10ceCH7EPJ0yA5Q4LHoNYSbJVvo565MVKL/Jtv9kjZiQVQW+Cm31CXe0/oDLSvXEqGlVbRTMxkiX8zQk8gPqqp++HL/h9//4U8//e7dT/en/bHtBOb5n/3H/6WQl9gjV6WeHAziTd1/fPcpKQpmJLwaxrapszwv8qUkKWtmQtQzlPmzQ7ezWt20DVWICsKbF6um7pt2YLLfceVHZhtJW9dPjw9ekBDxN0/H/X2WF9urF4fDpygqjHF0Uy2WiwEdopmmvqqOw2Cq+jhPUxQvlB/vDu9oojwvVNG33/2jYRx6XbmOcz49WSDyw+Mfi/Qqz69n19Tt12E6G1N603bou5P+aXa6yN9k2QttzlX7znFaz40E49qIV9AJgzhmkJC9uPrx7Zu/+Oabbzfbq0W+Xq3WKlSh4kXQVJUfTuurTXmk2hWct2SayIbNOtTDkOlO0wBhEHWcw1sA/b3b4C9yosQHaDc4SQ4bhkhcckgkt13+sWmWuLOLb/4C5JazBrW0/LLy9dtc1+dwG6aJ7E84rYyemkrbyeIf/3z/9Hh++vpwd7cR3M3cNoeYQubqfGqEXXzxlzuzSbK868q63jmzlyTXq82NbussT2uBOqhA+UGf5+vZMfJ7uYvV4uc//dEPg3N5Ggdvvd3Mkxl7HUfLCbjFU0OxXPleerV54fl+VZ4XqyxWBVUvGTbj4YheMc+D9fp6mucvXz5Ok7vIoRe6ftA1renrvNhc3WyOT2WSqDCG1G+MgZhftdM8brfLruMoS+PgeGqqU3N9vSyK6HBqurbf7z7f3L1EFes4SZby+OCkYptal63ru3EUbrfc7V++HAY9+srLskSFQZJgkN49lYEKrDjZqh+lo5vDgNEjxz/NDBp5gC7E11De+b5b1Rhi3XnOi0QTsiRqLlGHclbJTPl0rG9fLHmZMLDkhUbRzLODEoOtwjwaPWI0HeeqQpsSIAHlUPZ8GIPLdR4piFu+YANcz0HfGAZpqtBmyDuJn6kvA92QJsdG/HFIU8+HntBopiDy+paY8JSocQ7caRjW63x257YZJYaXt78VNqQ5Gj8hrCA7risdSdjJPE8qpDNpxSU/Dn2SEArioQn30yw67Juy1JZhZT1LFxGK5zctOBDPRVUSswWC3VLXRPPd3S16bY6HbpIrH4au1rPuzGIRp1lYV3Cp5fcClGTYlMxJTsA97inl9R3DV6LPZImRpCFjqYEEIY5rH+2K5/txHGR5RAaGP2+uVlXVTQaCmYr9c6V938sTtOBwOBWWFWy0hgMatj7LRjcWw7OEqVCOcMWEYmg9MSpRCf8/5DgLSNfoUP82daPjCDUvKxTFFQ1Cvz43ohoKpapxzqdOaArcP1HMLSoESGvaJicKJBqvoMnDlYHTNcmirhn2u2p25g6Ncl8s88ALqnMDrFXA6KHy2SwBJrHl8+AHIY8eWY49CDv7LQdBkkaO45KaAN8CXAE6ih4sW1We4yRX8SX6PEtVp3Ujo0PH9ZZFKj4OJgLoJBPIePvD2fN9xVqp871gu10FgVtWneHZBCgygpU3Xdvni2wax7YtqRoDv9d9GKZ1sw+CdBpMvtgMw3jY3Xs+nvM0TeMoV1F4Ot7X5fHu1Q+j5Jd44YB4uN2t19dEyM59dTo7Hkrs85FR0v60a+onPDnwNbzQS/qxr9qn9frWDGPT7HpzPtcfffTMXqK2ebZ6+frlzfX29avv02SRppsoTBZLFsoobdDuMwMRtOUUhK5UcihbbNg5XYPcFy7UhAsTP1TB6XhSQSQWcvEBi43YgkYsOvdy5NsoOtmqQcuQaEFBkYleUVgpNu7s3yjiLj/HQjokgVDUH880S9v7+eQLY+sCwCCgSMmnwiUOYt7Gt6I7eOagjLKNtFF1QgiQbs0uTKR68S+5cJQZ1CjS91l520XpZ0GHspOx+65/kxBgcQhSAl2S4qRpYGNgOXjidRSqHddBiC/8XnI1LopJRJzWGyTNFlI/XIhUpQBsLitHuyOSzlPsN/JYsejAuIhUUtxidgEprjrCb3yrDuXcl7wEQsJFmnRhItuhv+OCRpLA5WennGw4rTnNQhd8wK0oyuhGnul/z0A/y97kXiU5A/s0ZaTdNqOpF3LrJR1hdOlhQkk2QEzEeEz+LJkKCHRUxsc2mV7EvfRRl8RnKJ3ywanvQ34GOgmZMFojmZCKBMdCQ2grewsmkU8uNjBpDMT/Z9tIyZeyNxuMEK6vFMdSEFsXnwhD+K0GMoSRBF+2InKXsgLlpR8ga5IunxALMTtY7yhjOPbMop+2a+rAn0cxi9LjWTsMDxFvZgT8YucLJcLq+RFI8tguzAcz666fBEkiuVfQfe1OS5hMMppEu2nrPftjBVZky3BBztiZh/w6AUSaEZ5aFPlGD0y+7MSBgT4MHsWS7ULYCQns4W4KJS12GEYV8xl7pKSS3CoZxxgrIu493ZGdAGZ2HHy5CPJhONxFmMaQlyUB3/LE1i7wwRoiwIGS4st6QEIOPcP9OfRGHm2MwSOgQaZ8smuyvNwJXiLDKeELkoshCjXLRHSgYCMQmOh4GZqIKACpIWINGAH2rmDoI1ZMwX1DeZEMzEu+JVdY9O082hxBZmSM60i9jT6ctYdYZqa6amxDriKxs4jQ2fRIRs9VPc1g1U2ve4NLR0gFqFSCMAl8Nc2maQ5Pu4+n06Pvx223O5VfdV8N9H6j43SOk2fhJs2S7ebq2+/ffv/2x2++++bu9tVmu05SGRg7vNbE2smLLeClbUURNuiSERX7flHLSgoEikX7vhXZ8i/2WusRvLz9LqHtkhVp17Byd4j8nl+eF+Y4ThFEP1bv0zS3Tb3fH78+fPq7v/vTh08ffv75XdeVmt5rReMw6qTIFou74HhqFbB1Y/ohTpLd0273dPIjdfPyNklCY6aqEnlnkasoLWtNHTNNoee/eLFsqq48u2meFIuUJYzXyFhhruv+8HRu2y4IvdV62Q/14fE+jhdtU+q+yuN0scS4cnv3fV0/nU9fpt48Ht5rY0JGWITj7Xf3gR9MM6Ys152iCCh5h0vlvMhvr6/eNs2prQ9RstzvP42DiVTq+kEULReLu3P5xQvUZvuGIZzz0p66njPn+qosP87jeDx/8n1vqX5o+pPnmkQtfT/SY1d2H80wmmpwnMfj+ePf/vn/HvqrvIiW+e3t7Ys82X775jevv30bh0XhxyQiBq7WnQriwfAOldW5nVdZqJYXJWCC7ZBHuji+qSgJdIvQErOEjy7Ceg/sUWZTGUQPzV+XIZZEgvL8WlqzSBTGwQM/yJIBzqe85pIsYuDq+3EajGYMWb769x92D18Oh6dDp+vru4V4M7hxhqEfx9CbXMpLzEfZOAx+qLr2yS45+2778cMfmW8Z07UtxBel1psgTbN57lwnzPLth/d/dN1gnorf/OVfPtzfD2NzPnQorec2joIkS75+fQSevsqmOceaIiUEd61jJm/0vWgYTNO08+RutisM/bMLUbBY4pSYRxXFTdXi0htUHKtpGPIi2e+reAxO1UHX3ThkN7c3zuyGgXfY72bXXeYrz0VGNQ5w9sryWKzWr/Lve20WWcQmguNEkkxBNnt5CjIkilTfDbWYzZyQZdR2m5GdykjQWZKtxwPH/NXz+rIz/RhFgZR2uGnAKii892CHKfo9zox26Jq+acCEtI3O0thJnMOhbhBeJrofa5JV/dUicienqgbHNRLBh3IqCD3FoszRnZZU2THgBT22dadUmOTJKHrUvIhkADl37GeirFCDmbrOsKHqgYvSjgZO345JqtJMkXoOxI/KGMx9O5C8LZfCxvkqDieLeWNcGqsgyMDGNFWfpEjVXYf8sbHHFNdWyEi42lnctMQjKRyMqBdHDE5BGirdmsFXMNwItIdYOM9usUgGsLemqXUcBVGE8alpxzRPJJEXB1EQxMIwlDUCWZcGJDTFmx8qtjQqilTimUdjMxXzZVyVLeyiOGgaCWLCMz3rTsv0PcjypGk733dVrLq6L88dj5PvxJlqu155RA9J+u7U1Ea8GX7b9Kgj6BKnKPY3qxScuGSlYG/oiDyUUMQhLVRYxPKk8x6YsKRrB7OxqyJ/Gk2v56yImYFPQMxcZ1RKuT0wRq7pMPVt7ztOkihrOyF3Y5rCUKkFJcLUcZZHon0VpQ2L/b4HEO86kxx1zMJNP9RmZCyq4ZdiX2wrITdgG14s076ji2AlOU512QpjBhpbTATiALV/dqMoauv+fNaW5B0nca/7fJlw/jKIvQhVIrpebzRTlPpRFma54A2M2E6yKM2VX3NSFQGXMWL2HHIEyk8Yeua7vuvXtc6v02WBQJSYvo4PG4ZKQmKMVNpUoafTUbcGLm6SjiPFgdbNAoj05HlJ19RIUpN4sbgCZWy0581dd+76yvG88/nQlCZU3jJZogg5l6GfJvECDTLu0KrIr29fXFVVub26DnzVdntdOYPTnspPwZzFKeCxujmx6xiTdfZD6Eda16vi1Tx6//L/+4fK/N9A79BkqtVye31zvV3e3V6/vn3x+vrqbrHIfOUGYSYABQ7eppY0IMpqiXR3XO7ucZY4r8kYxnzD5KDwE8FkKNpCWYvxYMqLC1mXMAVpcuh55PywLQotJFwdX3DFVBs2owAYvdBZfFH3iabYDpSp/qWsvYBkJIncok0QCEi7SK9uB8kWGuFLR3EREMq+UZYSCO1scc97SXRHvBZlsGd/HYklsHQQgTrME/lnQDKksZOF5DRxXNp+UfSSoquznl1Lznh2TfHnIq4DcoK8Spg6lJXu8+pA4tKEccq2RSidfMZLKN/sBSE0Tka2zwFcIhEUBqUAIZ+NajJ5D/lZGPaHyZFf2fp5rPNQVoV8PcPQy5Z1njhSA4cJwjhIM2JFCs9wBQG9cJloaC2gdfYmqnbDWuMCEAYmbF0/vBBsMgd/kDS+IlC8bGlESMavb/ddkotgM6Mhookil1JblEFSaPqB1f1CQBHlgexILeNTlJuXeIgLp0R0iSIvlYbKtgSyK5KvzxqWLox42Ug8s+xpPETuJL80X6h4C/FiSvsqpS9jQ3nhhErEt+6zcY5vMRTzklyNoaNnZmDGn8hvgNLS8XAQSAcSzPNAh43ZilAQkU+J69GODOyYxBloniRJ066g+Y0u+5fZmF423QxMAy+QvvKiQPZ8RBs2NBmphnx1w0yIJRB45qqX6bsI9IJ55kcRDuu7YqXEtTJNo255jasolIeaQ63v+InYFIW8GoQu78lAxj/kXnKbowwiDtjPlTv05EPABksjCkq2n4C1mUVKTEMUKYdYLr5OIPCT03bk+PEPmslzx2clAo9w13VVNfoegXjk+2F84amS+ADPVxwTYqwQzIwkQyZpImZmDkcxpDAWYZwCxWeC3Bs6bW2MmXG2cxabWdH3wtHRxDgLWgaZalNqaw+RFIpZJaHR0zAYFREHb3XmMsxlksajITE2onrz/SAJPHwi9sEUsz0xV0R2O5jwmcin6VItVBTVdbPffTJad+0ZjiPjJ//tm79Wv8KK5cxTp7unr58fD3+u61M/nJ3Ja7qvj8fPj8ff/92f/7njzKvsdrO5evFy++Lm22/e/OrXf/Gb19+8BOvnRsK3kpmG7MkvNxOa3Yvu4DK2EyGDFUE8Qx+t2tOGo14y++zLRd7s9szlzhJlNegmgfrMujf7w/EPv/3jb3//rz9++uPj17Ztxt3TUxzHpNm62aLIi+XtZs2AMo5yVlz/4//+/xb1S5Et13kYBfef78tTFaosjXNeTf58Kk9tc3z98nWS5bt9KcZ9t0iz9Tqz0aJMvougachbHKnOnMU6O56a06nJ8xQdl+7qtgvBIVZNY95/+L3rOturN44zxAnirEip+89f6u6Q5Yu6bOq29H3/zZu/UEE46NPk9qNx77+8n2a36yozlIv81gwtIcJJ4Thzb7rlYhtFKcm/2erd+38eeOGr13/VtrVUfsPT07ssvi3yF8fT58kxTb3zg2C7eTv07bH6dDz+aZw6tOsgwsN+qJJgq8ejH4wqTFpzNgaOvJB/iNtaZd989+2P33/7m5u7m8Vqucyv1qvrKE5MT0yN+HpN1+osz5jxGHx+aDU9fzSDvVOZbUtoCTU3cxrI+xa/JtK4OV8mfac1MENQLmOP5kEslwiHPN/H6TvOElmDMNmSXdwL38kJQw6LL58eq2p8ejwfz/sgUG3TysqoH5kgmcCPzWDSbOUH3nq1bao2L7LetI6j53GOEwn47ntyAILU9/A0GxF1rbeLujxO09Q0tYqyxSJ3HP94KJMkPR3L0/lTr/26qjdbklU+fLgv0m0YBcslIR9N3UdJMIwdcTRJYfRgLR9DP+JOHokrIAlA3q6hIHMcZzrtG22GKIpdD3z2I4pikjSKPLq5WY7DrFvTNE3dduLK9iVpkGEkP3OCvpNlCdD5ziyKwvfdJAkTOg3i4yRFYwzZ3LhtS6a16AZ5GK2GQZRag+7GCFWaezrp5SrxPBftluP5jMAQphszJZmA0qiJeD01CFCpg+H4lzpNQr4sF1u5SEf8ecA3jy9UD1pDFM/SmPWgNzWtUVHkivOT4srzhmn6cv84T14Upz5zWS9ScGVtKkvb6iD0gExUHSwR5ScJKWGT4M7FdTD33ZhlAE85cceR0UMziE5GoAWeG0UEMwxmLs+dGPKY88UJDBiEKOI9SwvCSwQFhmYS4ifdS1iV3WDmzQYtnjED/uoBo66o390gcAr4N8y5WYErr6r7/VPdtWa5Qqw4T2N57sT/H0zDDDxJBuS4mzyvbPqu1ZHyk5z2mOPZw6aSZIFYy3hdUj26Dvq/LDR6sA40FeF8UsoFBOr7TWt02ycEBsDOoQEbsRmYfuoaACFRwsAFi9OAWmZ2QFB4PvUtpFzl9mYqK8x7AiKfG7a+MJbW12l9bB++7JM8paHtJ9H2SBhg6GdFCsmRx3bomm52XEXubrBcJhh9efZlVSiqLQwqhBdP1bnLFpGKUQIlierN0NWcxMM4RSrsul63YPGVCpIMVVIIjgp8y+lY28wJztCA6MVBHPxRhLfKdAIV9DzdC1VP6AVac/SmKcR2Pwi6phtG47l+HGHgxCePfJ3CmdF2GJTHVvDynEJIl5EpTmkKqq7DAOnUNamM3MyUMiaJ/arqy6pDQTi77DmzoKz6uu2XuSqKZBzGViTNkfJOx3Z23LKsB6M32w3CJ6JlbH0A+s8PwoQwK2//eDKDXizSgW1qLwpJF7NiXysFbLPr2mHSzuhHKtKE1J/Pp3K5Wq3WG901ujccxkyX0zBQKvJ3T1/SLD+d95EK1pvbh4ef2TMNQ9Xsiuy2aQ6fHn5bJDfzFHV9M01uo895lqzWd0YPx+PHc7Xr9Mlu+IepjPy4KIrN1d3Nzdvr9evNch3Hy5vbqyzPVUQaKiWg5brMI6ZvTErO6XSOVQbHdRSvFC39ZfBn7SEA2dkWSpg7SSqsQXzSHXCcOownmOn0zJ4pmol9E4fVhf4m7yiL6LQQOZIhQknAo5IjIUnCJ9n4SaGPokFo5BePnNTHKPzongKBNQjfwmoKZVcmnBuLOZHFoHVYzTPJ13aAbXUrQtSUzk00Tq6D1UcGUpLXIgURt4ygTe2U/BIiIG4L2TKJi8OaYURYJa3OBbPCzcONi8TPRg6wqAEeYTP0bGjyZeIqWylx3z4j2sUS84seEqIp8Vk2Je45j9deQ7EwA0lmscZfl5Udk0I6JcutuPDWpfGwKdjWvy3yVCFA0Kwi3LiYJC+LWZGzPmczWv2WFe5O4xAoiw66sHTkbr1wR+WXtB45a2mz42IaP/aiE8+164GYYuZA/KldLbKYskgVYCG2gRTnie2HCZkQZPwlZZoOmfWjpFlf9GY0XLLJtLR6G14lTDtxZ1GtcjdFKiAEeWRPwr5LIJ82JkdohGCfbBylHMR061bTK8fKBQl5Yf/IgvQC8sGRHoymj1NlvXau5wOS4IuXRAFPclDs3JcamgY6Sjkx7RzEglLEaw1Y2/QaLs4loAhBjTMBJr004pKujCsH57EXKPzzVpg3SoirvFF760SgLJGQLRFlA6rQnRalLXcaQGbiNMmvJF5yMsS2RoxQez2lmYqz0HOoBiGTScaYI0pd6ocR6CAcTqFJ2yQMWbtZV6gYbn03WyR9bzgFFK93cBqoJV2Nx8UI75ETwYJeReoMCwCiOK4TIuB9lOE8ToHylQobRpBWlgkEYWYCblPj7NqWp0lSIujPwcnoS0QBbJvQLRax7oby3Dowq6OaOT6Scteb2xqiBJnYxmaeEfvR9xr4PC9tBYqJcPkgiQHCyJpdJAm+Ly0uJQqbdSALBC/prhekBR/Y8dma6r49nQ7y8uhmZ0zjbRAmw6QnxKeO6bXy1ePTh6+7353KL1XzOIzNMDVCBiEJktY7XFxfXX37zTffvf2Lb75//fLlN9vt1XK5ZGhlEQGs6djt2MRI68e7JO9JpswlrOXyfAmd5Tljj+sFyu6S3OB7blN3T0+Hp6fPHz98+OMffn7/4fPXh904tTVJUYtisfI9P0uDTXH38vX3rp/u90+nwz5JF1X1GOGWn93/yf/ofxeEnKAuKuTB89UwGlEPeadz45Ec0k5D981b8m2Pp9b3IPYgO+x6DxmJU1dHOHJyWQMFc+p4OPVmSiNFoqlQEfp+ilSsomh0pp/+9JPrusv1+nx6jIL46vZlnscPX7487u6VStsaHkKWXeWLJA6tmWpRN+enx09eEPddvzu8Xy6v46g4HD47rnN7+83h6b4dz2m8ydKrUEXn89fZDFmxqevD9fVdoLw///G/Hno3y6/dwE+SXFfHqv66uf6+WFwb0z7d/+T6ft0e0yQ7HR8O9Z8l7rOJwjhJlvMUV82XaTZX6xen8uu5eW9bd2Z7bp4kURqtr7B3/PDdNz/ebG/X2xdZlmK+HxCMKQYt/mB6AWFz/8sYBBv6OIymt353XnN9Z0ip9p22RrwUIgCgD2SnIV6CJI0YS+BZIv7J9FPENsmKcn0xGU+MvmZ8rg8Pu7/77R8cNwlV5ktl0LVtltMOOI7z8OVnFeVh5HtMJiwGOsKEmRKKEgRWH+KEQah7aFSmncLIa5rGD8JisWybY9e0/YB5bFHcQrc3Y17EIKFxfk6n49Gdpv3xizNnN7cvDocHd46yIkUnEMVal0p5cVRoEB1DEAW4pcepKomZTtLY470gQH9J+GEf6bh9h6uqBs0/Gz0kqTKdLpbpNDnHw4mLEIrYTnatp1MbhE7faaHlB0B4ho41WJ5laaBUWJagMjAoU09HgkoXBLWMrpWiPQAVIMNOLQEYfG+h30JojHkPCmyNZq+Hzk80uwqSOKSOnO0c3UwDNYcZxralMKE6T/BSlzXM95CKj9C8vjOrdeJBoGmTNEzisK55V+V5Qv8TIc7uuqGqerJxFPN7FTGitO5h6qShl2x3zO29GYo8yhdRW+lppmsyPRHebTekSRAqP1Eh7WIS9uI6sNJf3/OS2A9CjzJYNHW2ehuG8XxqVBgWRSQyUcalEb9FP46IQEglCYNhgrOxWMaR1FtN17uO32NdQtMVo0uhVphmB0lJGNQNQoBeMm35SLGPnE/QUg0ptKBQJeqUyV6HfoNDT0XBer1ME353FAsuM9G2McJSEsKd62SZUqFrjIvblkQsOurFUgLgGT+ZvuUo7wfTNkxk2ea1PZJIj1/fitZkN+j4PrYKSaNyTT8Kd9RvMF1ApqnOXSt4mzRhjcmskjlIjwo9UTaTpy5bRowgE7BSSK1Mr2gGzrA0UwpmHe/0QSpXSbmYBBKHDGYcJ2SNeZTl0IlFhqoZ68Zh0xjEML57fbsSdiiSikgWklXZUQeQ/Q6GyiX/s3cmN81hQmqcHmT7VrWp66bXfRRHlilSFBH0CHHG9z3aVxHQsBtBs4rOOUTgemRxGkZMB7KU+cLsOqdDrYiEYUFtZcyQU1qqVxW6q9XicXfUvV7kC8/1kxRFzG5XV+dmvSmEmTwmCZdCRYEZ5qZlPR5FoOSsaUSQRcM0D3RGcRwEbnVu67ITjUliSbGDHtq2Fi3g4HnROMPvabt2URSibevb5pRly7Lcj2OTZzcqSuu6muahqdrBjEWRRUlSlu3h+MVGzgS+Yu/iBYfjQ54tYAupZRA5Xeu2eldVZVk9+U7kuF7Tnh3Rj/RDk2cv5JrNZfteUljGMIgDf/Z9o8J0c73J8nRd3H3/zV9dba9Wy6sELI+3IF8+7PvhfDrGCfkuMD9t08EOYxr6WSU+F8532xrBbSC07QsDBtL9ZYlBH2gFmUDefEY/wp2zWeRWFBRAvb88/pddnPzrtiGZR5SBNvIOWSMf5qJUe1ZMspJh/Rhgu0L6R7tlhYiUXDIyECGpJ34wnn3IHxZJbpdCNsr8F/PgL1ET1usm8riLNlTEe1L2iE/O7jatsJA/y0iOoDRswC18am4mVmwgpcyync8lTw8asBWgCpxQbHKXYArZKltDl8AYrYJUgvV4si7LRV6MNMYWKug44NlY+Au1z3ZE1n0jUfJ8egsQtVJ8yXm6aDUviVnSxYYhMa2oAEh1FfEtWyzqPJvfKB249ELikGQ3yxpJEOVA1C7CRbsOEC2iCMAuuB38ihbHbyfLIkngVrFSMWEWSH/LbtNC4ek95A+hQ7OWOXahaI5kn2ydVOKKvARFyDdl95ACTMbQLkcGIwmWbNitrI1FpkXMqmhduJRi12L+K1J/iwUVYZssDG0j/gwvsPs6G359YQJZf6k006GgPsWZNw+9xDmyXrMADTyHEisv1xDns6xJxTYlnd6FJmMPgl/cVna0StXtTwbtibBe7bBDQkc8GlHL0EecIj2tlXdegrht/IbjIsqwTDVGIHZlLeGBsqHl8ek7sHYSvI4FPUosAIKZneO5fTMGisGN7kjucVymz4LepR+25i7LjGAxMDkq9ntSEPwoCchVYhKBwQQiDomjpu96SfMCQN0Pc5KwIjU9ubJ2fENSJY2r18FRH2G/xQLmISrQ6rFh6lizGX4v0rMmnMAB98AkvkASSoUH43vI35jxNQaLYMAoeehJfLFMKUk1Y/gIaY8TgZy46txKviJJv03VzsQMssFrmmaap+Uyi1TkSj6K4Hchpv6CSLGK5rrSwmBxeiqlUWugu2KU4Blv62aeR22mtm0Px72Ue94891BDkoXv+XV9rptT21Zl/XA4vD+XJz3shqGbnXAmCiIInWVRXCWJ9+LV9cub73/41Y9/7+/9ZrvdFstFEITyOPKivrwARZbvemKvlsQfO4GSDC9kmNJvi4wTg2V9OJ3fvXv3808//emnPzzcf22q6VwfmqYPw0A8/i+vrq4TjstCRZvydHT9eVEUTVvVDTsjpeJhHDardZKG7n/47//nXTekBWtpbmXaaDMawQQZky8wNfZdFysVx7BcHh/rptVRmjTnarPOzk2738FoaeqKPy8A6Fc30+G4z4p8v/sq2SwqVVlWpJ4LfM8M7teHpw8ff69UeHv7qzCIJAwKQfNivX16/HrYP3IL8EFd3w3y1ev907sizb0gG0dAMt98+wMAtK71ZUNY120/dE3djI6bFZjuurapylN93l3fvXVIRfs6zHpF+K+TLorj/v58eNhuXi+vXh6PD58+/l2eXzXtcVFs2+Zwc/N6ctunx/e+5/d9i+tRV834OfC9m8WPVbc3vcnzxeT2VXMvNkXfcQ6XW8tLbpa/+tWvfv3Xf/Pv/OrbbzfrrUpz38XyNDk4ggYzhOJ3Ep0nGIbBmJDCj68cdm0gqfGIdiVsdAZ7bbrLMhiBhEFhbxGx5FKIWkEUCuiIbeL8+dS8+/PHc1Wt1lfwJxg9Iqo+7Pf5Ismy7P7zn29ubnw39oJknvum7v0gbupTFKUvXl5X5bHX9J/vPvykGy8Igl/9+rvQ94d+GiadLxJmzIMeZu143tAjSHImN4ohiQusRY7hXj08foqjIvC8uqk9EnrSxbIYJ30+lfNcD8YNvGWU+ufyKU23601+PrSR8q7uluA39420u4judIs20guCutJg+tMwikNrner0oM1QVlUUBturdXlqzDgtioQlW9v1vVYqWi3TpsGbmKa5OzmbNUDX47HxAjdLVa+HLFexCAk0KFHOGNed8zz1faepsIGFwNawoDCMZCUY9MKFFxYIjcHsuEkaFkUc+Hg1g5AsuGkc7z8dAmaovDTh6PjUCqSA97ORURxPOKoqf71JejMejg0cZB+vVKwcxQDFOxza3gxB4A7GSWLsYeM8m34Sp1+IDSAKnGmua7zNuLOcOYqDkL/osAhi6h9U5w6as0Dhw9DPFwmpa8dukD2ACO28LFdsjeJAA/5iZtnWuK8kppIBnTPNgcfQMSDyvq/LXtSnIuX35kGuXpqGbTuI6wD8TBj4qaw0mhq/AYL7wDaWZGP2PeJbtJwOsJw0iQ77ahynthu2V0WaBeWxkfJiHs0cJRxpi2VKwvvsnE5d10IrJYxYcpnYigxGEi+AZRiyCm0gFYl/HumXJFXc359Nb9I8amvD2ykUnLfn4lZt2FVG5CK6yBETfjs5i2ULKrHFTYMeVdonbxyoioRTwOMMs8BBPKPN3FZ9oIIsDxeLqNeY5omHSsIk8esKSlDXklG7WGWmJyGd7ZnnxEmkIqrGruUXcTz38eEsk4Uwz4l56Dv6QGlErcdpDH1MIOwY5PSAYStla1uzQodPE/p12RENElnxEfmKgec1XX88wCkKUIWSH+NO7mqbHM/NPLrX13kQevef9pYAqbUp8gQ7a92VZx2n5ClNk5NnSoiaY1PruukC37+5XcSJIrihG5AhCVkKdS73GpdSopDBDBDbs8rSItZVD7Ja5gtGphd4reRsjBJ/JKLGneZh93gOoqhYpBS5HIT8xBg/BYaKlmgKUEAK5nhyf/+xqdvF+oa+gPWy05bl9c1G3NS1689RnE6Tfzh+OR+Om+sr3Zunh3ez66wWV74fPu3fhUHmuqyWfD/2g2ie++Pxabl4sVqtnh6/HE6fur505vb1y786Ho8U64N7Oj9IaIH5eP+3uvZQ16jIw92p4ki1zfFx/7GbauVRJcxzN7km9NPN8uXN9etvv/3Lb978Jo3jQnICeeJkTI5XUzZ5WAVcUv9cyZZEaumAiiG8AU6ZuHtlT2I35LQWFg0kd0oYQedj44DyAAMhvaKsudhOuGwDmEIKLczaS1Qc0qrRqBBVEUahIzsr3OnSpyBLk22LoAVtq4ANkuKb9xArEEIgLBTjsr2R7ZmUy1TzFwOT0CbF4chBJuW1JcDYno3O8DlYwO4P7SdkPxmBoBSBFGW7BNkLCNxaCm3nY3s1Il9dqq8LT4PiUKx0Hnxkm4MsFTrWFYi3kp+JRs4uhH4Z9ko8o+zNGLKA25HRiDjl2O2IhQNOLs4rLoTF6ckmTrhrNtJAlBRWIwgJIwxiSuHB9IPrBsIXdXyJfBSZBgtAGzlwMQJJlX/hqaLflTUmETG0QwkLLseqW8XhSRqtddY9o3X4H+jE9pOMo4G6dOnWbJaAjRYQ2or0mKBiLUWWI0/MeNI4yiaHctZHFUJeDsoFR5bzIsSV9EgRfIrxmAwEXrzSn0wQy6Qt5waXmp08J7tY5RK5gnaUvZesEsXsQ6NoiSOeEGWE80mL5fnMtmj4JVpAvk1JuhZYjc0GtP2bjcm1BkjQIJIQK8QXKDwSQCfbN2u4dVhhoc0RzA/6RuyXuJ0l98E27g5eHoxnIhF6TpYgfw+XmtUA26xN/J0ilcTn4joudACiDgI6WOyjfBcqsrporA22b+RcSELmYnpo6w5ZKkhbpqWuK6pIIbIM5IoyowBERGoU/jdqe+Q33Oh5gc/fftFGk/kQxsxq27YXP68nVkfCM8PAl1IKggayPmxANq+c8tMP3CgOpZRFtxngE2FH2kEr5XmbWLHKy0m2+IIJtDMpeTuMJKCi5QnDtgYDxjQv9AbDS4meiOEVXgbAIXIfYctnkGcCPg+PV1vzW4dBAKybLFwQo7LslU3+yJSn77kks53CyHiF7TjRZly3th2qcyczKc8QSFZiSh37pjqfzl9GxOcLdgM5O57t1W3oR2V52u3vP334/al+bPWTNoe2Pz07jaPQKZQfTl57vX37N3/zN//tf/e/8/13366Wq6LIHBcMik2OsQMmezGZnckUIWRJ4Y/TeDzVX+6//PTzn/6f/9V/9fvf/W5wdFP2WXK3XG5MN7XmkCTFi7vvrzYv1nykGX/Z5P70558fHv8UZ3HkLwI1//jrf+SLlDov4mURp2nk/kf/+P/Y1B26W5GHotTEQ9/2zZDlkUrC/b7qdZulyWpNakXbDbt9JcEK7nIZ140uz+3sjr1uVuv17uuDH5B2HcbBIkvrqs3ytKnbpmuG0ZSnXaii16++G3rjhnNdw/8oy6dxbJMoPZ72UZSl2TpUydA3ddO0TTlN3cs3vz4dHkynHTdYrtdxnBz359mZikWRZ/k4ssmJ46Rry9nxl6vV7uvTYf+Q5CsVJGX9ZHSVZttp8k7VodPddnPDyhVy5+jMQVosdrv7/dfPswe8fr1+mWf58fyuqh4DVspKhZk21Ti1j18/wnnr2ihcuH7j+vPYe033FEZZkawfjr+dZhO40TDrwCl8nEFpmjnF8maTv/3hhx+/++5XRVEEYTFPzs1NkWfRudJt3fG8y5kAoo33HPeMxOnyppAkUG4LI68wnyEQc5AkjSqGFnOaRqZHbjrPRAJ2Xf/h49embZrqYIx++fo3oVLv3z1kSbLZFnXVqMgrq1OknDhOPS903bAqGz8kfNPz/TRjzPz0+Pnu7lVdnwBUJkvSEeOo67rAT8ZJl9VhsVk31RmcXpxDlo8j3U5+ODijP7va9UffU4vF6v7Lp8Mja+F0EWkiAQn8PZ2eQDaEusjXp2MXJ0kYptPgbLYF5Qtp3cQJjOMYxSTVtIyyZjxOAuS1xmWLadpcFbuH0+lUu76z2a50y+Fn/fJhGBz3JxrUbEEjzSTSzdK464bTuZ3mOSWV0QtD3kEQKYsEehwvIFtfQli06hHXA8lljGkrMg+E1z0HPrtu0fHyvBx3rTNPyzVZ4Xbuzmh25gMzE3An0/M2p/wYnNOhEjuH5O2aOcmCvEi6hrY+UL7uhmlko+vM42IJQuZ4ZGsv9Y0XxWxpsEGHPqyU0TG0oPRsWg9RrCS/UboUOYvFz2N57YyhVKRkvID2qa76uoalKe2Nkb9uDw/gLp4PvKvXc9vCLPHoRjAKeu4s0Qv+4dBBFkH2iZAuTqKJKILImRzxkk3C7OLgZ7DkYUizCrQo9nFO9n1T6QmrGxIUrYc0QbJPB+iI1nSc8iI2bHinIAgbXMToZosiKRZx2+oakg3DPDt0F/3JKHnHiE7TPIqjULddeTZxHsKac+fJsJuqwSah1GVzaIZ8kXhwR7s4jj2f/Rt+TkodTAwocJCC2G0LbQlK9cG0NcVEb4bQt05aygOB7Ms22HXrptMkK3B8xikmZXHeDmEQ9sbIcTtJTsaFMM9mysCwJqQb94qHnmca+INcT8VhmgS91uJUoYqVdQqKUNbvJdQgP3QFATeeTx3dYxqpKCCAgZ+NMFuTL0o97bseJNiY3vJ81l03us6UZfhCo8japij3ZGM/iyhs6lour0UOiEqIWkhFQaSCrjVMZ6LgsMOmlhWxgzwPfByZCouYPphbcTIkWGLZn8YpyxR2A8nkhZsnmV18nrJGI52wlSXOWuDjbA5zNRhyKTHu+q6nXLahwtZjaeBSo7cNV5XWkYAT0jW1Nm1dhSqNYoaS7HGZ1BjPG9kuR1Gra8F+uVVZua5Zr9EsnA77tt1Pk8pwI3/0fD/Pbzpd7XefQ385DjqKM8cbD/vH5TKnAZjnIt/Obo9oYG7jYFFXx7I6nKuv+SJ1JrV/+kA8jD607eg5ybq48zw/yTzdl/vTJ2eO+7GanDZW8WpVrDdX16vXy+Xq9u71zdWb7XabL/IABbmk5AmuCycMqyNL8nQN0kGrxaOlQYtOGsQopvALII64autg85gleyyNLy0fhjrZ1dhtCT35MMSAo/Hk2KLEVskyoaZ6lhueV7SYy229K+nDz8B9WTaJC13aCIsitMu2ixxQ/iWf+LNfZKOwNCTPAeaNpJbbwG6pgFGfKmuLoVBhc07lJAE58ooT4AQ4CwEbSK667eHEzsiCyyZPWPappfZL9S38cKEg0LbZsHg4DEIdvGAPL6g91rf2OkhLJoJYlCJWf2irfCvW5ac/L4gcRT09E7kkI33bscpmUgxqIsNh7CuA10tkn+BMJJ7nEmkgFxMnFVsL4QXYpWsgSGcrMRQSFZ/gWV77C0BFmkz54QLK4mST9EWL05CBkaA0xJBJYyMNKpdXiDvCIMJ7whcm0kEMaWJkoIckAZwtk4V50LoL24OtHi2lmFlES8l42l4iq+Yl6BhxkESS0GoJiYdB6ARODHQ5h6wV+dqgaruEld/L+v2kRpLGGftyxJtWvjgjwCxKAkkCtOtWfjU8jWJNtckfhBNoI9waXq1SZdlyy6JuLG7RMm/wZtvYbtLPeBLx2lg5MChVedHZQbBV51rSeMgY0eO8FzCK5JZT5VjWJQYJprWiVZ0J3MIXS8mHO47IRG54IiuRY3Cb8BTZ2L6+E4oEaNDZ0pVlQEMrhTwSb4hxPZxEskumn2T29ny3CO1vbs5938OKR7VEyASCYY4uUYUKJcWkGZRvzEo93FRCRy5Mqeny8CJLEVKLVD4492ZGkDMBS/08jnGaSI48o2HuW+mK0ULJ0lVyR6QX8p1Bs/S1ECkX0Q0PDvQe5jVe21HtGN0lKWaGvrNvGVm/C7To+X6wX76re8MUlgc24D06E2+ExNEB32ojQ/3Ah8LG9yPqUyYpcxxFfjBrhLDj09Nj35lx1FW7n4YhiXLHc9IkTeLl6Iza1A9fPp/OT+fqU9sfum6P0sTZ5tGN59dK+Wkab69vv33zw/c/fPft2+9vXlxnaa5CfHEycePL1J0+V+f7L18+fHj3xz/8+d37P58P7TxFvekDx4uiRPdTnEcvXrxJ4m2Wrf0gdJzg6ev98fBlnk2WrvJ0DTyWA6tYrZLlIovT2HWnnpqX9zRvxf/V/+L/ZHqmAUzSO/n9Hbequ6KI8zyuq87xmdaP03j7YumObEWPhzIC7BCcS83PV151LhNCnJzTuREyZyOEkjlOgqvr5TRMnR7O5bk8H73AyZKVCuNimR2OJ2nKT2HgpcmyPJdlubu+eRXFBcnvXSPOluPtzas4Co7gxbus2KRp9vhw33Z7WxZUdR2E2atX3wYBFV4ukPS6bFUSxCpcLLOmaszgmsHUVf2MzRvSIrv/+HEap/X1y/PxcD7vr29fl6en7WZbLPK+a37+8M+nEdBroorFYqv7+njYhaF7Lneb1WsNoq9+9/Ffdr2Og1UURl1/HKauiN9kWXqq7ofZCdy50g/T3AjM06UFztKb6+9e3/3qL/7y1y9v37h+UBRXWZqypkN6Ppq+R1g/My+R+BQGvRL74SLotOcKd6cTJ+H51ODPUXwDns9Qojy1H989HKsHwg+jbBq8OEmaljFS6AtRLfBAq3tD4CraA9QaDKxOh0OaUKgJ2oQWpW6OjuNm8Ro91aADLyZGRkLVjsejSoJIpX3f2lyyOEmc2ZO5kW7rOk7BJy5WS8cFh3g6lBBy47g8V3FC7SLe3SOeHD/Ruk+SxWK5TBNUZ+ey67QxfVeeyu+++0ZFXoN1ineKAFMRbx72tYTPACNdrguI9q3RmuUn+wSQFeTOM+kdzHKZGxGb+bOb5ZHup7rp61qrwEsSeBIiwyNe0XF9FcDI6jVtibgdpqevpU3oLZaJrWuadlQhDlEyiij6OS59F0a5ILYtklvc/xMD14CsZBoSwnagmDA+Q9jAjku45a1JFynaJAH2CNMl5LNNznKNhLE8t22DT0mMW7yeTocGP4/oTALFH306NSpQUUw+uyx85kB51akToYjItfCMDcUioXke6HZ0P3Jb2Nwb0dL4olHxAx91QORjg5qdVhxPcvAwUg0DLuM8O1VlJLGKmTQHYUwrwk2iiHhBIo6AhPNJFnECn/KYwrL2kOuu0QVzYUUNwiEYoFlFykhx5lJscK1UaCUZMRZNBC95HpjBaWp25lHCyjfw0ccO46RbjcZWGKRpyvJq97XkJcgYUQK4mMhSL7qOV1VNedau6+RL6FN9N+R5JPF6RjcamoucHUkSdI0ZwaWMWR6kSey6TtcihhAwylwUiTFjVWq+bAfTvAqxqbAspWNhqHlJnJbzjKHAOBhNjWgXF1r34wQ0KEmBEPT8LcnQM0h0/JA6Y7nA8CZhyU5JLgl/vM+YhpWaVcshEDVcQBUFxSKSWpz9SSXm+K42UrpQdeU5LsG26uMkEOQBZ6aI93hRTKRZ0Mb7EuI8Tl6noTSLARU4uCYAhg0QsUUzflRUrHU3jVOUhAx3pRnR7RAnngrZjlKRDJPu6dlAnA1UlghEw+DmDo03WPNpbqo2CMKUcEXSPhgVOX6UkjvvuY6MmQJ0dCBu+GVkWOuZcVJ010gk6pKUjCRB9Dj0RmSufpqoSc41myE+GhBuOEfDeJ7m06nqmjYrkjCMddcl9KJB12vXnZrmFARRlhfn8lRVu8PTke9X+cM0NHUTBH4SLSbipFLHmctTWXdP8zTk6SZfpLrRUlJPutdFujiWT/v9Y7bYhm728fPf7s/v4pAUqQlCUGH6SvfnPF8MZiybp37eeY4Xh/F6u7ravN2sbvNi++bV969evlwuVmmaKhWEcYRCzIARFhYCt6PcXRQ7kg+EV8q65ND3IB5mnZMXKd+RTGTYBsgEQfb5tOeishPTJuRJ8cBJMgQpW2J8E7Y+iG8Rf9JfiVFtFsInzRu3bk8ADOsamZwJ3vMSNyzTK+ttswkM1naGTVEiJaSruYBKrWAQKKgV0VkFn82efw6osvMtWcXLkFQwD/x/C9QXbQGFvjSZHKCcoMAMWbE9p9jL+kfmDparbrMKLVfTriUvYkL5r1TDF8ypyOcsEOSZ1i7zvuf0bcFF0tIIv1W0orYnZtfNOkIgJZLk5BBsxRpNVihsZO1YR7aTLo2WbdpF42ODFvgnQ1L17Jd46dtt0PyMZpLDQNZr/NqTdM7i13peQFkMhqBxPVk32WRoUaMMXkAhzmeYHCL+hLor8QmMFS5jxWdXIpUEYm8W9RcFrE1xlO2uSF4F8CjzVzG/2chSvqNfuCq237aRQfj3gHaIxy/E52JvCZsDgXcOYDJkSI8ouSkMgiSjObSwYuBGMgCyDBppROl1XAmhkrncM63FCjms8FiG7qMxgr6UTBRJNpPum1LMg8jKf0O2IFWZNbnKPhavQSCQJAgoEfE8g1jTL2Haz6paa0OUR4b4ehutZgW+EjQhdSpkdU+3vQNSy/cuyYQoI+U8YhAmLf2kUM44Xcv8giLJn/lclD0s01QYyvJ5QpNiRY+QDriMmBEcYFrPoeH8InLGOHHMDLdtNP93xEla15wyirKRcSTBQgaTnizNWGMyum0NoxA5ipjOUznIleHzoARmgC5TS6GwILL13Lmu9DAIVNb1Ek7tmcUdX7rk7xErjaeR97kZjRwcfd+DBiXWYhqNEIfkLaJihMdtpweW6jyJoUSr20dzRPPjyiLRF3gnpFBrRORV5gdt03ZdB+CMVW8QC3u9aYkfqxuNYIpx4+BgGeiO50PTtCpMgiAdR+N5s+61C5In+fLld1+f/qy7Cflq92WYz4n7QxHfntuPbmC2q+12s3395u3b71598/bX683269f7D+/+/NOffrp/+NxUYxjmD7vPbW0265vV4qWnxtub22W2ybKt40WO43/6+Key/Or4/ou733RtHfjedr1ZrrNMzk3ajYTYRN4aHhoEAhtlcEHR+E/+8T/zfa9rkWuqIF1vuB6HUxMGAdJhceKafmK32+kkJRm566gduWLDlEVho7unx53pyzBKPA8kzs3tC2ceq8akKRdtIrV5DKKobjToodGBJxn4++OBOi8c7m5vVRQ/PjydzydnVrd3t67vvH//2QxNrKLvvvk2X8SPj3sxGPl5kfqux4kegp368vXp0/2nMAyKfOsHMdIgqaqLIh6NXrDKTHb7crFY5kUYRyGJ1dOYpsmX+y9mNH6Qf/36ua70cn1TnY7H4/t8ka6Wt8ZUnut0umornWQ5B6jpZ0cfj/tp7BeL26JYlfUXwrglsPbUPL6//1fO7G8Wr3hkRhJszNQeT+8cz82yrGvKbmDz6zopYz8MTcHV9s2vvvmrly9evXr57fXtVZYuAQqmgYokSZNtktdUnS2pRT1yWf0FAlntmp5MZN/tunF/aPf78zRQ67guqJVpnkzvJGmcpfG7nz4tN5sB5ECbpmmkkhkOfj8MROgsFxlgCdRZrR+Y69ubL/fv+75P01WeLy240rog0izXuopUEiVBU7VhHJXnRrEa8FpoJbaMmIcRC9NmC9y818Ph6ewHwf5w7vuuKBZ0sNrU3T5L16djmaQL0E/adF0Hd97xet3VTbNertbbouuEBSw4NN91LT5Ezq2xLk22UL1mnteii3CrsrN0OaXCNI+lr/POZ12WdZEmaRETQyJxOkkadW2fZfE0j/xb01AssiRRWaGashf+/uQTAwA3wfd8+gdE5LrrGJ6J5Br+gQy62JALtodWR3coNmHDMI61AgMokYKQIr7MmSdbrwOrADQzD/DxEVGoiNc6reDIADWSDZiEQDhQWGF2EcJO8Jc2djCPxoNXNjoZBLYT7ZM9xSTJCpO0pObijc5yFqdNSepgnMkGSlYFLEjnmWAGMoUdDk4Jrg0lMl5rgJ/SYwciYJtGM8Rp1HF15IZEseoSFy5RdS0HkrVE4M0IYIu4ukHIaxMqLXkdlo2DLY05Iqh0TmjDzG+MY6hFZJg43mRG8I+4EDgKwWOmoeMgNWS/YcY4CWa7DkJ2SxUhniJfFmtMT+hspSjhweEvsu/Ki8QPAkQKx9r0w2JdgFOi62MR2raG04Kvg45ft5I2QTQC5ZnjOaR0znNV0bXHcSi+KaJvCXQaME7QPSpiggllcSWnyNpu+Zo8xxlYdRrTNZf8Xw4sKdR836tK7bpkMwgam4OeUzbEAhdGoFNOpb6YBlHacF24r1xCeAUkRw6kJPgJzG6eq7IrlknXjbpjH+jiCOVwtUD8UHkRjlMmz0M/xmnQG4zvjjPZxa/uJobvI/+WwMrpWsdpOu4INuRZsFlnoTf0AtIQVirsIvGAsbEnlIwquWeNcyksm7rX2Dn8jBcSDCf2SyQRmxhiKitEfhsAWNMAToECLcYo7QuUiNqCrcPktm0PJicnfLJF4Yz4ME4ZkFhVILpcwjB56ck0DSCKFok1oSZVA2Qris7n0vOCPI8H07eMPMw4OAK1GvteG9MVi61VC7aNiRNq2Wmeuq4/HD91rSmya+KghqZIt0/7D303XF+/oW7rqt7UNGlhHoaZ8BSdT5//0Jtzli2wuvO9QE8om/PQ+2l2Pbs190/fDoMum8/G1EEYuS6DjPV6s1m/vr7a3t19t1ndpUl2c3NdLJbCb79ElqHZA/0nd6WYnWT/jzBvHPsZ+UYqWMLLkpxgBlh+UvoKl8XKHy3yXtAdF5AcJiMeY2nW7P/BSkFMxXKfU9ZJbp3l+1NNyn6EBQtOKg/FozWQQzCnjZKGB9gJVsMLDEakjJca9Be8AbpWUelZoh0zr8uSXN55JERRruAnsh2RXf1d2gmx7Fkx23MeOoW4sPXFPEN2vHR01kkmgg77T0sPfBmQPQdpWdmpyM5J0rNTnUu2hA3GsGtGmazBSBSghdBW5WdciH4iHwiR3k2ctKBQbEdkwznEM8Y3IhZHMSTaXHmJkpdNKQHpklQhwnsaRFmgWamvDYujTgfiivnqeVtLA0OQqQHURL45XYHIN7lVsGnY7Q3niryiWM+LDY/JoHytNq/CJoyhGhewB3IAwQxaMa0cYTbCzgp3bYAg7zRLFbpIVS3rw7JsJHjDwbjoATYXtyIXWSpx1nf0nAFWTG5RuWM9+kNp+G0ACSMPiYmX0EILoZZrY3qcb65ENkrDKbkdHuY08K0ysCUP2c6k7MQUhBWYRIZ6wj2aBL5gDWNyRlgSj8iuQ+uivIhn6Y3piy1o3aY7cALgn5ckOlsyWZHdL8h+y+jpe6ZpEP4EXm31C1rz2EqpYMPBhZUioAjb7ss0TXh/4gDi/SyjRaz44lPQnfYA8iH6la5pFPqXQg0qpBbZdfsTbj6+Q2E0MhuSdgDXiaTU29QKRg9dww4NmbHUqIQDR2FPKpWFfMoGm2/FMwabosT5yp8uICXXQy8zikMSOWscuDONMfek4xjDBjIIVd/rppJNUuwFEonca5S6IkD14whsJ0DPYep6UAMYlWfURmIB5pcamUVI4KXFNInvT67eSFSAtPoYCxmeSVDEiJiC2sNz0ZdAMgZvVhTZNA7HY1Oey9EZPW9WLAm11pQ+nrvo+7aH3+GlaVS35dfHd18fdl13MONxHPtILYv42/v9/1uPn7N4lSR53VRaT6vF9/MwZ9myyG8d172+erUslnG6iFRelsevjz8PRqfxRkQZ6XJBIFCeL+d53F4t00wFpPs6dUMIIWQaiVvH9TLM53OdL7IsiWAB/gf//v8+FEm6LHu53yLlt51xHXK3Jqh0beD5ac6GxyAEahs8G6gsspS/+PnLzpg+iZnlR3Fi5d2e67TtEKVhsUi6WvPSCKP9/mT6JgzjxXIxjWN5bsdR9325vbqdHWe/e4zijJmtF9RV+/T04Lmowq62L8ygq/MpzRbjMBeLoixrL/Aj5SwXWZonj1/3dd2kcbHdLsdxoMZi4UMak+c5qyV9xTDwxgxCN8+jx6+n1SZfFWmSRY+P50b2Ax0YDZPnkeNN+91eypihqXTTlSoJ0mTre+5x/8n3pkP5YZndJEkRRr7uTFXtjB6TbD3OqFuN5s3y9elP42Ca8dFz4sCLV4sbZ/JO5UOcxGGoqu6r1rUeasfpXGfpcc3DYrG42bx9cff6u+++e/HibZykWb7Ms0UokesuzbpNquHNEojNYISlCwP9/U+P51O5WK/d2TNDQ7kU0lf4fsx4poTG6RNC0uNOPO+uULcqbLUDlVkcBfhk4vhcVdNQXW22VX3spz501d3dG9ebyxMhm8fDabVZNO0hiuI4zuuqiuJ4GvBTSt5Lp+JId6VSPJxJllIstrrIstHxn57Ou/2RTx6MrjN4s7q5u9nvvz7c32+vXnfdkKT5OJksxRlYlY0Xkjqak+DcJXEkNn03luy7OI2YX+pRKW+a3I78HFSIrB1Am1JWgqxMGYETPBAHZdXOo7Pe5LI34IzIEnKdEzY2njF6mqcIoIoAv4mZ4lwkZDJGBjYYBmmBZAkY6ieOFgYQ9FUMn3Tb99qKPHG0ux7yCR8PVQ/GE0SHVVXYI5/Xf9N0SkLY8Lo47L4UwYYaFWummqqTuNPLRNPi0EiDi6UyNhCQDd6DMFDeYPosT0h46xC26Y5djevMiw2B40jpzJBmYZYlzjyWZz0MU1ZEgQoaHkwb+EJRLGgsI3W2ROuKe1h3pCMwX/E4lSHNinAly9X52EqYBOFNXTuQz8sJxxnfS9wQQDZn7slGd+OYIfFxX0vrEjVAWAm68FwHRAdjUWCPZkCjIjwFUTiLE69YJBQcbMHZxUVpMBBEK08B7S5TfNSqIYMSjKni73dhmsPOwX3E8pOfEfj4GA+7yphxuU6jyK/OHRJEvlNWZEHop3H4S+6WG1D6lBVWACtHk1xpl8gQx9UtGSyWpWeZ62kCDtTqiBIRXWP2kNUBBvpITXStzFBSIlWMjK4pCy76IlRMuCzmYUjZplpyjyGEI3RRCdrEntkpzwROzIBhgdAwYiCkcYqUDMDFZkNyESUCwS0KJSTuLL5cCnH4ZnaGGkaSKC06GrmNvYDvhVPZ5fEJmwrJThAE8nyJ7nWa80VYnTRAlyhoWm2wr/D3OGhBLFIDkR4RIFhiWj9i/KjrDtO572d5dMkYoKakeIUiECtB54UMjGEmiUZZggogJ3VkggNWxVQplioprWaXrLMEYTARveM41rIVF7JcD7pWiBoRLDCqEzMwOFfKX66zidYRP3Do+4TcmF53dC9aN5RoJFi4um9Mz/kw0nFQQbXt0ffVq1evzFh9uf+g1KIqn8a5893MDG2S5HEctW15OOzm0ZvdsWubOMoxJ1FyeWW1v1rfuq6jzXEanFevft33p2mal6ubsnz89Omnuj34XqD1JPhKfxqqSHH0t+1sxoPysqfD51K/95gc+pFSy+XN3fXb9frqxd0368X1ZrNZr7bLdWEllNTWyDxBuUAw7po0y5jzQpbuiiyThds4i35MrGcCJxMqulS9l9BgUU1j7RbfFCsIfMhS59mgUSG1iRVQXnGyuZOVlG0aZX1k9ZN2K3hpeCRI0EFvxuDksrG7CEZFB2qRkdIoX9qL5zXIbOGTF3qk1KYoLYE02DxbG7EggEH7qdB2WsCm7aMEDWo1q4g2ZenHjA9XD62jBBJQPluiuoSOWyeGYJNRzAozw4Zo2b7UfnirohRSDnsbmhbDls+qoi2tQdCXtENYEIWZJF41m7V7STOzqlq2OuRcS1Nqcx1kkcLEVyYulvjtOgR2W4qMMOt5YO2ltsBMAavadZZwLvgI9DMWdGn1t5I+B15Y8LC8tdgNi89WHnGPZ5KPIS5BsQoJ4Qa+q1xqrrqYQp/ZLaKnxbgouZE2PJbvSApuMizFVyLwWkm0l88vo22MxgZBBRJRih+ZF+IHw8doI8su4slxHgNhFjzfJbJ5FnWu/EYy/ZH9m9jnbFodu1NEpyKnso26leMClguJxbM+1CDyolgguqJZtYtBu4999kUK7JRXuwwRLveuxGvR31tMv3yb0nMI2seGa8rnsqQmhi8olQKQp7INFsWQNJn8COZcNk9JdBOWU2J7e2SoNgADBT5JXdbmJyggSXWXFo2hqpHvkUs1S4QD4iY/8EWiz59DOyDSUD8gL15idbBf4lNAhM//C/yAtxNNI6hz3i/4DyWcUxIyJXSXzyiBe6KwFQqRHXzI1loe8EkEBQGRgDbknWVdJGUE9k60ObSXAFzdXiJkGCPKcSkZ9HyhWOAkA1B40Vw66z2Vp9kFSInSyo6JqNl4zBErX55kuTj2JcejJ/ow0UOMY98bj7Br5fkYK8Rb4aVZgjanHwctTILJicRT7szzuaw0vWhrR0MBIttpGIZKl/cff66a+69Pf+jHYxSuWvMwz6HvhKNzlAxACHrkizir7erVixffbDffw+/xIselz0+TbL1ap3ERhN7maoNOR/n4YGHSGnKbMT4gyq0q9HdJGkOJFyGfiDWcFCbt6P6H/9N/5sxzrAIFGZKQ3CgN9o/nAYAeZ0DX4vMRZEXn+n5WxHXZ7XdHXv6KpWnfN2wkVEK5AGpfKIhpMjqTNHVTnIYvbpfDMB+PZa+163oJo1qACr7H6zVOoqpuHh+fojhZbZZR6NNrNa2KCLYSh/X0+OUxyxYqjsLQf3w87Y/VNLVFnn3zzcvj7rg/nNfL9c3tilTAqhPHCzeEZJugWOgNxWLX6eUiqypQkWPfhZ5errdPu6/FYgHfdJ13Df3x5GjXHZu68j11//D+w8c/rha/6k01z30eXY/use1OaZbf3Xx/PH31XP/h66e2q9NomaZR2zRxnOnhEKkVKgzffffTT21bnZqP02xW+dvQU93Q9boZ5+Zq87Juj1V1MCPzedcJJqdxnSn2V4Eal4sXv/r+7//w3Y+rxXKzubq7e0Ni1SwW4V43bZ2li+O5OkI6cU6n0zzNy/Xy4cvnzWbrzH3bdUVx3eJc0qtN0dQQR2YH6L+Nb/K80HP9rteOM7qzYnniDufq7HujCvMBZXwciCFX615CgdBCdBoEvO8lp+NTmmWxyhebhMBFPWAqQ3Cl8yJraqDzTVOvFmuVRLPjnk/t14evlO1T43v+zd1b9uuhWxMJMHpB0Gu5Ow0WnMVmczyc2prl33q9ScJgscmiyK9PuutIBO4lfW6cpvJU4wb3iSgYzLjakBFXQfx3cFa5Tpoq3jPCH0c3P85VqQNc/iYI/DxXsgTiQOI9K0am06GOlLfcZAgyGx2ESqpTKl3hGc4ZuCNq3/LcXUJ1tBhLnmVOzjTHWQhxsQE06nmss1hWCEcRBv2hDVEI0rd47rxcpVoPVdnLStA/H7uAvNSgbXrBXo2uh9JmsUxZzjAin/t2SBfM3+whREyCzNqtw0GwWmHbSL4C5AZQAVbko+IwTsK2GbtOi+IFm3iSkcZGOq3kJpNLwZRIhCgCR4HA0YOKQUkSoZ7FHlmQcSe/Mu93rftIAXnq2RbieLRKJ92Ni1U08g8gWwoCj7yE3qjAz7IYsEoCbKZpaC2k+CNs3VLTqZ9EzyKVzS8GCY5Un3QAWhfS4SJJjfNc3TNmpt5hbxOkeWg6igDdCkRpnuFSqrA8tiGaWPLc5XVJdGdWJEzE5VQOQ/98bGSOC9mrk1RxhdyF5WRks0wNsfU+giLF3tmYOCFOUDLrwRcDLxlZnlPWBsFyk4htBpCm6cdWpDJyjrpWvSxFDI1rmuHK67shydUwIEUGAaCgL1JzC685LYiXsKA5EY2KkAaNitjfpWSJmLayp6Vclr2IipGBkevIHSuJF76XpZEAbFkgc0klMyYIWB5CGMc52QEtlGXIyDZ1yvJAlK5JmmFq7drhsCuzPBKe7UhIhhyjNHtY0oPlOnG9+XzSoiDy4sgPgKTC4CX+WNye1kfKa2TAREoXITrSmHRzz1eMS3oBbdt4rJEPjwBRYr4Y2koZBkycMVyCBZRIMuWDwB1w7Y7jrLURWIITRkGa0pNyW+Jm57wPlQ/bfSK7hRsKbAbF4mCmw75EdDCKQoi2eSrro+upIIzq8pGKKFC4CoP4ePram953AzO2w9iPYxerguWkYYysex2EqecEh9P7WG3dIJynIU3y5XrV1aXu6zxd0GJH6JROx9oMbdd0p/Oj7xVdd1KivmGZqOvAN5FK2v5Ull+Gofa91PH0erO82rxBJLG6fXn33WKx3G6uNptNGMZS84xZlkzT0LXMzwWOZ2H3kqYgFZisg/xAhYZIDJm1S2yjLZEu9jjplzzf1R1JiZaQYRs8AfbQw9BEBS5rvQtfEV+YLENE6G1H/LJks23bc+NkN3jMSWyu9mX5yH1id8S/WO/oVS5B8/QVsrGEqmXDcmQ9aLOQZbdmPWy2QRJqArs7UVdSlsnvwKdAmwDFAvGe3QTaOkSC42wmhMCRpYV+NhJaeAs/AK2EOIqhKylmMBLWbJsEoe/QM8k/KUszHBzw0u2CiqBdm8FgiXAXFyUvIZwXsjkZGLNKUJ4VL1gpCBNIvrbLis9uSi2D2ra7sj5C1mjz6OTdcYFI2I3lLz0Pv7Jc9ThljqkZlAzWJsiXKzhKeRk8C1+lu5aIUTH1UVDbfh6dC0+WfCT5x2jtJDGCxofvSEZXsuiTZFurxvW40cKQECRB7V8GDxY66nvBOA22D2cUNfKuo9OQgAp7M3DBLVxNpglgpaGa84FZ3CBYgNRiehMqXn2ik3+W3VqPNYJWELZixmM+K6getvFI3K0hbiLeZgTvfIkN9NAxSvNpV3/2/JIcEfH585OtLFak11xK8Yvay84NFck7UA4+iTegp7B4JrwYPJ49bayNxJSGUUhFJOUMDvL7ACqPtN82rFHeWfZxYzomQRGXLPjnbaQIXwdg3bZcsVMVO2SRX43HG3wAewOWYLyDZclP2eB5UQiGQGylCD4FXupgvRPuqHXIzzNfGZt5oQprCHwMOSxPhZNCRjNxqlAABXjO8QGCmxY7BuIpeSo118mqvcSIx9xBcj74xu0fbf+ifedY+K0debiiGL+EKj6vgu03+xxGwwMuA0pS1HXXcVgKPZf/7c04WUTmHoCcTeydH0FqcJtK73alhDCpIHROp4fD4f79p9++//Bb15+6thumdiLePWOl7nRpdOc5qtb3/HpgP6fAyQancpwBlv6cT06/Xb653nz33bf/4Icf/6LIFmEQoap1EEPhg+gk42Oc27qdHG8aILAM4yzTdkzvVu6VwFzgbg5Dx/1f/y//L5aXHPhu2/VgEiIYm03VRQnUgcuYP+TNnmbxcplWZWs643he3Zpz2U3gmGHrrzcrQUF0kqyQpAnD2rJmCO2DpvDSTHG0D0y+XckMHUzfNHLqzLOIW+bFMo8wz4xdZ4LIOe0aFYeLVdQ1sLPGiV8G9bzjno7Htmlvbq47o+umWS6WjuOdzl1zLrNFEYdeHEdpqrqmnzl0OB4cl0iowHUHPKlGt42KkqoqJcE5cVFbZcd9uVwXHkEaOvSUFzh1fTbaq9s2gBVbVc3jclEk8SIM/bLe11Vnho73Hsvn2feiIAza7jxzsq6ybFHX59GM++PnNF1O4/z0+GV/+jK5eprnRb6MwmgalBlhrNfN0cznYWgGE7hT2E4Hx+nw/qg0joPb7bfffPvNq1ff3d6+XKyWYRDl2erhvhr6qVgkbatRDJq6bZrlahVH8acPn/JiK6jDMMmipjUxHfqUJGldHeu2mUYP3Sa7WY/BN0sAb7d7vLu9msb5cf+owtid4yAMmqadnHlBt1xtNhvdtVI/xW1bxnFK4YWgxxsndvmB8tbLZV3XbVP3/ZAv1q4TJClEtocv+91u1zQnPwjWmxfD0DBkmqNI0CBhEMyBez6c2EdN1Nxam6xI8Fn1qLOU8lUS9pqVmuDEbeYpI6goDrM8FoQm2uW+x62zWGVoBYV0nOah0PwHuzGwOhx3doslHEPdcJPHknMYkBgBQpaqRUKB5Z+H6GVkYYJ00Ed0ESckxoBMkFRY2yAhruM0EjAUE0reNSExgESTiTuLl48hsxVNfEwyBy9oDXETlLNkuJs0J32+qbu20THWPg7cJA4jUaLTWTtznDJYqs7mdGqpdbDkSai6AFrIe216z3cXq3ycxv3jOQgDcP/yjsfV7aJwYx0iqiH08ZMPZVEsBbozvR5semFI3qNtuhhHWfCD7zn5MtGNIQxQhql5Ho0z3TgcSOCAFBZ1rcPAJwaGtz+WLckBR1Ucx0GaJkOPdDOOQ90NrDdFiUGYG+ne9oDHkWZZgr0eo4RUogutARit0zcjKYau29Q02FaPOk1OnHh5HvctvqNpdpqGIViE5A9Doby7XQ1mtk/TMEujDDW4EfSIReQxdxSh8mwNcqKHwb6YJmp2CTAU2hu/V5zyYnUcd/f1yFBQDHIg9SP3fG76dkgSfr5L+oIcbLEbJ7TZ+Mhlm2VTegicEOa1aDuVCJKEN+6gv+VYDXChi/FP6d54IrwE1a1RRnqel6WKk1IbFaIvFTkWrd0wDPg6HAe/7IDb02LZu84AUZIaV5ASE/NhGiHR3sCx5ijk+jN/BRsdBOhXrT1vHIblKr+EELFkZvgsNQw4TS/gisEJUMA5JJQZ4RRHpgK8QSaN7xWLWGjsLOtczwK1qbyNHtNUMeQCtsNT1uveC7ysSDxIAD0FCcUVCVRUkBb4IQhHCzdnCehMZph6zURG4xXmKsmuYGRmJZDqhqJ2mgZ0wmHI0HN2sXFub1bTwGi8Ltuu7VbXa5kZNYHn50WIHQKbeqn1ucivzscmCN2mrphU438LXA8QgecNWbaO4+BcPR6ezqfqnmT50B/nIVaZGZ0sXtdVGWeZJV6MYzXP4dtv/pqHsqsXy9U0Tw8PH1UYdLqtm5NuGyp/p3FM7npjo8tpCNM8T6Llh0//4ty8c5zGc9Uw1fjEwb0u14u7b7/59XJxsyxub663ty/uPNdLkwzJa6JcaC58NRLFZ6Vlsoy6uIwozYmctrMWKeXp55X9t6ZfNJa2P7SiRJufZpPZrUzustgTteElweG5+7N7oWe/HzWYhBMIcf6irxMipthyWO7hErT1tG3IeHxwT83OoEWXZR16Nj5blO3PXEV5pGTxfvnHpBZmwSXNpzjrrATUGpzszodZlV2WWX6IrPKEAyGGMQH9y95M/hVBBQ7ITEU9yJoFPxuva1nXiC1wnihqZco2jbi8LQLHkngsuEVo+9SnhIPiFZBiWq6t/GQa0Etaov39aHKsW090BxcJrlwkKYBE8so2yXbawveyuJTLyoldNMsZRC52AWsXKbZfEnkkF5Mzy7bmlM6X7Gn5C9IliJ2BOAxZG9iT2sZIPItU7d5RRk4XP+HFByGds+weQ8FT043xrQFQZdl32czY/thm3oh8xjZrcj9dRLyyRZS/bpeHgn8UtSwf3i567S9h98aXyEorReY+5F+RBewo+dpC2LJCVtu02zGH7BLZdV/UzjgUJGdC3Ipy4S/ThpEFo/zrouQUNBFKK1l+cD+IipUMEdl405KN+APFyig0Grmrre2V/yaiaxkkyFW1eE9LT5VUd+oc8EJ0QTwOlyUhlFaErNMovZ/r6B6FVKhE28zrbhDHpYWisEQNJWPMsmovDOCJqsBwVgpgDBi0ZGZKmykdv2zN5avvO7q+IHTjlCfCaBZolxmBrMMQUSl22hw6PFO0WYR/egR1khpFs82jw9xToEoUQnRlVknA/9jzRcJLxA0rL1PcgtiYrXNzlrcF+cN2A4jE2n5nQPsk61IMGtwvSKboOKQxRgmIhUceHAutGdkZUB0FoUIlC6F23O0+PT4+lM2n9+9/d272AuYJigRNx7l56PqD5/p59jJSKdWft+6NPtbo9h2vkhkF6bezM1/lv55nZ1f/q9BfLrNvzHDK82K7unv75i+y+DrLF+MQ5sVSiKOM7F3fYY8zk72Bs178xlbw3OtRRZLGLNZK93/zn/1fjRnqyiRp2OlxvzsHITVi3xnqvNlhZua65bmdxilNlTVIsBlx3U8fjtArJrcuDyoOQhUlaZrEKk3UchUVaTTN8+mkRUOMEozIxVPNBaeYnhl1D3PbtGilAjq0sqxP+7PL0LRPs2i9znXbyWac4gBYEOv+QDMr5eFv6lYGluZw3N/cvRapG8MCweJJWtrolHWZFck0uCStIRF0rtep0cb1fc1TyluPhZ4fVlW9Wq9VHD49nj13nJ12vVj99PNvVexdb76j+AmZ9wTedHOz/fplX5anVp+cMcoWm/v7+9PxqKLCc+bj+fNiEc/DfG6f0nhZV8cXr9/m0dWpuk+SLAwXph+i2P/0aXf/8CfXa8pzE3peOz2E7go9khssi+uyfNyVf+TsmvM4WDX9p9Gx+JnBITJyGUXF2xf/4B/+9X/vansrd4AOw9j0RkU0S+XppMLUC7ymbu5eX5+PdVmSDH4+H29f3PW6/vTpp6auf/z135yPZeDNm+0N7Ba8N+12G7fNVOmz6bxIZWkW1nX19FgGQVDV1XKxNMOhaR/j6DrwlsY0eb7I0kz3VajcTo9dMy6Wed3Uj4+fbq7fourivPKLVWJGc9idyvNZKsmgPB/TtGB66M43t1dV2R4OlefN61VRFOk8U2eLDRo12vnUjc54OlWLIm/qbnL765sr0zK5l1HCJSVDpoCTbsEzxDENDXF2I7GqgBCZ6c7FIqe4htovlrzR0a3YWlx5V05uzG4DrHyaoff0Q96D5KQN4NFk4CZGZNkPtg3rsySDlklrOjv1WXv+vFilXgC9wAKpXNc5Hhpr+lqvM7x/7SV02Ir4PYR5Y9cYL3DzPJa/K7J7wuVp+eT1bfUdiH9W64SfjARu0Nj/xHUjp8g0jfkiqU4NMeKKbrxtsYeJMgjtU08MA2twn1G9P9EA8PtCK4lD06Pbl5mZGNjIb6QupNwfp07j6pasHqqCw64OI5+SfZiKQvVmrsUwGadgYLsWnaPwmUIkgg1h3F0HPKbvdJonUh5NSRJmsrOqTi2x4BgGeOH7AbtNO7Ej8hUOi982Gv6YjH0lcw+PEzW08iUGgPkc7gKHByHLItGxeF7ggg1mxIuXQEQNM2AqGdPHcZBlEcTR2fn6cGpbOkbGUiERfFGiqjPfHVm6I2/VmfjyoRZkC1spg/fSmoCmqZdxWpgVEYsUPaok4E4mv9GhLBeOedcgJ+YKIiHTkaI3a2py5XEBsmCS6bvgC3U3liVOV7H60PkjpAxA+2y2ueu6p0Pjwmkk43GxTP3AO+xrj4lGXCyiyXF7iazIl6o8diJW8Yysf0E6nZuB1MHQgxHgDXpMCwWRf57rsuOmEiqM9ZwUi4T8j9m1+YQdbSEAG8+deiP+nNntGi12WbaCw2ijkClPfIFI9d3oEYN5mTfb+CQVBUM/pEUkDpCxLjV4NpF1iXKEpk3+LdSqFuRNISi4QpuAwihBixBPLK+SUxLaIsQauyqmkw55cR5oYt9z67JLkoid9miacnh6qlToL5axrKyBLdVVuyiIyKvrrut6phJ68IWqWizTYhW3Z+248+n01OkuK66NBjhe1ZUz+V3Xxmn+4d37un7yAvf7b/5b7z/+abd7V5bYKtaL2zA0p+Pu5valqO9EjeM4Koy6VpvhnCR3WXL3/tPfIlHPqEiaugaana1VnI4DTCiVLN///HNZP0ZRenh61KZ1ZxaecRbf3N46szoe9vvjz6fya62/zs7uEirnxOvF6mr79ub61au779+8+vb6+tXV1ZVSoicTbCHeNLtykOmqLCjon6dBiiHJMGD+wduDnbCFqVOhcpNceiRhZjKwpGiXeY3V54s1xqZoSpiY5ZU7zBSsG0q2c9aAx4lns22spFnkY5TqoFakW3lestFkqViJmlHyyvmzLA9GujHm4hfrFhMWafgpaqW5ooyTLlQKYqing6bEFJE/HYKVhAUierch7+KOs12ThcQib7IZ6FY+atV9rBokt3CWJpMMBllIW20b+20BhHD9pN+QoC6bTCjJ8iJ3tEQWpGv0YjjiLHXG/hbWGiAH3+CH9GlWWSrdAZ3n5ZfErYAWgIEgEyWreBRPoGTi8delD7FP+vP6EQXEhAKw94CjSq/yjGexYBt+c2lfLCOUcZUgukZgXaTIWgy9ZNPJIykjA7setG40XJ3SN1olJDMt+Z2sAdLq7iRh0rD3E2Gq2FJgFogi3d5LaA7DkOCiiwtUIhCkFxVdIEmSCAd8clB5/zCYsUrF2XZufBXw5KV79C/aXRecgcNTT5ieFQvaxCGRN+uOVICQnB4LYhUSq5Vuyr0dhMQt2shBAUVSoIvs/AKDhUqqOJYYvIleWnd9302d1iJiF8bs5RsVV62YTe2TJvMUnherueXKi8KFXMRB8vcUw1aLynQdXHbSrfB0StozUxIzYF0ZxxF6Fq9GcBJktExzW8FHiBMVRCDxTM/vZ7OL5caGN8FtJZs6WbXx3yRZGvyEbjp+L+IrhUkqlnvJaeDBYppJ8xYK+2AmhddSZLjafMWu45p5alvddxK0gG52AmBBqD2TCcv1Fban7NhFGyzwdm4LS4KVEHNxJPi0haTVc3ggH7V2Qa1l8IosVUQHdjN7Gb9xeS/hLM86KdkLekFIOvGA26B/9/5v/5u//X8czg+n6mPTVY6jMrXO05fOFOiunYOu7h7H+VEFtzeLf7haXvtetHv6+Hj+gwrTfjwPY628W8+J/cDrx8d+2jtzSoqPU4f+dpm9qOsW932+eDz+bp6rfFGE3vIf/OX/4C9+/Js8WTEWt1YjMZ0qlCuOF7ocvmaQYa7Tt0RqQT34T/7JfynhiYzGxmFY5KmKgqfdiVBr3mgYcnhup7lr+khKhLpsOt3HaRJ4Xl7ETauhAyl0bmkSDWYWK4UfYgKGIFFXUlLE7Hk089S+PLXr7cJ13bYzQNvDsCprP/T3+93T4+P26qUQtFHdOOhCE9d19/tj1VSmH/0gMbpfLovlKp8ndM/GDI9fP9/c3i0Xi3mez1W325fjMK3IoFOPT/vQD7I8d33u6fLcba7IZ1MKknjTNGma+n643oDdk/pybJtBwGVjEken0/6IZjIZBrNYpc5oVqvtel3sdg/GtGGQleVxdJPD7mscqSxfd11dV7UlOri+MX17ODx5vhtHBX0qKTNepCJt6vXqxel01LoRbMDT6bzXg3HnxAwHETLlm6vrpqtilXz58iczlTKgCtruUPdfSUNRq7ZHSSWw9Pz27odXL37YbDevXr5J07gnynzhzoHr8xi3db293niuv9s/LpbpPM69aaIodxyEJ+eyGcchjvNx7Ov6kKdhr109DHm6StMkDL1AeWWFDU6SWHmPz9Txcdc1bdts1lfWDoHjlvUGZ/TotG3b5unCcVwEexZOBpA96M0ZRKEOURIp/+H+K8YV04UqGUcvy0ISwJZ51w9PD0fD3D1LIrcmYDAwpotV1HZmQKjD0EmFYZLFFlwK+7EfaDY4eHDZ8c5qe2u9deEQmiRGbdD2Q6z8tIgHYUtiiZ6dQDCVslggOjMt1DiyQrTtARTjOMwXBO6xrXKtRxmj8ESkRDjOBL8Kl5J5rgjiaQxskJTjObKh4sZwJgdrEPHc9GNyhjEjYwDW82t6Ab4sVHyMXagjRLjPD4rAKDrFKkMvpCVVXNJO63MzyxLbjvF8QaMBFkNlNPea/o3iAPg+SzAcpAmfWTQ8yFCheojXfJ5cAC9Gvq8YDYqlFMSATF3dyShO5uC+7+sWuCU9TNsnSaRF7ihJ8aJ3NWNds+hI4iBfZnxhA+a0XohqNo1jmlC8JDHNDxspdCNE2Akjx5NqW0uIE3sze576hCXwXqvKzve8YhkTqEhIg+VDsLG8KGzF/joPDtRW7EbPmhMfyz7w6JnRo51kS0pBcDy1PfqWgIpH7jFsdc7cNSaEzoJ/hizaAUqntN/shdhoeI5kFUqbLfw9RvjoI+jewzAU8ipHUyhIGzSJoZ8kkTG9EGi8nlQ6TtQ4UZ3GrCvlIERyIPshszYpLuhJbI1oKw/BtGI9EnP6nGbhxbZvmfVCwoxi6bqrTushSxXaJk5tOOnSZlPeuQ4Z8XjwBA8A1nJCUTPZbXnoRcpvml6RUMu093QmxTVPoyRRVUkkj/RyZrtlqMFCrNKsSYkeHuI0iKMQBfLoDEgDuNvTlFyTC5t+wI/KacUol6YhXySwbdk2S8qF3DEhWjluFWHekqcSoKnke29b+m3MUaEfEWxNVy/rjov6y4INrelomsbVMnV8b/e1so59gWPZYTnICqS8jB6CVuu67B2sgC28q2VWnVvaXWr+Ic3AIddl5zp+vkhff3vbtf2XT48z86BudihqAzcpq8Mw6boyZmgcJ5mnfhzPWbKcXNPVnes38xDM3ui4owoyRV4REoxxHKpq585IKCOVRsrHM+s5eeHLgkQFIVO2yTG6cd/f/wutGyh8ph9GHTjbOEqN0bPbt1Vn5rIdPhtz1n03O4HjcKYEgcrjF1lc3Nzd/vpX//D66qpYrlaL25ubNZB3yViAYwDkA52VGLGEsU5PTqVujAE8ZK1HDiT0C/fSKv8Yn8uGYSBhTZAwSAQZr0tmNDUbWmLaQunrZDVhOZMXAx4vRsflZ1r9s928XQLTRNAonECEphfYmCi47DtfbH+0N9KJBdKb0MsxoeezQfG1ZsBLqIP0sdDsZcFuMf3PKQ4XpI3FjcjriPfRhSBq8fAedmsRRNDUhYqovYlIMbthQ25APSqhBdIjiaCRPf/lw9ptmP2Zlt1CPyNyDKl6GWDIKtB+XFHgSX/4zBSVjZUIA8VCTD8kfETBY8p/IpEp9oBM5NJeUu8lC1GyDKTqZi0pUekGK9UFSENrhJbEhkfz2hl8L/ThIQNfkir9koj4rBKl7vSRlNEVCONUBpSy/pL1qHWKsqi3SGLcZai7cfPanardWoimlNWfFRxeQJeyZJOL+W/RemRZR9SHWN0Yq2EbIcbGpjoizZbwQFG4oPCU5Ru/sk13GIYpjnz7IaF38EcTeSrxGGL4l1BdmbGK60MEhLLlFjln8GxhtQ5SOs+LzFiOe9/o3qY7UJBbHhzbRSYa42B1yJJWKQ25bbFluIHw3oJq5f8QbREDC0vclBtB4DcgWMVZh2TGAGzkfU/4tsieR/KK6DaRhvBlxGkkwxT83ixUBzSljIllUexKOi50EjP6vBIv4WGyVeMaBmEwjKNu+YKgMsnwgxveRqowamdfJ5eIyCt5Vjw/vAiIECsbGshnVwUdHOWc/EWGB9yHxAZafGuEFgPDp3SY0jYLmijEcCMKVRnlisMLh5ttI2dJuJXElEHr6Tm1UjyZMmOxIoVnkDagcgJGeXwG5hCBchw0Qcfj8eHr58Op/PDhb5+efj7Xj5MDzsGYKXY3sz9u1t+Oxm26p87siuTN3e13m9W2qk9eUAz9VLdP8+g9Pv0R3cTUhyp2HR9wfXqjuIwtWVxmrtpdVX6suqM2T5BXvc16+esJfZep9YMxjU9qa3Sz/f7m6pvrm1eb1YvV4u7qCrWjbAbw8shRiPsa/I9od93/5D/6L6Q0mYce1thApp6rMEH559PZ9PrFyxs38Jta666PorBYZvM0nc4VlEugIMQ053mkO5J/Xd+p665tez9QWWongbz6d4+npkZF6REryXjbddT5QDL8cpP2uhnMECd5VR2r8rwkDFc5nm+msTqfCpIotqf96euu4i8ancR5scgUCUt0oa7nNM05zQp5asK21bvdIYqTokhRjI7euSyjOHjx4tqZpo8fjq43b68KS506H89m6LOs8HwbxzS8fHODsb7Ty3WeYf2n8tC9rus2Tug27z9/OlWf0yR58/LlOPZVOziOWhRXUTytlqvdfteIbDUM3NPxsN/tp3lK0swMTVGs7z99bvRDlm48z725fjX2TtPt26YL43lZvHC9qDwdquZhGtzeBMZMXx5+e7V5XTWH1XI7gY6c2rrcnUiHTCM0u7NruraGiT33Pkn04TK7DcPAcf3vv/l3f/Prv767e8VQlcKUx2h/+JImSY83b07TVdO2YRDK0mZcrJbl+WyG9je//v7+/qPjRZ4bzaMeBxfh+9y3TbdcL6ZpouBT0dgzTz/uTsUin4ZJxcpx3NNpjyA29CUDOpnHUOsOkrsTlKemactIeXm+cv3x69f7eQ6qqiFpfbnWXTfPXrFcpthrwskMdds3TdU22g9Tz3OLnAZe9H5qmqem6qsKMkmSxM4850VuXRb7p2q5EYK5nJESKTZ4gSeLMkc3xo4mLRVN8gxFRz0TBuB40OeFC6pkAEkits0dtuzpUNEbKBXGaRiGXt8NhJHIYT8KOCTACMSUTKLNnLoird7aJ2xEXpQo3fEaQ5YK0sgbDcNjJkUMF/HTh8pPMiSjxL4jcnelq6RpkSrK2jP445JEkeAn/2kb7YLxEL2T59XnLsvVBRoGq20kIRz8CdEzESLDiHKVFz7MFbTyRBLzmmtqDbmYU3z2SYzi0Gsb4ztzvoxtEys5vxKDxurNM8hclU8uKohGi0+xzPQZ5S1VQpSotup8EV7Kq5zuohfoi/xFQZzSYE6Qn2KVpKFkNnTGzGHoJEmCU7fUSPkCZgeW/yGyHyhEeR7VtcYRyikKHKyt6YbznDWlTLTp9+BDSaluS0ms/N7cwuRkVu15bkyvIvPvCdkJLeUi9kP38FhJPDBqHxWFCoW5mCwIa+ZuidKgOnORkyxI06hrAEBHSdgJIEqEiBhXVMBSOvDdrukCBhZERIqnw2vqviw7qRvJ2BSSnOiKRdAFKxSJcmy0Qa4zz8zVGJTOA6huwvfEmsRAKMACSr1hQaYyW53auqVbjqJiqUB/iKSqBlKFr9X2lrJ9gDnRd32Shngg6SbHGWApPz5UgaT9wnmzPYlS3GlxxP1j9yGjM8vAhULBbtRlGo0zPIy8aWQSISU1vZll913cP7MTS5STMXz6hNaUTxJFPDg2vNvql7h/JNWGY3qcQ4HulGcaWms+lz55bhvNqjBUzBzlwZyIBzRYIKYRoPQ8k04UXKICpKxiaKoSNYxDWxkVMWggN3l0TqfKoHZJi2XUlPpc1ZLx2gf+HAax72IECGGL+2BmxQGrSZTlbeM5CBamadjvDqey71DA9p4/d1Wt+3J29dX67Tib0+mhaeokDVO1JjKkNoEKoziD66gwvs6jc9iVZm7jcLlYrMe5b9pjr2uj3XShQi5EUpa7n9//3phhUWzKuqyrk+8X1zfX+/2fsiwNgtyd4ziZqnL34fPvO1P305dnxESWxOl6efP69dvN+vb25u0333zz+sUb7EHyH1sP2XVUmgN8so5QiXuknZPrSB6AkOuRc8q2QepUIT/IzsK1qxBnRv0ogIFLT2LLLQlCoPzDVUhFayEal4XOBfH/rPGzfEtRIAs3Qh4b+0gKxtDiGaQdFbOiVfMJBFhEaFLpWkWGlVkKHU2WJ1YmaCWDv+hLJWPGWt8k5p31hbwJGbMIN0KkfCJsY1YiLdOlNZNXDJscGiHohRyidlkGt1l+rGjhLECfuljiEmXFJ08xMX2RdTDKdI+bkwsqm0BrzRrprpmQXSIQ5cJKFt2lV7T/Ok8rfjlePUKfttcewzDLWIGZYaKxcEMxUYqSUKIdXHeku76Y32zrOA5I3SQUiCbz2YZNLyZXVYAiXBAb4EaD6jneJJ05s054bNwUApzkphKtmlXR2u/ABnvQqMsChgBuOkxLRpHNod2RWosjwYPyHpD2WMIn8M0K5Im9nVWo4oUQOxf/onSytp+3icnEUF1WeqJ6FS6RvUWZPkyDI3HurDek73fgmvA9cQPIalF6RhGrAmOzskhWf5hOJRkPxYrt6WhtOKRYm/Ns8ODYcYZYEyVBB8e+50XJJeZXZIdyZ+HiszpePohMWPjO5KYSU6XVwsqHQTMvBb94AOeADT9GBrEzWG4ch7j15dqkQZtTYrMuBKPFi9RxZ1kP2n/gMlOwA2L5C2xNKFPHSXJeBE0kV1XER9xWaD4pJMRJQU/CzlhcAow2ALYxBGd8I3GLPCOsEMWNYtE1iFZocWU1LcML4AWy1h2RPdss2cslcphrCBrbnVzX9kIEWtiXkZU2S2g715DVqxc63uwHTt91ZXn8+eefPtz/9uHh3e70vofqXDlOkIY3y8Wt6wZNU7f6vhuPm/jXb978VZ6vHx8/ZMl1oNK6/dKUreeopq+a/rDO72a3W+Q3XuCdy1ORvbi62gZBLE+NuX94dyq/3my+q8rHpj+GofP18JNhCNp7br/I7rpO58mL9eL6cPx4bj+asZ2cNk3y6813r1/++sXtD2/f/qrIFxyDSlkBhahysbu7/+Qf/x+yPJpm6Bo8/B5lEL4LqTJDhUlrGEHJ1Q1PaprBVMTBOuLokDRJyxFGM4Hpa/SGUTuOpGM3Azq6Im1bE4R+HKv97jg5bpIk0zSXZSuxUTxxjFf543nb7ve144A3bZqmLE9KqYIcIYJBVBjEuLnmc9n1ujR9vVhuF4uVVHj9ly+f07x4++bVNJiuHYnsU95mWZhxairsdoKU7HtNoaCUv15n5Zk9VbEqAt+vyv7x8SFNs+q8n+bx5u51FKhPn38/jtP1zevVanvcH1SktteZ40x1dXbncBi746l2nDBNaJO7rk+SdB6hdhbF1R//+C+yLF8Um6en+0+fP/pBvFzduH4duGoY6yy+iZOiH06fPv4cBPN33/yjrq/3T59EQsO4rGm742k/j17dNHGU/vTx/3N3/a0Ksr7vwohCe57Gw/lhHJ263WONdbxmfHAdEvZmPKCyXffz7fbmxc0PNzdv1qub1Wr97XffmN40dRfFi6E3bXtWcbxaLZqmcz1PmzYC2d353spXcd9pPwin0c0yP1J+WR217nwvDfzw6+Mfk+yOgTQYjECjVlV9Xw1j67qD7+YqWuz2uyIrpnFM0Nf10+TmS965SZId9sfDoTqf6sWi6HRHIrwX426q+ih2/aBX0TIIsqZtxoEBD+pNFyav5awIxok8gITqFsVX3xsYJGAGeUvGcWja0fdn8oKRdbXrdRqQ14zbOMAEPMphh9KAHjb2u7bzXFD4khgjc1Ddi6oTPbcwhd1ZEEe4q6XD9MXoP6MxBnExux5QGSCNvAqZtGvmf8w+HKK3J6uUtjb2wMXKJUdIlMgAqR2J53ZG8ZRzi46j09Yd/6gc3EEYjqZ3Kc1JcFIhbrFpJNWA6gqjLErFYZztdQhcb7FOPHdu6t71fN1T+LPmF4XeNNFXWPNVlPArCcrFt5rSOCPkFP1DjGAD5mHEwY6QFYmOz2pqkFhV5HlWduX0fc/pKhpz05m8UMtVInD8IQw9+lKXBd0geLquZczcQ512iYgQhJ3nuU1jRFGpylNDD5BF9Fc9w3JN++ukOaBoJscy48TAlkWRcstStw2/uLzRsShMIu5HCqj8pialzQbMFkWiWMXTV3geMSekPojCVjYQHPlhBCxBQihsvjNzMSimWnsuuR0YjSgsBotztAEqIxbKYbEix9Wex0HIPsGiXydnBoMhpB96G9ZNk+fbAtfruqE8Y+tVkU8nyTYAhgRoHEmuC0N/sU4koXhifWrjsFSoux7eTxoOmtRL7gcfuQ5PtKSfOww7L7ltsv/FyrhYxVmRHHe1dMJMSZgIyGpDpDgUu9W58fn5xto+bS2FyVASslweCk/Y5exy6qoPQ6oi4kDBHpAorY3s6Fxi+lTsYkFs8PFbsmvb9OJAoFLkfElUvgi7hkKT/8Hozybcc6e65Pm6eEvCgPAuqAweP1zKKW4eBD9j341+6PgeRCipBSmMZF5DTFNb8RyIWYi0NP6L+EXxcIW+ipHG2esA6EUTypImirtUHN5V1ZO7GPkjhtJxFpRub9OiNO9VScqm3E2SqK7r2UG/vdqsWfsPgjQzQ1rEcZxWdTU7Tl238wwoX9YFWoVJ3R6hLhF4e8zyiMfQder65AdOsbhOkiAKCkbKo9/3BM4HQab1cR69JMsNoMndOA2LbCXBG11Tt67nmU6bqdofnqq6UUG42dxm8c3u8DlNF31f00l47Wy8w+n9qXocWQDGkVP0zj7yCbjN8uDbb/7B9dXty1e3m812s3x5c7PN8lTg8hKOcskzEM6BZEHwbpUD3dIjhP0hwEKp+y1NEQWBlNaiupSkAXo2W1/bjk6aGVnSWvoO2uZZIJVs5rnQdp0ophpeLPYvsrNlfnRJkGdtIkERMp4DKGJl8NI/WI6iTfAThqco/Ad27JclgKXsWyug3cLJgy99l2AzpJm0lBrbAHHzW++Q9fvZP51H8XnZBoPSZgbOkp0g+fISXC7lmfTM8lrlrRJGDLgBKV9S+2gv0cVJ4gX6PahOQlpmWscHlJZJfgW6PpH5uYBDgtAT4L607qRuCCqT/AA+BvRLcAf8deudE7OcPFzsaHnS7R9tMaT2O7Xno1W92nGh/HGXNHPCFkUmSsZAN7gUmdw2PIA29fDf2s5Za5zti+wuUYLdhkkkDGxuXdyG1rcpb8jLvvEXmas87xjtXNLS+WBU+R6vONE3jlb5aXMILmkSFmzT81Osyle+GgFAyEHPd2BdplbWKwRmWXMN/F1xOSapsgGJDitcPo7td63RHZucSDFChfxY0n2CUGHRtJi3S+a7+JElJJm7XdoUZhoiOrVaZ1pZEV/YeJ/L1EM2hDBIIibs9j4VayjeOVbfIVFtEsAtzNcQ2jZqFITlHhIbNocI5ql2GHAZLit3Lf8h9tPKZaU9xt0n8FprrUVAdEkncTzJSbOz6VmODO46V9J0bAwHcsrLblYSAVBIyrxPxiQglVsC7kaiKdhXUU0wBeCMhKbJq4/u45L9ILeg7Uvl9pCnWeYvIteUpEF5eCdpnukmh4kvR6QAchOyiRd8i6SRMb3y6vJ8rna7p8f7r7/b7d99+Phz2X0dR99xTOytXSe/vnlb5Muf3v2rzuzzbLnJ/qJu97vy/e3m+7/5q/9hqNLf/d3/6/Pj719sf111u8f9n66W342u3izfTsO8Wtxe3by4uV3n+eLhy8Mwjm2rv3z+HCrlBT33SOg15d4M05f9b7NonSVbbbrr7TcPD39uhk/9UIVuAeHbuG9e/lVbl+fysZ2+GNOY6eQ4fRysX7/6zbdv/8Grl29Xq9tVcRUp3PKs9P/j//k/y5fpPDtdgxiqHzQI/iTse+3O7LWHgfQn7j0eJ69re8eZoxS9qApCfBcEYQ9WyFQsImPGr193ZnCzOJQIOF6yAG18NFrnc+V7AcBzeVNjPYx908NsJNMdgODYNq4Kg7u7ZXk47Y5lnCdNebq9e0UfV3dXN1eu5xyOLYnY7tzg+rAqoCEIIikSpjwn+46+dJ6KNA+U9/R4HKc5zbPVKu776bgvbenTVE3bVWm2auo2ihWVt+vU5zKKVJ6mbad3Tw/DOKdprvuhSMFprG42m4ViuglPPJont2n6pjwyPwjdJFmcjk+0at5we/V2e/3yw4d3x/1jlhWLopjn4Fjed3XleNN2/aqBbquTJGvkS+u6Lk3Uar3Zbm6nsT8cz+MAHTHw4o+ff37/6XdvXv3m53f/Td3cB34Qh5uy+xIFWZpsx7Fru85xRjPXEkp0nhxnlb3t9Lkxf3bQ8FCTZ+lyWdxdX6+iKN6svnvz8sdlcRMnseN46JV0AAEAAElEQVQ6y9WS59wYL5jaei9bmjQMIsfrp8GVZozYk93jSRTe/X6/Xy2ugUCQeR2lafL09ctyva6rdqCzO7OOyG6aus6zoq36LA/L6hSnReCP3jzFadG01TgN9x8PfhA1bS2WcnYI5/PXcZyTdB2qJFRqGhzPGcuGUrtrWt9DBmwzBo77kjlBGMSxf9jVlgQdhkQyjD1RcvKunrM8gdnVGxKyxRIgSjCsYkmi2oZZF5wVXM6squADkQNjmcXzLzgQQuczcBpQxeYpyxD7WQmNDJlkZiYm4PbcOt6cJGqYmJ6OZsIPFsH2JUUdMYMCR2TPNtdpzm3CSpxdugthoj8fz9c3m4ioZYqEKFHik7FzmpEFjWjtmsZUZaMitVhGeU4LZ0T5MztExvGcKj+KFVPViTBM7uEFzjeS3FLV92CSKQvEbw0pTgbAbTMEnpstEGn3SK8ppBjM8JBNAc0AkaxkCciw2JkxbuF5GMa6AqAigyXjOhjh8lwh5JNz8RIr5EABATxTC81DXjLc5VGQZuS+EO0gCi5rQ1cKpwtXcph8RWfOcRUyiRBxKQ0SKRoY/1C62gkxcYWi7x8My7o4Dcd+PJ0a4V1PSRwhB52m6gxBCKS1FxjxDVpvHghp8XIQ0EfqDkqhTia+NorDWvb9gHaddSIiXhMhG3YZWw7cAEnmwe0ETAcnXw5yBvfSTNHOoR+TXat4Bi7CktGMcepPM5cLdy5fN1dbN8Rb5wu8frrry7MeB1xVVhWcZPEMwLb1PI+n1fequm9aHXiMycQwY+eyU33W1sVndVdDjxPVl2hdqerI3EJRPMiRIoUwjbaAW4nQkBUK6Uwz4p8QczcSTQsMlOpLBtwcusQig5wJOUrmcbbbRaNNFCH9b1tTkcNLoYaOtO/jJEySyOIWOJFBs7jjwLjBctiIsGdK7XW16SW+krB75akoJNRP9E5yuzps8CAdyg6KmxNDL218jzA7X8QMKfqha/swDqbB0Z0Eclo+pFTvNOzTFCVRpMJewyhycaIyEOkaDOp29TELc8/3WL+IgJBlJgte4moM5OJ57o3mE7IRA9JrOh1EarVaWFp+jQ4ldtxBa+37SXmuUEuiDfNCFeHVPFdglh3d62a1ILL04fGhN5UKE8/zimIrlD1HEpmbh8f3VVXn6SsG3R7xlS6Kg4PWp3n2snRRNcd5DJu2PtW7LE1ib5NmK22aoli6XrA7/BQlURKnD5/+/LT/1Jl2nLxhqhL/dpjaMMTImaXFyxffbNcv37x+/fab766vbvI8SZLUc0ObLSYbs4mlCs9FryLJCEZVbhmblndFcwLmA+3WhYoiASf8M2JbEnOXPHG0HwJwsVJMBHgiwLHsK8eDVYs8Rw+gNsjjQmtKkoE42LgHBI9odewC9pAK2mosibqSmtS7SNSknJUIO8kVsMESsgilJeO9IosFu/qxzY9Vi9BD0kzaIGxxdolYwKoT7W93IXZa2ogUuoITs042Nu12q4ggXYQe2CWw2QvGxNbd0jkTTCcyP25yAXLaxEF5hSIOlHZVWDIY2PghfsD6DujupQ+nPaUmtjtW6+gTc8C/iQ6X9bvtfm2zCtcELIb92PRgFNxcHN6cqJx5yz2DdWSORqKS9EugUOR3t7jFZ5PhhZpoX0rymSVUwGJgpL+99Fp0yFzsEBSgNwtyw55f0t/yrxDZJ6n3cjwJN8UGC4ty1co3PAmNkE6bqyTZnTbjXtbAF0K0yDDtNeZS+gLJmH7RUl5oPpLuYWmuIgewWX+WG8RNaPfb0nnafbh8QfwK4m1lmyfiQ+smkk2gfPkS0USRay+dXXXidSQP3mYVCrhS2KQMtmT+YtNYHWxsMl6QBYAkmgi6iLXqNCtRdY4kubMIlV2qbV8FHyq7MntzItkVK8RlUMG0xd4Mvzg62bcyBRY7oc0KspQijO4MMRAx8cMZaqCTtHe/mETgGasU1rqk0Fvoq0A0eW54mcsDLvs5iSrhgOJ+A8h4mcgQK4mZYgDJiLNGvMQ2FYviQVhobttAd7E+SHFUclzJmSXvYNH9MEFrmo8f//jnn//4uPuwO/zUNGPTP4JR9NZ5dB16y6Y7Jyqr9ZfZG3BX6bLIb//67/93ZxPv9/sgUuvVTaePf/7zfzPPTlFkys+ezr+bZ+fV7b/T6NN29fJ0Om03V3EKtLlrzhEeFtX3TeAtHE8fy311GjbbbXW+N+PUtvU4NkV+vdt9SZK8ac+ONynlmN6Jo3B3/qntduhz3GJTvA7D8GH/R8cZAz8+AvHqonCdJ1eL5epm8+Ovf/zL73/4wf1P/+l/AXR1onAfR8DNIg9DOwUDQ2TNkjiB63exSjG7a7zmZhidibks+niR8458vo5GKCab2+ghK9gL8PixYzWd5ptl1mXwPonX36mrrm7qcWqVSuw3m2dFFIZhDAi+N+Z82uXZYrNZta0+n8s4zVB1wwePpmHoev4Xnf8wpXGWZLEr1Jq27ScUR1aDND08PAZhkuVpnoadMD+ixGuqtmeBQ6TjKAlpEzVTM8399e16WaQVQDbWXH0/7PaHX//qjef6P73/YNr9y9ffrJbLT59/jtQyTZObu02SROWprvGZmTB02pJojtlxP338lC+WvhdECfNw3VZxEmy3r373d/+//en+7eu/F0eLr4+P09QSlOEzmBWoRzC5bt/0N3cvr69XVV3vH9uy+vz0cL+5vimr/fv3P2ld5um2020ch4+7L1merpfX8+ic6ocsy4wOy+5T1TwGTjDPwTQr4zw6Tu86SiDbrePMi/Rus3lxc/X2+vrF1eptlsW3Ny8YK4Z52xySJM8XuSQWEgQ3TmPXTWkSTGMHJHr0mkYnaTrZCTqvy+FcPUUqCf00UtHp9CSGqHwYMD3WFcvJtj6ttrki0oOXgu7Np8/vu47wdIUDSnW6lHTptOs71x+dKQ6CWLhDerUuKO8CJ4oVTNHHvcsgf1gucg6Ckfgpx4XOl+VKMvfmpu6M4Z+X98ZMocnW5pk7RhnA25IZd0iuS33uopggmiQJy1M7O06aRXGEWhgk/ZIVAPBG9jYAA9u2d1w3iqOigF9CrT+OYUSWt4wMJWktROV10YzNHsJ6cWR3Ha9kiTVCOjgT0U6Da8zou1TtUElgkzK9lmwcZrPjMKvQY0c3TnU7dMKsJzlTaBlSlTIFLM+t5zsgM8WgOA4gLsKA1ZnF28hQHNokLkQaSl6Rpp90LwrteU7ziOgCwWymBV/B+UieR2KhW0SdDqtNRnXL4g75hDFzdYnFcw0POzrDJFJiT2NypCL/uKt1Py6Xie9DVOIPNVRIuNSCIInRkSoMMBxXXFIziikL9pXuTJIlugMP44yzHxLIaxn6TO/mGR8aDRJ3g6QX+iqiW6sb6TNj3lR1pW0dtrlK0yQ6HOryrHEUR4QNBKFX5JTRfU+MhAdBhz0PpZLPGpPCyffapmd0avPFfS/n6xiqSkswA7PJUMalYpmgO3VctrKOsD0Rzy3iUNFhMlawCECJRsTypziHrEfUD3hp2BLHnrLCLmMHZWkWaRZKFcqsXZFOS5YukopACCUq2D1VzjzFUeSi7ZHoHvIMpiiO7ApFYriFvmClQYEnskaU9aNk+rGKEZLeTEg6U7+UXA0XcgKqzkuetD3CQ2vpmT0b9ArtgM6JsQV32DgVi4yAAT3ESZAv4q4l+qLvReUh4w/KHsmibGqt0JECA/ZdbKtQp1HaSKnpE4kxzT57PAbzU9fhWxD4IWMyOgpBFEoZN7pu0HUUHYLzhZoAuplMCNxK1gBphhlEk0x82cEHRCcbM2Auc4NeogiSLBRyN4NmW0QxQaA8nTOCVOO20m2nR4l1sjqjXji68nANbdNmaWZL3N7Muu2+//4uVKosS8ryoXPYDRZD70yjiQiy8DERBf7nz1/Kuk2UF6vY8TC0i542beqqa5o4CWaxvwZhkBdF3+rTaff4dOiHfrN6w8RKn3ePj/M8nsvdYhlG0QKXo97Ps3N99f0wDOfD7mn3WSVukb6UoMhktV7d3r7++ec/PH19ClTUNA9xHLft4dPnj2IyCqNkY0wThX0QBZMZiiK9ur66vbtZLZdv3/5wc/1yuVjly8LGx/HustHYvs+A3SJAJVozIlxnIM5ROOpWgSmLhItw8dICzNxy0sjZZduz702WwTbaCzCDrAWszVgc1FYAekmue06+Fhme1K6i6RKkp9Swklcmdjgr+LS9nMBj5Q1pEb7kO0u+nM06py4X2QZreWnnZNUgTAlZPtD08LGkg7Utgt1LW7WhvaXtxuxZUCccS+HQioANsaVVpNpmyYJDbf/3vA6VND9pjCQDwF5JyVe8YEWQEcZpBLpBWwInTiWagYtJj5ZJdiGXrlIaX3EFSm8mKtkLSpR7gDcDh5e9MmwLCVuzzyPHC7I6+aqQSZOpazUg8unZTfGe4WPQztkFHX+U3QTzcrnsQqUvtUZRqftBK1nXlpifbT8vl8v67uxikBPK3iq2pURY+JxDKL0leyHpABG82i9akDrIF639T7KghDQrLnputYnJwjOGUwTKxJUgpLfXTwoAbjbaMMQuzw38M5Jn5IiRfBruDj5yT+iU1R5L0qQIYp+dCPY7tJAS8fdJQp29D63BVdS23BSoQiWh3kaSiB4KhsGFisvL0KMghX3KK1Vu18vlqkuNsCjElM6L2rpkbaailBTioba3BWt5hggww/mnxO/JgAOVqQy8EIlY8Z50pPYxpCWmOx2GngoNNqn0ijJJ9GWzebmnbW/JLp1lKVmo9kNKxC7TFpFwW0js5T0A8pR+gvWvAFp4FNh5IsJgKiqDb80RZAleAIMQwZreVNX5WH05HB7v7z9/vv/D4+OXri/NjMwhCdfb1Ss8Dr1yxqDtHvlbY3NV/CoIY22aNy//UgVpZ5rlcvX1y1fP8xab9ePDx2Fssmx99+LbTp/l5Bqvtq9Aak+j1s1u93W5WIXouFZfvr5bFsskipar7HwugyBCbOOloQrvP747V0/H87vF8nqz+lEl7pf7P764+fWXL394//m/fvPib8ZpIErqUK02+eyaD/e/9YPZm/2bzV8GQfq0/+nuxe3D1/f3u791nEZUBukq/d79p//BPxsNlgmiG6B0XoZnSRa3rZ6Jug/jiE0xBmsGpSPG01gJnlteh0Qts6wLAu94rBWp4ilF5wmnuyEOGGpFz3+M5wYxkSZOFCOHa7uhLKvd04Pvule3N/liCU6D96OzP5Su7y6yJIqdNMvaun/6ekB+y6WKtmuMPYj0ILPXfdcpeKFJFMWOOx/2VUyoNyTGzbYYZvwqupv8wLne5vimdO/6fnku+SSJsmT7niVAxdBl7GfXj2MQMmM/5MtCt7qsqkVeRCo8l83x9BgnYZZlbVOrIFtv18S++U7blDNPnSInMfTLc81Q34Gksj+U9/cP86TzfLFarXePn6Y5yPK0LEuQ95QvOkk3Xbsfp+765i0f0syPX56ub17EiTOOdZ7eRMn88f2fu36O4vTh4d3Dlw9Xm5f78wflF11r2uHRIbAn315dZ1n24f3PtDo4Ydp9eZ9Gq1P9uTPnLLrKkrVScXl+bMav5A3yGoniOFrmV5vt1d3128CPtld33779+1GUgPHDFMuj2HVNSJ3k5dmia9nYiNyRMxts/TxyQQj+cnxPnU7nJI5IMY3J2VQqbrvdl4fP11dvutZJE6VIC5m+3H80pk6zVaTyefbHUUfR3LWnaVBekGq6zbDnVhzTNCZzXJYSx11ZnptxBmVQFAXmgZGxxzhOTV2HcRiFkWQbwM+wb1uyRmT0a/TQ6jHH9wJPgoVwh9SLQe88R4l/PrXsjASSBl6VYpq1rue7SRKCFLMSHUEkCR6QlBGZTglZJAnIPJXtGXshSF+XjdNIatyUFTHuu7b3CJ8hiAaG775ViUVRoaxgPe44XdsLjZCamw2eSC1i5SWJEkgDq0UxOJO2J12cdRsT6QbstQiH0e1aIBkCCeA/QprmFSuCMWBcPua0oG0M2lQ5oZ3n7lE8OawKx9HoTgJrLa5aQrFn2SvmBZFrUiRNHSU8p4Lre12t/QBrnBn4qHnOBs9mHsjBJFZyGgCagSwngh3xiUM8QMT7JKirLoouYnQRqgjXToJlxe6CSpBhYdv3YjazXZPnzpIfyKYxL1LmSjWCTzAzij2s5mCmBZVYBTCAWncs36S4SSIbDTe2da8pKWgbAiWrMzv8lhlkr3szjDlRfhYWS2CRICXJduP9NntgOcc5ThhMyKyYwyyKMMp3Xc+qUzZjUcbiS9wo7jw6NIdUmW5djeBzPGAt0v2QOminx6M4IaM0iFXY1P0MHsbPcuU4zmFXe0Tx+G7gNVUvkVAW5kJx0DZcW4VObIhjmOC45jgj0dgrFXo++ewSQEJX5eIbYV/RYudGSCnrC5guDmwkTKpy6nPtu46RR5pFaaImeevK7t4ZwagY+dIdpSKkO6bPUvpe8ZwIP5o4Lzw2hkhDrgzrZc5v11fWXkJniIq1H3yPoYzrunaf5vv++aytJZJahM2Mk+SRbkmScH1XZhw4WALlMQ2cnJg9sxi3eLpFxSTMjepcSZIKirRpko2H77etHmVrnWaJhF7wFRPm0YKzQ4jhU32aQfte7Pu+igjqHMe562nCk9jL8qQlhr5J4hRckOefz53u+s0qC9LgfCxl4k7Yb5rkXjAnKlmuIq3nTneh53W61WYKPBPFmTb/f6b+s1e3LU3ThMZ0Y/r5uuW2Ofu4sJVlVF3AJ5D4JyChBrXohqoPNGr4PZgWKgoE35BAAkEJQTVkZmVGhjtuu2VfN+2YFl3PeE8UUamKiBN7r/WaOed4zH1fd1OeysBPi/Vm6HsaXR3++MNPp+PL9e2N67h3tzdVWc2LCYKEYf/oRAngmcPhoW2d1hw8pWcy4ruyauIkdtRkTAWtGiU/heI4dLMzHPb17Cy+l+VFEXGhjW271E3pes7j03sd+aMZnWUZlrYfTNf0RZafq/vFnRzXaGC56e3VN19/+/XN7d2b119tNysdxHbsQjkuawpyU9OQQlkysoT0YBPtWJfRsVikx4Xgbx1CMqm3JH1RAGKgwjbJMST7cjGfXUYpNHWS0SI+oktSmnA1LaTdLnXly7YJ7FZcYPkfNi/7LyW7DYWjM0SZJo2r+JqlNaU3s4x67iURJdrsbPSGl+7lZzKE7F2twlNEEkyOrFnr4i4TDJWksXPB29hCWQSJlM/+ZVmiWreY3Rlewr6tW/1iJpR4CttrSlFNNAgzKcvk5F0INFX2nbJZtUpLT0JiRrgXNHL44vBbyX0hW1mrvQ0jn7ktedDysmU0ZVsvsRoSLSD2MNTsF7eVdG8CPgEr9RfIyyyjDR8lDv9dfjVtfN8PqMxk30jLRNoMIyGYT8L8EOCt7NyQrYoc/UJJwWhtxze2nxBajwBF6CbAgdIGIU/D/i17Zn4UbQxGodF6jP+S9CCSYMG90Dda+hjiTPvCoNK2POQp+OD9IqyVeHp+hMvbh0YjHfgkiqQAxZz4EkWFyL5BvkquC1SdfN4AhwT/g8defiBkBkbbeCCF0WrdmbwRNCMsLSkBnHm89E+iWnc8TTsnvkdMK1TyZrA0/iAgR1ck1vJGxkEujIs7VDLWRRtlW01mB/bD5PoRQyP/g4APxbIo/eFlSUiQYMBURTpqC3S1X7jVs8j9aDtHsoXFx2o/a3tJishZ/maP3kSImtaPLaZf3rXIa2dyvGitJVU4EEGQzON4JrMqFCeypbovfWfOp/1+f7h/+P77n/7u5eX5WD+Z/jjNnGtZeOcHTp7cZNlu7MOmOTh+PYzd8fh8d/2bLAub87Dd3l69+qKqxvL0NE31/vDMgRJlu81teb4fh2Fz9c71kjAguC9LtkLu8eZ5PB0OOkzMUGut0zSvq2ohkHNsm5MOw+PxKUk2eXa1Wm8nyNLylJLA0e/+/Pe+Dj9+/F0SZ+vi5vPD93mebXevzuejh4Sbp9Hx/PTtt78ehuF0uj+Vz87i3F5/1Zt+s9vWzf7vf/9/n1SNP/l/8N/5X2iZTMdhUNd9wN01yJwPNXZveNxyF8xLlkdhiGwDwKuMVqhdeL7KblysvU3b2bm+kPiUr/3zuT0e6yQNqlOT5anrq+Ph7DhhGAZI46aJqMmhj8OgKDK0YUOvI0oifmMWhUACLe9hMF2Pag7qnZ+luh+n46He789xEkWhl+eZ77sialvOpwaSQeCmGSuasuxI/9O6rtqrbUqKXcPSxki4vMXcrddp05rHx/Nuk17dFB8/HMtzk6+T875MsvhCYZ7mPJcDsu+n0WitfR00DRbjLEvHsW+atmnOdfOyTH4YJ69ev5KFMYbUeV6SOI6SsDxV5CwDbQvqpvz44aFYXV9f7Zq6mWZzeHn2A+xnp2Pth1ulvDxPHj7+KcnSorjruiYmaiwminQybVcj9+qGv/+H/9fL4Uetk65t/TC/2Xxddj+cjp+//uI/0uHq4f6H29tNmu6+/+5PaZEqZ6zK9vn4Z1cFviaVCynUcu7Hk6OihXmAK1EQ/iq5K9bbu+2vf/HtP86y4ot3v5jmo7NEYbiaJhPFWsHxM9k675qBRQfPKDDlQ9eZdg6jJF9FbT1U5/Z0PoVJOPRzlvmaBPiggcTYZfm2Jw2yOp2P06RW67iqH9fFjVqKmog2pf1QOf00OkkaDX3vB/p8MkHkHvZPRbF9eXmMw3Sz3cw8dCAOZ3lUlo3pKCi1JjjBD7zjvhH1L205GnQqDDZ+vo+fW1R8U1OPq3XsuosBQMvj31IcGXnEjCEbAsScJNU2dV1OSqtTcrqWCPWf6clOlkkGHTocjqhh4ANXIsZIZN+oJTW+oysjfgqDAWHiQbGO26anUAYpyQNaQyeiYLXmwLI2Yz9nOZF9MscaYXCOQvueBF09Lh2mcKwdnu8W66SujZGWT0ZcXIp+4K42cV31ICgJxGFaGEb+ad+MiOtYABarWIdB1/Q88ckw0JbaIrsaELHTMkUJ0CbJBQkWAZRbHbhE6Az5KiadnGOePZT4rwCyF0W4LAI5cKj8HEd2QbOTpIGPRlF17VhXndZeW5so0ToKqlPLxoNDegoiNIoGb7BqqiGKA8LfXPd4bNp2LNYkjPk+7jnKr5FhxsBYcWoq4i7W21T7JCOL8Ht0F2ySQRBM83w61dOokjzUEEqoEkYzNwazopXGua74LGTIPUrCEqY7LQg4G/oszpy+NzY/QA4oih/Zv00SVYex0+5IbXxcHJOyGMV64OMVc78CwSo897mue6F6yubNE12RQ6awQMbp85UDiaQ3cz8Mge+T24FNRyRtNoxMvBMS1y4BJOQas5QQjrdKUvBAhFj2hL9TN3ukCwIFdRFtkhoCWhbGhg3w7TsWyB67PuyjQz9qmMkUc57221ryOeJgLQxVgViKWzvQbWMIVOwXfLQId/t5QsqrobmgIJWwitnQJLGmS5IgSrTp2EBjRxkm0w02wn6el1Ce7dy2DW8/jGX67HtxDCSCMCU4NGCTuk4UJb6U7IKWIZ2CURhrAXaqyqnr3nRAaKM4lMUjkwJPXL6LWsqzOR3rfB2lWbLwnBmmgdoCtgpFG784DL2mqsuy9nUqO2RriQ+KTXg6tE8PJ43COS3Lc11XjvJZd/h+GMa3uzwvIqIFlkmIO6OYbZc0jRzHPR/b06ksioy4y2FSc+v7S76Sw0K4EVz5p5c4LuaRXi4IQrW4URIvM9fDsjinY+24cxipFiqQsomkj88/zaN+evk0zL3nRYGj81Wc5+tIx3Xz3LVDVuQ+YD613mzOh77tpuPpcDh95jkcJ6GOfe2tVztndhrTfPjph2HEvq79OUoSrJFDr3V4rj43bVW1H7p+H+n4+uaqSF69ffPlP/6rf/HlV19uN5s4hookYzUeTKyvWzQLDJIIYfwLfcFi/SUjTholHWkf5yRrjQuKU5K4pZPhvruk0tkxiZXDSfqEDXiQC2MUBaY4wGSWhCv7EsIm0jbpl2Rjz+UnmKhLOycxMFKdXn6ycDOlMZCYdGpVMXvTE1g65SWYgpUjtmciAUS0OS9QYW1Sjm3npNrBbjcaXpwrBxaKNavqlCr8EpUprjNpEu1i89LnWm4jf4Qdt2d1j3Yohb2QT0n27uNE4BbrOAT5zizqQXmXPLjYs/HxWmAjNav0ULJvoTiUNpJZj5xNNhlNrDoCCZZEb+nxbK918VdJ5gSmSgGo0vOLk5P7EnAlb+1ieLNIEsl2ESWF/bCtWUu0oyDFesm2ZfPD5AortX2JopOyaYQTJAKygrEKC2XFmuPECCqzgJ/FlmSy2zVjEPkjkxrenQB+mXdj6va1DbgX2I+8brA6wJe7dpCzjKeuCI1lKc2GyvVDIfRciJE0qz/jSa07Dl+qhIVwYMkQilmSpCm40LZl6jR0eA7l+rd7T+Z0vHfAfTOpaw5imZ/VCqQiWdKYlUVI2jCPI56lDmcH8eg9R0nf40j2Q1/JIJUAHixiXDO2f5P3a8E23CN2O83Vy1xMbAtiqRTjiQhBbZoI8t2571kJSAfOtSpcTRLMMZ1KVCy/WoAusDplncsOXKYGhKTCzOPPkMtKXcEUhoAGOQERK3X81gADtrDTxYDNUEJue8Hd0RP2w9TUZhjbp4cPf//7f/fx4bv7z+/bToybSoVO2C736/TdbrtrSxUEV0maNfXj/vzRZUK4utq9urlZff78vli9Xa+K+88PTX3yI9U15vb2y37qwuBakCXbpqqP5w/z1N+9/gWCjjjLVsUycyNk+TpOQpfNGWP/sjwlSfb50491ecxX14fDx3lebm6+LcvHqn5+++bXUZREcR54frECgr9/OsW5++//+m+6vry5e71/PCbZplit9/vH66tXb968fnx4XGZTNeWPP/15VUDqOhwOfW8eX74L/bif66Ezm/Xrx6efnH/13/9f6TBUDg6iujTicCUqtzctM06PmgATS9ulWQJbH8sck/VlWbbbHKohtFmeradjtd+/rNZrz0WHJrEr4IDtIr5tbfHEmIdnhHLSNKR3V5fJupymI6FV2rKFGd7LeMqbHSrvJIblLYovRhGK635pui6KwjzV47A0LRdIV1utHdZ8iXVClYetT3LeNrssisO67Nq2O56rLE82q9QOFFsznM+dbI04+B2PDfgEbGMZzBygsGI/UJ6O680mTWNPcDX3D09q8m5eXzmO6po2y1lLVjSZ7dX1TqRc/TQ7bWPSPAl8R4YZS5bH8+J8+vi95wVtvXTmuNm+DXy/affLPPaDwSQaXivtDe3Q989mWLpmjKNivYmncTzunx13uLp+Z4apKp+mXunIeXz6ru90WqTnI4rHaUJkfDg9T5ODoa4/ZuEmTvXz8xP0Rd+0bXuovtsU78xQl/XzpGpX6SK6cT19aj6KCL9allCpCatUEL159etXd292u1fvvvhlmsbr1TXMAsZjDFx1pMrq6e71675d+p4QM8/z1pt1b/rTobELf2HhVi7057QqUYgHmpXKMk3Pz58BGc/uoqbVJht7p6og2vteIMBuJ44jwf35A/JjM/biwPa4bOwmgYf7jF2tWMU2tbPve0hUMhgbyZOZ40xEiR3OQEv5L8/dotw4lTgjWWJxkIDQHLHz2nGeUPLIw8A4NHUo/WSNw3GASq2tSZTBHeqTSUqZwsjWTkMZnlrFpn1KapIyGY314hgU8zSW5TTTOvSbqm8bmdxDkwDIQTI7dqcpigDcc+NkGGM4v1wb/uMAApF+bBpYiJEBABAlVFyTQ9v1iGbFt2DD5YsiPp9IvPSFYmxnZhzAgiWws1rf95taMtyoTQPXXcqjEf6n6HkcFYSSgiUxBoh2DJ5oTQAopU+xTizEHFnpMJOccQk84MVP4J9Ufe7oaeVFQljxfdMzFR8p+lVbjzrykzSqzk0Uhzr0uhrj7qLmvuOca6HdAN7zPNf0uO+grjogoiVyXIDvoki5gLmnJRE3Zt/PZhib2kzjEsZuHEWSQIXxzLoQ+VGad922hK27oJKYj3LYjYvrO+wUMTlTSYjahn/XFGtSg4rNUhIa2BxLfwgPrTp2NBvE1tqM2rkoYjSPA1NN60sUaJB95kCaFXCcTcNmHZrmYZSgCprnqTx2pkMR50nMnSbZ3MH4LshsR9ThQeBz2jEidRMCXZamGgIG5OgkRaWp1aKquhdHvh+nfNN/iW+eZlAo1pXkkqkDj1TYD0xSkFByE9nkYnpZYfE5vq/i2Jd5LOU1PcA4VefWdbmew4h7tqHL4uCIE3QZbE5cdxgBqWsGizZNGOqgpFwgo1XKSwnum9Df+szpyZ6SKQZSKEJT6HWls6OSlgRhv297n00+8k5kS9ypDEdCjDSuHSm27Xg+tD4XJncTH0tOeK0s592mNMdTgzqIm8hBoij7CrYEUrcUa+YjdWmMsSDQkexB17HGVOigIv+O4oC5JQMjUqcmeOu+6OJ6UjG0c/d6N3RDWTYu0cSUvyg257muh+OpHqc58McojlwVtq3B9JhweZ1O/GLlOG17GvgaG7q+OF7mYLW5nqfx/vNP8+z2Q5vl692uyPPQdBW0lrYHjsXVwYTVJ5Qkatp93R7iuHh990vPpwA9Hl8WrAGQvXpg1J7pBmzJ5/OyzDglXLeqjkGQTEtXnveHl/thGm6uvp7GPgyLOAPod64evvvx387LYEMIN9vNKr99ffv1m7dfv3797vp6t15tIyjPVu52sfvZWbKYk4VKzyZEEr1l0m+FZ+RNX8xF4vCRnRpMFAGn8CjzPNR03IACbbdMDVniMfiw1inR0UluZICploeQYK7xnlwC2C3v8GKo4klA63VJ8paCxj5L5fHL03IWzAbvwe6yxON4sQSKVU06NBElCotfWhqe59bPZiWjUaIlUUASAunfMOzZnpYNj1CyLmyVi4hAVKLSxghq5T/gXlxfyWhJbFCiKYUIggTRtnrWPyibkwuDR+LILsjJyzYUsouca9L78Qdm4cfQ4UiZZ4V/NhTe5s7JF0UxIa48RqX80ksC4YXtqQBToVKxfZl81hdQp0yC2HjYnmcgWMIqsYGKyYP0gg1yZDsqnnNZRolLSHAdbCBRnMqfFdCOJIv8/9EHBY1G42RXW2Jd5ikh4k8e48MwSRSeJKDL4k5CaCbJhLMR7fxrlKexyCZxNlnJzF++TTFTyqqLsSQif7vvtVGWomj+S7awJJq4oFD4gTzwWUlKEhY9uQhHeTxa9KgQYoQnh/vARh1yKLhgGMiqsckZTGN72YDZ5Aweo+ilZT/GmtFKZO12WuCWdl8rwE87RxC5r+x5rMnW+4v5VgxyFhvLfphDU965zd5E/An5bLAf1EXVvGDyDwJit4XgIjBeGYKLD8CuZAVEIXAmV1g1PTs9bmOGsDbOnsaAV4Gk38F/AXVzns/1Yb+//9N3f/fh449td67L8+H4PCs3DleO8mY1rIpdoLN1sdH+apnU8XD8/PxdpNPd+qZqX7768jfz5Peme/3F6/sPD17gRkn03Z//Xqk5imPTDd9+/c90GDXt2fOSCwNqnnwviKLs06c/s3UIs3wFeWIY5ygKlTPV1bnvjefBHphGY/pmXXxxPD8/P9+vVq9Ox0dfe1+8++b58cM8YQar68fr3evVaucFg3L08+OnIs/btnNUmKT54eV0+/rW85zqWL9+e3X/+ICHZeo+fPhOR1kUp/3QlOX+XB6GuT6fHmL/zvmf/cv/3Sz0bcd1n5/OcB1SHqI68tMsbBszc/MsfTdVlUFRIzEmbIqFg2EfhlrraV4A7TS17+k4idu2PZ/ZgwloEVGbItiq9d0gSvWpbOOQ+LVz2c3juL0qpmk6HluHtQY5NhJ15TFORjDTD2MTxSkDHjMHOtKaNoAaEfx9H0ahH/jP+7NkNGs1O9vrLEn8BhC2aap2ntX1qx3mmFHFWSCWXCYNL/tzniLjYlIlwvjjqSUXGLCLVxTRqWJ14LhKB/5mkzS1Kc+ESIfaJwGC49woJwC9IHNNeYbOrvK6rm5NG/jx7qowZjI9urJpWrIszBBzHqv6sNm8XuYxSZN5dn76/n1K4JtXnvZRHEWxbprDMvFZyi58OpUVeI+qWm/WDw/vH58+pFHh6/B8Ov7il/9ovXnTdW3bvtT7g6f9sqv6hkk8QJ5h3m7fHcpT171Eer579dX+BT6K1t6PP30XBtHX3/z6/affH6tPE5aeoUjfgJVrTtgiw/Dp8NkP1DAezXgQDAxznNBPwzC43n253bx69erN9fabt+++cBc3S7MM05dv2Nu1UZTMI04L0XEvx9NzQFMEPgGiSRSLkX5ab9bLPB0Pp+rcSmjyvCyN1s7pOPh+7AaAhV69uu2aHhg6Ni0v8LUIdJaRrCzn+FL2/XB1sz6dnhfksgWXjTG+9tIo7TrDPhk9IRMra+Am7bQHbOiQYSLpsbIM4UIVqQMqeRlQjePQ1O04KN91i3UMuctjAQXVVtSeFApeYKkk9uBHeyLdHciLCWUjVCjxp6BaRFkHC6cpWarbhCuaSSMbGmHOBKEbxaGoy/DKC/WunxbaKnk+MnQUQBmy1WVWcYJ4HoSmJIeGoZ6h5HsDLQEQChgANGDUAYjZGKbaUGP+Ydf2URjEKVIZhZpCqgW6Gro5Bihiw2vrYVnolhVBOkK+dmlxx3FsG6otQh1cylnMkCncIfnh1OiWZqa1F8aMRQl9MXwkuL+ICYLetmD5EavArHTE8dm1Y5qhA8TiW0SXWAjHq0mZAyRiOdEXZhcNyhTHEfsvFp+X6TJhBCHU9a4bNbx+r2kBYxKMiLyTu913VZIH40B2vCF0NEpSbdoeookcMxRYVI0AP+h2FHEUaUZK+zxyjuoQ3KUxA2gdbj3AdMJLYB0x9NP2KjMtzwHhJlMeeWI1lAxot2kIaSbRUrRqlEQiaeHSsLsKHLaCGWT/RonGb4QUyokrrDZrrBNFrhXaEmXmGX47kzXJSlnwe4VedW4kehsJou+7TSsCNXmSi3eKh2EnfYsVtcpLWOqa7kBcSpfSVzlOVxniQKSyEzzPYANtZerPN+v5TraKRGkswjYWCCwPRXfNy5agbVloi66MLwPzHsG3POxDn+G02CAl3dsuaW24s7Xdc9jHCVyiqmqrsheUAklEWa7TLJLoC9LhUZfZLQ3jvJ9dgTJWlxkNJbJE/XL3WRyizSypK6sJdwMt0Yg+PnNuFiFM9gbNsJqXqiYlUtYuzDSD0O/akSeJcpqq6QkiiiUwWTR/FGeDZG0rEoyiSDO8YAE4DGMkIxAHbXY0jtPpuJ9nb1ETF4+D07Wu2jimbUWp0Q6Hw15Kdn9e2ixZkSc0jefTeRr7GiywqcqyKFYp/5NjuposBz/zddS1p6Y9pVmexFndtNWpbM1xWRwdhDCQ+KRpw9ab9Wq1pUJc5qo6TfNUlWXTtqvN9TQv5/3Dze3bYRjO5TFNwsVB5RFn0cueYd/YOYvDk4jBijN++Pw3p/Pnxhy7tlNKpeEuyqbt+ovbq9u3794U+frVq19srzZFsYoYLnMZiQ3uZz2hFQIKXV4KPmgC1hXGHo4/KPUo1T7/QXiwEiogKw5BfQirU74nCeaw7A0hVSoAwtI32lx1LnY7ZVauo4ErCtEEaRKZwDZA3EaS25uFPYZYr+cJcYEsvwQGKAAQIXwgj6QblFGH0Fa4K8j+onanrJb/laQWQWvgEGOLLqk5JLOJkFo09nZvLS2u1R9a4I1Mjmyxbq1oygKZxOtoPXK236OjRnGAKF4oNSzQpD+RNoVfwukm86hLFLiVbsp1bjeslw9EFnH8P9oASiIyB9i+SpdlsUaymRRdC0IDMKeW8iLOEQvTp6CcJKrbElNpIdiaC8sSFayymyVL57BpSKhdZJpjpTfyv9Kb2FhtlNvQkulw5EyweA8bM4CT0IphLRGNp5NIMMS2JA0MNgS0kux7JU3R7qzEWilYf8EAyVnNzEuEP3TelnSKJXjm8+WktjAZcbfKAMDaE+1Omr8ir0fEn5ddIo8+5CRWiilBOzLKtBedEDRGxWJWkriAl0jiEYQj2U8GmkwdcphJ1MAIyLE+w7ax7nc7Z5BagnNNUkN4RooSlc/fKoEv2Q8yC5CVrwSgM9iQy1hcLRdSreKDtdRcEVJczuGFmQUrWbvntCtWO9sRRQxdn/0cBIRLtBI8zxpKsx/IRA8Qmo3po4SXM4mLTaIa+EKneTZd8/z8tD+8/O6P/+7jp/dPzz+JQ2oIvCIKsyhOzqencTJXmzeeo7Ps+tWbd3U17fefkyzsaqZ1q80av08cffzw43qz7fqqOZVRkh0OFYm7Moe/urkeBy9KYzU6dSUzsuiOy34ZszRf5Vch6W7kORNvPFTzWHtukWTZ8fDUtn2WpZ4f5EVEIUcVWpTnQ1VXWodhmC6z2zSHpv3ctc2iiiLf1M2950Wb1Zur68317aatOh35Tw+ncRoe7z8N0xCnG2f2m+ZJdhX+l+9uTd9XVe350+FwOO6beRmyNP/48U++Gzj/w//u/1JGrSzQxDMq6lzfJo8yFBvMeD53IigXgB7TJYbTDBgD13RTU3WyCl+UwH6pWjy/a2tfh7JrWuq6E/Kkt8qj1Torq/ZYtkkURIEuT/XAxtyFER8E52NzPlW+BkWQ51meRcMwvDyW09JLVWSSOArCWCEtcLa7TE6kJc2i475+eDku85glGcGgnhJfPncj1XngpavkfKyHYUky3VY9riHttF2bF7m7LOT/Cs28bUxWhDqkznKW5XysRlxGiSF9QXuBZ8zUda3p2ixP8zxt4KQzbRS1BQvx0/FguiFfZb7237//4zw4b95+td6u0VRIgHJ5LB2faMiudSZi5eJ8nQ3jdNyftQ6l0HeiKPzTn/7muD/fXL9bFqesqq6vsnT98vx+7Of1VTrPUxjE5/NxHpd3X331/HIGTTAdhQIVeoHpunm3u316+mQlXu8/fPID4y4qz96cqh/jaKu9dHI6HUQvz0+IlEL35eUpTVZhlLz/9OfAi5vuwYy1r7I4LjbF7ajOoMPnbh6Xqj0O81kpojgATnjrIs9dL/ni9ldff/ObL95+tdteJ/FqUWNTNVm+m6c5Sn3cKMQxRyQrkmsXHJ4PyglEiRQ4rv/pw48vhyftx+L4X8Iwl8IO3MX2ajWNzqnat01T5Fs1Bb52TX/2/SCOs76b6qYuVrlSU0sByjramFqypPQyq2KVBqF3PveWwYehS9z2ViZh2jkInCgMemgl9iFCt2Ut+0K3ZzLatr0Pv0H7aA7x22EfCRgfWu8BViIxV+D5Rl5AuuMgmxkd6rbpdOhNE6VqTNAI0CDOMIeHMufZPCZZPCJgI89AYPTYStNY07LOilUHi0Ff5JT48WDegHiQ0Dzrx2uHrqO+D0LsQyiLkPEwEqPClmA6i+puqp51pUS9DwMBG3iuaC+pYxBRk5DOB2U9MGFIVmFn+OHkItaDC+RGBxpLRlv1yluIcASaSr8hEavyILauPxHs+5rPmWZzXJp6CEIqlb7rGYzFyAGYZoNI4dFvfeMe0EYcHYIXR3bIFk3+EAe5hHHbwaddDaHooHRTA3h9HIzSpDOkLM8Ni6Y4QFI7LT0dO4QnLK8WLC5gGyRq2osiihWCs3u4AmFCWyXTcUImiNOuDMNHsRMAXNWq79hnWlewiwaY5ENfu0BTelxPgfaqikRC5SCOpYuwhiOXFtrKQS9MAOyFmNzilBRMyZgCu9B3U8BqkUIEIdkAfJLp8rx0jZH8QBqmeV46YyzBj1hgdvrG5ueGCTKKrsYHSPwJsyp2o45yTT/gwZSWWwYgVHCmo4NKMgZtI23poqldwAgJmhUhLurcYeYbRFwkzZ7Ug/LRsXIMAlZDQSiVrvwKylnfB9ohNaLEugrHTwjpsv3mWpBtPNRUD+f2aMwgkfGLQQFIBM0gqlTXkzQ/ZiKS0ui4SG2xhoIiw4MqCEnr3rGXpaSkMP7wiOdpbTUmEHyx+Tkkmlh9yjjMSUoui1RI89xPURLZ9tqSIcR6ikCpPBspaNxZoXeVQc9SV03dMA/pW6MjlpwAG2QvI7cYolCbdiXBU3M/4CD1PHa5vudFic5SHUZe3Qxt3UtWMlmCLMYFidGxiZ/GoYtwn8suy0XYMi/L6Xzsuy6Ks6brPMmyGvomS9NhKl0nGc0QRFHVtNXx+OWX76KYcAjTSvfrjF3TtqaJwqJY3+xfHtXipulaKJttVhSeGyTIHJbWtC/PZdd0b9+9ffj0flJ9nq0Px4c8v7u5vdJB0Dbty37/sv+4LDxwA53uH5/jmFCc0/Hg6fbx+aexd0zf37/8nauC3epX09xmK329e/Ptt9+mmVqtbt99+fWmuNbaj+MY5KBoPeVpwcQHg2gY/Ad1/c9OPpER8sHaZxrxlRQblmsiFbOEDshGiPrb11y4cmc5kxzWUpSzhZOWhoGFrIihx8lta1tHCtsLUZHHJTslCRYC4EwLRAXPM+ritqOdkBtEIlh4eawHSeVDUOCjvpPWhvkjUreZDGuZ4/AsBlMmE3SLfrEuKbvhoWS3wEurCrDyDVpmlkt+4PWd2M0Xqmdk5dKvWofkIiRSS9Gk7REjuhUjSCChKD55QDHKBLIv1JCfWTiQQmQJyWdu+wcxIsJpl2WbjZzjTrdcVnvB24HNLEF8NiQDCLDYti8MFelCBTElGkh6Fc+RTC+7B7QEG8lwJ/fFtvGSVYjwnqpVwjkHM0gjShdk+zoRqJKrzsdhAZoWUwmB5oIJnZcZlbg0J9IlTo5srkSdKp8tfp/RVhKojaxpUJ7pcoFhvbPgExn02NUoQ0OLCZUgUMvPZpgLLPry6ygfRlD9jHetd1GYlhckqYSGI2WUOSDZmIpxaoCFbRhYMtMOkbzAVUctP/XGKj8vybf2MrhETgrcxTZj9hUNfQ+7hsvb9UTN8bMbVNp7+dIvnNWJPAElXLGLIgobqyyxJdnEZrvPkLEwp0jFxdDWjmhtxiZ/RpyZFoIk3jzGEHYyJmBFgJwC+kT4EXhkZTHemqe+H4778/7w9OOHH358//cfP33/8PRjJwrPdfYu8teEA4EKHIjq88Z1/joIHB2k4zCcz/uyPgmuebm9fb1e3bx5+00cJ6QzNGfToIshQ8hZ4siZBzQjng7J4q7O8+xmWfHhx9/rkIP97vbXURLXZeV43dX2XRiHp1NZnkvXdVcFLBY/iFxHH45Pxpg4KpIsfnn81HXj1c2tS+GEDMf13K5tmf4Pne8PnpPV7bzZpOfzvTF+EISBPy6zSZJdXmzDSB8OZV034hmpppEtqHKcOAxvrrbKDeq6bZv2cHxvzOSo8eXwoe/7PN/4m21ankzXDMKTlKtVRA5d0waBVovfdcwtyHIhr3syfScpDszs27YfR5WI465tx36YoizyPFWfTJzm61yzinDUukDfwikF6rPrDcG1cRz6jlrvUtOhW5OYzzEI1GoVdd2YRvGG6IilbFGLDaOoopWb5bEo/dgFl6euqjullm0/FavIDXammySjaR77sW1HHQYSX+v7mjpbfjtaQfD9jjodzlLokC0hw47LaCHPY6wFw5jloXKSpmV26PlOEuukCPcvTV1jRHGcnEvPdcpDrUMdx6IMdKa8WN2+Bt7YlO2ru29cUcaapp+ZD2DFpow3w6vXb+q6LU+lp/3TofZcZ7MqZmJe+roc+rjfbm52my+TOPr8cP/h0/t1UfgrH5C3W+KgOPdDoHQYF9evZseJIi/38o+fTlme3N2+qer9srSH49EP0jxLDvv7xe3iKBuHuTXlF6//6bl6fHz57vbqN8b0x9P+7ua1cpar69dZVjw+PNxdf7O7Zqv26fPvHcc/NfcP++9X6bX28ji7clS4nvrTae+H4/H8qR9bZ07L09QvH59fPvzt7/+vrHaTbJ2/StPVu7d/dXd3d311faNvPXfRGeaNRflxEvfdGEZpVdbjYFynUO6w2oSOezWNYYxtb5g5I6a02B2e69O+1nE8j+nUz3X9GAROdZzOp2ae3DdfvEniPEngUfqenkbj+NOmKMY+Q/Y2GNO3Hz8ds3Tjen6ceL2RSdLUJxoSw9BBH1HzoiNfhKYArE03GixJPN/DCIGf8FMpFudpKY+t74NLkdNRae2yNhD6nGSF8Hikqux5xAchaX69AWvpQr6VQlmmJ7Jt4OIUtBQVQ9cYsIcWPYIemNmhF3hVbRTiT5QhqBc09HYcI4HSmmIawYyE23ieE8V6Ev8JkzYZ/ZI/4DuBz8yJB7JIimxXJgehE5MIP9UV7g55mZz0TLuFtu9KbiwatMXpTz1xdpKZJo1Q4HtOU3Zo/1hUGj+65HTTdbSYyxeIkRrUyThPvTILZa6cx1gOIGGQ9YIX3YOWroIQowS6FNkBeihg5wAvFnA1zwtd3zFmFpEn3j/Rn6AEZ6UmfFEL81OiM2RXw9PysiqYpqWqOpfYGC3iVc64QLSsw4BXzUKih37SoRuFYedjIZMgZWqFS0C7kSjFSPeCkWT0CFkhoFDRjIFjQJoy9Wd4z8jA8id4+KRqHKiNbJKYkOCAEOGcChhXW+GZaweubPmkHxgFxUlUieQHECMrBhj6OypvNTtRHOIlEeIepFMCOChJTTuG8aRDWNUScU5BEyd85k3VE4EyD6yFWekuCysBXrNNG8uKKMmhawyDhBn4rswRqV9xK0kakk8AIFeJaUeSe/DmIZ31feWnPpd6P4IYlX/hxNac34GNUlgQ83t0cURgIZHCyz5EsR/GeuiXrulMwxcqQ3E+GRxXTLIv3xQBktBiiUw0XCcMIpH9XAoO+u15pmmntvDl7phAy4qyiM/f1OTmCUKcwCge5lnIDSsvmVY24iIXI6youhTG0V4G6oGsfQQCbk0o6KJFi4tFE+1WPwZBkCQsErNUM+xH1utmGVvE8wmv7Oiwpac2m5WnvcANR1I9Fjp9SQ7s2n7oGctHSYB9mj2zv1oncRiEsX84NHVlQp1J8WoXTeNYja4XJPFqHvxhmAm0GEqrp1jUEsdr39fpDRG7x1MTBv7x3LjV8Or1TeOV+NycUQe5Ux0WRXjX9mpLqnWAb3YaAgmzHEesuXyUd7e7uurGadxcbedl6tomS2/a5vin39+//eIXnWmnefjlr36Vp5t5meq6iQL98Pjd0pH5rtzsap28ffvbJM2/++HfPT68HwUB9fz4fP9h/+N3z2Y4R+E6ShnNvXv7zes3r25v725vb1bZNknzKNKL8iQx2dEB7C5EG1YTyFdliflw+XhwMlkbLoqjn2GIP2Pebb6CkD8uzYw88Cld6Xt4gMhWToL9lBtbGr4sXWQrTps34VMSTwo/lweSXQHJws0G+4kelLy7MPYDxzU8IWWdIslwImSTx5e8LIHIo9pgPWXX9g7mY5tFJmU6LRAvWP6JVZhC7GRebR9XAO+Ui1GK5xhNrqjcf8ZoWKaMtFjWDcvEhueVDZOA5iFcDVpTtFcQrtG3k7QnrZGEs8vlbvEzFrXKiEZMfbPs1mRNRF8lYYbInRaXn2ObUs4O0b/YJY/9PmZZsBOu6PqL9Hgy//053l3+Mk98ZjsXc7Ja2OEDJkBbi+NrITJBdAR2v3eBynBzMVYUawT5bPQe7OUXtP0wn6VvXjzUrTRCVlBgMwllpkP1z+cwzd7CeNFKJUGB21xBQmtH+VqY3CUJdzXOdvEl8U1LcN+FHSR8Sok6lOZd+iuBVkl4gEh/5clHL4pJhRvcVSNqDsH/iPLOcXn/HGTWRMo5uJjL7ExEsXQWl8wGOR1JgxTDgs0+tcZFm2ZBo7XMIbNvcTTgM+SbmQa6flFC8XFJky6izYXps/X5Q4njR4mcWAiooMu5my5kWpkJ4pxkWxBIBoPsSamEpFn2SckSBRPGWsnplNEBl1PvDm1/bJv98elwOP7pT//+46c/P758PFf3XdfNwFfe+f6rbZ6HQdKY00TEcZ9nV+v1Jo0zZwmTYvX8+OH+8ffLNBf5TZ5vv/jqm96YNF2NU3s+Pz0+NOXpsDh+VfXb3VWer26u3+ZFFoYcr8dTXZbnvnOK1Vot7ma7i6IwDLcw4KbT119/I/tY6BCR1jyU0yBLi6oxddOopc2K1TQeSYacK4AgVEkEAp6OB9fxsnwl419vtdomiRe4ad0xsN9u3xlWLXNTPZ9OpV9OwaFM47zvm3l2i3x9V2zKslZO8Pj0cTLdbps/Pzz+6U9/p9x5tdqsN68CvfR9HV7HHz/+3vmf/6t/UzcsDeKYGZeL2WzOc5q6tjGk/UrUJ8MWoBWKSZir2gbKXt+avCjwQlQQD3XoF0WUZeE4LV3bHesmT7KV9HtN27d1Zwz8+mWZj6fGcTVS6p6nw3qDV/50bGZncQN3GZZilXi+f3iuhmnScTiYIYlZkGPrT6NFqZfnhs8V1facJdF6lVCsi8hYhwEMjBL/UwgfDI+fjkJbPeyu0nyTzst02jfTMO9uCjhrgjeUTDMLXeBhG2Wx1OKIslzHSWMs/+djE6U6jnR5buJED8MiWdtz30JAlmpjLFap5CDV86jSVVKealJNh+lc1/M87a5WAmFv89UqjQmqPu7rYZyzPGqqDuxTN7JjUWOg42lxPn78PJoWDkF/fvvmG2eZjocPFdfC9MW7v/I97/npR9/1VsXG9cbXb15HUfbnP/ygPHU8Px6PTZYmPBAHHPz9YJKkOOxPuNdib//8mBdX42LOx6MO8jTLcaGY02qdmm7x3eh4fHDdwPGIJKaKaI/jWD4fP7y9/WWe3Gy319//8Df9XGt/vaDb/KiW0aMhd81wHFUzq16p0VVRnq92qy/yInhz96tXt99uNrssvS5WKSAl7Xdd27VN34/Km/IsXWb/8FL7YVBWXXk6Xd/tykMdxaj7jGlNf/KUt7h9Z5y767fYeND2znz0DnHtyqu6bojDG2qpyTie7rqhKSsvmOKoCLS7WmWe67dNI2NCxoebXSqTVLAJQSiIqp8x31XVkskFYxps6c/iGb505ARqqU6dr33+V458Nt5REk4ziz6OAC52ODEoVWRLYDX7HXHhsxeQg2IdJpYO/7NfiDWRBU5IxLmACkQC4ZOyAItiFOsa+E3e58zvFzgYE+iRLoXGjPzuIYzZWVKbov2DVe3ywsghxMsnA2yB9FL18nMk5g6fMYtNki19ocbp0K/LXmHBd6ozbsNileBTFEuYIqp12T+fod1EWmRvoguSUHTuPjFucYNO3JUsvoYpoIRgVkI3KI59QZJzBuPYFnFIIPfU2M9xynI20Khcqqrr2kEwBgzCu4beMsk1R69FUP6MNOBTJSIylIW8dXOIFlfwkTaVVYKbBqo5ye0QnDpbI5SQHlEugl298Pas7tT27ZPMxVsyMJj1ooGEUBpkIGqICBOd7cwejM7EkwoVTYHUmCNvVYCEJAGIOVOkNU5dGRD8EZeCJOeiQSB/jyoFA9gMi2wSx7Rockao8RRq1uokV7aLJB4KqK/5AGVt7mtCU3idMxoYKKAkNTGC5syG4cYAzCONkBR1S9HEWIJrDueMCon4Y7Y9j0sQ+mEU9P3QiS4UdUMRhbE304BxAcvcFg0Y2vjQn+alKo3NTSb4mB0aFWocB2HkT5PqEduihVYORZXjOFVpwtBl0Sc1o0UjSgt9cRuiCvNR0zkADH2WcNYxG3pNPfqa3hnSg/Dc7JSaB7V8Ary1C01OzKg9ArIQQeWFJcvXN000usLua+UH/vyWYUr9rMslg3EWA0lepEY+bcuEHySxw1aNXCFKwcwQdd8AUGfxvDlfRYOh405SX3SkY2cmGgLXAwg523QKjQ5Aium+Y6OiHE7DSAKpIVi43rRwm3hsPseu6ZuudR0tmuS+rjpj+mJdKGcyLRuPUOvVKiZWtzJRkozD4Ic8Z9oakGzgE0NQVv2kYDA0Tbldb7fbfDBDwLxJvGieb0zb1Oe82DbQmw0hCgH6qiwrxqFZ0JZH5bls2qpr56vtXZKF0zgneVRX55enhyRZV1XZ9zWUQc8NwiQKC98fQx2UzfPx8KnrhrLqXJXtX55O9X2eb7qulCr9MdDuzdXb169vX918++6rN7c3d3FE9o8OYWyIjoznD1mXUoPaldKA2ko6AWlXrI/L3shRzANTim4bsYC4jme+7EMszdJOWMYBqBKgJtPLXkgWG0gkLqkJMpgQ9KUNaLBLH7ny4D7JEyYUYKywYRDGW/yItTwJlpCrlPqGMHSGicK6kB3KZfjBZkzyHmQTImFxTKakphfd/sLXIcwMinWJQqbZkP08jZssBIWIwSt0ecj7AwhusY3ZRaIry0l0fpJQLdpNq+KztE+RomByEweXzZyw1kHJ7QTNCljamtvYTxJ3jqrLrjux0tmfLLKFkUTvS0wacgnJVbqcIWKKu4g8pQ0QUq5k+YjljDeF8VIgHyLEEN+HRDLSZQtDwRcaDH+euvxikJPUD3mLFLq9wfYp7TyTREjsIqf/CwrVt6Rf3HSjMZbwKS5HEa8K/IZli7WxiXKYr082nzR7uGGpe/yhx76+KMT5IhWRzaTNK+dNSdcvgEoBg9v8Mr50MSJeAi14asju1IazC1VI3Pi0jZiWRcZJF8dflBmZWBaRKSOssNoW4El2oMDaNooCJMR8JM5C50auAoIDvhuJ4OG9QPUUkI8vzEmMkba84RtjE25j63npYjIXfRFfolUTe6K2sMZUrkP/51kDi2jB/8gDH5g2astpPh33p/Pp/fs/f3r408dPPzy9/Ni0x1mhDI/1bRxehd6V9vOZqW5ZtfswyJMkC/Xq7vYrP5gPh8dFqaYyw9QMcxtHeru+/avf/vPTuYoiv67m8/nx8enzNA+AC1DgLEm82V3fBDrI0vjh4b3rBAPXWCJ2CX+zue26ahhbtSRZEddVMwwmjdMkRXoFR32Zkgyn+HFf8kjxVdsySl6v4qaZj+V+tSoiTVSVMd35+OJ5wZsv3gzDkKax4KBhTYNHdpLOlJ8+/RBFV7ub67F37u8/jtMQ6nRRU2/KN69ev317R5DP55fvvv9DEiZDP6x3+bl8jsMsjNIgSIahen56DMOwqh+d//w/+996gds1o/bhSss+Wtb8ZP4m8DDwamu1uLVk5qaAGQk5Fw4E3lWLqBqlhvAcFSXCgWx6SeiiwpiX5Vy287hkMVHLVXk6HUsdr4dh2m6TvMiGcWhr8tBcl2KuPJzTPF6ts+rczct8PJ+LIrm73XiBW5XGNEOxybg4zNA1mOXTJEzzSHNnKuENYmkwPXwXVDeg8L1pGGA0aM8JvPoEhCAIuM2yHBGgXeVbLqyFxB7353lxVuvs5irzfedUklfRD9NgJh174zw35/L6eh0EYdfTE0qWlMryaBjYz6A4o4GULMhIr/LQXVTLS2J0BLS97SnDXVXCMad2y4qI1kVNcRy8vJxeXg6OG9UtJN08Xx0PBy9gR9zUp7xYVWX98f2n11+8jsP0sN/3Y3k8fvonf/XfTrLo/fvvJazp/NU3/9T13e++//s4yvJkxwxlGXE2UskMxpzV5BbbqzBMymM9Dr2rwaIMQ9f3tad0nOkwKurmuT6dXTeI09hz1117ONYPUVC8HD427WmV3HZdfX1zF2XJgHKAGcjnp99H4YYUlKVPdN6ML6BNvKwZ75XqAz/UOltnb7799us48VfJ19dXX212K0+FaZ7mRXQ+Vfvn8nTaZ9mOLRyYlnG321VVWVVHoCn04Ur2qon0CTQqyjFXV+v94SmOMmOc8lxX1fO01Hd3X+52d2HoPT9/6swc6qLv+jRLABUOplgXbcnilybKTE0L7B7ZWI/il/zJkwHws42ocpzJDqrCWDc1V6bvuMdDG0oKub385ODnYW26QboCRlaD6RVrCZQSuAJwF9i8JvSQLTAYhOxNQ44lkSfAkOxShH0LT7yJLD6U0CEjdi+g9oevi3IMaV+cBDoiI1mKUfoq0TS6fTsEAaQZodVxPAwD42cdkPclmXKchSLe4Bb2UGigBmWiHwcGDxhPXhFaQL8WX/U0mjlfsSJgcmzBygLsRQUh8kWmJ7wR4BOywQAsaeOFbeXAEiPG1alDFDaIAIeLUNYyqS/m71nYdyQsA4BR/FfmkaZjkyG70FkTIcDAm80RWFRQSWxdPTJgekn9ThO0Lv2IE1ICi5id9+0QpgEeAwUN00XaLeW1hNWPRFdNq3WCqwR3D4G53NhkMEgFL1ZmRFgzOsOY9REHqh94WhYgBKmL3AXeuszCnWWJUvAoE8HfxgJXjBQB1uQmagisFnUF7CSkyQU7aTVjpFwykpC9ogg7pR+mfzCGP7MqonGa+w5fjV0rgBoXcAhzB6HIuB7JhDIId1lbUetw4mardOhluCSWSzkGGKJ3TCVotaga6QypdmVtwj/FyypXkesRIOEqlSQh5Szp7YNpJzYMYvGwNU0Leo4FsobMhHrxL4G+OGB7xvMS2jvL4xFzoFh97B4X4W4Ug3s57dF3iGWUj52PV0ofbiU5iRAnU5CR5SCGfjIttGagCVjDWYLIm0bHwlGFUgAodR4m0T9KxmzTiwyV6mu9TV2cBewDj/vS89wki0Xehq9SRgQyjAdrMesw5ExUc0DKSNs2fFYCi3LyVSSOA9FsSxoi8FX47jwNsjwUZDwxkqJxslZD7lCx9Tlt2ycZO3xZojqc5ohYgEvRrAvbASYNgk/yM+QTEgelp8rS1HWnwCSY1XYNrTRwz+cTK6sodZQgc30f5DLWGZ5dgGcgQrPDRzYeSWJN6DPZhPjHwT9NQ5qRlOuopT43ixpPZe37ieNNdqbbtBXo7HgHicosHz99Xq/yNInrqlbOcDycAq3btoSLMzrai5Qa1ByEST6MZr3eJYnz/Xd/ftp/8r2iqZpD9WG3ftUbii3fT9rhfuzrtj3389l1vXdvvv76y7/6+qtv717fFdkWQnqW2ZLeQ6bEvEnQ4pfEBcu6QMIn//zimqWuHZdFBLpWYcn2DPd0nkdCvr3kWNqgbZuBJk0mfywItagtSNNh0sfQhFsVZo+dTVA+ywShMS6YLlRLskMCfy/gZbhx4yS60As7Rv6d4YK4ZG2Un9w0vsYjYA8dwbeghOfGkXmKSDSlIpKR1TQDz2Chbp3r4jezBBRrdrCmQWnHPJ5r0lKiNrQHrfjNrI/uL+TJCxxVCDR2R2cHK77QWPpekXlL6jdTLS7EnzMkbKga3anAkCR0nh3WX8LZxC93CQmUHpJvR3IXLXOFxn6anYAfPrg+Ri/72i8ZAFz4/HZ7MTNIcmUHKvT/acRGi09Pc9BYR4AgfBgjyvPEmg/l7ciOVWyKomKQPr+tzWWfbNMCXDtHkJN0mHTE5MsCoiYeaD9vV7kkfBupKPc39gRpu3mnFoUqo94LoUf+CS5HG9phl582t1D6dzr3C82FIsNGE/+cyiGrORnvjjOAXwHdSGoiz2fkMGwXebDKFehrd5b4TJkUcN3aK/Myk2VSIAmHMiBAVYTjxf5h3ojhQcfQVtLzWDBaqZFIlPnlcsDBkOOnwsqRe0SelfZCxRwtnOGuM8/PL52pHu8//vDhD6fTy6dPP5y7h6EbJ3XmZTvr7frtzeYf5/n1PAZ1/fKyf5DJ3UC5uH336u1vfN87Hz+W52PbvZiumRnjJuv1Zrt69c23306Le39/31T9vJxejveExns6SvLt5qrvq9VqW5elMd2r19/mxWqgmu9Op5cgCB/uP213uyBIHc9/efkYBcWXX7/D9TyOaVwob2nqMknycerP5en40k5L7zrRalUMI6dnkUe+Dg77U9u0U7/sbjaB78ixqNI09gO3PNVyOxilnChOZUPQDX0nz8lqmHu1+P2gxtHEcfjy8jlL401xlxdp2VSmbzbFFVzutsfVIHpttEiuMqZ7enxP9fVf/I/+DZkYkjgp1wFICbn5KZVEhL0QhWTGqm5cx0txk48A4OWpweeE/o1vbRiHqu7qyuSrhGCxAFWPbD+Wc9WZbupw3oy03tvCc52X5yYAUO7XTQfrskhgCk+TDvAN2sfKMMyn6pimyabIsdJ1gytmof1DNQzz7d0q0F55aluBiQVumIscFIp3xFjCmCEKSZvoyGKywzag5F3Tb68zgS46QmudPfgB4CMDaCXLcV8tjht4y8PTwfGC3bpI01BHzKi6dir5hc3t7VaHuu+Z40q+8BDGOkm0DpymRbVU1+3+pRzH+c2bXaTd47Et1smyTLITgo5gjGkM/jHXIQFzmsY4DF6/3oQJIQ0//vDUkz0dGmOeno63r+5oe8qnoriKk+B8OPp+kBbFh++/C5MsxBMSCjpldFT/9PDh+vYbY7qPn79P45XnBNe3u9MZ216WXf3DP/y1MeW6uA4Cb71df/Xtb03TPd0/vHl79/7Dxw8f/ux77tt3v76//1DVz2mcz1O/3myjKHUoULyn5/fnfZnm8dPTp6Ytv/nynzXDfRKt9s/PnrdEUbbM7uw2+8NjU9dV/yn2rqMw0MF6Guaq+9xNp1nVHO08RdOb3evdZrda33z59tfFepXnV+6SRWFanqskC7qW9NJ8lbZNNy1tFGYvLx8c172++qJtDJsc1ZI+3PeO8o2pliVeb7J+PM+qxj7krimvzT6O8mlxwyDLV5HWVEXn87mq6zBYC9tdt7UZ56mTvsuA+gwdt08ShMdEsUMuwQHPEgY5MVqRNEaEbJUSlmTkw3XoxXVGdF7LrUrmW5LGLp49ekuL4eYvwhUc2pZS0xJf1OJFkZ9LTDkHOdsbwUlTWCMJ4yk+LcU6lYh5xvzW8DZPi+loMEQvgQEM/T6QaDorOcAk3IZOTGmiBXxBnkDto7THOcC5K+Rd0mmkDMIOoSOMi+TLC0iA0NgRU5bkjPXIV8BDY9hzPScIfInB4SDE6NtSQGQ594jAxOh+mppCZ7VK4iSozt04Tl0zIOHguOVkRRziMZjUse5qvHo0by2Tz4ScUpG2iA47SXVXw/gMNDUo3B2y/TxBOLJQsqjJrunD0CMYQ8KgqdSlPahLA8SVTnICTcTnDM2SuO1ZdS0TJcfzinXUtnxZIShwKytasFMOC9pFyfwdhzlO/SjRTTWggFXuaV+LBDfQ6BhJCiLWnCku9rAwhqLW0/EiS5O0g34wkm1IWutE5yA9j0UUcAb0M9mnSIZYoI095iLiJQQfUtcDAeuhF2j5CDBUi+0ewQwO03lGoyhN1DCNzG4DHbTAPMWc47vrba4cCDfTCEkF6MOomrYTLJ8VHTFpHvopTvwoDoMAFiUjZNcVLPNcVX0QuJtN4nnL4aXF46EIXcB8KFFXLkLHWWZhMs5Xc5joZXJNZxYR2S5kxGvLYLDbEYKCLJtX0UoZM1jw5tBTGdu36bjkH07TFIU6ySLIEZJ7TvyMT/CHJFRLTcNE2SVNlN27ZjSClXR0iTHQwJNkbWvPL4CuTAxZStDPz/PLoaQip2FjHup6S1v2cRaxUWw6JLIDA2/heNmSnIc89fjIZSa9MS1026CYjdNI+kSOWF5b4Kd5qKQbITRGdKTivbnEivq+IrKC89Fvm5FZievU52G1jpZ5ElKoGihk3STWIVMkViVBgORbHPWmocewgmLqzXFSXQuhOgwZhkoMYx9FQZpHsZhYJJmA4tF1/fOp7qVbXm0jV4HYneepbY3jOtvrzTD0YRDkOelKZdOfT2TVx4keh27/skfI60dB6GZxQhxUHFIvjv3peDoeKx2Fjw8fwiiMozxKdBzFR5Tz+ul+//z88Itf/4K3E+lx5A56fvrYGXN4Piq3XaW3MkqY6mo51H9Wbrk/fK6bpjOHKNab/Hq1vnp9+4tXt9/86te//ubbtyiXcJPysJLiW5bE04StX+59C8CU2YQw6Kl6uWxErs+gB/IT4a7iwpL8A+uFudyk3NED9TC0rYldLoI3lMYSLyYq73F0mIP7PVWHEPrFK3gB1gfsTORyYIgmO20JlrBxbeKHlq3IhdvJOEy8VQIkv3QU9uuVzHiUmnKNXdJfJJYNYYUshfixRBqMTH/Y9oyKHHDGiULaFEGI2KTlPUo75bgYH4Q2fFn6CVIVGYINLlrYgbD8QS/GVWB/j1098aOsR46PRrIu7LpeHqqX8ARhl9rIB8lIYD0lHxFvDei6FWjYtEALPBPDLU27JZdKY8M9g3KhH2SkflnezpKXQb/nguCyG8WxB8bDsvOiJRCaCCkC0194XZIMjpjf7mYXxWEtiQXszO1eaxSth409lGRXqlgyey2d8rJLtAQgvlkrY5HZATMmG24BbIzT0IohL7Q5FoAScGeDfz1MX3hAfCmJiQKOMMy4vjA8R+BYNrCDDlPOu2mcGadO9jrnG+IZgwBBaJ8MTH2WfpIRLwZpoYHJlyzLbWtFIfyJTwzwGx/Yz5LXkcmFtFwEV4jKF1qbuNAlXVNgoYYLAMiKGaUWck07yAMWgOU0LnVZ//j9x/ef/vD55bsPH/5U1k9NU7lzscxO4IfV+CNzPZUX0Rer7Ot3X/2jc/2ChsLV+8PHQOt1dlO1p4W5hp+tt4OZuvY5TWKZsw+r1V2o42kazuePrpoJrfHyWK+ub8P9yz4IwiwrMM3C0vTCUD8/3Zuu3m53u5t3bXeqSuw809ypOQ6jsO+MjiI85Dpc51kUe8TrMIodRHPkhsRogbL2tBJKSHU47gM3u7vbxWH4eKiyLLze5ourTNu5bui6c1U14wTr2/P958fnZRlubl/FaKbaNMvjRFfV8fOnH1er63nWTducTg/GHBcatCxOtmEU3t7uQq2lFe+1jp8eXzpTr9bbZfLO5T6MiN3yxaLvKm8KY0/sueQyS46c0zZjGNOKjN3ctXOaCipzxGdsRgOqTqHEdOVSYJyfJqs8kTiOoS77w7FWyglDTCO+7w1u76oxy+LtrgDs1g8xgATH5n2dzqd5dvIiEfQqT6Wm6hxnpoOKbpCvTEN1ZqgQJj4rFJIlnSj2g9Dre39c4t6dXU2xK9gAVqhssX30EpPhhllmdXg5+76T5+BPmG27bt32+5fDvMx5lqRZJIkwHmlLriuEwAlHhg5agBkzwhvPWW+igmVUZPrF8ZnIDmb0ZZk5NrjHUDcF3jz0WRr4XtG3Qxph3e2n6Xl/XpCnci8otYRRlGa+BV8taqobno1iQIJkRx5axjEV4ibRXoA0PtL56XT2vPzrX3xjOrA8jsMHEiUpd/KyXF1vTi/HL778Jl9tP39+ubv7pjw9L367qGWVvxnG2nHHL7/6BVZGNZxPj67nPt2fnx9+chbTddEyVzd3u6ZRTd2fzj9eb39DpPJw6M2UZcswBs7s/5Pf/keH55Pyhv3hoSh2zfjoOPr+4fuuXm5uXmfFlTM7k2rcJVEr9bCP18VNOzxjKRz9WSWe089LH3hJ4CedcR9e3j+8/FEp79/+v/8PSvl5/OrbL//p3e07Q5DI7quvf+trr+vOnm8CZkhms71BgdabJE+Gfnac8OXpsN6s52lJ043jjUnWr8P04WM3mbFqzuTVKnyDcFu0V5UnHY39oD0/rMp6SWM96WXuFSSwINzRVnkDHMy+6Ysia8e54vcNUaJnAkP7OCGOUgfI3OdxatsxTgPH5QITsGRs41jl+e5pPePcFZkXFdREPV1VAxFzsOOh5NdV7wT4DEeJnY0Sv4VqRJfFT5nnJA5cX409mwFBfQD2iGIWJdMwdTU7d2DHtEMEqMj5PdE8iSDNUtHg3fsKugBFMNlWdmJndzgWqBUwQeTc5Ch1SViBK2Mx3Ag9MBNyNiwLklSZ9vWsAvjPIQNrNwg9G1JkI2qFsuVCyLVBqqyqKAh0SNUUxf5xb2wkALsV5iA9yx84k7jXfAx3TseybiS7fJe5fC9D4FvL/pzk4Xim63N933TALbwI2SoUU9Y7wrwWyLMV54nDTZpDXFu+9XnPM/+Lr/0kj4jQlUG+UByEQK0Wnxw5Tl2ZmdG5iVaHKk1Si6yie/YDUMaikxnTIpaNysAPl3yk3maGygNXDlMZ34tDw6U60RRvTB0oNzE54LNnQEs6u+Jzk0WKydex5zodAjyfKr+n5ZaJuINWE4sv9AjQLzFxCMYgAa7PjUCJOGUDELJBELjBJiEPUERHp2PNZFpgfV1r8lz34wBISU2Ox9UuaiJOdhcx47w4QRAyhMCSIJLSvhvGfolCN4Jlwm4KhwbDeQpW9BeD+/Oycx57PK5EWcjIPpSwTlKJpQb0XTKp2O95rgsbDLUPolaUXVTcOhQci8QtyJmnVU//OQA/IcldLqeJ18whQ4QjvRNPc6EKUk9K5CzeVy9wA9SZ2BqpPVF1smxld+GHvChqJv4w+FNfKHaD4fNP89BxVFO2dtQfhB50IhADrjHD4aWi/ZYQkSCkHHYlesH1cSSwE5NVapIgGqeE4n5lOpOmwaLI/5ROwOlHgdE7FIJUTq6EPEiyi3JoTaPETxLNfmkYDy/nj5/3290qSbALLp5Xkq5JIa75Xkhc9Nnbszv3iEGXh4Caw9jHLu8HZdW/vJSbTc4W2ptD2SOt1tm8TPBjwAFJnBikJpEqdKY81etVHsV0fb52syTkzmLboGXNwrdF3qPndQOfjmj8VLEuVttd23QBrBrfIFHAdxSG4d3tZrOOd88q0PQ2p+O5PD05RGskCcnwV233dDwMaRYfy6PvFV9++c/yfD1PY9PWf/jDf7Uv/9Aa9emPf/e3//D/VEqt4m++/vqrb77+5fXN3dVud3fzarVaBUEYRrEbAqtApzzIuEnWpJgxaZVYEMmSEMs/q87A15E0U2IsviS88xfki/TdLCJBG0cx+YIC4+E0FyrMPLPp9WCQup7SkZY+yhExM+/aZqk7gvfwAq5MsXfyc2h7ZONn3cTcMDi3rBaUVy6OAx78YqGS+YZN4RZdKB4zuyqU22/kxVliEN+79FeCgOQtj1T3gtVkqyhrJdkfyjLQUZNoqrl+ZAUkXZJkONiJkAxW2KpJrpUxcxj6C2sbuRYUkmyGTYTZ0OnYHaHFcrJ5E02myFNtNkMvUmgYTkI2It/cwnKE0UL/JrGfsmD0xdloPYwKnJ68UyG42g9aTmWBiAaoTVwVMYqSDDoXXuAFHSwDDj4PXzmTy9+3wxvp6hW72Q67gQY3IlpHhkFIiIeJhSH2QDfEXcxUiwWhmBOFOMqPkXmWzLAYrSIxQIwjUhQl974Nn4TxKmxSebZeAvf4liVrAQeHXEW2Pb4QcURqYVmdYirhWMU1NlmPupWn0hPO87Dg6pcYEkwfroNuxVK7iL0Zgcq6EPJaNm9oaKlXrd7ZdqlcivJYI6916HnUunAHmexYuCdnqCxv+aW8EcJgBsLqJYioXwIxhQyT+fDx49PL/fsPP9w/fvf9978r2+dFTa4KJ5xBQ+yuFEyEcKW/7UyfBNdF+qbpT3/9t/+nxVleXf325tUbGXV5TCLneeyqpj71Q5Um6+urL11vTEju1mmyU2o+n0/Fdq0mLy3iafTnpX55Ltuu3cSrum4ZGsYFIcCBepf+oigS13F++PG+NzX0FC/q2q7vz7ubd43jnavT67tXV9erqZ/7cSyrqmqHMFCrbM2nihyGWwtEnAfKgxl9EBRFOk7L9VUeR8G0zIenqjcmTro4Satzt98fozSfZsT2vmDniyJWM1sfR03X2/VmtZqm5XBszuUzM1MdRVGko63jZr6HVI2BBkkYGDE3u83nj83L00uab89l+Sq7vrq6dv7lf/xfiosVcAXdrYxmmxpfCKQ737u/f5RxTKi1G8WcK23VOu6SxCHjGhEPCDILvCErRXKTpmEa6xMAmCjyY9KrIVLKuDTKi6ipWyCZykmJp1vKEimk6drt1ToIA9PiC5glXdp3F6xSIfwErKiYK2ain6khgLVA4Gz6pu45XgJntcoiSZPE1N50AGrn5WqXMR0fl7PkQAzMPrH3ABxrTNsZ11VJEjOMhwvPDDjPY9dVh1Njw52mCQQFD5FJ+Z6TJD6P8sUZJhh3gu6lVCrrznOc1Rqc6dPDUfnuZp0DNkwC9jBmND3ni1qE/dBP7EhDfFxN26/XUd+Ojkz1Tsdz3ZzHyV2tt9OAzS/JtIvcznvZV1XbyhhZf7h/WBfZdrP+/rufmq6KYh3p9N2XX8hg1VmvN01VJWn6w3c/usEYButpXIbprOa5WF39/vd/14/17e1rSFeEEe+zVRyF26YlSKMz5TCUv/j2H326/+n55XG9vl2W8fPnH5WaVvn29vbdMo/5OhwHb7Xe/f2///+25jD2o6tS5cIrn0a8TH6w7J/vPb+PwlwptzXlw/MfWlI5xklVRXi9OL1S8dX2xvT1udpX3fO8dEq1jlovqnfVvFm9ijga9e3Vr794d7fOd6v8zvUiB3yFv9puDs8n4Jbk+ixR6tXVyfN0GKWyVuLMVhQQwTBWkc7btnG8ZXe1U8vU1O08u1G0GkFOzaBKpqAzY9udHWdcr68R6IX68HKmB5gYVSR0emPb9WEUVecuSRlpY/YTgSIo2YjsOBoqdIPMknFAsRIHBSmSGCw3gfa6fhjZjyn7V3DGDsoT+Ccb4MBpKpukR/6yoxQLAcdBYYXpHO1fkkZCmJwGBv8ANjmcHAXpndtkGZluXuxPdkYLjYm+lskf438aaXpFkcMF50PLpBB1igyT5ZXHKQQmvC7T2NTQO+xTwur+F0c1NaYmHfj5GsiHHeayyRk4nj08SFb7NJtmdH1ImNZAFSfsw+dZVeca1Tp1IFHj4oVgv9fjaGX8TOPKZkXVZafjIEnDrh0A5si2L04iCjaBvIFOlQAhUgR9Hz0swhhxqIuIqzp3IttmJKxDWBRs3SSOzxB0A43GUXSYgnXF77HMfNQ69I8vtRsgwRqGQUCpBB7wKV0si9zddv464CzFZyJJgIx7p54pNcwVGUKDmWaib8EJBP3pkE6A3pxRDx3XOEx8+ALWXkg0urC2MUDKDoG37/l12WoGZxf8jC9do+Z7RIwq/LZeKS/LI6XguAj6nKItycQrb2ns4n3yRI+6MIMDreaS2MuHMIpU3qboij8HG6FSWCuXCeHlwuiK0XLbCpNd7J3jcDEBaa3kTJEdeEDN15vZDEMcsRQFrDqw1LL1qGSjS6IgdhrqS3A1Dv2VFZIhkMOryUUC8ke+TvL9AqgoXdvL9sWF5ORLSJn8ARvaa6EUNu5ZLC/OiKQKmw29zTwz7rO3iiXoSCcEU9RVaRYpd2na4Xwi3zMEjAlOE5UXmkzMKWwjpbKUk5731TTsDe0oXEJSmFFHEUNVfYl5AOcRBJB1JFlUGBVs171AK54JcgvD4BV2BXHPsh+Qus3i6/iU2BhIDvIwjG3dIXKJw7/A62ViMt3cpsDGTkY5arWKHeWUJUE+oPBp4/jcfM/vhBolOUkgcrABYyxhN57moe8RCDGOPJRo15H4Ttkq0FpXR8x73Cys+qd+6B2UuGNTl2GUit2auAs3WOIo/dmkhaabipDZijqezm1rFjV3DSHAu92NUvPj/ffK9fNi5Tq6qmDpyUUSu87Sde12t1lYbXZdf/70YR/q+Hw+tI1Zb27W65sf3/+haZ5fDn+exqXpD5NqMvdm8o6rfLvdbdeb6ze3X7/78sur3dV2e1MUBc8K+JkBMvhZSl0QlTYq7ZIZJ9mnAKEseFaKYBtpICHUzNoQT/adcAVEwWujFCSjEuQFtbgSzvPMoIpGBYaclXRaaIv8wUvaG1MYEJGWNSKOG6ToCB25ikVxJ7BET1i7bBIloYx1sdVi8t8uNFzpUSnoxX7Hrk8xVfF9vx9wocgaUFCZFnJDQSfNGi0fZjxpDuk0xNzIyWjXfSIqsQHigV0KSf7bRbhhk4d8np+jjUqHfys7KCtZtXxRSeKW3ZTsPCVpT8S2AcpbC4xhnxZIpIH8HLu1tvQ91K2slESWb0UrUFsQWwrAk1eLsFZeLQIW6A92xEOJbHmYEDv7CSe80KNF0P6XH8sLm0bprkX5LvmItN9cHRLOInWgCmOsOvb0ncap73rGBLKy+znXUTCwArwRzznHMSnQ1v28YDGQZxR3N0/+BSYTWgnA7xZKayMEJeRJNmmDYaQoBFIaeV8MEYxNZQ6LqplAdj6vruEWllx1fpQmIg7zZ29Ef8EZMfCPwMMsPF4kxBiOFGJAV2vMXMb0NPFoWLypn+j0pP9EoSArcUnYY42EtX5SXuBNQkVC19N1h/3+x/ffv//w/eenPz49/VTVezM0VGvuzSr7eiRL+NnMdaSLLPxyu/sm0kV5fPj08rfr7GvH8YrVxgsc7W+WZTwcPrt+mKabED7TkqfXm6sUVNLUMAI7PnhL4AZDlly/en0X6qDujvefD0kai8d+WkY9u4PreU11WK/zX/3qt0o5nz/dh2FSbLKffvh4OB7hea6z8ljfPz7trlZv3t5V57Jumt127Xvey0uFLDPTVd2OY391daV10LUDBGxBzgKCYK2JYFtrTbqt6U03jLM6no5ggdhgi3eB/QSy2CSOQ1qhru6MWFsH35uiOE6SDCBkgFoH8LjEybSmq8kH0o47uw4nAWS9NOEKn1VZ1vv9Cf6qmtMkc/6Lf/W/D7TfVr1EskA6jiMvW8XTNNeloaQzJlvhgwM67DhREsqKTGUZupT9oa2qRuZQWPjCiCSivhuCKGjaLgUwHQ69enypyf3gDyF7qKuq7bo0LcKACeIioShyt1uz0+J5AX3zsfNctd6m3BjTjNuNkLTe9wPwXMtUlf1CQHCXRurNF7fDMJXnTshXk4ZUC3cE5ckmZYwHYnz2ON2VTEPUOM9t1eVZVKxipZzTsS2PnfIhN1BDj1NRJHGqJRJqNjK9p4qQEs8aqE7HssjTKAHRyQRDuPaYoFopeOYlCIKuQWCGa9xBFE4dZkbBi1Nv+F5QV21ZtjrUnekc11zdXNf1VJat6fq+67UfZHm83mVt2Qh2f7y/P8VJVJbt/vBcFKtXd9d13T0/P8/znBWZWsw8B9W51YG3vd66eIGoAsPI/9Pv/uHx8eGLd79MMsyQh8NLVe6V491c7dbbuG2HJMn7rlpU8PD0U3mu0jgelk676ftPf/329W/GodWxP4xtFNxyLkxDU5uvvv5t19ZV+3lxlv3z8zB1Rb7tWq/It+XpNM7V4oxVuQ/8wJorTvtqf3ho+4NSTtXdh86WOtudu2aozaPnhYtTa2fdT007fFYqdZReUG8zU/bc+O7qy+1um2evtJcU6e3r17/cXa/jKB16Y4bqdHxUi3O1+5ojR/6F0GtcqvowLwzSwijQ2lnndzZ4SUSGftMcfDfmBl2OSvUU2H7kuYkfxCOzK9oCX/tN0yzzEifJPIJlXxyzWa/6oU/SFKEOv76TPm2BJ9lOYUI/fz6UOooZQYknJ05CFIHL0ps5TvwkC8uqQwRvR24+jZIMjC1KnrMBrgC+dga6lGiAQC0JmuPHurx4eMjhLVBt1Hc8FgR4JcNOGUrDufV8aJmi3EA4apOvffqWyyHhdmZo+VgAD1r5tmBvSYEf+qlYR46yNgMMimLitxt+8BV12YkS1a0Jw2R1Iz0bbRVnLD5vm7vKiiFJI+uq79qhH0ZJ4rUjdXo2oc8PVuUjXH7VVJ2cmlgF8K5LNK+UZxxcYMEkoY5tRuhJJNpA1KGc3yGnJr0xFhdRsDOkHsckjixiUdb4/J9FI1h9F89rWQjFCWCY85k6TgugvEdoiq+M011qGs4P6TdsNSsN8MxzClkd0eE2s0smEVRUnqeSFHKlES0lMhvR91pqoJUYSbAh2zOWCRK2a/2NnOIsz5AbMcqlUHZ0TN7JhfkpSe7TvHRyYKRZEsec2Yh1ZhV4HMCyJmLo7nsYGiXHnFOnac0gNo8wjITuzXKvaxnCSUlKUZjlmpFBO8hQhYoTjxxjaWGoCmi0rlArOO4SaTQ/gSaHvSo7UfL4AXEdfo8tjXOLBZeMpdldw2TnjpCadQYdZXibKWwYvzcIWe3aGa2ojXzHAjDakEnlsjFG8Uc+lc3xY5MpeHFiJ5GsuS5xhWbwQdpwjV/yr8AqzGIs98M4HPqpaTr4ipqF/OnYIEm66PqIfxCFtqwylkWgO1TCgqAjEsDXnujtWVXX6MaXtma84QduEod0CBJ91F7UlbBYZLlBOxCEaP/47lJie8AcyvkOS4ps8bnrOsmKYPMmxS4PAZKOHVcQUDJnMWMU+cp16gpfYpwAMVLucne7CkNt+rGnbkOmFUVQTxZm80NvZuXPZcXsL0nCWCJMZEFhkQoU9IHkATTydoQJQeVgU5VdV2GjWFQYenEWYqEM8fQ6LkLiaRpkh0PGoOu6ddO1bb1eb9D815VS8H7TLKzOZdd2PtOfcJl8HK3D0KD1CIui6Ifh4fP7fmzy9Koqq7vXd21bD4MzzqP2g/L8OIz0yX0/YhxPV4SYuIePH74vq9P9/U+mb9WiXRW53qT8ep77692rm9tXr9+8+eLdu7vrd9vVbrUqitWafYfI6UR7CUtFjGGzNdLZzkP6FsHnCvSIaDXlC6DYZutJS4DQAXgMwV6iirRaO/48nBLRWUhbJhllXKJkn45CmmX3OLO1FpSoFYKyDgLYIxHqsom6ZEFKWzhObBqpyBki/JyBJvJOS8aXZAgR/MsKynWRddhBz0WCKIJty9ongVAzfPiLQUDWRQIXlP8s/E+W8OJkZipkkafyNq0hUXq/C1SE9WOA6kqgEXZTJc83PlGLoLIYnEujLRHlNsMe0ic4VHmNiLctJFMUjNg1yUwn0ILlmE34FJmGJGPKS4b9Lues1fCigGOuZM1sLAxF6y08ZD5qWCz2D/Bn5Ay96GbJziUdWlp9fxgIrHIUulxIXTDh+dYEFPQfnIc+iCzEnDZ0R7Z/dOzWCWl9kjY20Xq7bVSOjR6xQZGuj6xG/PN4oHggy8TBfte8aRQflqIpu1oZIsmwwK6CuYNR+MsmV8QsEN2WGSIr8oTAjRNCjDkK8RbKQtt+8vZok2GvEFyl/CA80HLpkBHxbPCUaXE6ELVKSMYyjGNTdU8vT4/P958//fTTx+8O+4/3Tz914zPjHmedRa9dx++H2QyVB/UgyPJ1EMSb1S/Xq68fn398efnjvIyxV6x3uzBarYvbcZiSIn96eN82ZdMeojC7vX13e/cmit1umONYf/7pY9dWh/3jZrvDj1YEOf9aL4CadFVO5/PL4fQSaPxab1698v3g4f5H5fg3N7eD6T9+/n2od2+/+OLp6WBgjmSBFzbg+2nF4yhe5uXlcAi8+fr6yuAycIs8rqtukfzbrhnruhyV2mzTNIyY98F1n+kDOUmZERbrtK7My8sxSaN5Vk3d+jw9vaarAmlwBJi0tN2YpGmE1UKQTvP88OlzEIQ3d9eQVsxYV3Wgw34Yn5/uOegcXZ2Pm+3topp1tru5W0tA1Lza5h/fvzw9PTn/0//0X0dJKKAU1Mng9ciQQEMiFh2ibILADaMoSVB9dd3YNV1ZtUkcxUlQd0PXtFgB3KA8NwtPszFN0kUtbWsC7W23RV1yBEzEHGH+TtO4H3uuYJme1U3f92OaRFmOLkU8P26+SoZ+amuSprI86tq+PDazWtIsgacfcpQOBFyBsuha4/M1aNYFUglDh3egSzcto4gk5ScTS97D6bJx80NPzFG2ilYringBMHM0Lgpgadv0apkR6ZFNyRnWQ7GnjArj4Pnp5DrzZru2+WlKOedT65AqziR1lol7SBK1OzBg7gn+8i2nkYhh13PiJGRyTBOozidzPjdShKmmrkIdty1Tv7ZplmnabLdJorumf3o6jqP55psvTqdzVQ06DpMkrMu2yGNGAUNn3wN17rwM3UDEnxdV5XGYyqJYJ3ESAqZw9qen8niOk63neo+PT/lmFQSR6SrHmTebXZr4h5cyybLz+cQcoR3q8ugE56vrXZFdHw9nnsQcQjDEqRnafrPZdaYtq6e+7TvT6dgvq/r6ajcbz9GqrlTTHK6utmPfmL7Rfui5WnlTP0yfP3+HjkU1j4cf1ALzIUlWv/72X5TV8+H4+dTcI250i3Z8kKirWqlRKS1alIndRbxLk6LI726v3vlBst3c5mlyfXNLccSZkuarkD7K9c7nQ75aYV5qWvL6HNwhpi/jKHMdV8fyJS5z2+0JjF5ICeiN47nsqCUCiKI8inXTmBA1UMBEYK4Dz++NO4xdlhckE0iRh0lj5IHYNGYYK8XoEHhGkpCSF+ig74bW8Lltd6t5otGcJuSdEkTjdPVA1ACrAdW2fZz4LnjVIM6C84Hq00YLeIE/mJGgC3pIChNwNuJ9Fb8KPpUQaKfA/RY2NhO8bOvZQHC4MDyGzWgrCawRTBkZrzIfIQBQaIQcYIGOdEO8yhSGHA/DMGMA7qe8SAhRgAtKydgbfrAo/qUsttWGbEusx2Doe+szk94Uo4s9sEeAkIOcdBTQ0ueMYUwSICmF8rjsDbo7htlyGjqifbbZGEROyYzTpleJVIkDfuxnhPLoSJlaEvpkOO48z7c1AQ490j2YgPG8tjngckDLNlXG5MrJ8kjeC80GEYiuq+OLZSIrAAjLsJveGK0LOQ0i1xRV2NAbHZLqZu0NEgkDBNX3HR1KgkvHKEpywFghYIPBycm5LtJNoUdSGiCaEqWeZPVKXRKS7I19VCIlqY1kA+ZJZhI1pbg3x8D3V5tUh25T99Mg9n2xpNmCUhoeTN6u52itfU2tKcsHfpK0nbNwidk22JHEhb0gGk2h9dhiSEnGEU24F5ALjEufZEWadhpO0gJRjknsYYAFwPAcuHiT6Io90C8y/h96TIBQZ2XUiDmNK5Yr2RZhlmdLCKRkr9mtC2pPPmH+gB12sI2UZzQ8QIm5Y6UPgINMYflRlkYoXb6YgnpjkLDyPdI52BAU+cy5fiTCWMjys5J8Y967THO0LVLrqhfCuL1QF0S0pAQt/TD3vWGu4XnsoRFIKzy98t6dRWW5ADbn6bhvmb8otkZpKksnCQwEJsz3ZZ1U1BkUAbJmhB5cG2PGNA2zPCKul0ZL1TXCaVZz0xin4diDdc+LlJmI2InRy3SjJlslIGoScY1wGt1Z60i+4jkImBgSOi/qgEGsmEkSoPMULtRgg444muGOWElOmoddCwIU3wTUN+yI8+w0TWu6qarKMAynRVVlmeXFZlucj5WcXXOaxyPJHoPrLmmeKIXPxyDEYJKrw/Dp/uXh8X69ycIoEuAaEyLHX/phEOm2JIB5wccf/+QHfhhlvuef632R3Kw2q647j0N3PtVPz4/t0Egk4Gl3dZdn+ePDH1uzH8bK9Yb1evvm5ptvvvnFq9df3N6+SrIkTXPfD22a2iTx5Ug5UE4KuUUiv4WvSL1rU9el2ePpKiE03DWBDkZaY4Z3zsJwSloCAYBYVAuyfNRVnTilUeMLbMPmSNinkOuIckGW/zZSQnZZ8Odkv4enSNTx3H2C6mRLD5l5QNZoXX8WO3IRk9oWVJID+YtyF8jyWlaUItaQEBL2bPBq8FfbGHoLIrFhMzDGbHCLXTTZaEHpB+0tSJshaGaINtbCYyWX8npk+0cfZcdugooAcGUXcSzcrAXApvnR38pfkeW/jbCgI7HixkvevHSc8gPEcGYD0BWDeNsYy1BJ/rqgcS4rR4FdSoGKekJgXXwU9EUjw3o7c+GkEGnJxfMp7078k+zcJDQCCwYrOBHz28/Zxgl6HkeGiOQwCNgzS4Ic7UrYuhwRChGaKi06Ey4B/8qD1xV1vI3HwAokPnYE8KT5ITBZCMp2VAhshqgSKykfyHrFU2r1JvaUtKtsuxQhFoYnKj/cBejC5SoeReBhDsYzoM5a+4EmlNsqdxwxSMtSFpN8P0xnYulOZVn99MPvP91/uH/4/Pzy+dw+D0O3qLOjVlGYSOjMmzz9kuyW6nGYDuPc3q7/ebG5TVZXTw8/zDBRqYcXteRFsSmuNtvbh0csdnl+bedlXVOuNyvf97OsOJ+qtit7Zlurw/M9E0tvfvPmVRJmsnDjKrr//FOceWoOknRXNc8T064siRNpunWSJDrUyJbVoJZwGIaGILrR9A0LtiSdBMWZpvH5XE/LvN1mvuuHUchaaOj//OPnuZ+++eZVXQ2OmndXha+9pu66tmVjC/qOXjqMwonautRh0veLMU0QRGkea4JqB9b5Pg5/hhrSgknAkluVzbJMu+sdXADSApG3yACaCsEL/LY2TdekaSpJxfM4dFQQMo4UxSvZuZgV+2H2GSYtdTOydoii3oyHl2aahiSJhDOGZMVx+MhYc090yZEcHl031qd+XkBQyojXw/ZmmkHCT0UxBDHC971ce9V5avvZV57iOaSatkUJjBYVqrtLgDXb5Dgjv9hZZl8E1oi4sFhg9+XojDjJZ+IBB7jY7aB9d5T6uOsHsvtcfLXYeGSYJI9Et4HTwA+NoqDvgAra8K5iFc/udP9QAoWHQND7gZbohUlEO6EfYClE2y1U7zgJ44R3Kj6uOcvxuNe1TBNDN9ChCzpSdWVXN53ugiwNm250lWLL4DrGgdgZxuTzLs7SonFUUeLl6zBMhLHWDCczbTbUKD/+8HkYmiLPw9AdzSj3X6CWuTN9FOq25Qk4UIs42UqH2oGA2s+fPz+FOooD97F5nlUSajdJ0mEK4jhaxnlQswui10Ns6Aa7m/XiLYf9cdatDhMc8w+HJ29pzocvv/xmXawOp2W9jgINYrauujxJilXW1o1yGtcZu/4Uh1e3t6/Lc+u5kefFylWv3rwaxy7w42XQcYYhR0YUcW/OxCilmenPkBID7/nlpzhN1vltqNOr7btp8I/njxNKv/Hz46cwDL+4+RetOWbJely+fHz6ULafpqXRzkYpt1+Oqb7uulPV3j+8/OGPP/Bs1+7VzfX1zdWbm5tXWbb13dUX7jdJlOkkKtbrpjbOok3lJulKkpb6rj+EQdh0Zfu8Vypeb685YsLc9yPAMEu1OEMQbNqGMgg7lC/2F1MFuvD8uW8k8k6TOPf0+PLmi1uCvE8D9EvWbK3yhtGMYZip2RXKMqfV+dR6HgZXScxefB11bRtnnBlkdoXk1Mg8n3GGdESLp0kdGM/CsZC6tu+VgzTRK7YBfWbA+J0McYEd6whsUtca03IIKbgXgTspww5EecRVj0QIgQ2zebLMZSFbzPAnBLqlHDH0Dz1LHg+ayADxlSPCRTfPKYjLgi5l5FHP/EXkdg66AtttCqR5HP1Qz/BOmOz4njMtC1LccWGKKKFMaGy8uWsYx5CIIQN17pBlgUPDgWT5z+ix5TCzfRHNrLxBtmcsEcUeZzM27JZSuaInmcASIMCRYmTsJ6VRFs0uW8eJ7RBBRhyfEdmOzDP4XX5TSUmPAxPeqmxw3DSP0Qe6jk4Y/fY40UXLRFQhv10clWxAh2EyM4tKXwx1ovhjR2LxAxoOnjJdOwECnRxZNoq4Dj4eDTmTYII6bfYGqSEOdG+rJpXcBKiMgaeKDZPErjHMD0TbymTBYJuISY1nozJN5C4qcWUIiE+NYsZ0HLCWEhRF7wIncHQDn88BDWdHsWBjwLquR7cZumGI2EyUb9Qn2EqTQPCDbqDdisx3H7qtICRMN2lNGyNcvp+Xyfy0AXRN6OmIAkUgNPQzkiwvcRdCNncxaFx0WSKi5Qq31SS2Fj+AMiDSOLG0XDgTMjVnji7lCx/+NDnwvbi9EDv1ZlgI68MrO/Y8k/m+4IPLdba4nZk8m8jnu5PvtC0xocUmzdLQ1pJ1ZZSzxKmMQUk+JHHBUTzxxAbjZFlcl03XYelPi2gR9fUwDGFEBR6GLHhlo+GOKMH4S2xHI3dsxjCi6AgCP0rwewzdQKctbpqmERmz46Bddack9VwrzlzmIo+GcOK8lnOhPCOSxHAxKGRdripPJo7pmcZ+RNDUD3ESB6le5ratwTgJtY+ttecgqJ2VImxGPELMtuNwPPfnQ4fmMHCXkc+HUtLTZW1MQxKJDAio/6KI1cg0tlz/oHj9WaIIRPerwlj7wUYK7ikKrlh4emqzSdumB1g3Ke3HPB1D1/N0dW66tnE97+buSsj74/Zqha+WxyrzHO1BvRqZefMcrar2fDqMc//qzVdpmlOw+q6314f9s+cFq806SZIvvw6rxnz+9HmZx6aqgMa7br56tfN+scq39/vf19Xz/+ev//b//G//jaPcOMwzouW//fbdb25uXr26fbO7ubq9vY6iaBxpDiaYLPbJjHCRPbhsTuyCjp6EyaH106koC9iiy5bGxr6LpFBNMtGwTZdsqETlCYeRxgZcroSp8L3Mo+grPQZvssd26BykxZRjxqaVCGlDGcB1iERsGpv17EmPJApHWTbahsxHJbhwNwWWRWrHTDIIoZVjxiEGv5+7F5mz2ImeVSqiS5dcWjY/0vOi8ZOi06ah0PF7yJhlUjBd/rCEthMFJy9mGocwjEbCH3k+y6uUV0rveVmFWn6MAG+EbS1WRtnI8uIk+uLCD5U4h0skn8WdChuMABsRjmKrtbhU6X45OMQwz6TYWZyASAanXwb59ZLoIC4egXNeQskt00s2kLZvnJeRz040v3IqsTqctKaFEF+3Znt8yQW1dBzmfXKXcUXzwV76f2kmFwZ4BCdwYHIISxuJYE3cp3b7ZwE/sJrsatfaTcVNx4NTwL5IzAPtxWkEZkSSjKS5swBbME5WgisWSsYW0LMBtMjsSrA+nFDOFEYQrXzuORp6vIK+en483t9/fN7/8NP79//w+7952X+cJz1MKgmuMPGN+EBD7zrP/+nX7/5roZ+XZV1WL1X1eXLnvHgd+F8l2ZozcRqdpvWVOtYvRX538/qLNE2rcxkEyXF/XuBGk3pa12Wx2hTrXaD1uSrL5rkr6wDmMZOOYpUnkV5vt6H2ynI/TUFEL+dmxV0cO1laGDP2faL8HsHpVPZGaZ24fjRM3djOOtDGdIsz9W0fJYHjRA5wnSEVQZ8oKiHGffpwjEN/d7Mdxqkt22DxX//iOk0isdI5SYwBntqtHLabyA9IPchXGY/ByPMk01XHS5yu25o5suewCqImoXDi/wKGKJyJNkCOXA2nDOPgcCg3V6vVthjNoBGgmX4YV5s8GVhf1GXveWq33XXtdK66LA/7aS7LZlWk3jQ4/9l/73/t+wB/zlUXBjqN+R1lPTB6ZEhAdXI8nZt6COPYJ/CRwQPTXyYaqsLXJwYKJsS4bA/HcpzwwmGKW+Y0wXQkDDourMPLczeYwM880A4qS5L1tvAD9/RSLvOUFUVVmXPVeT5tFX5pwdkd9nXXDKttstlm04BYS/Yt/sjuJRiA/vVJFsJ9Vk5Kp+5jPRLEFuphylLf5pBs1kzlnx+bfug3mwRe6gtQ1DQN49Svy05CXUJB90CjLs/1OMg2w3ejCK8jnmypS+JMnw5tZ+Dgs2foaNA9RyUZf/18bllQhHrqx+1N5rpu1zLy6dpeKar5FssQN3kUBzFcL688tkA708iYaX+oiE4eKfe5yUP/eGyWaUkLviHufE9VpRmHeXedFcQlCw0Jhjhvp+vG8lyvNmmaRi/7sm3LNEmTOGk6czrvA1+/ff1qVsvz88ljrxsc91WcxX6oynMZhn6Rb6UxoLZr23r/cp/xr3i/f6/cwFOJctvOVFFYZMnaC/gitN/Pqk+iq6at5sU5Hp96cx4GJ4qSzYZaqar2h0PbNF1Tn+IoHoa9DlZtf7i9+UrWRHlZvfz08R+mvmEGk62GntGIDt0s2TbNsRuO7XCsm1OkczNUy+z046j9iGNm7idVBu5mmFulKjaBTue70WZ9tym+uLt68+7r18vo7jbvvvr2F67ymxYpYaBBiiVp9vn+J+h/bphm1xTEc3suH5I0e3l+iaPC8/UqW/sByLg9IOCxKHamq7VOlIM7Ds61N7pSs08j6r7T6XlRte8tw+AXxdsoYisoocyU0qyzXOb3MrDjpJlowwxAEVb7SEP7fmzbLs1SOVRoHmwskjDNxJIhSk6IZDZ2ViLvLBwllFi8uu6EcsEZZ10NmKdxiIVYB3t2aFTkphfCimiqJUqesbSAxMS+hZhMxi5Oscb/M09TDbWfIS5zZHCC2EsoDZULhx1MIqd/INr9VgLTrayuLBvTzUmC1M33yM+0ykm5xshNcVF7ApWx7GmiL0I9jcRmEjAiXgsdaub9TKmQ9E0jEQLUypqzv4d/y+ck4kDUrejO+sXxZoRJ+L44WalSqWltQACP/HmateYxzXSN+klcNNNcV6ZtYeqEsX86d77nESIn0UzS9ojsRXgJ1kUB3zjCESSrEniPNEKRiyUV0gMoVz4ukUFathsPd6ERoArGjjWlGc/MeQJa4/sQhvfHdlFOHIkNSFgJwuPh9uS68j0dOEken09Ny3PPS/KIzpBLDm8hLXGAbAnk5kgcH7FvjD0mNxCDpVijbQoiT3cJVJDj3vqZGHyToi4GjzjC8S9p5lYL5Lt4DRYR9YHjoqmWGq0fMawKGkEqQLl6pejBlBrGvqjXiN+QtHf0ujTstM1yAqrFxY3DVsEyVyQekPG4+HOkVwdsQyONH0xw+Uy1RSyKNUhGm+iUYDDOga8iWUebjsaMuD8R5vlMVXB6L1DmKNwskcbDQI80g1UhOz3+IdGvkjlGcIKMYOqqi2DTIdNgPCryOXHDknpC1F7T0xZqd3WV1aWReHeGhjaJYZJfCj5hHLNCjwPR4YtkcgAsNQMQU9pIr23YN5pO3BoaD3aUcECfj5BvNSZ2Pg3lLMOoaolARH/jqXl0kKY6apDDK0kCrf04QczCC/ZAnsaJxHHKJ8z7XUCHL/OUZiH3EVMVlMAwJ5eFKa3g9UVwzr25TMySXI9+uzdjGPlJAvqGzTkFAso0AeHij3AJIbAM4UEGW3yRYCT4Htlyo1PlugVt4nncAgj2NKl/nlJJGqRZ2LZjdW5P53PTVqYzfTd+8dW7YpULc59Gbr8/mX6AlRbpsV/iFMun63nIZxbveNz/+NPv8ix//ebbpq6YnfddfWKu0ZpzGm2U5328/10S6bJ8uH/+h7Z/WpSKvRuil3fbzfomz9K72y/evfv25vZmt9ulaYI2IcLHLphNERwSrMnXPC+TlNSX5+pEx2Ez8Wj52LwsEo4i3Y3M1oXgNhPDIG2eBEvKZsyCKdH12aAUJlT8NFv0sw2TBk2HPhA7lI0stPn/6bguOXg9gwNBwjLs497HBi2UFMcGu0lvZxGRvmz5TNvLa/N+RjUKgmUiVFH6K55vojQXQKhAm2aezP4EDOyyVXSRk/DlWiDTz60NJgLZQ4J8tHk1tvNBAywdHf0tP5ktNOZVUiikBwZVwhlnUcAYF9mo2E2gfcTzYi22VM41/mHf80hU0kTJr7ZAaUHIyNYRhapIATig4YKi3PnZ0cmfhNQlVCTpsfl3dAQu/B6Mi9KVWUyGnVgJHUh2lLZXxPWD6QZ5l5xcCIYvb1bE8RaXCQiO3lnGAdyfFqwyEgmJgKJrepkF2OQ+8Tqz/+fn2DUs7SYTBH6YpBc6wuTnWL9Ii8eFvMoQUS56zok0EXBxKCY4ZxdFeiSTC2m0tQ54io7j/nQsy+rjx/uffvrjTz/9/uPDn56fH1tTL4sbOPmmeJfn79qurKqXINC77asgyI6HKi9exbGuTk+un65WV7zrIDyXh6Er1+ubJMsWh6cNrUtdpXEyO72HJrzUOtjsXk3TIM9kpKxS2rDLCqgnR1/NaZZwMy3z9U3W1P0wTJt12hoMG2pWIQ5SDrPTaY9JINBlXa6KPInCsmrC2F/A7JfzvKTxypgxyXluRAm5OFr7IaQGr23GqiRCHA2a5+V5LFfJ0jX91XUeaP98amElRK5Pgu58ONRdN6cJlZ24cLjkEWrJhdEN/RqZoYOaY1Fl2QqrJiCItGziLEBqIfWhDiNxWQ9ZDiwdZ4H2TDuutmkU6ao0TdMtyJXUp/d7HUdZFvV9XzdNloRZFk+TYtc3zc7/5D/517LMFjmQ4w7jnKShOInYmzXt6Dhji5/BCUPaZJJkuRtn1hTu3NVgKxeFPoo2puyOZeuHLK67QY08IviwjBkC319vMtywPYGfL/sqiaOr63Qw3NhMWy1ZCBw394oYTH2hI+JIMabVrBF9oJ2Mruc45kPkemXxyIF2OtSatSRRJwwzEgAtKNwkJ6quIErnRTRN6uWpNG2f5SEIe7m5Zm5pCqyh5e8SYzVOiE4J9INvx7Qv1fWJcaPVUzW1Yek/LWHENnheVGdGJYK606ltOxAFaabbdhj7iQobggLzjtU66dr+/uGc5FGoiZxeFjKOm8ZY4nCchMp1AMEtPKLned6/lA75Cmld1S/H02azyxNUYS/7Sutgu01ReJNSFbP/ZbgbERLd9EHovbyUzy/HwNM3V8U0j/1o0ig1zTSouaraq10cx+nL83FamArLMMfrR+UHerfLT/syivzONIH2jJnr80uUZrATtX8+Pl/frCJ/5YfU0idQN+7x9OR5aRTFQeC8PD6I0LTdXm+TMPc8d7XdfHj/QaQs/vH4k7u4ZfM0zcvt1bv19jV5LMbsn98Pw6np2rkPzvXnu9uvh7mt63PbHeZBJVlcpLdd1x3rnzw/KOuD5wSOE8xLf3f19nh+AARvlqZ/wJWnIsBbqhQtqBsF6y/f/uNVcXO9e3Nz/fbm9lUap1leOO5yPlU22CPJaMnq+tH3UrUEp+O+WF/FUTbO42FfqwXxW55v2qYBmzHTk1BKaoiI7D2cxfQn5aqiyExj5jmcRl857KHjmBQtj+Ua5wEkmHrARtvBLorCaBjHNI2yIoxjTV04jnECqqRvAOwAzPaw6zDDo9VBYGM1JwwuKbtp3HhYOyDjfcLZ5dQRd4RMQy384yLoCkN3IIaQkmIAPaKwbmO+50gUlDlJXyInQ2CQYbxl8IwlqTHzOIexRs4qAxeYY1GAI39GSe/IUKMfEH+KpA19qRDkKHYRpFFG85gYBoZY4gqjaPB9Jq/SEiNE4bnA5gcGhiW8XcpHKIqe5Lrj4HdEqi3MjLGueulFKW18Uv5IFqXyYMXDyyPDHU6VMOtkhGkFPmjV0rA6NeM4h0Q1hEohO3SJYOoFjYO83sIAlAvHgsIGTgzxyiiMsEP7lNQZUY2WxYItDcMkjaLrsGuSMHESNSBnIsvhYzFdLxx/lJY2HcdCtFktuuip2pbiOJHjR7Lm6f1pLeTgxzWxLA1RqBzYlNDTojFLeqYfrLGY7RwT3yHUPIts9HCUaNkPY0tJ0oCYu5nHVFP3UiDZCGmKJfkiGLdFCc/Dpu67tk+SIE5C1koLC1XaJImjpF1kk8QJ1PeGyb402TzmBx7IUYqGFDkThjrPdFxpHk9xZ+xh5FiVlIT4jT4UOPh7LJGXmd0rj0xH+5w7NstBehvp9y6bFwtRcCpGnlSRyOQkCwE/hhNoDgXW8Yg7KUldOX0YZrQdxTRnXMDTYBonHYdKEW0Hu4VVvDgzQdeweRYjO5nv0lBhiJDpCaZdLYCxAd7skMRBGPt11U+TI8pnrqWBLFzUPk09ZIVV+zNFsgowuzlPkzDQpALSoss4X0phyLeW4nA+tlU9WJpILLmIjrjNR9IFxzDmZGfIwiFl96iYmWQrRaaLkPyFCIJTiGZYSyx7b+ZA2vuRCRHnlIRGsPQJWC3S8ksIHLebBwKeUxt7YTW6rowA+EYIbvY9V0vWOZh7pU6HluWVsIOI9h3YqwAdFSTVXxLYiD+x8YWO+/x0mCXYSuomRbCCs+RFPs1TdW7atq3KbrVeOc5ssDhY5tPYmpc4KHo6VRxKy2zWm23T1I47+b7uum5/+Kj1ikCgJI3jrGtrHamnl8eX50OW3ebZyllM4MfPz+/L9vHl5VPorz49/c4MpavyXjWh7yQ6zoooyZLXr7748t1Xu/Wb1WpTFJv1epNlCc9S4Mk0XZF8EZdkPwZGCCAlmEH5Lk8zWOXQWaR/srnskrdmPYHSH0rTIl+7xK/zz2VYY+PK4XLZ78g6WmX0IJ2A1BWyyMefZi/vQaBitkmwOlTpHJyZG5e734biMXrH3sIjSwJjOVZsLoWgYi6J9gtLAmTntle0SBXeiBJFEiNph5IZaYZizykiT/lAMLOJ1ZkLzOdxxwxBYMuy3ZPGWNoYLjCb+2VF1OizksAGKoxCTxYsisg+7TgVqTxvCkeTLATFXcl23WFyChCfgdY8B6FnIUOyExStNQ5MhnlULLQ7xFH8bKpnFGX9IJaGbb9Tmb3SXwTyB+x752AF+ITuwHoXJW9TVmciPZFttxjRkYwiFOLTkOGRsEAl51Ag1a7v2PGuDVGwIZO2kZD1Ip8/Z8eAjktgrHQYVhIswY8S4yGjAgDXCw8iNufCM/NpIaD4SPgHKaAiUPe4bvk22UqdT4cPH97fv/z44aeffveH31XN567ym/HBVTQejkp+8+1/c5ncx/tPbf8cxrrIdoEulmUd+FHdP/hLsC1euYFWLuGiTdW0fbks7aubL25vXgc6nJVbncE7BqE2bbcsYxT7RRxvrnfTuDy/HM5V2/dGzfPN1fUqj1cbOq66MlXZz86C1o/LEclAsU5HcIloPeravDwc4iS+vi1mx3l8OoRe+Pp1cTh3qDDi+P7pFPn+ep1AFZF7k4idpufqmuj5BQvnV1UbJ7FM+a0a2okjLJ00CN6SprqsDJZytrlSa7WMIZKcqeQ08YD1facsu3lWeR4JPtqD1W1TICWDt6k608/7l2MUhcjdT7VMuukRjeFcTtIwSdkkdXAfTRwHqyIL46Aqm/OpDULftNCr04yAeCCR3tJ3bZplUZTIElkmKL7WaPhldTD0UI0cTzWNOR1NoJV4TZw8S66usiDw2qY/nWBuJ6kGlG+gPbV119RoT6IoVO6iA2+zibp2rCqDxqzvdJB2rVlt0jiOnbJKYhWHGD+kaFHDtFTlqP1+u8tPVdO1GMqDgJzicaDHu9rtHPymS9M2Mse6nND1ucY1LkR4JiLDPDJOI9XTmvrq2qy3iRf4yJ7G5fhS5at0tUnakKPLD+CSdc2Eq3KcvRhrf90MxxMWiNGA9l5Qw/GdEHU4LllK7VieKw9xCfplKVD4h86CWUXYIXPbmCzl3o2jcNYUNLzRiFQJXwdZGLzSgYs22jgz6d7Kc0+n9nQ4aa0vxiRIFWOUhFHi34Yb9gCBX+ShqyU4cZhX63S7ST5+3P/1X/8YpNH1OtNJYow5H6urm22xip1Er7dRGvlSTXJz181gujkNXR05p32Zr9I8z6Z5urrd1HW9f9nP03J1c2Xavmmaz58e8jxbb4so2u5fDr0pybhrpv3px6vt2832xvdVsVk5jtls3lxfjz98/+NCpeWpZUjTq3HbPj2/v7p614/7Dy/3d9e//v679547hNFUHpvN7u0wHNpeX61uTTv+9MPv0/Q2SmNZnXutudeRe5d/lcZXoOraz7vXr7r2PM1NEM1ZcrPZXrVt7S6f1RLW3X0/7T88HFfJ29urL9oqPJzzpv+IxXmOFhW6yh3UQzecfv/9vxVDoJ8Em3Xx+ttvf/vF219d39wk8SbW+flwWubA9YLHz4ermzhL0jDslwXnXeAXWRKyrED3hP9HLV6xiqqymVDf4ZGYx7FY6cVZhwHZleviuuvm8tyez2U/nler3PNJ0ZGlR+/5Oi0QscSJTgmy5z4wXVtswqrsynPtkmGAC4zTG/E9ApBlERbCJcjosr6T6F4g1wGsQjshxgDQt8Mk6jWZUwJJD0MtahlEdvPskAaOrI5dkxy14kOVBFhhM3LEChd78WRTZ11yiNR32ThMDcldIt8W8tcEj9Q+m/hD6PTQmbjHfe347jj1+BwESmXXAm1tQu3LhrO38ZhsswcvjF0kI1jOZAnOgQrP6eelE48LLYnqqAdZnYlLAR8ChawMP/FIWKeTzIy1hJ9JmIE7u2IVgz8pzYlAO4jyA+ErJQrNvOOW5y7JRNc3XCK/sZ9JmTYJ1lIWFMEsRXMUafCnSrb9iJG4VaGPYtijHqIcWRCijSN9JJyMiSTTIJDFWuQhx8V0MYaRnQHRLVuvDCp37niqnCBkzdi2LOjsW6grQ9W8IFUaWVjBCqPmECCWAG84UVCYGJaRdOBI8tDugNcLnB70gBf45JE6Lf3vIE4VWVYstKGM2HkIQwQl9wGkBUMwBYfMAgOYetSma0wUh+CFx6Xt+lnAqiwJ0AkjKht7J8pDOer4Ki1ssAfqMfqx7ppx7PswiS4sU1nHyQVGrcjUFDw8pWFP9DieyDjWInOdKrZAjCvsttB+d3gq5HPT2sMUY9HmLftVIdRzMXMYi20yjmXd5NhbAaxOLaJu1wVU44DPZaFqGRg2akIi2vA+cFWDNGL+YjuWeYL62LU40mWr6Uocq6+D2UAC5D7VzDCp3eMkKFbx+LP2lQZeFIwiIWMloB3VnDv2HL2QGEn1QAAm+wTG89mKVEwu13HxNIVrGEZlZXRE0uNIkeSkeAWVq1zTj8NoMOX2Y5ZpXo6Hq3yZXZl9o5VM0oCoT/a0MEtkKc2OLsk0MwXBr3M9icCYUY7Lm+SxsjDdhow9kW4iscISNz8bnGyits0IR6XWwW1YGQJOtK0+2S3Q7DG8YLDF5yz8z76DPhqFgRvAyiLTUjvLMm63eRwGh73ne1HT9nVdpszGgzDWfd8H/lq5bl6sqqrhfQWZ5/nVk+lMmWV54GqpyGvXN9MULFNXlk9rd7dO7l795hvJm/Z/+vH3z0+fqvaYZ3e/+uVv8izffF7vDx/rc193VeSvoigdu37f7n98///4v/zf/o9KGe2ttttXv/3VX/2j3/7XX796vbtaF8UuSeMkCQh1IYGmn/DVSNK4bDvr3lg1MoZYkV5byyhPe8F+SuACk3Dg6gtoOlFkQFGjGBcJg0V90AeNhNG1LXRW0SyiKkeqJx2mrL640MUU54zjICBQAuKl7fTn6fKfxedGW8W6hGfHMjELdiglbB6hPFyASXInsUMenFGHWty+l1wfppw2G1AcyJPhv3ChYl1DA0+X4nKdy8aPXZntZhn+W3v2xTBICymNK5OaMNJirGBhpQQFxLYMYKm1INp0PotUZRx/MWHKymuemYtJ0gNSEVo19v228OYT5dihpZo8NxgF0em5BDYEgajc2XlwX9j+UJwINJkyrOGxLCNdmj0vwPIt7gOevNL3snWHH0MOlGJKzE+R5phoeaRAsgm6bOokNUdaek7AiZMJxzKDTlk8MpySBQ0n4bKIp5xhB1NCF06bxCPJmNj6Nh0IwL08u5nW2O8wCLVIiHh8Kekq2TVpx8b8lqf288cPH+9/2h/v/+F3f/+n7383DmMe3jbm0KkqCtI3d//szfV/a5VfHQ4/ltVHxtl9/ctv/xtff/0L19Evh9Onx0+dOWs3+tVv/2me5sdT/fL86LpB3bwsc/+rX/7VL371q6btP318MN2AimeZo2D5+stbkQuFkg85n081AvtJ+WrJVsnNzTqOgrbrQWGj5pUN5TwW65RwAQ4ZPoGmm84vbeC7t292rstabJqnIk6LVQwZy/NnETXgRZyXNEVhD36SLM1pBGYTENqkUV7UrWQTNsj6snXssYDlERrF4aLmYVge7isbaKEjzxkRboShr2YiAMTgxgN/npcsizuIrAzOWoT6gqgVjqyjlA70svS3d7uuRd/EsT6OYbQWyokfahnlkHI3JVnSGdP3CJfaxnTNEGmtQ50mcdf1Yj9xzdRv1+v1F3eiKZ6IvvuX//H/ZpqIARgG8uWyPCZYtu7bplsWVWzzSbqXNGPhgC4NaSK8CK2DJKX0GhGMySEqBVmLRnbw3HldAHHhphcxA+akRVE/uYRBZ7kWQOhY110/zHXbTeO8XidSMJJwgsObAS2dVF6AgLW69rJqHTgfoemE98AEXZbOHq28hLIsxUry/Uj+naqyzTMC7xvc7YzYY9LSvfOpO52bwPdevV4ptZxPgNGTjAa6rQnIDmMvjcPWkDGYyEyalIV2SPOoqk15aq5fFWkanff1NFktFlcPEc8VvLJsFcYhNzzxehw/g2kE0yA6bVsq64hac5mmJPIn1zuduq7rk8gT6MIU0PuhgC62aSBsOgkTC47H6nhs2nbKisTTcOSasrx9dQWFHC5lqIDkoktVarm+ykYiAFjeffpwOFStUvPtzS4I3I8fjtM8vXm15sEaBMfD+Xwufa2LPPcR5wyHwzlMwjyL2uqUJPn2qjgemq4zyunPx9NINmMa+HF5erq6uXl+eWrb9uZmV1fVOLp1VRerzPKc9y+P7756oyYVBHHdtsfzqSfb2odlY6pVsRUiZaTcuW6PzozZVOt8nNrn54/Au89Pp+rh7vrbpt0bEjW8GO+vk67CsmyaqnU9t6pPyp1W6QY7vQJh8Hz+vdDew7Le99NpUl1AZt4XtXnqF5IY7fRUYqDiIr263b378usvNIIr593bf/7NN7/saiNjRiNuMYEWLlMch2RmL/Ng5jCI5YJB3t00Q1MftUYUNo5LdW4329ei0kEi2NS167DpwEGkXVxfyqvK4zSNYbBaXxVthTRrGMzVzRpmnjHL7GVZgn51YJwjojuLbKDuR64mFavMCq29SmCPjuNr9BttKzFwUA2F4ukooiDlHXdmEBYzRy1/RXJBBrgOTDYgi+Lou/AHfj6wVd/3RDaHwWCMqEMxUcHdlthrS/AXgDiQBltZ2tQl8SWqHp6tjfe5aFNRSlBxIQWsa3ABjsOoyLLU7ASUjZ/Muz3ouxRHzFN7nrlhFNZV27Zc2pT1jpPlieu7NWrnMSFOnfW7tA0orkW9aZ3Qwj+RB8o0LMOATtVRDroOYBJ40qRPQ9iJj38EyxdGGvA09SutIzs3kiAuwAY7SZdPculFKxvFRJja5CtZdCD+YdHnu8eXRvISUXOlaQjsVzCbMpBlzo4clwn6QjIe0Y7AZk6nVkf0NNLK4WiW6TLEyB7CzeJrbeM6pBjwQnxoUu4NSDR/ntZTF4J4cbnLlGLWS96dTxCzRV9egsIs8Y91GFhUnkUdh2ogj0FOV+Rgiw583pocjUQIyHKSFAfHyVexiCAwUlqFsGynFtE72LAp6hIRXvIRit1oiWPfC/y+E4A8J7QRzW0QRnbk4U6S+yypQn7X9W0DGnfoeM4yCOVbEIynYGyJtptmyaOjCBPc4oVGCK1OCm5F1KSEPsv+iAXdPKM9ESeCJdYIf4/RL4gLsdaw9U11Uxohi05da6IEywAfJqFjaO2SDNN8XRokrIqWJqJdx0aOcNGwT0vSkBkEtENfUE6zSKOtS8eacy7cXWxt2iMEWjxL8zK3NeZYrHdYp7BLTSO/Ls60JIsIZknE29AmhDI69mO+imz2NyBfKeoJaDY9Yi3ZD4zjUqzCDI4cYmofEa+4riSr0BIjpFPFgYnqh2hmwf+y1WOIbIXKMOHGRaSUgqSUJ4rgVfhvOsSAJwUul2hHG8pCXkCyFJq+70UJ8m0lplHDtN5fwMBNppuaugsop5bddVGeGgvLbRukt2M/9YNZrfNxnJq6EsxybvfCbd2JPZiNMQ3YvJzrCjHw4jw/f9qsNn6QYMk2xoowT8eTMae+r5qmz1e7JLkpqwfthXm2Uk5/PL98/PTHw+lzGr0O9erp5c/u4gbReKqeTuXnaanneU6iMI6L6/WXX335y6+//uXrN6+TZFXkqzTNeFZTi6se2TNsIYGYQAXlA2THi03AXu0Cm+WZ6bizQ1cmrbYlaF5MeYvpe9mlc32KW092O6JttHhM9mUCPpHBBnJNsUbbGYK9AXnaSpKB3Rty3jAEFFG9qAR5eZY18zO508WbJ091cZlCGxV9qNijZRPiuJj05GwVcowATq3sUILe0LzIvlEMg4L/IfhKAoToYixkRPAsti0UezNXiEivkbxyIwv3dOwlBh0eJost2T46f7mDeAiI9Y5wUd6lxA8ivESuZVMBJRBV4fFG4cJzWRpgaR8Fn4MWw55tFs8s2DE2eOxp5PQiLFR0pLxxTnvIzC0eB9J9eCVWOzMJMAxngdyIgmS58Gw5DZn4DIvvy7dAK8/DzXr0xCDgD4Y73I4XralTviNrd+RBJ6RoimROQHjRrCuJKxRdno2LkBxsWVrx8bJirago94+Pz3/80++enr5/ePz8cnxyVOK5SZa8XdR4//Bnj+gavdv82nevwkR73hB5eRB4jXkIg115Pr55+3Xfd/f373szb69eFzkuo/O5XBwyXSaI8Z9933t19+bVq23XT7//w4/7l8c036Q5OsO3b1BQE53d9HVjzmVzOJabTXGzy1ab1HNoQ4ZpPB7qcYIoPg4mjvgbm3UCUltKptaMpyNkxCILmVINk+s4SeTnRTzNy/FQk1a9zk6H5uXYeGpBmRn65anLV9E4MLC7vsub0nz46Um5zu56xVXAo3PKi2i1SWwKV9uO51OTr9MOJQ42vrY1URjaZgx7Guc+ej27vmprGDAYKwyd1AW/LuOVaZhTeGNEO6RZjMuBmSdykvrcKZZAUxSHxvSPD4e80Nc3O5ZGkpYcRbB2GMHIFMmwJaacm0Y1IynS0lEuzv/4P/4vk5hPquvHuqxAw7g4T8oznUyxzoWbjgTctBR2tnupy9732fLFYdAZuBFRGFgH3TCCmZLaaDadibPodKrYpUHmllm+4wZiJhalwmw6SfSkMBqJGRmnIk+yIurMQO/EFwUIMQp9SZeaz6dWpHTkVzDVlijJgSJPS5Q8nnKJCYV1IxFTsxa/wUBJLYIEoa6Hoa4bIox8z00TOPhhFLYY5XkiNHW3uM7VJjHj/PRYwuHXAb0tySRemumAKDOSdnXot+RBSSzhNIUxoVgW8aRQRcsgynMGM7tUD255brNUSww0oxohazOd6AxkvoBptHvcV3VrVqvMcdT5wCW7WWf5SsLuPIfER5QMBPKO/WQGoJp3t7fGDJ1pEVX6wdD1jud+/vQUBssvfv01Js4kcv3l88ej6ztV1SxI7DLTmbVcqUkWNZ15fviw2l55XtR3Q7GOxn78dH8IYz0ZkxfZzU1+Pu89P5Gs6gkS/eIcjiffVYfj+9ubN5vVzvWWwPM/fvrsBzqKw3FU+/1jT7VerjdxEu3GCVOc546yCAk/ffzga7XbXTnL0jRH5bR9p8Jo03R927388ON/tUpf1/1+nV8lyc6Y+f7xT1mUt61pzfN6c/309DnSfrYubq5+0zTP09RX5+lQ/rDLvpqdpjPNm9dfn8/7xpy2m9tz9WxMWzentn/xnPUqvpqc7tT8wIfKkmpakIDyr93q26vNKz+I3r3+x//kr/5RWmSDmaelf/flN4Npn5+eN9tb1/O61pzPtYPlLGYTxUkxJEnaNmPd9IsSd80yeq4OAr8qq7arx6HJV3mYhL6bNuWwKBPHiR9o7GrLwnrE9w/7F2OGOEwidrajaYyGXQmVge9WTPnksE0zfyUJYnw1TJssdozA6G5o6mFxabTwGPluyG0NRVnwfax7KDENpmGbOiX+z8Hz3BgW5YyiWy0p2gMmhXJtS5kbE8YwjaNgKuAJCVZOKntGGPQD0lnJSY5EVADTC8JF4Xe7nYhOtYYQ6LsY94mpYebN8CPLESSbjv2GdLl+EPpjjwJVWNgD7jhXhRGPEyHUGwgZfA5giywkwNoneLOSqszMcgb8KMIkRsEA7uh3hf0teCtrBQRj2FAf+wHi7b7FFOaAfSJL2trixa7j9cwEZXRNvYLQMvAV2k12jo5pLz9ElKXU7mTsEJAqhhnoo4NwBVjSxglFwCDkxmnmrJJkDnZCwt6Da4pFu+tNy5DLIUQUNSN3FVahpa17nMYJ/BeRAgIBkB3dmMRa2CoU8gIhpw/HWWrmKAY9flGUcJDxEOby6EaUEjPJBGFE+w5LhjcC7Q3oCHFwYv8jK5yZsmi7MNlIhAY12sTmE6IOoBRuEM8Kw9I8Yd0D91LpKBj6uWlawUKwHMMdQMYUNZ2V1PLbp1kaKsYNhm0bv10SR3xJXmRMQEsifhtUYEy1bbC0I4EQToiHgYoZrU7bC4mOMAaRVrJpWBa3bQApugxZ/SQPmnpg3CYMBix/oqaUq0uo9AIcdH2yfCAzCbxRENC1F/h5lgtnSOU5jskWcwQ3nef5MbDfISAplCWe73lJFoRUqJTUNvSbg9+2zQttPMQjRd49XgJMVhQBsvGeOzMFARwFtYymkztompMsdAjV6FnyzE4a+8oFCxklft/h/V7vcrHBY84UZSb5bNM4brapTYVua8A+EgQCmx822wxcJ0rCnuRSVJo++nm6DgzzNrGWLFT2k65MgSMsbeLGQt0iTR0uPugAsqyaNT+WZa7k/cJpESY2ntW+A7gCq3ChbsM8KBFzdkvJ8lOIEiyueTRNdT3kq8i0veejjBDBWB1E+CvDKGhb8MjoF0ToSKvcNLNyN6s0ivy2w/OsZv/T/fddo7Qu5mXcXdOpQdRwgv3+8+HlUWztQ5puN9vd+XgGCjWqh4ePdAIqPFVA59fZbWdOeZ55zqZu6mXp6u5ja56Px+d+frLS9DR+s17f3F7tdrvr9ermm69+dXt7s15fJ3FMMriLTMMY5l9MFsbOcWSoJM4X5i9sZnDeSdAr9ZsAPK3+WrxkEr0A/FnKGJEs2j6JxkSCsiCCoLUQWFTf98sMXckugUQ5Ku2TjAKlDWCX6BEty3+zBkLp5WSdJBhkayLt0UjL0kn2k1hkAwEH26DwC5bT6khsnDMaSOm3KcmEL0rfxZp7Yccow0ocfUw9LlZG+6NkrSWA659T4GU64/NGbC6fhY7YbaH0zPLiR2yENlSDj1FcyjbfQgzkHBmYqGdaRClJeRsWZCWmCV+MrJcmWuYy1kTJs2ayKlmJrbc2Quu6tIH1ljEDDhM9DstS0fzbnZ59cPF4uaQe2oUtyz+Z78iC9JKPYLmvwr+xXkfSEaWmlU6e9wkmBcGJZbLylxD7sM+ULFN50FuGNmMQCTOc5/l0Pj08fvrw/sOHz99//8N3x/LH0+mpH7tV/vWb279a53dpevXx06enx++nydzcfpHE2zS/Xa833//pb6LQ74ZzGu9u775clv7+08cwCtfb6zTbVOd9eToXq6tpVsOgkmTJ05VhyiAzQUoICOFl0+6fj0kSD+P01VfXeRK+7JvTsSUdRxAV9bH0ffX6zVWeaWgXHb3cxJky4kxBcOus19nCg8Vr2/HhoQpCjCFYTgJvd7MKJFgiSvCHGTM+fD7047zbZkmq90/NMI1x6Cey5Wvbjgu+Rxjl+U5TD62wQrICNr7rMrpN8xhgx7HNiuR0auq6j4W/DZm/ZSMv5BNKrihiuSeprRYlgLWbNgFtNgLKcbYMz9mTjTcks2GMcc3gfJEVNBjkuuqtBb0qW1JPF3Vzt3YcIhy1yO+VKG+D0I0iv+8mQ0MhGV1I42Wvb+On/vP/9F97PGi4LeZxdnheM9ofEaWMXWvSjDCGXth9akYLpJap47FLnENCWDOHkOdD24sjopZsDtI8TV0z1QQBwQsKaPpYWUhmMSYWobTzWn13mWbneGhO57PynevtVeAtURJ2NVtNHWlKqlkFgdIhcsxhmE7nRi1zGEuIwjyahgTwooglBn5J6ek5NWs2e6iYEGXJOKw3oF98zwtZKF6CWZIskgESzMzAd7Ms6jrTteP2ikH4/afzMI7bdRLFYWP6thmzONhcZadD3RuaJbKnzYQbWNBzhHhHDGC6dkpSDaJzWjosgq4OdN/1cRbEcTBMhNH1BMTXx2MX+OiPsSYK8XkWwVu+ijoubPh3AvpHVPP500GH/naTz4RaDkkete3QtSZJYrUgSa/O3bk0ksM4palQrZ9qVy03N0UNb3PpmmkY57tXK1epz0+1t8xFkQzj1DQNMCJJxJG1QFDXjR9w/KRZUlX70/G03b4dp/Gbb2+j0Dse2vO5Goe57aplKQMvWpykqtum3sdxkaarOPVFCT2aobq5fv38dKyazmdOrJzAS5KkbcqfPv7tMFSZvomT/GV/dl212RXaS4Mw+vz5h6Hr1tvVsix5fuOH/ul4cNVcV9Xz8+e2K4fh4Gv35var0M+r6sUYp8OGX6dx3pinc3VYFa+vNq/7ocnyLEmK+8c/Pjy9l7srnGbjutFmdQXPW3mn5r7qPiK2p2B9USoRN+AcUcd7UbD78stf/eIXv/3m62/HYUmCO0cFSRY3bUNNNrr5KkaPp4jDdpy5qYnO8gO3rRsdMl/IVyvDYKrGz8kaO8Rf47lJGkMoaclmiNMQXe7p7CinKNbLQvoW+w3aS7aFgVgBrXzF9b0kIx5F0MwzPi50xLJgkHMe4xMaFUY7nqcI2pYvFn5AL7A3OUYFROEJYIZr2FWiPgUSRPKYtGRGTjH+oo68sV+IK0SMQqCwTJNZodjD1c7sSTlHL2040mRkJFxvdizgiOgBnBCugjfOhJizZ5CdAwsu0pNkjivYRruuWeY5yXTfTU3VWre/JLZT3xhBPbaleG5lbi1ZlBjTBUNCfZyldMW0gsNCfSsOQykabGKs5IwHnkQgTnXVkQ6tlI4JGhJjFYe06VH3SSnDuMLuwWxwYk8+KEWGbJ+8Dvk0D2KhqFNGC2ztwhlHKw4Um50qf946JEWdGIYBy2R6ZnFqsYUbh2FIc7xkbcP2g0VZxKXSNdPppWLPK68qCHAv2+LCdANWQ4d996Ksos8tT42kkCvTTS2GiClfhTE4MnCvltaOI8VRSRLN89w2HTNpwWYqMhXhGPPiBcnAWSIfJo2QVDWjISaLhGgxYgmxg71KEPp5QScvqeIENFugfBgSnmE68jNhrUg9I3pcbiGkIjY2nWA9Kh8uBin3pFuTWfilV0eA1LboVGiyGbSzeCQ0Ga8LUwA7xU8zfxohdurYHQcB6cljX86U0RiOSe2D6pF7hyuWXg4juhtnoag8RtMPm6tckhl4I8gbl/8fU//RbMmWpulh7st9LddbHh3iipRVldVoAGwCE4444H/ggGNOYGAbDCAAAkbSiJ/CMdFNgXGbccA2FtmGrq6qrMrMq0IduaVrTXu+dW4Z01pU3YwbcWJv97U+8b7Pi3iSbEwItCqOwVlbLHPbTE3bxoEvuk2JAJFNGtCgEXKDqD2RgM6olAm4iyLMXaLaZgvNmhEHAD8hLB+SQmBt06fIHY/9FVuiMF15bGUhOTAP+hnrD8k6DPwRWZKTLUNtvPxc8yKLXbSrEazih+d5FWYG8UKE2uGLBEph6bh8/EyLKGUovWVJC9RW5LFsue24s2sH6GuBrE2ljrcVrSSUCBtKViZkgpPsTGFgNW9WF2f5gULVnl0PSFWLb1bFKWNsWVEKglaMrpQZTed7XtPQVJuIRYqr1PlYGq0RK0l34nv++nLRtV2VY5h/2Z2TJEoihnFREvjGrcrm4T6fZnICyPsmWsfijuB/9kNzPByjYH19d1cVxTy7RZkPU6t1+PT44PnudnPrOG5V7vPyWXnx588f1TTrEFGrN0dVfXg+/36Y9tMQhea674t+qjyylY1yvTRJry4v3ty+v73+9vb2bZZeLpfpYpUxsnJ5r7k/ez5/iyuRDB7RSUoYg7j9X9Pb7HOjFA1Jz9dtU0btLlBeMXGf2Zxb1OOSGmcNcrb5kW9ffp2NopcYD8TMLMN4j5js0GagNpRoHwKoGIjKfN0abCzHUnwA8tiIQosrAIAQswzX4ZGVjZxExYukUEILOBOtUc3n2HFM6FuoshXmSI6owFLk79XzIshzKT3PMLz2mZLUyo0p4BOcaRKBIHyZn+MAeV+AQViIF/epQZZFBynjLayGrwRfYWVJv4plANWKQhhpAaaIgHqmpa/JdbJns9GB8iHSRnuuozTrUTEAzwLCwQELfkw0lqIolcRnkh35wNlp2/wGaWhtJKttN61cV6haKPd5DeSIYyeDhZtiW743BDak9bBMQmJjRejTNDddnRf5cb+7v//4+eHLl88//vTxu7I5OMOiGn50nDALb27vvor89+vV28k91OXOmdUi2yjPnE7HwKyHsfH8dLXchIEJYvPp0w9Ik+bRBMECqWB82J0Xi01T1w7Eu+XlzZWncGYJmaJwlIrj0HMB7JdlV9Vd0zQ3l2uQAfTYzunYiuqW/9O2IIuhV4p9FPwVyF+gUy2aoyjNYtdxotiUOaACd5qPx9L3dZYGcGfGOV2wL5mmOUnDl6eT8L+QYrYd2ZayfHKXS5hnHvtYhkTpIpKEPXxxyvUW64CJ6oAN1SCzQnUpZu+pQkbEi01WOTl2va/h35KIKCt33wOFJWMyDuRafPtUocJ9nJhpMmEMAr1YR11NDr3Qy8AH4B+RrFqJc+S13b8UXTemGWwFkVG40+xWRSPgaJ9/qlGBxTElSteNhI0rp4cOwYHj/lf/6f9FiFJyBLNlkpjahqxbLbs+d0YnKfcmT5lw2wePwR+q7sUynl00SAAhIt01LRRp3hTsM54yUi9Nnji2YTfN0yk/h4HebrctWatcpbunvAegNEehXq7SyXGqEiCRqFbQNDctlEvWazHc0LoaTnnpo9GPgHENIw5m+XCdeUpSQ3B20THhB83ECo5BlJr77jXKpqmHqiLotqUXZkUQaM83VIqu6yzXETkbNYouAjGKerevPeVki0TSXbjn2EPWfZ3X/LuREcKEG2eIzbpm3F6lvqcOh9Ia/QPhPXqas63vxiQLTOCXZVsVfVG2+BkEQBonAtKQ09dG98yzs38pQGKOfRQHWRZN4/D8dJxdVysdxXq1TLJFsH8pm37A3YESDYnaly8HTzmXV4uunb/c71zfXS3TJDSHfU6dEZh5lPjdeTqdKvBrHjKhaXRW6xjAlFyW+0O1TAMp7xgEnPLSmdz1JsmLBrh3GmWJXixNWQxPjy/f//i90WHXUaVdXl93yG6Hqj4Nw9A09dXN+7Zqqe089e7t9X53PByPzujV1bOv+65rq2JsxlMUvsmW2TTPTV3NQxtGizSOx7kpyy/TnIy9F8bRl8//ECdBGq7rrprnuih2QsZW7ujE8ery6naRLedp2B+/PD590HrlebzJjqqiYIkTtaxQeU3j7uXlVD0pD0PacrlJ4+vj4flYfbBiZM/TXV8ieXX8OLws28dxLn3n0jfUHOsFZsKLzc37t7+9uLpNw/XFdgGXEuLIPI38NYXbMc+DV1U5YzlP1e1pHockXqO67GeES3FgQl0VJYcxR/bYtPhWFsuF1hCT55kVuqNUAy9RIytt+qbtjRYcCBWnnffxXJnQUAmJCX5irm8MT45g3GyEsnjQLUxcLGrC6EZNBoBZtIt+24511TjzzPklWQW8VOzPZ19SkhAhChMFjiVaAhZoNvXO7qkY4QdUkLiC4Xl4csJgooD3RZU/eAKqxYOHW0AS0qgEKMLtuEEkOWLal2Jd7kXZonbs1LpmSBehZnWGxZxgDMbPApqT0ayUnsKcHFGdxbGJ0zBOVFV0TYv0y86zBWLJsr1pmMgEkmgkWEKAon3fj91Aylk70L5KHKLd7IFYtPlS0FZQhFq3DG2GFMS2zbDbUf44fgX/4us4BaQNIih4aBI2aL+4JAn4S9WtjUmo636/y4uiTrMoSkLy07jLRwG78imhd+1Y19gsNVIBhVou+G9r+ifrOYi0DnyB0ChodkT6wPoPwqAfRhS/r3w3ZJawcLJwQiMKlAUFRyzR3iOiyiDUKCAciM0iZ6Xm6Hv4+77UTDbCjgcMYaK0cSLxspBn6kk4BLggyISUmnKSU1HRRbodMQbGxcOGqo0VNUsw1rkQlKWlF9idbtuG75nwDP4YSRdwxY8gQw5eYe4PPijKLoHu/GzyEZ6fY5GfZdkWRYf+UFSEWn54QztKVVpjqOhS8oq04867p6Juuygh3YDlFbuytixr+mJPEakTmDjSZW4pcVY5xgjPFtlxCrGHtqZnR2ox63RQxBgSW6+1Fv0whTmDBrYNNFFCKwQMJsESDIztVpYYD8xCLABdSVGq606ga1NgCFKXrNdWiE2EwikFOnyQ4fcoK2P+dOG+yG3IBCeMWVaTuiETio4sB44CQTFRvAeBFydGdi+gi/p+rItWLKlEg0jSIDQ5iF9NL15Il7Snn8O4rSreFrESPskQuRWmFP0kuX+cdTwMKITZcuP+HUcXnS39fEveBlUyYSQ8OYyZcPTwOfDk9AOrew/WFG8g9iptogiEk/1tH59PRusRT7VGVeiPq2U6Tf75VKB9U6QLuEpVRU15J2297+u2qWbXWWRpVfVFUfnGa2RqGydR25yH0Q2NfzruqqbwVNZ2L8zRGEBn8zT4vknTKC/2D4+fq/rFGY2vMifwnbFx1Vg1D4f8j47jxOF6vbi5ury6u/3FzfX7r7/5Zru+ypYpZw/oS44YaP4S52AZKrKX4yeUpGZRW+AmxVQ8T2yY5XDmVQPiBYyEJxOmEZMs/p5CheGztb2f3ePZKR6kCkYS9iQQGabAVMQyIBhSCjD2vSJDff2XmQJYqCITG/Z18Pk4WIl6k/5TtKbiWPs5eoH2VEs2LCsRAdVYRpFrjXUcrSAuZdWJO10UcSgLRI/K+GYWpiXrrH50Rd9hIzpHoCTy+TA34RazcnR7dFgLpTXm0U/YgGPRUjpkfqKut7AOhYqbHHO5SblBONmFvCvnIX24PGB4KYXsQsPpCe8UMurowkdBCMo1bMmuoocR0qlIZW3oghhZB0KbRAEu4RCSoItZQC5lRidsKpldCrpnAO0uGe3437C+4yUJIIgI93tou/G4P374+Mcfvv/uw5ff7/ePZdO6c7JafNtV+bH8WDTPN5v/YLVZrbKrqY+6+dPY6aGdru6uTTh7TtxUzThOn5/+kIQXv/jlP5mG9nB89HxkSlmy2r883b29W2+vdy8v+92D6w7z4CSZ0f5ysVqisGj6shgcNY/9vFikEnjB58mWL6+zZaI9N43ZGJ9EMI/f0nGSKMgyTVtYdeky9hTLoboZNEJ3jNBkb2LEYIeJe4vJqcqyGNwCNi70qwblJwkinuc21VBXrbjiyWPTweuuRgd+VXF2MbwYpmxFkA7SWQJFZvR6Ik4kKsh1i1OjjYpTuoCqajxPBcZPZSwocz3mv/YVWKyjsRvLikeQWm2a9i9nwtmJAMAA4iqiuXl/oViToNO0ve+r5YatFMpVAftBPhLbJm+LwkE6y8Mjgi9S0IuiYy4WsUMbuz5JIyuDd1xVye15eCno+f+7//p/GMc5P+VhxDbheCgkKVahZJNdnYQtwnPvGjZ+ySIUFQo50UhThLAcRSjTrKK668lbd5Q7iJqrKptxGC+v1taKjb5FuXJ9wrO2tgflq7odq7KKArNaJsoHNenMThQHEJwZi7I5hDTlkUNtmUVw4UUBJYHCbP7R8Y9TKKTjkekOhAEHyINobzpsEiI7phzns57d07HxfKWxCnLM8UWiH3YD2qexaZk6jiMiOsmRN8p1JAZRZUsThGb3dHZ9td4s2ro/HU7LVRKEQVv1ypviJGyqoSO6Udz2gU/iXzfmpwaEmiRWeQaOKD+V8ZMlGM9pnFaLSIf+6VCTSz8ySyjLfrUIN5fp8+OZfwhmSs0zHa9EdTvHQ2PA6OF8HHoAj58/HeIwyBbR7iUf0GhRPt6wCAaAi9GoZ3RW1QLV8LxuaCteqnK5Wk79eH27KvL2eKy321RmZKiwdvsiP1URpFQUJs8vJ5svF6exCc3T06EnMG7omjFbZL7y94dd05yZRneDDjaudovTIQgjYyCpXlyu+671tW679unhRTK15+eXxziK31x/Haeer9I/ff/7/f6DixZON2W/WK3LaueQwXjaLO+qeijq3enww8XNG+OtV9nNcpX96fv/l/Y3c+8kay808cPTT4FKo3g1z05eHuFwhH7d7xbpVVfNfuD3fXP/8MckXHsmGEd39/Ipy9bv7r5+2n13//yRrnjQ0m5EVfekfa/s8nGuHKcRHGinHIWIOkiNVl+9+8tscX1z9dUiXS4Wy5u7d03Rer4qq33XlTjfjNIqvLi48bV3Plao8MH3B02FTCuKg7IsyXlj2q4RqqmJIRme+8CZvCQNTOgPY9s1UxjFzJwkJnUk68gTfQg3B645GT8qb86ycKTngUDdt5ODJ003jXigGQWh/GZK0INIodRWrsy9rIwTmrNlSeNJoyaAruYI/LDvKCxMANkVE46EwNrR7jjMHJZGFHojBZY2xPGJw4OZiwn9hnW6byKuUgYxnhpm57QvLW4kTYTdR+vFsg7PBm57p8ibJA2IMhvYAACCw1H4uqATl9rALUIBxOzTDlwHukEOkyQx50PFiPYVYWBH4/x1rNBffJKyWGR3KasraUQpABC4sp/0sPCxWRqnqa2gcYKSkd/M8112NjIvt6obCY3gcxaYJx/vq+JQtE82Ygr6vNZdi+AwjEycmCJvGFd7uD8nJKm0XrLMYf7d1CO6Vjitdo2JZG6AGiXFu4RbSDUlHT2wVuozGerx31tEm6Wjc8qh8xyFas4KlF5IIH/WroOvD4UV/awJWEAxOOR6YjJal0BUWEP5ZnamiK2m6QBR8C8g9EPyAE3WkURjyjaUJzxUVdnZlAyW2Nqrct4Um0MA9QfmCgnvylNBaFBtskBjMIL1Row6okam5BJ+mvzVgJ4LU14j6ZRe0mF37TNJtcI12BiM7WkJLNZPGxZKLIIkfKgqm75DOWwZCeM0nvYlvN9YzyzAW2SgSoVCYMaN46CwVe68XCEl7Op+91Lo0DCqkNQOG67FxeQRQgg4FjcC/C2xp2KAjJMQ/awovgAJsGX2GNkGMkUuW3j9or6wuFDhqUw/99jMQcqitWNsLta+D40WFCF0IgHAyLpGNmxBEGBQEIeFfGh4NQm6YrJH+fvaYvVTWTZICtQM3YFVMNJNYI4ONkUSR1j/0QeIMUmqUap8SjEB4YpbaR4pInxlfexG0zmTLAJoXvYowDxks0qGSgeVCUwink+rRxzaUeLR+JGGrgeyLZZL13HZZsMxGtD1yILGMm8JdRNTmRxWGAUTS/Rtx+Uq9OQ5QYYDVHkm0K/rjI5euxekbjY5ne40SUzTjC/P52GaIoOCp6lbHYKQwX8oL2/TnIvyFCeLOF55HkvOuizvH344FQ9v734zzep4/rJZXs/TeDweOtFFd12h3Pmwe06jizjbovjz+rzevRx/qsrjPv/ecRqjtkl4OU7Nzc2b27ubX377m7s3b682N1mWxukiShJHftRG0Iuzg4lUegOOGGjMwpFHjtiL0JulluiuZYxOw2ZViRZwQvfeW2/da9yo5pOUTHN+iY1rk4EXIB+CgvByGxs2yMpa8Sgy2hMNqK00bBi66A95uCSSRzxnIkwQPCm9FrwZl42Hb5QFSksTZBPbuRFEgY+T1jeEkCicMoyE2Kfxb1ra02soBhjkoeNYEZWHzERtHLtwCeVsF7on/5xFqhiBRMHOsSOmAHGIy8SGw9Dm5rn8V8p1Tcx/Let66WxFd/PKipF8FzEr8vOgMJd0UWsfRaHjTFKuM3rjF9Kg2vvXcz2nE6uFDaDnH9IA910Nw9P3/L5jQuEHcsExsZWFKlQeFA9kG0pjLyYjp23aoigeHp5eDl+eHh4fnz//8NPfPTx+bsdnX2XG6Eh/dXP5l9ki64fp/v67OEwvby6vt784n3auN7/svmgvSmVLdnn5q6YmNDFO3bLsjodDGCbZYnnYPV1e3aRJ8PTw0dfx7FRhEHbdGCWrIAjbpl4u4jhZhJFp2/HTp4ey7gM/vr5ZKuVWReuJ+t0ZgW4ICYqPdL2MR1mBdG1f5O1qk1gdR2hIUp4dt0KyOHjGW6TkkFflAC5LNGlhQlbr6dQEgm8hszrlDIFd3E9V1U3DtFhGszsfDtU0OxySCj+XxKvO+Yl7oC6ZVq5XsECNcdtqKquOMB4ZnfAFa/AZmP9DL4yDvsH+zDwOlgF3vayO5zDwOArlVSrPFQMIraPYtE1/OpSu62TrGJEwSq7Ox0NhpNVkkBxnkQ0rEhgyr1tRtLMzJ5FwxgnddASjK6rekXYpz7thnBcr+NvD4NjyKYqJR9KGn8GOQSlN/pv/7F/KmMU2j8JMbwaCknrsQAS5jp0DihzWX5IGjGvtKp5Btfi/RWZGPJ0AymX7rAKjyrKWKTIDRfz3gZa3FoqOPQL6sfdcIAdoO8Ut3bcd64VFNP8jGHec8AEK164Ab82MXyZ/RthHzDnEiA9AxfVVVfS0lCzogYU6M5FKSBYlrkoUAvNqnSpHLdfBOMx53oriFiwYJ58QYjjrhXEnrzF9rB94aRI0IrJqa2ZaDNSNqoqmqjqZZGCYwVOURcDK2j4IjF2ncO1JdWcCkj3wKYnufBimw75wHDdbxUNLa2kpukHI0uB4qKLYhCExILzVjhtlUZWT9ZdkumuGthpXF3EYYoQtiq6qMKZHUUhF4rvHfbVcJ9r4u6dTujBtNxdFw2hWKtTlIt3tqNeyRXjaV8r3snU8jfPL46EfhzhKIql4ygb+aZyYlAveLaoGOdBAlSAjwCmGrjkOfeXhjVu5nqrKpi67dBG3TX84nobZ79r27Zurfuyen3ZD1xxOD207pdl2c3Gp3e7u7rZp2qfnFzDl1akoD6vVe1LQosn1xnkOiuI0DvCIJqcRskgbhtH++FCduyBJQj992f+wWb8fxraoH5RS29XXfTctlsnh9CUyS/F8dw5FS9wMdcByAD7g+fR4sb12PS8IgnZonIHdx5cvPzzsvmPIevH2cHyMouztzdd//ff/6nh+MibyxkT7oRdgwEuCr7qhfj783eyMgbtq5wcX/QCa0DBI03i1Wl+/vfllHKYXF19dX99Jv5P7vrdaXsdJ2lQVjETWF23dVMYsTKBrNuSlxBbDFDEmmgcgB2kWN3WLgS0KHWcui+M0OXGcYbzpxqFj5ucRjCyrLUskE8c9gZ8B155cl1K489RxJYtLQWKLXIDJM1hpNUn8kJ3gEMfXcKFJ6AL7E/l9hKvmSIabpx130sybJQXY4dyQzoTFXbZAEkroCHcotVcrdmobeh4ndDITMGjonfSF3JScJWVF5Wqo/lERyvqIXsrDhdzzaAteXjRLIpBzmR9Tp2oQ+a/EM4m8E04af3HZzLP6iWLDqfXKkaJBtbUOrz2hC4QfSpPP5JvCRfJ3OVc9/GD4xsgAgMgsE1mKHUull3MSwx6sNtk0Sq0jBhVR3WELpG15TXWbMEcJrI2E5on94auwCkuYCcw0O3XVgGsKDZ60tvPQOIFI6Xr8JBx9FlpAdYGefEQyJMN75HB8WYKFFCJLi5zSiowSYXtQ5PQjdbZCgg6YkfUqlQclck1BoX0+AOijhEa85hkj57P5V8Lfs/4za5AOYjir1jVNZwX5EzQlsRykw78updGdVh1a9HbkG8GwYq0vCJVnWfiw7fH9DrTMHCc+ut9xDtHZ2qLTCwwncCMVv0TAe2M/2uiBn2OIedYwHXR4gYCQ1Q3sH9mBi39W210rIQQ9IhG+KAFhy98GPrP86dzEVUUi+ezMUWgcATnIOJ8mjRZRQEmiAGelzD0ugDy5T9gEzuPoieDThoA1VWeMJHOCyUSWJZNNvgDl0fUJVFC8slbAhdWKsT1ZRxhR2MWJwUq4aCNhLVoevJEQan5AMcQihpTi26ImPGwSPa+DljUdtjfOHML3aN9sJCMW/QCT2IQzYmJ+jGxJ8ZzQLQCpH0YtYUiY6rULw0vDiXXm0TfBJMkNNhKmx+8gKxRWiJIzadhHjj2h87J0kk/s/2/4YrWg4zBKFiJrG0YSdrwNygOEiRR4fGN9x+85jk4UgTyhqeQok2B05cYxEfBl2Tc1MVYijORBbpshWwbyntAPFwVk47Lo1tu4ayiYoojxQo+WAbXVNI/noqqqXlNXQnfwtQoDT6Jf5F0mR9G5//zouDpNM7avQ1HkdV0fT/necd1leoWXcij2zEkXRfGi3HG52C6Xb6o6L8tzPxS+Gzqux/8Mpn885p+KYj8OY94+Rt7VdnlrgvBYfnLcKk3C66tv7m6+effu/e3tu+1qu94uwzDkTBCiMqPijrUXjQWbPN5WsSKrScZ8osDHvG4pSlgFOY1eMULS1LGEnyUQxSax28hZyVRAIYKJQJbDUreIv9ChLYe3Rc4Krmkb9S18I5uJJz43SmdNpT9KBAW/w6R9kXDbnQ/wO1lkoR3FnCLhLjZdkL2fHZnZHFpLZ5G2U0Lt5UZ43dqxDGUIYiGChB/wI70Oi2wkxigKXmSrQ4/iRYTewiQT3YogMVkXow7klPU0K8pXIo3YSi0k71UaKt5j+5d9vQKsGnRWgxgdPRYk9p9LurrP/4pgG5UKZziErZ/RmoLUGvsODzxPtfBrRPA1wRkW8ExL4IojZn6/x07clmX58OX+7//hbz58+Yeua3ZP/fG425U/OU7rOHVi3l9tflHW7SK7DPXqWPyUmO3F1c16Awmibs5Dd+5H96v3v+tg33JgOk57+/brsfeX6/TzT99VdZUtVsaYzWZVFSVtulJ1XZX1IQhDl/zD0fej1XoVRnGe55LeFEt67jwMXRrFy3XizM75zClfll1ZtCbwQ+MniYktzEyihiVelU9ftJ1M3Oq6P51qmzwZxtBKCJXpKGyoTut2dtwMQYpKYsN6s6F0YefBmEPVzRDJvzKNY0RaOIzZqmrrpo/TqK27YRiDUFPiTtN2A8RE+3RtrqDjZFU+xXHguM5+X1GHpyZhgcTyBhGfJCqbAPWHMzrnc+3Mc7wIKxnGIWkRf+3IDJ34ACQMIt0kXalooRi48q9PjKQtrO5VEq2c06H0DV7BuuiiDDby2AHMc1x+5lnuR4mjgDddVyIzRt/R1HXvuqz+iCHBX+e5/8f/4v8+yD66ODV5XmUrNJwRzFYedIsfACukXQl9wj3sEWaK0UJrzm6foD6WA8W5Hic3XYR9M8UpYVbAYIQo4CtxAfVjcW7zqs/P52QRLrPYY3pEHNM8wySwkz/yFaQHleO1hkk6sFLY7Yo0jTDgMntnKyqqBiA27CtkpHc6VGVRk3DvOquL1PfdoZ1IBMZjg4JQua740R0s3cIWL06tEJOgG4lQpPd9cvmcmbVeGPmCxpIBDft+VVNnUPSgEXXmIq+AnawT8tINCWmSnNgJrd7vujaIAga6Td/WfRibWRGSK+Hazu75kC5X2UriCJm0O+iY8eP55wNAog40S5cuwkmpIm9u7hblqS7rPkoCd5rXm3hAIATjvm27zSZNsiA/1bKe5TTUCFzbxSJsuuHL5+dzXqlZrdbx7ZuraSZTUVi0qG5wEov7+Xhup97VAQKstpuAbfhc88tV7Buze86N75RNd39/+vM/e+MZc3+/+/3f/L/TVfLv/5P/CBWxtjljDpSaLCyq9vnpvFklaeoNWEGn/e78eL/vui6Mo+12Iboe9/J6WZRtVQ8PD/dPj39Szpwt76omj6PVYrXtmyby5z99+tfj0DjjyvVMHGW+GyQLtVxsu2H++OmHVXb13Xf/5u7Nt6fTfpFt2VUOfrpYjLNu29Pz86fVMru9ub2+udw9H4qyOh6bPP9cFo++duJ4cXv7C9dxHu6rpi+Ph/uyefTcUGv1l3/+Tz9++VPfD3c33/7xx78650/j3CpnUs4yCtbr1U1RHcpy77jjIll6Hljwx+M/TM5RLFWSYeRGWXz51bvfbFaL3/z2d5frrz0/VG6YLpLtNqmq8uV5t9ysu7YLiYpzSaVHjgUGULmKsVA7HPd11zVt2zRNkySrL19++vqbrzfbTX6qZEhPorny5radqqrpWRRAConiUCuHFDUWayCeyciWlDlk3djJxGQbOIAONGrnpu3kJNXCkpoZByg/jkkwtrVjD0DMMyH3PVu4jhIfWIsimMjqw31BPgjkc+TEj7SoBDFGsqB/3dVbtL1lqTDOxW0w85ArIs6sJE+sEVLtWawo1/ekQBGy60ax5bNiEwSaaCmbBsavuFNsEiC/iQVqeh5AEbQGHLxsqOaJHpKpmVE2gQ1big0FHtmcML5DYYhxkWJGc+ZIeD11ay8IwelVhmQXbnQ40AxFaiUme2Fhi8BDEDWoBrjPxjnP67pEipMuAl/LfkX+yraasbo3g9WIJ4kRTy/G9GrEFYwwgY6IomSYg4j3t++5liwkT5D6KK/SpXYdr8PmxA9Dmxf6cJVAUYHLKnMEKhIHzGkq9oARDqrrmhCVsk9AIns5CVEDIzGOY37GrBbFOkyCQYwHYrSwqB72zBIETy2IU0DYAxGrXYDJzEtfwTmThA7z1SjfbWvaFTQXrx01ZCCshWxMmSp6pMYzIwgYB7DptVEWtlpCkuq6QYjHg1A4fGgDNk8UO8Lyk+6C7Z9EUcselbFdixObhEzGgtYXJ1T3OEIPIghBalOJySZ6ZJzmxToRvUZZlsP+cBxGJzAmzSKfq7rX2gXyjKxaZatYKa8j+ZD9iqxQpOZIAx7CClq6DBoZRfueoh5y5nMOetuTmJYwBN4zEE4LKNWZsdCzLQ902w/5iUrFAQqNXZ4BxzxqhY+OWPlIu57XgKJBKWRpjXBZIHyi+GV7KjsT4e4iDJ4FcCo/p1aeaD8FWWQtgoSOGJg0FPNSTSO+pUhAdMOMKTZNRb6Rcj0wA92IFCXR9Am8sLQKDIMKMgnCRAeCXiOuYOjbhn7DQlNDAEW8/Z7PL7aJ2PSQWGLQ/jGmlhAFMdiQGjp0Q1lCVfID0MbwycgLoYRq6tY+sRJXzsGVLUPOLGlaBDU3VnXvEASv6mpgnymOKcwz0kfRFCKadGQh4FZV3wjAdnacqig2l8v1dvXl08fHz0/Xd1+/PD8VxSmMI/FQFUm68JQfxMlpdy7L43pznZelCZxxKMqyi6Pl+fx09+bW88zxmB/3x66vr26/qps50GNdPn/38V9XdRmq68X62zhYvOz/9un47/phL4Jhx1PpVfard19/u1xc/u4v/ulX795cXF7w2uFSIRDo5++J2k1+YOQSfB3CRwlCpL/o0CbHJ4uYHuZ1KewwvKNadkZtJK9VjAACvhLHoKQICGqLtspSXXiXeVEoaGR7hrKRP1caL5kZufKCi0RYMuKGHg4wKXmj06CboC7mT6SW6BA9c0ew/xBWFidHTxACok0BIXrsJDQvqYxLCCElCsunlrNYae4CEXyLSkWY2gzz2fsZmZLbiHNOEh4SGZBK1yiZIq/cU5Tn9NOOdfGwe0BDwZ2i0fkj5pTcCwDFrjvrIOgaGKrITcC9iFtHMJsWBDpPo4Fy9JrCOIE0R9TWNb1oGhnOyoXEP/TUq1ShrXsdQrqyxvx57s+n/McfPv31v/sf//Sn33/48u+K6ihk0Nur1W/rrnnY/Y++E2XLC3f2Ir26ffPmxw9/19T9n//2P1wtV+f88Pnzh6vLr6+uvlW6aeqXy8tv2nY6HfeO2xu9yLIszpLn+2PXlP1wvry42l7cZMu4OJcvh0+nw3mzJlG57g8X24vLi+uqqJpugA82tiZMWhYeXFJhaFarGBGQqBsEDObsXzBCpUlwsQXCeT43+bnyfHe9JUZulLcuisJpnvOyPRxrXFdZJNnLnEgDCgms+GkUnM4E6sahlmgNHgrf+GVeV2V7fbfqh/m0r7nUjLq4yhxRI9KMOfxgABSdKU1hYZRlLzUMjYwma3Tu2yE/tTjztRMicXeO+9px5jQL52kMAZ8iFWGj57uGYLnhRK6yk3DVksyOb18iE+Xp4hNgXCuTizgme7w410hDRfN13EESY3zpYgQ4HutxJMndDqHIWhhE/cTpx3wgSUWjKEmSp0PVYF5D7BPFpio69mS0sl6UBBJs67j/u3/+L0lolafNVW5xrrk7bVII3iQJYHFwg3gOoIgJnzrEBbGLcLtHERajtmkPh4KtM0s2HQLknVFm9UOHh2sicC3CiYvk4+f3sB865dGhujjOx8UqQXujlePNjYDO6qqNEvLKCTono4/ZZ5TorubtlGxZBoqWn858kd6cpKk8J4Ahis0EMW6uhEMz9iM+B2FMyWnIORVFRoew3RHFdgCgXTUHsa4KuD1JGgLOJsdTRZGeJd/Z9yiekNuuE3IpEAd3rG6N4MVJOUMQbC0W/FTKS5fB0PXluYVRLkRBx4GRWBxbQDLaL84N8QIZ/WGcauRbEIdmJpSet1gEVdEWZS1wCKJvdEBlKVHC1MKi4fEW6+SwK7XvXGyz3a4MQj/P67YdAqPDAOhf03S3b7c1yzo2MwL+UnmeRwlGLjCygpXnYOJRgf2rXNKBtC/ceTmYyF2p2mwZvzznCK7doSyLMEjiKGJ6OuFOOR5rAAKeOh1LZxyqtjAm2q43p1MN6Sg/K0+t1hkiYzUlEnVodND344ePH7p+LsuTM4958RLHm/fvf3u5Xfz4098EwaZtnLo5RSaV0Jg9s4Yh2h/uhz43fpQkl+3QplEcx8uX509BvBynLgzC4rQPIn+1WgfBsm3HfuyUM+2PP039tFlfvBz+GEeXm837IucTcyZ/f74/vHyZxjlKFoFJdocfr6++yhbxj9//MU42ZX3Y7b+/3v5Zusz2uyfXGVw1tv2h64amq8ZunNwui9dl+zJP2pm9bj45Ts/F6YdpdLnebjbL69XyMk3Wb+9+myZhtkjjKAkCp6csUlGSNnWdH+hAVpu0LNqmaaepW6zjMi/IzjJBFEfTDGFfgpWpqqNYF3n7Gps7j52oBaQTm8ioAcPhjETGzby/HUsfBdrdicLQmiuQCIL7R4lnffDWNDVNTLttZLCEtlMG0Yewv+CiFWMZ1ggRsiEEFTr/XJGig4pYIEk88ANHvzRpVPZEYtqBKBclUxd+kJa4CmJMBTM1uT9fdaJHcrRvQD4C6sCXgjfDQJawXRaGRvtzdh27MiaFCC1eASfWtCYEefxQipZV1GlUIzBCeqwsbKvEpT2ME9JHG5Ir3YiNQ5ZOHiynjUezeR+y37N6zsnTrEQEvDZG0Fk9qViwAUPlkiC1eZ6Koq1KQvHC2NCDtVMUYd74mYZPxW9vfWOULEzA7pd5R9OCX6UnN5HzXdRTEOH49iVokUUV408fx51du6Fk69hxJUSxSfKrZ1OqxNnCIeRR30gtZGP08mNje0jXRffbt/TdgovAHiIiExYyUhFKrJUDCUZWbDaXQlYryK6sRotPwR68IiqWoo1+kzg4y3O3cepd27+6awT5PjnsmqoSSgeEIW5uflAaBay4YqYRjavgLRB2Ks9jqCcFYd8O2kBzfQ2kQiUoY3rxL8GYtUFhQp1lscRNqKLIEwaaYCFtbpbkMSoCeCKskGIQGljyEOsaBkGShdSyvFUu3bUsgqSOfN1iedCAuKSiCISZta1aq60oe5XWLuNUsTPAJwvx7kpgG3mDXYMO0gRs/IIQS0VZ8DDwmjiIL+aZtaTCPctLw/wolErdVb5R5bmtSRqUMRubDVTQImyjw7Z0HJH78kShDOQxgPFNOYCwVsD2fKNu10glEYUWutjyfVlXnsxoHHApsiDhGZA/xDILhSsjxQVYThjizHOtNk9KeUyhXd2b2Ni9pQnUiFuP17SlgZe6BM+n5MJ7IKYEL8SArCpbynGbOg0cfw6TUHsO9gfldZKt0tI2UzTIAfIqfzaAwSqrUcQwIrJCo1WUkPpIZhLJEOhN05TR3PHQ7FDojGFEn980ubCOs/xY6cAvqyov8qrsVqtlmX/Ji5f1+ka5fpJs0iTth/av/+b3yhsXceQZc7G9Lssnzsk4zs/F7ITDUE/TEIZpECw5e9uzr8fjfvfDjx+y9CrNUhMo32vP+cuPH//mVH6eRn9yCuWEm8VbyN6r1Xp59e0vv7q7/mqzvc5S1HXgfxFTMP1HCj+JZZpzg4Nanh/RLooGW8Y9RN0PbW+jSvjqEHPyzCCsYBLEXMBB0MSkRuA91rPtDki7BUFEcNkgJzY9pGgXpfIRjDPH/itfl+fj1dDLccD22P7mlmQrbzo/pR1uTjLnkiWkiDXpo+y7z0vHcxgK5kbh2pK0Cf7DukwE3tKsAjbDRy27QRqwaVRIAOBCiftAwmyHyZEoGiZToqO2bnOZQjELE7ejXSLKLAHvPvsBDePXEmJEmixjMgtbFs85jkQ2rfTMbPZYZ0mCEVEc2Gt9sd0gZbcyUVc52gRjz+8zDF1Rng77w6fP9x8+/PDw9P3u+PD09FjWz/Ns0ji9XP/u6vI3bd0+736c5vL66ioObsPkOs/zx4c/JXG8vVqk4XVVHZbLZZJsj/m+yM/pIjFaaZUE4YKk965Rrrm6vTnuz+fTOTQ6SrzFYin1gPP8+OAbLHD92PieTuJkka2P56dzflyv3/iaEqUqa6LeTWQMC0khjauy5NwYiFXUjpq1T+9alijG+35oKrbxYRw4Exa7KNRhgIbodGo4/I1K4kAj5WACawKPd1PAJ5xXYsJfpOE0O4dD2Q/Teh33eCJmXCIK8PLILBX5QF10ZUkz4xPIRG00zwSpO6y1xzgJLI3vfIQGPjIbRUhSSExCGOnyXEsqmwTJhBq1v1JdPSA9NOh95hFqtJBsrffcXk+zwJCByrLHk1FpEpu6wpkslF38fxhjZ16KquyEEzOKeASsvPY9LM0CppZhNP5qLAbCNoojE8V+VSPloLmQzVALF2f4x2UMb9x/91/+Dw2DQrEnGr+tmUDIRGGMU4KeyrJvu8ZVTpLEvnKN78WxLmv8KU3VdW3fjtjwfM+5utnirum4G4z2yCZ28QOQl0DosEGr07KCc2YmOfD6SKXggl9k5Cd23Xw6F/M4BFGCRTsgPHqiOuVd4LhiNKBmNeMnGec0lagpCatkFylwCNzkFcN+m8WsPG8ah7YaSPZEWMppxUyLWag7dDNm9NSI/IPukMEh/xySp6X00scz3SGPqyfPh+ZI9vhenJBai7aBt32sS6ILo8SURQO/NQu0UXneOSw/A891bLiW53t1SZqM77v757LvxtU2BpZZjkq7VdVcXy83q7jFSYxEFhGERPmVZYUGa0RbFYY6W0TTNGMdEcIKBsXALFYYIKcJ2HoNhnFwnCGNIsdRJ5EUE+vRtIyvyYJmes3CGnBO3I/j6VDNdN06P9Wrq/TEfqlzvfm4r7YXS+27UayzRTyQpYaXwVEUr3le2LxQRg68Rd6APKxJ0vB8PkEkn5yHL4+LxQrsSKiLU960lfa8KIiS9eLp6UvXlkoF2fKyb5r1ZvXycjzsj8NUaqOy+CKOvbrLfW/z9HjPy6b0MFZpulGec9gX/VB67tx2h9Oxur792vP8LFlcXIbH3cvj03GzebPf3bfDbrN+s1zcTdP0+PQdxeIwgNws2zAOhtZNFmFZHtbpjeuOL7sv5/LzPEXT4GfpleOOVfN0cXk1Te7F+u502n36+Id+qpaLd3n1eRzqLN2eyy9j5y2S2+fDn3AQz+3o5FfLX0RxdDzmRXs/jLXraL5Gp5I4eKznsdlut9cX668y5EDOxebq7s3X681tW/bXNzfWoD9NU5D4OMJZ0BWu565WW1KeqxZDa9tEUSa1K053XEzt3A8Udj4usildhDIkxdROwY6DwiuKqushLoQh4yMc3qL5tnFhkPKli6DJl7qtLDqfOHWqbzDTAuQYhp70JGFe4/UKPTQ4zsgOzFddS9mJngPZmHAgWjQb4sDiItbGXyxDCrUCql6ImlGCm/tXUrfdSzDkdZEYmJB8COU5ZVF7iiNMVmHjCFJ+ChNGqjBSZJgsdSQLSRvFI7Iu5tzCmXyNY5P5BfpPu2+0MjwE78hmmH0MJNuAw8JJr7kbrJqIPadRA8RdZo1MYQHpM4pFUwhbkt5SxH2UVjbqkKmtiD+H3mkBD1Lv1gwa3SDy+HnINhQxquiLSEFouBr5HBxJwAPWP9V1F8mIV4Z2whoSe4zl95hAdXUH3w+XAsejhcyIvFBSHVlloBEt8pbMWdTm5Jvh4CaZUPpXaTiFaopcuchrBnkRAhL0rtadIwN7IbKgrfUlFnkSMser0HS07lAmcRJZLgUTonkZzwnY4GfKP3khtuUToS8flI2Ak1+DvuU1m14YYgL1oY/BI0fqoCNJhnzXHlIcvhqytugPWVvB/jGYDlr0ZhYJhs5MMmatlR/bQlPhmSSGS5JQrDcICSVSRqYhNlDeE2S0zeASp45T5o0soqnpsDY4bpKGNgJRvhqSc1liQ6dgnyzsUCNJXAp740jMIkpEOh83P4IWwHHErgN9LLkI8m8J0paCWD490h2IlpbkCGGquRQ3MkYhUU9GKHwNk6IQEYMcJl5Dfp3ruklswdE4I/p+EPkuXY/VJnUC79GUa6KV+0foIt8kKjOLLxr714NFlEt8tNaUKDMFOsYgYI+B53gYZb36qn+ziEX7ag7jIGZChfSUgFDackl/YeUOB9X36f1YsIwSxkC4EdtXHPuiCXZl0C7YXOs5lMpe5HP8ClkuIdFkZi/H3RgnumvHph3CAEdrECDCljgvFBZ1NWiNAbjrxh4er2xBjQtnDys7oomuR54twRI9J68bSLJLU5TlYrk852ejDdvuxhbQgaeVpydRo3HMng73SbrWXty0j1G4CMLUUdPL43FSlfFDx/E32+3peKiroh8rrWNn0nn15DruMll9eXxI4mUYBnn5UjbD8eX++fAPabq82vwFucjtw7n6khf3cRjf3Ly9vvr2zbu337z77d3dzfZyTSK9hqAr6Cx55B1eGYRBqA3pdnzD8oq0dwQMkgEqEa7yUqDMtJoL0Ygi2bDnKoQVRjZSlQoCwLJwrWuXSlWkmJ6wXsE4YUWa8EdrDEs2ulnsxNKMS7qdr0HwA4ERY7DFyAwSc2rdX6+nEWJN22ZacR1ne1fD85RZoSwucOeyirBUTYstsqrMvqPsls0urSk1p8wQ2cwMs+uhTodvRDErkXevbkamgYLttDwau7G3Qbi0hfYuEoWCEnQNens7EeOtlxyFEYIIn6MU93JcC0+fIYijaPOmIS9Oh0P++ctPnz999+NP3z08fd+1anYi8Xx6jjNsl3eb5TcXqz9zPCK7juen9fp2tdh0fafUHAXbYe5dd46i6OnhS5KGlxeXl5dfFWWRZunnT3/3/PC43Fz+5re/yeLtw+POcf26BpcfBUGcxG1Tx3G0WC6Pp6fd4X6V3bRtrf1oe7Ft26LtTuKu13GU9kPVVNNmk8VpfD63ZVEjwjTm+m7hzOPp2NJbC2qAATTn2JwujNiGe88o4wvRdBJCR+CHWrXdUNY9pFO6jDrLEs+dQypwcADi4pZIVVbxXPrzPD095a5LcDfyGiVRljMMfwECT3hhxvF8wiW0XqfnM1HYUagXqzCKdNdOTdNHqQkDXeVtQyg8W2vOcwVrgIJXdnpx6jsT55ms7NiRVEXDcS3JvbCstBoZG4l2vR+DBGWK2I2ZYgzDXFetT1QvfxHHUgnolKbtRaJD//BS1DUpX2JTwHdjQnmweDGg0SDELVsGG44TxLptZKqi3Cjx44jF22FfEjiBpItUYUnY8qjI/k//5f+jaTqZdILcdN1Rbj43CnWSxYJbhEFS151ykFtEsaZumx0dKqbM4zj0mE86praMnGcI44TtYtD0Pao3jsthHucoChASuE7T9nmRu46bJJlmzsff1ia3KEUKn+eqsuBkFx852FkxPg6SkcrioiNJwonCIEm0DogKFAa0DKxHR0Jv/Z4DvRvFgIT1LvAksxgR8DQ5x13ZdMNqE65W8TxOz4+nrp/8wA+0z4BRvHZSrVIpDj/PFJGes7ZGsyToJCjqFl8G7FWE4GFKldpLaBVqYK1mB6pKT9Igqz9m9v242xVDN13eLtCrSMwd8VORD8e8Z97PWntytheJ8dR+X2mjlpts7Ih9VL7H7/+KEWeyFUa6ampndNbrOM3icZyLvNHapzlv+/UmPp6KoSPz8Pn55PneervIT/XkuGkWkAJnVJKELURyFrOCM0aHYPM2iqKWlZeZR2Yh2Nx7MC2s2nDnYNE5H05NWxqT9D1KOfAByk1pSoVK6niH3bkB7cjK2vfU9nIJLKTpyqI8HU8DbDHd47Ldf/vtL9J0UZVlSbyS6ruxLo+uirTJur6OkxipMI1K1TTHzeoyijwdqk+ffnKduO+8tqm1UYvF0piwrvJ+rJN4lZ/zMF6djy8OqpB+kS3v3t7lp/6H7//OGH+9uYjjYORvFzVNc0YfXM5+FYeLKEiGSb0cPtVlk2Wbpjo2TXt79zZbbs+n8+ePP7jTqMNeucbzSETt+o66UzmH88eibJNgRW2jVRxuqua0O/6k0S0a7aXjfD7Xn1xHT7M3OQfHMVlwvVqvs8VCq/D9V796f/erIIizdLW5XPdtdz7V6/VC0u14Muqq1gGzak8FRYHG/eJyWRXtINlu4zR43ix2amY8JtQIgvt+sVwMY1+VeV23TV28ffctY5qWk0zIB5SFICb8uco7iTKXwC2CqW3jhEfCxq+jNxu4Uymw6BlAwjBQe80Y5eB2CQyA+GJx4VSJtpGYEA4IJGkmak/IWoz5WySFgkF7RWMzb+PVZgTTo2eg6hIymZS2kslrJ8fWXWZzfhGd9n0opkQRNpjXKpDb2k6txdVDI03pL7IKMZKxNp+CyGA86ziLu5bxAL6jn4ODnRlNo+upGjYVdnmBd2OP8aRqlAm0jKikAJJrnqlwh4JA6RDVUF0SFSMKTNZUJOSB86FwFtUKuyZhJFIx+MZPs6Dv+vOJRL9FRoAdMQYSqyiSXS4zSaVjJqzxFoojTSjf3BxgigGCy4yfcLau5jc38EAcNaPy5XKyPS0dpcyW6aBppRBh0kIJ9QQ1Ef1H04ySeseccugHYtD4nwGc8HFJ4RNYVA/Oa7fkUoTESNEDeUXc5NZfJcJRybkBmCkmbb5KxwFTiQxe9IcuXYdUUuyTJ58nUDygtE/SzAmIAT+BGAqsccfHJ66kRBD/jwRmBAEJcrMU9yagfyrPTQNonqeVtANRS9uWu61axxmUouGTdDL+zE6AJMR1uGTWTzPeHmSKRDLCrqeulaARcUwJNGZ24iRgxcRdwn/bkeaHFzROAwGt2iBsTE24p1jE/BzWN+I4IiTJkjz5h8Du4VtCEGHpHgZGeiqvqVrHdaIE4jldnzimBGLJoFPY82AjBH7ICBn/GLhX0m6poiaYriiNBQ9uIR/Is7FdoIa1gZZWnDYjlWSPii7agC7gXydsdgwTI183J4BAYpnCyGfLCSmcYXLnpYHn4UeXKh5Zy26VvF5eaDu6ZSuoAc/a3T6qipqgORBKIiuQnhzgrYAWmQ/Z6G0pDIgwtlpNmXbTuA4jMiUxswHsIdRYJkBl1Q79vFyxwWPFJ4BTMXMJLkgQuLSXQis57A+nQx3FmQ59xD68Kc5qnSk1Hw+57/kMlOu6OPcUQlzWGEaMDvu+OZ9Pyu2TNBt7tVxf+FofdjuPg3DevxRxEG4usv1u//nLj0b7V9fv5RyF2NDz9xrOx2PVvPj6MjJJN+xO+ZPnrnfHT8p1U307eccocf/w3V+9HP+ePs1drBa32TJJ48Xd7S+urm/eXH/19t3dcrWKoph8C0NRISpClv88h+LRE6ylCJI5xFgGyLRFBpKyLYTMxNNlO8BXZqas0YEQijRUwEKvtjum8+K3pD2iq7T5dQBkZLwi7GWbFPKzrl/GBHJ9iL1a5k2CnbGjCMubmvHC0drJzpzqy54r2mibxPPzxoyXS05CbGAyDJVt5yQtpYy8ZH0gIMyJpbr83YVm/Do8telEMnUaQFLbnwF1gGSakzct22g6SViR/FeWTmmZn7y/gg81xuKp8IlTPWOXmLFwtOXTw/PHzx93u88//PCH++fvDsdD2wyrxftlepmmi/Oxaqgan9L48u7iL9fby3F027Ypy2qzSZvqdC73ykvbul5t4s36fX7ee7rfrt+fTk9RnL17/3Vxrk/nHeXHWF3fXimlHcd/fjogG3EM8XH1zpnUYhFeXF6fz3lVv/QsHIYwWGo/SJJke7k8H4ogQk1z2J+en0+by+XlxWrsUef1Yw9KM+KMkcwYgMDxwvTszKmKhe7b+7DMVdtOUSr1ufbTNFLe65S5KJvdS2GMd3Wz4i4wOKt7xi5MHwZZjVqjKfO7auBIF/uJZhgN9mmFVJ4AIZmizl1HGE8/TKtVKMMXyRgC6xIkaSC54n3XznTpiNj9qiYECol4BMu2atp5dBitGo6+cXQ7SVdH01Qg/rR+eHmckPIDWnP8yUE9BBLJeJMoHcJIAm9lMmGrgqLsRAg9hyEoUfEwY0EMQi6ytpkEBcRRhtXC42KiPxmmumxIe1S4CeZpTLIwSeiiSV3mdVBV3sgwDnAaa/P/9p//X1+x2giZhjAOXDKRhjiBe1oDeGWOGBhmnxb4LvNKHmxEUwZAchiZphurpgu1IrZBLnUcgKI37QmAZS3eD0PfDGPHDTTx0bja010Hb0ppf+hGmTuSoDVNM/nmMp/j0xXVGTjQpmP645N9YcU8zsz3IXpSPhoufAWz1Zmn06Gpqx4RDk1aL99oG0RsG8WJNFh+gAngfFMQSOwJ6SUelsq26cuqo+TxCdnwXQWmxfhl0Y59r0N/6JjEuK+ZsKiTjYhjh2GMCP/FEuN77KkhIjRDmPhRAC9YjCuwMeTD5W/aQXMC2rHdZm0/7Z5Pg3C9BvFCZIvgtC8JqV+ngfY6niTDKFS7ViU8jRSvdYfSaGjHq+uFS85Bj5y3GvKiUgYI5CILZkE1ksg5ops9553jefm5WGTBIkteduXV5aIbhvOR5Ab8rMErPEpqT47ymRTRMUpAiQRkcHHGMUlAf+ydDiULxo6ncLVI27qv27Yq8/XFZdu2XduVRZVmizhBjiYy/Xkch88fnrq+y5aLumleXj4FOr67/erqCqhJ1TSfP33WXhQmqVLO/ZfHaZ7Wm8uyzOvyEGh/ka267qiDYJ4Sz4Qvj5/bru4pB5Nxnr95d9XUZ0+ZfhiUR7ru/uWx6cqxL9+9/2ae/KatFst1HEVPjw9om73WV6nrmKotPaWPhw9v3v2qODf7wz1rauOd97uhHy4vrzkhorA4PT9++VK19+PkrNd3Uv+0SUi0RVHmfT9xdu//YRiH24s/c5WTpsuRy/m+7YquL40fZ/Gd8oeq2b2cfzROZtxFNxeOavlS1RDFyTK93Cxvrm6ub29++e7dVyGQkNjzwp4P2bm83LR1ezoVnu9mWcoqo68t/HyepyiKkLaLiMymM+tQFef9z+lY/np96czoTBxROEsyr4wpPbdGFyd7NkH/WS++TO5lvSb6KdkkMKwRgQGd0zQwL7DYdz4MpaqznDhCwBPSLDMwtg20/uyiu5YtkKyYZOIszga7ozBGxwkVUFMz3RfYhicEMDbnkqPNBtFqm8UNi1lokv5QlltMthySlKTTlFaE55jeDzaMmITRxEpX+VoHoBoR8J2wBBXGttnTAWoieDOygZIPgcqjqnrlzGQqSGyDMBKk7WD6Q0PbcTNTGIURyfU2SliWTgKPnwnM4Q6TjB3bGSIIpAnkWxNG3M/UAjEU2bx4m5ss7G/M/a+RBpiibXiDAmIuNY+Vl4hakt8AgE3Xby4WwDO1jTZG82ln5wzOZJIVhjjZJgcqqRaUJXI+xkwcAyZk0QPrgjk3dRSHuUj+hHEzSV4Anaph0MbDBlECebCRuT68EBs9hzBMum5LYbBzTJs/gX6vYabwc/IzjyJtp6xpZTYhqSRSI76Czu1WGuuL/VvbfscNEyDdTc2F7ROwZCNA+I9sk1SU+nWBQ9t1PY5jjgvftkai4EITGMjqw+YySQPM7Fk5LkFYchEIV5NLQXx3clqKes0qBgVsoULJHyYW03FHMYNhPnRV0zBhIaZMSIVSTBMjQYoGNhKiTSxSqG2HoWPdZ4lHyOUUQsdxmDFZCBvJ6txcV0IgbJ7VNOfnSmjyfFrCN+dTlWcMmRDSZX5Wwcr79BV8naJElfw07Wm3ET6erxVkpskxYEtH2esKn8BiLZDOina3631DIJkd+IgNUtI7ZQ+ID00k3jJ8Ac4UkR7JnEBmSdiSu5ZZg5hMadQ9H/mJ7NVdojskK5g3AsE2FbmVyNJ7szDheiGMVDjhKLiioMfkLHgC+g/MxtbHiK5BpNqi93Mx/8sSVxAgLGDFXaaKM3+ezLwmyOShsSOkYZjyE/kNvBrGh7w9T2kWtXXDmDsyh2N+2B2iJPNcVRQnWFxBGEXBMDYa/TwRl4v1xnHmp/t901RRHK3Xi35g9erOXttUp+NTU7ub69VytTrudnXbkKaow3Fs+lG1dSHS63h0hof7P7Wt8+bmt3VdKI9ZzDgfd4enx913TdUXzQvfFScQirtkoRfJxdXl9u7N++uLX1xfX13dXMZJChnIlTcUiawQlbE0A5S3210rNgb8yx5V4MziSpUcSH4900HRXyHkUj9H79hUeLojnwCJn7MExWtKWSLUFpFQ2l9ISId4jHhQPSD7Ni9B7ABC4pXmTApOzlWfB8+u+F6l2PJ/uUxs7IQouiUcBqKspPapCdKVTfaTBDyhNvAn0nNit6MHRkTHZSFTSzv7s3ZFLgueQrSmnpIFhutQTr8mBM7QkiSvgQdeEvxYEU+zG6XMoiTSsCuKc34+fP/9Tx8+/vD0cv+y/5wf86fjT7NTCrdrdXHxPg3v1ulv6jpv+vthbN7c/gfb7aYsC8TVRMyghO9q1w/mJF6IObaOIqAgOojXm4uyPDgT5guEHp7ftUWUZGKtDT3P/fT5J+VF/TCvVunNzcX5ULZ9E8eh445hgHX5dHpmquuFvu9FUWIZ2lXZVFVFOnmskyiM4niaUT1IWJEIfwY2HLL2xx6LOh0qKZMdXlWHQaShwfQXqyCIEfIUp4Z2qSe8AQpj3mSr6Op6qSanLuuXfTk4bogqftYhtTxrWFHQ2LQ6OeAQlytaDEqEtu1sxo8rebBsVgLD9Ed72QoNVF2xdPLZ33APNhU3wmqbOBO9a4H5SF1cL7TPhsOGtyGnnCWrXIZ3SO4RcXBkwh+anZArkgJmFl6UBtw4ylgcjwbBTlbOI15ioxUCfiDqY484cgpjLdCyMcl0Ww11ORh2dKw6wtiInND7GSjAP3dcVZw7ZP9Wq4W4D+GJANJUi4ueS6iuel+R4sCNi43EQ6JzPtfj0DTV7LmIJHWogdwxQkML2HXwWixHLIpgibYjN9c8uyHIfiu7AeRNwhJWb0S6fT/VQ+sAt0H3oj2HdFlnAgAB0icItIsgxVcl2tN26Ns4iaHIyCfSVIy7EVXTRFIWRjHYaDkXdNO01b4No4BU05SbqTg3ngurM0wMIBZHt7WPWlp7Uz/rSEaGroLe141cA54kbDTYRZDbRSg5tXbXm6gTPIA2XojLy63KlsDHamgavixJymDFYT9orgjNyOjx/sj4wUe7nBd8PaLScWeyp8ehZK6PiXkEp5MtItSzdbfeLHCzkmmxkmRGxC18KFIrTyinhRUhTxIJS0k4zhPasAH16TQ5dd3GaQAKpeqiSLuUyI427uFYJWFQsVAeooi4tjCBVZ2XvexAAp/em9lnVbMsdhwWzXXVhrHxZ3e5JG8wz2nCmTtjqScp0V0Yb3ZlwIzFSzGppVJceXjTzjnAWH49vprG98ft7aaps64f90/PWvvr7RYgcuBnq7RtaxOEbdds1u99b2776sOnPE68NA2/+uoNjeu57bo2DM35fN4970jBWmyneaja+nR8qarz3d2fXaySmzeb/SH//OFTME23t1/1XWuCjMCu5vz5p3+zWt0GUby+vNOqJQ2pqMexHrrNoc6VN6aLxe659736ZfeH9eaN8XUUbquiCOIomxYojX2drRZNRcBMrK6Ou0NePSt/XpjrYeTSWm/f7/efi+JhjhfK1assDa7vkkXw+PRQFIdpHo+nD57n3Vz+NgyiPD89nf5wLD40fbtOr3719n/W9se6bOZ+CNQ1INTxvilVnn//4f7fOn8/O068zd4FIVTh5Xp5sfnm3Ztf73dXi2wlZuiBS9CodqyFwYAMr4dpjlq7rUHwofCuKrgXajQ6jILUcRHEs47QqgSTQLUEDtdn0jEM3Tx7s+y4bJ6VgB+lrkPSgEsWl5T4fDzP5+CE0AuyVQeqzTvD0pyqC0aLNFuio1RApvtJBwHOYFALQ4cWVWgQwkuYuZw4/kaogB5rLNGUCmdcQOEierUAa3SYVG9CVBJSJTLU13xC7Pq4OF77BGG1CWhuxmgHlkCCPdGY0xOKflWkkJZ4z4SSsmBgGESBKMrY193aOKZZ2KFyHxwPKAJ6Ven9YCRIyATZrHUTRlgQbbSgrciFN0NjFsZBIH9ThxOQC1kSlkjCVApSBWzvifRC2TRSRjApQqRkPwpEeh66Bs3FOsBN4We36QW0IqAayfrD0BtIAiF4UuQoSvOOh9YeNo5tTzUAP4H/sLFB0sY9R3Ygs0jHmKAGcyIiWMdHAsgfxAcumemkVgYBc2srTypOXcPqwH6z0L9QBUtJJWlIcxQDIqvIA1AOmc5DGIWSHobLhVzKaVLsjkRYyEiW8k6i3t0J4yzVJMpYlm/s5QRdJZ5jalCR/U9zD05WeiCBQUhfik0JaV8zREhF+PSh8OFcFU0jnAlxxsoXFlOOUFb6shIMY1OVgviXhds04l/lLpBNxDiMnag/PPzRXK8A60Sq6sPKYjbH9yLCOQSHdvlNGcR3Kq48ycvWrtvKAoSHxw2M7oaxrfmftfGqU6fEFYvRjdpz0hEYDP52BLfgDBRl2sCjSBAijY3NNGL+Quhw79m4SOpvYaTwLPnAkaiKXx91Lgzf6/ohjFjlzQ4eVwvGJHOXfeZgBxbSMQKLmqjOFZDdSSwunmcCmDoixhGEhtCe/jHxjHV6bTPWMOcwxkWVLZkPMkVlgSNV+zySVaqJb1GyzrXIIgH3s8amabdGdzSzkEy8MJRU+AlgD7ZDvlm/qVpxjnljMzRlh11Kq3QZMgIYkCMOJEm4zgT1Rxb2erkKywKKLKZlWYTCh1dulsFqm6a5ONewteOgEfko237XLct6JBo0SqLAgBXpqxKlnNbB1PCqbTfboiwf7j8Q1xGvITPPo6/8U54/P7zc3l1fXGx8v9vtj0M/lOda65SMRuN2OBPbJAoWWVqWh5Fa1Iu0fEkmXIRO3zeeO/vmYrn45u7qn/o6eHj8u4eHT9pbKU+ny9Ro9+n5T99//FfNvy5cx7lY311tf319vbl9++b28t1qfbHeXFxeriUYXMsUgiBXISvK++U6XiRbLHx0LCUmh76LYTFVojN0HAISkg5mVkZ6tPWySJzUDNBCufisrMGJ9vLnTokeUhZ69kQlgQ0jr03yFOjlzxAUHloPbpYMJnlflIwj2eTK7NAa8171BXhw7I7QEYAUqhlrC1IM0ISzL+5V8hzwOr6OAn1jEQyv/5G4P7yCctrCcbAB9uJ0GE2IdYrmQ0y8WKk7QW74GvnqOBbF7uml/PDT/fc//P1PH7573n+o4Bcs4/jKdbzTMe+6Kg422+3v3t38s8Bsuv44TdPp9BBGizcXv6zbXZrGvh86bulyGc11XcTharvdKm/Oi1N+PkRJkmaJr+ZkASiu66qmrNN0HYXLpms8FV5ebYdmrBu0La6KXEdfboIkkxW26gKt6vIQxalYq1AuMHBTBgCY7bXQhPOB2KQ0JRfHaV/7Bj3g0A6cGgHhLnzIQoFiyjqOvkcmAZc7kYNYjVabuKu6Bps6Cyfu1mHKy/r6enn3dt03/dCSj4pshDl7myV+aAglkSE7SaF2IJsuohab8YTFV4TjEmBQxbFxlcrPdZwSjykrn15B+G9wTIivPgBvTlG9WLhl2R4PJRuFZUQBjlRwGFpIaZ/7nQABAABJREFUaaJxkHR7EMrkTdq0WBkACEbFg8nsRn4UEcuEH4GIN1zQjqKf5HKXaCWQKA44yalTUUoCnMsAkebK99ktcbJJkkAQeUZrdDmvYa0zKAFR0JjQcp+7dInZfhrG/NRCHKYgmauCGsx6doYONbv7X/0n/30YG2eej+fayvSbuqHjitNsmVRlVze9iESxMYjh3E0SY80AMusiKyNgboogfuiZFp6OZ5sc6XsqScOuH2rJZ1fydZJIGwfa0CL6nnp+IgJ8tYkrKRChvYvRJU2jAHkME9O6Fjh1Q/oEP0Bq+zuJeyLvgj5+FFmmDtBz1g1GfxTmEqbheaoq+CVWYS46TCEPO8RDoRpSbhigysDP4GL2s6HPdg4NeY+pO8Y/ycXqle+GUYgY1wAJQO6YBsqn2nRwp3hVBSHNJYBo5MNntc2YKuF87Oum5wEQcbDjqsWav2lPjYgYppsm7cO8DjHoz6I0m7thcCYnjPyLy2T/UnWQx91smbgTC9xpGII4ZP04Yt+vqrbpwCBKzhiJfEVRR1GwXMZRYopTNY9wfsqyCUJtIl0VXZU3JtTgZ9punsnh9ZSbxAHqCxdo9dgNeMcEf0+5PMzZIpqdsSjauq47HJ1AJbYX6yRmaGSFN103FVVN8oTv50UVx5HyveIsmtRxXCySLDXHY9N0NcGdM4vBl115PO58f+Qv0eaxjn79m79wPe/+/qXtqzReDJ3bjv16GQeaxymIgofHl4f7H33tXl68z1abuq7O59PUjZv12lNDvEi6znnZn57uP1xc3GhvjuJFVbee8RfJIgr0ly8/ffz8D/M8Xlz+Kkk3WezVbX3O6zAKh3Y8nx+ub7+ZsaH3zqSGOazrvCh2abr03EFHnuctn5/uz8fn9++/XqRBWZ8/f/rRcQI2Zur8i2/+meuo+6efQhMf9k+PTz+43hwE+u2br303LYpT2w/n+mHoC3cMfd9sVjejM7QNgVLP+z92Qxl6t8NUJmnaDueh71tYUE+O0zlOQHJOkq2zu+324uLq+nL7i/V6EwX+YrEhbCZJGfaI02amM2+HoS6rMkmCcc61Fxp/pTyClXqkC0S42C0bnQ+msqmqSmOivgMjwRUoywrJf1OiwESaJZIzFDJGaLeMpqQaUxAgxhjyssG5SkAfh4aoxahoX8VC4xTEpimRolKls9WHFwo+gaPKCnWkRCAXXdDeootjTCjzIJEPsJoDD9NP2TpCdTSjHve1L2oc9gBMFukZhrZFuibrOPzQolVBfUrCShJoyG9W+sff2Caei9oD3pFlcAeBH4aehOkN6FKEZSeOZap/q+vokcPaaFyGfH5A3wvM6TW79zUYRzyEHjykGtqnON1Vh3KeHaJdg1gPm0yWSIiWQEWGoEHA8ciuVuR5wg9AoyuWMOcMuZfCiDQCWXeFceBr0rFtxkwQeF07oq+bRpJeteplVEkyh9hmxJ8zSmMvHhWQ5UygQDjwh5pOBj2BZCtL/cSIQcoa0OrDIEkYrx5JZuHScvBrxbEDdX3oJ9mYOTIZpW4TnIzA96S6QjQFhEOPmBjhjkqAno38kpE5zc4rhJnTQEJZJbbRMlfx4QB5quFJBiGfmGQhUiYSrSaBEItV5Bumw+djbfe99uMi4MHIMFVWGQhcreRYlhaEA42Ox4iar9knK4wrxm4/XJL6Ik+OO+jWaJiRkOG2kyQMqDDD6MkaCiuj4ySxCQK4Wa78qBLjwcvrYKG34wauVzCkdkZOBWCbHFVXjHixo8iMWQBxNDY4FGCeyfZDYvokqA1ZGh8mn7Zgvh2e3p7Frx+E6PS4yu16Tepohj6yCrEbe249yYzyPX7nsaePdwCzWeA+qmM+LofEFwmJmpRvs9rEZGF8mylKBSNVNCWT3ddwoVuQDM8b+7eJqaIMxAWHNo1NPfBRK0S/8hPxAAikXviS/RjHoYi0oSVZn8g4jnBBR6Y/HqwBXwgvUP17Qi9YKYGdCDHvdW3rG12e2plKlzVz10qeB+J94CWO46IvnYeu5k0JpW4JI4Oufuh9bRpOMIbjvHG12Ful4YevE4vYdWSv24+tBXisVitn6ne7Y1U3UZis1tk0TVUxlFXTdYUx+upm6ynvdDwFIQHNbTtWdbE/vMzz+O37bwfXa5rm9LI3YexpfmfGduDxcGTUVR3EnrT3MGzgIszO/vCxqMquGaM4+eYXv8yL09/+/v/58PS3k1NH6s0qvS2bFxMzy77a3n319Vdvb7++vb27uLrIknWWxa5C7/B6KFmhnezTuQt47F6dzJKRQ8VM1oLs3axwWop16lo21T/fBSIaR6Eyc87wXss9QgXCVyVRizb1hDqL54YJ4EwqgG9lthI6aMUo1qbHxWSFltaMKsZgcQbL/5VGjkNWfnObrCPyS/heeKEZ2JXQaGyGlm0wiYRBoMuuXpj7ND/APKwX9B/thTI7d5Rq+7Ftm6ouy/Ph6en5Tz989+NPf3h8+tx11fFc9uNzFGy2q98as77e/rJtq9Pp3vV6E/hJeLVaXr3sPy/S6832aprzmhJ/09a7NI2y5KKoSb32/SlNM+3r86kYRnLCnp8+jOPpN7/691zHP5xemoojxAR813GStLAz4jCM6qouyoYAGN4LpkjUOSTPcp5BhFbUmYwsw8UwtmLj10V5bGo+4fVqiWx16JeLRAf+0+PZHhREaie2wuZtPR2rkb6FKBpXKXYnztziciIoT2lvsQSJhBaRcCAWsadjPU/Oah0ul0AoJMR4JEGnnlwWwC7h0LKg0r7KT6THagNa3BMYj7gisQ9J6myfZYGr6P2KvBMlLRmeEpkzdh1PArBrTyJ5ZXAJoxidxxhFKN3s7Mx1JJVRu52EtFlMlye4b5Eco1vhgJUshr4fIslvEFMMXUMPGciNGATAz5PhLNtsiQJxm2ZYrWNyy3lz+XyEoe0MPakHXYuIIIyMcA0sJrdvmYtJxB0uRZpM5ZGQYOiGhkrCw+uq8ZVaLkMP9hXvFBL6//1//i+tR02EWzyjMr/hh9akL0jwhfxkiKGZk3FDd5xWDpCS8xmoLb1TqxyzSqN0EZG3zktPsnmyDFbrdP98DAMy3FF9aNDzPt2EqCDavm67eVB13ngBdtW2HuJEZ8vI80D6tAwhyFr1ZF8ZpaHEFM6DlHS1jeNYESUEMo6DsqelxrJPUq3R6ly0Ly950/TLVXJ1taBz7sckCzx+8yGMDWKlYaqKlkk5xllN99pi86iKZrkJx8GRgpU6Kc5Cl2rs59NnxuFwzhtfOGxtPRZ5g1DAV/vdyfP8xSL2XCdbxUhTuKWIYzoeCig9yj3uS5wb89y2XZW3q1WKryMJ6qoPQwlKbplso5+cuC3SFOcMYZQK+Aq55OQvMXm9/7LLluliGR2ezhdXWbJgrJ+fqtO5XW1C9F0joXywbXxQA/tdwXcgB2ULOHjANtNyW2yvMlCQyH1HsOM+1/AwOPt9Tjy0lDzzPAXBHMdpPwz5ib9yGAo4dZ6Xm+R0KJ/vn+/e3YiRTzYPoxMn2gTUQEFomqaPI2axSWLarn9+eAnjKAyTp6cjUcKBPh3LbBm/fXe1f9pNQx1m6zgJjfH/7u8+jNNkPH+RhWEY7/e7Lw+f0zR9ePzDavUmMNnFdmtMmC38KDQvzwdHeWVVw7yEt5Hf3Nwt1ulP3z/0Q//L37xbZvH5lO9ezsfdeXG5HYZOTVOUpkVRGmO+fPij63UhgMyt47d9N3teXBbnoS/r5rRcrFabK2MWnz/9kBcvb+9+9eHT/4fx/Rz9+e/+zBmnP37/D0D4F7ddXy4zc3///fcf/3UcXpbV4fbiG8/NhqmPEn2xedd2zz/++P2peJrmaRHfrjdXl9v3w7DPi/3LYX/Oj9/c/PvKRxf33ce/KpqPobrx/GARb4vm+dz8yQK7HSfZrJbLxeXb61/cXL1P4u3V1fvV+pIYYsU2r6maMI7Loqibg+/F4+imaYiO0SF+YBDmg+fDqhU3ec103ENhT6pYFEYJWXyWt1YWHYVXB5lABE46CD3JmRYevjjZZMzpxqk57hph+nEXakgb1JI/18ESx8rue6pLKIG4t+H1eRjqaNPYV4hXClwKDRqLRJor/KLi2rJWDVLCm873+T2VcsoSWbUoyOBRSSgN5kM8bzNZ0oped6qrzvGcCdwL5xLEtmGiSuMNFm+ciNh7RCPYfOuiExeZKMnpebzXc1/qBjHvoZoahqkpyO8aWi6IcZyPx8qZnTDwowSghQ5Qo1nboUViFqd2tUnHcSqKWrErIM5bhJrSRcwTB8sEZ6iVkSdaNU2HQJkeMwiXrw935+SQRSG8gR6vHlNqoX/I8d42g8EwoAEeSKWuCCT0fUOkDwQvmi6b3QyOy6JWxAuB3NGZsfWKo906d6jFAckNc3luQDcJhptAGkmQZ8UqBElLMBYPJrUXSt2WoUDbQsKwmGmS2bE1uh0kQJsGKRE5SC3gRww9V6ZsEvr8WPtaD+OULUIlC+p0AX4Whopso4EFMKGmN2CY2HNUSudiuXlT3QxKYKQWkNN2I7AN0cSO+NhZ3fMbovVgKZlk0TwzRpXZtp+lYZQGSCu1N8nopCnh+8sChGGEnKjkarQN284oCqIIgLojN6aEAPE9ydeAJ8TKDhGweVgoyS43zOyQ6UozGUV+XQ/CWqXkJoqd20Gicq3wHgUvCCU2qy5c77pobC5fca6Y2xre6DDU69eYYwSTnAFWacmSnJwD1stM8fEsdBhIRxOYoRt8nlunPNc0ZzJ3DSNO9VfGY88rTy3V4wO3TaI0yeIkkcFlhDnd7TteUt5ZifclYQI6GjU7RQ9xZrxSbA8YOThc6iILtVI6+1SIWonHWimYYRR/jHjg08LuEagpf6VZ3Kc8pWz+ZPPvRAErvr7HhGPLEhP5KGkt49dFsMPgAr2obB7GuSnb13jJARmFMGC5N4XnBPG2JObXqVEqjWmi0yzqu64q69Ox9JTJVhEFBvIoJiyAxItGQsOmOMqQOsxoiou88Dz36vpSVJHjwDQAda7vqXQRH3Z5U9dF3ipXN10ZxXEWxy+Hcrk2I0SupMiLsqrieAF7phmb9uy60+fP32XZehqnKFm//+r95w+fj6f7phnXFxcvTy+b5a0Jo6fHp7z8rqh/aorwWHyqm/P7t/9xYPTHz//mWP2tuAGj5XK7zN7cXnzzu7/4j37562+2200UhRkxM1RuDAEl/kdjPwHMKEECfEe81UxjbI6P7bhY4/FrqEDs/UWsKGU3/68NzxjEOSzOUkY8vBeccgB7OZ1+Rol64Itn1XctMjC+PTETMg15hawgnWDGhDRO3miQzlaGLQF94p1uO3ErcKARHiuq9b6dXIj/whMSRpTQTWerG6TODKmfGU7JYpJERGYZzjgPx0N+Ou3/7m9//9f/7q8+3v9dVQMC0P5VmmzrounGfPIOWfTmP/6f/C+TePFv//pf5eXzze2bP//tP5u65OHp9+4c3b35GvL93JHeqp0wNGmyfLi/PxxOb95+HQTK9/22BvEahNlhd2y6o2f6y+3XcRTzA2unqpqhd10yO5rALH3tns/H7eZC++yg0EmBEGNG5yNiyh4+f9Ra3d69F7ZKVJbnl+en0KzHnuVEU/U+ahfk5ZhaQz+ihWPcxmc1oOLxlJMuItd198/FNJAt5Gl/6vEo0dgP0+nU3H8+Ou68XMeYBiRFLoq8smyrYuh6wjyjyE+SwBFoYlP3ns87GIaBMa6RDIqyak6nxnVBqVluBZxFoKWmzFucut00Ybs1i1XYNX3bUNCCcVbuYhVmi3BkNUr8uLAVXcZcHSYm0SFzYMKR5mTAY1nmrWSuMxSTEkimesJjs4AfYeGKUJwDnF/Wt50Glo7ksgOuRlNal23Tcp+akNkfqhBw3nMUk7VAsHOoBedB3ixav1BSuLvBkJWNLZ9wcEkkko7N6dhU4aLHccDX4bX0q7MfwIBxp/nm7co3/v6p6Imh0uTyzQhqG+yynhMGgRT0oOHkAmYiKE5u0ULgbidaoGkbx0FajRc4CSSGC6Od+KGJuPF9dX2ZNjU+vSDihyD5CsIgV7Dv8SU1hJiHEqk0ZlkSRdoB69fJgN9PUpMf26rqs0Vo2QmWMRBEZKEOI2JZE6p5wulihSV1xZUWp3FT9+48Z8tAa9BSzy8Vk+zUsuopAYYWQmk/TFFkktRUZV+BMBxMZM2gdLnY8yJovUZz/wkhivBfUSKRIWMCrqy+HauqGYmIxSZk/RUyCLZlE/Me+wBJQisrO8nU6iH8hPp0qB13vr1eRJGWD1ao1j4XWBxBhXl5zg+7Al8Ps093tYnOp7oq8Vwx8CYlyCXFyHFOgOPGJI2GZgy0ShdRnOrjS7U/5MtVOs1QNwcBVSVpGEf6fCzCOBiJcSONzT4Qh2PNBm8V9e0YSx0plDndEEemD/vi+mZZnlsUp9p9fDiutst5motT0fdTtkrIuarG7WVSnOuQ9DYPMLqaHx9zT5k0CxnYDdNqkzRV9/njp35s37//1nGQV5V5Uzf9xdUqjgNsJyhC3TiK/vTH389js1q91TpcrtJjnjOXkzC2bBEWeXM+FWFkjoe9AGAdo80yW15dbzw1F9Wwe3l6eXzKFherzfr5aad9L1stz+ccUNswpMslRJB5zk9ctKfTwWH9HIxDt75YdnW+e/mwWV1m6/X+cKrA6Yan/XOYeLc378BjNkNgsjJH0953tecFnp669jSLE8Y36f7wsFhcv7zc+x6I5X7MPX/2nTTJkmk2Tw8fh7H2Q+/Xv/wnrqO+3H93LvZj72rN4dh1u+3qbRRvng9/GOsor5/QqYZB4G50pMr66DvhKX9ardZ9PzZNd64+jOyOzkLxqj3HD8Pszc0vr2+u42T59fvfplG6vbyOKKsd7UWtjL3BSUUaWxS7kZEJAthsIayYQNSVY98jWZ/HKU4JSz3sTkmWCWQC5puEpFn5jIzWRgQtjsvshryWBPmBogClMKW+dZQs67DHyIhd6k4uDIotsuAgFvr0YVzzeESt8l7wGKyaJ1nuWaKaTFuZJkMbArWCUJ5BLEW6JMWL1AbFj0DntMGTJuMbrYT9K1o4INqSZMous5Mxk6WhSMA6LyxcNc9rK3QjkjiHRLXHboTw20Qc/Q1IfXZTzPCA2SA1nYU2DnQXGPIrCUBSd7k4xTpoWal9EMh5DZtKFlk4iiBpiVHBWpWsLEq4lECaWTKIipWpECZGq4ySwnp2pha+Bbn2s6zgrO9IxJCOBZN0xPhg9JqmKckiQTdJmDIEMSFnMI8XIZMVsfP+0pv5ivmRZ9jUjSO+PiH7zfC3NHnlQigd+46CVYyaVPBCE6EPkyEiCxP2MBLA5Qn7l1kp8wu3sYMt4XbwR8sA3jL2LCOex1Wmldit5RfY/0hNL7EfpHDQ44lXkDJd4Bni+5edMkkMCeyBvqOdEM3MSPi3qE8t2oSNViNhfLOFOTOesyRDFI8S7kYp0LOKxNyIBQUKvI+UiTBY+dkkUBL/EvNhpgWe9bCNTEl4JISLwwXXA2Ug3hVrql2I2eDZaaB/DhNTFYBA2Gl0jHjHYWwl8XzsGUuHkS7y2vP1hGuAZa1Nz3NdNI0/o+1ng/KJMa/HCg7OPml1WcQiqEO0L3ZW+k/b+4m4VYSpvHecZOLiRsgq1De+eo88WwBOlIAoZtuJh41xQxiHvCySRisqPlHgEcnJ4loEw5TP4sfjO2J/IiMMfol4U6Xtx/YJ3UfMWHRu1ubJ8gfP6iydvg2tsbSPeXaCiIW1+BVBeaMwZD8JQcv+6zQMuH8xwgPJlyyZrh8Wq5Atsaim85MsSnzB25JlVclZIplGrEpF1+c6VdGgLva8YZqbolmtYwEyURDLCsupS5SO6SIKIqVN0LX908NB+36SRhb9p4F8znWNpqsocjUDXemHuqnG4/GQJuFiuZZBjHwls7NYx205PO9yV/Vad8vs0tOmrmpF+GF12B3TdBEmii+hV33fpVk6DaRLn8+H/FRKoFy7Xl+1zfjly4M2U980QcDm+k8f/y34OvdCu0Hb7cv2p3N5X5b7Yc7Ff7qKo3CVXL95d/P1N79dpqvVant989VikS2XURgF2Nt4S37ei7MAQQCs0JvJSUiCC2hoUX5Sv/L3Qu6rIMNJukzwczzjgF7gNXPdkvMU35oMu1FFMRwXRxN2aVEZWM2nHRfxP8vpwR9IkSZKaepQyc2eBIBnd3J2gEj/xh+K0H0a3HHqtTHy9DLE4ERHeI9nz66jqc5Jzm3Ox9Pj0/3puP/w+U9P988fPv3Y9sUh/+ypaLv+epy8ZfImCBbKc58evtdednm1jsILV62cqQnDaXO59d1EKCNl3ewvL97XxTTMzfG8u3vz3nPD2Zn3+8fFamVcf7vdmMj//PFLVbbLdQzidyQXDjlFEJblGSbFpGVu645jX1V1kmZhEHieoB/KIeIwOSVRvLlaVVVz2hdBGHve6ExunEXT5BRljXQi8CjJTi3KhTUNXI75S8asqHI4F6uqY34xDot1lGVxmXdd21niA9+IVnESeMrJz9XLYymrPEZyWvM7yynLN5DDz2y1ZlhvK1sXlbjXFN08ujrww4iDsSEVc2i4EXmWlpsYnNHQh2GgDYEClhBnN0zz7OQUxkirogSouRyGDBFgMiFFJHdh6inbEZALDgopgOHRbCtWchzavtP3zP7IPeJI5LEyiMZx9oqyHtk5I3IxDJPoI6mMsibtyhJfbhgwZxQ1EEoc2+sS8yYzOKjmDdndwPnK1tPyg/CF0jvIMhDhYc//CylfOk/mKSgyHNTs84ibYJxk1Ks9InwNZBPqQwb0I4r3/+Y/+xcSlCdJr1hL3WwRtS1tngAMuPlECOt0dSOjdAbYQYg04rArp5lMPNrxmQNd0nVc8P0Nvh5yimZKmTjxqX6YlIznU03/AsdymkeIWNp30yyyui+udjGCR6Dz+0YkZ7IekHHhONcUVTi8OdMJagy0JvWVeR5NGWYbOTG9i4sESU8zdP3QNqOEoDj7E7tOzUPsGzFxivfYLcqGsjfwx2mqyn6UAVUQ0UrhMrUkPNnycwNpLwh9BEUJWecCgJFqYyIS1wTm1cBKDcThg9BLkBKFTPWmURqzns/cM975UMapub1ZlSW5DBgIG8TxwEoJbEEiEIe+MVArwEmH+nwqndlLCOsj+JwQxl01znOSRYFRJpRNYD3EsaaRncYojKlyhmGximWjMufn2sfwwG7akWAi3mHXqeuel9CHaDrN2N9FnuSez6wxZfxGeL1ksc7PT8cwCrXvYbvUgJ494+anNo6CcRoWq6iqOk85Rd5+eThmWTIgVZrTNBJImHl+2tUIIRAEumJb4lkKAzU5LXVY63rgaD/99KOnw6ptojC+2Fwo11ll8TCNpzNUOkW2Kbjssmzy88nxnIvthTN7i4wtcV12WN8S09Vd3YKWPZ0qW1icdj+Gcbhav10ukoo9YLNcr07HU9ViNJ2mNk6C5Wrx6afvZf7oJuk6SZOhr3fPu8Vy5angdNob33/7/r3y1YefPu8P+yBcvnlzscqCH374+PD0ZZlFq9XF+Xx2lXN1dTV048PT3zuzS/xueVR+OPV9Ve+mMVwuLptp51C0Zcfzp3E0bdvvT7+/3v4iMMuYYJB4t3/8/PA3ytdT73/z1e+meSgrmFr3z//gay82t2V5iJNMa+9l91k2S8BB1Dx2zjNlt07idJFFmyAI42R5s/nNu3ffvnvzjTbY04U22vtejBwYQUJHx678Mi+0CXD7Mi0Zu6EzvjFYwuDWIvwAhaxbmI0jSHVBv8gsCrgfUmEsgKTzDcRqs5/BC8qWQHHjjszGIrTWeprQcdl4TG1Ts8gQRuRITpG46ln74z+VZC1BCDBdm+cBVxenvMVeSUYch7KPcsKGMVj72cxh5Tp12Xs+UTZM7ibXM16H4JOLoe8mTJ4CUJGK1oth1bplDSqQil1kRRZmSFELBxIGjCU5WQM3EjI2Y24UivRfYjBFJ6Z7QqshkcgQ/xWK03UYtAw6dsgQSRJYoeZA1wS9UeoVH197x74rSWMXZyYnhiQO0bJKBg13sNVTiQvLLyoGNJa5JTBGd4Lm6oeBb0I2cvDWJ8eEvqARJvlCVdcM+HXhTCBqkuUhrz/rMqH5kdLcDS4RTAZoUNt7eJu1DsghkIgCTFBW2mqtkh7dDXOx1wJO/jsY5fLPrRrKKmtwPUh2lrDyMDq2dQMUxlXUythvXKCFztR1oirkAeYP5cAUeZjyPWKd1cy/I9R1ydtVswOrE7ErsHjYJ5JDK1B1+SrE38/qBrMbJg08+oKmAG6ClUwYLTSUKPa5s/mxfWdmQAG9sOvEHOvMcRJZuBarDJDRKHaQA3kqJBKAi5lCX0oQvjHqEr8jL358XXDhe52Nz2qoZ46OqaMqkK3KYlnUa6Q4cU11TZctOY0Ft4gQcppmW0k0JenRgrmWUbR0L7bNE3YgBE78cBIHzNBaCJaCDZLUE2momwqAukR1E1Ykhg7R+9o1MY0yLT0lpVD4geh4XHxNg28WCelA8RcEiEfEJciNOQ1s2OhAZfcr16U7CL9BFrUz/XjPd+/iLaRfE0UST6bjkJ3QtgPLZGIlYefa3IGBf04hmC5jSaWjBZBcInycvaBHZZUksWysZEkKkZX73JRjnEEb5m8UaAHSkmKKkQQFGrMkE9BXnNgz8xIJy9FNEhKJTegddmVds0vn3aQSIPESohuOGFTxROAkxEo0VeX7AU0mJkMJtxuYpEzjdNiVaaLX2yyIzO7pYN90VBh5qQO13i4Pu6KsyiiMD+ezmnXKdRb1snvkLRv7/fM+zbIgpsVSbuQ47ebi4nRg6yglbKPI3AqceWqb6f7xIY78pi5N4IX+purqMj82/dDUlYag55CUEeqyevnppz/ujz80Q/7m8ndVvzseHxynCYNos3pz9+bt1cXd25tvv/nFt5v1Nk2zKIKdINgnVml91ys1B1FgRcmoggVsy0pNJhmeSJElLosV1is1TE51edwFwykvpNTdiDZZ3KHGtNY/+jK5ICzfXuSgqGcVuyYJj4H3KzMpQV/IZSFsdmsylEB1hpLYcoWjJHZBAXrN6Lc9jwOWXUvXl2Xz8PD044c/fn74w/5wf//56XDaBf4Fg6RyrKbPi/itp71vvvpnWXp32r/k+d6E3dt3X3tqUVZ4+zfL5fbiW9KYk0RYGHV+ypUHkf7y8s4E4ZfPPzWNV9a7zerN0LeuM7/96uumaZXy2rZ+enicXLW9WMxDs1xeODPuOM/Xj+DowkW6TpKg6wdP+V3XSghwkh/LMyy0qavrzTa6uFj3/VCUZVMNURwvVgGR98NcFu3pmGMM8L31KpGIoJ6V4ATkwvfdl+c6TDRHVo3dG9mOeOroBdBDWjkP6yjtSwpO0x9PddMM19fJNMxl2YpogsYJLDb/JsaE5SaSaercDfPhUMPWoisUtxv6zLYs2DRGRLghQgGKw9YdoUFxqnjFHM/TDhlgkR/G+nRsZhdv9iTZbOg2ubA4x41h5saDJ+eOeGDJ1GnEZyGsEI4jkM54IuaybsEMCM95Gt04oT0DsxlJkHU3aAlNRSskXl9QwGLj5w4F8kaWiSCYGXUJjYQ/pmlH12OKjRFMHma5kSmBCBvMQuBSLIRGHXp9S66B0X5VsEVkddlCSzGisfM8XAzj7CyWIQvnfnQ9gDrJMuzqkSHX//p/9X+2mWyKsLjevgZcbhI1Ip0lgWAMBlpixH2PvZ/Lp8whJ5hpwm2KMsc27fu0siHHqIRmcFBrXy2ygOR4kdrXDa9dN0xJHKRpgABXrtJhAA0KFE7+niIG4Bs1goUUiDBGGlhn8srLIUsJGIXo+LuuOx1bTSfGV6UxF0nIiXiAcVoDycH/1HVTQzo5clm7eJVNPUeKyI6nMDQxk0sCi0QxLosJLG2m402DamNZ2BQxkjAmvg7aY4Nph78ICAyfgPW+H5fr2FVzmXek3slfdpodMmKFuTH00CM85WarqG1GIr8GRFykzSJ+0840JamBmI4OH9/g0MmNqubzuSVpPTT8f32fpBFWmcmJQlK86qov8nK9SYMgyM91ughAsPYDzIkO8c+EWNQLA4PGqe5O5zpLw9U2Lc5VXXUvz7swSjYXy+eHJ8pz18uy2LrlecK4pFV+bpbLSGuAkOITYLtF5pj2q7IJQ621n+fNNLuH4wmkQRy3Xe/7U5Il5fm8WC9Rtsxq95y7nnN7c1FXRHHPylmmYZoERX5+2ZfLzebhft8P3cvTp9ub27u377AksQ3HgSlBLkFVNZ4xmG4NbiL2J0q1ZbtcJUvmtTZqh23J6VT42jUYi+vZUWGU5sdidsfb28vJ8T99frj/+LdJvPrFr36zWi13T8+Pzy+Do4r88P7uF8oburZarS4dz/3xx/u27rZX2zD0z8eHOF4k6eZ8Kspqx7C/mz0zREGi/WCey6eXP7x78+eoq7XZH+8n6M9zVw/pYklxO7ZRnP7ww4emK7I0mXvf8car65uhdw/HPE2zwJvC2DVm/fj88ONPf9M0ZUjUS7DIrjj+Qnd/fNgfnjfrzdX2z+vWaar9/vBd3RVJcOGiBahx/jdPDqmAMSIdpxeSfKI9s91+dX11G8bBN1/9xcXmNk1TURW6AcOLOjSRDsgbnV1yABE2OGAkxNo0RbHj+dARPCu1R6QGQcH6oCjc2XugPfC1KYua0G6sNbbEhHU5DQTKdX3fEPsBGo5wMHgB2IGZ2QsczG4nXsOjHeYIqOkkJYmGSmiUsrWgyFczNwqXtGw4NMMmqk4lXgJrKpbAaH5C0C+2cBd6XtuPtYTDksWnFatpiIhDXVKoSe2IptQTyT7LgdERc68PBU5wK2xJPRYdXTcGAa0auTLtaELrC5J0BIOuRnoeVo41UGv0lOttLNb2sSrJq7D7N6F700tT5CA3QosY4LJ34TcK2qrvmHV6rhtHJrCJF+I9k3SKKUSvMYGU8H2gVYzGTbYIqqod4AviaZGM05nNIYt9LE9N20n8Nx8o3wRTMNOxiKQgs5gcz0ABESYBhgq8nSDUEO1Lh0A3V1fCD5F8bPoKbmt2ttzyMnCVdR0FYLpkkm1dhXIFSaEv2Ge75xlHcib49PnqKBDt3SGowLGuGcqKEJ2fT2KaJXOavHt/gLUMvYNB5PAK1+66AXmzM6MoYn/IgzfyW6GfQdaOP5ByQX5L0bLODpnC02h8n3ZBwsQ0ohhN2yluyabBhiFmMwd9huz6LJxQ+N1TnJBQys6KNwG+dQ+3EPeXwGkYaPKVi4tTeZ4URthUJgHEKaRE9M9hDBTOClBd/pr8r3ircU/J/FR6DHCyRJyxzJLuGvMBmEcAS5jhW1jhzP7kF/CJ8e0IGDeKUUqK3VFcACwz2XQC+JnmtmppaFHYDhACkEwz9vWUB2VNmkLJtUUyLZI7+Wpp8h2ZQ85SKfKY2uQ3AO4IJmcdqKGDdc7oJPFZ3iI473xtxDIkYF/7f4QH6PsqDLg9WQbKalaY3oyKQMuKsVDgk1SfShPyTh8Ce4PL2s648ThAlqJzbpo+DHDtKtcR8IRTN11x6sPIX2SG0WrZ4jJSXlkgSh+HMV0E0+QcdgUHy+D2fRcGOktDhMpWys6KgKeLRTm7iPbictv1bPt5GCCy9p72kyggDJDFJkdTloV12TdV7xm/KMqmqb56f+06zuFU50WeJmlAMpbDsqWsA8l6EW0O65wsTaMweHp8maY5W22aqklS3bWosvaHkr++qubJCeOkrs++Z4I47uoZdVddD1ObxFvt+8fdJxP5xmyfn/dDf46i6MP9X7XNcM67TfZuuU7y6vHp5Y/708vsnNLwhtkKEMfg/VfffvPVb77++u7i4m6zvkzTNI5DlJ/dxPGJmgBUBE86tHXRYrge8Z3urBQNMxWCzL/Q40xSI9NK2IA7mxTPfwTNIms4ecA4Iuj9Bs+K12W2zZ9G6QRmQvYL8FssiB6UYj+DXyaTrRSgA4eYzdrzfTc/l3XVvjzv7u8/5uXLl4cvj/cPn+4/7k4/jlPlOsF29c3bm3+apZdlXfhKf374h+vLr6NwLQ5A3/W69XK12d5V5WmamBdMg4oXYV2+jMNwc/t26NQwto9k7hXffPWb65u39w+fV5uL4lzHUXR5vTjs8qprlmnqe+Gnz1/iJGamZ7ww8M/5Trl6c7HZPb10c71e3rnjWLXtcpEOU/fly8O7d1+JT5gFVFlwMy7X8dT3dV07s+mH3nEno5H/SASFfLTDFMbMZ/uO5U1DkmTtKSeOw0DC7i2p/nRiorPIoAKGGLNRiPQjwnW7UBDNmr97PvfddHmzcIRRLzK6Hnu5Ut2AGYp9VMg7jiggJIzBDiJFT/EaYMhnNkyrbQx8srTzXYhr7etMk1Lc07j7ZlYjfhyKxxtGGretwxHEhEhqZvDWEjLpJWnguogLPJouQgHkoEa5SgwfhT6/zBjNFStJP4MgkVF21HZTxU6PFZHdJxOIx9xQ/lfhDKOd5LGEEiz4dIf41gDZvMwQBXDH3k9CRzlrjCEUrWs5bYRKwNI8itVEQBFPZU0oBeJPTHTu7PpuFJqQnCSwiRbpPzOc4lImu7WbDvvK/S/+k//edeeQRs20DaZriWSjuxh6gZLz5fPX6wcyLtume7x/CEziUdABdpeKQPwSxusdpzi1vu+Ege56vAHjSHKO5GLBAIxhmzKcPB3LiqtijoJoluWYiDyH/NjAhJABJxoeboLXwM0QvgiYuyqHEYmDBcMl/3x2XEx9spMUFh/xEs5r9C2eUSuKFWMHT6ooiDwGdcwfAeAo16mb4Xxu0iwII40tzVUtzPpXa4HNnBUZErOL/NwOGIP6LEsYEmPf91yAPDbTk2sVfALnzBQlpq7706HyNX9iVeJsu7jKXNc9HCrZWMpaQDLNMMpznDn7l9JaM/NjnSyknRex0P3zYRjGd3eXDGO48AY8G107O0MQxl3DPC0Adjp1/ViW3Uz93XdNJ2EEOgy4wFhBuE5e1Ep5EgfZuT4MgCiAt8F8ggisXuwhREokYoEFs250TZgegBGc+ca7uEpnd24Krq3TAQOeL3FkXceb1rUdlVPXd207u/ibybz03dPh2DTVarPN88r3TD/2DMUZv/V13Q9t9/btZRT6u91+djztxy8vRzr50G+bKo4yGUK7UJvEIUDCGzoLpyiaphmLsqiKo0PrZ1arZLFaDN2wXER5XhVlXzdNGDirzdJ13N3uRblhmXekCrdNvAiafoxIsWvjJIuTqC6Kp8fHYVS3dzfuPH28//766ub26q1v3Odnkrxeh5DzGERqGnjV/RBoYVV15+Pj4fTTt1//e217cl13tbidnP6P3/3V9cX7INJl+ZItEscd5y6dnN5VU3meskVSlrviPHZDsVndbK7W5/zR+FGRV/cPn5fZVYgcvDienhyEEPms5ihaXG4vHNddrZfPT593ux2CMt9sFjen/Ete7tnM93MSrInGmZ88Nzqe74dpzPTdqf0wzieh146e58ThJgo22WIVGXN3/atvf/2r5fIyCRdZlowjgy7BpvO+A51L0H+6Mgw1QeSiyxIjXEu6g0U9uWom7UNwpnaIpVzfolD413DsTMg2ZYilfKWJV6ETA2JB3rqCDeA5WrNKUj6jBOFqEmlPntjAWKStuShkfyKxeSwcyFxWvvQFQiLsWgvXFniA6wRxyHYIaQCqTnBjoqYeurFuwE2ZwItSkGN4yrlX0LEjOhOopnj2+G0lHcHm0XOGSEohxw6xNw2jOzD6AjmUmDebziQWKU7lVxEIliqBc8mlpXk1Xa+pWW9Q8klZYxWhggChD6bjouinmu4lCQ3rl/DJAcOQDE6rDEeRMaoKEzOiS2kJgZzGHl9ZiCtdgJzimaEFEGoNQczC0aZQlkG43RJIMARZXTajT3V1GyXIhJqWv82rZkBI7LavsPKnV3G75LDBhRJkTUiwAX9rJLhsgOhNJeNbMRSTL132vT03rEinDI/fgJvUQQCGWx1Psl1BsQCZBuF8SOMXJfzdhp4fQ446L4hw8lgXKNJEvjNGrdyx3ty3jNXAQkhSMONkuZUlLxQIodyyokADWcQPydpQNpmY0Ubor2kW1VXXNUOWsd9jzijidiXjS+mj+CrF7CorWS4XNnjyDy3wj/UaHGmJpbYQgoH0SIFY8GooZhlMYfFBSVg5f01sckSAkO9nQz1mibhgcsqiG3cn2ZvijOPwxNzDpxBGnqCVRsflTqSlJAwJgtqMK5XlJE4GtifoaW0KpeBqZWrjWlLRjNqiY64qcbXsbYehE4GlLG9FHoJ+1eaw8YhOvOwOK3p5tsWB+brbpEcFHCCxeMp1TSDbeIGCCnLD7oKBFmA/iTQRmkpp5JoWdsqgliWqVJDCrVU+XzTEV2QHI3WO1f2JCgD4isY2iWHbF4RMWbS25QMWJ7NXAlegr0lMiy8LAVluiCUYqJt9mPmf7eHHOdmGkUkSAzRoGPJjHYY8ZuTZSu8bJ0ZyGmbfmL5D1mvzDMhG9eD6lOjl2s12ZbRmZBP4fT+c8zbwSfhkBsL7jxk7jsPTqcKmERsladSe5zYwAuogDLsOm4ynQPWgRpyVbxzfmCKvmFBp//H+2VXT9mLtoQGe9oc6W4eeA4h/ngdnHpq22O0Ow+CtyZNolTcZvWqa5uOHPzje4M46Sa7un/7Qj+e2bJQXL7N1Xn465k9F9RyGrvb1anFxd/vNenl7cXl1e3t7e/1VtoyTJBYkLKPArsOFJeMhDlksvq9aTnbIsgaU4kh0CrZ5k25c4MxC+OF4l3bOrnttOJtk7THTYXWPoKknBZ7SFJA7+nlhBYnyguGR51Fhz+5UFtXT0/1u9/Lp48cfP//NOT88PjwyYJpS5S3a9jCMJ8ed/uI3//P1ats3weH80fPMODmr1cZ15jTZemp05n69vUmiZdfnOkiPp6pqykXkG53Kft55ePjgus7N9bdd28eZP46t646BSY+78zA1nl6Gkb7YpMTV8/o3lUDg00XEPpyZAjs3EdcExal+eNwppderxNOQM5t6KPMqislSlsba6j8A+DHf6xrlBWXVubO72iZUziVHj481lfdCZnxD13a7l0p5asV+Ty+WIPrqqs2PresTXJGkJgjAsPFNMVgffv4uaHjOx9pGE6HiGSeSjSRk1Ro64b05U5LEsxKSClxrUFgUkJEfRuSyCg6aA1OCfPg7CPzMaWvO5ygJCILjYCIrjsAwz19t4jjWY88yo22ntoGbECehbSY51THLcyNHCfPQIue3UK4q81oHrOuZNvqvfjShN7/yIB01txXHJ+HmFj8kKCDSYsQHaL2qsnOyYmSnrXuqAt8v88aqjfpuijOWn22L7AUNv++LmN+1Ikwcy45j+DSoKJRHlc56fKSXCWQyCCqcDxmhHGzkwLBiOTYOPzlZxzY3CLAQ/5GpyH/9v/mXwtYbskXka2f3XHYtDlcbrEnWHCJ1xqiEzHYdNVBjYXQs35KEGHS51Kg/Ghl7R7HR5L0SPSwQ3lc9DAndBi0FmQwSd0nXxG+LGjVJaUgktgs2pqALxAVvpzgMkWdfU7oN3cT6KJAaSBK3uLzGKc2CNMUcCFRT2K8W9jryBNBNNTUSwHmC6OUqJLbwlwIdxVydXdfnZevO9KVK1MlC8WLNKjJ/ErHCwMffSbj86PsYvpuay8geTLA6MVpMi2XctxCU6ZRkwztMbtd24gjHqIPrV/TN3BBNa0RVst+XSqGStdC5TuyY5EXWQ5QxWSnOje97zTjtng5ZGgeyRJa8r5lE+JjlgCQI0aP2jOko5sBgQNzpkWUTaIJEL44NSu6ybls+2LbpJfJ4cBkYqyQLmroryg7XXxzMI8bZgfjvZnJUUeAPdZW7BrFjEx2n9SYeJ+d4KKeRUTQq2QiXy+w4p2PRd0Ocxn3vtFWzXIVxEnHBu/PuuYRp1rbYchGjU47P+GdIlRgntgpJHJZ542q131VxEoaxX5wqPLjLSHsUf1Ec1GLFFMkxUQFtR0aF7+sG/J17PJZd3W+3C6VG1/XHcayqXV1Xm+1tGKaINARf++H7D34YnIsuCqK7t6BcTqdTXTXn4+O7t7+8e3v1+dPuh+/+9NUvvtH+bAJiaIq8yE/7dAG66unxxeiwrsuu7W7v7uSsbPu2cFWYn0/d2Nxc33pq+PLph+32TTscm2b3/s2vfWM+fvyhzIn8jOPLYaqXy/XY6+PxMzxVE/R97cxzGC0+33/o2uPF9pdNSWR9liW+Z5q2bPvzPOqXl8ftxaXn+afiszd790+f317/E63d3fHD11/95vHxc1E/e0oPQ75ZfHP75ts/fvfvyuq5bSsXoezqVL7kzRflpFLX83wGBrAnBaIfX1++vdp+e/fm/Wa7WmY3UZiFvORh151luzK4SidJTJa3oK60IfFFlPEcggZFO6nHhKW6WkCOdBfjOBmW+NzZQhD2+7EJo2QYnKrsleMQeWwhgbK6HycwKuM0ba+yJNXFuT0da+l6xOjlu6Hgpet2qJtOvJQuspZmRMZMsip/Fr6LhuEyqgR09pwgvucKAQVfGTN+duq4l2lx0YsOIhujVJ9GeloTWPUL5tyfa0cqVCtXhNFPlBlNkAlomYgMlPxixEeSIAp8lZKUtUyMMJ7bDiez6Ak9QWvyv8rUyFJekGXyO7wGAc9Mr8iIi+NQOR7vpjVUigDeVRKcANiA2icIdVv3BmCSTZHiJwlkjoS3jv8rn6+oX4l2JdAW5UK6iARiyf5BegA0l68pDqLEk8ROpDJxrCX9XAL1RJzJjy2OQBh+0i/ZeR+DUuG+WKUc/gxqFwn94CS3UeNCWZFPVnS59C3i1mHohopVhJ5IQljSulnGnz6OwvFHyykZRNpruhGHtMO56nnMhi2gUuDs2HXgnbJaobi0HQBmPnduabQER8kFh2AkyiTitu6D0MSZYepMSDdjWkt/JXaIWSwPXgQH2+kGSGN0eLI9kA0GO2FaHZ4dEf/zFmhRmaIEJiuMBQeGUkYkLJbpnGUI4pjAa9ueX+75RDmHpDLaHlWAezP40wGxq6zH+Q4k1I6PtO1GWbb7WYqRdBgYJCsFno6lk2Q1CSGWnB7le13NXSb+Sgu4nuxWvCybceA7DgLPAHphVGF/Q7FeuhLtKVwV9taYgYWQwR9HaLCv2vpVHTvJItNuHW3JIRWjndfwmbDAGylZ7PNscxTlzA8x3r2OUbDashzzGCVYRJBEAtLS27rFcWQWI4mXrPjEH8jkCJCkfDyygRTJ6OtvUuNkoVWvqk6yNGiXPeOeTy3bNl5G5lmEIJ/wIDCLAY2DNCgA0yJjDrZ3fBAe9PKIPK4JqbaLx9cp8tpxnM1FSmhF67ZAxux2m2lltgjzc1UW3aukkERERl59y1T0dKoSRgws8aSHhwouyWm0/HC8p0lEm0w3PN8/7Ku+7aMk1IFfnEshT7qrJYf28ZTrSBdssZqbm2vmlWXVdsPxmFdF7XpNmm2SJEBc7bpVWZzPzXZ9aUIi3XxPPT781HZVHK8+3z9V5WmzufX15Hvh7uXpcP6ha5yyqd/efXu/+6vj8WHuwrz/0XH8VfJOK3dzlV5sbt+9+fruzd0ye3tzc5Vki8UydcQsiiqAHfqrtBgTIP5tS52l++Wbk+qLWZg0gTbpBw2xhDxyXCBmFk7y7IghgOfcJoqIjs31NO9j1zt5eSzO+67pf/z4px/+9OOX5w/7/ePT42PVPwggzVXO6mb7l9vVV64zH84/mFBdX/9yqNM4ynTYtW2TZZe+F+x2X0wcbDcb5YR902y3GyCxJpvGqcjPj08P28vt7e3FPHrj5Dw/7uomX28XRf6YEtGRtN25bWbjp9R8wXA84DL4zW/fjc18OheH08nz2RuHcTj0XVUW11fXSRbvd2d2Nm03TerqbpNl+ulLXjZtlobLBWlqKIdlFmLVsyKSVQjRm37/fEaEA4kaMgpScR8hN7nQq7gqGJfKB4WEjcwAjXDIZt3zxlO+doaugbuEIt9xWwZSKAUGiN8+aducl1wZHXffqD0OENpLD4o+lgqymqa2Yq4XxaapxM6LhB7ZIFwNOSXqqlGOkyxj0Md938FTkO5NidSF+w48pscBwlVY1b3shFnkmhCDiR33hZGcfzweDPgQkiAx4F2zkTyWAyebedSnQehDPeeWES0bCmSZ1oEBsJBWTnKM9yTQuoNcRoT1Kbc8N1CyyXhACYizmhSDQeahSrhipJ7xU74mSDkxcyIE/CKKZ2jBrYaQmbnrayvpYrVA8ymEm7KAuGEDkCx6uqexQmpPHQLuW7n/7T//F1ES1GXPDMD3GMPRC074IJOgb7C8m0A3uOMQsNpKThJ9+TpxbXjMiZFWo6hRXQPf3xiSezCu9HwqnuHHEty5IKfFGk7VJG0Ycv+6C8Mgwe7J3SnTTQaBx6PkSqs5pLulAYOWi1fbY24uUwLUB9JNy9fDmDM/NwS8SIHHxlNYo50I3JXmXrSrv4awacy+EYxvDtq67l1nlozUqRKrN0kdsLPR59hEL8toEU2p7wceazTSxtiIgvwWdRkEMyPzzkAHRtV1V+TcqcpH7mVVYTYq3bLFXRewIcCiEiMcQWG4HfiIoiRCjiiayXkadWAc1y2LysIwGoEcrtbJKIF7rotZyHos5QJj/4ujUiS4D4/Hhs4w0oEXIFaR3UXXty2cbhuV2ghlOE7NYV8dzsVikUiRpKIwSDK+Amd2qqKeyQ8xofh/DrucMQfJjX6UBsd9LrYiapcOE8/U1O31LfoE0gIDbUI4uX3LcZ6Xtedxi2zXWyClgZcuwtOxpOxy3V5QaZH2Y9pg53RslHIaSb3Pz8f1aul7lMtVUexeThc3lyKens7nyvfV7ZttXVC0Ns2Q5/iZskUSB36SRBRUMqPqe4ABSnlR4oeR2b2c6qYvisF1ppurpTHT8/PnaYo8HVxdbAPj3z8cnLlVOn58fPa88f3bO4fIHb3f7QXr74dEkTbnw95xWJbGcRqGXlUNp+PzuSyiYKW9wQRTmq4ZhdblenE5TN3jw4tvgv3pSxJehGEax6vj6cvL7imLMx0MWXYZJauPH/7em43vh0GiPRWOc3va557v3lzdTdOwO9yXFfvIpp3vrn4VRdPL7lkDLlBFefzy8IPxw6+/+m0SX+z2n47nH7SO0/BtOxyPx/tAx0+H7+dRXVy+Nyp+3P1xkW3K+uhM5Py2E7KTyak53MlNyLQxy9Vyu1ltl2+Xi8uL7e00+l9/+4vFYlVXwOs4kyY8D0VZhlHouk5ZntIs1jo+Hc4BUwcKlGEgtwrguNRwLtFmUs27c1WP5O45SpMBypZs6hF09xhLSHp0HUy8rgsFaprdxQJjG4sjDZe5rDrexHkOjbfaJJ5ST0/F2DOo47KXLGg5VahThUKM8rCpW0ktt0AwESUyUEC4L7IippYTvQ09DjsB8TD0xBiKGmme4iQS6x3lMNWmsB+EEuFT5nVW9whQURyGNoeAwSv/q9AHXiGH1t0+uzCEYw+0PRBtf8TDyB7VrkTqBn6gR9acbxXXgO/5LUXXZNMRRBk5jewSLWrVzmgmlj+0Ok3ZRQk7AT5p15qsrBIPhkmVk+YXZ8RRSNjahJhA6nNP8a8LLlHgNLTNSEJoBUVba9OrbWYX/knxLQwtMJ6foQ6vmcdI2lp4OZImhJeUk1ZaRj58+ZUyYuXvxs1tQawSrYcCtmgmcXZJSrslvGJPYDQrJT4rLEZsXK5ivUDfS89J+ColeFv3pOBI7Jhi5QEeoyxbrXH2C62alsNx3KpqSb0b54CJNc8SzZhECMJ8oxywyxs3zQIb9m3BszZ6QUt0DVsgYRdqA+CHQAghoFhmKbINNgwCpaSiUrLAZmY3TYSt242upMCzS1fkKsE9sgx07Ovd0NUSBsvHKLIReg8klIAAiAkWXZtIha29jV9GzB2TCflRqcwsCIdqxno8QG/hI+1ImZcwP7kOqK4kTMKEnKIWcihZ9kJpt0AzaUhwuchPKM2hBAO2pGFaEAAYGDvcEa2mrHmslBdppo/NiR9ChvlWzmN9p/xsFtgo+fU8MiLVEwinkJxw55Ytis0RLw1LEeH+aOO3XT90gE8pT2VXjy8IqXwADorZuVNLQDPxa6Ibp98gpMuapvjMxbFCQTyIfqHthoZcXOYFICVC73yqEUoboIJksfBfTXU9Ik+Y4M3aXOa6ghQATIL1lABp2FsgC1IIH/ogMBPpiDxuRHBJbgTHiDh/xJ9MYaqUmxdtXbUsSJnaezYcXF4pAj/P5yJCUzMnEVKpl91+dkdfRbJI4ajwPJd6ONRd3+1FaBPHYX4ulOdPcx/HaVuPSP2debmM4yw87ndBGB8PxTiO2SI+Hc9VVYdhfDq/7HfHmbXhUfvherFx/PaU777/4f/rqGy7+qpuXvLivh/2TZeH/vXF5XKzuru+vnn37t3X73+93a4Wq9Ro4lNfaRFMNOhgX1kudhaI1E3mDDYIwraJE+Q52WbaTBdZDclMRNyDXte1dVM3TfHysvvuuz9898cf7p8+7Y8fhpEHRavlavm2qo5lcU7i5OriV8vlRZGfNttvHMXuZRp63zOXt2+fH567rskgFCxcZWZ3ys8v4sBPlPJN6H/+8EUHsrj1oyhyr6420+g8vZRhoM+nowmcwESuQ/0WBEFV9WWVi7J36eHdNcDztT/2TVnW/WSIxNOOUqNyTZolQz/mp3NgwgmLWh9GRrA5XiC6xbKdPGdeL0MfYf9c5g27aB93et/jLJV3irtGkLwAHcfJgXjp20hP0RwK5tjXKoxNURDINc9jRFPEzob3mGROuhSL454kybbtqApFLgsJXOiGTttPxbkaRlSXywUATtkDeUU5nI6VSOQkeXtWgfCQwtgMFpQp9AiUL4PwMvCtsdVgGCeEngDkB7tBCR6AxCbEII73gjQBFUZKqtOmKro4MQy/YPkwfgQeBuh7YhgtQog0o4sUqhOxwLwRHJHqdKyZuiJe4K/AScWOz+r2uZ5EeMze8h9zhsQkKP5ipn4eXaagQaSRE92EN1cVZ7voOzhhTEAfzkWmRcohBmwhUNBlSBVg00SEcSA/RBCZMNSnE9MBmVhxlbFNPjXpMvY1tYTRLiTV/8N//n+TpDUWZQJI1I4zFVU19qPxiUinxXLxyvcgTcFpJll42pe+58ZpNE9TmmEX6AZQGXnZ9EOpAR5Om/VysYwtLk+IiPU8cpEEoR3HDn6g83OjfW+z5qxhjitbtTgm4NRy5LqeAaT18EjIqlNw/L0KbZcLYKGEzCoVp6Zpx4cv+6I4p1kWBaGQQhjGY5LupHzxQJxLwfEaNyRfmBuExpmn47EaZ5UkKg5DyfOk+WREKv27xOlST5zP9f6lIO1Hrr2mGeZh2l6wcyuLhuxprgEGTFZRM864+CSQ0PMD7+Hj8XSslpv4XHfePL+9W4/DVJb99iIeRekbGE1WEriLcezGLA2Lsvv05ei602adPr8UYaCXq6htpzKvs2Vk2XGMZ8AMuV1HOajc6dPHk9JeCpJuCgyhF13TjaME/c2zr1yyMgMfE7kUppLdRS6F1EPz82MZZUTHdmjAzNAOLFHJRVB53n74eBJhsTHGJ2fCjlMYP8iyhVBLLmxJ3eXLUkqdz3VZ9Woab27XbTfe3x8VUtLDcgn78XjYM/m6XelAvTwX2HwkvvaHH3frNY9ZHAVRiPuI3ew8no7nNEvmSUVJOElQb9eMdUvsZlV3SZo547hcRpI02AIGouBFwzGMcz9iq/U9vVrFwzh+/OmxG6rZ8VertSdTA9/3kxj3mq97Y5K65Bl2PPfzx532dd11WRZnsQ7g6vI81yQiTvtd6QW6Kk5Pj9+PU+c5Kk4Bbd++eb9cpHU7fPnynGZx3+ySaDOpnMdwcEHCTFNR9EWx154nI+nuq/e/pnVh1HpcrzcxQzA1D86nT1+e9z9Eweby8iviEIdTW+er5XWSrg6n0zS9tHUleyCvKKrz6bhcLK5vf/Pjjx9kJ7ZXrv72V39hguanH//O+GvPnz9+/CKejWM/HBbZ5anYxdHl//Q//F8cTz9+fvixLHNn8tNotT//mDf309QRc+VedPNxdHY/IxJVoLfXV3frxZu76/cXmzdJtrq9+joMsOdFcUByHflUFMT5qVSufzg9MbsIFukyqcvKdaY0w/Qp5xjmt9nxnUkGb0wM5q6xqbi8kpjxIm58ecs8klB78rrl9UQeJ2AJ0d8rZ7WOooiogNOxIl97olWQiAV2/l3XIkxGIMXysEfdIELMiT+pronskeUJcMgBBSDtvSX+2R+gt4MYoRnXVWvxtlSEiBH5wfA4MboSC6KHNHRAnS8sASQlrq+8EfniYM3GyG7kDZKpGQpqrNgjuCzkZNL5EJ4e8X5JdoIgSTEpaaV8kiyZelAWW4GTcpwoDWmaZFHWC2fFzrk9ec7p4gBi0ab4BpmT9l2msZIAK2NEuilhftiALMk1nsYi7yw4sWtFLivkQ5o9sePTUnoKppPQd2RTOdLJS+cgdH4cIzKhJ9JKPl5aC/HtU3bPUnzT67hzUwGqJ4BBam4bkYeQgdpM7GGSBeIp1cKzRrZKCjl4NpUfkdMLVZI/G9d3zTpIlJO0lPYZSxfBgOYTeYWYAB3qDyZEPCtUPIEaJ9IOsQtKWBEgzbbXoQ6lLGtq6CZ9C9ItCEyEGpDvJY5JgEDXxwrUpRgQ64EVeQpBxBFtqLy3Poo+lLTsNx2PMB3JCzAWDun6P0cv2PUpEuieFCZW65IpDNl6xt0dYqYgO942Woz2ZcYBklpMrSwhaYaZ6MMnJJyAKTLrQZujwrx0VL7GVS47k1nG27bQpt2TFZzgTFi3GYNuxQZyYpSlTGdMg2pOyEJiJaUKt8toET4xkLZ7cgnvQOUBKUH0pdbjgJ4VBRoGPF/7UUJcUHnG/GN1Q1rMQjYWEuupM3eyMBT/jEAapUuU9TVcCqz4iIkkd3sYm6qVUAf+ih0EF7oC3i+BYnoSEjgC9Wkp0WCVUcAIJxbPJ3m/4kPjRWXpNPbdnGSoNEnpENw3jd3IfJx7B1VLp1w3Skxbj1UJ/o30DjR4aBiQh9B188ESaT0QTiOzACsVm+KEGa7ruGVF3JHMaMApjxPIDWjnfAs8XX0/db20keToAPjJi0bGOhyfLQ9tExMHSS84DnMY4LP98uWYl/Vika6WQZYBdn58fHRc48z+fl9UVfnmzUWg/WwZnU6nx6fDarWW8TFJv/vdE7pIz18u0yAml+jp/vHm5rfJkrDfuqwfnj+vlu/dudnlH4/7XV29rFa/uL56vz98tzt83B+ejFrk1QPB72Si6NV6fbP99a9++btffvPLN+/vNpuNDAxZUsFFYtWExECEU8gCbPTCzxt7dumaGkCQTh69d1GcH+7vf/jpj7//4795fvl4Op/H1guC6OX8t44TXy//7O37bzx3/fT8sFneeUFnvGiZ3XR0/UVePt7c/M511H7/JTTRarMOzFIp58unj9vN6td/8avDvv744cMw7FbZ1buv3++eP3HbBIkjjvShHVaL2FH68+d9003rVaT9NopMFKZB4EVxejwWRd4Qdemouiw9ytpsnnrl66qszucyW66S0Bc7K+YnuarcbM3tWeT4cT1fC3N21mhy5ZUSik0Y+i1YskY2w509ZpmLSUexyLSjvP2+4r7TXl022ujFMhqGsTg1QaTTZZgf2eWgVxPfOB1giPoR+UBNjJMoNXhoyclMfEYhreTZ4v1whrZH60HWFynkJvSvrrIw1JUwC/H+NM0M3p/h2dCx5ZMg9daSonDcZQY0RjcY46dZOAzj6dA4EgtsSVGLBWqJHKKhTb/kjLLHI5QWjVobWNeMDhGpV9mO3WRQdLsi0Zf0QIdg9xDxAitkG4eAhS2h4j+fauIAlBPFIe+cVSALUdzznbaZSHiX89RGHLXi9GO+wF/fQmOhEw09DTZwb59oKFkiWZOz9JPOnOfN2FMYKE92No6Tnxo+2BgRe11x71CW93zyXQu2Mo6NQExRkbQVFnSRj1J7T7NTlZ0Vprr/2//0XxSEyYwhCcgEW6cp0QfjPJ/PhQ4w0EHfZug+y3xW0mw6QC+SIDRhmDTqeChbKjNnGHDy9H2/SKMki0ntHjFHCfFmrEvUR6+XNMknvJeGu4p+uIMaOtk5xDiOiNF97/CS278GQ00iafEdwQCAPD7To0rMYi9DRNed+o7ozHnyXMX8DM1k15/O+B+yLAAN1NsNr+oaaiEeBXK7CFSpa0aSQgrGImjIZ4fcaMVRIUbEua4620lbeOsMqp5gx3lCOaNcFSZ0C207at+M49A0zClYqhpGqYWktZpQt2XnuvPFxQrv6Twus7iqG5soKONtuNJhgPzSdeaiwDPme25N2cQoWtIskER1TRelZOOI9XxoOvJnAKyBqMHlXlZ9FPlpGuyeCk861RZkAx3aep0grS67KDVRSAQ2aaqozhCFmog4YEI/WHrwlw0CPw51D6msDUJWNKcjGktxLQIglRX83DRttgirotJQ/l1ZEbtNCxsr0G4cGuX5nWzkxQfr1N1QlXUUhWkaLbNovUmsGI9TtujSVfjykq9WSZqaKh9GZ2zb6nzcmSAxJk4J69OTM1YliSvO7BxOVRiETdlmy6gq64vLRaCpvIuqO5362Zk8w4VX5W3b5FES9r3k19d9EkWLLCny0/FwvL279RT+0mka40gXRVOUrCw7MnAx+VxekDPRdu1mu5hGmDrnc7Pf7R3lpFniwsef6pY7NQwCY4IoDu4/PyZZHAZB1dS+x6T88f6HOE62V5dtPefnZ2O80+mkjVkv7kwQ7I7Pym3d2a+bc9OWURCvNrdVszN6FeiUfQ922aFtz87oO8qpul2xz9PFKgijIFyU+fHThz+52nv79rdhqL/7/q+butxur00QDF0z9/7V3c3L0+cffvr9IrtBOOAMrpqa9qhY9uZRmCoVxMm6yI9fnn9/u/0z5fj7/E9jP9RjEen1dv1VWT+W9WdpmAl4cJ3Ud4iI2SzvsuT25u5uvbxcJLeb7XKzWjZt7SmTJMkwgTiP4piKcJgMg2/kgtSFAxBzkZVZzDfZ35Ko69VSD40CYhcGTBdClCY3tm8nIwcc6BhJVBOGh0rSUDKSnLJo2xqIc5yS3cx6SNYJrkPFL/kEoSMJsJJALjHCwgS3ieQdaCRkdXL0DX03RwZ/EaI31v7UlxIfwUyKUYdIK0eqBKGT2wYPPr5iJUQtS30J5UxcTOhJJF68b6D2kUevdRhxjJSlaK0NuCyw5hI1KxFqFKxlUdugdnz2GHpHm/ZDzANXP72YeKgEsg9Wewb4SYIiEEs+PA/MkvwdmZMjdKHwpd6y4RmOOweIVQisAyJCApue5rEq+F9lzYcKwyopyOrUvol8Fg78uJI5DdvDn6axEt+FaGvpl8Sgx5oObajkzst+iQhAK/WUtB6WGHU5eL7FjUJlD8KAT5vobU4qSd+YkZVogDo9P/xrBgafySSYlgHYFZ+M8BtsWpdVDUks+5wt4nkA3SnPg922SaibLBlRijBZp0MQtQXtusUBikSKXR/LZyaFki2OnBJapg6Y4kp2vEhjJjY2QhWUHRbnvIisXj1+rHDFMQFjUBIRKcuaBhzuMJCAR5SRZBuwhesGFEISdWWXGK5H12r/XjLpZX+Fj4V3Zw5jsM9B6DV1K4sOWjLLJ7AdrOzlUPPYBawhxI99oKXNyowUxEjHOe/AoBQlpPhYGOQzchRP1iCofbtMl+teGBvWiyihJeQcivDEh77Di+44GPN8o1BiaOaD3HIyZvUkp9suI3jXPIG+ytPm+TzJ4l2kneNbo+PCzCnfErwgATlaZx13+jSPJVEKjGygaGJqQCDqA6VkDPH/4+m/mnbb0jQ9aNox/Xzt55bba++05eQbEDrigOCEn6ITAkQT0YQUCkCH/BMIAS36BCIQRqFuBXSrqquysjK3W+6zr5t+jOmI65krVQfV1Zl7r/Wa+Y7xmPu+bh/iDOIu2RIsuF3261pr2/X5F9XSEJIlMTBgZUK/KOWY2bE8gnuhDcsZJk/znBA05fedFqsYhCpWB/zDSMOBJsgm4U+WisVTxAAloBmzu0439eBKgR7FvqjNmf7UdQcogRWl4JRcD2jQ152CtEWObdq+qhCV0dY6zO4hhylP+R6hgovSEenvtMQSCnvOKisYT1nCccBJxoAECQBlD03+4Pg4hYrLpbh0OGkDP8tXFtAEo3y3rmujGSjYrpUkMQZ6U+6u74zRfd9fzi3GOd+KST6o7p8vFvCYeJ7nl5efmub5dHpM412jzz0jsvO5+llZt9vt1WqT7Db7169fffPNLzbrq9VqtVlfBSynEAEAdpoG8tHphpgyiIC/L6pzUZxeXl4+ffzh93/4/fH8VBbnS/UUqCSJrrUxWXhlg/4/7zZvt7vXSbiZLadpW8+P15sry5rK8oU8oe6SgAz/xphqHEwYBJ25xNF1lmWzxWxumr2u6zzf8rxekpCCsnpwnXx/vbYd//7jI/1aGGljinOrksihSDjk+fbt+7u6qV8eXsYxyPLY993i0nRtd3WzGke7qWsQSlFUnp9ub2/9SFWlaeouzXjbirEagjXk3/ysMHTBpBEqxzTPVVEkCYJC3Rn5LaAZjhNfkx7JzxY2nERNipmWARAFFaZuJl9QsgUCz/1GdJ3cJKzKZYhmeZYtsFnxsWMnZq7kQ/8XSjNnr2iVxbSPHnEeYer4yktiVRdYwfyA/Ey2654XZ4Eo/wd+WWgZRF8jJE9m8Zh1OKxayXRd3Obis5UAW0mUWTDvSzJqq8Wy/TXRFKWYnLSDL6lL6NVJW6Ld4Fm1JuBZiu0RGSd1Nwx4sgRUJpk/INk4ecQ9iLBfNm9MuBziZxkniYXP6xFqok/RHZsewThTt5BVy2SKCU6cBEJB5xakn5otEuxkeSjGuhHunRGNTBb2vamKTjpGSctrzCSYfRrpwOe4lpsIwrDCU10XmkRyMcCGsUKKL3bly7Gx/7N/8s9agY+5wkVY4qQYLqL/IZUQXcpXTC0BlEJRh9bK7KonbzJOwDOAGXU4ofoeIf44sqdi287tKKQsXgo3tdFiULY5o33lI+vSfASejMOXJI2FkJlm8GHbmmcnpnojvcdCEaEtx4XasqxLZUspsblogsVjMxZlB7BrRiYRxf6laKZxXq2iGgnrwhynvjHDVBbtNNpZHqjQ6VpcnjJXdSJso4PRfZpBiVkUL0LwZGLIQFQurdU6FsYxzeqChgJa6MyuI8xPM3RmajtSobuWeZsENvRngnS89SZZbWI+Is9er6KX55KwGOXW7GfBsCJ9MdjW41gN0lLGIbA7x7GLC5kZ0O1waPhBKKZlx7lc2sFM63UEBxOEwHA+NYsBVEZNbpZFsjXGVrvYRhtB3agQJH2SJgKhYY4sb1Nmnx3PMsx+CWUS6c28Wcf40ctOrnxKk7Yxi/qLHHMRA0dJLInG42Yb10XruW5Zdez6vDkBnW1v16vn50MQp6a3LkWZQnBy41jFMdkszy+1PY9eqOrGVJcmSqKurQWTkPVktMloWRgVZamN0burVRypzx+Pq23ag5TQVV1t97u+6bfbDMhf4L1Ajloobf7x5amsyiTbbrdrJlAogVEQXU6lUkHTFVVVJsmWMZXp4yR1bMI8+skpTk+ubZwgxnPjsJferNfIacqXHsPkNozImq9qXTdt356vrq5vbveOTcp2WfXT1Cv2sWMYz3XVno9n22nfvfuVZVsffvphs73Z7W6fnx9ezs+319eH50eZKHuy6o6DRIfB2rGVH7gDzlO8SYPu1tu8KquPHx9kMRV4bpLnUd2UP/z4N+v0TsVhVd0r306iVd/Pj0/3TVvs9jvPShnqK+t4OGXJ3TQ3erxYI+jwYW7MeJkn356Cce6CyDVdo7WdRnk3XoZ+CoOtNdMiotfrS6Lj+m6yhsCNgsBvumKYzo4dJNF2vd7s13dpvkri3LLt2+tf77bXQRgoVyVZbtva9wKen7o7X86+nyZJPE2EKIQqElwf1WJVNx1Y2qEfOup7N4jCIIpD8DAYCMlWiVJPgvI4W/hFK78fxsu5revG9/1wUVRzeiMNkhWTzQJBRm4+8TX8otGHoMWXMmKipxFKCls1KaMWSpgknuNHdrTuIIu6VlsZQMxyQ2g6B1j5IqAjApTcc9o/O4gCLhLpxBbnqgDQl46XvARteuW5YYwGlgRY9lFftYjQPsSBRj0r/8nCFnPs2SezVVKtPQ8MBqE08ySBOrP1NWt0mX+LsUqyAygRrDgOfMIhhrYxYUTRvjjKFAxAXGFL/PRSMchwXRCTgj8f5ISktF0Q+PR4FmkE4iqUTpP/BxEjeFVRP7MFXfZCQGjkRS5R4WhgaMi5OalYPXgYdNQFAyYfXLHY/WjvF+CepBJRLhAbIJ2WjRyAOgBiIVtNoRq4dcUmk/XgSJ6yQKFF9zWLTEMGea5jIYWQNnLJduNbYzzgcDfKhlnobax0Ugl/t2HYkJML9wzpCsF6HNuoSCeSuAX6T3kk603P86BxDL01s6Bm10o/THsJURZcHZ+bJDqixJOmmEHeEuUn7hRhmDLWnqd+HhGOuiLQElI56lZBiEt/JXZItoiU7IPEzDpsxgT4LH6JkZkL1hc2ewxNRAo795gVMNXzx0lOIzcmfhmO+g79IbYoUVQhhpQqjUc9joHvY8ic2R+OstpamBFC2wcMu0T8Ccx9odZQJ4VRAIFghu+9qIWFA8HiTliL7JMFqDsRCGzwBH3VHy/B3sLoh7EeMM4T/gF/AQFuAjmTz0HUwvIfSlS903Vs8peweMbnPff1gl7DPCMeyCUGRinUa6PwXRmO8Ouh8ltgNm07/Hd7P/b8KGlp9VwXOqLph1BIepaFFrdjkTjBSJMdSJphq5lAHyvQCWzUwRctsICJBAJ3MIyWsNxDXuWPhcaBI924rpulavEvTRab5NGw8gJthG4N1fpkz9VFh7EfKK9pmbQmGYJg3fbpOpzG+fhSd11/dZMzl28M8pF5Vj4Lzqbtdde4nocIT6Cgo1z6i/5ZCKVxVZZd1yqVLFMY4UW5m01SFM3p1MmcwnHccRysjx8esmyVROHsuk1Tjf2cr9YDary+KOrzuXZtd5pa0geG88Pjg+nsTX6t++eyqovq4DlxWT520+Nsad8PknizzW/fv/3u/fvf7Pf729vrOGJJUNf1pSg/fvr5+z/+3YdPH47FF90Ozhxbjl12Pwfufr/9bZps4jBvmsJ1x81VZk3RPLjDqMM4t0b4BUXxFEeb3fWV6wUkIbenVeZe7d84XjTR1rMZ3l3vyM0SFZ9khwxlebm9u2MeNejj4antjmn0+tWbW2OGCeyCOp7qMFS+P9eEZ3phxEUeBKosq4aU9iRLkUbL8qNXqM+c3nRxFtuW3dRnzwschhMyVbGtJGJSWZWtcDfY2SzA3rrqJW7HSzKFznmwum507EkFcOlysvXcumzbZkpyFQbe4YWN4noTCdaKkRKXDgcXg5BBA+0TFKeoRVAxEAtulqAmC6PNsh9jXGdBm++aYb2N+dEuqzb4/kxXTdszHVhHBsYbv1yJLcGsSZsQeknqD+PXES0nnU8ODnsecRXL/YWple0CKB4idvilTwwHBwTn/DlB4NMjsHnCgsE5N+CxGgaWkCpwwoDgctGgWWQ/0DKgEhcGm3j4yXUTKr5tBwp1T68H253bhtuQlhKtPrNFpC5f3cCoFQYUZdTJjsNa2wi33BUqijRmIHjkaF2We5BsEI0Lolmsg5z8EhuL4NH1IC4zIZ1kZ6j76qyDiFZVm9FDUt5HtCeuRKYznAqUQ9q2eGAFMInQg4ZWjlO6m//sn/wztjRYULiMjeEC0/2YJCQVN5V2mKLRG+MypBUGMjZZQ1W2AupJkogZMOM30D2wWR2bM36RbTSV8Tw7SZVIHeRWnu1B7P60GQh8pTiAs6+W+etsTwt/JY6CJKK2WsSlI5M562sHIuGqZAm0JsnjNOZzpSsDbt6mWUwlhEyf0kPGqbRG63XkyxaV8MAKIZZISrBGxBmr3+rSQmBnNcgNqlvj2G4UMUgTRqgSfT/FnMzFe0jrrHe53mTFTNbTRCbTFMUwCs+nZqK78OifpwFJceh1oPwEMzCPXct3mSZhGLhalsKOaz/fXzzXzVZR3Zi6MescrjxOUsdKERM6w9yLC8h6fqwGMwQx1R5yDtd5/HLZ7FPlu0XRIZF13bptpZ9hwOA4VhiqqmyV8sJYNa0RKdRwOlzGsQ+DaLfNpZpZeH0UMaJK5uqN40jiaAY/RLUSeG7T0HZix9fGx1FNFFJPFDGweBrpddLWrTbDepW2LWU0rFhsSK2v3OurjfIdFr+z9XKoyPteRDhy39/c5C8vZZ5Fl0upWxrLII4E1zulaaaNlhRvpqN5HnR6auv25m4dwbDWwyipIQBeJejRV1nO7tr0w8P9SxTHrudLhU3UNe06sjok/qEIbFxJgvzhH36eccfm2pimOn/7zetVnt4/liLkw6rFFyGJK+hfXf90OqrA+tVvf/H4+fR4f4lXkdFjWRwdZ3z/7Xeua8IwqktdVK3jQispzkWIwACCQ75KNpuNZU+H54PlqtnSx6fDMI6v7l4fjh+7ro7iq3x1xeoyy0ZL6B/8LxOEThylp9PTbns1z+6lPmh2qqHupsB39FhYk8NalT1DZ0+ONoXtqqqsgzB6ebq/lEUUe9dXu8PpYbN+N08Mt/q+sd0+S+OiOrRdUZybOIr321szlg8Pz6vVfiTSo1vn237GAqe7y3q1b5v+3P6olO2R47o/lcdxKuv+wzyFs2U8K1O+avp7ALbBfre92q9fvX7zZne1jv2r3fZOrvA1iknbVV+hxrY29UQiiAGIQanXC1IL5oMxLJRYetBXQKRs26GtWsHcIwZQgSO9xMRDbozov5xxHFRIaq3tWBoNmAiiaIdmP1QMuGcUlaJcE4+AXGMiOGfIPQ5TFPnEkyxdIFnqdE1orsIlolpc/lBRiOFasulwW1ujLcEA82QhI7fQsbP8ZwEnthOsv/KLY5IKoNwPXRWoJdx5EqYUwYOGIo+od1GRBaHEqzRcn5IwywJJMBj8lNCTCLNR1nHsEBZtm4hbZAAoKj5HVPGCMSQDZgmEwMLN4cYpyk5AwFoisZN/QEaYsriR2lSOeubcgqlYJO9oMbjKoX+JsBDLn8gXeW3il+PrERYL07TFrSd5eF/hCpLg6DKWBRvDLFMmzVjebdYs1DTL2nBevGcypxLP3ww00kVJRXMjRwoBQjEttJYeb/HWSF/Xf20fl8uez599nMMaVpZpsjWj9/Ac5fmR7GOjOLBdYBLkJWDZQd0gWSYGs1YAfJk7iywW3Hcs6dA64isTwSqLZqRZ0u3Le6RiWNLLFhwF/Enl83hKEKV8NSMPMdNY5spMNDBAiutmgmomOYHS3Mw03jK+WDIV+NbihPwA3KSE+UJ1tuB2LtKjZatKl8jpJ1nqX79oAjw4dhcogIw0FqWuLX+u/EC+svLhWC4qSqG/yre5pCw6tsX7sn3wCYx95f2ya5VlnWQRzdbY0+cstpilRV/4QJjuun5CnoM6i5mNkIMRXMOSZWIgdFYWs0xP6G/xuSJe1RoPvXzj4iukxljiJeQT+xq/KV8xbSQnDaME7vcFiKJgXMPrl2WjdTm1wFrF7uGTGGa3teFCB2gkha83hxHR6hL6bZEAxqycQlAaTg6fJe4lwucpEWRkkHCsAcLxBT3ADB3f2ixA9tUqHBHU9b3m01Co+/BiBYGFuULB8pEaF0ib7/qKbTCv0fdcmO3idcTBZZDtkD0ItsDGcEijKD8cniL+0rG3jodqs0dtqDtTXAz8LdemHMfdQ9CxTAoYgSnPS3I19PPlVApvNmxbplTbTRQIOut8KGQUNGvdDJOdxLnvz8ZMLy/FZhOlSVQ1rWOLbcyiBH1++ii4KG+9unt5+aGsLlXVjoOXJkmYWXVZHU6PXVNw5jrD0/F39qgmytNDlq7DKEHvWl+qupwsbVlTFn9zff3nrrXznMzzL1jf50x2YlWI/61zpsjz5n7Qr16/DoLN0/1zlIbTZLJsE6rg8fnHONqmyabpGsfW8+wdno5Znrz/xbcI1q3pciHOAWcYn97FsT3bUmXd2bLCjWNXvlUny9PBTOdLNfGN+CFbqQlCtee1Tev7Qds1wzjm+SpgDkXx2bVtFKs4T14ejw6xwIk2NR+4ipAfm973SWiQdUg09mNTGg+zVlhXKGWCCO+coJ4ZLkucEhaexQVdFpi0PQYZKFoOL3WcBHGE3FEkJChrljmCHwC6X+y1OAiE0cV2i0cFCiuJQSJ17tp+HjEFkBHiIF9ExMFObGpq2mIA+5KAyiQotD3XM2YuL408NoCdohBtsMCNiZEfljS1ELaHgMEsmazNKvRMN3o+Xe5ixZdSgZgZ13PX68C2sUwbNJmyOsMBwV/cc7zwG0S7IyAoVnABhOQF/C6eQ0WA0DBURUfgmU0jypZ/QFPAkSiiFRJORrb9KnA4h3usB9CtadcIMpgnxJmi2wx0Y6T0pZ6Yrbk1gzVNWDdDv6o02SFwrfmVKNJCmc/KXIxPPAq5yAyDV25STC6yxSdmXcAwCDhnTOZsJkRVS9qh/MB9VBLSyCAY4dRFXvS//A//DxKUST/jI7QdYFqLWmPhsrTIHhAewKPhyZnCwEtWgRxkMmnjyJZsymGo686arASakJJ0Lma0C9RG6DEDmDjPdxXHUHGpWfTYBNgHymedSq+EptZ0Xz3xvu/gTrHtMETItAzpq0KLVd0SBAjn/TwYRO2+17Z9UzdJSv6OpBJZTc1xHkUSKG/NpL6Jp2KCifJ15s05GOINGoYhA1Jim2Fs2t6l4mfV2zW9bvvNPuZUZT5h2bZXN9oXw6EUK1zYVAlCLRMCNcPe87GWBA++IQn9hIAnXAHmIlrrukS8QI7WDBE4S5M4CpjErOPLuWVAiJmbNjsGATdHsas7jEZKsaOrGw1xTgRYvu92jbYdZ7WJ29q8HMosi9DOGS2WKgHY28x7OBHgYmDvOB3KgGd6lpDi2JENOF2sjEabGlfM8h7ZCYxTkqggVFXdyg06WkiWA0gSPhNNkbO6LNFsxHgwbHDpsAd/eawmxsC8C9KVh2G1Skmylj1wEPlNyYSwa80CbVvWwnkeiV3Kqgjvhn6hgHCwvYkCv0MIx40bRN40THlON5ekpA5++PTY6cn1fM2KL+26NopBjPVmuhwv+ZbI8sGwh5HLg5HMOEy7q5XpBw9uB7Z+YDnMbq3j+RJGYRZH9/cnP/R6vKRjHIViCAyjMHx6uHx6ePJ9/9XNziErwrCXnuaifAqDYLe7/fnjl66dlXKyLMxX6vRybkEs+InAqiS9dDhfijBw97ttWbNGk5zoZ8vyq4Yq1PVWu1V2db16fj493j/lq3W+zhyrf3n+Gf2AG+V5PM4mUKuHh4dpHm7v3p7Oj+W5CUiRWo1D33Ylm8+mitX26vauaQ4jQcmF8kMUAYHz+PyT76Tb3ebh6edL8cW117v160Yf/cC2p6Btinx1Y/qqH6pe28NUjn3gOFPdlnG4K5v7JMzvXr/X5nw6HIuqXGc734uq7ny+fJSglrw3dW1emL/MT5YlnRWQBeKAXM9Oo1dX+9dZurnev99udrev93meRUGU5qk1O1VVuT4UryUDU2I/CYORcpUAH5GyMOlkiu+7Qeia1iBEGJAq+57fj+OguzRO+PX6ZH72jKUFPCZQON21vq+223xxilsznKuAC4YmgVYDJzOGgYWRsiiu0TxJ10RBZvhzCCKXKZBQaqYB+wFsQ1HOLPcEHOBFw4ljGyi8bHWoXZiJLP+6UKykkwN7zX/U1CQcZlnQdVoORLoq5lxNJzgWmhYJusTFZLmYOrjD8XdKZgMsEzQnKsAvvYRxw46KA+70EZsTkRUwuiBnsFmSewN6IQkGuPYXQCRVvvyTy7KOA4RTgjtCnEjScjh2Uxl32fkxrqafgwwRcjJIciCoGxSC7Is4xXpJzpTYbtRxwovm+10wJ0ajn0TcOaMxIc6y5UViQWSLiFVz4SFLlcCTgF9RnI14C0OiWeuSATA7Q1p9BshNwwJzwEeNOg5RoGxsJlyUxPS17DpogXDYy1yZfF6Fm4Wuvh+ghAv8A7KIeKpdWS7xGiTuPJbQiNmafF8ta1tZiSBD8lxMHfLKkQbJt7ckjNGJ0hcxr511aywGdrhfiG4AqCDyCtEeWxNKEwBFih0m4llvQfJQLS3RC2zEGEjMiz1dpC4IFyGXsg0TSKr4GwNJt+sFw7C44GTLxI5OVrf8uzPoaTy6dLaL6FOMssvAW7wSSyqmRW3e9zZvkHaRXRn+BUl1lxAFqTf4ETHU5LfJBYupUjbVM9Iy4BM4lBQ/mWW+QWGEE1FYd2wmxZz51ZT+lROziCflzRL3IgFvkjvkSGyKwOhZow3EKC/rUQF+WvQf4zz1E4Z61gj8OoLIU4LopOCTDbmCpoOaxiBfGiAVS9LJkgjVa3SYMnXg0eDhoQ9mXcmcXvf8DIHfuLRwaB4Xdy6+X9EIcORwekg89DCgP++a3hDc5yQJG2lUagppAw/RwpQfprbu5LPlcZXs+GGaeeAhJ018mJoFMj9Vz0dPCycDwgKzlTDh916VJNZG7BMY9Mt4lD4Mvx/qLQR1BMyAaSUyJwCGgWEJE1pnetOv1ineZs85HB7K0my2V2xQGLC20zhEcRJH6nAox3FO4nC25yhRP/7w9+PQZ9md6wQGSebY6dro1nHCee47/XIqDll8bTveP/zhnz9ffq98p2lPw4iyVE5OY1nKotNjAeZY/mgVUXATBbtpHt68+vcCNW+y29na2NZ4tc981388ft/39pu7X6dJ7njW+XQJACXkwziXBSbzfB1allNeTspP0WqpOY1JqMvytG0623LHAdJEnETTOG92ga+Cl8dL1/VRFjIYUn4UB8PYl5cOwZvtT5ORnEXk94vaAo2rgx84Cj1jemEFcYynsRenXtOO51PnEFgazBPMharRVaHj2Lu6zZt6KM9Ntkp0x7UXwOh3+dthvLlonEUcPuNtg+ZQFe0S4jMYZN6LJM3Q8HMFWvOUJN40OXXZ+aEbMlGiCkR6zHidhDfPd4tza+Ftw3ouQxMOE4lHligd5YQSKUl7NlgshC07zQNWCy0GM8Ui1h2msa1MGDNhZ9JI8jtJnir8Ko6TnzVQoiX3yOheWjgK7DDixyVn3gRwRjx1/GCFHR2RXsBvTgoDR7f4fcKIRAqDBZHBMZkgYEWtKPV7PS7+9mEYF3DoINMTWTNa6HNdD2yM7IdmGj9GJIL7ppz+Ot/ErstzxwI/DcKYraDp6QWUQvYvlE4kHqgjgUgNIW/N0x1uPdnFTUTZCa16OfbR5LeLdFCAYYEXRUFdN45ILxfSJIkj0AHoxZYbxIfByc61rjqIXKTjzgzULIIljOnt/+Qf/1OETIazDQmpoD4CRe8kqSeTMwMjBnpBw8a+jnKH7oi0YttytGHgBrRznrGixqqtO4lggIj6dcCJZxFyjwu1TKUp/p2y6sumHOi8FXCOwGfHioKIqo7B5uzMkkgr9BSZYIo0UcRLDOyFZIXjhvZO7kWReS7ZPkg6Q4Tvi8W8x4gvoUYdsTn8Tz+wktbdpAJOt2UZKhm4PE2IrETZ6LC443xknS2TO6a5SIaYhVBSg7vkHgkjO05De3aFrg4opW0HTeMmnYVc4ZtdBIi20yh2fX7blEoOiiO2z3KnLvSz5a9QyuVB6ac0D0WOMveD1TYG1hliS46brtUikaL7X8wb2M7GScSn9hLw8PJQqBBjd1l082RlYmoCAHKpafKlUsGr49h+wHnU1BrmNdN9UVsBemacjkp+mBhOiEK674cgDLUBGtFUbRB5q3XciXmUtAbmptwNfqCmaUzjyA/94lLZHk/583PRUw1Yeey9/+7KdKauhyDyDo8lfD8bcVoQBtY8+q5f13oYTL7N2kZHkZSTLApYx7c1KfCOR6VyOpTbdbTa5peiPryU8qMyVzerx8+PvlLZKpfNSeWr4PRSJGncoLPRb7+50y3uIDAAcr+djuV6tzLMjewsC/txenw8K5csDR8RoF0VpUyR7dUqVX5gO9aXL0+ciDbYunQV6XYsLqWrrFWed03XD6RdeT7r2UC5pm9l98JbjJOYNzBbxYUoqM0mz1esZ8/Hsq5efBXNtrq//1xeulW2ffftdZyuvny4N6bbbFeSi1W6vv/w+MOb1+9dO+wlu7itjArFDDOr2TJtU9RNFZAevD1fnsx8Tngsdi5LsELF1vXum6I8Pz1+Mdq5ur3abW4+ffrbw+FM3n20Gi2QVpstc5HHx/vn+yMh7kn48PB5u7mzbL+oD2mY2U4fxqnrTzUujMlyeuUkRXdfV+Z6/9p2xqY7ns5FFt8EsTuMh6fnh2GYbve/UYFzKT8ei0/TXAsSBrhdkuRRsA5V8vrN+9C7iVT069/8Nom3URKgg6fjgQYmaWSzXG5jtk6rotO6ddwgTWSJAZNsgvU0TmmeHZ4PUob6Kvw6w5Kkrz6KRBht2V0n+HIyRkTWKEf8stoKlC+zOpFQiVrBEw1GVQngHt2zNfZsCmmbhFQCvxQ9NmWZT5M5QrIejO0QroWfIQ1JKoPyhAxDxFmSYSB8ApgiPY4UfCmSIrAQPlE5ypKEmptdE3e36TRDBBGsym2IdpGm0adrk+4FiLnr+cMAABBh6tST1wwkhgTtJf2PTTsVFuIS8MXJsvMn6YiPa+Q6lH3UaFr+JmGj4S/j1HA9jMuSKSTY5WVhz8ZvMYMxWCK6gy4FuJnUmlEiRGxZTi4v3ZpgOcIvlZWPI3lZuuPMcYQU6imnY2IikRdipROdKReEYYYK13sJyRBgv9NUHdMF9mlsdyUjhDQkAczKuNdfAgNoX/t+bhqTRLg1WEqnih+voIzxFgqYm3GZ9EssZsRg5tpWmCLG7wAFLdf0knvBGieIIGrIq2GHBeKSW1Vs3jTlNE7SVtCZy0VhTcPAwpkLtLcQ53AeLpAPblWeFIHy+1yyEkcupB+GeXxfDFwdlEKLx4P5rLBDmPr3Xws12SnRtUusH0USk7tSeGkSzLBEmZNiJ7qPxYQpDZX8F6JfZKAr4ib0n5JmLjNe/kNHNMZsm6Spw+o6T53owRbrnYxx2RhT3jEFIFttYdJiNEBXzLxASJJ0HVHMtYVzUri7SIgti8G44EMl2kH0zBJKIfY/Xqrn+xqhF8HCy0p54QYBjqet/Wosh+QkFBB5PXC5BOFr6cU4JAsT6akMmCgtwYTzrIH6Wp7jcCm5Fsl47aDCwLUtLTv5JA0pWkTJOgy25BuxTOgaAvRQ7s7sSYS8B4tCihyWeAMPAM7CkcgBfvhCb+rYPWKyoC70fNKf27rj8fAobVGnM4dnzCGzWn4I+BUtRHT5OphmTLNLMz+L/lZeHjMU25njOJQw6H4YqF8Vvnt2BUurKdwOBMbSSTCn0yBztec5WR4KVBOrJ/xAzy4KQOOewlq3vLWF/DFbU2/mfBUoioHm86cfXr3+1nX8cRoMfAUvTsLiXHWmCaKxvNQfP/zUW0+h8n78+Q+H02eBIlez5Yf2Ts8vlu34TgiOa2j3+W8u9WcAbSiqhpH2z5cmkOfLsoZd9hul1o7fv7759W5ztb/aDyb0vWCzXfsqamoOf4cgeJSZ23U2W+Ol6I1pSc3uMS6tV/Hj0zGM4qm3ImTMY1PX+6ste5WOI72pulB5CmloA5iwYxNoWfNqE6dpWtbF8/NFBWEao/XwvBAHqTxCIhfHwzL2c5QEgqyci0tTt8M6j1wI60gVWC+NUN/DUJ0O5BikWcjYwGWoITcVmkCh7851ZcjIUYseQkZvMumYOJG8puIkiRLVdzizpnnOEALMujNxgnSpLLsBTSBO7Cjxx55foizESDpFdKBYkVHDS9SNxAPYKsScP1vz5dzIxNAeDCjRRcXQa1xztufhsxUQ6JKPMiHCEk6eZQcKUXGSM+CAq8+1hBoLVSCjQEVmeoeNwrGtuuxAKMnoMFtH/LG204A+m0czBRFXURz79DjTTOY8plneA5KfgBpSwN20wYSiKRtTsYfTNQj8MMaF0TPLoCiR/VDvOqSViqeAAkDApNJ5SrfGtAVcp3Qw+GbdcQDBItoETM5ikUONsmAFMANzg6BkESDZAntzSGBXRPIwR6YXo5zoms7zqV4WWBSRspKBJ2wYZyQiyF6KD85YUdPIXBhNBG+kH+z/+D/6Py/uarlbKfd7M5SVxgA6jh3unS6Jk1WeCeNrHCaD+TgIx8GtLo3j2atVIicsP0Q0imzJ+GH/iQbGySI4LKuqWhUgEGIawTaSa4EOjTGqkYNMtEfWnK1C3l5nfB/tijRM2Av5YEVnL7UPlw6682HOGIGIuFYSY2X6x9aLrwEWEOSrZVSgQgQkgn6mGRYDJYUCs3zdm04YgyLdkYuQFbboi5y66qLo6x45W4UD+pzRYwU8IZidrCiE4LJgZtiOtn1d91Xdns/Fbr/yGBX0WRZiWRzHNE+Ksm0q+SXYKHrTPPR953LsALKTd6Si0IljrAldbVpWs1CDePhAstKpLlnnDQwuM/RDmkUzYYM4QZPE36wj0b522SrqAB9NYRKAh3GtrhlMx65ZELcYmRj2i9hawBJOS0dKSc03Fbhd08OPtpfsRFQMhPH2sxnm86GcmWfzfGOVclwlzac2ZKMRABiFZdUV53q1T+Io7HXnuEOoElg+wvtBQmNMGKga7uW83cd076P5/OXnaZh3m7v1Nr++Sk/HRvc6jKKyqMMouNpnjw+FQAHE9pmQR3o+dXrQqQQDaGMmyz0eGhV6cRy8PB+qSmd5pjzGY8dD1dYmX0dlUVLdcyioNGeAB3pxmsuiQD3joSWPQ/d05htQyl1nQb6N67Jr60YPLDR01/tekGUqidQwzTUBL32gnDRLnl+OpterfNt32o+Cl8dH2yG5hbIW+0pW1zU2+DS+HC9EMmYJeQ9zH4VBGqswidu6BLXk+X7odc10Op2yVZ6t4gAfplVW9XKo2c784ed/vVnf/fKXv/Y893Q6PT198jw/Ta+QCY1tEKSfPt6neVRd2jCIXH+MEvfz58+vrl9rXbycvmzW10myNWZ4fjyFCfrWonyaaYEqkEjdONnzepX5anambVmWL6cP5+LZm9Vmn9VNd3fz2+LyNIz1Zr9WXtI0zcvxgW5ksOJofTw9zXazzt4EKiqr4lI+ZUmWp7vT+XGanMmtonil7Pzh8aMZD6N16cdmmpxY3fTTeRiqYWJw63t+HFzFwTpbZVf7/X73br+7Wa3XruVtNrfW7MVZnCa+1rXtqLbpo3Axj0kOHishALDL4FxQGbQuko8i/ijJPp4mq6oK3wtUIEw80cUx+ZkwiC/xCZzmUvyhzLHxDrXcEF+T2WXiKIFzCOpE7i5YGTZ7hBpRXy43n+CCJWaNlDAHKgMDP7YPy7EpUkCZ8EnY61Ke0UKJKGUplJc1lJDiLd3oDuS9dMzC5cdzSD8Ay3FpQTgZySxeyBkcjxjeGPcJl4wBgZjm0e1QMI+sHRzKN4nhbhtKb3kHZDRoPMDUnUz3hReydFySkE4xDTGFMwbhonDPkOQxLpWr+ivXUexP2DAYIaHCABsg7SFwSmFROIK1JLdPPjXHQdH6NbNuiUTEDkGX4nIp0vz7SvkBF57M0HA+m36MOS3RvqlQ4cIax1DqmCVmUNpUAVqyThwc4KuuqHnnXvCYPR48ye2jg5kCWUFOyDXFcycaWXZrMqAWaIHsLelPpEVEcsxsmFaYWS+detcZacyQDI4ETEu/rcH5QG0NEC+YYej0yKRSYhXQp2juKQnBmz0QWVhOvyaQS7yNOEOoyOV0XAKceDglO4eOhjmmaKeFbetyDkua8OIlE9sqyjXGpTw5AMOEJ8svWjbDc8DQZLGiio2TK57nfNHiUChooF78xKQ99iUfBcELb5nuhWv9K1mfZhJF0DyxpuYGY6orngIWw7J/k22kPDNLWyh7LfptltKAR/gNkj0k4xJ4sFInsY2UFR9agMAnBr0niWqhPSFb9X3asCU6nWaZ6bZ8mZIDMC+VPde97oYwUVXRjKOdJEoAWhPoWhpFrqI4QYPDPtb2p5FQTb4QIoKFnUIIyhDFtHM+cVusphyLHlWg1vxsqYKkRR96bJYOI93Q9wnEEug3XzkWG+ImJ4azaGGgpKBkgNAgH8oyJViSvmwLZY1lXy5oRVTE7lVgV2RgGjPEGfFfS0qEYPe/wn5BwZE5PK43sStSGk/RuVEdsfaZXASNzMmKS23ogqnl+AdYnDohMad2WbbTOG13GdkVaO9QA44S3KpNv14xaPvppw8KL7d3OBxOx5csC788//7p8HgpDqfTz9asmu5hthLPijx/DFTWQtz1he9S6+4SqhQKmIjhtvn7QKWNfiqbh3n0Z7vjoMJHwQqgG784tkrUrtCPgRebofZ8rBtJuP3ld38Vqbs83/i+Wq93V1e3ceSOk1tcKk4taNPMfLbb3Jmn7//4ZbPbMD9NaFmzzEuztGv6y7lRgZ3E5LqUdVecm5vbzSAMKFasthMl6nKumoYgrjSPfOW04CUZe4VJALIEeLKQSKjj5RsUHrsMg+Y0CedxLjEB8iULux+RMHMB0ZGRtYOinDhQx5qrEt9Xkoa61Z7gvMRKMEuaCJt/27bilFw08E4Mm2bglViOxe+OsY8nZMDT5EVSag4csxxxQeCPM76tJRRE0KCMt2SAxciMAVPgFZeW+awY1WSGaI/9ZMmL5/givI4/hNliLOphG6UiGetEsaMstdgbA4ORGWgIBdqxu85Ajgi8P51IvS1jNE5FEkk4S6CA6kH5tvJ9rHSiBZiRk+AJF1U5Aybd9sTR9YMWEWmceg5/lNuio+HUNDIsc6xJsV1ckKSoiiRGlallEKiepEGZPi9oeFnWoU72/DAke0ZAvuTGaekYA7b6+BqCCK6yqM8EytATNivqyMXwTCmByi9wAqWQmo9/slfI4bRMgiQHGwRO1xpQi1JfSgA4pbikBPcklQrv16vKVnKBqeZlCMrLjeOA4U1N8Zqliev6rTYUCLSGk9a666YwikMZCRg9iIuDturlcHx4mFb5ardPkkRpafwmbgTmC3ke0UeJ0HGYwGyy5KUSctkiDnSMUcQCEOhWgyp9tfK+bm9l1hgECJB0x6RBvjPyeXyPyQF6EnHVyZDM6bsRBS0TcWW5Vtt1aRxHkaCcGVT4Fh59EDW96aJINXWPcX8alaXQioliNcMdx764Y27Hkz6iJIT5LjJOy525VNsa7YckAlmMA3CeINxqm3YYp+9++dqa7bJoAPcp9sWeBCPGQ7Bex7Mc5b7vG2PqiiVvFoUSeTmRRUYo7ZIo4EweUextSzshVtElA2KYBTqfZKFj2VXZrVdhXRujZ2Mkvtn35pmx7jBNCtfiJICGQdu2G3ALz4ML56PUgxm2+0Qo9kSN9UP/8lLtrpzLS4PPm9PK0O05/SxBUoGyVWjPYzSMhPOyx7fnum0da+76LstT0dcMjhtdXefZKiov7ciJY5VFbW+V4wdD3QySAGHPzjBNHglGUKfYmtr+N6/fWo5dVdPLoUG2MAx5noxmdh01D9aPPzyez/X7X7xyXOd0bMzYrUhHd/sa+Krj2qfCuG4AE3y2Ds9VGOAMVYHjO27gW4Fv+SvVdyZPwyDwlB+Gkd905vByiVSw26X7q/x4bP5UwaAm8z0QdnWjZ3uWgG/PBtSJoBqiANwG1FAUQa4D1PVPhSv+WD0UVZPwl/lEHVbmQkyhngYJ2FBqiJPzuTpdfrq6vq2K2rH9RndFXa/ytYqCy+Wyjf391RYRyzTrso02/qvbzYcP9YV+P4oD/2r/rafi1ljhPCdptB2zrp6SOJAf/Fw02nXD0TjX11fG2JfLpeYP3+2u9uOUThaWDBmoOx5JrN39lyczdL6bpMnWC7toG02zcZ28I0mqueImK5J4PRhju7qpj4/PP0TY9IOqqic49XMabvJVFqfp6blt2j/e3l6/fvWLn3/8oMntdMzQmHGTb2+Ph8c42diji97Eta1xXkXfep7/ePzJd9N1+iYM1JfH79vh2A9FMZSXung4On/4sZ+tyrH9OE48J8qT2yTZ3ly//+6bb69udmGUbnev8m3cVQPhpAFzhQLmbaugpzpU2ygWvZjlM1K6Tg9cMI4VpymVmaGqThOGGPL9snshbIZb0Jr6gQY0cLsKoYEiZxabIP0U09SvUQRJiMkb3D9pE8seA5XdonYb7ckDKjYzOpQrgfoQzImj29HqIb6IDZDidYEBIkkwC3BCqnspfjv0J2YJUx0oef1hGLqGyAdZc3EeLj2ojAW5j+T2ZVqBCIR5q8PYCUoNU79AsS1HGCjWqKZBjCstBChmBlKD4wd2FAAEc+RVeZ4l8FjhiSnyhWmzkC/QNsyONWhuKnEE0e2MM80Ar2u0MFxDTubu9ALXd71hGpyZL0jEOgM6JPZPyL/nyZkszm02EiLwk5aEv9qMFAgiYaPfIAcXKg5w5yV/iDA2UQ6KSV7aZhaGjq9YYS4ZdDVUUqcqGhvJhu/EpFN57uxMQMtYCk0jYGpaZS9JA4LRLBs/PXkzRmqXJTGc8p2KRDh1ngIkwEy1HzsKCHRE9COOiHsX6KWg5YaJkgh/mgd1g/WKskNEp10SU+/jDWthrLNlklYjtkHeeaHqOk0pw0dEI8TnKQvGr+R03rsApoF/yCpYIhy4NacRO4rmcAbcBZxWSjjR0FJBKRpR9mmuE0ccaLIGo1IREx23P2E8Zup1G0R+EIgfTqQvgaItGUka/BPiZ8l7kK0s4hEfn54jYSHSpmLXIVIvVMv6UTyJPL2sAV2Gy4tNjtZIeGgjZDxZtQnYc5FRyuun3cVZJk4YocIxaGBOTwghGsiJp4vMaBLzeHKQ+s8TqQyIwkXuNs/Y/rvOMCQaIKIpiryR3lWGL/LDHMqqaltm81VdxWnqqjEKk0l+oWRuinibPE84VcyMJtuGS4/hWCYvw+gQ58rM2LWZdNsMGbkQ+aB4T3TuUvvCahfEkb2YiMRL7Pn0oHybEqchWscZdS75e2mw3kDn12ahBDP5IUmFnTYjIXu02trgUUQNEcpXhPppCey1LDtbxUYbR7HeVCFixeOx9pQX+fxXNQxJ4ytbfZ2tD6dau57l+7Oj1P3no5jQXNDVUtfiKjz1//C775vu9OXlh+Pph7Yty7Jt9GEax86c2DNbWeS9nufpm1f/gXK3P37+fyfRu+vNL7+8/LeuHazTt2niz/Y5Dfan49F11UCF/7TP3im1WiVv0yz5hx//P3lys87eGT1U3ZPVWZ4TId7un/jS7dD0l1X8WmvzL/7Vf25Z2DRc10rj3d31t64TrVfvv3v/6zev31qzmsPkNo/Ox6Jp9S9//S6OfGPGsmwZ9A98R7odVnlESIlNJFhV6M0uWW2i+wdyXTxHJWl4uVAEXt+sT4eiuExRQnaAxJdMyreLZi7LfrcnYzlOg7YdikJHsZ9nSstifFkHBbK0kAoVI5nAh2eH0RJnviTxoFREA49wEQAsByYH7DwgYOHEpjcTgQbTEIaY1jQNIWxxxNdLsgJRAoafW5axtIV1j9jBZGHMyEAkA6E42wVpi1lJDqgeHJHMIud5WmU8S7ZrmZr1LyrJABIScbvid57B3SN0XiKRZCE8t3rul8029Rcts2sR+oc3FdIYACRS9AxALPSN6FjtALMg9o2uJZp8HAgIXjZwizTdJWoPVYUGd8+YhlDuRILcPTvJqPbRsnKTItS0aVXp/wRLLXgYXgCaOAQtojExGtUuaiMGuzgGPc+GCS+7VkxqxCoKmFosGFxTrt2L4gC9aI/mpdecSKIcwU9HghGX++THADKY6VjIT9BEjxjarQnqDHnurZmNpc00BmzOgigAnD5//fkvn7zEseLZxugWeN56ncqRIXUAqiSLnCjUbigqJ8ebHZ8JAN8p7wpkHHNxsQs7vCCBdqGP9wJ/u9tM4xTxy4Y3Y7tuVZddoztTe55Ks5XnLBAtS4HT88D1i9TEz2IZCvLhjj0fh+QJQl3DADEPQRSi85RRt2757FXo10XtuV6WRi7y9H7UkzuPoQryTai7oeu08tU4TiEbNquq282GyGbxnXO0SYHihYg92PSBP8HY7RG3JSZ0RpuOW9amKnSg3EBySBhVAANYrPLMcNbbmFAEdLeuMT0RWyEUr6ruBRcsKQWWnSQhO7uQqmiZNkRhqDynqXXHJerXtVGpN6K05ky0LLuq2DgZMyrPRlXs2KucPWFVdfbAZdnDeMNH3UrQfFXqbB3HAEj4QNpGp1kwg+pWir/O7mrTNDiwdafbrouTiAtdNNbYJCyrKjqlvPUm0p3oMSwrifwk9lwXQS8NW9WnuZq6oWn6LIGAwBTMDmzqLZk5RWqsewjpFiXUmE11hUY0TgI24eOcZdskTsZxDAPXy4gxFG16VFfN5VKFcVC1hT3bu+1OimjNYsAMceL3BnBf5LphoEZ7WgHyQUA4mt6jsnAIH7JUP4zNxeRZKvEs/uPjpa67zX4Htsv3q6ItqrKfTBTnRVNlTpylie05Ty9Ho00Y+uttPM5TW7QsVF0nv8pJqvDnWCmCkqRFBB3huFc7pj6t7ZxO56qur7xr0/V13ZVtSYBuf52n6cvLRUihzG8912NRg6nDTRykp/ZgO549jL3lzOtdvLaj67ttW2Vd3dWdPVtDHMXbXeA4bugRXVpckqZuVbQ6nbUKqnfv33z69NjU49X1ZmXyl8P5H37/D+vVJk6cm+v3z8PT0/O97+dRstFV2wGWTBzHPx4fJHS0GEf74QukaiZCU9jPdnkmXPz6Zn8+Xlbr3PCUDeXpPCbjbDW7bXw8nx6fH3ar2/XmKk03nz//6KvNOLqtvsxTuk6/Gce69g7PL19sx22b9uravbnbmfltVRVV1fqxN9pp5KSbVW55dlvNI85Jd569fuj2+1vTZ64VFOdD6OWtOWbJ9lxd/MCZ7GydfzsMuqifXHsV+Rs93vdDV9WPlqXO5WfLin/3/X/5//qvvTTcRnFye/vN67tfbFb71Wa92VylyTrfpCwhxPfqK+90LIwpJOogAAXsuYHHAJttf88VGmUkjGkjkdbzYHBZs6RSoejlbEe5brDmfkVCqVFUuh5m8ZnMQW8YLKR1xPd5roJAw43m+qErBjZIFVY/j76N2nCxkhszuP7ENIpNA/OCKBC3u5DlhZApk0rMY1NnT1GoBCPc+8pXsY8Hb5gciTJ3MUjwrcr4VpK8pY8dyAqDc42lUPxQQjUUcZ5tT06frxPHZXKk20HP5I0Jn32yObPprBau8jzxTiWGAb3NAn1hqiREB1nmsZdgy+CicpkRF6GeQHCI/gTUhmVZSRZ3LclLbD7pQOisAE2hapxd+gJ4NiNOEqYqYaxCQQGzEMNztggs+VBUILHcssTikJWsW6PHttEBGUEKESWWNqGzjH4/GdOO2vcsd3YV9iSs8IGjAt+2owXaaToWiz6sfK+uiVBfaJkL8hegCHeZrHHQ9akYKKLPTBqbEypHrbm9lOO7LhaOr0ggmg/+Rc92/YCYAVDZKLBsHOiRM01LEoNtesoWV7HkdF2JwDJUMg6hF5brs6olZFIa2TBQg0MzSbUuTmxZH4F8RDe4BG6gz2fjx1Pdo7UELEQjxIJx2Ugv+kaxx8jSTBwJXUux5IK/c+TqdMeZOsayR5acM/x0peYBWzi1Ape3JIJRygwy/BtGqOKSRB+nkMYkr05ejKQZeYHPhFysRix8ZZbNZo8+mEqX3UIWTqQSU332hjeLOVCc8wOjSP4WWnksDTwzCwkc/4ngVdl9zDYuAzIzhMRLnYb6uutGzDkiPw1j4F694WfCVEVoAqgtlU3iBV07+beDmcKIqkAQrH0S276Lwn+9Th3bT/OUnwYVm8nyTMSvg2WT9VHVjeu4YYRTg2k+wp1pGkYbmCrva/FTBMDxvXnSgnlClMSAUNrlrzykr6gnIQCJjFVCtPjgXbxDlnIdTz58jZpOdgL2KEqzsa6ZboDcY7eKY58AG/5UD48BgYQ+jtd+1O0EpcaZiaaUP20eOLhWWbDwmOqvVnNCL3zFiEzhIAKHlpIb7BLpXHfFpZzmrp/q8/mhLOtT8eUPf/yXTUvam5lOljVk6reug4/adwEhrOIbM5osvlql787lwyr5JonXfhBssrc/PfyXw9j88rv/yTr/qy8Pf+sqJwlzwLr+/nJ58tX1NNbr9as//7P/8fFwRBo3nl/f/sW5eG51dSr/xkbXvJrmwXVT3115NGmXadbKX7fd6WB+PJyfLCu2rP/rv/ybu7dvfum54dtXv15vroQTv9vsMlFR9nCeRSvRNjWylDzqhAx8OpdR5mZ5UhU6iTzPVlEUJ5nS2pegNifJE4ZEdW+H/ECmQRjpw4C1jB27lOvYD9j4dbWkgNhuV3eSYSAzE7ygAy2NhSl0GockCwZNz09yCe4CZmSmG0jbArOPEot6j2d84SShl5RHV/TPS2SOyF46VhWTy3bam2cvjDyt2aAga5BlyIT7d4hQ/U69lidPmFWy3aKDIMpS7Habq1hr7Igy0+df5zrRA2RBCWgJQ7c3s+P7MNbMOJFuN+gOY9QC72C7ECONkAEXnS0RRI6VolmTAZJoyBGLtdPgMxCRqAMAKkac6oB5J7ZZsdAcRkb24ThisZHwEgQInucP41xLhpys79h5ykTLtgaUz5LXwmhMMgX4anAFiwGJNYLAyXAdMMDlHvwq2GHDRHNBI+M6ujO+oLBkk8RifMnXleBxZq+6HXVL6063y5BIxqg2oyUYZr7qdQu+bdkxAmDgcxvxNfk2AmyaODBjIS9MZBqsDb0AVzwdyjCBb7FsrjRtRtn4S/6qLA0tIZ92CNnZSJKlJ6yw2cJbOU2OrAvlvl1oCpKi47gzpa1o++MEn+Q49FVZjsOY5WsPmfg0EhvFqUWY8jAxJZ1plzENyipTCdeL52hkwyaWD0aWXCTcRgstXf5JgmucgfSSjlNRdC8JSXojKKHAn8WD5yrvdGraRs8yQZlmQnsZeARevlLnU3c8VFHoL2wS1n1oD5hktM0SBmBHMUM0pCPUPehMTDcGiMcmAYIBOOIwBSvHoyM5quwkFR02cxR25sz8Rt+3w5TkX3CxodvWoGJmZz4fmzDy9/u8gQkhmLLWMB6GFMfYdbmYJVVzaCqT5BFu/kr7yg2jYJyI2lxG+0q5Cw3Fw4xgdZ0mlDpwmEPj4WEoxWeJ0EjwgqQ586tqG1LjezPWQB25wIJAZeuoKfu26ZI84qIVSS12C5HOxkmgMUMwlek6dpXMv8W9Wrbt2Hdxkn1NKA6V1mae59UmaUszDEYFKlvFp5eS69Se67rltzprx7aDOH2+P67WqZC7weB/+PhiWc7r19s8Cy+nZvbs8tyEITODMAo2eYDJsOlmm6o3BqRr1W3/4cPB9f08D18eXzA9X19VVTv0ve8jxN9s8zDwvnx+uVxO49RtdtfZalM3fd/yBlTgr1Zx25q6asIoTNJQuEFOWdZGD1f73HLsx4fLMPTbXbZEUR0eq7rtbM95/WorMjke6MNz1ffNertybZf6M/RfDueiagMvDgKnKqo0i5bwqSQK9vv4fG4+Px3GwXp1u4XBVXZDr+M4bZvGcWczOo/3J+V7eZ5ezqfNZpWmSVnrp8eXpr0Eytts8jhNaRywbdiX87mf7LbTTVls9zcEYCB7s5uS9+kra3993TRkezw+vjhO3LSHpjvfXr+L4iRJsvsv/1C3x7urd0EYGtM/PTxFSeyrgDm4BK6ItbqLwryoj8pz9/v989NjWRfX+2/aGrj2/mr/6u7bH3/8h0tVKD8e+j6M7Xdvf3E+FD9++NdEK4ZuWZg83RB/1TatqYvyGEhag9at8qOJMdQFB/zk1W03s2ouXDsMo3i2hsP5g2OHnh33Yz1atYQEkp3ouytYK66/znbr3T4L7vIkffvufb5eB0G0Wl1J3g61KUkGE6LoIHRhpGv2QkCQUV85veFBxWCD/gppYt+Pm31qwwLpFmIKC2F8RNSIC899/Mpp4JzsSYkmVw2ZBykLY121NhJSSVKWylIKOKEdEvsT1IUeR7pHMVnJupAlm4ARWdfrMPT4RjTHo1gCJPMLAYdNWrRB6wRcW7Y9+Aw5hYCjMLwbZds3jUFEFASQQwkJ9AIukh5RDWFlkEUFP3o+N7ZrRxFL4695LWQGCDdBekdJ7iHvCMDykl43WJ4HGXQ0C0cR6Z9MusRoJD4w1+Pmg2Iqgv8lvAHxvxgRLRtcAVlwHbFyw8g6Ao+KRY/NzJKp7TTgIMB2DVlYzNhCy5Q7T5yHon1dHAOLV3CxIWDf4kIRMzXsH3jcUH8ooQZLoPm+4C4BdDw9XoxpszxfWi8htSxMUbojX14/uWop9Pze8AwsjqqFxUL3yykrPQdwf/5/YpazR4hlU9/3MAVCSSyUXZyoSzAYj6yYUG19dVZLZII4o7hxRPErOGcx83z9u8QqiViSMEZq8WUpBFsPCCQKQLnCBGbGNozqYRjBhwiNTIjNA6t3EUBKg4pRUWDpSCWhJfEciUjY5qe48F2BNPAeF6+fFIJLLDaZTAAJhhaKrDg2xXwuWQKTGA2YtnieE4K0RWVKgcjuXQxprmytF1KshckcwhuNH72oBBNSyi4KcFEY4i9a7LjIiSV9ynHtptJhJB4X+R11XQ+CBUOOGA5FR8eH43BXti1L9XkmHZRBLQuExleRbVtF0c2WEye+ZTtVUY9jqwJ77H1ZMo9VfcmTNIoTxxJdNK/uK2BWPl6EbU0zWMx6xq410BRdFmiuj5oXmCoTG/bRhqA/rlcKotkOQy9KmG5IEc/mkB0+r52NH04qYPT8kqBbxT7YpN7A9iQaEKcCWVNCgRe3LQ08Tj+JGvOVWxcE4QR4n3jnDJI8Uj3AS3LQ8V1gKgv8qmxYFs0U92kWIBzgm6XqtTBZ959+emza85fHP56KD2V11Bq+et0eh2EInbdl/3Oowk3y7TT4h+r3tu3dbP8y9NZlc6q652/e/Ntv3rwpy/Mff/hrzwqur74rqof1eqf8vGm+PBz+MI/h2zd/ZeNmsuKE/NXH+4euf7nav/WDtT2NZVXdvf6Lojh3zae2PYdBjpB5DpKcCcvpeLBVV5511RySOG2aynfV1e5dnIVPLz8+PH9/u/kzV02PL3/seu1abhpu2/HF8+dN+m693Xh2dHvzyzTd3FzfZllS112gEthxok0wPUHEuSBesB2tle971blJEoiUhswDCTzh7GTckORBXXXnY+2wsnLSLPY9u5NIZPTfMlda1kqe8rpuwAsn5je5DlwBd6v1KhSpmuz8PUlEMMjmR37UrJf7AcI8WPVWQ4tNAtexji8tXz36TyR7dd05NpZv5juula4iX2E9EAwVykaUkB2sSFekv1A9XIypPFJLwAy9EBec76PYR+BtemM4AgDAhK4KqdMuxxK7gUw8BWFtsYCerNGMvSxjmBqII5fkAISjdJJt01mj7NAkkQUOnB51R5GcpsEieQ1kYuhLmjQ5MiIOHXrWnt6fal2Bf3DpgLbhFKNjhGErOZ/0tCMtRm9MEKD5HIchjEJRnHI7yGHiTMSgL45n0C+LmVnuGH7UAW2bhKbI18fQRCKVuGyIAdSEu8qKUrT6nGOLEYDbMEJDL2QRptSL/nzB53SNGUfZOsqBzsQT8BvXBKMrSUWSGSJTHpaOyI8WBwRxRFxX/5v/1X8halGrKFq5SvCQyDafszJfh/2A4oL4Mxl5wSGlPZ21ns6nBkSY7IKWJSlTD5/UjtmejEGkK5RqWAV930dxFIXEVEgrx79SV+gBosQLQ68XZ1c/zEpAzL2ByOxzDkpKku/O9hSEgQQgUidoTdOSZMHUT4giHKcqO+hz0IocbWZteluuYRG4wyMR+eWsIJsTJhGGrLPkH2auX15aoFiJGmSFHYZunEWA++C1cEm0rZkGuFuOaxcXBP3b66SpuuNTmWbRZp94nnM+NuNg+aFTXToW6EJuddmusiiX+4MvStQjjGFU6Jt+bOs+irHt96ZfrxMu7BEtivBpeKSKQgNfSb3DQ+37bpIHl3M3w8vxSSL13XkYHd9panAsRACDN5iyPHBc+/BUYGzdZG2pV5vofGxcz00SElpouSWfYxL7nwAH7DD1m2YQXMFgzZMKgwVcu0RIl0VXlKZjUqvmCU3vdpcui35ev5gkySXr9GTbHz8dthtSHz58/+L77mYXGxJLp6YxM0v8ab3OxVRALx3nUdtpSbyYXRvtcte2TcMyM8/Z1lqWyw5qn/amP5wqhKC8MD8O3YpfAivyMw7JMl+tpUrGiX+pTNu0SBwnIhbzPD0eKt2PjmVHsUqiACmdJl7jcirm2aqKarVaM3YVuD6bz6ZXoZMnoel0mkeXS/vly6Efx3dvbq5v82kYu6abGeR4utURopf5cG5GM5BZdGmydTwRXl+Qmuo4m01qWfaXh7PlOHfXKxedcCU4B6zwWveeO7v2uNpsR8vakNqku8XK76lLWcZpmGVpbxhwGD03LQyAKMRR9vz04nmDxznmjQOGkM12N83O08OXOF2LKlzPjm+PHPGrTWxP1uX8UretcnPH6y0nOBzvX79+NZjpxx/+2Pfd9c3bm5vXh6efhrH1VdDpNopi11b5Kn98Ol8u581qU7afbcvebd+Wl+J8Ou+2N7aSXIFpisOsbfXlfByservNbm/eHZ+7w/nTze2b4jI8P/0Yp8P11S8sy2+q8v7xk+m6OPezeN22U92V0zBtN7uivO86/ebNL6Z5/PLwO3fOelqpuaw+Ok6YJrum7qrm5PplyHAXQ5Tt9J1pfGVNJuz0Rc8fbSuaaQIFlEG5FbqeWmd3yvffvvqz66vbu7s362zvBV4Ypkm6IlyYXtF+fDh74EqpITnqJGwWr7zDUNyDC2IaQlCCxV1MBUaJKITKr3NBz1N+XTawENggMWsfh/H5+dlTURLH9EIuTGD+UMHoieZNRNtk9FHyWzg/AYRNs9XpYXErRIlKs1iivRFsC36dy3HsIStSpluyEpBxaaAof1GjSXimGLe46ERcB21D7kbJhRd/kcUI3CWIlck9sycaB24o5IZyeE8wb0WqvfAh5FqSJlry+CS0WkKiSSYgHw/ZjJa7TZIJWK6MfFyuzWyOCSVzUipKMGuipxXqKdukTsLERTlD2KBMvmRzhZdjSdhjUElZL8Y/AyieY1ZyupkD2nD26cmN4UMQ27i4bITbP029UN2QQbo+w/KF3YVCRhwEMDwGk6QJEcPUwYsoFK0jJ7SINaaReZwfUDejIZf9rfg/GU2K93LxWoJ94eqEwEFAnyRKiYNnQVxKAqTL5zZi+bAW5Cb8OswXYiZkPQtyRYx53E42C3P6YZbANsmF9DXQaPTiCJGtnbAEXA9KNrjFfnTtpeki8w1xsVw9kC4lQEJyOLCKKaIAqLqIkJIOBnMBs+fBtj3ET6IbXcoA23GwTi4sXNpXyAoB/lKnrXU/wA5d+DdiPaBDh2wkqXqArGjgeHceqYxfZwoDu7X/bt7BVHHpvcEeCJSV+hdZCN8+3tTlowHsOUPXYkhNUbM4Hj2mlRYKUelpW7BhSosldSHQRInqGtbCsq3lo3MdMo5nawb15Lj3D89KBb5HsLDlDIrFVF9WOBuyLCE7F9Wl9j0/isOmvWit82xPju4wOJYbZ6Ho9LAqkVAV+/PIQ7tAUEXqS+myPD+mE6caW3cSkl2h+bFO4Tm04yS07Km6aBmOjFHCfkMqIh54T/hwuu0D4YUwnef3R8NAA4QwxiZXcMAO5KIR8OCDDF8/T4YSPHKcD4iaRupLOBZSlLuudznXljOarn1+frrUh7I6HE8vh9Pnsjw8H57McJ5nDWHHClwrS9Sr0dKza9bJLz2XlsNMz5f6Q9/NWfDNYFmb9c311TdhpOoKs31Rf5qd8Rfv/lEQRK2uRj2ryLn/8odh7IN41zbnTb61HJAHvp+sV9unpz909XwsXtJkF4RhVdXbzZ6aeQofHr8vq5csvfZ87+7uu+PxoW2awAtmp5Hzz42j5Puf/ub26rtV/vanj//8Uv8cx+nU+2l6Hcfbrqtejj9Ng3Ydq9SPkVq3w8s0taG/y9N9vsqiVO3X397d/GKdX8dR4rn+7mrbNaas6iBWaRJZs9227enlvL3edt0QKjfN1Dwj5O7H/sPHl80mTxJ6qigMsBt1Q4AkcW7N7GNQYhNFFeTabdXNk+jJ+XVOQexzZtvj6dDOBCe4UYyifXE5OwCE/HmYXl6qYbTSVAURKs3e4GReEsDlDvKoNEzPJBFQGQ4sABAhB1Tb9A7DFBttXQOuFoTYQp/GmE230jV904F5i1gu0/RDsOQQkEcXvIidIDRd6FPQmGbLCpXLzgA5hpFBEzdglLIr5hxiSkVfWV66tmXeKlM/1mocdIL5wPYlLOLFHLFYVT2FrFQE82g9LMcegW6OMumgl1mgFWzPkOzxf4DBD+C9TdOYSAw4ly9+B45QTzlRFLRNS7YTSzIWvsJg5lTChdEPCwOZfRpWW5LJZVULuc11HdMhzXU86EcGFBmLR5GgYwjSDftLqWjx5gu7hMQEHP4OelRUP0kYRcpIHgafD2k3Q5KDsltojtg+l8XUTNe9pFNMjCYpA+q6Z+35v/0n/0zCEuHVaI3UYZzQRCP5mEeZ2sKB4aMUxrP0Wlom0/TiYZDIle9GgWCjFe1cedbci/Jxs042XHj5KrAn63xCuQeXUlpUUGCiOPUD0jcZEYnBHeQgeQOzEBcIMaMyAOHqdnrBI4hNSjwHvuKCMjCvMb+SukM+hoTKWdyajmvJ3q9H0irsu69kocBdfMw4XkhhYrYhr83SDc2qj8tfNPQ2EU8gHDj1wJWDi5UD0ZpH02nX99M0nmcsiFpz4xaXtm1Mkob5KlgGnyoOuroT8jU/MM9HLTuNcMxX62gYx7LQ2TryPae86Ah2kLc8cE0DTWdJBw4jZjB8ozIDXp4Goc8BLQxDpSJvZvormJzIr0r4nEvGEVJrcTvI5TmW526zjX1F2L2L3Iv6SoJr6XgZQALQGqI4dCwg477yIQJJTqgUplNV66bpXc9tG73bRjiwn+t0E5LicGn1OHz66enqaut5GHCZtTO8tqMYWO0s1Jahn9abNE7gpph+OL0crbnP1lvlBxw9gQ8WTUqP5Rfli+nidGhfzqc4jnyHcex6FRZlAxiO8bkXyjfYj2Nx7rKUouyHP3ycJlqy3dWa4Fozkt/g2NttNE3EkNS1mWfeqWXbTd0YLDmUAnke9Xo4HWvYzZsQNYLjNp25sPRwZlLagiwLZmd+fDgv/um7V5txnA6H0mEr70reRkSKbkcj5Ck3ivgFIADW436XztPYmlHrIQqEe+Dax2PVNm0UZ2w5lGNa7Yb++VzUl1MUZ3m+imPOKFe5xaV7fCz2N+uZnTAq46buLMfK8qRr2sPzw+b6tqt5KoI4KC8l/Em2PhMRJsznXC/ydTeWRTX0resml8vnKA7y5DZOxuJyNoOlwtVoGk9ZxbmkC/K1UlfjNJTF0ffnNM7L+lDXeru9juKw7+a6Pb+8PDqWFyWIWQIVK298Obx4vr9ZXXu+KqrnsniZp7iqKtuxb2/fGVN43nw4nkZUoVWarLLs2vWHXg9lUdXQX5GV7te/sOb+w5cf4oh0ivPhoe4Ove6j8Nr2rKr+oLtGeflgNZ7jGzOt8o1jOx/vfzdYl9R/76vYsadL/UkPJYMYO+rnagbmNjApc+PIX1vu5PvhJvnm6prMwO3uOgnyJE1XqzRL03kSR5bNsg5JB8B9r7jUVd3GYRDH4UDdjAXfR0cBTK84sb91PO90LOWU4wrnsOpYhEmsnZ6m3vMCa2LkGcZxW2uppdDuSJAAF5UfoBgkcAXyxODYniXmwTCyZTmJV16QZRwTS1ruAn0RaxNyFOUjC0FEqXuPkAZiTviZI2GZBzjsYq9DtIO9UDQ/OMgXuwiaG2zSiwpx2fNwZgwjStFFfSedJ693IV8sM1Emi66lMLYRUL5o5gX09SeUC6tLcV5JnARZC7PdNh22Eh+fmOml4PDsLA8WMCS8QSGmwBleTF+WdbnUEtwqxEVhdqPAZLLGnapxTZEbgY9/oCUYp6m6dHESorGRtD+HCxsBlYs1kePED/Ct9YYGA86nBF1YoG4gIS+t+YIzZsvHVg0vpeuT40QnJihs1kbS4WhMZSwiOVnEqQJYbyGL0qGJRUQSsaSBmcg3pb9lBk0GHRkktsxD6bw9AE4zPkNuQdl8CoaRtyYDlyVpT2zpPDbYsyWu12f1ivwSc6nc2qJ+RLDKu5tFJ7bg3BatzwjZfIkZaBuYjXFGsS68SipNlE0i2ZK7l7YWwCOMDcbYKGmX5AZhsNFt8Dz4kpEFNM8R0qs2huwQxSBy/Iq8kOkqceTWCE8FqqToilmrWnSptOIuAU78Xpb6lkscLpDNtIELbwlX5LeGkkuaxqULXcInBC+HcXSBhba19glTgTO5xNhqravqMpJdFeU5zzRmFttuu5YrnHJQh2Hg2GSCQTuRpHgJwqDDjAgHtzBKQzXM0CKNcMJJhTYU6xGOFWlERaMk3xHvRAVqgUP40rbJTEeCuuR1fk3UdMkCpWQKIRnKwp/nZBglxxlxHfd0EHhhxAfe1QSqOY4FAQVbG37dIGIr0rbSDRKfEIzjWJV485M4CLkgBvaiMoRyPKcsyrqtHh9O5/KpuBwen38s6k+GS6RozcWyHIAIbhr6adE9eHZ4vfv1NMxldbLc8e3t/yBP1xrL/GNgp5fL4dtf/ubm9ps//vGv6+J8e/Ndkq61bnzlnYuPVVVfX73dbN6QdVS9zLMT+FEUh/eff3Jmla13p9O9SO+mJEpDsNLFOrtrm+4PP/wuT6+HgUn39fXb4+Flmt397l2nL73Wj4d/2K6/PReHrin3u8169c3T8SfXcvRw0E0/WV4crpruE0uraTpent6++jd//at//+Hpp7bqyurHqn2Zp0C5iR6PYZiIU2Mchvbc/WvLstPwdRSmjjvk+WqVvXl19263vc7T24jLMLZGZhNpnlQl/Ihlgc+MY0KyniaINsuqpRuZpWQSwKzn+4Fye2PqslMRhrW6rgfgPUEiedS665pKzzarPNyemqRNhYbRHUlUHsJISfaV4BJBP6AwAFxJvtyA7UiObCY1Xb9eR4ocaUMBtxCzBIEbx2Gc+udj6/p0lbKRpvyWUB/xbbt2izyVptF2KLw5V3u2xFGs0kyNPRm5EmqN6JHZk8Ssw6oHIcYmafF7kysrmxjCEsD+9PKwQ/pYAu7GATjNMPLWJPXHlxwXtp4kQLBh4rcgBH6KXtmDI42RoxLGta9kt9aTDY6AdkFJ0bwSD4MSEOUF15xtTW3Th4g+6IpJRMCvANbb87kTyGKVTBT+UssOQ6o7JUL0hS8ofTXmHVwV4kDuDQWbzEZtRSLOqBstbvUF9M27Xdibsv2jQ+n73kPmKk2ILbmdgukSdol4PRqzCPjbZkEuo+RUyhkxztuOb08j+Xb2//p/9n/SwB7VSgbGnemFk7mggfm2lPIXnTFUGZEG9ZAxe0uyYpMli10B5rqcu2lGSjQNFknZBoEl7rwZFUoYumlG+SCnM8NCPYyHUzNB+Q+iCL2TGCe8UNSSRiN3pGkmF8u0tY7SiAcaxjEPKCMmxEK0AUiNcZoOiB5bBCFac07ttony7KoZENQsRyWAYB5i0nLxWgxL7g03ymxXRevYVr6OUekI+4ipvuOL1p+0E/QVPUGiBBgKoGyGysB5iiPRp3EdxkEpr2kGmRpaQUAYjsc35TLGQwxJ1dITiVanaazbKVTeMPJfuZ4XSOws1tjYPR9a/swOaBIeM+Zzdpyq6oJ8UfmKTbc9eyHsjWEcJKcXpIFt21Ea1Jfu+bHId8nYj2HoUX1KspPuAGzVtV6t43kcOmLH8PIaNnMMd7UY08kdUtjKLTglqql0mgc41wfW1l3blyUNhu3ShfqufXw5h1E8TARNKl9FWYCWPfGNgTgHl7VhFeC6c7aKXM+/nHB6BhG/gjiOLBsT0TQOq+0KqRnSFSoNpL9JMI5Dedb5Kgiw39hl0eVZOE12a3ofcZTIk/iByXc6ThyC0/zqzcqy5k6Pp3MHHd4nEIycSeUHgas8tq/PLxUDfNPYs7PKM9tzmha4dhA6WRpWBXGEvuK7i0I1jlacIveKYsQYAAZ6U5WaOKxhliw+dM6WzcM/TnNTC3jYBiqWpFE/9IeXhjLbsq6u8/Ummmfr/uFM67tKEHg03eP9JYlREVA3B35bkus6zINrTXmWaD1WFWGMTCvs6XwkiGJ5MDBShszRb19tBSlu6XZo2j7OwvO5kODdRHJB3FgKoo8fH/TQqSCqCmYTl6KbBr3ZrLWu5rniwXfCsiy3u5skS18ej71pbu5usnX88vh0f//9MNV3N6+tyaob0QmN43bzje2MVXU+HQ6vXr+f7P5yftqsVyiKnPTp+bPrOTfX33z8/DeH58Pdq79w3eDp8ecwVLvdepjN8eVEqoczmb652r4Lg3Cy66pwJ2v68uVvbq/fubY3zIxUBkPmr9aHzXqlgvX9ww+e4+uBmO08vW4b43pTUT8tg0TTn0N/l8Q3w9g8Hn8/6G6JE52saRXvp6mv9L0eD759K3CWRpaBnWU5yt0oLw4iN0vXm/z1aoUtcLu6zdJdFKXZOksS1YN9CwbN5QHWKIgWp5zs/OhjHBundc1VYYaBZFXkOlwaMEraBkO/JMlS2mNqgkwhYdwjIyFPOXXVpFkKstlzBYrGkqTjqu6h0VKxcc3PlmBLvtIaGZcu+W+kzaIY5MpcTCBNo23LMRpEjcTRQFgReCmGMYGXQjlzXC4PGRjxR1EroJ9wv/qyeCPCcJQp7iTyITSMEhSLYodweZL0XIeiXAwMQg2YvAp9AQq3RYqGlFA8+oxlbQcDm4hWdtsYnzNWAgpcDEv0UaJgnAaUn9KT/HcJNyoExjMNS+75wmxkNbHkkdJRSGibw7zR7ftRNz3ido+TUNg2Uh7FTDbEBqzC0K1q3dYmYgXEZM0HeSVbzbYnS13moSwCvcnniF8yc9H7yKO3EAIcUFcSfE8QnwxVjWaxI+A0JoBfvwN2uUhFJY3WSFnA+pRdk6D8ETIsfHBxA4ptEvWU5C6wJXMcIiIYdpKMR2CGECPFWyn8RkibktTETe1BquRskl6dpZB8v1+7L8T0fHJCHp+/DiBYnAJmEAYh4gwStBgLIw7yBGLuY4xk97tMuLnVp0kcShJFuWwRl0JINMyygeQH4/rIjlBzYUmVvA4sc70YUSmBlhsfXaJA/7AAWNMg8QMIXTwQBWz5JIqT2kAMUZY9lSVeWiy4AmV1HfpAILQ0fou5GumvbnnKBX4oPG8c/otQa8E7jaY7xkm4Wu9Nh7Sb3s8ZdaejJC6KQxStbWtUKpTCwOKYma1FNa2CeWBpGVzOtVS0PJSGml6SE1k4Y4+USEMA2jy9PN4SDsmnhqhvBBjDooN4lUUMjmgNbmcQho7LgpoREdN9SYXm9hT1pnT10pqIdlqeg76fevZ1vvi1RGksE9lei4oYYeHcNZXrjJ3uHh6/FOX9I7b4o+mr4nys2rPWU+yt0nTd6qZojpGf+753s/tNWZ0CJ8+3ueNMbTOfiud5rm/v3m/Xb3Q3bndXmO9Nlebh48MlX13Zlvvw+A/jqH/17b/r+P3HTz93TReEUVE8ffvdr9rKGcbW9nvXWq8328vl+XQ4Xt9cnU9f+mF49eZXscp9NT29PJ8OL1mWfPeLv3o5nvPM+93f/f8cN7u+/dZ3+uP5MY62vW7TLDycPm/Wb/72d/88CffrVWamfhyctrqMU/Pm1Xf9MJX1PZW29pM4ylerT5++t6zItv1vv/tN2x4//vzDOFiH8vv/3r/zP43D9L/6b/7zYTonwW0YB0/H30XqRnlJXT91piGFxXqhjbHJck3S7fX2V9+8/8a11Sp9dX19wxHqxTYPtnPzam2a7vBctVrb9rBarYQZAfqQOt626poaeCGmVFUF4DEAL5ato5HcdqZbpIixxeXQ5vKOOZFcBzOqNiPREcrTY9+UfaC8NAt1B3q3rs00zkkWYlG2p2wV2dNcnJuBRwsKvbD+qeMnLqx+YhVkhwFpitLRSaoKzRXYHlisXd91/Wodo0y2UQVLuqknIcDMXcAF2ZPpBOmPhBn61zgPgPTYMNIC0SOMU12bTo9BwMkQhgAjdNcnaTTNY10ZSa8VrZxyJVqWPTn7qmnGla3YmkiovRYRvqdgOHMgns/NTHfG+CNJ2bWKRIX7FyMOVGqQPKjlBUMt+TWc9iRJtGAzuVLkgmfyxW8W+x/HLumdEIwWDL4Yvwl4YGgnN2M/kLfMig8TtT2RSMGLtKxZ8gy/DiuFiCMZqqJ0MRzqFn5AD58Ii8FxZOREPL041CJ4qtDCfK+pafnCWHWd1MaCtIRBYFuXY2v/4//w/whUhDcDDMf1vbpgeQ3kVNLhyNlr9DwjEoDxBANqLM9tGPpJFklajmRBoCVA2mtZ8oxatmmMzJj5aHrT4xYTd0QYSgxA3R8OZae7LE9Q9VCvfPXiB3TJfHqi8VnWbqTaLIEVEn7QJWkYpzwBEhkvGlYL8SktuYwSmUOzTqVjET8D2TVdt8Quc+ipwE2IQIAJBtjDFfvphO4WP6LoL2eWfjTWxakp6jZKQqoBvjNulyX4WDaitBDgb3Cs0nH1FICUJmXZRaGf4j2r27pPM4bKtgO3gCmCCK91Z8oCu2q+JgndY76OAsdT1jBI6TAx41wkoXLRDiogCWMY564zC4hucTiIQkzHsb9akw26pPO5yjUtmp9hHC6n7uo6c+y5a4cgRplyfK60Nl1jojQgiQjNj3z+X03EiG9pP1zn9FTltJ1ct+LMnw19L6cKtZ0hsA5079D3mieYukrg1+M4dprf8wSvvM/yjFVG4Hti8q47c3opsiRMkoi9Yq+niXVi4Fr769U0c+urAKffkk+t6L44OPJVaIa5qnXg8wAP/SCA6tFRvgy3TN9bLsBDytN+gJw2gxNgQg8eEq01T2bfI3qRLNEl1NvHuRcg1ZOpKiE5ArWjvEbAZiP7XoYunvLLCxzqKFbo3SUAwIeo6yqyDXsIv4uUaxrW24yIzLK71KgHVmmYZKpthi/3p931atIcHExJx14UiITRr7dpD9Zp+HJ/vL3b3d3mxgwvhxYNjx6yVbDZRg9fzgKEpEzM1mFTN0qFwzDmedib6cv9qe2bNIl9EgVU23ZKqdev1q7v/P7vP58vZRhGSRrbllUUl0DN+6ur0UyNrsviJY22s+02rYnTCClIP7dtdXe3jQOvqi7DNOz3r/uxenn5+eXhsrv61rbiaepcrw+DLIyDpq4+fviDFwxX17ur/bf3Xz7ItN+J4/WHn/8QREG22r48PQE1tO1379/1fXm5nEDhT6llsw5xVVWXLaELnbnava6ql2E0UlQ5bdVAWY2kxp+80/mSpOt5DmZnUBTNdl1Up/PDdvfKsdT9wx8dx0uzdVE9sLUZjOcqpeKyuk+S/aX6WDUFuDbGJY5y40J/EJVlMvLInlwrR4xtnbmunHWgojgO1+u73fbm1atX11fX+90bCCJe4qJtD8Iw6vspjABes93Ccqabshomo2gaIpmd2kYsc8uYv65L2f/5jISowmn8pOyb2LrMU7ZKHHvwJAq7KQ17ShvFUr5O2cJxDyH3l3Q5DtiuqxybPKbFFCHyTghSjmudjhfLDvhtS4YEjz2GtJ4+kFxeVJ6Oa6dZiL1BdkQL20NWRujoqCyhcfAGm1pTFM/WKFkU0tjIbAWAGytH3iofJloaSPS8Hqgwi2F8yVKTnGIxIjLgnFyHTQuhtwxfJRxIIqHoecTxhSjd9aJIRITCBCOeFa0Of+iCl8TiRfyaNC0iqO0ZBo0cmK49Sbye41hgpZYgPNEddG0fxiGsFcnV7QVBofXQ1sx3iGtTQEEQoQiEcOz5nQJUZhrPGwxCtYAfAYTI1m7JXmOshml9HAxTXpcjDRefoKc5JRaqivAYhq42SUozZ7SEPYkbDX2RT3YMDbaA2kV5i75LJtwD4ba+R9YOlQpB8POMq4c8KPollMmC1sA1uphklsZYhgVCG9e4JrD3SJe+QC+XBr5ttHykPX8StFbJdqJrgvk206/iI1gEIDKqQyQJJV+qi6X0ketMShDh6E4j3474W5a0BoFDiFUG9yYpBWybJe3D4acjYRJSYFqeCDt542z/eMKMlnOQ5Qax3/D2xJgqwU2z68OrQEENHIHdIm0/LETteg5beqIykSnVSGNkjy3NFbUs4V1Wbzp2j0Eim0DuKpnrTedTEcUxKrho4SU2+YZj9XKoMJVQn01lWUQJ2A+fcNeOyK2FbS+IP8dxOnRrPIk+lBRmHEvSFUMY0rPwAS4xoctXTHsqNE4Vuqblo+Xzob1kldQ2PaBpmf8ugb3LNxkgXcMHyyB+EOopgY5zoGzHG0+H09PT84ePPz6+/FhUl6J6Vp5qu+75+EXSr+zBan0nSsO7pjtusu/ybH0qHvebX+TrXRQmh+enDw9/Gwfpu1f/pq1GxQ8+K8ramptf/fovXdf51//6/zmOYZ7vb29CawxmOxsnY9mDPTtNd2rL4ur2yvezojgoPyjLc5IEl2OXJteb/UpLsEDbPTmkDbOcXm92AhOibCvLS0viweXu5pdPLxWAt77dXW3Px2PXDa/fvD0ePs3WcPfq3cOXJ9vyB0s7dlCeq/3V2vVZA9zf//jt+z/P8vzz/d883h/z/P3r25vbV1c//vgP33//d22r/51/9B9M4/TjH/+YptGpeN5t3hWXl8nRT08fHdtLk32WbGzXej78eDk++4GbxrtL8/lS3k9zv07ejnM7tE4/V5PV+Erl+ZVSapu+iQm+Wn37/rehSlarfZIl4tzz4xj/eF21Xae1Hlbb/Hw5lkW13eyV0JLFT0uEteMSocHcDIU2K/EAJR06Unt21lt2y8M4R6HqtGnquqmnzSYhpWYm4w5YhoPQg1hOZZXl0Whrf7Vj/Cc/nAHrysDN7chdhkJliuJgiSpd+LELSKJpyFwIgiBQse1abT2owGrrdrfbDLNQDEHyYirzPC+KVNd0XTfGqdRO0wA8TFL/inNdN01AizZr06GLClGqmK4/Hc9jb+er9OvklJA95jpoI/lJDkGoYMOG7vin/kPS7TmL4oRg4XEa6wL6rm1jEIgihTfPQ4Mj4d4yvmapzjCF3FrNgFIaPwTsrAFlhcgCEGUns3XJOmeWKrY4r9fs5F0fBeLisgPAI2NPFIvysmXexVWFRUDSWmWcyjiGLDoZfi1CA7AuHGyzUs40TG1L9atQijHo5NZkqesbQQp7CImomcW/x29/AbzJalSUcP/pP/6nxjCTW7ggEjOFWbPvZ8ij/RQv5mMbXU0YKK01IaAW2gDQZAy76A1A2YDYYJW6uAa5biXtyrJmI1s7A8rSjUP/cq6iKAwDz4KwAmz0a7qSaEWkzF6yB6FaY0T2EFOBQ/AkM3GJalVsbFAkE+jhvDyXIcJ0/itkVbPENDlYLCSfiusBca09l5dWomOWECYmrxysQvZnGIxkREZ8MsWUQSr6E9FPWllOcUzDI6YFzl0wlbPvqaZFQmnZVlUaa5rjRHEXTRa/D5lxLhAaIF1wCNwoC4tT25sxXYVShU5Rwqrzq6oWreYSPcQ3F0S+0T0d7QzcSdg6c3luAeT4PrSGYbQ9V7d9kiIL60mt5QUsm0aZw0rqjpAnxmnebOIeHh1Th073PVs4yZOyrCQhWn1h0S5zQRYPMlOPEjSZQaSQUwzEiNkza9gWds60WicSf2QXtUHXiv/H1l27v97IAJV2y/etJE0WEXZTM3OMEqBDnSGBI4oYkL88175y7+7yKFI9hPEeA4krdtuJz0eWkE4U+bNll1W3WgUShsKjw8xbvrPZIRfbaEMXiu2ehiqMvefn0uhht83J9ZLZFaQKIRksIWDTNDRV9frtjW05pKaSFRCP/ZhmNPzYU+fJdLM2JvDJ7eh0X0tXNvTGlxgW1qTid7/Zr3zP/vzlRKgigEZLef7t6518zPb5VGvdNy01CVs3h+wHoRfwGHStWejCQeQTqYSGX4RYVIEUB8KLw3VtzfP5ouMkaGoqkvUmaSrCOzlEMfE7L89PcZIuo/oO/YDaXWV10Z7O7eHwUlfHX/zyt/LM1K49XV3vbMsrqvr+4WfLjrtm8BmXudhDSUrDAu/5Uxy7AeVlWpZleTlCRHaSIMo8Z26akzX1+fqmoY1ph7GfrS6Pb11lnU+HJNmMk11cTo8PH65u3s+z8/D4c92cf/ndN29efVeWx6ap/WA/TgVJA8qZrdoYOwg2hg9+fH75kKYrzx+qS5XGm0oXjmO/vvuLsrxvdfnydDJ94zh2nod5vmrqrqzqMLhx3K6fy1jddbrUTen57mZ7d7mcDy+f1rvY8+Knx/uqfcyiveNErjvW/UtgX4+j8dRYdxfTmVDFnanGue4nLXWpmq1KloHUw4FiL43ewYuUn3/7zW932+vd5k75URzFSkX767VtDWVzqOs+S67q+ui5KRQK8VR5PioJCd9eXMr1bM1huJqW0c+iu2Ogz3zHdI3rqijJ6qrTQC9QZLBjlSFd11ZKhWmaTHPrecReeaBWnKru6PZD2L3iMZYxPwtsydlbcCIW81rJD+duwBkoXt9lGLckGrEzDAH6N7WBUj1NoejDOsFBDZgfZPwmuCk59ERZ8VUIuqSEgbnjDJLoJzJNF70aK91WG83iIVLilZPlj+uhqUBS7k5CNhOhZo+rReCEy7rjTzG4/DuOBYSzN8NXh6S8duCF2AhnnEI1Ng1EmAJfZX3nu1Gi6rIpijZfZ9yAX1mn7GO1NlEIg0GCCpb2EJF2XbRDPxMGJYJ5EXVy5VGJgmCU0Aj55shlko/Rl8YDYqqY7cRkiD+NV7lExTlWTxggHkL4lRapQYRlC/emN1PbkgOJm0vcf3Dll/+ZJxUAcZX7BeWFOEtpL2XDPKnQj0LsQC69JfNQ3kJtlvS55a1JxKKE9UlxY1ly/ksam+ygQAswGfkqP2RAJlGxNNVhqFyfzG4+Vx4G6tGvrcbinpDdnbjSGG+gsOLcZG2lSPljqknESIs0eskgEbONhArSTfNvSOMKRXDs+SiWkMxhICSpbYeQmT1QB9ezQ0gMNE6WC19heQ26ZSi+sGHmEcMMhRR0K8og3Bwi5QqDwHbmy6kcRvtSHNyZXw7iJmdwncD3Y0HdDnkqK136RKdr2gXgSgCA8BJE5Ab9dZ7GJAslxFVnWTJbM2jfxbopGraQ6AtufIAITMxRjg8wJBgOkeglAh5ZQrLMl7U178fIDsTIQlgFVPzyHHGtyxICqaoZhixPACyJnAct4aBfnl9eXp6a7lBeLlVzrJuSs7HTp8uDZvfOR21bwSb7xnP9YXDW+TezPZwuH2xnePvqL5q6Pp5/Hq06DFbvXv27WX7bj/r+089l8+Vq++7b7/6875sf//C79fZ6f/vtMA51cdqskyjZPNx/sebmzTevjVYvj0ffc9OVXRbt6fR8c33X6Ubr1nfjbnh2LP/N6z8rq1NTVa/efBNF8ecv32+319Zs//zzH7q2/ebbX8/j2Grz5f5ht8nDZNXV9Wq9/fT5+Zt37+x5aLX+/PGP++vXu93+73/3X6VZ+s27f6vtJJ9UYjPbrk0jqyy+uO4qyfM03eu2AZIBt2e63m1011RV17St7o62N5WFHqb2mze/PB/Lnz78rQqjq91NWVY+qUKfknAXKPXl4V+pIG2bIgn3/XzutdUMT9v42wCUxfX909+fyx/iKM6j787Fz83wA4J8a6PINrHy6G6z2q42m/329X73Ks/TeQyvX93oenDdyfZ4zkn4EoMA1mV+lVbNvT+lWcxOfpirS6Eib7NbFedq7OdslUjEOVZt0QO7EqeFBL03yEHnyda6Oxw/b9b7UGWtrtuuXa92WRqo0KsrXRYwT12Pk8Tz7M0ubhsyS9BBRH5ddRz74OVJqF8yM4Mw8kBRNB58YCdSoUR32sWlHaaxrds0S/dX6dTPh0PpBVOepSQHzlNJrnonOgjxL1hjGE+eE3su+qmefAVARFkasfHTX93MpueYWn4gpOMoVhceqS32ZDlV1WmAIFR3irUEUbQLpFJOpCmMaLCbmmNyktS0BU/NONEHSSVReaA1xb8tQGCk9XQf5CvQOLAlahodxaSwdDVKQglUpLtzHdL/+NvEt7/YBRV2X+ZZ9GP83oXI62D6ABaw5O6ysGSU1jSGZRhzH9p7sC7ytxv9le67RGoPsBFpfJAmyMJmnMDtAISL/GXS54UsLqaqbNGZDNNwavNVuNok5aXDnT8CYaNZJi1obvGLzefni2UhAmk70zWtGbhNd2sPjL7QmenjG5IqooTk06bUeR5u84hFok/fTRwqHm4nDr1htBrM+nwo8C2ViiM/YMgnd7lyYLQJL5uwGclX1d3YNEboamggOzMmmWKLLeRxvoBxajvWPFlOxSVCUNkCQayyaXVETYHGz7aGqU8Fcd73Q1fzZMQJ5cnlVCuFnUx4Zo7uEcXasx1GZPiCY/VdJ1Flob9GAeMvp0AR3SDJe7LenLyBFaikLbGtrc+dwdzou2cSBlZ5gpGGtwB1Cn2wg7TJaJZjsiiYilJfio4BbYBEDj/MwOoZfK2MNCBWD3MaUYJMk9+ypJvJkxjgvHetAKAFipNk4elQTYinZf3tO13HBZmkPqpdCWOtaxMEdhoHVGiOrcVEVxW6qrq60KdT5RADGFMvClxuvY49z0vzYDQkdli2s85UGnlVpXEcTXFdNr0egiQuzk2WBUbmrI+PpzhK8lXIPS+5KIIWdIWaqMZpKi+tYzlaI/1KUrTgtmWVF9PMY5yHz/dFP/RBGM3z1HUEyLiuVZyafJ3QbkmgZygNEh2yzYBEpqdjFgd2TtkyyurYtq39dW4x+IGyFacBKL8cdZd4eWNf+ZeiLS6lCq6mYT4dG1silSlDHIQ1aexFHCJjXdsYMMBaMPLBLFR2Seq/e7frNYKxqqZAPB8rZhGMGNxh7NsWMn7bdnlGbGAQBG3beJ46XRrPczbr1EJv3CV5SBjgMH/5csbcY0+rdVo34zB0wsWVA8q2yqYDUbMOrdmqG/P500sURWm6altte1YUqSi0iUeRXLLNNslS/3CMg5gRieOkfmDf3z8kSd4bK0tung8HFcZXu7Wg5xlvhFFwOZVPT/euP2y3+yBETLJav2q7rmlhD7j2vNnuL8fzOI5PT4dpurx//6uffv5r3TppsrWtwHK8l6eHMEiuru8OLz9fX7/f7/Kr6/jTl++dOUsz3wAIuw+w3tmHw+Hm5u3N9aYsqigy9L/xb8N4a/S5LP76cHpYbfbWrD5++MkMz1mW3d3d+V5IEtekbXcKIjiDp9Onl+OnNN6/+u2fx/Hb0/HLh8/f66ePu81t/OYvXs7f993k+nqrbuI8rU59Er+5zX77+f6vXXtOg9e7zXfn6nNVP456CpxXcTCrMKDn0Rc9PrtYcLzOaMuUVfMiiXnTDx/+a/SGlh+q9dXu7vXrt2/fv3+Nr2Of5/Z65dzcfltecMf1aLFo3QUaBjSRxUIeDUbLbsRp2nboCTiti852mMuU5WWVZWGc6oaVF04hUW7SERoECJL/03ue2zSnIIhsP0JU5vrbXaSoY5my0Wt1LdtynM/OwoCR3oQYBdqJ3lizL8MuBk9LSHQQKtdz4zSogfUJ4Fq5sCX6QbyLjkFdjyluQXqRsCNFxohXfGwr4hHaOtjt4yVyDQQXLgzUlWRCulbT8vpd3wU1ym5iia8Y8fTaBKaJ8cxqu54mk3bZJpNG/g9ronnjFqeh5dBdFPuzNbdVZ/s0oEK7F5M5vApyk/hrxF5YlW3Tdo43W84UJsp2WOMPQssc9DAq10axPtroi0TOOlpQrXx6P1EKz03d+cLGDEISPpraYPUQUx0f3TRqJmt0ZaEiWlBM+TTatu0CKJ9hnmnNjIsEvAyC0Ixv2k3SgIDWySbGw0MRI6HKzD0ZEcoGlQH2KDQUB9Np25go9hFhCkKMFyBrH3F/KRVSjkzjxOAVnlCPEQ7+AR2dNROYLutQoe4QXjzA5CSfD0+IgP0pm6bBjSLfD13m4v1os4/CByE8Uoocguk6QPDoXkVRKvFOvJAFqOPjWVt6TsImXOU6uCemWKLnZHvJehPMXce42vPNNOieCSEQkaVuYR422w43MDf74gjo+ZSGKPLD1O/qvilbRleUCZL+Y1kqwmpIZJZlVZcWuuwwdWKH214R2pTm6TiMUbzx/RibnEG3Ng7z+VSWVYkkHptrwxgkUr4awiCGwOcHfTeci8pxZz+ld62qLhhDCdiEK6s7lpMqVGmKQRcTQeTEqdP3QC8JVpG2DF+TBGxog5+JchNTH2OXpceWYcoAbxieuSwYZcGb56Ej8hIErspVsVsUh/PpVDf1l8+PHz7+XdXcPzx/rvXBtoLZKuXUUqn/i9DP277bpr+63v26125R33v+kCU7Zefn5iGNrt+++UtnDsfxEkZpNlyn6c3rt7/pdPlw/wdZOHd317dK5f0wF+eX0nz61c1vVllyupxpy82QXMU317f/8Md/Yf6gb1+9Lev7zfru08/Pb765C4O3D48PgYp/++f/xjiq4+Hp8Pxpnpxvvv1F19aCvBo2+S8sa1qvM8dyPn782NSeMaTdfvvdLy+nH7WegmhbN93t7eskVh8/f/DcXIW56yfzPL17/xvlZK4bPT9+HyXJdn81DqYsTmq9+Uf//v/o93/3/ecvX/78z26rqm4OJ+WHjw+fLofN22++3ez25Q9/yJPd1avrn3+874fq+vr23bvvoihoxCB3PP/N29e/3q5uHh8/X1/9+t3r/6Ef+Jfjg9a1M3pXd3dxEndN8fff/zd//me/utn95X7zXRBETX1w599u/V+X1f046jx9ZYbjx8d/9fERQYltpQh+XC9L3n377S+z5Opqu42j3PGi2+tXSIqGub5AK1xt4yAAUG8xvXLdwO76+uXUmd4F/OhbnemFtEzDJDsNMYj6fl1WsP09D6eMbafpOsliLGGtmS14m+M4Pd0XMhjyjDFUNURke8hBmUj6ljUcjqXrR+BxomCaQrTcQSSYX47i3mh7jjCV9Z1rec7EHMl0YxxHYUQzKQukKV+lQIP0EEcqIoX41GlJPHDHVZamcbJEtw9mnJCRMwUh+lzywIMQdGdItJJNhkqLSi4M8IJJcrfbNHohM1Pqm0F3MtWnPPajFA8Gr9lnSVhX2pKQVT+gWRDRH1oqjjIheTqWG8YBU7Bh6gmIYHolWQuo6/HyOIEIqhEYkvyBrAxVGh2hC9MFRYqspQCqRQo0xghol2EikzEhqUmjSNST7402payD0xv9jhazLj2kbN2YTSlOsGlYzIEeIA6UmLSjMzY3f8k9MILkRQ41W/Z/+h/9F/irOHd4HDwPpPUECoY5bN3oy7mIk1gm+ovnBC8NVniuMIRJcMBR+zCrbjESSM4mbjdcroHwJLM8suyprXuwPADfiFMX5KYbhV6SBFHijT1UtHGywki1hBdDa0UmJ/4rGZXNUlgIPwuFnnI93KiS5zgPmoaMAF9GdLTy2BEn4jJmYGjScON/wxrn+tDs6lKLFAop6TInXTS1ZFbSFWKxwALbT2HsXU5dEPmsHWT0G4ZAc8UZTy/HUzTO/TjDgBa9KEJBSKmDEvOoXJ/MDFAJizF0gpzGpFE3A81bRDL4NNud0XXZZnlKuKRChtgLh0BBtbEE3zI0Ze/5XhQ57NErk2SR68lOVanLsbJsO9/EqJpwwMMVqEuD6TbwNRnNLjdcaa5vUnuen54b9ueOW9fd4sKfMK0ifU7SsKn14aXc7lPPcRuUuhK4zIdnNxCWJOALGoRjeiw0bTNINOektbZQT81ZGtVlazlWkivddmEcD0bWpxbxgOM4bfZ5cWqmEfINyT/jmGcqzxKpzQRj7lnncxMnoWjtICThuiwlKM1zokT1mk0vPtdpodLzzGDqa3TZGsYZkbfZZmM/PH4+rDYrb0lxHPooioX4hwk4itQSZk1aDsGdYCBESMQkWDgEg2u7x3OD93heFBedH/K7teZ5vUlFoe7UZe35Xr6C7He5dHHqCuipx7XhsBKsqgZCswt8T1JJZhT9aTAMZIiNA6zU1Sr2lFeAeZQcXp5JJ47I7rRtRAvGcIInaSikbPfVq7wz85cvL1VdWdOQpsnV1e7h4WAG2ggMAJwplu76/Sam+Sy758ey1V2ahmbEy5Rlar2KLEi+zTSPQRCNTK16Y6Yo8EKlmk5L8pJYjTs9Dc3Ud2m2C0I/XyXj5JRl8/x4zPLMcb2Hz58j8k4iAX4MVXXeX9H3iq05MXSP7qX8PE+9ZYPLT+LryWrXq5sAK7MetOOqCUZoZ77cP3b62XP8JE63m+vLuR5nb7aKq/2ruq4u50L2zZMD/fW6bY5dex5Hb5xHGdXnSZzWTXU6HsFdzO0mv81Xq5fnw/PT/eTgPd5trjx/6tu2aovXr/8s8NeHw+P58r0KgiR6VzYPVX0ZBrNf/2Ic67I6+E7mKGfuvfPlc63vzXzI1XvHi8340OrjaGnHChw7GOd6Zge4bIQmy4ocUrJ625mTaLNKXtmOtVqtb1/dbVfvVqttmseek/heEgnkaZ7HfJ2EQVIVJxXEsyArSOPxmBp2TauC+Ktgz1fksU79PNmhUtyO4r0QXULvgvfwe42qZLF49XxryTyTKyW4LM78ZYki2H9c9bPY9oQY3BD+5vqY0GRIKRnl6nIuONmCIAxg5XvKjxJlGm1AzmLWFQwJG4ylnsbBGInbiiwEVIK4hgx+PJgbMHtpJerKFJdKAIYgBGLYyN6AIRAnuSAELT+UdAewVQhAhmFc0JIj+/8RH5rMPgKlpE8Q9CS7SnSkiiyQBqMaaQGwLRyAAXRLDm5G/iIDBMtfaOYBXBAujmEYjLzUaTKO7dkz7Gg2rpLKmGThYlPDcyg7wyXHabH/4T9cFlzILxn9gPVgNyUDEhihcoVBcLZaBFToWxZJD0Q0+CJfNbG2ZYVxQDS45jY0PexHEQmjDrVEMBnQwnH202WxzhqMWVCXEmhkO3XRobkVGjEnOScstmlBdNojUnyMEvLhCGJNSAsyCQ1IejTgeWTITSvbtSYIQC6g4RcmBM+dwZC2eF1mawITZ1FXgLxeyCKuzYXOEcub4jiQLRZXMxgqfjWK7MGRhahsHEHr0AEuol2+enyDvI+xbYkZwKIJB5UWS+AWNvQvwtMUOiMNBM52RYI6sqVk4Zwpx54kQkUPPddLGKvy0sw23AHu9B7gftudbDusymqaIs+b4iR2bHe263myomi1ZEdC35GnQjjtg+v6VcX+mox1LdK7tgrCJKDNC9vG9IZlQpr6xGwOY7zgsqViAcAuv0SUw1DcKCJxyrQ6yZQ1O03dauIWmZKOPYQYFbldo1vy1Hpt2ra5nM/nS1EeDl8enz7Yln0qngeUKGPdoXHI1KsgCI/lhyx47wbT2LfKXXemnd1eqSgPXiE7H/tI5fv9ViV2cSpfXr68e/0X26ud51vH58M8T1Hs+0H++HQyXbXdrG/v7mTlMvz444fj+dlzzavXr0M/i5Nt1R7apt5uX+fZqq4eh961Zu9U3BdF9e23f346Pvmeu9rsm/bi+2q72n788qksCtc1Ubiqm9Pd9S+jJO6NVirW8sx3unI863h4SsLItpPT+Slf5VEY90Ob5TvH8k6nl3HubMvPVitr9tqmDeIIrWxLbSLlmMdXGZHtZs32OJuffvqy2+08nwlFW7arTcwMoR+TKG67ommb2TbO5N/c3jRcKC/73VvHnw/Px/PpMFrlKrtynP50ri/FIc92N7dvO119efh9Gr+/e/V6HvXzI+jpS/X4zdu/ulxejCku9VOWXPlOdqn/OM7GdzZCVOXIdJxgGk+X+sM4W76T2vbo+Wa2hiS6XedXae5tNq/W6etQha/f3/lOPk/2bpfXVe/5jFGIB9BDIGDVphYVsdT3GGVRavBba+q6a+W4i4I4juVRr7TweG1rStOVuBJ4Vo1p53FMslQW9qwW27aqLo3rRSkhJfb5Uk+jY1laoT5IkFygrPZwCvSV66ppRD8/DlPTSnksp/IwamQQxmnrIY69JMMn3XajWNGoB4dpDLwM1Bx1stO1jcjurE7XvpuOE/IKKmTBgLWNDvk2x0hABbI94+VK9tviHnTQWqD4wzoeKGQCnYghack80VWRGMGcRXe9gJoo7XE144ObqS3JoUV0toQIiC2IxEsQG0ko0eX8/oVkKRBpYWjNk20MiFRm+qHf0RowYIUSTP4KYWBs9Yc+iIBuE+OBwl+UG8JsIowVKBn/EW8QKjV2gOU/WVhcLPYcOI7yr8OGER8B+p2B9GOZKPW9/Z/8z/+pRKUR2zUMoFfR77FmWYimaAjBZspfbNvwIQUgijp/SXQQjxkrUNueaniVjTX3TMUsa73ORV5IwIjYN/Gl9EbWmoSQWjWMDUAX+RpjDmn0wDnhpdLnEmAvYZd/Ao/yLTq8vGnsOz0xpbCtLEe/NMlIryVdwKhQLeYHmfiKlBYZhUVUiAIuJDlYopeQ5BDGKcK+lgYDdBzCeg5eUV4gm7anSdoNpDQSdDvNXWuIIuS3JO72Ya6JyHNUoOQWodcnBHMaz4dG+V6UqbpkgAc424z5KgzDsOs6m3FjYDozob3xSBnRkGeRdPPH21XbDT2ftsTColSkjocKADbap/dTVE8g4+iHm8o4LuUFeSWDJQ0h2/ZF7SNBIpMZUAsnadjKRrirYMlN8+CT8jFdjlWchcRdTbP0QnBsTcfIcJ6JFFfKvZyaKFXziN+GvxTGKd73KA6aqnFd9sjbba67nnJqmE8v8JrXu33fD57jzqPFi2Okqj3fD4OwaTrHd7ra7PdJHLGbBULgecNgJHqRDOthGNIs4nNoaRUCnivUXeKhhfB2eC6SJEziiDLFtvEFkniEbUK3DEsZrKBd4jLG6qlNU2mgcwovrDglWGg4nCwmCMNeG+XZ22swME2lm6azHTfLAtuy2n48nypENcIpJlGDGbmz3kZxDMrgy8O5qevNLg8CAs1YkZ0Lj2bPw3fB6ay6pu9a7Xke35rCjhIlcZqoru0fHs6esgNPLQKqLFPVuaNGZ5CPak5F3s9/fA7CIAzcyQY9iqWjZ5Ky260605elRpA8Wjc3q77vy7J++3o/2dbhqdKdybdpGKjDuX74cgo8Z7dPoiweh+H5/tl22In4gTofyzB0377ey2hjZto8DiB5WOudN+stkHbbC8IA/upgoO4RgmJcRxVFIfKzui6azXrT6bZp2jBcz1inUThbtm6bUlQZ/NIiYvZkmOZuyvKlKWsvHCcrmMfetUM47d0pTTeBijrT+n5W1y/kGpfHONyOoyHv25tWeS4JP8M0O6bvESFP1qcvfy9kB9+18jRXUZTUNYrUQG222+TmNtFtfzjd/83f/ss8e+3YU9U8bNfv/GArwI+5n4tE3YSBYELm8cuXn/uh7VqdZ1e1+dF1SExJ48ib08o8tF3Rj30cZp7tt/ps5mIEU24rezvbbT8Vwgj1BLWPmFMEHaH8ijfr7G69yVZ5Bm7UiZUbvL778yTJNttMbBVotxxv0rp1rEhU09qaieu1LH2pXmwLMlMYrUMVIcLjtJriLJS18JKhh85/QZ5gzpsYmcnZJYFsgUvyMjBboBICW0YZEZB+Ttm6kPBRZvr+4/0LxwD+h5mlHFM2jpe266W9HJTyqVbluhAACRm7wvOX1ZHs8Pg0yYrlvmI0QSqdWBomdltySrOw4gL2nED5TdXaHj/VBf5BYwPxi+leR8bArJlSV72pd9ttHKfLqkQUiYZOM3RQYakwilVXM4KVi0WCyAUxRw+NaAVwKPFWvFHuOP5DhDQYDmwJZw9D0t6NZmi1gDfAV4rVUiA0rGJkXingEYaRyKrEji5MsHHEtigzM3oqiRcY+qEq2qquCUu1POboONKAsIZRGASQa8QiTpKyIxEOujXenyid+MmnQSkFAn2Y0iRYpJFLUsKSDiIYG5pTtF5UQhQWbc3zudjaJX6XVk/IN5KnjJmEqasNOwg5w/LWBAbEvysKRu50n62UJE1RQzGlX2yc6IBsdMK1pMLSXjOz5oteQEML2xMprWhHv0pBCZ8QlyObQ6G0yQjYhqyKAYZI9AWmjSST6iSKhWegRQErSmAsPeO4CGUROonqkTGBbAXDGNAllifSw9k8R7FTXBprZpJYF7prO90XVzd7e/ZbxCn+OEIStizrfPocxWmW79qmc9zOdcKmNkkSD32ndbfd71silWFwCZFvqusWtSulCKI1X3nZKkJ9Q0E2G6AdDiQzkO6L5kgApxjtWFdIFiWxCkvAmhmmpqnq5lQW5eF0uJTH8/nT8fDS913dHdu20EPnWCvfirT1kAXv7q5+ez6fTG/W22vfy6zRafS965t3r/+90cwvzz80XbPZvr25+VWSpv/qX/7fsmz7/rtvusYu60fLQb2WJvs0y6uyLC6nqZ9++etfouk1khQ6D6Yv8nxjze7pfGH20hjdVUmcCxHXW622ddllm3VdloeXDzc375Vynp8e3r7/la/U4flFqbCjr6YEB1vB3XG5vdnOo/f0/Hm93u/3d+D6U6E+UmX5tj227eX25tXHj59//PHjn/3lb9f56uOHH+I4t6z5UhyO5/vV6iZNb0LPCyKv03M/NPv99uXpOM1Olqfl+Ryn6TRanTFdV3u2P86Dp4gBsy1ru1+hO2Pe1KnIeX662G633ew2m/3Ly0nrbrPNL+cyDJNhaLTWxfnQNuXz8UsQzpvVN02tV5vV9dX7qry8vHyapvHVm28c2/r9H/7beZzbrrm7e+s69uHx2A3NL3/5l23b/Pzp91GQRXE6T+Hj898Uzccsuk2iXBSFaVV/MmMR+tuygVPaj3q0Csfy9+v3YRiFkdqsr7Lk1Xq9iSL16u5d4OXpKk6zmMWG5TkwDkvXVZaFz8VxJpdM7FH3VV0PN3c7FfqHx6Jr+5RyUVx8hJv3pIezavbwIIjEvTdjU9euZ0dJGnh2Z9qyGe3ZyYgTdPgsu3bAao20frKa9e7K9f3j0zEMVJon8vyP/VSUVRUoYOPK969v13VTVUUZRisVBOfzYTKTYFq8kVPUKy+Xur7EaZ5mycI9ssXA3GnBifScoAlAGtJNlxAggigDUXlgNEDgP4j3VY5C/l9Rp0tCLB2lNcHW4lCTWEIujsXhjchSQBJM3RxhdQtOrO3gxzDFi4hF8aCqCgxSWlpxtEFlE84Lahc2apjRfMw1GHMYYeK/dF1f8Ze2NQMtVm7j5IOfQiADtqDtjCafXSzi3ClBiG+OARn2f3LsXNcCOG/NVdn1BnUrWBdib4SrAiya8b0fevb//n/3f1/CfAUmQ79UlU0UhUEY1Q2+0ZDRoFs12rPdOAzQyIHoAB4axWRwB0qRn4PbipWrg8NNZBjwoJQYK4kIEbENPJiy7IyekpR2ljEe3DYQQPA8PFTdDM9Sws2KS+PY1mqF+WOJFDfwV+jcMKKMyBggrzjE9wUhu1Xm0M4YJ9E8s8TDScksmWw3Lg8xMePrsGd6BYW+bXkvSrbbsu20xZfCFYg4lRk0sZjsZAYCCSS7nKdmmuYw9ubJKouOiaznno71OMxxDHiHBCSUM7CPsk3sOHNx1rpr81WaZDGSdcnepQFQbt0axsNE+sLj63WvPGcggnyOoqCu2XcKhRbz+2J/9zyXqAASQkgXRPIqCH6lnOIM2Qksryim2qbPV8FgJqFCS5pkR86Tw8xYVZVmkj0SSLgk8MIl74coDfsO7lmaqqokV32Y0NMOLeRSORfYJEQ06j1M0RFnhcNWwTkdn7J0m+Wp5zllxQkAS6bH3hZxFIUVC4FpvYpcV5TobOSm7T55fPpSnsv15tqy5tUqC2NE2XXRRiG2dxgAmu9uxK1hqYj5t+n6OA2a2rSNUQHeNn6Kkx2Jv5EkLlyRIEapcWzv88djLHqnpjQqFEOa73T4A4coYi+VxEFxac9nHI6OzRG2Qh4cXIrGIUqFbZvn2qt1XNdtccbZ1SM2Jo88jMI0C/uOOchmE1OJTFOchtY0F2W3hC9P09x2fdvqsjisNzsJ2RuaWicpIys/4IyzpvlSdpbwx3utu47t0GqdSc7mMiWar68y25kPz1UFehsnYZbSBrRNt1qlm02G5rkF5Oi5NiEl41SUnWvNephqRF90rXHgzSTG9MoDxjVMU5JF4zA+PB6Vioe+new5DpM0VsR+OPP5UFyKdrXKy6q0HWuzWmV51LSIfnHv9IM3i3TNYYnBeefYwgRCS/r8cphtW3eVNZrt7vV6GxOe2/Vl1bRd7XmxImJxbVmt47G5SJJkGu2qanpz2u3vetNqUysv3V/vWz08Ph4lva0jL0ikZMZYndZpGvv+YHS1cPKN7uJkpXzvUj5MU5Cl68ulqqvLzaubJIocK5xt8+HT3zuTe3V9ezweHg8fz+dzHKtXN7+4un7z/HJ8eX701bzfvRqnom4vlu3G6k1IqMx4OZ+r9v713XdtM/348V84lhdEeeBHtb5v2zp0t2m69sO5Kg4v5c+Rv87iW8/NT9VPdfslT/ZiDmxl91bZVuhZYW+1FrkRpMss3aDy1qG/WWX5zd1dlm7TeJ+m8WqVxRFBz8rLFM12HYVRkoc2i1kimyAnGYnKZO1jj2SLSvHda2PKpb53vSAI1WSsbJX3fXe5HKfZVYHt2nRH1uxZduAis7MyIEN9Z9A14menl4NQJdM7gqRkNI1tnecdhLl6enp03SDLEkLbZUMudnlQ0b3GVu+RMyHZbo4EiDtzSLKFB0pet47NRYi/tB9AUKJXWGBXGCaHr65mYGVaD1keytZuoNkCdQhL809hTfKPadJT2Fq3zOIc103TaCAgeAIkR/EA1ETM9MwwBa7Nb1A89+Au6kpvbzLTjZLOMm+2qXBqnCgByyZob1w0gt/gQ2cZhVKAP5mPCVSMxVwG6riodCglHL4UiWgXnxWYNbme5qbtNuuVbVkczn9KQUyyGJg/xGyyFqKEyAqjSTCHNinIVrGfcMKkKdLutkFaj+6UmGwj/hDuKdEN4WCRd8n/vWztbMvhDBcHy8xRQ9HTdbx6kdJ89Qx6yMARrH6157EsZqjs+u7YD7xc8SbYM3ToyeJCETmiJ/BLMeoLzABWijAnaXV8r9djAzqVD8F1IciPI7EQMlFl9AliwYNQ0rUabHXBPywJEGByqCJ8HHQCH8L6KALVeRiH1TpdoIKWRYyNOHmcCSgaUwzddVme44vrTBCxF8UmTToUT7XjjnEa2pbVVJ0xljEXxw6SdM2McRTU/jTGcYpKrTNyR4tgFbYzXn7bmruu9FVyPl3iJA0B7/K0xJHUG+J6pf7TMO5lh4C5QzQvHesVfarqi4vHsiuqoiyrl9OH8/n56fFgId+t+gH+cxzc2NZcNM+O412tfrXJ3/x0//8NVZ7lm64tAnfTmXqyujd3//abt79+uL8/Hj7HSeI4EsVoeavM327fV3VdFk3dPYVhuF1fHV9eXr39rq6qaZhXmzyMNsX5onVDJHp+O0+XdHWXRHnbHF1lH49P4+B88/43Xz6/5HnSdUeth+vrV0rNXVuHKgO0P7otOezNdv3K6Ha92/WG7XTT6CRJddNla7qR4+F4LruU/AEe3rG30lXSNCyLwsiJoiQKk9mynh6ebNeNk/jl6RTF0bu3+y9fjq5STdUiMPH9ojijaA5CjWIQ/KZw26wWNjJDE5eyuA/D4FLTPt9eb0/ndp4mojWVauva8f22rsrq/u2bb8Iw76CATARxj0y9i+I+idfT2LbtuNm9mmbz93///yiL7q/+7L/f6Obnn373l//GPxqMa3TXtHWaZn/8w+/evPtutsz5fPCc6PrmjVJAkv7ud3/dtaONljLqTOG4kQo2aWw13cvj8+coCt6+/m11mWrzR1O5m813v//5n2p9uV7/W5Nl2u5QtY+jpQN3M4ztaB1D79Z3IsebmQMHfhSvbq5/fXt9G4Vpnq5ub+7G2eparMMZHOrY86znxyNuGhUFsQ9nUaiExoxVVeFEh8kErUprvd3l4zAXRROEDMO6tvr44aPnB7c3t3kWt525FPVE9F/ctsAdothdb7JhnM+HioBun2lFGOEyaJpLUbRJvJ0sE8cZRuuREhN8w1hw+0xBGKq6rU/nOvSiYW48b8iz24V90rbGsobT8RSRW8Wm3XYgWo09TjnhjYlLllkVU4k4gcjVg6ih8Vv+t2tZfuRzVk9jGAemG0gCE4FMGIPOWrQwLAkFQLVkDYSRMhqVNd4BtixEz8NcCFGYo/wXgpec57J6s4F32CBe6M0QYQpuCv35PNF3OOStEyb3p2hWqhkJi+9q1BrCIuY4lfGiMIdJcxV711e3du/aMCB8hbrQ870AVE9fFXoaxkiOGkzalmt7tv0f/y/+L0tc+DxCA5vmqW07z3ejKDZmLC6N1t0ojXiap2VZOxPYDJ/oZ+5Rkug4KP0wQujiQaAW1HXiVxADJuxkBGWyIpcLAgda25IJKIGDxNd4vrVkqeHahAE7pvT3c1k2rTZBFDd0ob7nckXJd8mINwhUkqkRORyjVkZhNooQQ3wqPO7REIa4EBGEBSNBjwIFE64nBQea17knQhd3I1csg9Fxjkl6FamnQLTJHKP351+XC4BmWqpSZeMSHA0LTIO1hXsGdLWQLJ2yaASMMQexP+ihrmq6gjzGnjIx7C/OjYcGl6veo2FjoCc2blsSnDXbVIUNU6TdTDS1oWohNoq5AtbMIAyKc50m4WofGT2VF53kQdcOddVlWSiJrpDxYByNrIelFJmjMJj5z83CPoEVgmmTebbtOMWlZsMSoJMEsUDahDfbmBKzPDBGhKxdrwK57D23bGAj1FU5jEOaZBE0C/X0VJphpJNBjoumRvKCXHiMJFHZVaWjkP0As3ZN6pltI6eEgamUH3r90Ben2vdcPfQO8S+89jAI5nmBWfPzWNYLrG2HyVNuccKzgSuvJ1LPded8lfz844dXr27W25VuddMMdTM0VZutYuAox9Ky7fVmCVmeMMIhAx6bkl6UH6ePuub0XHGThC45zstSXve6Zba0xDwunAMso4Dr8PiO8+S7ztUVwaKHY00q6MKXw8I7MD53nTQNcRiXnbhrGCR5rkOOMRvsKc+iMPLLQj8/HlQQbjaJ4yKsJz8nj4PQLauugYtFqWFZiHw60ig4/hzL2mwj2bLKfEumVPCXy46PPVGrVXQ8NnCKY7Xbp+djczhWfujlKLjGshJSsmMPmlTJJIlW65AoG4P0VAKV0cIJ6I9ttEQjUEq9nAprHveb1c3Nzpjx8HSeLMcLfGscsH0q5+efn4/H83ab3b26YXhXl1VJld803Xq9evUqdxz7dMALbs1e1/dVWRFLaobtdlc3hW50ttocXy67q7RtL44T9qYuy8tuf3spjofjl8nYw1zn2f76+s00t4enZr3eDlMDV2S2iqoYer3Zbjfru/uH3zuO03ZtURxVYGfhq6o7XooyiW9sp3/96rvL6amsT5v1Owm4emi6ntqovPTmOQw2rhvfP3+Mwpurq501tqYvP3z6/TTOebJPstXzyyffCZvuYs2h7g/TfGm7IY1vArVWgf9w+OuquU/DO4NO5IIa2U4Ha/CstJ9O09xM7AAtz06GufasfLAultVbFgsuy3IDDyNvGu2yJBtHd5e/u727SvPMtr39fofMKdjEcYSTeRFOjlZdtEI+VE/PP81zn6+2RHKNipFWVwXq/0/Xn/VslqRrmpAtM1tmtuZ3/iZ3j/CMyHnX3lXVBZQELQ454Ff0YQsJBKoWqGnUByB+Bz8A1K0WCDhFasRQ1d276MydGREePn/TO67Z1mBm6LYvsyi1RKhKFZV7R4a7f++7ltnz3Pd1oXlPqaEUfUIahH6dAsqHj6/YFrsgrzoQPIohhT6fT/MIpLMUEQaciEt4fIQn5btgCFlEAi6l9GwjI5FcILMZGMO8z696UNIAXQNiALwym6bp2mY2IJHkecwZMpaeaD/23UAZjWJOLID+PqiDhLzHyg8e5oS15owFFP7bX+pPIIl7rCVUh77GgbiEp/+biagI+Xwv//SaPeA9jIww5H5hz7wA9AUGcxiseiWhVw34Chb3+89QBpzxvoHeCkgbDKTQncALkfEJHRScNkMIAAEAwEPu5crqC3Kg56NEjSeDb7Q53Q9plnpUzxRAqM2dl+UCH5pBEe6tFd4qBworEgTnS8cYg0wCRh+TpOgBDhDVstmCiOj3e8i+Uurl3b6ORwiWYAhczH4lBS+cmy1IPDidGBfF4QtG0t/bXzg+CCB5+4FHOnv2ph9uYms3zwZXGMbRWwBiDk5nX94PWOjjFf43Czmyl869ZInwsfJXR+JBZd4aj5U0FnQQOkN8jNd7ENjJMLTpTEAdVOnolYCfYnElG1+Yez7Ig/9+/7AyhMxSRbAE4d2M5h7+AQ/GdAiWzdOIyzALhUZMw58uCFcRlgNPT0d8hPBD15EsOA9m0/kxSuYtdlD+TtOYpoDRaa0hKAPVD8yYDrZbl+UijpK6bhgLjQ2wJXc2BeeJNuWA0Nw0Y5eJCBJ598O7qi6H8dJ23bn80lSX/eWLHkpvyEBjHxtPXOx5SJfO4iuTqE0cXWXZ7nj5yFm43f4SArf+52m0t7f/xFE+dydCBhcgY6/CotLP19sbO9e6d8fz3gXdN9++vdq8ng15ekIVuR9OkcyRzbXh1e5NlkVdXQml9vuvlCohFuN0fHp4fPv2zc3NN1++fj4en4rlTvcQmhtTBoEqiny1WN0/NlkiR/M0jZrRcL25pVTOs2ZB2PeDBAVodDhrxDIO265XLMwW4lzVz/tj25oiTX7xi7u66eu6Oh/azTaN4vR8PiVpBjmlZO9+fLfZXCVZdH9/Wa2XV9tMd9qBfW+HccSU3MxpHrU1Xn9FEYmQzYNB2DCgl1PrrL26LSRiLM350s0zRGoeFD8jn4UVAqJkzNlLXRb5Mk3TPJU1dC7k6eH5XJ6366XgNE3Sri+d5bvr7buf/55YudvdNW3bj+1qsUROYiJl9bxe3lblU9eN6+2NjBDyZpTvn8+W0NPpUUqaqmWoTN83enTYg2DO0W9vNp8+vC8vByGKPM1Drmpdde1hd3Ul+Pp8OsxTn+b5+VzWzd7MOl/KsXeXer9ZfnNs/tj2z4JuYrlsh0dCdayKVb4LZVgsVqv8m9VqlSRqvd4xGhMbZVmcZDH28BhzD6j74+oigYvzIyvPPaYjgHNlli27dogUFI7GjFEcOUv63rZdLxUvitjDb+U0A70QII+AOKUQYpzKBGMy6kjU1F1b11Fsbm5ev8DAnKHnS20IzjbOhXV9CAiXKo5i3w53wYQrDFLc2CybQ9e21zffIQg2DX3XEwLsbBwL9If7SXpxAsb0HqrpOdI0RFz8ZRKE+0gUh+C8gj4djig0URkxL+9BEtbf8XBr8PgtjE1RsY5xncObEvVyp5ScZhQdPcnTYOb10rIlAJFTPIRxAcFrRnida0DbBiscT19wQF7xYNJ4EOKS6vMeUSRUzIKAoWTkGdQeQAiLW5oBndhVACvjnWvdpFFoFEjXY1QHQCNKc9DzABs522ypkkx2FWTt0+SC/9X/7D/zT2HcUrxTlYH7h1kgxI5YCVEaKjZAofhCSMPz2vg/HXiiwC8efYvAE0udA2mgwRAuAhsOBQxHGIxUfpIKS1UExIV/C8JA6uHveNsRFAUxgZGcxwpmPJAwQ7yflGRwMzQ4eiJf189McCmACfBliZf1rIOumINz9UK4cjgQzBIEFI/teiG7ef/MDKAOlqeIJGLUilYAPgcemQ3cDzKr/s3jJ6wefgMrsQTWA8XTcYDfyYNJYTQuL5jWRwnUttgZSsy2DVSPJouR8S29+uJl+esM2LhdixNEkolpQHtwsY49B887gH37xcxEa61iaa1pm77IU3+zcKjNAIaGFO6MblivlLIO1yW/l2YUtBX05HBztkAt+dAm3nnzRKdpjBIV8kB3WF6Dz+45vP7WhH65g1wodNYrED3lDJ5Df3PgHE3IbCEJKE9Th5iujSNAymHYA/gXEgKl5HKZTsP89Nx4vgJwF0zQsmwtYs2j4Gy5iF3gyss4QTYAXUFT6QhSEGwsGcMgR0aIQLIwqE4dV9S64PjYFFCFYtf6YmpG5xM/Zam7Pk6jvpuask0yLKq5YE2ns0TM46wnKwUSsMZa3cyhAmEJJANJuxbfJXSleGAAohDg+HGIztNCYlBtSV32/scKi9E0gN7JQ9pU2JeDmIzAs+GSg4Y82sVCBdgVj7rHuAgfXxqcDrWP+iD77sdIEJbUpZ59Rqvvh0gKKCJ8aO2l8OkhSdQjjG15bigirOiEpqkUgnbtpMHKmtMcO+S21B7uhCfFNFsRYs3+IuUUXlc6jxhMVBetVIChOgR9XEncJ18EO0kqTsfW4nuBNd08zP0wZYVSgqv4Je7i4RyUB9RVp5ZxVvXN0/1ZqOjbVzshKCaExMkQStam72KVGEcu584Ye3VVPH56TIt4vV0gHQpAK/dncIe2H2j4pixbZ8hqFYdC1lUTBHSzy6ZxOl+quu6yxUJwQB2ljCil5/MJzVrgSEavK3V5vrC2N/OwXKwZZ4d9FUo2zfp8OEdpTpwoq48Bm/J0OQxjnq3qqqu7Zr1axlF4PraDmSKZtf1h1EOWLoydcT4OYz0+h6hvUT2iPvrN2zfV5bzfPx2fz6Gkkxu+efV74tgw1zRAAf0PP/795Xxe5NepWuJHXJ/russX4dXq+8fnT1/2f07lZrnaCSb64bI/fmWMZUWeqpWdxbH63HaHSMHAWQ0fYTRhbzjPHCONfjfbXvEdpXwam4kcAasiiY8/934lCCgVXmPhSgh5e/NmuV6FwVLJyO85oRLcLdZ5Hl+/2uH7hW80+La6m+qyilSmvSd3NHoYGilTziTHay8kxAgMWXCzYtgtWIoYSTxNOmAENnYqGBCmGKJjiYH5I5ltz4LQTPwluedpcrh7chH6Ez7D8WmauUdSeU83av1+pYPR4DDATSoFdpVV2fk8nuvbvuku3uQWEhdsNgtcKjCVCTjHTLdrprq+WDv6xB2uiEpIgNgm4C29wNBIBfZS2/XEQUmPxIafHHEejpOGyRD+Fo5ihh8WShXGGZ6HXgXuC3B+VOkvaLhPouXrFQi+wsCAog5hIbLI1qIhyZjzFyKAT1AcwOkY70rcdgJYBIij6Cn6x7uHfLwIr8K/erQx0kJ3ghPlXQIv/O6uG1E6QNEE00DEjnCrfJFOIkf6klJ5SWa+XGIxwwoxxgJu2l/2/KHNjHoWHhRsESAEhwlXOIYgsb/n40WP7jT+sLxwAm9F9Nhf8NUUjmBgMH1HDvfkAQUEdIZe0Kx4LSEhgX+cEMyf/MYFV0HwJPAh9m5Cb/tA9iegMmaTRr3ZOeiY0b3ApxHDUexx0S6AYCSU3H9I0JbRetC99yKGuLr3baNikRfpgEz5ZAwLAPFD0ykg5uXanWZyHPH7nSfS9TqgtKuRYYZsI3pZNZOur4B3poiIj2M3aDKMrV+i5Ma0xgbjpKWKpYyEsIKBMo1GJcqFLvW367Ksm0aP03A+NrOtZtNOM+AVh8PlUn95fHi4lBdMzaaDIyOWpiwXNO+nEyFjHC14kPm8tM2j19vNr/sei3oW8q675HEhFMmL2/O5O0KlMKzWt9dXa92GXx/eKclevf7t1dVG992XL1/7oV2tb/JExPAzFVrP+8cvVXUIgaSKb65/08ODWfX60g/H29vfCR6TQFPKr27u3v/4br2+mebgUu6r8mm3u8Kb2ozjQDhXBt8aZs3YtuVmu+7asay7LJWchr2+3N19y1jw6cNnEdFIpovler8/Wtcvlzu8Q60Oubx5tfrjH/7l2EdKFuf6sFlt/ub3v5qd/fDuUeseRnuGfhRaANMshYqyFG+0tpNRzEJEb5JUWuc+/fxAQ941OkniNE+qS+Or9bGzGNOnKRrF52MXhpBRYQjKyPG55ZKlufTfqeF0qvpujJM4cPNylQMeMTmheNcC7zQMOs3iw/4SUBspMY2Ohsj7+8Aked5/zPP8ZveLuqk5tdc313Xb/PjnH/I8izI297JYFbrV89yLyJ4PTbG4bfVzeelevfq2qp+fHj5u1q+asrt5dXs6fXh8/LDZ/LLtm74/WNcWi7VU69CFbVceLw9Xm9/0bVn1T4vibn/4cZlfrxZ3w1iX9WEYJ8Hl/vzjbFwsc0LoONfn9r8iJMzVt92wn92FECaC9RxUIRNJtIyj9Gr7XZFdrTfbKI7zFMNEH5dDsybEcV6NY+dcz6lIioXuRzC00Sluk7hwhPZd/4LxTRKpdZcv8kEP6NQHBCvrGd9AEeLs4m+SDpUrfI2Drumrsmu7Os0WIVfzNEpFinXqLBt6fTodW32J1DKJl9M8cs6LPFoso7Zpj/vGuAnTSeAbhJ1Rn5YyTJIQSD+s6AHoshawYjDrHYBGAHn4rKPf8eLsCuCFR5oag0F/GAoYBTGvUTBwghEqAAOTUHlZFIh8twsnFzyPJjSO4IBBKGwArxheF7wB8ZDxqD+oB7AJhDgRlx2coXxLDpAYT+g3ELrCmOrFRQZdLeTq0CTxwQo6oesGTUDol364AXIGnCUAH5Tgwon3spBhU2mPBg3G0VKkW6B4CUN4ZZqqD/63/8v/s0+UYlfokI61l3ODZqFECRK9OMGTTHWtbqsRxUcvzCEghaBd7dtx6OChzOQQrGK+cE8IAUPlpXThSNNBaItmBkQFaDCjNuZ/+dOMejeSlr7vPsNr60KGNrP/KbiQI/VujNXD6G+b/hKJQ6wXMuBNhHp6KPxiB293vF25ZBhUGRNK8TJyQwkBF0gAtdt64CHKIZ4qhg60jDB4ct4FBCUUaHS4vEHq3eFaFWFLLgLC5gnBJCA3ErRFX2a0Td1PaDrNxMLElRTqcmirSsepurpKu24oy2GxAIBE+2IoSGtoEuKNiIEx/vjQDEHxDGwi/I8QpQGP5CWKOWIK8MJq84RSnDZGwCpRQ0/EOFkE+Tq9xinZSh88A8sbkndcawm0RWjP6W6KYrFcqaEDC9t3al/M74Du4PPo4yiCQzmIDAN2XOCd+Be/HTCgBfKVBcEEWSL037obEA9mru+7uupCkSWR9GYKkkQQ3PVah5zlRWSN1d3IAZpDpQH/XwQ+IS4z83h7tc4w4MHGDPNaj42KY3k5tR4AF9SXHntFF6SJxHET/UczIocj+qajlCuFAa23PKPoMs12uwHOvh/8PkpBPEUI+p+hx7h7hrrHCKAyHMCJZwM7u6brnYey+BwRPjz4SEN5j4RtkuKnYgxyxS9uYueMTKKm6mZt4kwBta8nKViaqdl6FyokNrhk9i28Nhx+G1TwiYPXS4Q0zSNKSXnqfDYANgghsFGnsPqieY91hJeJcRy4OXg/kx1H0PCSRLRezCAlGzV+hf4E5lr8u14w65j0ewgkXMwBhTlw7BFm78HcBdR7vY55CGj7NFsluIzY/eeDlCLPYpjop+l8bNIsQVjUkkZPKuHX1wtd9ftzPfZmtUqF4uM4rxaR1vPxWBLH4hzC1rYeMuTssU/2cpQgSWVZtfjhRpIFPn1t5yjG/vxyacrqTEzognFRFJvVsunap6fTYrXilJY4G0kG1uKIhKGnp0LCiVgp5LflsVluliqS+8NxGLRSQqn4/uFjEhcCSJEBcEs31XVXl2Ocpm1zFIJl6Wac5rqpoHyNkiCwy+XSWlZhzT7q7rRaLcYhvFyeSDC0dSsjniVXTds0/eHV1a8IdU2zJySbEUPQWZR9/vS5HerXt79tuqfT6cFasii+zTLFuBvH7nzZ73Y3q+X1jz/86eHxUyjwqFyvby/V14enP4NJzeNIpXqs2/4g+XqZvi02q66///D5XwL3GGQTPc7zAPgIX47zxZDBuNLf+uIQm6XOYUno9144lfsJIM+liISUm+2OUdJ3YxbdrJc3m+0uivLVcpvmSZommJfq82JxLUQMP4115fm0u96aaTicvuTZDahuQ18sFl4Ag0KAFBKQegyoMelEZ80bU2CEwH3eG89f8F+YIbkQfCvW66mrBy8T8yEZ7xWkBH52PA8DCnKMn8odnk7eEKMYC+ESREgmCDnXg6kb9EKEYgK8GabbeZpBgYuitO9bHspYqWkcu360DrcXbCxHjSsNAs4BwwVNYsPkMJF1BMkfAVfqjPI2/F9w5mIqO2OYjZc6CDR0wH7bRkoilmlnCuBHhOoIw52KOFS7gf/AdwWy2ZeFpIFJ1bvdAPWleMHh1oN0K0BtGHwgVwnqmjFd23sRFm6ZAI2CXgbM2DiMSapeRD4+S4ILK/p1yFDgx/wCt1QR9Ak+i+hHqgZZDK/eQmZESOkx5Z7ogPm9RXMRqglcrfGi8bNH/Gtx8kA5E9kZhXd23yNIkOUJ5cg1+fIiEvKIsOq/MOWQW8XOE6M0uIIQmrL5Uo2DFRKAIbCyZujnkUfgaJ6A2IyWILL6njOEekUYgk8DiCogKfhXYc5DsLokJGjrfp5dlmPS+qLlgLQK92Sc5nGnxj+FOvcLQc050tYdDrvAUZPnp/04VS4Y8nSTpVucQcPQWAij8cmfsU+A3Vji6s5oaGY6TiO6GCGa6gKwMUDMkyjyHIGxHzoSgCje9+Xx+HxuPvV9a2yncWoftO7aru+GAw6jLuVBps3JkpPg1yosknBX9h8tmbLobZbcjBP+KSUiqIxFbhyyV1XZbba3Xddk6TaOVVOXTX96dfN9P7TvPv79r37xz9arq4fHH4wNrna/orSsy6OjK2PZZr1cLbOuqYwF1y4UwWjmqj6IMJQiP5/2faevb++aqtnd7gzCi/gg1N3T5dR+881vi6KY0YYl4zQ+PT9GiheL3fG0n/upWEQqipqmFGJlyLwCxkxeLlXXYVNdledparebN4f9Y5yIvusWi83N3c2f//SnS3l/d/d7Horj4fj61Q7KhKFigXp6fBpn8/13v1gWycP9hYcyoJZyF0dx1+PYVlWjkjyO1dPjWUp+d7epzpUeJsJ4W3dIyoRsvYxTH0f3PSB+2jddB3+VUliwedsTCmAv0CDPPgj6dopTDhqFl5MhFoCt+PTr392dT83TU9X22OKen/dv3uyEtJdLz2VWt/siyyKZ6kHfPxxvbjZSyA7vXa1EmmdR056niYShqMruUj28+eaXY4/Q3O3dsmqqcaTlpYqSsK0xP7+cn4s8z/P14fQ5jdfHw3NdXxbLtYrSaTo1GGaFUaQWxc27D3+vVDaN3WZ3myWbr1/eGXuZJrdeX3d1/fnpH2JxFYSak0zIhLGkbcpD9YdE5QayADoMJxLOnCyx52zed/V36MQAAQAASURBVMMDJ3lI177g9gTGmNpGKoniME4XOaDdm1DxeXK79Zur62+lUN5JI93s4lQcnw+d7kSYFpss8PASXNvwhAE9bprM89NnF8yR3KBhFwvn5tPxPAxdsdjqftK6KvIkUothAp1hmKrTsVKioDQMuKVkjmIEC5tKGzNzPtKQ4JjmZNM2Qjh0+/s5y3N8H2cb4C4AB711mGR1/eRbbWgtR9AVYrgGtAwlbYMfKIfBBX7pkNNpRkLQ+gwIDs+h7wtYcJ6U4rpHZSBAHRcKe92NeJohwoaENh7+gUd24eHtfPAKeSjg1KG9Ncghp2qe8Ch+Man6Uj2IHS8rB8+PxPHbGU8486vCF6bXbDDJetnAde2QF5G/emAah7Sqj6i8/Dd4GA0RIZtQQ32RvuK2aQBnllHi4/JpkTRVj7itc2kRhWHY43iK6Z2XfJO26TBVpONoSEiRcQ+Z4yxs2zlAtQr9AT+8dEoiTTcN+D50GhObJJZRFC4W0XIR+WYTXk4+5scQMpxsXfWeaO+xyqBO80iiHuiF19qiZzyVX7s4hnxcQE4dozzmnW9YP/mskZ2QBkTmAchn8Kkd2IboCk4o14ndTe6hZLgoksAkEZb4GBcpWA/Lfq6OtXgxSIA5ZsMwWAhQNEZtlAh3VymWkMM89rMK5exjNniTzg6WKjOXzcRpkCBsxdI8gkJwm67WsYZjAII4DwVC4Z4Qj1v0U4Gm7ITiuQ9hBoStt4lnvgZBgjW0Tx6ztpzSHHigr5/2XNDlOjVetAoJIYa+YJlid6qAqIk3OZKBPpk5Aa4KPqcxuEwmqezqXihaLBTajyHnBWCe1k1RqupzB8wHNi3dap0FwKxNwr9wdD9Bz1B2aR571PKUFAki1wMolIOe3GSlX5cDrBfEu13mL+qsH/B985A3vIknTFIwJMO+dxaBC/DBHefbosC71vsood3rTah4fRy8MQkEcG9ZgEUpgGjSt+lSgehjM+Z5FGDyanzEVCWwa3gMg2+TArqYUqEYYuQIsSIe7edSvgEyzOWl98BiMNaTXO6fSohDYiEUT6miFBvpgNgQOrPQGHd4qqfJyET0Lz4WfwM3zjJLQpBd5yRWLZh2pu+n87Fb5Cr2U+TnpzrkTIQkRpsjnNG7wc7Bqz/nKMK2ygzz4E3xPBC+8KOEpHGM1BbgKKhN45A0zeb5uWYhvb1eAJQHwhUQqFGsBq37FndLNs7jhBAvbB/+vNcN2pogjeT1dR4w1jfDgGMf7/vp+s2qLjvdzXowKc6dmBRIydJE/OrXr0DuwxKfRYG0NjCQAYYOVXo80epTh61jFH0pT8O+/O6bjQvc4VQvl/l2kwM1PuCLjfEBTPc4344DjlMsYMfnUigRELpYhPNMmnIKbLBcxZy5rq3AS+gv1gQiirM02WLu76NfRFoXxEq2pwZBdge80NCiDMNC7gKh8qDpB0LhyGaBHAciQALyD2aiA9gsy6o9HS+PV+tfFnkKAxklAif/sULdlve69DBhcKtHfbpc9k1XzvP0i29/t73O3/340+7qdd8/HPf7xWYRBFfPJ2SxXt3cZdnqy8OPVd02Zf32+9+cz3twqpQUkhTp9zdvfvXzu//n2M2hMpFMjofjp8/vJV98++1vUHjvT2myKhZL5tL94dMivhFJdJ38nbPT14c/tno/PNeb5TakeTsdomh3t/13dddc2seyf6eCVSxv9HTW5jGk6nr5m6qs6+mrcR0leSSKYX6cDN6X3XBP6uHp8Cfyb/3lHegR2HrxehHfOjLHSXF799bM5np3tVnfSRlfjqW1drO+CyWmdk2HgamfxXR934VrGWItPyvJimUkJVQ1HLvrDmE/q16qwNqXS+cZIyeBWyKSJxh5cBzCAE/ysoO+C5qqRxqDSczmBEuStKkr4VkoE1gRJk7BZQuBZLSaDJMeYUrEOsnKOJr03FRgMjV1NyUYapxOBxXH29VSIeieFAv1UnCfvCiiA1zxBY2NS86kx6oqywo7omW+4mHoAi1kkBehkhjuCBHV9eSxVQjijJibtHVTJUnuxTn8dOxww8Uam87WhiyQksWxcJYsl1HA8PyHi2SGI2fALXRilCWZzJIYKCzE4THWBAAHgjvEyLmnd4aSOxLN8+gsFaEYx6ntZpRa8XwEf0ViIO/nfeGA00bI8hyRhBCtgdDj++hsXmzvgwFWpIWKAM6mWcV88jhlSD+UR5o5otKYAWCG2a6Z7TRqFUHyZgDuGgeNJjxlbJxGzNQtLILYUiIw6ZI0nQNiqOMctf8XZEBb65coDbQHzvXt6HkJJs/AHPLsJZxl0PTzLi/icBxHzwavchUiRh6IABTZ9Tb1v0ocazwKDqgF0CYU62vdtnNaKDNPfTcIIZppDBWt2zZPF4CLBsHN7VUorl/u0gbKr7E6d1rPTXtM4nixXHemTZPEuLMFkgD5Ds7tbDQJ0oev++f9z0lWjHPZtfrx4WtVX9quOpzfgetqW4vdu/DVXF8iJCkhkpCLAM75l5m6ezz9A2fybvs/XC6+P5/flc2zDHeKLyMFj/swjVe733XDs4cgOEP7w/ljHr15ffu27bqn558Pp8s//dv/ftmlXUs2m1c3N2v8THVfN9Vm+yqg09cv7xaLbZEv8sXGgWtvhUxVIp+/Ph1PJy6Kh4efvnn7q83mqmsaa/XPP/1hsVon6S/SXdLWnR4aGd0pWSepGqa6vDzojiTJEm9Hjnp8U9a7bbFcXp3Ph5tXr374858itbZZFmJ2PHz59NM0zeki+7u//XcGnMiLPF8sChNFqqn65fLGzvx8PMVpYZ3V3fTxw/0vf/tNniV9Z8ZpFDLiQqZ5lBRRUw66G+YQM2LnMEIaUQYePWCJjaNebovTqb2c2zhGIa0HlhxPBkyHMa3AKjgOaJyIeZ45pajtUFJVukbBHo0+vPQF0/0sGI1l5CdQJMAdwPl3HEKJ53NLnMmLzGHGmlOaNM0kiAyDcL0q9geapUNALKfMWt4P5dcv/7BavLm+yeJEbTbXup2+PsRKxWE4DKhGj2V5MRPfXS+a5hAnJBzUYvEr4XFzw7jmYFSnSaxUFOwPdZwUZj4Vy8Xu6qo8484vJM9vb4d27tvx6urXx9Of2/aJBWEcX715pQTLV6srQsn+8WuoEt236+JtGMan40/O0WX+2wwqIFu151X6j7Pwl1Rq7pZxvHk8/6um/1i2+7rt7PHgSWMRwfIZIE0aiDTaLfNvCKG/ePvbN9/cKL5UCtFBGYZm7AlMBhnlLElkCe900w9lEMhErXGelnwYzNfPX/uu2d1ccYiaOWMrFQFELCWvysPz/r2xmVovt1e57qeqPD8+fYjUMk9XUHlxSN2MAWH+eDiuN1e4gwT08espTuh6s5ZpSALSNcPTwz0P0yhSWP/OYGBOqMQE2UKGgkcJHq7w6ARg44VoeHlQCOwRmCYLwXU3gFEvAhm9HCMBiRr03DQ6yVSWR/j4DUiBgursx/H4MGsstybweGWWCikBdxln0/m6L6SjXouQLRQ68FjbDAbgFrTSskWM5jesrhMDLApcEjMBtqy10Z1erJIki3zogAiFs641Ls1DIcOuQTGJENpcuvEvbwoz9jjrZnkkBOIqmO79r//n/6eXhdI4gwbpk5Z4ugpozf/CtvE4PdIDw4SVumdaoDAwjW2c5jjTYEpNFSCFvi4x+7MmAir4M2A8lBCDTF3VI7udKBYC3OWQ6R/NHPAQtDGGcAjvOzjlcPNCLgVXbeLLci98Nk/NhszKG2NxVsCiFqNa1LogWfK1OGCy/fUAztMBCRJKqdaIiHjhBjzB+BdZI+EFwrrRk8Gx8cUNpwYlJvbQ2POx5wwK8hd1Eppj+DUw3NEDODeMJSVOn8gZvsj3VCRQIxRhGLEXl4BUQALhTAMCG+chci+wJwE5B5bmiAQO+v5N2QsFwWV96WlArm8Ka0nfQsvmfSJYKEOtCs0DzujgedYtcXazWziHbbXfT2JtPPajVCIEvAHrRxXhzlGeO+VNJkOPAQBGng7bUUDhsUoFsC5OFFTFQNpgGNbradJ+r+gJe4Tgf+F8ah0haSqqcx9nauixYVGKl+ceLnhsxjBc6fuJY++EBGkci2IRwQvsO7LorxM66lFEwf65jGOw++F1MC7Jwnl2CYDXPq3EPbbOugFHO2SwoyjsuxENHB+sTRKQtS2xaaSKImEviWiH6r+MZPiy77VInoDwi7GNS3NhZmRH4xQMHyBzZoAiME92RApUB8vLKEKeL7zn3ZchYUpUYZzgFqf17L0sdgI/FydXj6BEFBPOMfw6kc/0c0TwcqTEzrxtp8UqkYLW1Tj4pe5fyicOvCbcPUKeZnKeUbn0AxdUh2awdtBygWieh32rJ7RZ2IQ1NLBOUjBvwSZZoTxFEE8cSrEcVgly1NUFxkJ8lmocQSDq8BRQrHMVdyQ4PDXnS8MZ2V0tUXbC4tzGGWxv8/CSCMOeFWjfbqKwRSIepTXcL4zTDg1JeEg99AKLbhDGQ9a1k2ec4g7Z1j2XfLPOKbFVPTZdDz4ETmmBivjjc+Ocudotk5jvjzVkowHQO4zjiVHXuu+m5SqCqnUwoBE6HCqXy8ULPfnh6zHwU/zL5Xg+P/3yu9/udkXtNbJpKuuua6p9DL4/ORzKKI6VKvp+FNISx/fPT6Gwi+JKRYu+byAikvZ8PlV1tyxyM1kZh5fjWSpRLLZPj+/nmRTLm6Fr2+Fehol1VIqEkBG/1DinRP30/v/dNsB6K6Vu7rZV1dIgvbnZjgPg1oTOWD+G+Xq9OZW17htO7aWsZmvq5hyDHsAFTYnj+SperleHw/Hzx69Df0nSKF+s2kY/H96t8rv15vXh/KVuPnf6JOgqzzZhqB73fxpMw+BQ/s443epPvnYV+Sf83jopaMRC0o8nCwqSCYMFqNDm4sjEgtgnGV+uWz7CCAxKrFQeRZi4KbaIkvju9rehMEW23K7fCAUHSaRklESBlb3uHQm6tkfmE5PNehptVuyWxTJNFWpaWBwZ39oG53bQSAdYhyAN1vIDYDwxKPY9MDESpgTGaF22PucJRjakgnYedEPRF7NCxLHH/Mwwj+PiM80O4QyYS7GNwQLP65UsQYK6vtQoVQQoP4DZC4l817VtyDIeQscyT54+j/Nf6V8WcUDDrq+R4KJ8nNq6fl6tbh1xg3arYsNDmF1xGQtpyHDagDrCTwN9eNKrbIlZrQrcLQHiQoaectq1tbM0lDJwNM9jEljGcHhJsoxyoLy6ZgDU9MU1FwK0DcSlj4AiF60wwDTeKYxxBgzdyC94wjXcDcYisotXIUgAKP8zxi/nS5LEURR5TDGCmtbOCdangKN4qsE89I4yhyyL1zdcLuckLULBjSGX80lwGSdRvoi9Gg5LwhcogoyA1zKTU3iwk6bSwzDTkBtkGoYcLVPAeECG8MTLgCJt5XErqFqgxmKQ6fDmJ2iv8DgFI81IDIbwR4o30dzFcWom/NkKCXgAuCxoKNu+baSIBigp5jzLvV4HvCK/q3Qc0g7ElIwJ5gnJlL6ZKAtHcEVGawep8oARN2u/uwN/q+n60/E4Gdo1T+dq33Xm4eFnyiuQbM006KmuGz12xraeDBdax/zatvbxuTfwNHTIllMXBi4WPGrHT7vtrzeLXz09fba2oZSTAHlrxaWM0zAsjqc/lZd6ubgaTNPUpZLLRbFM4sU8BQIn0bLvmjzNqQhub95+/fIjhslTH8Xr29tfjmMVMhXFOagP3YivzHy8e3W93Wye9t3Xz49KjNe3N1IlP7/7hzheJbhCTMTZfJXodq6biyNh4Nhv/+b7tuqbRi93y+PTKQxRN3x8/Pzr3/xayuzp6f2nj8fd1XaxWFE6ETLVFZ2xlg+a7jkgYRwtbm5u20YfTw/WmVe3rxeLomqG0+EkBN3dXAEjFPLzqeYBAcHr6X4cgs32ytMvRRRLZ2cZxch6nMrVeklZkOcppaRtR+Ls/dfzaptxygSnSa7aZjwdqsUqoYyczn2WRW62SFwZKzm9vS3sZGDDBXicz4O3dU/ABSnJj+fu5w/PyyzdbGKkqQkIOsA+OYLMOUAPgYrk81OplNhtU62naZhgeJrGrhl3N0u00dp2NnPfmTRLQWpp2tVmg+5rOO+fHubRiUgZM7x+dVcUy/cfHvpehwKb+DCkkYq0NiLiD1+/1OVZSBpFRZrEwzQcD4+b9S1qK3raXt00fesM7drLbMo8W/RjMI7czfN6k8+zAbX1eHjzzbeMB6fTw8PjD4viW85tJAGhLRGMCvvuJCKJaV1z6Po6VjmlqusPSirduW44JrmSNH48vFdym6UrAixD2ej9OO/76RQGW8GUNgfjWsh1iXKkRowf0YpCSiakSJIiDFka7bIoi+Lo7u67RXFFEHAY4mgZiRWusnNzOp1vdq8Xy9g4Ul8qi2w8wfnN6d3t5uHzZyWLzW5dXp7HcUjTwhlX1nXIYyXFNMPhHgpqp8AFrG27ywUCW6mwOEVOQci2ruMkHYcOmrE4JjSoK93rVspAqmwGHolz8MjtOKB+RXHYwTuibbVXdwS6G2SEPoKDMS4izkaZsDNpa5Q9PUUX15EsjUIeDgNIeEgkvnTT/McbiTG8m8KAOqkYBnQWmVK/e0RiAl4+yXHMw8kf1z2gXIQPW/pSA6zUDM6YEMYIxDrqix7RkORS8a4ZKGXYfGDKM07TJc2yccR5yffXiEH+C/sIFiB1HwpJgONiUcSC//g/+M/GAQvuENV63Jom3Nbwz+LV4dmYMIAlPM2T/fO5vNSI9jMmhbRu5jxUPIwSiUwXsJaYu8+Tr+fhb4ZxGLMCxDwagENHAzTCnaW66+yMKwQC/ZxFcQgoGbiCSPb7wBswMPgewnaKejokiRxxNSxO8d8FOD+jNEmlI9BVDxrxXCxnYjRksVlCDA95FhFSv0eFuxaMOOxJORQZWEM59FNnl+aIIA49RAU+U4sXCfaXyOTDDgRcyjQPGpRRB0oNXrHw/PZ4rwiFZtTl1AYkKNbK2uAFzaIkn/0cNMJGGziyfBHpDgzGaUQaE/hXFrRtj8ECLp/4BTiw3XA/9FY9rRKeoEjtTV8U73KOpjouMyLCfsnX6+H+jlM1TbaqGuiaE7V/hE27aYYsC7MibS6QMqkIY/UBE3fcydHqQeMOP6VQBH2DqijlpO1HFYun+0OaZdtdjoJsAINFFIVIvHhR1NCjuGiMreshzeOyrOfRJDHguOCCzi6U+BtjXZ6rLMWuv7xoDFZlqBS+EpSjPspBpnbH40lJmeXp0I9pKpwN6rLF5lly/DBsYCzutBwYd9CK8LPwu7gJiz2jpLIW4FAcLHyPFsBA39nt2xGxJXwxXUA8FdfvleMUegy/6sCHH2sH78YYwDQF4UYqXkNBg20q40ApgNB96v+SpwUzEG1rgK0w70A9J5JimnB7fDGhwRHBEKScZ6L7QUgEmSjjXT0wDqElCsb4AI/OmSyPQhT5sASAzwuEA2SZOCcC6yr8mSPfbeGEwHfT2DgFe7NrAa1RkTQG/yPYLCUl1nGseTFGDQX+vUOHqquKxGKdVBeNHJTXqtb10DR9GBKpMNMB6RTFTjqOIwvxk3q4P4KOw7gSDJLOkMmY2xmj8TgJKeWDHqtL5wJSrNLzqTYzWe9SRtlpX1kSDPMcMrpcxEUhjQ3KUl9Obdf2WZ5gHKv4MI+BA2gHU1I3G4CGJRfkcuhqz1iP/I40yeUAPwdSi2Ye80XmAVz0+fEEtR0Pu7Y/ny7zZN68vQoYf348LRZp117Kc7neLpbrtCyrvtEqKpSSfd9eyiMxCjEu18moSFThTDC78zCYS3neba5FiGxqkiRlWereluXjMJx3V3erxav98eFyvmR5Pgy1b/8jBL4sVk1zOZ6+KJmuirsoVkzMX79+yJO7JC70cJlJBYp0EG3WN49PT3ooBcvr9lS1h6vtN9PQPTz/YVFs50GladzpctBjmqVJvKyqMgyz5fL28+f/om6rNNqEUhTJ5nn/6WH/o3VTnl6n8cIEQ1kdlZ/Nccr3ly/duM/UTSK31g1lfx/LRQAiCTu1PweOyXCNwENwIQSd6xBsFdZNz7G4VrToxr22X/+yDsSbvvcoSkKDWLAIQQORSRFHaZjLu1DwYrlMojRfoHSfJEkab421SZQpUL9CIEADRmE+wMQNn79xjqJUSgV4soGrFPclY7umnkzjTBAnBaNo5JsJZS2poNAM+Ky7bhwbpaCvSNIFhlP9SAkzRHNKIhWdz2dkEAJBbKBAAAhQS0R0k9UXyEuiSFEgwYxQGLHN85Qv8+f7k4KYj/W61q0WUmX5AkMUvAvwuDBGe/I+/KIeuAzKtJQYWQ54KXc0ENADUpw/wLv2onEpQsyMvGB3mic4TgnWDtOE2LMf5aAKZaZxtVnhfmXJ5dKkaQTy8zQj9olniWc7wJsXMIpastcJsChRI6jI+A/GFxwXsgkMl00MRr3AzY8X0VaYhnkijIZwy1GkmOYRLwKFwPw4jt3YUy5CWOYZBy2m76H6RsZpwkgbkVRAqhDC9USVphxYiDe4xUR1gvzWD3CBDXspxgdO9zia+D8uX0rB1Yi8hB3wfp9aZ3VgYjSnoUrHuw/zZRVOk4dp45yE6ASFAyJAp5RxlfBR4/ELUDnGBxrTUrzu8Xb2DRFi3dRU9TjAM4bTHWXjMFZtJRTru9anrPGy2x8+dbqvy+rrw4+zawkoL8PlXGr0KehsS+tG4rhBNrjBL4/EYbCeXO9IhztweMNp3I/VYC6xyNqhvFn9NpJX7XDAyESuystBYZwSbNbfUqoeH77strs8390/vL/UH9er9W79O8Lc+fRoZ6GigDN1PJ1mo9+8eU1MuL88CbllAb2+Wvfd4fHxoxTLb978erXJPn38iTGR5wtEoJ27nPtxbK9urubBVfXzPGOpu726aevu8enpm29/I3hY1Q8iTNI0e3x4XG8WaR5X51H3+nA5pPEiS6KA8uUyT1O7f6xbSF+U7vthPC2KO2MBjDezWi4XQhj8Y6MxE/odu+urErb3c8hVFOUWZtGcGNY1rUEWg3dds1wuZmNxO5qGkAE6r6fTOLgiXzsbnC8NReMAI3UMn2dwFI+Pl9VmESci4OzwVHXtkBUxzl3gAnKhwrbFWzAr5OG5ywolBGsrrbGcoGtcDkEsH0ZwfftaWzAafN+Hc3CzRwhNdrvkfNEPj8+7dfbq9fXhuUayIJddM740SlCSlxzJbR5UVV+1g0+0xhIGcBMwejzUcRzGsYAf3GebYRDFJxmU16YGOexXv3tLifvw86c5oEmc902ZZgm+D5Q2TVlWT4Dsz+x42v+Tf/pP63J4eDpcXeMJf3i+zPqcZcWrN98+fr3XI4i+1nV5vqvOl4W/9eEHhPciuX19/eHD3zMW5+n1bPqmPVdlleUL4mwMyXj2cH8wdl5vVm19xtbK0af9z/iyimCzuDmcPlgtKL5cQsntw/Of2uboqPXV5b4fjkpsOVdN/5TKJRO07Y9mtqM78UBaxyy5vDzu/PtCKb4IqAk5W61vV/nrUARKZpyp9eL2+uYGaXairLNKJkKyzdVCa9O3Aw1olMjL6XC5nIOgXRTXWb6lQXA8HklAi0VhzOxNWmboEZUuVstxOs5mmnU2QA7bvn79DQD+cMC4qkThXCRWIVeiegQ98blF7n2iSaJGNPHsOPV916RZIXgE6TcjADobnMDRFkZzB8lJxNEB3gNfEDUfqHHQe6oujYpBGutbRDYMloohQysBbTLwtwGYDF4wHG2j0SGHRw34DxHyth7AI6BzFEXOmXFwQGrZzqOtwfLgISJuIHiBwggm1suBH+xQ4KVmlPNb0D2N69OFQoXSCa3BJVIq5lx4ZcApSfLgP/4P/o/WiwhQr4LXC2snrW3fdV44SKXiURoh/43ON+3aUQ8whr9Ie3AqRd4yjBOcqn1/Aws3DnQlGup9Bzbg0E8K6AsBXjYkPNiHYlHmy+UwbIzGc6hB/plBHMEpGD03/28ikBehN6giEThIEXqNOa6183KdpGl0Obd1De6WCKlxMEAkqTrsG79IwabQs51xU8LWxUNw/EEcV7iX/GpAgfpE7JUypbjzqxtHcFPHsBa5kheVrb9DWzNo42YXRqghlaUOCKRACkBYvFyxWZptXbUcpyGFgqHGfChNpYEhwyQJ3FCXUwMNEZSAQd+gfQFGGc5AIknlBOc1BqiMoxQxDfMwjCh594NSYRTLvh2Qg01F247jCEDQAEAIrkMAnVkSJ4j0MN+tQWrJAq5jJhMn0gWB7vGngedFNzFGiyWKdi9aJk8xQTkkIHhEBpRrPXXdIBU+bbhI4H+KCxT+V5xTcThqbB39LeRlQ+4QNgbrzPlSirm6XmNOA88EPkjjMOWFIlirjpdjIyOs0nXfhX4Cg4ZGJtE5UUIiRa1Hg7IvqDM9lm8CFopJD/PmKsOnIoCe2FvCp1FDxwmnEyAJCBFKBYKLp+CMjuBDAkm0N0BCKEywZ/M9lqBtBr87BLTKOZJmUZqLf1M79IMfC/SLxa8fkUsJa5m1WA5DIwlirykW0Yts2ldssezAfaKdoIGyQdcOAQlUEvoqDTTE/k/P6A5fn8Ua287AzVEscFPyHZhQ4g/dTJArzJDqwCWNgQhjCs8OrG19wABQQUwiYMFCoN05AmCAwaUOAxJrPa4A2hYkYHEvdbD6YljuqroPgqCpBsbdbpdDJTJMFiBg8F1R0fR/Vzdj2YxxxLcbpJ2bSi9XSggE9FsQZaYokcbaptShhFuMBuR0qB+fn1er1XJVCEB3sKn2/FgsauACygWhLydUvyWkWJNia+dVIhZgJys8FyRN8cWhLKhwDwc1pyq72WDQw5koigyH1r43Noglnx05nS+LLKJ0RG9icovNYtT6fL4vimUaLwiluu+TLMIhvMNXWoTJPJJeV4xEXJAoDjmLu9Z2fWntGOFiT0bTjR1drjZRTD9/ebCGTnM/tI6w1rNMZCSLiVRKprvtdXUuy/rY9se76+9v7+4ul/rp8b7TJzyThOi7hjKepKtpGg7nzyosRlxlHtfF69lNXTdtNle6HZr+uVhc2QkhwDCMzVx2uuUsLBbrLF3Ul7buHztQT1m+XERx8uXrj11bKuxjtugsXX7Qk5Z0u9lcyYicj4/H895L1OJpdPXwJHmYZxtHZs7F4fTlavXbun/QUx3YxJFexXIe3Di0ghWTa0d7tE5bR2Nxrac93jdkaUntkGF7IVNjBuHI7KOI0hGSJBkSTZwmaptnyziLt5urJIIgRYVrGUXGEMXTKI2Egq9BqZhSNAbNTOI4I8Rq3ZMAdVwzi9lDv87nJ0IvebLBHSPMPESb+KI19u3FsiCOdF1FgngYWmt44BC/SdMo4EF5OTs7SRHTQFAfWZyGyQVOAfZI4J5J8K2HDskHBOaJeFPgLJDqHzi3WbryzAB0zwasixENGqYxlNyilozLXcA9A4w4fNsAsqSj1ipFLLOrtIDJPmyaBuFLjmL8PHk019DXVR0nGeIgvpSiO9ypEFpxszWIjTAObgQwkzLo2gnC7jCAW4wL4gBwQuOf0jSPfUuZVucarzGANF1T16g1Yrg9o/bEgiiCPQJHbKwg5zRLCVa1gFcnqbIGwRYEh7pqmoH0xA9YikEP+Apj8mLSDHkkPaIuEoZ4l/EQ8Ji274NgLvKCc34+XPIi8b9TsO8QT/Ctv7+oDv2zC3dFjjWmlKJvBox+8Kcdda0OqBFh4R2HiD05ghP/0KN4BWieX6t6bnbVNS1a6HYQIFTRrm2e9p/3h/0wduMwtV1zrO6NmdumAnIzkFgaT6WXhUYek6t9mI0RMnGy5hRHuYAgqDNMFfatkGyxIts5NlSXLhbLyYILfXv127LeS57GmZR8Tan6+PkPQqksXqf5uukenp4/3my///Wv/tnT833f7+M41z3Q3Lj8Dn3V4juep6+b6qHpn43lt9ffXV29Kc/7Wp/aRv/yV/+oyNL7zx8bfaCE3b5629bkfL53wcjDNMsWl/Nj1zYiZG9/8ctBl4zJoaNhLNI00u3ggikIwqq5PHz++P0vf5OlERfxNJlRB8aMxSKt2zYMRVfXlNvd7urDux9llELU7PE5SDEEGTTQInx6+pwXK4e4jdCA0RshgXN3U29si336JN5+//rqerl/PH+9P4JeG/DNLneWDMik0ViFUQT2ICFY30VxqIf58fHIQ7EsUG+JPDun7wbUWPp5i7ZIUJcd3nE4lwQhDUZc5CIhsOnt+6mqRz0b4Yt8jNK+h/3MpxVIWeo0CZNYNN0IYnwL//ML8G+eYHJ6ofaDJg4GEjbqOAnCNYIsOrYX1s79eHO3JHidoegU0GC1jquLLsveeaoFkmsOzvFed/unfZosvvvt3TxMh30Njv00rxZxQGld9wFFFbmpyyhKrBv7Zl5uijgR1prDqZom09b9drvcbIr7L88CDMwUWBGF58lhf7m521SXpteOAbM3W6MpZZdTGRAbp1FexFXpoaGj213v2vayf/6SZGkiblUSdt1YNydOnR56AV7H1FQ2y7dVcwysxE4PKdMFCbLF8q68fHUz18M5SuJpKk/nL4xmxImq+xRHyzTORZgcy3dte4llLqP48fAHdPyCjFMxB/U0Dg4Q54s30GJi5lmIAyMhjK4YKyU85JFYF+kqhtIrT9I8S6/wzLcmTpNQBNQJJaMoTqWU2HLgWDWBU4VGzyCVm0079EOWXDFEZtseYrlYhEEEzwptm6ZqnoFvSK6wx/UQILA5FHZqZsaxH99psKwZrnZ4NEHFK33C08wmgoTZMhZqZMy81s8/rzyoDNcTPYxN1UrFZJSYEWE3HL+9igbXTgSiXnw2+HhM09j3OstS36+bMDsPoRUA6yQY0jxCFNlHt2YzD8MQRxEqErrxoS18Jgfd01DLsOBMejTUJUoz1MURZgEUwW8dnR/qBcPYBmQmVlLG6/LIwin4F//+/95TBCkoNGAw47eBOhBD9NPvsk0ogQBhnGQp/tDnCU7qYTBowXh/HVwTFpzMkKMKNQAbCl+Dz+miP+cpJ746j+o/JPQAjQdBDvKhFzSBQkakQjSu99jDebZREiIm1MwhHg7eW4OGEx99Bs9TyDzjm6BGAqVYhKDahGU6ureXU+co/uyoJXGKDduItSHWcR5XGF6OyAu9RPXMZDo9e60qhVptwmbWc86QUhO+9DhNCG1S7uFg7QDPKoMcbzYAEpgRP+YkjzgLHh/P42SLRTJoZC8Bl/bA8DzHGsojgJmzge4HoGzN1Fw6TAUgFJ6ZRFYKi8HACWgZkegDZqPDjxMiDawBoTL3txqI171VCWxrlOjgr3NByPp6zAtc+Tq/4QHbESRM77kNiJ0dChWS625yFMJDjAUEb7pBAjcaItzniEK/24sVAoICeo8sIsYfvufqgeNYi5nZtC1kWZeyjxPAGaqqmSYXCQHg5GwCZxfr2E3QgRgg+Hrktc6lL1HglhinGQAqfp0a+58jUn8EB51Q0upY70/N1XXBGes1HuugTSqOWZ9D1gsHFPiF0THw6wIv4cCVDN8pT0Ax/mKP8iujpFjG4zhpDXCekAiAhQzEP7Qm0CYa0P5H9gzugbSIXyC/xpKQB70GmRKx0hl1ODxNighsEk839cgmrkDyHQDZA4MXDykQ3oFGsMj0+o+uNWYBYSPt/b4uoEHfjvkSr2E7zptdagMCLGc/Apbj+e/4lPtkAer1iKwB2PCSUH2hOQFZLoH/kQqAJvyasRwAzyBkwTRhNIU40gRmriN2uUiw7x2ny7mbJ1zd0YyFyyWMEjGhO4FLGLp/w4QDJgXYCSwKaDkFNIzYpAL5gN/aOCNvwfFTHgBcFcDiBRYrfoyGcI7sW8B7KLzJPAKBQOt+yAp0Mg0yvQASnsu+bbt5JuNssiS6vs4v5+5yaVTIsiIlxGJ4NM7luZ8tiWMuwe/lSL05XAUvpUaFUncBC9quy5Nivcqbrn96LtGvwsiWbTa5isTjw8Pz08Nud0foQIwc5up0PCq1uXl1q5TQXd/3lzCMDscGfqb2uFguV8VayMgS3utLiN2DrOo6gvbHTVOz2911bS3jWPdzXZ6ubjbHw7MUIlLFuf486nGz/q6pT+AMB+DTRDI6X05l1Y5Di8mlna53d313AGNA5Y9PD2m6dXY6nD6uVq+SKG17Hal8HuvZtVKmWK7CXHTCSzdJFsVqNqRrXNsebm82SR4/Pz8PzWwIkiQ04HiCmJER1g/1YEutdaLWNzdvqvpr12lKkrff/N3D4z+cyvtp1rFcgeTj5izL3Rh0+hjGhNFoGJpF/qapT4Y0TXcyxmKoIhWYD3QG9NIj8qNwNcyX0Z0ZyRhUE6WFZ4IEJHWk/TeT4ICEQBlzlsQLFeFyLvkiT7YhvlmGUbFa3gZ0poFYLG4ghJAiIDEouEj1T4JnUvG+76ZxiKMc6y8WaF0v1xuUroY2TtYvRE2EPBH9GLRu8anE8+Evvd8AzTGBt4BnNDtisiJy1gH7jjciIeiXYh8ehgKFFjpCcoCHBwArQQCPJO4/EOpw3XsxzwQjAjZs6EZACqVCVpbPxXLlQQVYY9DAVuXl+vbKC+gAisSG36JxwlhiLV5C00xCn+gYhtISKBPjJFlvr9q6h98vsPOIop2UBHJLZNc5FoHEgi0tRT9oh/cFJlDG0g5jHSR9xkl7uSwHm4UEfqfnoA4yLssSylhTa8bJpC0eOwbPNAY9DDKZSGIrDO+8Ynhu6y5J0nmetB6zrJASySD8bPGw1UBVcUTxYyTcvIhhtrPFpnHUM5BUM1jQURJLgYiVtzIgH/HSnAkFYg5Nc0H2aHJ1fZkmU9fl6fLgbBjQsSovs+msQwm8rOp22o9Dp5F26gHMc4FxU+DUTKq/6i7xugTPnSCHKYLt7Lo4XI2mdxb4fxlxMqel/okGLlVvnAmW+a/K7mk2JSVhFr3uxzKEblBf3/xyHgFWmYdyt3kzjEOaFdaNl/opTZbEBfv9PT4tLNhtf38uv84zUrUyzO3MjZ0psyyUQkbnw97M82p5axwozxCoLIr16lVAeVWPXXtZFXmahbDVlKO1PMrjvq3rqkvSpFgsLpe91uXb13/Ta+3oPA8I667WSZyqy7nue7xtMNGkvZ3AOFJKFKtiHPqq8lPLkGVZ/Py816NdbZZpLKcZQPKmxQSOugkgUoETgplEkuPZfTo9C4mJxTxh28CRigr2++fVMk7TFby4blYejCsj/rw/EscXy5wF5OSRActlsrvJulID+o28EuWCf/1y0XrKl/FunQClK8DPqz0ATw/T5dIxwrweJsQgEmg3yGPm0eSLJBS0qXRZ68afeSQLkBlmeF3WpVZROE5znovABlWtV5sUmMMJbifrYAWryj6KeJEnXY+1gYrC86EheEMJ3Y9NMy43CaFBW/Ux2LlIAwlBj+f2cq5ublY+qobjKdYbUZgk6nisjAWZDHAyvNY1CxFEahqdFwlcUtaJWGgEdZwvyjJOsQ7J8mi5jI/nVg9zEiFhZGbIkEPJj88XEaEYtH8+3d5slIre/fwxCJXEE2Y2k11uMhnRAZSHFB6mrsySaBxIVbd9e9xdXZ/O57otl8ssixc//vRnS/T19m6a7PHwTAXZ7V61jbaWJVEYClFW5YTEXFQs8r596PpGqaKr6246d023Xt0B6h8i9PT0+B65hrk0ZFY8L8+PoUyyeHt/+FfGTIyKbn7AE4YnjBSDOZDAKlHooTQOB16C2Mi/+QuBOkYlpyJNc49zCyVb4fg9u8VyfX1zHWBzOnOaXu/uikXKQ8I5n8YJa3yaYisWoM7z+PWLUssoSZum9O5yhUfBjMhVFMv90/M0z6+/vQOZD9EK2/U6Bp0RcyhvzCNKIXJI4chBKhD5cGcGYF3CwZ8PQxXi4NfPdd2DyEK5sRPOrkHQ9xM+ty2Q0ZjZ9bA3LFbZ0CND2Q86h7NaEAtMIw5vQBXAPzaOAJL7gCG2xH03hEyQwPV9FdBZiOJFbzPNDaw/XCml/JjOI//APYbiFpxkZD4grG/ao7Htev1KinSahoBOwf/if/yf+kUE4aG3zqPzChDIiyn15T8xlvQadm/0//xZH/c5g/H8OI6eiScQfcYHEg/okLMI/m4NdCkNRuTykbyfsDhBFM3b53DsYdgi+oKHXwyBw+GLXr4S+JdPgUdo4EfVQhrO0lQifj/ZfAFKCr60GqdpbHFfFiACF8Xq3IoYjB2tpxiVthAbBG/LjSL8HKCv9iwZ/1L2ip4JIuOuxdQfyxP0RpgvsiPKArO5x3i29dgjNgAYY9foptZJHlFH9s/1aNxiCTsAPgTWChDNcM7uO42TSBBcTi3ndL1NnbFNO+e5XCyj83MzzUYlijhsk0LJo0RhaIq1Dz5/44ittScc4OcKNtqLR1ixrh/IDKO6T7Pgx47uB1ifIGh7OB4mWG09wsedKgLJHgp7/hwCbYbuELOMU9W1U+jDiX2nl6vC24RhXBCKxYl6gcV6PB2IHuCLjjNyU9YkaYxNIkN1Ht1Tf72vu2Hsp/U6atqxLvs4lpvr7HLs7AxAbd+Pq3UKVCk6ljPywxqPUSg0KCKFnuJGvZILLuDzpQoIdrzTMC8K9FnTQkWJ0P3Utdg9Bh6uo/sRvg0FwPqoZxWB2eWFGTC0AKjEqO4QegxD3tRAVXIGkg2lLstjj1GC6Ilx1nvpE2Yq/RD6DwA+gdXg2ZWI6ep+XK8SHDV8ACBJQhdg3Ig/e2y/6QWtIYAXQQmzQFdhkzxCmSIVUrXjMK82CResLgdfQDUB8kh4I0gF2j4YMzChc3y/LMTXlNFpsFzg4QWAkAYJw5dEA2hUTBCnmOaPMLDjAgpJC9SxRCmGsZr3jWGPYYhK5OG58mBEBiIhYgv4CQaWCP+mcZgjcHTfObETAVzvrxxX4K8CHM50P2WZVJGqSoQQfPoO0hS4Cgl5KU82yJ2DsNp2AJ+CVMHwjq+rPs8UNK/9jPskPsB2vU2UCr9+PbdN/+KpjqMwTqK+1/M0xnGkEjxJdT8tN8kwzId9leUxQrPQRQKp+PRUf7l/2m02xTJFMNt7I56e66btr66XDA02FKZ7bYoiWSyzy7nCchvumU5ItlisP3/9Ms90s15Pun8+fJJiGXCSF+sQ8nIkBSBtobrCm++qvlw+fv6vr67vsux6HPuuNXVXUgbnWBRJAz9ngOgGY8ViUV0u50uDw0Gr0zzvuvp8PvjxYQP98XKj+2m7y/2EiMko+vLpPbK+i+LTp4/DaK43V8OMYHMSxXV9Wq2vh64P6KxU2nXngJGurc/nS56/NmbSw96ScRp0nl2vV9v7x68JiNvj8+N9lCdFtkzjm8f9Jyjg0rTXF2dYkW325y+9PkYhQDLG6eY85Nma8JlSZMVRoFKiutQqjgErj5aX+kFPJWqVk14t3xrsdcYoSsv2PqQZrgHzxXfLeJpc9fpQD19idtObYxSlgsmmu8xueCE5W/eCGIVQyDsn/nIC8Cf1l79ifCsQos6jKMOCyM7MLeIoY8xEUbFYbqVCkyJLriNR4NExd4GjSZQsVxvkOgF7hIVPRn7RT8D46RoQg6FhwmvPDN2Ab22ssImaZmQ3FA/opHXPeepnXzgEB/4xhUK4M10/zAPEsM6gTM7YrFTU6/M8zHG8dQEy3jxUhExmnuIkCZkavGRt0FpJNQ+m15eiWFd1fT53kcrHafJtH2Jsy4Va5Bh1tU0T4HTIsVEn+AhxIXQ3eYl8YOzYD23TtIxBjCZF5ADiRjXDgG1LVSw1BLbgKQkZBYEJCLNmrpsOwRc8fwDqFipUksooQqnPI3bRlyOG2CDLYszURksp4jmA10B9FvcduCx+et0VRRF4eDkiUAjquAnXAq8qFuE4wZc1jcOlfMQaUwS6q7oOYphxRJT9XD52uvIoqQHNKF2NIx7pVfMETKh1gy4t2prGY1Fe/loGJHTERjwzthxtGxAcxohj/oGKw0vMr/GGx9c8XK2uz9V+Hjs80UOep68NWoL3cbRa5m/K8sCkG/U02wsNXJ7dVM3en1rsIrtTkRKhOl+eHXPL7G3IVcC4NaMezsvitmkgbn377fc/f/hXLEDjP8tuHCGH033TnGKV7nZvCZ1/+OG/lCxK03i9vRmnuW3rq+vry7lBbzScMnxJ59FoFamhH7jIVLRATIkH4zxGKnn16rq5lF++PveTTqKMko6Gye3tDYWWduzaTqr8/v69c263u2n7YySWxsxJFjMalhfkA5Mkevf+vjyfVBTd3l0XmRgHe75Ap4TKrg3wsMXiKFQiSjPxvK+q8uD9H/z65pZA3XxmVKJqPYs8i4pF4gKyfyoZJ7qzq3XGw+D9h3sVxlfX+LfXTa8iPAW7Xof+iLJYggCHjUwPmP5k0D9MYqhifQIIORRvaQftgXmcZraIwzAwI2xPukP6CcoX2GsDGrK21k/7ermIv/3F6v7z6VIBNQ/ZVSTSREBG4nBq9wAk5s9+BkI2LG2wZfaWMgvEEefLdVKXGk1XNCyAb40jkQO2TKuy7wdQsvNUiFgenlslAg7suWs7tM3jmOd5NAzzue6JDa422TBOehgihVn/41O5WuXLAgP9wZCu09WliRPlvP3IGHe1y9brbJrt4YBHQZrwq5vF42NZlbUIxfZq2VZN289FFie5fPYYUhUG63VGGb1c+ixTRa7qqnn/8YGH8rtf3Hz6+BhwJKUI6X/86b+SbHNz+6pqHgmLzeiWi8xaLNX77nA4vM/TbbZ8fTieLqfHWNr17rUjYXl5zpIiCKOyPJyO//DqzW/MpDr8Oi5Zmq7Wqw/v/yhQIkhVtPN7/UeAe/shSuhsXN/Us6tpkPTjE2ws1IlwFYtX3Xhs+30/f2EBYkqjqbCYCnIVRt14cL4E5i+EISWJI4MvFPzbf4U8iJTEMcPfkUgo5GbxZrnYbHcp5xm3G2w+GLZzebYpVjhd12cNvouMtdZxSrM872FKgw509gsnhhXOsevKJNqhShNxgGoRPY0NAIsYKoUc1kFIo6EQY4MePPIKj9OuKwPe5unaWYnnTl8CIhgmOIMgGQf5KqXCODLoDqgP9gJhxowUb5N+BOrNA1R8Tg6NM2IDOLMoRZbBe2i8AmcY58HOU8jVerd8uH9wjiZp0bYlBjAU35SXIyvahnqCzc+TPlQsgn/x7/8fXjYVUmCjAhM3C2wQNCXeSlC6WYtH0Qg/L8xhFOfOUISzQXD8eD4zhoJg2/RJkhYZ2jsqgp8XRh2QFVh11jQgSSbQZUJ1Df0r0KFRziZ5GhUYHaHpPmJ+4yZj68rjU3FIxlIOp1FsRbD5iWP8px7y6cwEKTllwdgD2TyBbQiPk5e/TZ4ax1+icQivhuCIWIO6VAwL3DB77o3XB4H14i8tgYVvlnrYNzS4UoKmyFjga5qCC1YeW2dJkqqm688nZOGgToqlbwDjaj4jjGBSf227ACOGt52I4Dk4n5o4Fst1OnprUwQNN5afqJeUOgxpkiEE23dzmgPVSByNYa7EzZ6HeBRyjilF3w3TjKtXXSOsj3QvgzuZoq5GPM71L4gd3JB7HM3h456wp+IgE2g9jMtt1jW4MsWJzPJINzrNo4CiipkVykykqcHe8A1Gv+FULFbYQVclhhWrbYF+CwvaSstIpJlssbHBfQZRiho4vAQ4UxtK7F88O8uEXng6TwZUUR5MI+4mDIteGqX8csK2EzKSmRSZJAGYK2i5INboLKCxU5YDEIwQMyFV1RgzL1dL3wXFUAQ5AIFemS+J0LadQwUFsFf5YbGOkSQCvAgtC8Wxs8UCMBj1LCN8tLRGExViK2i+kPmGmgSyeIhwX3ZrDt0S6z8aPr3cz8R/DJBztS7JRVcPQLZEIorDaYLjzszwhTgCYQMQ9TwYesz1/ViE4SsAVD2ivAMWaCGC2uMMQBFmOCxf4Lrba7+zIy5GIRaGTH89ZijUwhOIgjt8MZR7hDu2lNbimIURl4FOUMXoFFlrswUs7T2uYd4TBsRLu93hqi+9KQRqmgApmjjmKuQjbo8TjMPD1DZDmuJMbOa5rfXLS8vHj0NiSdf6GRjCt/hCgUrsi2DjgCW/ijGRCUhQnxF/D6XoGm0AsMVMByddwbtuII4s/TjW3zC57nvGwdWkAbbcWiMz8vI5R78LuVZM4vIl3gHnS5XEMSiyvlG9WEZPD+fDsVrCidTNzm23i2mcL8dGxCIUoTXI9iCza/EMDUOA2hjAaxY7YY4YW1N1w+ikIuPovN/8RdjJ/E6mmSeSZRll5un5kbMoxLIVns+6hLh5tZaUBFm2UTF7//7xcq7L8rzeFlfb29Ph+fn4qW91yKNilUheWDK0XbVdvV4sMwZt+tOombGahSYMxf5pH8XRZGhTHjkbt+u70YxJmvZtV1anHujP5ptvfzcMXXl6zPLN8fhIaXh1fYWp7dyEke7bIUt2xgx93wxTxyjfLr+L093njz/ky2Ucs2GoyZwJlRar7Pn+S90eIQaYhmHom7LkIlwuX//ql9+TgPz87lPfNzSYJMbhtaDpbAZQ4Lmsmy/4k2TJOGml4sFeYrkKbHC4fJhM5wxTEsMJYwfKXNkctqtfjabaH97Nrg/pNo9X/Xgc5zqkGbJ21IzjyeLiMPjbYOjXNcDA+L/5/+ko/EFh9geFCK8Xh4sBp6FSiSdFUxGu8mQFHRdufAjz2FmEIveG95Dz1N9OY+C8Q5yVBJdZlo/D2He4OIVCGrhbQfCDzRt4PWLtoKBpS/jLU9dCvhsQly/ikIXjqAlOx6ypKx5KykwoXFX1bd07MzJOoyQN0D+P4XRFen+YRsLDRMIeEYxTY51dba7rsvfSJoC88Rt3VgpgA156HZC8U3xox3HIFmD/wOuD5DQoaEgcBAh9zdN0OV2urreTBtJFKDzZ0DwyMwJtBO5hzgMEDfAOtQOuXp11s5RZ29T4baGtb2kweXeCYUx4zYOrq6oH5AZ6T2KDphmfj+917xeqmH8PdY3aT9tovF77cZgvs+0HPZi59zJYnHvMXw52of8hWgqekM8I4/gtc/WNcXOpfwypyNNbShSd5WinWK274cGRXtBcmy5PX+XxdTccn44/pPGaMzWNnQ16wRaUCIq0bBwlidalm4JL/2lZ3K2X34FowEynS0zT9IXTsCiWoQoup2PbVkW+DQJ6rh6jOFsUy9PpOY7TaQyiOF8s108PPxEbXd3eDKPO013bPXT1sFlf37z69v3Pf354fLdar8Mgj9KkvBwtGSMVrXwA+3xq58mqCMKhcSJtU6LXd3XVt/gLobKISLWo6t63BtyiWDPf1PCm3slYOepmmSdRmvSDGbQO3JDn62maBj1kWZov06bRXVv6QE40m2693pJgvpyhLYtjtlxtTqf2dD5iiBeQfJE7AoLRMDTlpX11e7fe5l8fqqoqiZnyIl0scoEHJga7XNDqoinjL++FumrbccbeQfF5tEjVclhkMQqBAxqx4bSIethIa++DQWbYWiDH+n6sym6xjH3BBxkoRgMk93DA49W589szEXDaNBoOJ22EwizbzDZJldZT2w5NNyxSVSzUbFxVQXhrvSMuzURXjy/82XGybTty9hfw3oCZqVyuIvTFCSmrngc0L1QUA+vgO/yI+WAngLMKVs+QJgXkDOtglEW8LGG0wDw3cNttXrdD2+oiVVXbv3v3tNut4lgksZiNOTxfgoBstsvAueU6ebwvUUaep8Uikv6k+xf5La7E5Ovn+8PxaZqbX//2b5I0e3p43my3YRiW54ZwhnafGbiQ19drO06cuevb9cOXM9qPiRyRwkUvOk7jyv/ynBlBJQEpPphHDLXNNEJtGszFcumcu79/Vx6rX3z3q/3h1PRtQPlutZUysL7QAblfnFJu989fiyQTkj/t9/PslLCr1dWXr++GvhYh3ey+L+syDFNCdHX5zMNcRuv6spcRGSc39E3b379+9Tfbzduff/77c/M+YhvH6qZ7trNMkiUjIa5MFAyWevg0TWUa7wCcG8okXNnADeY8zVjRv3hRnXsJYFv/FsB/5v8P7jL+P4Gh2BGnJJpsL0I3aqMshcBJcJAkOPOsBlwZqAjjPLvZbFJCjZJJGGJEQgCoO08jV1Ddcq2bEJE/8IeTKEavzZGub7gHwyqZzlMnk8Ai/REjz9gfoljG8fLFAOHPipg8AHIxGkJJvkj6dgiAogeauGn0hJ8mrmtJFsGY7ZlVSR717RAy6qOQc5ol1bnxZCttDCMBzocqgj+n7esZnky0aWZELUzXVf0AbvaAwWIVxSz43/xH/5e27sfByJCmRWImfDdmbwiIErzPqgtmIudLZw3Rfdm1dbHYLlf5eplIyb0niRgze58pEM8jLp/guFRlH0q+2iRNNXiEEXr5eHh7q30UycbvPe00xyCkIUCIYEcAdmJbD2ZGMA8RWKxocKuEstBBn4BRjWAwmMMPS0MOrkOoUBLA2qcZBgS7tSN2e12MvTldOkpIkcvFKkkzibOh/yH0zdjW2gNzp8m68tIGjBZptChQ4McY2F+4Q18RdAE0vtZaymhV9f5ZMNX1YOwEdBmCQiRWIs6QC65L/dIe7rGLgQWu76fjvinbPoTjHmeFeTRSMjO6tAjTRMCw55xKZN2Mx6c6FNgUtO1ULEA98bhOL0pycK95XigLFWsqXPmAUe4GvLyhRB/RObSwjkDfRFzbjAjpjXMI9GiIIv40A1Lp25gwDjvSd4YQ2+nx66f9erdklEYRSvu4DKNOQqECxwYOzUqkFvG+8acsbAtxndAIzeLSZey4WOTnc48FszVchnGCcQgmIt6OBWjdCCAb2nBY6tLlUmVZ5E/Y0+hZ3hj+kaBt9aAHrDf9sNm/q/nNTQ5KwYgduo+8mq5GqU8PMxCd4CBBA7VYxWAptFOeyzSFcWFGyxyyLIKBKFrF8HThdw9ukDd8AObmwx5mxtsLxdlxMHWt82VkEfrHchiejAmFzFM54B9EtBHlIr/HRaJaqdDg9wUpMQt53+uuM3HE0zyaJ1NXYHapKBQSLzNkNUGMQpZshktwJlgKkrLSUrDFMi0v7dDP+UJlCd5DWIlgWUcmVP+I7xmOL98IgOmdu74tvBtqNjPy6L64yJp2qJHj85EShTpy22IiA7oMIal/L1a1xlCfBnGMP9jjoanKoar0ah2vVsl+38zz7LO1+NhECq1lv+ofWlzA7DQiT4birN+4ggYkgsUy45zWVe8AxUEvFBDCyTCIGcfjqfcFp261LiaUAEUQgEYlYS6BhWSa7OnYWEqbtn9+PkaRiGQaJUi8XPbNNNq7b5beTgYQ6/mipWI322y9jr8+Vc/Pbd91AQluXy03i+jrY/n42OQ5XxSpgx6Qnk/1hNiMlkokQI0oyoIvn56jWGYZ9uaR4odDKyMqhSDO7I99VZbn8pymxXa7ubkuHu9Px0vp3FQUWSzVbIbHpy95mhbFVo/z4fAso7gu66ura8CujN3u8s+fH5/275sWq8Xf//afUso+fv6HUbusuOv7g1LicP46dfzNN7+v6/NikT/t3+nWTdPAxaiiK8FJ27ZSpE27j6Lw2zf/ZP+8N0GrsNQCv4SQse4errZvcdCrq67rl4vr169vP7x/VyyS3dX1/f27psRXOS+SzXZZlmVbT5TTz5//ELApVWsVFc6Ep+oTdaIo0tdvfpnl2Zcvn3784U/W6jdvvlMq+/LlJ0CxCENxpR33lz8TMq8X3+923z09PRFSxfjkRVXVj0O73q7atr0//JEzFrGdUgkufuO0W34XpczHQaP1+m7Sxz/+8J/PZlpmu2X++vn0QYSxtXPVf8U9fyKUhgRzsy7hNyxgk226eY/qGuGWNA7rwTBmV6M9egJH4j1D1GJUDLy4vxz68PhfVoj///6CqNf/P/6ywkIVJaO/yVFGkMAKOF4KCLunkUiQ4pawqoRhFsurbnjWI2yYOX+VrwrGZp8s5yperFabaS6TeBnHyhg2jV2cMQcZCewqPRCamnNe1ZdhmFeL7ykzhExS2ZvdVb7IUAdklAcRceE06rq59APvOytj1dZd352yAm2KtrmkeRGgyzRO2qSFDCiNo4gysn+6j+NCRVCS6nb8+Onn/f7el5JofelP9ZNxhAdys7pq9EOsikhmTVfuLz94rBxFnRVJVswyZlMRMHOBckNkZpw1qM3aH7ZedrMRIR0hEyO7MEi0+0jQ5EEXmJCUkdiQs5cWUB6EEb+qp4eIL/LoOlb5uX4uh8+Zur7e/u25frqUn3aL7zmTfVdNppZRmKevpmmq2/04tMvF2zzfnE8/HS7vI3l1e/NPuu4yDKff/e73lPOPP7/ru2Gw5ds3/53Akf3h85eHP7599TdXt1fWEcFha2i7y9Pjx9mY5fJaKj4PZBqadmwejz9Ta3a77/7ub//5188f3n36L7N4e3V1V+SL/WFPvPZCKTgJH59+MpZc7X5xffvmX//r/7zX0IpKkdzcvBFSfrl/P5vLt2/+cduXAYl8uCCngboc7/u+a9uK2Hi55bdXb4lLQhl6Z4fpW2Aws4LpFmmUadJtA3IP45oG4zff/vbxoaGhUJIssiLg5OeffmQs2G52hPDZ0BALBEZoeDyWKqKrTdjVXCCaBLsdoAOYhmFotX+u0iVyV5PG9lYoaqa5b5rbu9t8qX7882M/Tgn6jMpv39EUYgGLEnY6dpinw1+Jv7IM/iEoEK2dBisjCWuiMcDIRXhL3n89K8kZTNmYa9cNWPbLZQxC5jB//nTYbrP9Y5XG8pvv19aQthmGcYoT9RJmw3kJM1kKbPeMliew1c5tr8HChXu5H5Vgy6Wi3jrd1qABs5AVhTofW2DJrd3vu8O5udmlV1f5APD7+JJc87khWVWAMoQeE8AQ//HmE6w9/pJYwUVxts+PTTOMbnK7XQKC3WDA+XZAMHgHKY8iWbX66alcFokUrGmx5xcKnrf1Nq3OvVQey9eCz49hhyWNPy0XeTyP03qXWePKS91NI+dC4uCDh1KL9Pqw3KQ//Pl+nKbbV6vNsoBnOPAiyoDZwJZlB9L71aLr5x9++NI3w7ffXw/DQAGLkkM/VlXlCC2WsuumLx++vvr27aiH9+9/XKyubm5uWDB/+PTAQ7JabJIYSajH53PTX4b26FFwipIhiZd6Kklg7h/+4fe//R/0bff+wx8cHa/X38ZRXo/1MD7vlr9iPO3HpkjWQdB+/PwuVmspzM+f/p4A4RUnatu05bdvftc2j18ef2Shutv+3Yev/7du+rzN/kk7Puih2i1+V3fP3XAIaPj21T8PXPjjl//rbI5L9TeWzKX+MyO5oCuH0PE+wAOnDQKUmS0YSxAuULRz0Sb46zNf+HFS+9fn/H/jRfBygWSxyGQcRtFShGqampAuiKWO4pTGaGImty7eIHFmGsadVJHgcpHvdrvXxVpyETZlX19GykLiZjhmmaCB3d1mXpiaZnlh5rnBVyOAohAwD1D9pAS0Yp4nEaqmbC/l3ovU7YQ0fBD6MNowurKs1ttCSPHw9fOl/qpbc7j8RINMBKsRvoW5bh5I0LyIx0bsnJ5dMEzwzhs9taCX/Yf/k/8UAU7jRo1QyjjjzJ0mMeTIwwzOB4jaL8QINqLd0i2Wq1Cgz/NSx6iqtm3aICDFcomjhOd/MJRvocP21zZYUD0XHndzgc0DhpR9C8wJWtcT4md/yTTG2OuAb4Hl3gwtAdaBeNO8wBINTEropEGqaEhVdlggTUTGLEnFi4Yl8J11jrSjlz2MMPXRgIaKSiX7bhw08jDYjGG6D06LL7khmaY7IDeEojOuuJC/xwoRdpxcS804S/JQ91hDecmeP8KOCIcjGwQsDX7VeHbQYLmMkZEY5+U6DUXYVNrObrWJkbUbJwCssfwFQgM16H6klCQpsJy6mxbrBBsh2AUpGGneFMwAL5kZDVQM6xPuq+NcrOJpMOW5LQpAwbpGx6lEc2OeszzBeWKY0wwzD+/VmOYJzcO6aqfJxQmqU4ARK3BlfBoY23eInnwQHz1PZylHUR6SbuPmEZ8KEtCuQYK5b/vru9U8z+dTvdoVzgW4W1Jq/bYwksLhT5XY2QgZto0mAdCg8DHg9QEgCngkDLFDh2wwGuG+Ok2kp7N6NaUZBiMEh5oKtFXwlIx1cRJhFTvgc4sNnk8kzn6F+OLq0B3eDRIAGKQSZ+PM7AfbfiiO9GmDmVzs+aKRAl4Jk8V+ekFoAguJmCZmECEWVoiSSMnyBYhhCNm3o6+qYkOlBxRcjVdogFEUuO3VknjrlMK9C3+MIeR+M9qG/qcDWhcngvOuwwhUeLfHNM0SsgcyTZYzEoZgac4zkE0QXQCfwwAnmMB6FVE4jaa6tFEsi2UckKDvsDcIqD3ue8w4cdd1SglcR72YZBgQU4EVt8UHQ/mla1MjyeTpeUBnkNnlC8UlHLWhwiWOUVbXAwks9l31gBo9HttinvDFbDyQJsl8Rc86cPbwrHNNPaa5LBbx4bnptBaQuOA6W6xij7Eduw71VxQCKQMpNwqtc+d9OyOtweKIEfDufcYhsLobNteLOFZdp/se4mPv98NydZxNXfcTCTbLOI2BasKE5dw652IldTdSQbgQASJTc1ljJpQkYrlcO4OxAjIOYZgjDcc/ftg7S6IIpGxre3/QCZQUSR5//PlhBFxUlOf61avr3Tap6/547glxSRIZMwtBuqYrimWSiU8fPzw9NgY3kvDNm9uiSIZ+9DYO13bVl0/3w2CjeF6sdiqK7j9/HTQCz84O2+0tYtsT68fWGnd7twy5/Prl/nJ6CKPwm2/fdi1YD9Zg5Xt1BYbex/cfpEyub269UFF8/fKkYrxBNKj0ZOi6u7tv6rp6eryPo7RuH4rFkjJVVkf2woiPcmunqnxc5Cs96sPhTCxfLLPZXLp66nSz3V5DV0rQ7o2jRZpHz/v7sjoGhl1db7/75e8/fHhXXU5VUy9Xt5xNX77+f+ZR5MXm9vYX5eW5Oh2K5cJbzt3nrx/NSGfT3t295Zx/+fxRSqbHPkmKIAgh3HJRN30NHLvd/Z0eD+NUeXptU9c1F26R75wR/XhWIun7cpx1lm+7vvZOlI5LPMXdHGp7UTxp/RUlpCoI6GBPFnwO4Rkz+sVTz4IFDeRsK0LALWMkdmT0V0RfOfzLzPglWcr8cWECaAsnCW5wdcGJgQYJ1Ll/+afEX3ePqLy9nCG8UZeBPUPw4gsC8TJLhHoO7QFPQvWHEtRmsTtzWLm5zCBt1PsoFDi9eP5TxWlGCZ/tOEwXZ2UAszaf3GxdFbCJUiRN/H8JBnLWupAlWMa5AXN/gDo5QJ0MmKR5BMvXkhb5aSK8QbHzvynqL2wvC1XuD0kYrku+RUEEw/WK0TxkkSCbYS5HV2fiZnSlnh4JCVVwy6hcrm7b8aGpTizIo3BFOGE0tqZmIZsNUzzDnr//nGabwPK+rYybl8Wrqj1h5Gv01ebN3fU/+fz5T+fqiyPudvc3Wuuy+zDMT2+u/nvb3dtxtuXpa0AP33zzt58/PZz2X+NEXN28OZ7q8nKKM/H2ze+Hsfr0/o8qWmyuf6miaP/4qW2r5So5nz8ao96++Q2xwdPpfVU9RGqNEh9bnup9GhVv3nz34fOfTqfDKtsW65skTd+/+8Op+bDK30RRzMIRmIJQbjavnRseHu6b9pRmqzev/5EQwacPP1ljVusoYKIura8bARlunX54/EjJslhGIUO8386RDfrVKjWzKJunaZi2V7fHQ8V5sCzipmnHuf/2219LKc+XsxmJce12ez2ObpyGq822quqmOTkyTFMmZRZQoLmIdU1bGxtIGa3X2ajHacDdDr01g3WiMU6P1Yef/+tXr77bXr1qGuxbeciSWBHikLTUaEByvFK5cxz1s1zFcfj8eJBKpkniA8PcH+1stoyfn0pr3e6qcNa0lU7TiFBSXnrfysabH/hxB3o5EyzPo7YeklR6js7kH/JIcHrJLYsS0bQA74DvMDsugkupkzTiDIcEEYYQI3mEGlfh+Vz7CjAplumgJ1/VQbUvjhGc80NbpENn30vHOD6VfTM03VhVuijEdpNZR18Y91BsEyolTVMxgWuLF4U14HOYyWTLqKtHDUYATGjlGXDFl3Z9VkTTMJ/OXZwIytn5VNvZrNY5msXTDD8U9hAzKGnG4WU9DHESMcb6HpP6ccS2v1jETdlpD8LIcuWMi1LQ+x6+nM/nPsmAzFOxAA2bYKWfJrLrez06RmAmkDGm1fePJ62Hm6tFmkSXcxclQsXh09N5Hs3V1coF9OunL3Vdba6vkQnv+sAEoUT4sO26OJKLRVrWTVO1b99czzbYP92fzvur628Zo1++fu777nq93t3sPn1+ft4/F4vi+ubq+f5T1+p8kY/j9PX+h2kkdzdvv/n2zf74aOZhmrBjqKqHqvv6m7f/zsPzx3P9uCm+jRP8Ys7nr8xxS+f1+jUj8+HyeX/6vFv92lndNM9Jsr7avfny5U+IIbCkGZ6q5jnk4HPo6UKDXPCVQVnqUySvF9mrXj9f2p8X0W8Zpfvmj9aNcXjbzwfiTMS2nXlyZOKBAujf1SHdchYP08WfHZCbcC50brCkD4iM5a4fDva/GSJ9eR2k5K83SUQd/jJGfHl0M/jaUF5TlAhrh2kevYPcEgeSmde5oTzCgiKWGeBYQ8dcSMH3AtjGuBFONxV5c6nTw1D3z54XiLsPVEKIYGA6YCy6cnijDXhO+l/PX0oQ/u328sQGVfivfwn/9MbfMBIZUgf/o3/vfwe2qIyc14h5ggaREsJdvHr8BQBvBC8tqLu66+o8X1kXDN2UROFqnaHeHgRY6106WOeV8HxdF3raBCrRsHbgrOM7jpBW++pO0A/m5XEzjYZLYBWkgskAnSFLvCkCLz3cUeDwBtX6r4qemTOKkQ9+7z6CNSP2ij8KD3QJJW8qAMAZp/kihiwPljPU6/2tBmWkMES7zwD/BFQ0fuUCN0Ww8gmi81IJa+C8ffHYeusd2GieaoMa29DjEgGpEJYbyC4KoE1MiA44BrLVpZ2GOcUNwfrgDC4PKC914IwlMWLrFqI/CDxgYTJID2Px4qEAOKCPBmHfwIWUCUFna8pTF0qBvJHgPeKLyC8CCcPhSMHSD11qMk0TnpU8KMu2bcc0RTl+HM0LIi3JMfHCvZuYccAnU0ZA9URRaKxryh51o2GijhS5UpJXl8Eb6lH0l5C/W99JHZoOf3wUuJQpBYZdtY0PFfhoIoTdSA3BRSFl2LboQKKK2kELLpS4vs6dmRkgyKRvhjjFG8tjbUN4IwIaSsjZMfXUY4zdS4QdnPdEViUiWz5Ma3Y3CwJLAfilQiISCdmGRuQOIl9HkkxWl95Rag2RCuNyD08ncDj5eQRHPHrSA8CnUtAki4YO2aa+G4UCZdw3B3BOIg4yj0FjDRjHElnAcaY+FoNhoU8QT+MY+GQjWkwBhoWYBfjr3OgXxSjQhdilJ1mYJqExQdeOPYaXNnDIlOO1Ck8WPq4oJULvgWeBlODugds5TT5MguNiW0PJJ4ENQgp6Gubq0lMWQqYlw+rS16VerOIQCTSiIoFHEUYbk9YDxgT+8aF9cx3dH3icB2Oon7lAYBhCu/eyeDdgSgfQoszGVFVrZ3QgQxn6BaPFL8mfcSnDu3ae8QUPw5BQFP9gqpGYbnrZLH4yBeg1aP/Wde+xGdg6wkTKkB4LYPLAb9Yr3dFQ3m3z5TolxB0PnR4MSpIOO2dGAQ49nlupQiUEpM84AcCjGAMLCTihc7gOtV2vNS6kjNM4iRC2oEFTA36TZbIoorbXZYmru7G2LsvXr3dxAnfwBBWEYwwqkfLSOmtub4tskfz87tjqkTogNCIVIMgUQI/Rdt3lgnJ4nuTwvFGepOJpXw96GHQ7jMNqvVQS0yiVyK7rD4/nYeyEopv1L0LB94eDHjQLwvWyyHP19euB0l5KEjiVLbKur4gLq6q+vr27ud59ePfp4eFAMAgkt7dX5al/Pn3ZrDZKypubRVW1xuDR1/V9ni/LyzOl86K4fn581COynZHYvfn2pro8Px+OhBpgOmgcyYSrqcg3nz9+0ANhbBLSrNZXbc2+fP1B8Hy5kbobAmaVXLRthQf2aOrqkiYwdxvLjekWi/WiWJ3PVRiy0/khIICZni9tPzwmarVebH96/4eqfr5a//bv/vF/t64vnz+/C4LQmrYoliwsyvKJEbcvn3RXsSDYbb+lDIfFea4d1Xm+vFyaiK/L9gnp5ekR1Qi+6PsKA0OR1O3jaGvB88nUkSgkzzlX+/JPnIaz7RTP9dTiHYn/O1uiuV8MWjIZf9vxZnhsNozTkBaSBQOIHJXVkGbGDpESKLkFLJhVOz9YVzOSBY5P5OCZ0KGkV4TyYX42rmZBHLFtD8jB8Ncemvu3Iqm+q0BiPEtdQ0iQyVcuII1++isENfK3SvZvbSwj//cTOrMk4ySfyMEDJ2kkchrwfjxSogRdBYT1Fr+8mL+Jw23ZPxjSCZZgdEZDa7UlnRDZKnt1Ku9fuGJ1e7aECC7y+Nt51M30kRJ5t/nnTXtx9NKNB0aKJE6YXTBBhwldHRXHjs1tfWiax1RtN4vf9tPpsP/gCE2T7dXuu+fDR2L7u9t/3Gnd9PfwvHCZx5vn009N9yTZ6mr3m7p/7ptzmuV3d78JiOja0pg2TrZ2DpC1tyNS25f6+vqXum/25x9eXX2nB9c2p2Ect1ev3rzeffz4mTiMcWc7RzJ1ZFiub+/vj0kUPTz+sciv7m5+0bbl6XKw5HI+3/d6vNv9Kl8u2qYKAsHCZSRp21bn6p4zscjfZMW2Lo9t3aVFyli/P9wrESKlIpPbu2+Im6ryyIDvS7fbb4ax6pqOcbyAJmPaalaK7m7XabS7XJ5AQsrXx8O9m3UYKi5TGUYykrO3So76vNksek0ul+ciy+rmkGW7PFs1TXt//8XR8Gq7VDL64cd/rVTym1//Tdu2ztLZtiC3zYmjyO33DWzgUSbMRDHpgwAJbxYgZC2Gj0kSj1PXVmOSLHzsf46zqL70cRQaF1RVEwqeJMn8MlYMgBbb7XKEROr26nrpQGeNvOtswJvYeLC5ndIsbksNQ88y4TwYJtzQkCgeQMkWkagv3dVdYXFywABxAgUCmRtig8UqBq3HkPLcRT4DGcUgwHWwqvaLVTqNABlsdtgBEt+H74eprrplkeSFxP651i85pq4bN/B3Dx0m4zSKBJyUflbLOXAvoOqHdPBwFExYcHILDge4r0Y9FiuF2LYva7Q1Jvrod1EmPAMPsocJbxYJdBTEwkksh3F+eCwFY5st4JMa7s3xeV+tVslmk1Z1P40uy5VBaAgy4V4De6b7Af1fjUnudpdNetYGUSMFT2+A6capCyOBNArApIYy9DSiWEwTKHSbdVK1I6eIApal1sOwXCWrReKc+frYXMoqwl0aAs5ioeqqr8sW/aNYykiVp1pGoizruhp2N4sgsOWlz/J0WURD2/dzcDk+IgSeFe9+/LzcbIWYlFJzb3e3u89fHz789ONytV6tr8ZR46aEW4Pq+iNlauwt9NSMA3pWfs6zm7p6UCK8ufl+GLr3H//lPNtf/fKfyyj74Yf/F5not29/zwX/+f3fb9ZvKA2q83OWry3RXX+62r7+/PmHj/d/zLPd73713354fPf16YcoTLbrt0iyUHap3htTJ8ndevGLU/nu0vwxjW+BwAH8KVkmV+fLzyf9IWYrLhIhxKl6Bzgz5c5Niq0NYHPdNvnOBeTSfbXOxVHaDfuY73CSHJ/1fFZsnce33VhOk56DMiTJZDtO2WQmRhJKg8k2lMQz7ldjgMJh7SVGLxHTgZEolrt6eE+IiNndYI6GnBlZsoBjkYFNo43ZK23OllQhXU/24p/z819xwdT/zeD/E/FX2hk2zX7VBn7YX18Ef7n1sUAZyBcEoyqkYTc/8KDgZDW6QxBY6lJQdtxD8B/9i//EX6lciG2Y/69BKdbgcGZe6nMEshsGifk04S3hLXYo+MUpyNf4QsahinlbDXbG6kaDR+aiTAFgCPVhALgI7OqwWNCADSh3ilBwOA1BJUMj1odNRy64wFQTsQQVo9npLA7Nfl+I603fovlDfXRNSO636i4rFBxsMEngqkYZGTVGrS82CGPhWhj6lz4GdmU+zIhOF4PHFteScQAuJcnjOJX49Qyg1jDcDLH9m0YgOaYJ+PsYqCU8sKB94+hE9lhL+N0+IqMkzRMMlrxiGxrcgMyD6VqAdFUc9r3BQzkRgQUZ0jdG+DCCYkaZNzX5Zj8JEJ8bNfTcXlFoohSbPfx7cILFlQCnhiDoWi1REvNqY7/lb5vBGpshposhgrXuhScO0pRE5iEUGBpjYIA7czAjxMux5mW0h//XpXmENEVgQxWejt1LmfAF+kICXBuCIOga8I4NuvQ2XyaIc4CbFAfegY7IdcBEzB/uj+M4b67WTdmjiYf4Ij4enkCOgD2EE4mcvady6EfYigEjpW3feuwORnQikijXBRg8MIrcoEMh9gU/gwww1mJ4qwEzW6TIMsLZYAxn/nbn08KQMunJZ1FmtFEZLmnrVQJ2KIDgoDNx6kB/GX1xb3ZgcWFJiftknkcezoupRFVqIYDDGcepa2YGSQSqySM+OQaAKeeaGtfvOJZJhBxDVSNI6beRTuNZT8HECzzLLpXlqZ0mG6XCYujQEhcslsk0zNivaizuQinncaQMhVWAW0H2D73bzMapMlCZISWLHzW2wb6Mh9TlOGoQp+NYIKYLIg5oVLihoZ6OuMgM9oab0YNF9PpFfj3NFlC+0SjFs1xcThigzM72Wmex2u3yYZj3zxfn5qwAWwJ9gcnIiBH4LfBAwUoC30RnJsivzucOCOksShO/mTx3LAw225xRVl1aGUsSkKbuiSNxFmGQgeWuE5JDu0RclCjn5vrS15VeblJGSVNNSSbyZVRVum+nRRGdLq3nvaOUBHtpxLMiPZ4uw2TjJO5rzYNgsUnLpu+7oesgOcjzVCkxw7EwMxYsUyEjMWDtiUdq2wxZGqWZrOuh7/okT8xMuqbNF0nAAje7OBFtB8vYMEx9Pw3DGIYIeZ9P5+16RzFUmldFiqZT3WUL1dbT86GEdJWL3VXOQ/75w5e2b65vXp2Pxw6RdLPb3gAFTsGY7Vp9eD7sbtaMifunZzzfZ5ulgolwnlwcxfNskogvVtHjvn461JJb4fn8h8tBqTyk5u0330aJ+OHPf/7w4acgdL/79X8rSZLL6WiM5VJ6bZcYNcCtjLN373/2xLJys7lRYnE4PLqA6G7IilRghv2wvVqPg/3hhz+oKN+uN6+/+f6wP77/+SfHez3U6/zbc/kohVoWiwAgRtf39W537Ug4gH3alfVByBTdOjzVp9/+5p8ZM3/8+A/WSR6qNMvbtrRDr4e2besUez9ZV5dO729uX12qp49f/pRF1zc33ydJfjp9KMtLyKWKYx/EjIsiqqrD5dyc20+vbn+bZcX+YW+snueBBFM/XxTbFtk3p/rjMD2oMJPyZpgObX8vyFbGS86jS/3ekdnaMZVX1o4Y6pAula+66TiaiyAFIN4KhkBKgyL6Ns9uWn06l1+XyRs91JYOFzD6M+8NxZBvdi0PFOi2rsZSPLwZpsazu8FGGczZkLNzpEh+Afvi/OxIz8hSBhsTtAENErnT84k4w2jWgKlT4HE3tB4VMC/zKz32dk6DYOzGJ+Mmydd5cl13e09zIevsTUDcvvmTElkuX4ONSc4Ye46JsbSfqs3iLuSqqs8CKECHO4k12+1t1/XI4wRTHq+0KeeJ7Lavnp9h1lZJXl/u87jIi9t+qs/nM3Ec6XrTMpdW/b3g0d/+/t/VU/vHP/0/lCjubm6NYVVda63zZb5Z3TbntqzPJphf3/5mnJvD8U/UqdVmtcpf193lsH9iLtrebAmRh+Mn43CxDymgkovt8nx6WOJGkTaVaZpPSnEVXc2Wz9Nhf7hvu9FOowyRJxdwKykhF9CQ2O58OP3+93/3fPh0unR5fuVmiIz3+w+73c3D14/r7eu2H+MoWawXX77cT+NJhlmW7mzgLsfDMPaLYlesMosAUYP5Lh3a5pQmr4UML5cn7nmqMlKY+YAnr2jI94cLD8h2m5Tl16au4mi5KL6ZzXAp94xKyoNisSovj4FzD4fzIltd767HaU7jsAfb5jmSiXVahNmoG+NGKVaQtgNXGxeFsta9//DezaGK4ySFIOfwfA5D2euLkPybN3cilF09hpJVTf/1y1kICijIOKcZbZpxGKqiuI5j5QwI5POIWJOKo6bBzDNJZHMZmmYQEWaOnLMKVwJkYzBqxSnORhFWgk3dYrWB6CGryw5ed5hyGA9clkd1M+B/iMEn5h8anAynYiZgprblqc+XcduNGpBqOQyuBUkbodDdNuGCHg46oG6RC61dVQ+MBYsi0v3IBR0n54FwODbAfQU0/6gB9wGZDJ4FSno9xYlMU9E2I6V0sYwDiqToC2HfK3aZl50EYw/kHKp0kYgS2Vb9OFoVczxUHOlb3beziODcQlhMz4tlhNkocBTY3WHay6hukSkVijlCL+fu+bm8vSmqdjTDdLUrwij0gHokCR1wg7YHqagLnL17tcLvGuTeoa6aYhkTAxE8bHCxOJ+axSJ5wYaHISvPsDtstglcNfjtkihRXTdUVYPfCpbDSY/1Kaa3jtixn5MU5NRpQleFBTRLJWgaIFECJYDlh9cj4w4xTaf95epmo4e+qvswVKfjWcXR+XBeb1abzbIf9OHpLFQopZombY27//o+RiNirZRo+7ZvrIhkKNj5ePE7rvHu7o6R+fOXn9FDcuzm5s45fnh+ilK4MUZTUxRHUZrQYyXBC2hwpw3koJvD5U+b/BdJtpAyneYxjYu+vcgkG4fhYf9H58y6eNt15yK9JlSfy6+d1sv8DjLs8jBN3XrxSyqmeZjbvovluh1/5kwtlr9jLvzy5b9YFdcBp0+HnxhRy8XtqfwQWBvyiDi5Wr2ayeVh/0fBkzz6dpwQLrha/Xqeh7J9Jmbu7H3MX2XRN43+8sIfZEEa8GmYemoibR4ZjVS4ta5eZt/W7WM3Vo5M1lols5Dlbb9XAos+7LYHDCQiFU1zpedjIl4pkT+Xf0jCK0pkP3+Jw9Xs9Dj3zjHju8phEI324kgINxLlDvx/tP6IpZm4bYbDYJ9CmlAkVjBHsg6coDDYRGKhp3OqVsF/+D/9T5qqJwGNFGIxFgFFsGs9I2Rqaw3ZXSTMPCFGhRIR7ho+vY1UJHKLGnhAylyaAbdgUMJChVHCJ4HuOAp7yMEia/fCGmnKHrHyQtUVtuQQAgE3H9oR1j60Dq3DMMmvULDJgEIP/GtKaQeSLK4f/mNNzGyZr5tLn14DCMnz/Rl1xTKx1ra1ni3uft5ijT2gI6DIlJWGJyqRsd9Aaj05Z4sVRjVDjxvdpGeVCNzNfEzGeSm8RaredM0QMOqoGzTWMrjxz/gdwtk1mDhRgX+sCMkYdpiIrb4sJDEkmKzf4aCqh+C4wJ2ZYMMJ04CP8HHKoKAJOV8sE0huBqx4veID1Tl0ESmdBkCrQJPzEEZPqQETPIrDpuocpUkCSg94+hMuGEKGfTfBI4lHD2KN+HnAyAjETg/pMGwKGF8lAiAB3yggCEojfwu8vsbhz7M3gFrtgB6m+6c6jsLNVdG0g5mBb4WeG/d8+DasAVBHRmFTj6MeZSwoAkau0+OAujkcT7tNlqYRXhTEjkCn4E/SX5hhI8QfvQ1isEZJD/oOYJ6TmdtqWK7SBLM9KHqtxdUdMjdUcFAW7ToApHHFmpGW9kYBigBJiIifmSCgDwXYnl07BoSu1tEwmssZjnVUcbIoViGCx14hNXSjCDHeA8RpAq10hrwEt2iIKyLeYwowyUjhlWJNHIVQPTrLODIwPd5MTCqBqoNxfQ9v1Yu4D15OAfiKB9V67qgG0zL13YMgwOAASnvHooRXFyypUFPs/Q0NSV0MPgjFT1AlwkwA31EKJNrhuTEugOmKB76b6tOq3tOAhC0hXIQvAxGFQxskzthYB/iI+i8R9A/TOBeLCN+Xi3YBtnBIowF6FGJtHRAekq7RkVLgkWoThgEYfZQhnOObjWZylDkRhuWlDQUDCpmz6twZyJdCEYL8bp2LEjlg7Y+PqI/wYnaDyzoHT1d3xq8J8UDQnUlzfJCctTLiXsgZ3N0W80zO577tNN5hCPGaxToahvHpa5UsMw+0J7vrrO+nutJtN7R9nRdFDvkPfXi4EEDHUM4vFmlgECsQgj/va1DskbcIrHFa62kY8sVCSqagG8FVmYdhmklOg9OhpZyqWJRn7GFdwMw83+yyUPIvX0/jONxc7bquq5qmQ7vDpVkWUFpVbRKHRZG1zaD7MU6QMGubDo8wO3Z9q6JNkUb7w/PjwzHL8yhBZkx3PWMm8EnC601xqc5fHo9A/E9llt0QyupzO9s+zzfX16u27g6H/eTG1WIRx+nhsD9fjnm2s7a/vnnj7FRWNSg1YVjkeVk9Y7+xWN7fYwdS18/XV29ubr/58w9/3zTPeVosV7ur3ZvjYb/aZtPInp6ej8f7adK/ePtrxtnj03syCylSmbDqcoqwZc0+f/3BOStpxiIRpwtiRyHEcnkTx3F1ueyfDw/7/3qz+kWaJoOuRJQf9odFmhtLn44Pbi43m294aJ+fH6SMt5vvZRSX54eH+x+b7rLbfatiejg81HUleJylWxfwyZwhfA+iqvlMbPTLt//0XB3Pl3tjxywt8mx1OH1oG4ylmuHAqJN8FSc3p/IHDjiQu9n+o9lNn+7/7yGXV+vfhiI/nz/xAOVmUJc6Xev7KFKr5a+K7Obh4V0Wr+v+mTjX9pdYLRjFd4Fzdb58HqdLnl7JKGua02iOkm3SeIWjf/3OWVYkr6I4PlbvztVTKter5dX++KBHWDR8D8JwLpyzSXjNo6mqq3HWmGgly2P587p40+pmGG0WJZ1+Hm29zt8sFrvHpy9K5oInXd/p6Sn0El9iVJzFLOC3N7+7f3zv5tGSKU+WehjaoVkuruxIVcrattR9p8R2e31nJt20h9l0LEiiOD2ePtOA7a5/PY8dp2OeXz3uPwzj6Xr7m8Opw3A/IN30yRmeZ9eX8ni1u50Hli+CXvflaXzc/7Ra3sTpoqkf03g3GHt7/fZy+TJMlZuoSpJB22ksX33zTXM25+qeUrJc3kEpIBUJJiCFg+54fIpVIsNCqHWsDB5UBmffobtMoxBJUp+Oxs273WucXvqq76qsuCGElad7FS26tlmuMz3wru2UnBwRSbbUrb5cSg7XVDhM0+n8OHSnX/7ybzbbu/3+7K066B5DmOEA5C3y5M2bV4f9QchkD/9KnOaLvm0tqbNsEUdF15T5IrfWff3ylObZNO7t3F3f/EKpJWPB48Mnra1KVnVTI5xACK5xqeRh0jVnip2tDFjUNOdxqopsk+WJs+PlfFgsbrlUQ2eLRZTE4eF4cEakeeKMeYkOZWlsDNDwhJAvH04YH2eY7Hb9UDdQZdhpXCyB6wwsnp1RDBLboBGG3OyykCOURBir6z5OQYHmkDZyLPtml6SoaGs9CYVA4+XY49jgeUiIq8yurrBnU5KVlwG8AAR8WJTKrtYzNoF29lPFBBsXjnCTcVgMYIwbeIkCcphJpnQ/iBAsk8uh4wJ8JGOcpwbiEIhT2YiTVsgCSPZaUEkYC8bJHQ+onUhFN5tcSpyp4NVElp6hKuKpEP4ICPbA0EPTO41WRQwwv0Scj00omFKIqzSlZmGQFfEwzmD3tH2axatV3DYA+u+uMxR5DF4KQrCum84XnaZhnmEpV1ca6mNjZ+I4I6tFDDw1NGGwSZvZInLvZ8p9D7oS92tYqViWRWXZOJArMLgftElyVZedFBgxhxhtT6ADhpSjRQLF3/nST+Os4vB8bCdDaEg3SyV5ODtyPjfjMEcJnGq+6ASQCQSeIR4sJAjqRgvOAIkgAeDcHsxf1Xqdx5fLULd1kqe6m/IiHocpcERE4WxMLMX5CPpF19VX16/0YNIi7NsJOUOYq3EPPR8eYiX/vzT9WY8tS5qeiZmZm7n57L6mmPbeZ8rMyspKkk0CgtC/SNfqGwkQ+qJv9Gt004J0oV8gQIIkNsliFbMqK/Ocs4eIWLEmn91tFF6LahAgyKrMc/aOWMvd7Pve93kePn7orv26as9Mlud923bt7XA4NNu72/l0vb7kRWG9WUZNGX87/yVL6zLfJmnKYxhHb7eX48v/b7N5rOsfPLWfP//904dPMS/7YQww6jNxXKZlhTjB/nobjsefHRI2aRr7ZZ4ctVX+Sbuxvb1JWcg4W5ajg4/D7Ju/m+a2H76t9pbyAzJ6jJ5vn3/8+PuqOrw8f4uRFCK363FV693uN5aY59f/lorq+0//vu3Pl9vnokinoRcxNkDa0jytIxrXm9r7FG0Wa7Wel/Wq9LRtnvr+PKkrtSkncbXLOc9h303ENKs0aoxVBsNx8JB5zNW6yDg/HO6Op7+8XP8xiXZSiFl3MmoMhD1a+4USFrMSLCa5X9Wg7S2Jq0314/H6p5htctnc5s8AgwJWY1HqiTZCpFV1nyXFMLzxKKf/0//x/7asqrsuQohqk81TSDYbvdlXccKx7DKeBu9W8OQQrFKwyddFkecFblnh6Cwi4osqCVtptHK1QYsJTGiExDw0SowmgY0pJN4PPOLQshg8T/E5hkQFFrXQkwfeI8kkw6bLhPQa9jvYw4dgLMM/BgYofOtw1vKwu3COqYVxoTAD0R8c3FKENY0jyC5CkgT4J+MYblkDLuqI+CikivCPw3SMhm7gCmoV7qkhNskFy7EW5/O0Du0ah7nINOn2Nmd5nOLpswzdnOeJ4KCe4qnGcRUEOcdgxIK1Z4YT+b96yr1v+yUirNmkBnFHgufdpLiASRBfM0KaTbbMOiwcsFsLuUqSJDCSeQIkDMxU+EHFw7BAmY04XKilUgeepwYgvshlgj6ez3IZ9F9IiqJOxumqgC4OaUTcsVl43HNqqqpM05jhMUXV6kABZXTqkUgDTSkWDvYAVOPKXK7QRWDvG5g4cLQJCYNqGElioxhF0divQtBpMnEKN/c6YzHiEOHTIuFZGs/jjD+VIc0m3W0LqHL6JRbQofSYzDFconIMqLD2DZwuGrk0RYodK0P8Bt+Tl+CDB+sgPIGBtUOopxIdzhgh3jB7CFLid5U5dR4l16BqEPO0jiNoMVzA9JKmALQS76dZBfYYwK1BsowfGla4jIU2Iv6/+JVFlIXntVpVmsa7XYWV+IqGoNWWiSC0HNdYQpGpFsBUHXHtdXaOFpXMc+HwYcQ2+32wFxRYeEY76wI7h3TwpCNyqZZ38QlelvO0tt3ojX36cICSPkg4AsYGKa9QFfJlhT2qMf56mS30kiCvoPPJqLceUVJCxmkF1hgBGMM5qoOB9arwq8EbLmyy8VfGlLCoE3CvrYVEBKZNDDFDLBaCB4A3JR+xgMU2nhCXFgmWD9bBbmNsUiSr0qeX82ZX5GUx9kuYlQBbCuEYbpUMO15csF0UQj4D0KBYLy+TLqoEu9rw6IgB3CcOfSZYbq7naZrWsgEVAGs3YFUJc64I7OzwXUaVQkNJZZ2h46zyHAILrXTT5M77t9O5qquqymH29X4cFg7xnFg1PlTX6xCDW4UgqFZqnlXM4yQVRZl7599e2rKBAX0cFhqxaVZ9NwNbY9SqlsPuLs0yFhHYeyk9fjshARXzzSaviwzVO7Cd4E2OIrLMo2U64sk4KE+WZRVTqz58v02knLpFJoQLMdzmt9tNRD6vimt7YZ5ud/sszax37emqlSnLglC62TWX0/VyuXgGQW1Y2V20cTxeN83WaHJrZ6sX4szj031WitvlUpbbaV4x32E2IgUmpsZSy2SaGL3U5d3x9dvz8R8O+w9gngo2r4O1ZNM8DuM1juu+77c7jGT+8i//ENKPoJjYFXO9vNgbY4DPOV3rbc1RNnP98OIsKYpsGNq7xyesplWvFP3y+i+JiMv8h2ZTvr79RZDy9fJPsNDC4xtPg8qL7O7u7svXn/t+ebv89d/94b8XIvtv//D/WfU5EUmRP2nSOzqaJa6rA+LoSnEWL2rc1PfrMl3bc1Pdv11/djTKZR7Hadu+WaNo5KviMYrdNPZPd/9hni5JblelphEm1VVdJc+0cWkJ8P06rVzE++13w3hZ9ZxmidM0Tcp17VbbRyT5+OF319vz9fbWlHff//R3l9tb354iKofhpPQtywohsrfzc3gIyUTm89r3w5FR/3T3+7w8HI9/NasWqXx8+tS1w7LMgmeWrN6QWfebplYL3NDDeBbC4q3oyywpqmJXbzbPL//kPdk0WPa+fP2MrDwhm2319vat7U8cmOcIeSrFxqXLy7SuGshKsmIYzogeJRkTNmapMsP+cAA2MhK363PXXbRd/vZv/nvi9MvxG8rOGI1yo3U7nLd18+m7H44vV8JdzF0qN21/K8uURyWh9O38y+vx67b8rihSIVKC8dxsrSmy3JF0VR0lA3ErF0Xbvzw8/MgFnW6rRv1N18VOKXLtn3/4/kfqkmk5S5Hv95tLe2u7OeZMpnGe7uap/fb8Z2tI1XyiLJqmS1U3edIkIu6G6dZfYuEYjbtubvbbNJZ5Lp1lP//y53Udp6mry/skBQcyK4pYgo1ul/Hu8f7zl1/yLPn46aPRMANd3lo8AIV/+fqyOzz1/QVIxvud1WNdVdMcJXHu3NwPbZJWBtw82myeKE5MIJcy6ptN6Q040NOi8Fbwhiegdw5ti1fJMuZ5OUy279WHD81+V08DgoXzMlVVTRwpSj4PeKgBySMwpbUAJgeJCHVpHGMl55zV5taOy7TECb42AhwEaBiXVaGtLRH1F6DJc5yVLHiSxvnnr7eyzMBgdiQNSZyunfAItT4vRAGrk5nnJcTBwNwWEixowiIp2dSjpoHPZDul/1odh1wOPX/Byw32dZe3CZJeixH5O24xjsU4LrdeUUsO+7ys5TRDlSQEakRpAcnwOKzddU5S/NXege3In0ZIP8Zo07A0A2aCRQST2RXIADSTwkGOMfzXAwvdrStG4VFEHh5rZ908KoLA1OpgnwqcNhxDcQSqN7H3gAeIOHo7DlSQIkujELeC+dqE3koSThLATZI4ESiVOAeok6NrgNVFsBdGzuBDPHRrkon9voDaG8ErcLzbywylUx7p1WnvFzzZZJYLq9w4rLEEN6pq5Dzqy2UKdNAywPAnwmjX/usWtCzk23maFpUkvL305aYkzk0TbiKrVokUqzZDOz0+7VDlmKYPn3bEsct1ej6+zWP3/Xef0iw5Prdc8ixPp3HxnhRVliZRd72Ms87zikToq6/L/PB09/mXX0UMsiWPxfV6oT76+N3DPA4+pN0v56NI867tiNdpuj0cyjCeINeum6Yzp6Lvz3X9eLi760GTJkIm5+Ov4/j28eMfsiK7nH+xiq5mTNNiGo9lWcyzyfNSa6izz2+3w+6DLPQ49PNob90FAyzdpVkd0aTaxHnSfH3+F61dJu85F+NwVPbEmVAajlzOdd9dZ9URfLZjwiOYfli+ri1xuATyWOpluHRfH+7+g/Nqms6UiaZ8LMqmvT07IquCrmuXJHervra3Szte77Z/jOOi6148WQ93m6FfKVs5E9jkP3/d7B+Ua/Vqi+TgPVNmNNYN/YXz+Mfv//h8/OdxGLe7O4eli5ym83X8GVwtJ41Z75sfPXwEq6MGPSFaFE1t1fLz5/8YcZpnBxqRtv9CnJBx1hQf8jzvhuM0zSHZjthXWTzdur9SG/zm/+f/8f8BvxZ2XO89PvjTHaFdO4IRH/Eih3YPqGWMSaJ5DXRLLANxOsSK+73JRmgJzziWDHAGCPQ5ZmBO7BpKSihNCRCG4wRJAB0EZdg14QYXZFmzEzF7x3IGOgu+JOuicfcL1R5cZ8KNKRTzcL2ZwbKCP0ApwD83TZanEn9OgSUYeS+Deez68UXCmddNIyAKOKlbZKPfI4vhUYhnBw5wIXon4WICrXiecbYGqQXtTj4NeuhgG8c1r18x+chDHZ/QoZt4DLw9rD6QaSviwM8guE0x8B5lTBgcCZTAXyfxx4AXxhqqtcEFewFFYF1DUzHmVZMY7YdhfXdwD92cpngKvHed42BRRyFql049Fhf1Jg2lap9k3II9Y2TKZRI5jcoijsUewVqj3TKpNEcPTa249kyrKQqJVMmwLhA44s+ssdzD5TzQUDBgyzLE5QPMChsspWxoxKEuCLaA4DgPQVg3G+L1ooRIcJgG09lxaCVBx4popJRCgROBUDeNo7WwSgACmaVVlRQJRIiUg1dutNMBunV87bmg3tGiTtBDG7DWe/8UxWCvgAcLky9CfUDKzROQMJhu443ng0hdz4tNsxgBUTBgQOtK8zhNhQt8cqBNJwXgATZM4fMGkAKwfQJkb/T5NC7buH7jkmxcUQroiVfTtYMEnBoYTKysne1vU7UptpsszfGCwf/Ie43Pi+Mcfho1a1xF8CfHhxzbIRnjrq5ckkC/2d/MNC2BU4r27jygHzhOK/oYRRIL9t6AxboboFGtFSSTHrlC/PE69M0w5pApXhtJGnwtnPX9ylBsYEOvpBRxAikfGvNxtCwKg15PyroQAcWCd+1q6PvNNpQ/M0hE1AjmNe7YAdSEsYLSGPVZQPCi9+8+i6IZBHY6QRNvhwF36SQR2F56vypHI6LXFYpsicfHy7GXUiDeDB6gKes8xhJS3dqZR7yqpV6NTHD1xm0tkKaTVAabC26n86ymCUvmdzBPWSdZijs8AjlgtMxFLssiWRd9aZe27TiP602W8GiY1iQWZZUM4wqfOyNdB8ZfUwNhFcBCiAhgvbPY223qhzkSoipEjOGLXuc1L1Igjg0E8etqwQOYcO28v9se7uvjW7vOtii4I7ooqlhi5BEWuvRyHb9+PWGKEtHNtuzaCVH2QFiWGZ/H2VidpQj0Ho+dcmKdl7vDpizyy6XjgFchPmAZNVBgo+ultSmb2q7ohgVFxLDdlp+//FXbdbP92HcDZNlpeX+/ObdHPLexSLT7w8ETfnw9TmOr1rEstzKRHm3bfFWuKOPT2zMX8fX8dbNpymb/8uU1DOXXVIrt5pBlZV4ml/PXuZ/qzSYWecTlNM7TqOtd/XL8J2t7NbHD/vtmF3/5+YunrCz3zba5nF/ejtdmu6+qap3MvJyG6ZwIeth/56Ps/PaWpsW8DsT58+mNRr6uN7HI2u5tHGcp8qyMKJFvb9+cdcN0/e7Tv13Xaey+oGMQyzwt3o5fOG8cbbUbIlcV+d6YeZj7YDxPpBCXy6+eRDEv34vW89qNy6VIdk+Pn9SqCEXZ73L9ayorbdsfv//vpnkYuyPaRHZ6uv83XXuVqeZRUmR3b+eXsRvLTblrnmSWPH/5lTLLiKg3h+PLV4lxh5tnH0e+ny7G0iyTm/r7Ybrcup/r/On77/7w669/ej7+JU+xxLk7fERmkwyvb18+Pf13ALyNN8GyJC4Yj2QqiYuOr78Ueb49bLJ88+XXf3o7vdVNddhUl3ZZ5mlVtw+Pf7Bk6dvbMi+PH3+n1uV6e83TJknSROZfvv6JMnfrf/nh4394fPzbX379c9tdf/fbv/v06Tf/6T/+v/7y+T8+3P9tVdRt98K5UNO6238oq7uff/lPTb358Yd/x8LSdZloXfn9XTOBcwa+ohC5Vvbzr/8lYFrEdnOXy1KmcphGBOXNsmBcGBG/3t9/SJI04vHlfJYyD3M0r4yittf6fBuvT4c/3Ppn6nMojgTbbD8Yb3nM1mX88uu3p6ffCBErtfR9Z83NOrY9fBdhHnTLs6asmq6//vrLn8vyAe7Qeic4EbE9Hc/3j0+EuLfjKYBuSJLWZp2F4HVdqHVmwhvFun6FIz1JxqGnCFDRJMubbfOn//r3scgfHvft7UJZmqa0qRsmnDKrmrxMYLWZZiC1A4YgskoRZodRiyQTlGx3jdImjsBY9kTU22oax8vpkuRpXqRZkjLqT+fh9fn5h+8/ZXkREhDr8djSiN8fMrAMUgHMQWATqBUT8CSNmyqZJz0MExZeBHmW/J3tTMjQL0FUIKyj67zM8+wMjfBxJFkc1Zt0wX9xTYvknV0HproPqjpPEVaHGZgkkpdlgmKNRisep50o0iuON2mRKO2Gdi7rFOb0HrujJA3JJkOGdkmL+O6hJA5RzDgJs2ZChWTdFR8EKPLCzJpRVNYB22PRDJmoTWNRbiBKaa+Thh4zQaoIHXBSVWg/vjy38HWFMeL+sRzaBbUjlD4wELQWb9s0xXz8fW7rLIkltNfv9bxpWtt2UbNtNrKupbFkVXYMPDYMN4O1WCZRHKO6ohRa6BEl82qHcZYRz4rgJgEAGwiMQDLn7XW4nYfDQy0E3nQ484z6ehvmEYuE/T1GwMuyDC0KGJttWlYIsgUwqb1iVc4+fmyuF9Dcdts8jnnXziFAR8siQXAQHmyAKeo6hV86E9Okn7/cmm2elkjECB4tCp3DHJhTABGlxNycccjocV3H+ZlURWyso4Ri0wsZterworS7bRaDuahB8MCaBfx8TGlxkqZfvx6v136/PyRAomJr8/zyFglpkINFrEYIst83Yw/15rws3fW2PWzBVdW4UVszPzx+NI5czm/WqqLaHF8+S1HsD3fX6yuKM9vD0L++vf39bvNDVhwQD6QiQBaN5HRZzTB3j4+fprH7/OVXKeP7+8dxgD5ku7uPRfTy8tdxnOrqgTFb1fWA4ganPrOGzctVpj5LkA7jrJQyf37+i8arbUdob83cbH7q+29vp29Fdiibw5ef/5FS9rd//KPR9ng8K6PR0BJunm95uvdWTCvAyyj9qXEdqfZ6XtooEkW+jWUlBNg+SNKFnolMssu5836xZKHENdXHWLKhH+Z5rpoiQu28fjn/yRvFZVQme++JMqQbbjxavvv4m3GZjKbLMrX9pSgT6nDk1pCmXpPkwXvl7doPz0W5F2JPo2RZjlz6yGft+FfqfcKfojiris3Qv82wKJf0//Q//M9Dv47DVBRZjGIZS3OMcJzX0C/4aJrVusBJnRUQrw39yji2EJSCiMAojqrztM6z5XHUNCnYzcpV2zRJ4/Y6BwQtNJfK2AWoUED5sVsAqcNCppiIJEsslkWYACGCCPixIIQFsxAeQcuMJQATVIi4vQzDsHpG7g51U0oE93H2wh5GIG7uTFisT9Cbe2XV+TI5DXzI7lCCJoKyvoUym4CRGgWN3qpsewNxOEni7S4P5BgiMxhwdOCIgshpTAAHz3EcB7A+KGnGe611lkQxj1vYqFlVwb+8Ki1zyGU8hkAIEIaAH8phaSgohtlVAKbhB4E7M2VofzEMiuBSi5EDBAoC4ApPtHGXY5dlMkEu3IcIPvAYZY0DabjB4q6I+Hl4YP/r1RGfVBzlNcppfrPFDWQaFiF4XsbLCBwobgKBsDLO6FMDZoCpHTMKn9dwK0ahOVB2QOSHadi4Zpc7ICsxB3p9OScJKt3LBDN4FCHQyDkE4hrMQFjjMBJbdFFA+DD0cxSL82k0xiBOxvluX0COxyOo7ayFwkLC/AplQgjB9sOKx2tYqTljAwNaYHXraVFLcDhjPKnnAVvU9+ApYJIRoD48wgAC6E7J8xLPpiRFsiLkOT326couE/LF7/l+gpIn/IEstN1iRC6xVQ7XHqKNCbVyleZRhRkHyGbOITRPQFgFl8gTgFWhqCrx08MEIeXDgH0/PFqciYjGiKxg6FAUqLHNkxrbFWtb6LairIjnUaPh6emKrAuwIEkWL+FGmedoNgIiFoxY+MJiz6xvLZQPZS4dUiUY0nhcjIENVKsDdR7cXZBvp2G93RYuoiRm4MmBNhNe+YFtC0seZ/OCsw4X0LxEEetus8LSTL4jZ9cFqNh38qqIOSpXC/6qgvOHD5swoyGX0zBPptqmESUYMS4G699gHJlGPY2qLDEiIZ7ii2HJOgMlJKQoijSwcqA/7HrTXaaqSWUiFCKvGAyP/Ron+BcJzuYR4XCIKzzL8bJ3b883Y31VpTLlarVKwwVMPds0SRZW4hiOKP/63Eop6iYBqopHl8uMjyuHIHQaZkpYUacljjiIGCyzemfxzxhxYvkpU8RxMXRI5fHlljdZDiI3g+2Te229YKyuslXZ01u/YHLBuku/3VZZLnFyIdj+LlhUUk5ZUkitHcDiyiQpz/Jknc3nr5exvynVRbJ8uD/oZa3qmlIyjIuCPhGPlDKPpwlFlm/Pv15OX7IiO2y+q6pdUiT9bRBJQvzUt/3jhw/rqhjHDnseFuDeCFHL2l5OXNi02MSch0zBmBYVUsfBm/v85WW/P7CIppkc+9vb8Z8fn348ny43vJDqiC8Pd7+J4Z+YiY8SaZM0mwfTbLeE0tPp9vLyWtblpw/37e0yzSOkUsTVmzzPN9bYcR4oVSgLeOkc78fXdVl2uwcBBE8yDdOiesKEVfbl9S+327kuDz/97m+TpPpvf/r/jtfucHe3f/jY3Xq1jEmG9LiU+Z///J+dZ3Xx8PD4m/P117e3v2qj7vc/lPnd+fzlfHmN0/jh7qd56oe+ndflb//wH+I4+uc//enWvcYizfO6zPfP5/9k9dpUf0iTurs9My4cUb/7zR8txgd6mq7jeAPcSJN6u+vbblkmzpN5Gnkc7XcPixoETx8efhr6CxAs/bTb3VGmX15fxuGyrbd5zv/jf/5/RqyM4/jjx4/rugzden//vbajMfT89tX6tizvPnz44/H0Vatl03z4+P33XXv6+//l/51m8v7+x1W3XXvNs51Sa5rmw3haZ1NvmiyNFkXLvNZmVQoec0KjRzBObhFj/ThlaZrIRuvll1//q4hZkeWcV1+//VJVh348/fD938ZR9eXXP1ninj79Xi+j1vq773/quptDlZ3ABGXU/m7nvO+uc91slB77WxfxdX93Pw5rXlQYkXG0sf/hH/6XJMmeHr/P8/RyO+OaYwGId64waklTsa7LD7/9zdvLiQtxPn9Lsg1lyWEny0x2Q7su9Hq95FWZJSkli0yyHo93OqG5tPI4G5e2yA+UYtg3Y3wcSREN3als6t3u7nJ967pvbsk9FUywutoQar5+/kLo9OHDw7w4Y+nHDx+II+fr+Ha+Sug38U5LYsRMzIrFelGVP/324/nUdR10pGniUIJnrG/Hw8MHrdeqqYa+PRz2l/PQD2et+vZ8rbf7h4efALuK6bzeiqKWScwxXBBfvyEAvKxzkhbb/eHzL3+d5/7jp98mSZxJBAtfXm/zvD48bME6SqIZDTcqZHzrbo6ga10VOWavVoNW0q33HzZCiGlYszxeQMWLiipBJGcGag5MMsifyHZfcM7gbUr45Ny//LeXv/vDQ1FmwwhoHMaCxk0zJsYIIiLP8q/nvXlS8DijrUBEmK4uM97707jUdV6A4wVhkgKMRFdN0uxytAAuM+fvWlRfNWlg+43r6tDgYDQSFEK6sOBCmQijVQc0QaDFxDIqivTrlyshMN21twXWylwO7RzQ8VEAsKGvPkJ+i3NUVgJct0wIfeA5kMJha0J7H9ZKSBdALsXQ0iI+ugW1dejaJUWUDIyJtEiHHhUjxplR4PBhMxgg24xSo0EpB5Hb+6pKbpfJeVfVqVZmGBalPKNAr0vcMK1MeSp5WSXhhOYc9f11YRzl/JijyjHNUF6r1ZRVkpdSYOaL19nlNN4u8w+/3U2DGtq12uWh8Q5RbYpPgrIOEsKQMmNSir5bh+49g4rMS9cuGtp68vC4SQLKe551kuB82w9LxPmqXOBhQAmQphIxscB+bNsJ9aJQWaIMc15KsJhZ5zX0PoDrT9P0+dvJ2DnP6jTFHB//LikwXh8UgaeKpin3jqD3rpVa5u2m0tB19tbQZle9vR7HYbp7eEgku146maLPxjn78stfr9evh7sfYpnxiO735ddv31CQ10rKtCgbQsYKdIz669fPzohlvSzzFBC1k9UuLyvvbZlXlInT+ZuU1bx+y5PDOE5xIsbpNM/94+H32/12nXWS2yTJ27a/tdfX5y+AuZCB+jhL7rrxW5l9XOb+7uFhnPtxuHEu8nT35fUf8mS3mi6O1bb4XVV//Pryz/31l/3+J23Gt8vx0PzY9l/a7psQpfcmKw5VtSOepslhXceIx83mEZ88PeR5rZWblnNRxNaQcRgePny43c4BIjnoyZ+vX/O8bprqy8ufmSs21aP1Ok7S7374OHbu889/evh0F5HofP3atutu+9GSY108Lav6+vLX2+3bvnnK893x/Ksj8/3h08Phj7fuq1rc/m5blY/X29e388/TMND/6f/wf6eAAmlU6ND2YeO4UuoLILgEj/n1Oi8IrgjBAdfDURhePxjGsctSCpFvJBipTCKItpd3u0Nc1ymY94D1uWGCGiIWWPgg+Ul84A06BOw4C2u0oIkJ7Pt3LIrRCKaF7CgghKGnSKtNqmYwJnDdwp0ELrWIv3tUoMG1ngD6K0A4Qkw8i124ar77cxGWY6DRLJMizlZVFgnY9sK/MUhDI6T+1GppFACbGvFIHMSD1lMHn2YcJzkggfC8cxFNWA0ZG8AhUKM4o1Y3jbCsFGW+Tss0mzTH0mQeZ5mEp2do7mH95eCdDyZokGzeK39IlqKsB6W4sw4MRuOX2cA9SsiCIq9A8G9c8MfFqNImCdYjXOIfqFbNQwvLWYRjA8UkbJY8FrBQexusg7iAuAkHXEPSjEPNoUxRAPGhkImNOAzsbsJyCcsoyM0pUyiV+XWxdw/VjJIxQ+Btwfru7W0IciqkO9BUdK6sEw1BNqK2r69nNI/3zfXSg+SZJMyTOJwsBZL/DJUTxGAJXrfapSl2tWOvslJ012XTpLAFY0pF5gXsVtSBgT9HTRky1hktUOBhUS9G6Beoz9WgdZYl1uDxxyIGNTbx231OCO7SIkT2Xegzh44niEjwWQGErdVipeTbXQEBZiDsIVCK9gVfFUK2EQP7hFKE46Fnikh3naOIyxS4TjxiYB0Ajy9J+TK7ZcG3gHOQHBhjt9tECM1zWW2SeVznQSc5LhjgBgX/wBqKqUOvlhXA0kCDRDQ/CPFMkSdCAgQaMRIj8YLRDFLNlPbtLGIuYrZOCGTmtdQanUPqSd0k+Lpp27V4gWGByahaLY95ex1FyHCGRV8aWg/YcOoFnNXAg/HDO7MnXL83+3wJ8BLqndU+q5DkCZNFXgBso9pOgfOJ2C0+GNijjgsGzAlSpnHMqxpQ2QnJpSWKiLG2vS1csk2dcxH1HUY9DPrkKC+wEgBAnNC0EPNi8J/kdLvJx0mNk0LMVeD6kJexBYc6kIs8SryUeCEjVEwVNPdWmbyUZZW+hJvhw10ZxAm4xUXMVzW82MO4IFAayjbWgF2+zBA2JCnwuaBzvEvfGAt/yDWi9HBXM07fjq1asI2USbzZFLdrN8wgtUY0KjcZsFUy5gIxHuQKGJmxpfNNmSMqDT+PXpelacokkXHCzufeWSOFaAddQM3Np2kZAGfCGFYmsr32aOflEBwrtSzzyHj08dMDHrmD6nscc6o6EzS6Xs/vIpndbrfOqu3nYeqIR5ZeQH8iGYuTLLbWf3s+3y7nWIo0lBam8caj5OHxqa5yaidjmfNzMAYky9h5Igl1jLGnDx9P5xsBXktpo/Is4YI7a07Hl4eHB8rIy/M3R1g3vN3vH+/vP4o4HjplTB/x9dpevUsu5zdKxWZ37wCvywM+YR2GURt6u76sevzw9DfYUzP18u0vw7TsDz+lWe79/PL833bbhsKzLON4k8TJPL5ZT31kh+tbxPeUuzyvPXiP9vj6EjGp9ZhnVVod2uuRMj0MbSprjZx5LuMikZJE9na+QXsW86o8dN2lqnPkuOAcm5elJ0wzElV1Xeabssoo4V++fpvm6+PDT5TJvn8bxjceJU9P378e/xLTCu/AeSyrp647ETNrt9Tb+3lCvMw5WxR7dKrIVBcPRq9R5LquRcRM2d32ERuhejsOL113i8WubsAoZ4zXm7vnr7+kWeWsPZ2/luXuw+P+7XSllEiZjvPz2+tpGIdN8+npYZ9nTdtfUNR3BO52QSLKu2v7+PQ0DFeYv2jU7B9vZ9T5TpfPZfOQJznepbF4fflCWJRlW4bMYe+8r7db4k1T1cfTmVGWxuRwuLMeEc1VtUW66frhfH27v3tclI7xkh2q+ul8+nK8nJv6UyJZWZbOWsacXm3ZFNfLs8L/YzsO66YpiyJzjnz5/PPx9PKbn/7N3d3mdj0vyvf9Ipj78TdPzpK34xn7/011entTVrS3Ydvk6zrfbm2eF84vv/vd3zhPh3HGbDTP3k5vf/nnf8HQarPNsyRDFkYa57b7um+nt5fnOMsPhx0jiNXGcZEV6bIsz1++EC93dwelBmcWTxdKRV4082i3mxLOGBSpPO7Y63S4K9vLNRJJUWyrKv3ll9duaJu66G/94W6bZ8WEapu3Dk8bq7yMSZrRMtvSCKkUwaOv347WG+ajsijyEkiqusmYt8tq0ySmnnTdXFRplSdK22tIl4z9nOdyeygnjOMhf8PzOHCPwUgXVC94WQDrzeBn6nCRMxh7LXocVJJBxCXg9MU0kMd4pwiEnLAxG0Z4YtdFI5BZSUQlw1QZk9NChok1XsrTvC6T3u7yLE+mWXe3CZqfCBX3kMJg86LDRBiYhSB/ktfT4PEyhV6ccxT/GGXrrEWCPBLHNA1P4MB6QLcIZOMBmNDQgk7qJn07drCEg+GH6s37SPi9TJGDU7JOg6l2iGDAJxEyUyDwoeghnDYIYkZgJk8TZqtW45hEqZ9Hc/9UcepvnULnCFNFxTjtesi4np6q9zEuZbS9wVNVNvgMGKXTPCEOxDuDaTgUweHWbcKZAYDupkk8Qd8PPDltglMneh/fx5Ld2uXLt/awL3abtO9xuIpAI0CxKZQyENEMrHVEVcE7xakWEjKUfiO0b/B25nR/KKOYH1/6222s6jTNktfnizKqKFFOYhH5/OUmGNvfVVkupnEdhzWVnES+75H58hb+esL86dSP/eCIlnGKbysQ2r7vMNjK0mSa1GFXMDSS5Plt6MfFmD5AN9K7/eZ2GZXT1qxNVWFNCBEyQOZFXdyu56GfHh4/dG2v1frl6695nj09fRdL9vz61hQVwFeUfvn5n41eHp5+o3RrzZqlh2FuI5YieFjF3aWzzhVlfTjsnr/+pR+eV2Xv734H9Ph0zORWOxuxyNOrd+Zu/+N296Ht+nUdvYWVZF5WQux2t5+nsb1dSOTn6bg//P52uTqnY0AX5GomYxRD8cfEMsGrKpJZ8aBX5S1Nc5Ol5fH0UuUPyoyn68/OKgpM0ZSm1d/+4X/bD+M0d3f732CjgEdiLOL8cm3H6VqVSZnvxunCqKjrw/H0i9VrLLN+nKmjEUxV4+V00lZn2b4qDpa8TeOwrb6T6WFeL4kUxlJgVoRCIhPJ3v58etlsNg8Pj8e3U99PT0+/225/cG7p2xMlIE9keTqM3TDMWEZXm7zeFEM/WxN8LLieIKoYMD4YG+Ayw6LwSzORtjIW0OqFfS9KerhFWO8pIhsLohvzPGpn59UITosifTcZxRnWPgp3gHCeXp1IcapzxgrJc4z2JXKn76YFT0lEYkF4hLSCgx4JR/IRjBAUnNKYLV5D0AfCRbDqRayoUvwhF0OsWwAJogGggKWQCOzNqJAKJ1pTFCKWAWgJgAietlJG67hOvRUSsMf3bCrnzAbihVIa1ypFlKJxQoH1W9TQragSYYHHCTo50TK9U4CjvMyxEMMcg0H8rUxSJqxMjALY0zkyTQpJXdzlMEV7D1Fg65KKblgs9PSJMk7ySC96QcsxzlLRd4oxGkumZiTrikpOk/IO7ux5RlBWIBwYuJZY8KCYC+0YIniibxePgY1Ls8RTcny9bXd1nsYwfYNzveBOhc4Ypu44WIdVErINMsJ1vZCeMKFYnHDi/DprvZpVE43ywGquA2FindcspVj0UwpBwkiyLKHKx5Id9lXwTpK7u9Lad5Y9tQ4ZmO62ABVdyDiAcjAFlIhXLIuKY7aO4KacTgPnNK+k01DG6RUXrYCFxM84xnwUPYEg1XF6sUO3pmVsrI95CJNAqYxfsdgWxFt4GbDbRFc6bDXxJggjOsMIxnUYIUJFgOY08r2LYRFJZGzRw1BmAs+WOFQKsZeOBZBCFl+IrBDER/L9JRE+yTClBt9AO6zoM4goK5IkgY5yuymgebXI0AavXeqIw32bIZCKt4hxWS42u2ydA8YWukrS48dlMS6iWqLGiE8/PnfGZfBkyGmCyhxAL0dAHoP6wAeEIH4RDr6TEFVKMOPCLTeiVYO3zt0DOJyMggQdmEweq0jjFmXaW1+UaQHfuAjgNfxU301BcLXhp4R2PgtCzPY2RzxaA2sn/K+QkAkJHJJlYhr+1YpJiO+7OQngacSRLc0KmZcZZHeny3a/FbjFgSnVd0vbzv1AiyJJMo4qjAeOyENyaBjzYf3GYlCU7OU2O09BfiGYMoNAsEBBIRNcp7MkjmucVJbFlKGb3g+KYS+NZjwYyRpJpwhrcJToVqU8Isf87n7vLciu07Rqs0IZkstl1e2wruucxRwgpYgVZaYlgArTNEWR05a8bw6rIilSMThyuo5d2+FjTvq7+2bBVybWAQYQUeyNdYql/fHtOs8r/Bao7Mh50ae3SxzL/V1VN4XASQUdnjznExRPwGfERb7dbo7H4S9/Pq9GTbPKEmmhBrb7u02mk3lZZJzge8fc6fQaCqgQK8WWvw3XJGk+yEOexfeHoi44hljeb8r9+eIiJhjl68Lq7YO69X3X0chE3K/KXy4/yzj56ce/TbN4Y1KLQIBYFkYYxFmbpvr06ft5akFDPDw45kDsZGBxUGzMFmSt4yRP9pzL7aZZgcxJ1xWJ4XEaZEyb7cP12guZV9W+qjZWz69vJyHrXdo0TfV2ft5uHnab3yN/ZSZnkX9x5paVm/PxdOm+RUx82m8GfZ7mwWlckvPyzhrLIhnxoii2Q49IYsRsmm0jrT99/KjVfLn2gKgvfcQZpi052+4+TvPNWPbh6THi7OuXX41fJG+aurpcz91wybP8w8efsHe5XKb51dhp2+yHUb2+3JrNvZR8neNFqSzJ6uKHcbrNqhWQUtM8u18WF2e87w3nm93uPklR9FqV9VRvd83D3cfL5fV6fUmT6o9//Ldfvv7TOJ+KdMMi1KmNWnptq6b+9PEDIbxtr8hKxAUj7vHw+4f931279nR6i5NiNQpeWpoO04taxk+ffmMtU8blZYkvn8cOYRqGJMl3+129a7pudtbdHeo0k0kCfSXEP/kujVNUMWNqDYBYdRXnedV3/elytWY+HD5wTq7dvM7m08cf6iq9nMftPtd6MwwqFuXf/O5J62nqp8v59cff/BiL+Hi8/NOf/qUo0u8/PTKMd4GbEDHmd3lePrA0y/FMcEQYayjjcSb6wcRMLCsDvtLTRQOBsKmLj0/7G7YuTs3zpx8/KOW6DiXAcRhTmZZl02wfOGM//PiD8+7XX796twoh5aQRFc7y7aEJXIPL6/F4d/goZEYZl1mpFkQxhRSRTPMyn6c1L6VarkxEKEdNY5plxPo0zqxJ8vLJ4ZDLLqeBEfLHP/wWIRRRwbJFsMQYURhL3TJ4nHfgfP322uZ5lmfx5PXQ62pXMULrbX65jPO0bjYFI+Swz5bJILJEwLWal3We1rqBwOBwXxVVOtzmddFFnXS3AfMY5GEjGZTrMxJZbhlXBPlA2BLpPhm6FdC70KOzGnByzNg9cYNCTCiT44hNbJ6DD1dkMUe/GtNNxgDrDpQ72OeMtnmRiFigkudc18LU1WzgpdHGAszOnLF4e6IwGYIkDvxGBEmQpZJ0f1eCEgcRNDyiBB1skPAojbpuwo1XGxQFgY+Gxh2vlRK4UW9QLSVR5LyJwY0zAtsnSPYIcTkktsZCtUAAm4iAoBu6eZndZpemQeHLAUnC6REHCYH+hVpQgvCenE4jvCBY/uLlJWNRFOCTnd/GrJSQy3vXNEnQmL27duL3mFWc8mmBLh5yMgFbWJLERZkOHaL6CETGzGoXCikMiC/rh3HlK01T+eP3O7TWB0C8RCih4xjn0Tx0DrJ4o6Hvw1/TeI0bH+bazvm6jqEoxKCWXm+TlEIijpuCFOChBLy+tDgHbVhdybu7chqWvp9WDQ19xNmq9O5QUbIwhqAc7tva7rZlmadFKVKJv9q0qC6Q0tQ8h50hUkjWuHcu+n5bJLJWWv/8y/NXrR4eDtezubQTlBYyeXu7lLn87vuPbTdOvSGeDt31fLrIJP/hp99woINuSZbodTouy3Zz2G2aoXuY+uv18jOjXOGgZcviYPStvX2Z54QzuS6qqFJjRqXGtu1lXGVFtk0fb7dtf/kZdIzmAeNZJr69XF6Ow4enh8PuYVr05fztfP2nunykHmaycRgod7EoOXNZkfV9D3gEvjRRUz0ctvtze/GWOrfJ63yZtVETBMVgT6wGQZRTVW++e/o9wAqzf3n7c1kCCQdQiZKQxyrTdteuW4o0T+L46+XPQ5f+9GPKReYJvjV/2P27rlvn1dc7uoxtRCHJzJLnVc/OwmE7z7xte8ZONUvHfhT8jgNVHY2jFVzM0zmW6cPjH7WCNU3GfIK4jsk4ut1GwKfUgqbzOKZyf3f/gdebfB5Rno4iNo/YUQB2EgmjzYrdDmLjIdMMduLqTSLTUMFaQeCk6FblWTKOs3FoFmJcjCM0EEv4LBoEDnEaDtx/TMUjt9kmxgjnsOHZVkmwsuNhA3iUdstiYLjKYpRxeRQCX8FkFgwqSBdTJPfgKI9YlvJ3tEzfLTwGrBK4ZOwPcXcNeTSEakHbCzIyGlGNWMIUMloRlOj4CkVxhAeKpSzJo6yMxWzUDKUYJaCgBnIMUZPmLHp8qHnMlznUdvGM8kWRcsikXZB+IJbAY+nmRQikonFERvMRA6Q4TnSEfBeLQMca20VIkeQxkuKCFnfl0C2IslmjFE6oSKBGTs2u7VbG5ljidkEjNp6nqV/29+WiXT+orIhX48MG3uthCfI0DiQM83ZGv8hoOFLhycC4bk5SucIPvxqEQ7jM0OAnPhMSKTUF3VkccaJX8K/e3XdKAS2kVtO2U57FWYbCsWdYsUnBolx6L1alOeXE6zwXLGLGsuv5drtymUiudBwhd347j3WTx4kAMQa0Q5A5SOQBgaW+axfnQHGEEcRAjBHSZZ4RXMzwn/ERZYhKGMNkgqt40HnQZdbLrLFawZMd+zEeI32KcIXBcEEtTiSASjFUSeMwWIclMs1ojFgl05potTKgdg0wAzwCBHU1w7BSj3lbU6UR42ZS4JquuHEFBhFLMslh2FPrAms8Qp7YJ/OizkKiGY3AJMd3Ik2RzpRILJNp8fCDRyTBOzWOhQCH1ZHTGxgYnHvBwTF7NzS6UByPBDEKjbisgNpCSDCjVYB/OO/XCVSYLEORNWwCIepIwk+SRdRgaIpbNFwR7YjdOAaINMNbCtYK3HtxYQuEbeqTUPnTCqW4ZpNaG213FcI8A34U4R9FnKVDD6YrllRNxhgYs+HfzrIsnnCKQiQpcIA8bvgRW7uFQkoRY6XA4K+21nVh1VkUsgy2Q/yNBB09GpIZLpboWAYDJxanMX68JmKRWXSW8HF0L6/tZleyCLo/S4lIBI7TyvA6g0vjMjthK3hBMBmKOP5jcI9adPCghcKeExMr/A5wikUHPyhPwH/CuQR4WIeo9sx3h5Rx6rzRIyS/+AdStsVbNvPOt92USPCpLMV+Xql1GBesiSRfDeQ3/xqTMWtVQMZlgbDDPBXcKWS3KUQ0AhRWD4oalDvvvL6uu9Z1odcJCKFwDMoyCIjatp+npW6aLI+VMV8+X5xdGDPU8w8P930/xkl8fL19/XLUq8UKnJDDx0bPZh2nqozS/FCWtQODZ+Gk22zqKpdGax5xoCIjPY29t+Lu8EOWp6e3a9+3q1qLUv7tv/m9s+T01jsCM3uSZoT6P//pc5Yl82zqbR0xN09mWVZ4nJ92yq7WTRIzC+GzyDn4M9tWccbrshgGU22aaeqmdh6GcbNB0KHIZFFs8YVBV3aN4zvORHfrnJ/SJJWyiIi8XL4y4sdhJiRWqEPHJLJFUY59d2uRC0mSnVLqdHlO0+YRMcvb6fRrUd5N7hzjHlNqZZ3pBSLozYxzjFxXtjt8art/7vp/2m0fv//+3zrrvn75q83L3f4hL+T5dJnHabe/rzfl28vL519/KZvi3/zd/2aZ3F9//hdCrJTyrpF9C3A8ozEY3pM3ZopjsdvteWwiWh3ufurbk9JDVd999+Pvfv75l6/f/ppm9Xa772CMi1bVZWl9//ipb1uL3F12n5cRy2SaVE2JlUvE94d7721RHChlG8CLs9ulR3TNTN99+vD8+tfr7Zzm5e//5oftJvn85UQI+e1vf4CcipL8UWy3++PxlBfVt+dbmtWeKOuXae71cjF6U27qfsTQ5/XUNVWRpdVut3cOfezwXCKrUhSlsrUpihpztOh26ZvNQ70pnr/h5ZUmiff0cm6dpYEvNfRjHzO5BUWJF1mFRREi5Kg5NZu7PE1kir9aVRaQjEdgZ8g0j/FII4syl9Ml4hHu7GUSh3AyF7yoMqjnJjNPbdOU7ZAHBZF7+vBpf7e/vHUQBESM4UG3Rpx//8Nj30/wjY+LiHjeFJ4g7hiJOEnTCJylJcvrZkPHcTq+vG122+3msCxADd8ul7u7wzxBtoT2QBSr1Tcbud0cvI/OZ7coPAQEczJJtAFg/KE5CC7UsobWmTdGnyAuZ2lecwyY/LL4aR7qpgnoaTUMc9VUmzoXEYUtYJ4fH3cR/ga8rnLB17ZDlzti/jKo22V44CJJeCzE7TxGlDbbHFsygbDPsqh59HWdzKGVg4ZCBr+InlVZJyIR87h4wvJCjO2KySeyrMZxV1ZZIiMVfE5xEnsLhHiQIdtlgczAEcplFFTlZFNkuFcjVIIRKvov78DtEItETMtZkUHUHMPQS5OYac6XRZNV43yi8eqn+G/pZcQS/XCfL4vnAg/AYHKK5kmXtVwmNNnKKrQQM6nh5UM8UkSYjyzhs1pVCaDlApHU40vPsEPjY4/VYiQoaB1AsqUyAcELSasMG2wd4RIVxvqYjWcFLlTTuJCIogPocPpMsjBJtxima+u6KzSGIa5FQhUfWPKqzmacvjyP+GETRQcG47G1ZZWsK3pDy7hyCW8wUj8AQLChW91q0DxBhxwDzIhFVZOGqqbve8R2iIeBLMl5d13SOFHr2vcLpWuaxk2dDP1KZJRIDp+z88MVzQ4k/8PylgKPz6ceXc0NogEOaTgCzUNdxTg2t8vx9VJv62aTt+2EIoCM8zK7XccZE7eEi5jS6IZpApJcgqFzbn3ZXceAAqZGQdeQA9wIMvqqvJD52K/nqJep2O/v0W1SK6hgUoxDz6Gbl/MUXc/d7rDFCce9D+DZPI2H/adr1x5fn73xRVJtt823L5/zcovFLFIIJM/vOMvuH5/yNP72/G3VSCAmskrTjjHhHR+6YZ7mh6cfpuF8fntOZFY3+7rJxuGkVzXQZZim2/X88en3t9urp6RpDsN8LQoZiwyT4iThUSK4TJMYv8koCqXZjnjC441ZEzUpY/vtvhqu3ayWw913FN6buaqKoqo+//riTORs9Hp8FkJkRTmNNorST98d2vbIvNts7v9GyEiQOE6HASfY8+lcVUCsGWtvp0tVNtoM//LzPyR8t9l+p6xel+v94YdVfdJKvbx83m0/SZkb5dW6NuVd35/7AcWxefmWyQ2FWqupaloUxZevf99ebvvdd0maZEWTJA2PEuctD2ASnOwx1cVcPw4SldUqL6IohzAN86lpULjnWO8zT4FcgGosnHtAfUmkcASdKLDXnV5XnRURvlfoPkHQjK8YATXE4b5Okzzuu3UcYQWZJ4iP8yzOi5RFLrTmcJtMYoGjD1AOkI8hddvrBDwSyTjD+ZnTFXR+fBnhKLP++oalcwEPqUth0EYpK47BCF3nlTLEBqgnZZFHnGEOg/BDCCnALYF4Eh5M4ZDtKZxv2Dla4jDoBRH49etrUeTIf8OyQkoADyP40yNaNIVBAwqRS0oCjDEc2a1xUvBih6/9POmqklrhBAmabEaWCXdO2MOJb9sFwUbrOeOyksHxICa0hlbnSFWnLOBJ1QLATHIounbWp0kiseY+//rmDE60ICXGUUQQTA0MZdRsNUUW8T2fUFV7mBDRgW5kjKkb4DKh9cWZcMxJiQoBYFzjKmTeXsdYYvBzfht3d0VhBY5ueIeQOE3UhEtacNCLeZ7wsgHfcgVUmEeb/Rblq3CjTDJQnvPSJ7nQxg7dIgTLi2wc564dY5ERiz2JgUpu2ewKLHnhxonilK2zzQi2cs7o7raGmoEg6MupoVNpkQAG6DAJ8NQCqhkmkRw5ZBACwd4sIpmgO4fpg8N8EVdijPfw8oYXAK11T6lbJy1iryKkJb31gTKHawxxNCAe8TaKQsdyWUAxGdtle8hCX47lYQ46DqhjvceDeYw7KxAbjMkUVQ0ZAEUT0DiCeDsNuHw7TYoGI993vFgsEb7VK4RCLMJIlTKKxnZEwAXF+xvZS+zZkUTBhxaCB+a7dtSrZRxY6ncAUmCZoMQ4jRoFfQeADQDcImovS8SNViA4G2PHAeMGSuk7KKyq02DvRes90EvQ91tmXCMpxevTWhsiheDaARO6QtAY45WGBea7xgMoarommBGiZZGmQht80azGpzwv5TyqVMQhSYofqRB4znAe7Q8V7lnKAk6LnzmPAMqhJniEkGkMDDYHXihym6kU06j6bo0iSCAkZFE0lrFMNRKYQcDatxOOjFmsFtN3Q1bIIgBakOKGkYJSyoduNM5Wm0wtdsGTNErjuCxQvdPKPH9pkzRqquxwqNvb0vUqy0WdxdMQvJAh31oU8TD2t3asqzRJ4rC24pT5PBVFLr2ZRqhl0P1Ia/zF11kTj9UYWoChJTtP+ny+VVX17jKGCdOjC42XkCG4e87T8fX88OEhTjJnI6tJh85e7JwdxtG69rB/SjI5DN00IEmeVU/bGs6QaTKXU3u7XYpyuy8bb+x2l3/55aj0xJhdltW6rB+n8+VCSXz3uHn88HB+bcd+OJ+/pDLbbvertv1gzn//y8PjgYmov/Qz4gY8luk0q667bbb7uo6JjVs2edaoVQ/D8vVra/W02TSPjw8fP5bjOE+YbZG8zDAFH05KTWkS5+VeXpqyytvb+fnra1U3HskW6YyKIymzlDI2Lf7t+OWwu8vK/FP1O6R0FR2nASPwsrqc1ihKv//Np9v5HO7j+Pp37WVd7dCfyqowdjuNLSfJZrMf+v7Uvgzz26b6lOEIvmTpvuvbeRnwXU72qdxUDRAap7dv43jd7HarEtfLJc8rjRMmybNa2a/Lavt+9Zputg+EOMFJs6n0+vo2vO3uqm19eP12vF4vVXX/029+P0/r2/m5G2e1nJK0bPvlv/yXf2i7U1XtszTPkry7nTBlT5KqPKRJ/vz115fXv9bV/vHpuws4mW9F/ujMzXh2PHY0Wu8enygh6zpQmje7qrT5u/U0FhuTjMRH1/NLKpLHh08MyA07T6f9/nD3sNWL/u67j1pZGtFlWp2TnmQwzGH645whVVFHEbuezt1tiuN0UXToOoLABJlm03cjRqXwsDt1nqy2eY5NCa4cPHp42BLivn25CJE294WQcl4JGdaiaBBQj+N20Iz4LBfLtE797OycyAy/MOfyLKWeZjL59noilN3t6ziJw6h4p9a1qpMsk5iNRqyus6GfpmmWscjzD0JGq/ZpEmfJI2HudDxGJP7xd4ehW6+XuRsnZ6cMGhtzu16KsnxsDkabcVrzDOv6aUS1IUkTa5eqkozhVb/ZZl+/XIAcj5B87oeJwF+VaYVBc9cOaRIXWdp3o1YuTkTs2dCOQIfMPY/Ifr+7LoPSZrerJExXZnSoRqMCI4u2HWWezZdZrXOZZ5xHOPlHlFOsa7Ar4yJB50Vr719fW4AG9kVYrfgsjesf71+eW5nG2Qi7N0wPuCChFVZWyeW6nC8dfp2MaaU2G7iC35vkuKXMJsHoDe2GLAVcRlmXIw+/rssasdgGDl97nUMBHvkIgLIRJQyNPh75OTx7w9w/TSOlHI0BJaIMAmdIQDypypRF0TisnvoZpYOIIBIJ8lnfr+GEw66nEUPGRJRNVsFxBQinCgKDvEhnj3HnMkOSXIZ7xfpOPw/QlLSMcZhBDyKom40bbku9TadRCymMMWOP3kHongBG3WyzwMxDmDoYhiPnqFYmzXAKNEYnaXK99PAVoNPI4WDolfMCsQSgr4EMKMp4WewwrlkqrSUGimAkRRkDdB0NaUoUQGKiqvO+H0dkPg3huIiiBBSYAk6bsF91w7hgo9ukXMaXY0cZLWF/dYF6gWt2WUkCBEhSVHSelogBXYHKVURjVK0Am2i2KCLq4MDIcump//K5vV2GLJdlCdCgUri5rtpVJQ7t6D0xenlrCaMPT/tpXC7HTmZy97C1ymiwSr0QSdVkQ7e2t0kmIsN/Edqttu3RXMFsnWYJT2SK23IYjjMhxn5gxH/8uEe+ewFlPYihEcc0Vr+9XvFDJDrL6zhJt3fN2+v5cjwlsPICl6rV0ZKohIck1qsbujEwI3ldwz+5jOu8ou/f953gqV7Xy+ny6fufNltYAWGGYtE895jKEkFY6e0y9EssR8bottk8ffq0ruvXr78yHt0/7JttRUlOaXx/95uX13/aVPXd4cdre3y7/lOz3d03f7jcxlt/YVbdHT7xOD6d2xlzCrc/fKrKCkNXa6ryPhJ0gl2pH+epaT5FUZrlEOWtC5nHtaqbdRnTJIvYvdZ+1hGXdV0l/aAvl2dIXJz9+vVEWBJFWFzHiY09b7Z/0EvUj+04TIkQ/XC0Xkc0y7Id4zFlSwTgMAYljEdZtpGQFDDv3V8+/6cqv/vw+IfbtY958cc//p0j/OXbLwJv153WY5rVqFEBFYg6EHcyfefbElx7jA+OWwy2jYsYQd/asGnQWq8AAaHQHcSX8Ao4o7wUUfOUcsHPbzgK4JcbcmPvik8EIy0Sh3WVaIuAI8Z1kjab9PzaW/jNcLOCfcVgtxgOoJ5TFFU9wYMAT0Nc88LDIkZbBs50/LW51phh55UMgTHCOVycw4jnAv69GKCQLMfx2E8qwa0Gyx1gnKyfxxX1wjCcQr1NoBNotKs2WVgaRcZaRkjM2eG+oZ6qFSnttEiWaR3grOSeMQuHMGKF87CyiOBayIIVm1MYfUJPDxiVgG5c5iVJk0hQmMo43+4jPBRw78UdDG9SGc+LirDY5KfT26aurXPHy0gJy9I4BZ0/rnAbCRcbQrZNxSJyvYwgZRP2/KWrNpn0zBrsvsAPNYSmPPAqyYLgOE/wagfEf5yVwOdGzuOqVrM5FGDXAwoSQ8sOLDfV2u/vctyaVoWRH3qSkXcI8a6AWOK8sL/fnd9aBa2an4bb9rADUBSoTAM8TIQadFUGc8Ow7qqMxSBqprJA+S5AnFlErXbagqbjLU78xBuM8Jd/nRFS6j/8sFkDIiUQbjgQoLj1UMzOrJ9G2xoEQdVkijrJ8pRyyC3CJtlC5wEFHgKliwXec5mVsyA0olSQIFOUwZQAiRAN/1gsvVj4DTqyhscwXejurnCWrCsu1Rlmrizo3V0oc5ISDGiC1gFeRwQSvHGdhiUWEYxqWISiLx7LSC3OeCgraUTnETH6gMFEFeFdtJpkUfjGhF1TiG7mZULhqEAeGEnOlCRJtISOfl4IDFmwSccVLsmA4zYQkWBrRAiRIUKJ4B3u5yo82UUiBVid84q5TNADeudwD8E9F4VsALssQqFhcIt/dZywHM11fIpw88eSE4UcY/1wmmQuLI4RcV3Fl/OEsQMGwBHst1Am0gj3MY5I5HVyxmcFDAfnY9+1E4PVNhJMZCk3ls3TChtTjJ/YMq0kk0ajLi84uuaeAIcrLT7xGDt5HLkIwRaROH9tF4XyNPWevQ/m0dZQTiQAoKUpDo6o+zLEd9GAhTiRN/vi2+fL6ThQQkrANXAqWhckGgTmEZCj4A5MfJmJZTW3fgYksr021eZ3f/sRlDpPs1yOE/LjIoaZ0Go/6WVGh5NO8zIvM0LL88RaWzd3wc2LEw94RQR38mnSWZGnBeZWQ9cDOp9n23059vx4PN9OU15tGcXvaVNmK3BHYNZlPKqbqipymf4wzd3tds3LvL/dHh/uv71cj6+37z7ts4Ixxo1C0h5ehEkNfz0u8yAlK+sN3pfYQ6qsLJMk628KNKVUamOiZKPCGdF5PU8zj5NhnPI8FwmEKEYrzou6qa8tdufdda5KyTnLstRpkHuboiDRljDS9osybgFaj3CKTbLMLCRaCFsZKeO8yOd5brbbzWYr07hDbcwhHUVFe3mznl3bflnYvEbGTZzD4Yuz6axYJOpa2iKTIrmeXqxdsTReJwhqy3tr52E4hee0UeZrU/746cMj55+eXy6vx03fvWZZHdBfKk/4w9ODo/yv/xJN4/Tt17f93U7gJiTHrtMJqZq9Uesyr4wIFqkkqZTy19vUVHWWR8uypmmmV388vjAhvYmJY/Vu303d6fR2ODysq7ldei6Txw8/ybj69defz5cvVbnxJnp5+fmXX69FupMpVo6ZVO21YyxhrFhWOk8uz7aCs1XzvNoCED3crHJGn2CfK8vbjaVpfb1crGe3zlJMlDfU2364pLl4OOzKppjmZRoyjkEUNhRYDjPTTWqcNSSkAAPjf7HqVYqIR2Qal+1uIzGWVefXa70td/fYqvXduW+7H374sNnlfT8b60UWE8djgQoQst5Ga4WqVFFllEXjMEoRfXg8YGvNom9fvlnH9vvGI/EYl3VVbXZ3d/myKAunOcaFqOZm8fU6Ges5uuj4n0QkqfOUEFoV+awtMbq9dUVdb7cxIbTrJmKILIUn7nbp5mWJZWa+XC3MmbFMYzSeIpZK9/jpsCpzej0bbbb7xjr6dryEajZ3jl9OXZpFXPKhXcoqJ97meYanymYzzyot8KS8Xjql1dPTPo7580vb9TMnrMR9IM+S1DvyOuv93YYy9Icp6Bci4r69LKsiFWADjOFVntyu436zF7gv2CxPm6Y4v/WCw4907WYhGOArlIzT4oh/vKvncMagCRY7gkeHbZbnyTu9AysXi2punGCMTqx9eqjygtOIt7d5XWGhHIe5qDIewzWFqaLCSA9WAwd33jwDFR4nsOwgxiKiCkVftk7GEddsMqPgHB965FPyTAIqxpFH957nBbrJSO8bw7no1yV0k9F1v56nNAwK4aVgoMskGNjTVVu8klB8wElR4F4JbidSmpJbTXlMuULco9nmwJ4zp3FsJMticJHLsMyccdNGZQ7XpEWXyKSQaZwhWBJ8MWABWG2X0aZFjOkfhdVJzZpLDNTQIIJI3WK/l8H9mxeptWCYpRlgcgDJIo1qwcfmWJb27Rp6/XxyWLURirCSgkq+J6EQlWQY/L+dpzuUGOPbbSGUJDmSlkxQ4tAjYozOg85L2Y+KeLDcMPrHUM+5sBGFtUyZfJexiA7XZXCLMaZvl7vHKg7D3FXbt7c+kJ9JN6xG40RR1Zl3GBrmUjQVRgCeUAWQM6g8Ai6K1aOagaVGD4maabbl48dtd1ug6qU4LRNAa7jTeLNEIlLaliKKeXTrkFtBn7DAfEEi3oRE2/k0zLNFBtWYqs5SAZYpzF4E69u275u6dCGXt7u/A3OBYsnw+dcvXdejxJOlnrhYygJUATrOc55XbXtVzkVEPH38PkuF0Qri6CiOKzH2y9vr2+srriHKDMu8fPj0yETx1z//M2hPZbVpNtM8Uca3u4+zwtrca1NX1TwqT9zucDct12lSgPEYm5VQZTwcflPXB0/Wsqzz9N+neZ5Ab23moSuKRDti4I0qRUS4kDhr+DwSyd3D7vXldV70w8N9352u7e3xseC8mEaDqYrWQmYyzShFvaUs8u42McGStLSgqn6zThdF4+1YbO8cjcZpbB53Vs8T6OLR46dH/41iXhFjY79v7jzJKG0JmfFWRiqJ931XF4/jeMwSrLXU7Cj5XZJvHHWUq4jWPI7h9c0KhU/LC4+isbvR//F/+L/CXh1mPwYHNxCZBjCFkAqNE9637TgOAsOsoshxpwquM8xZjMFIIM9ls4Wsue8VZzSvwJOFyCFcGPHlEBHA9+HY2neTcw6HqTjCmBB7Mj4FWAKSXuA6IuiN0ByOkjitRsEjiWSCxH+FMTIPRmlM1oWIiipeJn29TgQvLFpvUurwO5lGMPrAai8EBN8K/3mc7GMGgbIOOTQCVtV71ivB4IStQB7hixtAFDYoX4C8X2Z9Or41+1pIcTleE3RLUli9PMtymZfx7TLO81LVBSEE5bQgf1No8Y6UiboGrAnJB0TFSJql4ziN3SJiKL7WVY/Dur+r52nt2z7JsiTh724JjjwtXNAhEIgEY8TI+3ISwjcHnymWdI6Um4xSj1gFArPItcZI/CvAYoNeJpZYgCyLmWY8tZsGUrtlMTIT86JTyWMkZNbNLsNIFQkhrMSmUS+rAVHt2BLiN/tSrbosk3XB7JHH4El4T7a7UiLMiTyammGGBap+1tU+o54GyIdPJH/8WK+LaSGB5AKsLGx0seQER5hPwwI2LNqPJIYXFW0B45DxCPhmvCihN4d0EXuzaVVdt9ZV8v5G8Q5XI/gABVGrHTFR4SOGT8xoW1fY1fTtvLsrPYw7wPkwAlQpxn6Be83DwxhLyH6BCAFCvCA6BMUD6USMUVfLIelBhw0UHA6l4fk0WQzGWF5IvAARN8XSboWxB1INRFxoFBY+uI8N/VIV6NMP40oIS0H7EIRRrRUjCGEzDrWRTGFj92Ccop6HTgI+EmhLKoW7QoD9YHs5TyvyPQLRzDiO+gGUFC74+21PK6z4wKaBpsmEZiMLP1VkU62BmwQ/8wDgAu5oRjE1KyDNhdxi1kELY6lHqIZGZF2AU1LarosJ6yiBfj0h87iUBaQUIYAq1apj7Oo9fouUXI59FPOHp0obd7ssecbTVAToKCYv4DNxYFHnGfdd3Lgx0QQNKANLGIOYsIx1ZkXGmHJg3KZhDUtUui5rsykdTJIYMcyTSWMgN6EFfa8UEvhOQroboJckiYZxuXZzLuPNBs1bAH9FtE7rOzdYKVBJ4xTVEWNcCrARbs6JjBdc9BSXHGpPa7Icb7551vOirfZ5iR3k6TTgCurd2C1FlXqMegA7UGrBvSxNL7dbRIRSFiiDJNKzRgqYgmSTpNKu64fvD1kmrqcJasQ0Al8AgKXCav926tdlur/fee+zMnn58ppmOYmYXV2ScRAVDDy8anERx4hn6JUIpKV6U3z55Xg5vzERF/nm/gAbR9fPoXJJDdaqsKVutxvkuGCesFM/7++a0/kKLVKaFiX471qrokjwPAXO1FqD5fDtOjlHxnl11jDm7h72BsN6PL5GpSRKz/iSWqPLIqeEHd+uSNISf39XKb0O05zGIC3xOC7QbYpB+8b0DTN7xsnlPHX9vC5LVZfG+sv5Wc1TvWlYFJ/fjiLOsiz+m9//7vj6y+V6TET25eUvghcP+9/sH/bzuL69frt2P+92DxhiatZsP4zjolb3+ct/rat7GSe7+z1nhhLpKP/y5TOi6+AYbcb+tt02QuQyjadpHqbBG7vfbwnVp3Mn89Iuy+PdXTdN4zQdms0PP+4/f3k7nm6pIPeP9+Oofv35l2+v/7jffaibj9bNQ3+E2SLbno5HT/3jh++LInt5Pnoy16DEpqfX1hOepXm1yZkjx9dXpc9o6Ak+zkMWb7O02OwyY92Xz6/Wrp8+Pnjvl9l3w8Rj9vhw17cDoFnPX/Z3T2hORngvhLELHft5u63KCiChdUL4xTn080OoBMhHHEsRfcGAqWtxowvwYU48W1bEasoSv5pgxGXoLMTRNOo8fPEdsVbZ0BZRxpIJcmFoXVhEMctBgov07QClKsVX7NoOSummrjebFCt9EBGzopRdP//61+MCVWbVlIBeWGev566oizTBmyPQjEFDhSgWBwyaBmPtMKvXlxNwu1Xeo5w/CME//XgfYZTmjIYwJknTeTXfvh0ZIY+Pe6xVYSFCn0LE2Jk7z6F0sj5NpWB6t79DX8v4261VamZMEu/Kqvj+485af3zrCHVZ4DLh/MAp4/Tly2V3qJUCImsc1k+fDkkqTscBpRfJM9Ay6DjqMLoMb2znygK0czxRG9m2al7Wu7sSNwTO2suQpvHdQ90h/AzxTBaAkFnMNrsC+rt+Da1q4BZlCqDLu0UWiiaMqRylfFnN9ToyRupNwSJ/fZsw5QRy2VdN1l5HFrGHx4YQaM09IVmOwJeDzNYbbfJKjh3a9eE1jLNdWG3hQwUjgsHNVgDxZY0GLivN4hFJfmQ0CIHsB+ijxWz3BSG27wAjkOgt45qHIjShM0b9Nks5zON4xeAYE455qNI4Y8pNjrMl7HZ+XVTVZIE0Q6TgV3xQSVUDQDC2C5IUgJciLRVw/AnEGBbHyDXgtfAqhERaMxhQcdcta4iRI8rKTXI5jc6gAodGvLNCSOgIHf5qhNAkgX3ee1/Dduum1WAg7cl1mLVyWRLnGfIsXTcqCxqFgA01FhzDFhfcD+uC+1tepjymL1/RN8XLRxApwwQTd0yfJ1Gayb5fpwWW5rpJ1sWAtQYoaCSlHHvYwgDL0pgbBrs1XhN9t8Qx9vVxEv5c3gN1FtOYR+OolmBd4hHCO2gbUsZifrsMCwbrMYlIfx1lLOpdBkg+xTsplhhb490KR9cKay5HQbMsc8bJz//ygmcHj+pSAqw64le0DHqcbqlM9oeGsuhf/vyPicRkp2lA0DgeL69v3zhPv//uU4XC4VhtoWsP0AOW5fHlPEzL6jFGwgUkYnS/3UiZ39qxu92yopBSFBmOO8Os13Hs2nZZh7uHD5+e7ttuHofu/uGwLspaHUsZEN/tMttre3aEfPr+t2adz8fXZnvPGNHGZoms62Kabt77x6cno82XL+dbewuwbhtxwXlUwoRpilzcru2f/vk/U5rv7z4madzdjnmeI5KDqDup0QCiaZKmeWosXTBGHYuysuZfKUF5kWJZMk/GmJgjfWc9nZcZwFJ0l+z1/FXKfLu7Ox6fY1korZJEHg4bQtivvzw/f/3z4e5eK9UNR4mlxn3IoruI04gmy6pu1+Xjp0+7fX1+O95u3bxoxmjVNDyKh/aaJAwuOIuGHAFoN9RFmmZfUTItRGkdcbLfb5q60iCapISRvlvgoWYMwoAset+2jz1ubDjmYt2I7jIuJqEuFQ6mBFCLkEnPpAjXQEqsW4253cLzwpo0EVWBsDCqPFEIVUIZRQJpECrJeVxvV+D7qyrFShUPGjCoMg0ZXlNJ64nFXssxnEhACIF4YNJgX3pi0QhEaAU1M5xgfdmkeF2hPGMw4ppMgCN5y4hVGLeHfwFoIu/fn9/89sP7X6f58alDWMOysMQj+EU7hBMkqKaEkhRDbgpng/fVpgzetqnI4xTOU4OMGhZlKBGJoJyWIUy7ajXP0/5hwwibZ1Sz4oS/01mwoyT4l+CqE9N2mKyDZZ4LlnAYNZYJ4YEkjbNKLot6F5JOk556LC0d4Jmp1bYb8MuWiagq3CoJcdOsrPbDahZjk20xL7r9+YznCGZadIVWEblzj6ctFiMokeGuzlZHJRICzHAuZTS14xJSiEbTooLK3FOflXGWJ3O/FDlHQo2S09u4zLrZls7Btjd1IZfLLLzkFe5PIqVAFMa4JIP9mLLI2iJOgZRnYKsO44LPFd6T1mpS5DHHQ1y7IAdHmldEXEZKK7j3jBURYDwU3IhILRj1YV2mLQSJnKvZ9MMqM24JnWabxkxkDP83ZqjgnkWSoTVKIRnHwkeZsYf2VCYCcgjlKcykc5Zh58y5pwQeG4zZykQhsekmA68CBiRAlLJlQl0ty5OykUaHbSkqdMgS6xW3HWINKeNC8t1dCa7mTTmP3/vqcZfA0WR1IP3A2Y0xp0fZ0uJly1BoR1SywHaKUhJYZFh/C0EiifE74sgE+d4oQnkSh73FL2CyAXSJ0qn3IQyMDzZyocEoqFYcifBW9jAojsMMw2kmlHEML/0IXKV+8p4JBFlBAgAMQFvP6Lis18u0PxSZjHf31TvKDNYWGAox8RlG9DC5wHwxlhJX9BBIJ0g/AmiWwuZk4IVfzDKC6V9UyTKBL2WVWydFKGm2hdyVwVpB0gJpAggg2Tt0V1ljb0AB4Z0bOKhInlMqpBCPB5zSLtcZKjwHvituqouZJi3TiBqIH9WCT6lM+GGPNPW1HUO+F6lbfG+UqeoETkKLjzHG9Rr07ccP1QQwzP86/NYUz7XIW83GHjI376hGxhgdEW+okCAjOMfyPPBa4zTw2fFAw2FD09swQrWkEZFP8lgmkWc+5lHMEPi43sZym+EnjGkIOT5fPP6FWH1QGs3DSnJelDAgl1XqyCZJALJJgeh0Geasvr3iABHaO46xSEi0ZnkcmwWk79/97rG7DvNgygLv9eNz215HHIhjhtfePPY3F8dCa9tsCkottSTyfnvIiSe3dr316PYRH05MlMSRLOt0u6m+fH4lAINhsuc9K+pCRFi6pml8er19O16KvDgcysvbYAB1WKTMYAVzGAmljwcRi67rIi7WMq/KOitK61xW3PejX9Xy3dO/u3t4ent7fn1+8Z6l+UbDN4YWDUWkLewnY57nDeb687RMS5bkxrpVtbC2pu9jXXH3+NA0sMjsDkU/xpd/vtyuz57NeVoaiBnflvnMKVUGU/G387ls0izL91tnNLLEPKJNs5Xpv2+vL+N8SeOMMz520273oYHkqjB6/fLLz8ayx48fBSNmXRKQpqIEMpVFMHZ4OCTph9ult8Y8PD5injWqz1+v46r3dVnXO629msc0L6K41qvmjG13tbVut7+L43gYZgntpzTMvL4eF0VkmmKcEeb0ccKWxToSDdPM8FT007CU29R4Mp1GLjDfbbYJuEq3KeZR0CzxIo/GWY3jUFZ5f52wCrEuyWMk/Vi0LGBmyDQ6t0t767Os2JThGxnhWbHfb0Icz4PInWdF6dI0Xma1LGuSxB2W/1Yt5uGupMAX0dsVM/YwmI52h2Iewnd6NXkpmrq5nSGCCoY6sSrFI/J4v8XJIBLOeKvSNImIJZdLa6zKslwk8cvb0Wm6bWrkPI2Zel2UCFtqTfWqYklEkq4A7UIJcLjfS0xeBpRnNsWywO0peLTb1YjYMMCNL6ezQu4KFwPr7Nzbw8O2QDMWTO/kezR6jbabJgU1qkqZN6tyZtWjBgOWC1mXabPJGCO364QCOZZOMQDRISepjefWz5OWqNkzRFgn4ykaMJd2gbsYEEV0LCdsjWYcGBjESNyS9optYZojsdJsUr2C5mk12e7zAN7AQSKKUCdDBwyaU9/UOCWnKEDaMejyoHSacQjxIcXAQSWZ0AlCwDKyZsWFbVQUP0/PEdqPwwkH5HBQ/WDBNXHKRQFvKpImPCJgmNsAN0a1fBn10IHzSTwxi+VIca+UsATyVJrmwmiYk7V6r3YbRrAqnLSNSKQ9DgBGm/7mqlo22zyIjvEfWIKRL6D4MGWAaouEBSMmUISCEsDQYgjq4DLOKAZYvqzTYIDGD4QLOJDd7JYVo/Mo8mWVtrc5zFAxYQSkS0ZI2Dq7UNdskmVFbShNZSWiBIgEpz2ZV1PGiVr0HE6PSjuBKQNiQaxHKkHK6HZd5llj2BqxYcANIew54gG9Kp1gATOD+DLjDRVFrO2WPI+LlFpvg7IPF3URA2U3DcvQYd2Ul2lZJ+11spIq68ZFzzOAeX/3h++Jt1++nIOEKZpXpE+ZodtDFXOKs65FcwQqbSDx8fcEIdlGcRzTCPmrrz+/5lW+v9t4R8o8aZpULetrd5tWnUNWcG+NDc1Zw+OaCdG3I5pWQhAaZfluu2sIEBh2f19BNLfqNEvtCiq4d25TFRigeqoiWRbVp48HY/28opeIlJ8QZVMq5Ybnt2W8Jflm02ykiP76179wntZN/a+cCMKHDl8HY5TMOBtIGlfognBx//iprBOwKvBz89b7aXXzqIfxV6X6WGwZ446Yw8PD0ILZAgBHf50nLyU4NLfz0lS7/V2x7ppYyAXxQJ5m4GBg/R2wIwCranO6iLZvcU0WfOqWREZ3+8rU2eXWrYuLRTL3UyozkfBpNFKK+4cfwTSZoTmpm2xeorFz17cpK2Ra1fnwuGiiV18Vj5vd0zQtlPJbe3LOwP8+Dvg+Wt13A8NCKZvGt2XRm82uyAsZ63lwHJbFiFLuizJLkopSKMV6Daf1oud+GJtmi5oTIQIgR4Iuk6AyRshnnBauIFHAcTKsL9BvTWO8SyRniDESvUDe3alQDCIsFrQqoe+UaVQV2Q6nHPjqgG9ZEeeLQmprXidGo74dvXXNrkIBKcKj1hlT5REpZYfyJPAL3aB8UBcEeEbE4VImSRaXCRb07w9lPDfhkwFOxhg8OkP4Ezk6/HUizJAiTmWKMT8J3jY07sByAL9xmRAnc1htaUpJ8R6/AzcJUcmuW7q2K0u5v2/Gfr28jYTSOOEOJ1vwOXH/A1zQKqoYSEdmBaXDIvRC8ScHGBObrvdNScDuMrjXY2P3TQZXO/YbuBvFknvv8ywJ8BjgNeMIGntYzsP3nAXgPt4KoV5UbzJPcA3AXTqkAbHqXFV+jwWgBo4VlJ3NPkvQhlrzIimBr0C5ub8tNEmMtV0/jV3fNCkeBBTVyXXRMpHGGaRPhRcJXBuEk2XA5SEA4mesRMLM8svr6zgs2+0d8R6g+YSPE1p/zHiRYHszj7iF3a7DOC5lla2zFZFobxP0phH2rYxA/BynsbEGeycHvRt6qJhIv6ckqAKRA3J3gbA+N87W2wyODWWGl84Y20W4K2YFzDlAVgRBjfW+aVIZo6RbSFz8wkZX4ZhO7TTj120UPAeEsg4JDTTX0wQj1AXWdQw5vMd5HX+hFUMOFrOIw3ePleMmhh6rXQ22gkhFAjOmrWLKW+yIwDdyThSoFLLI1w0iOmB442XvQskN/ydJ4JfTC/gzGqbBCPnYNVycLB5tKYg4SLiteNlA95cDQY4uXJ6Jsko9JdBjgILD4PuOgFfFANABM4A7mIYQAgBewTxWiKy9zcA358IYZKfXGf9YZ4H//lemrvVOWc0hrkzSAJWJ2TqbdZlxZEVeFOB5lOMNKvL4rltqkcRmSQYUSXtbAh+MNNvcGw/1A/FKqWpTMkqvp36eo8NdoTXt+pVGSFfCjLaaoklu5wmCylz2nRpmzdPYx9F0myXlVtsUNxoQgKLIG1gZshQzDlhGiDHhUUCTlBU5QjhGo7AaEUQrUREpJJnWYFIRBt8pUNHUjFivD8FFipoHjbA5Icb5ES9j4HbwlI8Ypg4RtZZC3eLt7TySMNaRMatL3PSOb8Py1u522X5bKOW+fju1w4SUskRrHCErPAfoBIQvmOmUkbLMykpO4wp66gXarQIeSEYk3ARpnqI7Maur72GqrNKqKrEnzyTBdJqMjKyTMrkdpk6biRCWSLFpsmFEmM5B9pXuwmevqHJ52JxP/TDoVemySut9bqFXWn3Ex7XzAwt3K1wXAPEjJEkSsRcLkh2YmlUYlhvD3Gr8pV1FhGcatK5JutveGejjQcSVMc3SrO/TflzO1yGTKAafX7sEmUKKFjSsTZwJFqdxnIj+3KObxz0U7IzmRRLQdi0CPynODZRY4lANCrMzI5OCchIxn2YlZWjnxDJ3NDq/feMsilN8PIZ+hPZ57opiJ2UWRULphVCMHuoaRVWYgIM3DAkbON/maZzqspEcRZcsjTd1w5i93FIBEGzMI/H6evr5l68Z2i5xVuy5ELuDhHz8xrwVi16N9fv94zAreGijuN4U1/M0zX2W4eY5DZ1WervBCnGzLd+O2CA5S6dBE0erqpA8tXoKy5a4zMTdblMU8bjY7OMdYH3Xfh0B4307no1lRY6PAVBFk5I8ruCDqq2D071pUixrQE+gDrx4PAxSiUVZUQqzuuNr651//Lh1nvatWsPbNi8TBnQ5dsgbwatMyoznARMNykUqlDLPr1fT2jTL6WLfXs9W0+KnIoojq90K8qDf3lVWswUTPd7ss3lcbpeR0Pdpoui62RJSl0lepu1lNc4uq+KGQ3eGGQM3CIXYEOUBBFhITNqaOsf+sFdGQaGGiVuoEuFL1+Tee5XHywSIPzJso26qrNmkzpEVyiiHPAVETWbohqqpRSyH2yusQoe7WMZ6MSGyR4d2wII+SznzRRYJwc+vt35c4qRMC4mKBF5YMLMmknctBujEG5pEyzh7HzjVeG4iNM8F3e4y5jNA/Dl+ekM3swi3CxUy84LjVa7M/N4T5rD4+khg5YLLFWZzbJrMckFBMdtkWcaNJRqEe1eWaSSiYVDjBFKZ0j5GGw07dliCRTz2y9SvuI5mOP3N4+IcqpVSwt4U49QY5k6C8DpdlOk7RZkvSuxX3+F5IRQGJxA420Qg7ZUJDL8R1tJm5bhXKsSREOO3K/JNFEeseVKI80m+YseAf40xOlQOWdVk+ArFTCnM1LIcU0ijdMi9sJCWxx1m7C3yw+8+GIXrLv4YiUfPHLEdH+fB1bwiiB+SnEYtuqzTvptvt8WH9VeE6ygunwuANxjtDTdXbzK0+1C/wTTVgEOBARFqZuDA4X8uBLtdpr4Fa9rYZRzm3eF9lKkwUyyIEFyhCYJkM5yKIibEMg8JKtrpgNXDJbjdJ95HaoXJCVQu/IdJeK7iDgw8e7/QcL2MCIgYniDCg+wDohNu7tVmn3lGjNJJmeRpOB470EffE21VA7wkJWTENR7HvICgIZsi3W/zYZzPr9cC1+MCY9pQneAgaMT46N7QZ5YS6xDnKARAYTEkOLeS9pOyyB7RJJf1Bj/K27lr8cP2XT8r79KUN9tUSvr20vX9YrQ93O1jGb88v53PneAc5DI9S7Gd+nns+jwvqED4ruuWaUJRTcZJs8mXFVOAsizuH2rO6TXQsauqcQYSDrWa87n3jv7w/feHRzQS53l9Od+KKKJ4/2JcAkpXiveaNY317ulpYzRwHpsG+WzAxjFKcG+n4XweaARHT3s7ijhqtiW56FgUeZqoZXUuGvs2z0tUKKVsmkMqWi4Q6i2yXOMlMqa0ev36pt3S7BoYlhhVYN4kw7AwGqd5RjwrAHnBtHVabFWL1+W17W7URUr7BA0nMo9DVCKvF0tMEXCCwjRDEyYp89Sq3XY/jFcAgHKk1ZxF2x9NoqmvyrWpHpd1kQku2Kq/LYtpdo/wnMeZtW57+G5IJk4iFwm+Lssw6KxIKGHTgN9onid3uydj1DBgSx4xbkOaMtAviKNumfQyzVlOtvskTfCs55LP/TJ2GG0Cbz1rY+Dy3h4ywfkKrDAqloDPMtSlrtc5SWBuARgmaPnyDFU8a4xMRPhtBWKkQpQxotE0m9vlthrsANcJhAyegPfCOc8POZJmyiEW6EDzB6m/X0ZIil0FuHyMHa7z86p5sFGDYU9wqeAxEqdKuXmyHMIzN44K9jMRxQm2Je86UVj7MgA/4gQrlWlEmUqhBIiIoNL+6y9XPDdLQRx5exuTlN9/KPTipmk53NcEYUumjAnYDOg/l0lRSh1MY4gWSCnuHvZ6NZjDGY8FGqFvpzGkT5leQXmRCaSrKVqzYsQskArJtYGYDhxCLE+w9xEC4+H33xQep84rXIkwk4NxQbtbByWDDubWLIvX2TIShX4aHqmCRMjZMfQGuaBlFbu7kkIdgFRtaF+zlxd49iJM2c9VVQouA7NEFChc4ayLfQr8DZPkSf3YMIpm+QJ1hh/7sSwydNDxvQ3pdoZdQSDDkDJLtHMA/TNalCluAYSsxk3d3N8WgWGxb4Jx+12vgXeGd2gejtBYCbw+gt8MFzagaO4h0gEUP/wJEQy1SIYYkUT9bRkoqeokiqPQEAAhE0MCTDyiWHqtbd4kBL512rVLkDp4rAeRqg1NVYroxzjgH4gJDyYIWF5hzmoRhAj/MURToA0ANJIkkQCXHz0KIMI8xb53xdkGHwUXBLIhqIO96btzNrCn8XmzBk08VBc0ji9pzq31K5xy0HqF8iGmSUIgwQ92c5M4a0CK9OR6HuMYIQWWS0Yd7ILB01hvYckbexQvA+eWroun3qLABhLxu2gIa713xA1aPmH002yzOIvMYvt2NTgjWEqh9evbOdpmIo6J00UmqjrB9pASrf26GqRww/QLg9XQRMUXwGH5ppRlEZZ466jSHGe+dUG07/0LgrxLaN9p5RnslEwpWxZJgeS2o9ZlImI5rgewO4IhTQEQi2OF3A6JBJ+CSbLZFbkBvBdvdaRHyWab6RlmxnlUhIgMvikyj5pFdplWJMHC/P7zlyveylUaLoEg+koAFVJsBcc1cG5gttGBr5CkomnyFVx7M89Le7ulSeqNnyYlYp5lnHl6uy1qNftDPQ6IsDNi+/6WZnJddFpV07D23SKhAyHzvESCE87U7C2aPorzvL1e1xxfW8bsx09P3tAFP0Oz4GwEUvK86nFeiSf3T7skQXUxTvmyZshopEIK2nu/zhCTtLBl4OXn2rUsSFjvW5DuIiagSHXD2BFCHx52UvDxNv2vUkpoKocOomGt4BQFUAChXCw7JOIwNEkBVMyzOCRkkNtRi0pyFqKA+HhjAmvdw/2mLuN2GJJUsAD7ooQfNhvr3DquaSH8dZmnUUiy2ZbjsPz8l59ZJJtNWXs6DH1WbAln49LjIcIpPqCeXS9XUHiJz+tcLevQX0ScFiAHYKEqM140m9v5nKa7ZntXlJtwidDLPEshchSrymmap7G3NkplFUX0/HZJE/n00ERCLJMehjEvxH6/U5odj68h9Vp4MhORB2VGovG0d3GMImtZ5c2m+Pb1SJGsezC+fXt5iYXIi8Ias9s9Jmk+dcO6mLppiqp0VjEUU2VWiFunhm7abquiSi7nTggho+xuJ+M4enlrT+0guDger9aZpilBfg/fKQF2NL7Ou5CtwsJQxh8+gjGjUIcnWNktECmlMKjhOpLlMcOxMlpm+/H7rcGlFGXaYcDDJy+Q51drWBRjUUS6bokXhNXvDqVRCqx/Rp8eGqgpgb318rffWePzQoIPjS0oRQY+zMnyJsOz3ViAoUICKICLSYJ3Lh0nqGRwP6IkS9HADjRcevzWAtMV7GyLNm+nzlvS7Iq+hXwP36winkbTH3tEbrhzKIABtoOvZJ4LoKHXPd8kqRyGObhb4qxEymYe1jSL5wlvw/7WCSQ9UCPXywUihTiNsQ3D+gtBxErWFcosIeQM5QyODf0aC4TV6122LmrRiugoseHEbnEKB+RdOd9P222mRrQSikzIUo49sFgaIVCb19IDfWkjEG5JHmeUOFZgFOWsmQczDQongYwnES/KiLFCgI2BQ8vtgupjs82FjKZBT0MgJGfQMEwDzCc8YpttFhZrIoy58UVhHNkNnL8YSoZh+L4IEd+6EXXdhM+zXRZVVomDtAn/RYOEJLKXEefTiEAQmAccpUFKSFVnYRaJUFUcS7i8o0git4Hn/9DjarHZZUWaOTvjLSBwVfPeSYmMmDWkCIKl9x0c1lOIJiNGIWK0MTE2wu3Ly4R7QsNJDEnLCDRIcMuswmPtfbqK8FlgerMo6kCeNGo1NU/nAQgDqwGfc1jsayl4d5u0xtN+7NW6qjQTeZUuE0THQiYULidT1u8G88wTB4eHTMxqZ9zDkE0AWsJDX5YmwBasq349dpttXpaCed+POuJsUxY8IGfXdYklv10mBNfxi2BxQpU2gUPuk5gzTod2Rc/IunqbazhvZRShLsEOBW6KlNxgMFr4aDKML7mzdl0VWh5S4NSHnyOqQZt9yTkuIQTZQrlt0rfTzZMIJmaM6T3dFnkp1xmvD8qR/ktSWm2zoV+G85hmSV1nWS7Pp37FuAGtyCjNw8+A3D/VcKEtmChIDJ+9XTEZLgugPQQuYH4a5mnRiRRxKkCSlwgNgQPkMXYpk5pRTTnLSjaNUz+t7NzNA3SIWqnj6Xq7RV0/zvOQp7LcFNgf3iYh2UO5vcNaknw9t91s9oeD5LS9tgzQBJtDR6nLqrbE9V3PCI7QQBYIMY+TQZrgHXGHEVKM3RAAFbBKJdHD054Q1t3G9tIWFSyZjNntplhW8/nLqWwKtJ1XbH7Pb1etLU+IyDK6RIJJaEko/fx8ipjb7/aQVxlg+YhHBGzBp95ZbdZpHsY+Lwq9CPsGUiUhSxSlDqAgMc7zrz//WaZlvd16ZsbBckq392VyI9MyOjOAo5PnfXvZ7/eUbMuqiJOivUUtcG6os1WoczOoZatsmtYvvzwbq3jIY0TMyXnxfaurOoGeMmTnlhVLA4XVSoTnlyNgtpJICNrU2SLiE7b22CRocAsIUKdbBAiBLWEheYiHkYfwACQRC0g6ot6QpAscwtD8LQuZpTE+MZAGoCCEkMC0gtNYoMY6dNMKZmYSwyO8wVCEY9FkvYuwOHArBDM4i+rV5YL7yF3PI4BHIaReFOHEicYJJVQvk8rL4IwGqpS6finLZLfP1YI5zaqNREuUa4cjnQunUjzmVphWC+Chw8LOoTS8Lub5uZfBDDFOOkFZLqTbjdvvUSmzmgSUS4w8txBYyiiMHllExkHNSm82BZzhxmRJFFaLgAdGEU2zQN5fzBSi9sPs0P7GPxncGjR6hzWEQjHQJYvGwZn4Bc8vh5st0Pl4iK6LrTfZO20fDZaFYMYGxD6UZQj2EaJDKUuZwBdJ+apce50BC66REZ07VOfxJkbKaCUMpUdK0PoNKXFSFx/CrcZVeSYTTCKV8SPuG/b9JrMoT5krcx7qhbys0iKP11HHWYQNgPU8FspAP2Ad+FfhH4IjC1I34VQOBrSMzazyAgf6oZ99sB0EeQZ+G8bYt7eu2lQ0osqa+YwCCRIJAS2NSyxaaUGlDvSXQ8UOxCXHRFQUsRB0mRDuRdwRF1CMGERMwpYMz0wAac07OwsJYVzPjIfyzlGlEbegEZ9D78jiMBNeX4FicLthxJWncV3KrErmwfT9xJDsx+O6C5WDCHVNj4A0QYLfKFwUg5IEyzeUY4K9Pfx/jYhDKQJV9TVikdUI02JSyygNOZzIMhRcU4yKUW3Hr8DjL2JtXmd5Bm7kMpmxX+KEF3UgjDmikN7BSnWdtTWwLAiBWcw0YqyQl/Fq1dCvGVZzwPTNswndSugZl8lFGNE5kDnaZbvNkw9YcgZfEAGhgSOkRInT4RUVQqGSR05j9wmCul4dUGYoJ6LCLkQE4WMof4YSOx4dRQlB39CvSOsSNt1GyDlT6RFosco4Oq28SmBh0RZ0pVxOs0bRrkjSpPr1yzELP/TVkxjsMUw64hgXj7GfeSwikG8ISDaLed/rovyWoow3DTYO+qZlwaW0KLAMFDHDEojzVZsZOZb4hlaBqfKk3qbral7eOsRB46ioJY9xdxe4cHOZujQ0Tt91nUq77tiDUYFHBNqiICFHOOxidoM8HieMXi+jJ0hs3s6n/d19XeVjvxASGUXrOhuX5XyeYU9S5u6uHCZ9u07LivhAUeXzNHtCVvCgL2ksdwcUhKYJRkGtrBRRvUkIoQCaD+vQj8DFhR1CkaP6q2bkbPNMakC8MDJAqSMYlqXAwsFYEzHUdTiLtAMTIvxJwG1PQ+kFCcNdjhNl5EMth7e3LmLJOBmZZB8+ZOGFC2DSMkOwKyXEPxkwemKYkAhnjiRp7l00T1PXXubZDQEP1uzqsiq7fhoG6/2Sp3xRvqqrJJHzPAguRUw5xfnHWX+9nKbzW57VHvlbuo48EeSwB1paJFmey3dfiOAs5nQabiNgfcg1eArvVruoRS11XSGiEn4/zur2OiIyKuVPP/2klF4WdTg84SpGmVq1SGIasdNbe73cPv3wlGbJpileXo6X60iJODx81Hq5nM5Sit1dvd+U//iPX1c1aY2BvbVk6G95nsUMMMIII8LVKj2MU1lWCKuxZFVLgv4tOZ+u4eiMpjFBEttkRT6vw/PLxZrosNsd7gqbRMe3oWqyXS2hewqKF0t8Hui+iAMtGIoppBYRiSuT+HJGpys4hCIUq7AM0UWZvFs3Q7EWD0DBxdjP3kIVLYtYxOJ86QHmiaMiT014k47dgkJBme8Br9dRHHxDDukGa/ymLrHpsj7HhQ0kbUpcmCO7YVDU02YHYPXlNM6LllI0TRpF0eU2kkhI6as6Hcd1nFcMCoCjiyKG0EF360DFEBhp4QZAaZaKy3mJOLchy1WWwIwWBTL2NPLn01XKjAT78v5uB+cbcX3bz4viGPQSLsiiUeWSSXw6T+tqIsGLLG6qbFmWiOJ6yWUUGXe5THWZVJsU4ZrFjPNaFfk6qQAwR3cPwEjcBT03vq5SuHknDCaBXGbUarxlUFlKMNt13gFQh3luoKpsEUgL9Y3AaqZ0HMFNUyvGNJS885NRWomYy3OhVoMKAaF5ESeZmHsIrlCoUSuPY6gF+7kMQA6ZcMTRaQS8gnI+Q1SbMVZv0jyPcSAZUcsnlLy9dBSM+9SFdhlglQg34WHeATwD2YyUkOLEMYayymJFjHvRI1g7Ic8BoBceLACJYWGrNZZyBq9/hL/665zkcdXI0+uUpMDSAFXgESAHqwZnZpw8cBhLU6rM0GJAhhYOjhUE/1AOKVdAMyBOFfHocEgY3I54TWPsG9r17+wWvL496Ye1G2C0giQ2jS+nCfkvLPthANeKxSKYlgCyWouGRVRg5sWYgqh4zjKBJ1GAdWkcacHFea/9G+uutzlNI+CJEnzXIk6zItEa5L+8kELiW+YM0dqsK5YlhFClVxFjxQ0TsrZ4XzKUHuGCCkR5rN8JmboZFz18lTGI//L5WlXJdpcbdCtQakgy0V1HwBoT8XYaPQ4Y0lp/GabQ28cXCuEXhx6moBz5o6BuigipykwATQc2YZ7FaSK6dmQR3gVC4KNCaDwEOMVm22DHTbDRGUaVhJcspawbBhKR/bb+9uUXPsq/+8PfZCm/3no7wdPi7BrNiATLBLmhOE5v7eWIrFCyTlOelugbxNFeRMuMUeOKTSAqVOs06JUdj6dpXoA6ixHX3N9vmyrv2kXmnFj/+tLOs47x0ELfx834XnhMDd5j0hh8e2+bMh1m9fnnf5aybLb7sW+zrFTarFpvdnfbBtunrp9Op4GJkBgGnDmLCKxyeQEhsjYOk6km64e173sSRZtNkyTMKafVXO13uMuMel5NnkFmfuu6WPD7u3uKbdY6DH1ZZYf7DzB7h7yf97ystxAJF3HfjxapONm2w/PrL2XRfHj8nkZIUnriLpfLT999kAkfhgnhWD0xJLaiTVMGcsR0Ouk4QdlKJiX93//v/i8r5uhUcjSU0jQOKS8T+PXkdh2t09WmSGTStoPWNsuSVHI8HSSyGSFuDnfK2M8k4JikDEhHbKIRoQ4FXxAjAp4BxQDsJRbA9GXyHspD/QmXxsAVxLMMXWqN+V7IZDprl9nUmzxGVQxAURHzcVz6YdUgnOPdsNmkQkTzovphwbOdsCQJeJiYpWmCup3HTiDYO7GWwboJzwufpQlGjKGt7jGlBrGGhR4U1j5hs7CAIoUgJYETBkdzBqQsRCUhAWCjCHNcuCLQgkNhFMB2KOYR0wIQlxIEKZVPwWLCSw5VQNBDsNDD35t5b5HZSDKxTiCyIISJFRIGM9jMINWJlRAChDrAITlAKaGnhzTG7TIOAxYIeAgC0ERB4SJ+s0HEBamAEK3xBJ6DZleEHSNGqmiCgd+NpH6SiWUOjO93qKOxK5baVqbozFiFHVbd5NbotEhRQlp0nifTvKYJjptG2yQVbdslaWq1YRyVvKkb19XlTTqNS4J5Q9oPyhEyjqtSiHg1VSLhFQGvVSYcC7pVe0dhmwh/CxyesGrw9x/KtltOx7GocUgHXhCZvZRgrTfnRYJbEFKRVmaJN0jjTNOqlIsEVbOp6rTe5Nba9jIleMSBZ4VvlgOqh+PzD9h0uK1haYoeDmcTEKyIxabh/ZcFMDTgFhMKZkCbOEcDbQhPYwZ93LriZ4tIFT7qhkfvQ9AAgYFmIAZSWTsOSCP6rpCrggWC3xo0U4PGJQHBAMMi2rWrAMwmqIRwCUFEOcmgXsRyGG1hfPysQ/Cy6yFmbDa5c75r5zxQkoPHjy8TGB6BTBharT6E/bxHt5RgNjyDSoLbbFGjIYmpPQDUOKCgRLG6KJQV5wVogbrKHeBg8CAhoQQPJ0g4CFcLDhcimgj4L0LczNH/zAqJvCyChOGHjCsWs5oYBYNtSJ2QKKKX0xCB9yhjyXXQZmo8QDAkowSzHjwfMBsyWKxhLB3grsRVVYpfm0dPHTFL4hS4NQBTjYFP867xfS+lOEeGblog/os2m0Im+OcEcB3+jWWdXM6TVuifFGW2LOvz5zMFwlL0XRdFCecY58ehbcUYfjvh+cDiEGRkET2e+2s7QJGolvuHh9/8sHfGH08j3KPeyVRENCoL6T15e0P5fFldIqKHx5ox/+XzW5JljLI0j/My0UqNwyI5jePodO54nHHJp27d7XP8KCnpuvV4vMYCj6NNnW331bqoNMWjZpkDfc8RDWnSUhdJ1VSvr93L87Usi90hx//SumaDJBgBB2Icphl9Y8o2+8q9r38DKvkdCJEXyeU89p0q69gYTApga6Ls3YOKFNCoeEQv7RxiJzDNyKCiQuoJqRj2euw/f3m5f7yr8pTHIctuyTgsWRmrxV3OJ7V2P/z0k+Dx5TR0oPv7OIrmGSinouBpktCIY0Wz2k1Tbjbpn/70129fvyQyffruo4HMk3us/q4FpumCOCeQk2OvL2/92Ccxf3z8hAWp9loPzXYjRDqP0zLfnIt2h8dlmuZxTFPa7DeMcb1AodFsinnGzLBvB2hyYgCP81xmedpe+9BPq4i3Xz9frF2a/c55fz21ZVkG62bUXifKTCxTR+wMRS8hxhdVkmbydDwpq4SQZVncrh3nNE3TusHqRgV6GRyPq5KwWczXFs7JLJPwUzN6Ox/jJJVp/vZ6KdHLSL3zKxzA+vFhs98Xry83VJXKLMvjsZ9fj6N1ZtPkSSI0vtF6d1diJB9ebdaCvquN7bqFc8Dor5chRO9IVRUKYX7WtnNe5QbRaJ0F1zPiZAF7WJTI5GLJMGPpHWPKEygfEPiy47Gdl/XhfrNpskXp23V2QBSKZov7rQEJLNBlsCXG69KA/xYitcSlUiwATFqN2agMkTv0xIx1PcIsRgYg5zyh40eJKxt0a8dxWbXFp5EjCjRPhniz29eYb2pYUusagplxgD40YpFMozC8AO+EgmFDhnZqmhxOmlFRQopMlGVsnL9dJ9x7WYQiMcLGjHMO2UDkOf450NLilB/zvp9Awz+PxtHdJsvgu/Pa+RhfTOU8eXio0HHAvQVbUsajGW4YED6Jx9ZomrRIhVrwbo0lnvOIiuCPB/mnDCkkjQsezlssQvl5GjDXTDCJpjTCTxMBP0rzXMYpeB7X09h3S1nJsoI7EfUwjH9ZViQrvm44UwXgcIQ5TIR8I7RvGmqZd7Ixl+jPo/drIM6hgZY8Duv76wngNzz7aVHHaGPhDYszyftw/J3REHSgJkCiafCz4xOFJzXOh67awO4wtDOAXhb0dcpcIoOiEZResoY8ZKCAYm61u8v726RWW23ydTIptrmsu8FCnuYSPTRtgTvSGHWF9wyQbC4cvSjFYWwZrUig9hl79HtlAmdPLNjYL7BAAZAM4RYYBxFQ0hHnacbR8bNkAQ01nBQ9AcPTu+ttWhadpgBPQAuBObidMTFELKJp8A8cRiim3mEtQXOPbaRe16JK0Z2btAxjwXCMjKwOx2aga9x2myE+0Kl5Uk2TlpXE5AUZyJUgsoQn+emtNcpud2UaDooWXQx2OnV4VeXx6bXHmrKQ/W0WMabeSS6nfsECNuHhCuDBpRei3uDYtoQfaRyOEBO+VkSFTQWCbxx7dUpwSr9eB8y8w5lexNEw9kb7vCiaOiPWTjO20+uKD1iaRPOyqBVBdPSZGNRcVV3VZd7dbmVdMw75OA4Y48hjub3bGqXa2zmiNMvrth2TDHFYo8w4zee3b5bAk/zd9z9lWaY0Gi/ravOmlAKD8rEfpEyQeuXMezhLCMFeIc1pVaThT96DZe3o11//4r35+P1vkf7j8HspbRZl7nYlBRlOB2UCtE4R94dtQQm9tSMARR6Po+0mo8x33doPgyeskGldJ2EqrdIsTQv5+efjNKnDvi6K1IInN+nVwtuMW8YMPHks1tn042SsydNks9mc3o7rMjsvtoctw0FXna9HbKo32zimYR8cTastwZu1sURtGGkm/JHwNMvLZBrV7TzVWxx5MZnNIM7GRSIv4vYyv/Wd85p6vzvsmiaBqXNEtSlJOfGpWizlFBCLQSGtYe08QqUKFlEiPKPLOhuDBC3jsHLpGae9cO+nWBzq8OsNZEXEqVEYxhHwvZnmPc404NcLliXJsuJi9h6/RLCDY7MP7JhxhLnAGsZYnNCA74Pa2bNwRtdKAQcfYPD9sFzOC4pGEckLoP7dQlbQIGhaZ/iOodoFdnywh/tbO5IW5GjKaJ4jmtJ3K2WUM1ZVMgiaYaIx3mWVZMQvNwC7iyoXMfv65SXi8ePjPhaQDRDqIWGzPmgMAGYwoK+QcVov545j8c6XUeWVLMpMgYTm4gQFZec8l5GM4VLjkpVViiGu9hj2yHgOFWqIMcIdGS+J2VLqOOdVjdvlOmOBdjkNsB0W+fPXLkl4wJaQcPZieYkbSI4uECbVGMjpgOW17uvnEwiRUdxsifO49ld4fWJHqHScbAqzgv9ljLud2iRP1ulGWYNfCq493GNtQ7IMFwCIdOByYWmRpCUStM1mczmPX55vyFJvsqZOlBLOka6dt4fi/8/Tn+1YsqPbmhiNNBqtn427h0eslZm7cudRHZVu9Dy6EiBBqLooCFDpiXQhCKp6HAlVEHB0du5cXYQ3s7GeRhpN+DjzKDewL3LlCveY04z8mzG+gftxY9y1zJ7cvG0bOhcXfXwaMNlyebst87TWjWFpp9QysPsd7ohJsISpYPJ/tuJpnGKmWoGW3mgqTFSLOe8nxHLSFJmzmKai0RmkfnM03KWkKu5JKtYF4NBjI22MEgYnM5qoxW+OKjCRaMOKxtjYVUYaisAGSVtHFHVVQ94vyAghwmRd2cshW5LSVDrbRFmz3F7mZQ9Jd5ti5jKyFMaCGwVQTOxIc5LuAU1G1dyDXArQZXUBiT8GQ1TBOmXQAJAj7P1sw7pHTyZSOheRm2zJRkeEYSzE6c0ylTDVQ15pbUhEWlZ0rSsQYe7ksCdlna6ogHedqj0hZiBV6uu3EwLLyNdOY2XQ3+fgtro1KmEDgNA0MFDQWm8Bb8aWwHyv6lymcqYvZaU2j85bf3xiezhOTPdVmdYto3EhZfQvUHkcn3KLqHtaVlyd7cHUbTb24naZ89KcT0VRZWNnTXRjDv1CuuOyyqiY7ft1663UCoxAlhJeYvwwzLvfTy/wdWHP+nWb1NMzvObL+ziFVdGkkMPrZremRIe/fj3Tu0YWC6MNYE1ELJ6f6vf3zvYOxTxTg7hfHV1TMiQmacMQZ7T6fSE9uecbVbubhy9fnqfebmI3mT62SYorBgOwULJuuWDKEjnDPNq+n67XuxLbv/ztL0VVTYONn2SRF1lS7JfbnOfq9aUx5IVk1+s8Lk5QZIRj2wz95fN2c140ZfP65cmt/nqZl9k/fTm0RyiDg1hWeDRiultA9kI6N/O6MZ6lQmMrvvgy181TvjryGzOjvnwhixLZbRBEPnHVp+vgDodilfJ6nzQiq5KwF7p0HDtlC8g0JmKJP/3l5/aAfPf20cUQ7Ay6EjkQ5nRsqa6LooQkvDK8dvD0/OandTnnf5FR7geCa6dL914UZX1+eq5KmCKyLokN8JvJSyEyZghp8v2Pf1RFVWQmN4RcObemmk50npL+Zo0JDShqlecFBmkoRDlSspDtQY3LbK2d58D6OlNXcuFlWcp52jNNWHNdxwrsOmu1v349aPM8DKsU+/npJCRPV9j2w7miNA/79TKJkDRtuVo7DIPf/On5ad9AyX18fP/5p7+UVbGMJAYNvcsMU/xxmOd5+dNPR62KYcIxWebc2cao6i9/ut/GVCZ1mVaFqWoTtl2pHQyh1mzhApMmBCOIGyPEQuVZrqz3LAe4eplS326jKUxbwx9noKmk9V5NJKYUBaoyHPKofEk3USqZh2CMwlm84vXp7tPuIUIHwpMQoleHgn/AJkdwDmdI9Isqh7bNKDOcziXGkHV9wEVS0m0owedhKWuDqD5j9LyuW0H4bZJuYoqNqBQCRjexoCwzD1V+7eZ5tvFARu9ABpLdCJHaglby8O0Qs159VXOhb0ybVsmGgNUNu8ERG/zTS4m2s4c1yHzKZOuM1cw1OfYqm9yuvVYV07FMbXu4Xie5i5quqcoy7vHmkCO2zE1RQK8hMVjsdlrLNq/gneiGedMeqB32PM8ObZHlapn4mJRW99tq5y0zSZ5nQLBieOwwLpH0TK2576wrj2dSMT7fxqfnmsZy31IGPbvcoo43Vfzc6MMzRq2Wv3jgUd6LMlcg0LHfJ0q+/nSIHIHo4+Achv2BQTSR275ZUHA8Tuz0Elm1mVvcMrmiQhO3hS0N6niq3LLdFiuBk0OZKmjyye6KJJiNgzJyVnkKabP2dfGwrMM+j3iI9iRFUUfBQ6huWRdjv5D7mCT9bckKDYIOmYmKKW0gbWiB+A89G59tjVoUba1l3CYl+lXMQTFsGYk4lSdAskh6V8aIaeJRmbE4igfGk+Rk9tGgGfBQaLSj/X0J+7ppVVVYFcdu1Zi3VVmle5C0c1VWosUlviJqbnelYIyTb96vVWFenxtcJ1LcupFlBzbV1K8ryqwy89avlqw/bDvGMPQSIm6P2D0aNh2Y9Io6X8U+jraucm6jyGbvB1s35tCSTs5vUsZHDiJL1AR54q8LkyWFIJlw2KqKsEROV8YlYRkdNjGj69bE78JSYkk6QNpsqOlx3SJkEGEa8AEWpb58jmHf8iqXWpeaS9lal0LYpkZa1/XyOSiVHI51QGjGFv3l6cThP6+fb5/nl5Nz62Ld8VyLXfz+y+/TNLfnc9lUe9ifXpqV6J59WWyqi83tPIpojmxVFWVbeviEi9GZogTOv30hJX5dg9UuzZT3h837tjk8nZpAh2anJdRN9dyWC+yj/XBomrZ0bhv7RabpMs9dP1dVnqYEJ4pAORfbVPn85VVrcp7cygN8ej1e37tCp3T9WTrh7EnTnL+79yiBdxDcTsg9zys/I0M1qfImKNn0/ZSz8hVDb+fFZtpE+V5pykqmybxQO50O9Wo3HuNd3G5yJB81Wd06jveSiSApRIfjIS+fP79POeQRNgFBHK/X0W9+viyn05E811IWJh0YbwFPxRCk4cLdPgcxkIxdnwuBpS4l0fF+m0njrjLyPmUwlTR5o1UaNn8nCZEWCwePYPzP6ZxpR27vdOsGolT0btc1SYsc5c/W3wcphVbaQN2laH5gdiOeGyZsIsU8YeNhFCQkZsr4TyudCThOYBIBXQhkn3onL8t7MJugCAudNzqWYjvVL6ioLUe3sL29g6Z4fHOp0tRYtOLCAGQjf5lPyoVptCNq8hmWfVHM03S7DkVZHg4MY9QWZotFmOkUEx2vsrRuse519/Hzsy+qfAtAnDfqztrksXIoM3RrKvnbf/gmBR/XOLgJNnwY7T5N/bqsZd7gMg8BbL1Ov347ObfVZbafa8YeyLrUOE3Xd1e15WLX67UvqoLDDAHIfjjWpsjsAmpLZ2BNpmFFv3c0mxPXz85FQEVVoWZx+D3F15/PScK8oVAm/Weigydnj1hPvSwOGGAMFt9i6GJsKpLTc4MOQagpQsPSdM+wNMhf//FD6ixsicpEloK82RN0v6mpVy+IsY7+Y+kp7oWQt/uU6vTtR08LanedirLSt0+Yk+dDUbUlfK3VJeked55pBEvi0VCEAaDtrOtib5KxR/p4+TEdXxrKkWRH95WBGoh9i0KEg/cduiMcbeerJl8giKxQVOGF0CHHcwFtDwYGRcrIQ+YBjoiVThGXVBt6wthR73FBuolttYFAhoVMZ6kwMHBD57i9BVwct+/Y4TTjS5lGexiOQa3OLzkZa+NSFAabjGGWJwTrpnRLPR561FDQydZdG3LDQxBllY7DSsyA8gV3P7F4qL4j/VaXDB0s1yLVWGY4pinLd6CdcVjAQ8s3zRBVYI1UW4L+SsQ3ETNe1LgCRYySm5h4EfZh9vsOiMnkUiTBLvw5TZPGBpX/cUAbzPo8hCDJ/dzJ2tNSoSlOxnFBIpinUfUn3t/v9aFJRFig6plt4Wvzbpv9Ns7b6VQyB4zwpM1vWUF4YKqTFMJQ2Bw5kOCRVDL15H+EKLPMDLqa9bqgK5aivy7ObS9fqXuWiXgDXJOJN5yS7I2y3PglDj53enUaUPpAX67MpDe3L9N6fq7zPP29m+79XFcVrrY443C8+yQRP1htPBh+K3LtfLIFjpFUyZfngpYVXpFo2nIcltO5SqBTTolAwIxGfVo0mhkzj+7H2+D9djyUTy9tXqfX92Ea1yzXIeZKVbU2WbYnSKQSmdRuWy0Ho/d0j1pnTxjG/DjYY1M8naqwiX5cvv92VVmGgTRPl2X9/fvn0/np9KXJE9R6JGG8d/uenI8A4m+34dffL/suj8fqwWSjN6Y5iswnUL5+6NHTHqtzcyhVPHJZsuzU8XsiBlz7YR7nIkcDRt4yemyXatHUeZ6nd2f7nhCqR/3dd3NEvOgNNa+ffrtFBLRsmiLZxXAf5nnRWjeH/FHfA8qiUFYIBUcHS7PO088+ybRdtryqg9Jdf9+9q5syM0nicHytq9tDJmU2DP04dj//+T9sHnjsuiwCoMjhcCiT5M9d13s7vrw+JVJ///EZwp4XyeF8+v3Xf5tGW9f/4etPP3W3+7//2/+cZuWXrz87a3/97ZemaX766TUR9a+/3u734fmp/dd//RnezPtbnhfNod4psDq7zq/fXqtcj7Mbp7XruqoqiTNdl2lZ56vT2Wzy8tDkTVktcwSl72Ga7uPUb+H0ej5Jcbrcx/5+I0m1yNG8MEJK/RamcbwPY1GklcnzIttlmFfvxdKmLDNqkPYqOKJ3yiqvGyTZ3/JU5ykhO0K+f79kmfry03Mk9YtYRsjN+brN4wAJeVhW6Jz9D4LA9/dxnte8ylD/DjNUy0NtUV6sSN1iAybKrT2W3jlg7Ur+9HpYZgpHXAPSJFy+EAWbQyYYBezr6jSAxv2KTE4eTkbvcU1U/BPfbxIUYjpK3LFiB+TpuG3n8Pa9jxrsCBfVac5IK8yzX703RmV5akJW5mUA+JEKKW58jDbPPZLFyc3TkER3M26pnSUPg6WwF7kBxC/w8bKvm9cfb3eZpvN0T5E6P7tt00U+wQkL1wvxmKeXRviwzu7UFomU44i3AnSCEyhkEwDXdt6HnrlGBrs4+frn87ruFBgtqullJr3mfKp+/vNx7JieIjanNIrOKJ0QfYnzIDFlev2c4LUQrcb/DJ5+li6zHTubJPtCdCpDomg92AT3L0olPEUpxCO7+LGzCCVZOeLkICvIhQ5v2IOthhM9hl1hLghDZOExAAEAAElEQVQroT5Syv728BGAYUu1HAbLYLrJTudiJGGc3oW94sLzlcEnVPzKfGtCm8TjuUZ+acos7BgrRCKy8pEWIIhJIEYiE0Ks+EIZEudGl2U2z4QAl02Ox4kjN+ws69L7DTZEWUFw2TE50tXsjCFw+hnGvxGtjnlHkOGEsoIYZNihmqaqrCkYxt5KuZc5q7m2zVe7e++rGilRBrAEdZhEGsKcCk5edIWgGdHYl7ZFpCkDVpWSP5EXBB7Mg22fKqXEtC4qovg48VI5sP4F2JYXarb75tdDlge35SZFlSMT0hoFK0FcgjROKuKRMNhzk0EOQ5L++d7byTPIKPa8yiYcg/S2bttjgK1f0CDHbKxIzShKw1Ak3tJak24luLqD2JJdJQKtTNIc8kQU3m1DZ/MyrZpsnqBql5WO6ZH0WtvGZoJVPA2tbFvASUM/O9Yw9nSuKmNIxdsClWeV53mWFkzENYaNfRwIKFqtyLR+eWk/P/c/fvsUAplD3y8b8mMCG+63Li9Qn8p094na8MVt5aH2LtzuQ1VULy9P5MMplZd1EHs/zG8fn9bvp6acZm+tb5r8dG7Ktk4I8dvbQ7kMtl+Wv347l3m2On//PgxDdzwd5c6mqh9sXmT1sb3ffl+GpfzaLpvh4YTSH6Z5gXxbVZwAbcXobfWnU1HXJNl2/cS60wadFf1wbRpc0x4Z17zMdsl6Jet1MXljBKSSRcNPsmkm120fJ8saf9mcJQvq1sHhh+9QZXsixnEuCyLT2PiZ7PX1+XRumPUQkcpgK2Y2qpyE3mz49fqf/7//S9i3v/3r/3o3dUoKoljtYifMO8tW7klw8OSQj9/7SU6OkBToA7Rv53OVNjT3JH6OnZ3med+dTlsFFrablw3XtCazcp6WLCdzbPVWpSo3+H0j2HD3GF4i1gV1R8MlICWOvphBlz9QE3HJUJb8cUW+TaO1KzbTeMCLxph9Y38iCtgYFK1oPDjuVMmyDqPaaIfOdvcpMwDKKVt30Q3rfVgTsddlCqHfpMOwRJUXezn0fsua4utVPoSxI3sRlU5bw7GkOpFFQfkiE0myIxFeO2GAHE7i8zqg/cPBSB7RssTQcXSGW9OUx2POwRRCHrfyERNaMiMdafbiGpMuUiX1Xuxxo8KrNQ9L3RSn52oaF53igY1LTl7kvMzzimAJu4KFIH84Q+fGaypVmUdcJpWrkJrZVvAQ6oNA1I4HmWhj/HiBFJ2trEgHIpAt2m8SjUxIQuZweZF553/8/vH0clztPk94hJYVD3rV5GypotxhwwX30NjsX396SYjr6TKTiwTFYH2kk0FVhsF6bo8FrhK4bdxGWurToUwU1kGt0D0qnXbT4vYF/MuudLrfIrwnV9nhYJJEjcPyIHFnSb7vcFOYRWXSupCRhdLXbWEnm2X6fp9wBWDNSExUxy2WvXSWIbAJ255FkCC/fEQoOreJjR1PfKlCURDwOI7BTjaQIJRwUMb5KHNWgr8xsqaJNBnG44jRZvIdrxReSxGTSNiRYscipLUoUyQYPrKkAyigwCdP1TZDMlAUECkqUDJQd0d0ZLKleWqjnlZlKk/V2C34t7E/eQo3RhBh6Be+l1iTKSlvd2wDMcJEkN6naXTnYeUnuoDtVkPtVz41FdPKfSfSUBUaLQ37c+afUEa8WCzrPoym7BLZLUZNdTJ0NjJakl0ooZKZFASWV/grcCZkRaWXZRvuw/FU1Q2z5IcGOPUQm1CMsHPgGiOHym+89bWu6vbyMYyTHXtbVcQWQRnxocBLhVZZp6p6plKxi1tnn2hKkrDtpsz6zoZ9iv46HMJRxBR/3diwbi7c5ymP7Nx0splWdvblnpVtvnxO04gEqCox0Aa/XS7TTGCjTE36eRkQKaV5W6fk5+bKIWPDfgbzozEx30KJlOk4Z52UU7/89HMrJQ4QXM4h2Mkh5vEePI9S4TKWzMLZ7uYmHkFEXS99159Oh6IicGy26bTg704zBaaiW6syH7sxK9IuJllVdRHEPtspVeT2RMWBuQ8LeR4ZxIIt2cYRB8zuvN1939s8r04N2sJM0TcOF/D6UqkDqB4ZsGyZ1Ya6KVKmp0uCkJi2qmnyobef11tecPWlSpSHanUhFZgzV+cRKk/WHNiApSp5ej60DXibP76/T3PwTtQ6KovWXYKNR3j/iPX+/BjaUwpxNwFkD+UvhhhvnPp8ucbkzCPj4KGqTdUUv/96yTSM1nlwP753WqtvX0/Wbb/9dlOJejnXImzWinEckkScDgdlsv5m+2VKZPb607+OXTf1o9ZMhlWCpjGVcIw1Ervudn8b7HZo2nlanl5fcjIAxdPzV29JKP94g1f09dufUBzNLi/MPIa8QLGy2e3L15aWe0IwsvnQtqemLdyKNXey8wYhifWCXbyAh8kO2K7LRsaP/PbTGVUhOwqR7InJq2G2aSL/43/9H5Ik+fE+fP/sv7wc/uPrcRpHIVNmOpxAxBvlWVp9Pddzk+DG5MdlkB6bvp/7+yy2gq2Fln0HlfD5OZR1vrqxH2zmNsW4JjElQ6ew+g5Cj0lDwqRrx3qrTLrM27R4lSSnIxLNYVyrKmsPRU7wl97OZZ5rVuj9vMxpXmCt3IhEcw2wO5hhnlxKQxMyuYDpCKGOR+JhuBWJaJIF2vudeiu2LjpNo/9/y2E7Fd1tZHETxEK9oWCiJLsBWQQ42BTqdC67O4mAQu3a7eTKToApDk2LTnuY06RAGh8ncYdDUWTGeT/y3qHqbIos5p3oHEqkHxY39ePXb6dUZfD/I1PRe/f1tSnq4n41hNaWWUkgxzpO1k726+sxEUn3OSTRYpHAoeRbcKsHQRqzm1AcwTlIhg7l9kM7U+aZ2P3Yz4MIw+i0FIWm4hr7dRwxUJye2WnsIvn2p8OybN55O8NEQN4CQo57pyjxkPf3OdOQHgsj8yzXMXIdy48P8+LaxhQ5ppIHEjPxwa8hSfEM07qA/QDIUbD4IsCAaS+Ugdgx+jiXj0Dpifx6VR8wmNE3RIc3AMkqZ8YabSOcihk37C4SQ50QpnEh5C3jr1xV6L3xMEQNUV0DvFGK/MZtQy+AGS8u22PjR/3A8laCPNhMzAgnPBn3wYIngj+pqhlWhoAefuy4j0hORX6ZsbMVUmXp/YJGUUE+I5NWR8nrHoThwCNU9oGnyXQkJqTS2TWiu3BQo0UqlF3DPDJhFYTT6LIyM1tWBLNFqeeYixCbzJDAwEt9gI+VTkvTmKaJAX2T10ZWTX67Td755y/tQ14kNKInlmkavdvQW7eGjLqbpahbtkSpOYK4MaPHRmJTe5aoIo8iuVRYt40ji0F0NEr2uA3TwqSNJDSlJ66ZZNS8SDmPcAYpk+e7Y45ml7jh4EvMRJCMfmIiorXJ5vYiV3uu//jeWbs+nevCKEhsUq4gvlJmWL2lD3lpTm2+rO4fXd/3KsJpkMKtMaYxFvZPj9jV1SYuMCjBpLcnHgNhWheQny+XUQSgfcH5zCh5rIEw6+Rynfu+NwpoVirlOC/D2M/zxa6NEKabp32/1e1h9VtTt4e2NJn6/v2z6/q6+lmEcP14E2E9nb91/RTHEOZ2H6+Xe54XZVOOdu3GZQvSLnMJyNcvn12BJISl6pCs/W2qy0zLJDfpl5fXNJO//vL2/v5+aM5KidKYiTQae7l1QNQS+fq1OZ9fUqUuQObHum5P54JIs5VrOmK9BRM0od26l40hJGz380ID9fp6UmnSDevQLyan0yH0SyfOzVmWfvv5iCEO3bzf8O/Mx1NrlMGmu66329p1aV4X377+dfPboT5VbeHJY5gjniANfZ9nNAZScnEnLOqSZelffnrdgvxYelNoVluX+3g4VEn854cG2uxI4goUxdNT3TQl0+LPYVzYX7J9lqLE8VzEFcRml2VccehXquRpBdcvERCikA4kg40reqE9oJ+6hjRzU7/EKXCAS6t1ptO6wn1BRwvBzrPKWL3tln2j5CoqBkfEM0fNSTSzqiSON4pSj4OjHedqoUDqhqW7znmRHQ9FVeXHp/IxE9KZzg2p0FO3YkGJsZKOdgu3z4htIJg0+fqlUelhnp028qefjyte5On7O8q/3dmGditNUnnvLPCcZwRpu9x1jDT9+Bjvna0akmeW2eblHrzCDW/SIuOqeDoV6ZcaPoTdqjLmTETOPgHN0e7IJGNcumHJU/2iUlNqvFNS5Vkyzwj9Eym8343BGMlcVaQjZwsKTDuvuYHfKGXSHEsCN/3eHhsyOlNpLajXbQdYmvQAwi9dnxi0YGWuTaGrLefXHpeHk+3Llwaxh8N1iRiAiF6+3XlyRakOT8Xmfd2YlSgCPLwZ3Avn0CokXWeVkf1vl2NbZqlsKq0yxWpyz2XkNyCMjCklQSDCiTVtKBvDBrUb53HQOjs/teSHarUjx1Okd7DaSnSWrJ4BKrtgBEvB5DiSM5MlccMWVb6CNzy6UAgXVXTp+SN91TOl2zaR19k0gG1knAl9keC+fSeDnkyRbqkbs4sAGDaTeZlVjXHrCuUl5gGJTEVH3x5J/SBDYm4pU0amETBE6cpLpCnQ2NHPEEcBQYhWDMkWh6UiMooJU1Gk5ZdaxnwkVqAIYsQIlJj9J2p/RuDgnooiXe3Oh4GY2SUCyojkUhHaM2/ZtzD7NXremJ2nZLzzco0TiYIxRo+1FcCSPYaw0+kpsmtc2HMdUwEQbZKC7R2Qg7p4qPg2JR3/S2IkGNmsGw2Yw93xiIRaZhQvWV6tq4AagrCMLaNbfAiL8ytNPu2rEXGhGlssAZNmxo8XWdu6uzHMTINM8yxYK1PooMPdKabvFTGJaGNyHUM7TU7zFrPut6EbldyfXw5ck7D1ueUphqosN+r6OQ0D6wvi3UGDCm3oiWWK4DmS9/DuJjLCZmKt6T178ofD+Ha16Hth46P9efv9PgwLyTS0bujIb91SZNnzucnLZFkg93S9tXYh2WKH6yBTCSyXjUGOCo6aBiN0ZA9us/Wn2iRpMtwGJkW0lHtxYJE7krs+M57I8SIOvR2XeRy2ly9VketxXBCeJ+h4HWFflp0IYKyE8S477v3ydkukqhFaK+fc+/u9qgujqckQRzDX8Uanh0PhnK9LDYpjdGXGDTFOdlo2lVFa7QqNVh/2otG4YkSaGwIbwwaGt4qRfd3kpmk9mLSiZtrSlFVAKgW4/PYwzyurVyWQAOF/TnItnfe3zym+Eg95lUpN2O9RluZ5wdpTRaWyieenk9u2f/zy4dZhGMeK6pBtvU4N62jJXAnRfi1MbtKMEM7rj+7p5fz6+lNb14nYX07HtqwmO729X8r6mOXK7cRa3oC8ISErSyMTVTfNuT02B1Ktf/n19+enp7/99Uvw2/fP4e39UlTF+GNdZ1fkyfGIqTXmd5lxmpkWwaGThTaHqr7c7tNgM1VUbd6RXSmIA9s2LoE1VLXhBCAmKsHmHhAzb9tmCtJuPz8GUrZSTV4CElUpZBj7/svLE3Ou0QFTqflwyZZJTBLk2+9X70Oq2MPnefbxNkDeQ+Qj2KXEpmh1HCxz4lo8RWlu0qhNCM2xTGQyTa6fbOKTokikYTkT/fOpKXCW9qMVSZKXZp7tiFwc29e9X+Ue6rqcZxJo2fLR7bIqgaqv1AJxyus0rWrTHtF85hXW6Mxot/imzrewjz2XeNiRvTnEiUGl6TotSqYguFIMw49sA7mIGmkPPeRqXVWhGUEN1Q9VU8yLj0Z9rGJlhhgwFcKkiOymaTk91e5H8GkxL3tdsSpfFqczXZaFLopptNpkFTlvIVGqrnRZpvO4tITEEqIqBJZFBrsbPd4643ABEJTKzeIMe25rYiNj2kwax6x2dkO/qgSEY2akzsOjNUUgOvuhm+q6mufFM7hmPYWhwm+Rms5IMYVf8LDZZ8HTEiMNYNyJ6sJzzbnd77fPZdJzVRclUTExtlbsx1ORFwZGlJZzjHFLcH3D0cmw/LHGQXBbUk64lMlv1WCnpyeM5oXhPseb+sFIC3ZxwF0kqeU8uoRk7NvmclxnCFAjk9OaPJ/HqbvO7ane4d/YEuRPWmRoN6CRI69JyL9JBDBk5+2K+kZrtWBox9PHA7THJICyEjtyRIHLnQ47rwzg8YWsJtx0gdqD3ydV44D192F8oHgQzEzRMSm6vqIkdIoeLubZZpmKCYfAvemf3ToPgIsFf/FJqaTMU2yqEUih1Kp0jjcEg71if4C5dLtcFu/IuzU5c8Mot3F5hDIIkBDCrjbLsxCHvX5087iiky9NUacxHpYd77aukP/ifFAqZdEBAiYUIk7tU40n33hj+C+72/L0hQC468fACxGTpQ9HzEFvv93ac3k8lRj1wckmx6dmvE/XzzEhvCGAMZdbZszDv91UmVLJrVNfXnimmWrNK/N+3FJBprBwZIKO5nrDVykT8be/vU6Tu1xmF8K//OkkU/mPf//EGLOxqDA553BeNLmRB7INxY8/OmZpMbEJx5q1cU/YbiFEPgVYpLY0FWNCEmrh/nmfqvT98+23X99evvwlqrKSptJNWff3USgxDMvH541ouchZtMOk9C4ZT9vM5M0hv350dJxSZBqVtoP+WBRlti4W8WGy/fwvP6epun52D+xTWZyUTjFxUBiosKmyqLct3O9jmqV+DUM3Dffu9PyU6WzfeAD2JCDYKQj9Uglbn2UaD01eVHld5xVpTPv9PkfE4JKjulyyglGL4Q/ciqiqIGNo5FDK0O4lh9Ysa/jx3qGgYjNdcCAo4iv+/o//tKzr4fDT69fXQ3tWjEq5M9zskj00Zf70evjjVybYT8/lzJD0o7/1L19eyvpclmZfQ2kSU2VDPyf/w3/3fy/LihWW3/I8Z2kwDRwN3oOgzY3z+7osyb6cns6Y3MQeB0iMTOJ4C6+uY92Jdg2BXYRFcu6Tom7TNG1aiC8WrgSEqzgyT1Mt56hF+afGT2JnYuKLLxkXuFSsMqH/IH4jN09IOXa85Kenepnd+48uLqYy0va2TenU4IdhLhR/OiZy9N04Znl9lFZMayYHsIQYdeDUca3H2GMcF5PRurjVdwMhYE0JYMpvmx3ZHAaYssm+y/ZYkb9c6oTtqCtK7Nr32zJNJK88bDDQdmRCnIyScV1AOB5qAQzHyKMRlM/rasGN5qU5HLL37/e8yLIscwtNMuI2VlV7sqcmIx8BNQsLTK5ZePo6tbOfI7ZkByDJ2zl2NmyhPuYzkSwI0x+KB1b2SGhgN0GUiVFpLGYTWR/y22X0mAGIHWdOs3gAR4gYiTflAtkT6sU8vXz02FhXmqIk4ncPx3IcbVEYWpHFzRPhB4p4QGJqIv4bly+u33l7cJ+ShOB7HKQE4u1ayqrRBI7HzLehB3tV5HqPmkS7+tmCLY5qE6pTlerL+y1JuH2jy5bBFf6B6BNHeLzi7ew6FMuHp2oa8OhXtWlqHSJjFvApDQ9nH4NqkNJEeBMuiXVFXD56jHk4hMkX0loAXIV3YrmrHNa4LI8gVqIXkg3QAnq2KErCj5AXeB78Bu+eAHDJFMPZrWxwFgz9slr0chJ7ejAG3ZFiKxtWyzwyKgMx5UNPEUndmKG3TD0jBOWRjMTOh0w5HCDe8dGN4xqQ6cr2DMAgWqfQYxc1zGtuQZXwAOCAx4CBjs5vaZzdsnBGIMlmYB6XyFhPNiC6vmn+uQWNkFewLonk5qN9TMXm9+eXyvswdEQ1YHWNcJS8kLnJIsdijHBt+hKtVVln8+Idfn2M0XsiiG0AgEitUlY8+ZIGDEgdJI5AHhS+o4DhMEaN74yfE369ui2oFDcMD4RzLD4rso0hogYENm9lmR5P5by47kqWwMO/Hm/WWA5KSSlQxKuaqSRPADyS6MZPozaDIyLyvk1G3q5dyCMdxykv8kNbSTyKDERKSliONWs9nPfIkdIZLdbTGdOgcx75lWKFY/JsQLQMxmDfQ1ESOb0FMc7LPMznUxvEPnSUHU1bL5OlVNpEYXRVZ5f7/Hm5ZFlptKyqoqPKIQkG9nKB9k+n6f3SlzVzmWle00yYDJEwJKGE1D6Gb59TibrJR8V/7/f9dGq+fkHXzXeCXg024OYJXKExK03fT/fbuLK7YCPYd0hVn5+Op6dqmf0nSYMNCRMWLgWKXMDL6y42LOnLKlF5ZKQvRoNfDJOYy6o4P5dEYqA5Z3GKrQdzhZQ6PZ3wJdzu4z9+eVs3ZQC+I2zq+x5+SZJkKQTaSHEYFxsjWzQDx3mcSffZ3Lp4Io9KM3TXlI2j//blaxDheu/sMuPRKCue1k3MRG8tTYOHcOiGqn4qcpUZ1EHzYoMThwOwmft9nmZrikLuoql1UaSfH3dGsjHS5tdf3yWGk6QqitWugjqgE5v4+tPL4VB9/36bZldX2fOp7id367qyMKXJZSIyYi3l7TbHkKUtNwZlIBEGMMDIYfS4KM+nmtd6B+m84hLkQYKV3eQSSVUYZ2wmtWFclWp4btPkitxUlY7iihguN9rbDStae8wLo0XChh8yQa7LCiRG1wESQNQdlVooeB1yBq53RgmgOJjhLlvTFCj857UsssMJ6UrXTSFgJHtE+pACX5hlWmBCNmXTFPyrLIC4kuM7mBR1tpGJspgMJXlMTQUZVdTZ9XOaJ6fJOOblGnsuYmMgRqw29CN8jq9f2z56vPcoCpgteZIVCw226Nb6cRqxcu3J7T41TZEbGIIgEDlpicmp23wccOYIsTencuxnsO3xGY5/EcSCqablhpat001s4x1eXUmUFhbrR2oLYBWJd3oL4XadKQyQaiNTbGrdNsW1X3KdxpCqfZq8W7FEcuJRNKFsj5J+UdXlPM4ruW4iorMiAjrsda2jQofXJ+GmU6sL42CzjObzkbUAfkbs3gE44ESKqU7jBHj5/Fy5mR+aVzSN07C6DaQZW1mqvxhYI3e3oOXLDK8SCXWRdUXOqsmWmaFnSpm0Z3iikMhuG9+Ws6spAcUVJZ0brCXOVXruaVyVlvWhilhXIrVycqHsOm/V0ZCoDKcA902qZEwYF9vmP9/nvOB700BrArPCXI9sd4NMldFJLCGovJHNxIQk1vOzS4EeZ856JZOsyqZuDftG9vK0moJNb0ji39369oRvdl35w6kutLKWXzUwvrR8ekh+qJrKJp+HJQK6VNhD3eS40AOdJBMWmTw9V3bZFrwAsECXeXUWXE3cNPLBetg8kb1LuhLa1Ogr4YXCOLCFQ8vW7+NtNCWIO2Z4Ub47DE5rMnWoaVe6a7tsdc0dd7suOdcl4LQ9YKaNZgQMOzyQ7MgRzcGdAeGOrfeh5gV1AUyOAnXz2+2+KJHoXNt17TtyjE7n8vI5/P7Hx/PzuW2L3QdLbSCObaFTaPM/3gaRyhMQKWgIOgPstkeFF7pQstzQy2BrZyhDUW4iiSfRydBPJhJioupf7WG7XHtSk3Z5OlYqk0Pv7vfh83Yti+r161OmpV1dWaYiOrP4Eya/LktVFVuQyzy3NVh+U2i70G5Ah7pMqc66+10mrmxijh85vWCcDqcyM5lft7cfl8/L7fz8PE2Ex1YVMhZFy5PdbhMinVL//sc1iPCn17PS8JakIouFlxHSxFDVRXtq54miCz7WvJ5PeVXn3dWuzqUoxChfi8oIuX9+9vRmdV2WGc9Jqspa//Hb/e0yVHn69NQwJ4rhUv3Atdg0pRDgD/p+cJ46n/z6sjk9tUhrSDMmnu3yeZnnpWoOYguHpybCr/ayLKj2EJ7hCh7scjqUTVV8fHx280TTC/sONBOILebEW0ZiworLc992LPBZKmWloBEm2668W+Uu/MLgB19uItcteOugB2AxjNMkwoE2vyL4HAe7cgTEaGJBkN3D3I+rKAlJppJN7oCAK4zjMU8sXpchL4gPlRJytt9iLXuqVELk9DyudNjYmpMsVzvpWZR9zsUnOzY6kJ2WtaizIjczWVWh71j68ytHjY1H840UPpNp00DAWBaqf5NDwuCC3DY7bYvfTZVFnoplhZjrusryOuuu8xpzxqhUnG8rw/AVutQ/jUn426LvDiahkv24+lhjFYfSO8hmIhGP4aV3oj3VzDdw1AuxsjWiT9OagzkEE8NN2J4y6sxigATzsAZ+pk8RQuBdRroDOn8jmiKuic5PxXCd58mluClQocSlhcw1iKFt24eeLrpC8ODzaLsfpeVJiAFEkNOXNdMEg84/5vZQpVpWpT7Tda9VnMiKnPpPhGJjr+uRMrPUk7duXLdiW7eiyovchM01VTaOELHKShzP9UZFspLVw6QNCWUDL54Rht9EbmQmIfcosegCC/bDHTqPvsqzgvE2FLthcDLRSpE/I4kh2nM+toTc4eCzVDjNH8VzzmBCMU0XckRhIoZlgu5IbjjorSTxfkUQS649cwF6YP5SePmogNPsv0RFVY/RnyTtKkt1ztc9j0vVlMh6wubWuDpzju8tcCnydjSMGkSI/Xn8bdnWzq6/LW2bayPfP8bMqPNTHdP/FAA9NiEiVbKuM7yOmGzDSKTP1hyLqPbeZkscVvDh/NywB0ZVERJeKXCVpkhitJEgSsH5wvi8Yt1NWB8IGRP3unsUaGAkSU3qV6b70UYSlJDU8DEcgRooZ2tKgRJj3FIkw7jtuUZIidQOPAPov/jWJo+UvBiaRKvv19ABFktWxxzdO4vWZdv2gB4GRYPdtEqOrRE5C4cYFodRoSwLv++X+3Ue/b6TdLJ7xoRSxyJAK1aCWzigbNh8Ahy8BCprhZTff/TLijeyORRGK9oPRgeiaQyqpH6JfS85DSQnRifKjC1nrVoukmlYoWIpwioSIV2yy30vC4NDOFXLTHIJIp+F4IrVB2s9iR3OVSXwtJItHyKFiagoMs3oSRagUHZBPRBCcuuuzaE6VAUvTpG7DTRrajQk/ShGEBvouYGGi5VUbiqqos97P6DHhiJzrCIvF9nPg9XOZcyuEvF9BqkC0cvTy7muM3jGWWrXTYbdFGlb53037REET2kpYNDd70NZmSLPh356em7c4lSS1EWxZVtVFVWjX19r5gS7mKJDuD1Vb/c+uQ3HQwl0pLdlVdhlyXMj9x3SFjrjJGXzE3YmJEnRkN/19397U4l4+nJ8emo+3vrLddyDKEtjTNJFgNNMpoJqNHSlrl+LIj83pSSgB/tQID0Sethyf3fWP70cslR7ldyvnfNLWVVNU97v0zQsRVnbdfnHL7+pVFTN6ac/fe276fp5SeR+OD63x0qpWqdy33zTNHme4lS8Dm4hIjI1yftlNJmsS4OfcBBxnJFZvhtR4BDiOT8cwOpbS/CPM+byeVFpruvs0t2FkqYqPnkT/fmpSZU8nFoCIZJ0Wpa5m8rCtE227TvlO4KcrTmW6bbPs9V5agfPgcMCzW8YbERmMBCDqiKqR0edi0x1jlY82TeXeJfQEEZhijE8FUKqflhul74o87LIYlErp9HrTDiXXD4n701zYGbgHPUrcgbqV4dxWQRrt8OxMLlcF46AtmU9Po4IQXa/JVAn9zJmk5ZV4Vd+yUgc3MkeNhnWYskJwGSH1ydfFqqliGhmtuAcpjJs0kARwiYTS8cLsSGI/X6bH92OMtmybDMxISlMlHUfOgv6ArWeBwowME1rD4UISd/busp0jthbl3lAliJfvlQzyz3GN3mu14nffN1BI/bd4qC76ajR3XVtRCI+3vpIk85CAGMArbTMnr40nx9jGLe6ZoHw+cnL2VR5czAPdnGkD6TNIS9WJAOM/JYtz9Lrfb5/Tn/68/H1Ty0dODeIXCbvnR/u2F8FRkeEr6uFlS0AkKiqycpKK5VO4xLjWtnskmST49qtDoyn7ex0Sa/uNjIwoz0kSTjtcWfYCf1LlOmCgGaGrqgaCW0NJCjYZbML57xKRZpBETRGO0VDhTnWukhhQTcQtrQb0NIzzo5fVkxm36jsOYJ2EpkFAbfexwhWQoKTebbnM0UO3r9NZCQJ0YLCLMWdH6YFu3JdQ7vJcwcyNAjLADpNs9Q6kmODE+vkAkswarjvv9/K2jy9AOpMEnk4VkM/bz6cn9CvTiRZe0TRs7VxSDpEF0YLrCFjlRxEXpuq5AhNkgS1tt8vt4FRbBDXz4lbUcn1cy7x75m+t4TrxCoOPzO3lXRQBjFN0DfHoz6FdxStJQQvcxETPQ9HQBIYGIMQHh9voni/yhqPT9j2FpMLic1MnCMyJONI2J1lzArDL01lxSRutXvGjCaa/5ctM9LSUO95ydw/y9OCJAlB1Y0ujPuY5XDU+fhtu34AF5kWhsXAtHOcsssKGz/LknFYhZDNse3uuK+qEgKZs5t1nne52Js2K6ssJEl/JyZaZ0nX+3Xx87Acn0pt5B+/3sZ5TJQKXti5eHk+pJm+XCfX+WEc0k6cTg0uLx5C7d95PL7+fIoulcWt9nAsjsd8GpxJRYmsae3vSyqT8+uhu4+JWA/Hk1bifpuentpjm4+zv1zn6/XGQnXh5xZVfno6nA9FavTQrzolPsthPRB2mT8+umFYygpebktKokrUHgnb8sVw7EnOLpEliAsByTDg1uMwJCotC6OMKqqnj++dXe9KybzUzEw2t64mW3fLqx62VBW5Wv3W9xNyyHmq6+ZR1BFrKUWeGy7WELxdcG5neujGjx8/nr68hOAmImeIceJehltB5J0xcOjcLq+3qwSYUtVtG0Ly5bkJmLn0asPl2o0TATwRSb+Ow22x2zRWr69PTdM+vzwl/5f/9n+aphmxkk5LUAr8DKo6VlFi25ItLkbmddNaNlXGsVXovEwDqpyEuSCVsYXaugWRYPofxzkzSMXGYYb/asjHxdnJxo3ZeSTTCkrogq7oep0E7wlbaipR50xBP4h3SNBy4M3L2MbTAEiI+SQCMHcMRUFOSJSYwriPsXieH8Y8Eu9jVjIPJ3HPQ9dB9popIikFZTgSdrQJAeavQiqWMl+WE+RoLhiUsgRPEqcaQViamilyMsYYiiplMk62LNKmzvthnUanDYZgfj0uSsiEDyfxY7m3ohrldn773uWF/vLadNdx7G1zaoD/CKG1iFbjtGr0MsLbMYa1oTbqfl+4ACjKiTLLizRL0fA8UPUPjjOhF9Em4R09eV3n4zB9XMb20IBE52SDXYHjIU8ZKzJrJec9wE11w4xQ9vxck0KLeM8zDSqJEMg0IDWZiAr7nL/fJpOngdXEHD3WUFyKByzbuS/f2pXjA+ys2IUGx8/jEeVzOM0JJJD02OyXfJyFBFgCFnAf4/o/fr+5zeOl8VtT5cxW8CjnfnPJTga9JpnaC/KdWRRjcyJUjwkuZq8YWuDWDTyXDzWC21CU5sG9RIjgo6WbsGlsleDdIYV6k6dciiQbwLhntSiTuNSCikbgb8p5AAqPOR/mAVNqb3kflOIXix8y+DiAZDb6PXbWCFmuppFgqzgo4n3RmZ7tmhtdlZTCQ79UbYn/uyPKFMDJhsAmeKT/OgOzOfY8yibPapaWjDbYIJGiwy+2C75ct5JH94hUylilhkSgy6LGimmUMQI7TMMaUzGwdReVIe8PvW4RCCPjOiTFNcbogXZYMExvGz0q4DJ2OPDEoSxF93xRZUWtyaECLRAn04/lc3QxrXa730b27wmrLkOilIiuV3zMwD8R9fGeOosONu58Vq3T9lAONCSEPhH58M+EEukWb2d3OJV+39/f+kwrkxPY5Vd/76yGEpEvk5/BFyK8oHPWeuUH7MO0aZ0464+nSumk73C0xBMpqZrc5GyluttcVoZV1bDQWmbMGtfVHw/FY7nakazgmsawN1CsPtgTit3HiBFBgwMixdm1YoGcBJADpMDymKTCWV+UAG+6Oxl6Usq2KoL3MiPDA54N6RSbXTwhnHny8tRUlRn7SRCEtVs7iV0JoSKlEFzdMiOYbw5F101kHBU6Th8JD0Gyi9c0DAtlR9OUweEZvt0++/vl9PSamcJkuiXX3gyTm2eHyC1Tz88EAHLreDA/TApWz/QlCkSXaXl5bjOTXi+4OVGvlRknuZbjsllrw7YdDs3ra/N5mRSEd1tURKpgsmHmxixgdY7PL7K9H0oQYLCOxK0ZyhxbkVQRHvD5jvdSCF40xg2xbHo8HtaGW38bupGVeBTX9cNvqdJFfu76e2SJc7Gv8yCF/PLtbGcP1YL1sFoWkNQmM1VVWDt2t5sQSVm3LJsTNBrWMmNanUNFtjvLGGin6pZpmWfe7VKJabHtobpfh2ka+/Hz/PRN6/zz7a5JQm+HbkpJ+Mi4THG3ZvuezNYdj8UBh4z/7ffPsO0lGWVhW7enl1bhbjLz5Ob4lWlEa3NVl8M4xYEm28A0VcdjxeXIaH97gPLyMht6CycjFTgzq2IYoWQcW6rJ2br7tdOpeYR5FkVMKGOqihWZjlckQ7eALgTqK9c4H4mQJIJg2iavak54j0KJx3jsURKs5M1qEH89v23ZEP7J3kmpfpi9J76ITJ8ZmU+qE8igcZPPWm/DmLAszCKj+T/LMvXj+z1ClelSIqObQ3gDWJ+WPGOCNPnVGyM2Jy73EQ+USO20YhNHFC+qmlgppZLz01GE0HVLXum+67MsPx7L/j5C31Owu3775cMx/Zyn0RbledtcVSIFJZXHusutb9pGS5kXKWOdiDAAiJhn/WzRgUQKGHgCi0YUZwdRYztWAhWqsiBYL+zTSB2vUtWPq1vsX//2xURMwTRFSiy6O7/vCSDBTEy974cZeU6esYNiUEUAbFkZetEYAxNFwvgj8MgHH0n6GMeifofiB2lFSvJTIrnI7LzuyQ5BmigaRAeEoGbcYvsuR+xhMRgpWuAfeiLWXASTzMak+MRGhzUuQZ8leTVgkEZDo8c1qxVeD6KDVuwKgvbykU9AS+/2qiUYY1081h7Wd3RBWc7qOezB2jBPtiwzUPDRRfzIRuq7pao1aO6eXSU4Bh4S0iC4g+YFsxuKM4YLXH+zkyI5nUvkyuSqbZtj6CzgZiZhF1lKSDKdVcxPn2Z6QmpC63Bux/JpF/wIbkBCsSXuJMNBirE/brmZhwbQD0X1SGZnDb7MHBEaHiO3bFkbO5NqQFq5QPZVoYeP8ELSR1Ne2I3UyiwjIzeal8j0IwA5BoVksXDN8AcWMUmFhfxwX0QSh9eo+9QagwebEzWTtc5OHN1tmxcVK01W+tc1JhvzC08DydtJIpn3xTRnmSSHQx4FujTpO6euJakiVQ3OHdzvAxv47OtrlSbE5PK4SAJjlU5u9+Xzo3dbaKoy4DAST0/N6sLtOoJ+QaxJNWQy/fk+IHMjb3zxm0zT/PVrSwbCyt/FZNrTp5AM7JyPq1ozDHN3Z5lmMsOQXSSZ5lb9vAz01RmnoomSumGw4zB9fnx//fbnujEJ2Ch5++xKcnqyzfvzqXRevH8O/BX3cLt327b/h3/9icDGhQgcH3gMpJK//OO3IOSXL1+WeUKnKtTH+4918S+vL+2hUkoS5JumQgXeixzctMdPu17eLmVd1E2k0zGmQeA/j26aZ9iNQlR5fj4X6IDWQEYLm001zssyOeo0IjGZfrXnJhBRqIuSFq7rJ7+GqjTrasdxtPPy9PLaD6O1rm0rDkPB+2zyou9mH4RzS3skZjxJBLT/z35d0RnJZK/b2k4uzfO0ag+5MXYEyOb35OP9nsrteD7aZd5Curot01lMYKRDbaqcytBRs7LPJUvEBxdMCucgOupImkYXJGVVFLFw5HiyUMhY/DGHYrELRcBaYiU3BCpkOu37Vjf55vljWVUIkrV9YMrF6+DDuDw0ToCD4LfWOa9b9GixUlOsBCWeebaLrM1TNAxxKy13yYA8ZWrDFDkvQajHGDrhhJgnJo0gHysjjLZoGBz3U+zTBMzfTHFipiXNJzOtgjXjOm/79++X07nVJpvxV2zNMdcp7AtCGTJ8XSQBYGsRKMR88vy1HLuZ0Aijb9eJwuVcMadZmEHibtRUI1N0xfh10wapdzInh1Np1/Xt93vblq9fGsBZUStL7lYUYI3zNg5jbgBM2CVoLTf2lQQoVVUGYZ8WEZuBKXF8OodGtB9W+9Fn/P44fY+nBkVcbbQOUiGp5cGIFGYOqyTpp2XsOBRuHYm8T2eg4cTHkfSwFYWqqnTpXUnELRPcwAPDssutW1XlEcWbrsum88R7lBgP4IrB3zhh8JtCmjJjfgj0YzrfoywYmqxMd7PM7AaZXC6ICgyaUpZmpkrn3u4BhhjLZxiMWAwSJbNCW7uNI/lsJmcHtUS0KaIcjKxJUbGHChvIU4ZiYDBouiK5BJX5o3UpSgTMISbFqVRBizG8F3gVxe5sSAMCSwF+AO4ZOQdoz7BJQDcRcVyqYi41gwO3rdDEPQM5wUE8rfhK8vR4UCCs4k92TCvs0sP/ZKoRkzrnmQ6DcEjn+26q4gYVurFi1MrLA00nJKxAYzFHpMrqQEqQM4L5M0LVKKnJo5R7IB1xF/CZkIIwSGaannD3o16WMHURs0WPwXaI3Sn8S1T6VCEd4Uh7VgA9wk2X7G/fB22IrSvLrG6pj3nd1m2nwgPa6bxcFou3DY/HnuVZXDDGnwWcRt07zkTE2qRQpMrsXbfsgk87SZIBcbg5nUvQPhpgTDxsRFaYLUn60eIkqdLiqfHb9nmb79fu9eXQVFrgvyPFMZFJe8jsItc5OOdu1zHPDfeS3Xbp2MNE719Ub4pc6z3s3nq7EY2Y7BwL6xqWYem7pR97bUyRmfOh2kWy2CU4TyvVlmXF7N9a6McfP255madaXu9zmuoFlotLpcpOjd0x91M0w2KVqaKnbyqTKNKWFwvyylrbHtsJtTPDZJNKF9kYRWMQgcn9cKrXCNSBr53n47yyOtv3qirQXHRDzJqXwW/n4/Hl+SgTYgzdSlO3rH4epq4j/zeE8HkZh27OjH55aYyBwcvaeQ9pkpbG7CvLwDzPRyxeIm+KLUKrp0/XVMZwLzJbHodFbFuOa0hjMY2jbgY0hI76xXop0j2liIflQOFY9veJmK8sffpSe+e+//aZJEoIt9hJqXwXsu8mqJKb0+TH7khz99IuLCnsurTV8eVf/pssT7ub/bhcVnstqm2bwAM3zSmGfXsSn9L0+HRYFtvfXfnt67riijw/vxB3FhFW92t/eYf/GRM1hVJ73/UkFGozzpYSPF41Ukq72L9/3KqmaE+nHBuc3LekbivsksicmBMrGF66JTNzc05oNmPCMoIlpxvdr2KAYhM+MQwNRJj5VIpTS9fr3TrPC6M6g8pjmmxVZeAByHDaFuuzHL0WvXoqTQMA43ZhWNw0hiBhdIJ7XZjT4fXjY5wnkl1Svcs99Pfp5UtTHbJhIBVAaTZF1NAx+pmDTpGKmSUUMdPkIyWVlLCi5J7DpWGkw4uHKXGe1hTt5KZl6vxa16a/LyNPEUoMb7EB//j+XjeHui3kFvwS8hLQVJyKprg9+x3Q5y6GyAWBfbpA1SCQc1nuH93TlzZGAtLPRH/X1vfD6fSStzzhl8+JQJplmiaMqWM/fvly2KPV5+Pt8vNfvkF2mdwu/bfXVoq9KJWwYbk5LcOhzW5XxH5OBpXpYfLXe5/I8Odvr4dzsbrt422MY0Rvq70bZpJmGwQsBqQe+kDcCmpn8xNT7MWGqGFnxMnM93AuWI94EAnz7E5nDJDbti8L1W97KMdxUVbePsa80O0pTt+2HZ8m7xGuqFT/M4/Kzs47F+UmYLGLyuBbGeZpWMs6V5mKoeo8xt6FZUKBEqHWWO63DeM0rjJ+L23t0nVzW1PmoYHJFUJZ1B+4Hqo6Jg1G86CHDIIIf+c+2Wn20J6A8YuaRmbK6JsSQr9YVK6MF8/PGJL3Ldw/F1OkZVO4FRFmlmUx95hBZFbo6ksborkDqAn7R0ySCBKiMLKmFdwm53OsaDudwbpXLWaqYbDNIQ+YA2XWAtRDcIpLQea5HIjCEXmZfnzvc5y62eWje5yxgjNWrs77BcE5OQyxvMQTgTIL24LWWQz38+7hJCxMhggImwa38GRPT6UdXd/hjjrE6UxZZf3d2gnbeVmX8GzIXUgyBLLq821aFu+WUFQJJl6FjHbqJsnSlRe5LKkMGU4yx4FYRiQJ+inlLVaL9ojfONVEeE8jP0UIYYrsx2+XmAW9//HW2WVtOHJNwBon+vtk7Z4Xsmlib0kgMDN0OAux89scfyNdmbBBPjc5I9RUK1IcVozZZJ51c9hC1TIdi1gyK0Xy1JJ2lhbpMvEZDiPLH5YBu4Rqs67zsnXXO1/pqsqyqs5tN9h5XntOeMh2wRG9+PH2UTfly+uTUun7232aPV+ONm7bc+gMO5GYtxnCxRau759BLF9ev6okJeHgPgZycZ6bGvO52INdFmDRCwFZq/cfu1gmso6eX55evxybthRJcjpgeuwU7esf3z/WVXBpJfrrn7+gyV+YPEoZ2uM5+L0qC2+DC46x3R7WcS7LnJu9zN5/DNsavnx9LmozTXbbRWUyPHVo8YLS4K99JJvMk6PkizEtItmi/IpoiszoA+43jFZJQvDjHvapd0M3f14vLy/nstDT0t1v71lWgwhKTD9Nq3O10EWV//Lbe45K3OzWHb+csjy9ugHJYMweF1Jd78syzd/IH5XJf/+//3+EsKH5/qfiDl42RfrueMm9gF1U89xE4wcuo3kiFKyq8tNLw/D144ZG9tC2bQFBK/Lx6dQNlk1mg3sAQQ7EeUjUfjidWUCtzDaqykBXiapoKYAF4a5MkvttdFvMEULfpJA4Arfc7PpPKSl2rIgS1nCidkpVJn8owXBOKxVZYfhCdiHaJk+zdOyWZfHzQhWFy3kHBhjzK0nZ4rlHaLebkgXdPDr4TkbGeapIKUTJfCOfZHPnpxbq4+B2cjOKxQU7zVlm+NX5Ounph97mhdLG3C+kCMWRoV/JLmNuF/UtOKj4tD0sLKnE0C9hIxQ7M5qGE4E0a6WIDPV2waQbtu3tYzBGB+djUBI5bArL6TYMa4qVJZNxhxD2LVWMpWu2B8nnlQyguqRfao/FyucA+zX46ELjrY9CrUAPc72MpsjiCpEP8PNj8rjXZd1Akb5cppcvh5TYugjjYvxP3gazqA3reVlkSoseTgwsgaJizTsTQuybpvLWQWSO2c7rilc8Trz44dGrk/B2kYIZmgNxSfRvcWoy9FNRYJ+AL1xlSA2J2cL8udPaJRmW+lWZ9PrZlUDNjd9Inkn/yzCWYN8yk8RXoOiNY3sZFe3eUPX61Yd5sGTUULTR3NFTQUQNKhGp4elCly8AT7kN7GTMUFIYSUAasoDaY2Qtj2mMEmoPJfvefZ9GG7No48yC2AwMY8xpEiYUzrIABN8aqUV5ISPob0cAHIAPUn2lCZEGMikq0482VUgylskJzdaLRUH9T2UIYp6YS5GmSIPYnZZpDu6S89570gibAy+sybN4BxDgxOAcJiH+k5Z1VrIMLuyb1hrhArnqQRs66mWxKrJDMxiSjIZJwnDhdpvZOTiu8wrXnGeoL4j1g2O+Eq65b5SSq7UkPrcZKjEhrAfiiqARSAp1DH1jLGE9OwQjFR0NZu6UoBfI7zFDKZJUhQgyzRJrt9ulbw5F05boa73DjsVKnNlElmnA7mAqzeVjuveMMyLZAscpO20bpCIqKnaw6AWQRsURMgYM4njxuUWbayD3j/+w3p5nN0x2Goe2rbdN+MU1x8o5dmIIP4hnVJnR7z/6gTwSyIp1m3f3eRqmpirL1uDSLPS27323LoMrIbOJQCiL2gJ+mHnEfxgEUBNWstGlGZsCLvuiUBsP2BKCy02ZF8ZalPlaydn6TyrI9MvXdrgv5MvnmbU2RlShFkNmX5jVb+Ni912ZlA0J9KBpXhdCTuqmYMiwb90d2qbHDKzKKh8BSGIMKWp0m9MA/ElnChS+W5GxLjaHtd3kKum6VWb8Pigm2OyxdeeaWQOhzKhWgDBPM6tdwAZCaBUTUqKUDift2o3jfDy+HA6Hzw+CFlbvtcmH++X161eYCsN8v/f1odZKj+Mo0b5ku7dj3/3855/e364yYyS/zkNRVlJlVZuPt4vS4C0LqNF83c7tKbYo1BPexbwotxVNnUSvk/frMCxYJkvF3e98Sdxccr3eV1JXQ1U3e7z0CA7BQkPSmhABdSgoDqrtcRz3oP/y57NModVlgPqBgEutns7wvSbmFzyrIkmmyXq/ap21x8aTxclpSdFQon5fJizodVN8fHbLjFUbxGKhtxWvHWNYyXGEPn+0BTmZ+Gcu3cyKQMvgiB3JIwDScjm6pjV+3VKJSTskSKeuV0ynzQEEmV18d13KUh9O5QXDDH+7PNd2tvfrxHTZuz++d20LWIihdWRfb86dnw5NnU0THT6DSCoAik6kNqk8HAs01YlAKwRAa1tWJ5N9jujUQwvsGqHEzICvyLNUg3l8f+tjVLKt8uJ0bhOpPj+6GagMB/vn+0dRNSwGlTo/HRIp52mdLStrIo9z8/b9kz0uP3bPTNI0J4bu/agUXEWEr4AGwhKPqZcvR6YtC6uA87mUifzt9+u8eEbhWbo6n+NmxCV7v85xy8icNAbhYGg3OSuyZXbPXxF34eBliIl6MMTwOlKRIgK6rnNO3ZlvmYUqhn/ed8Zb/dwcSrTU+yP+mxzj6H7cP99HpeDiYpxLxNNr493++WPICgBLCH82ajzyD+L+nGmRUjFdzKdEDOHWwyeZpfNoixqWG/eOCDEfg++I44IxJVP1bcPwH0MZeQCk3Ef45/jqDrSpIv7+UNCzPPOLK+vM5KBEYV1IZYgYk59vQ6olWEtqGxfnCahamGnqhC1xTJ6wizscSyKRImw8bEzf9hCK6PpGmT+QJSOkzLQ8nMr+NrvV7UAceD3j2k1ZJLKSrJeYUIUBL9IBMERswOSIGF0jOcakj60mW6ZuQYEZQw8iRRyLONPRmNxjl3UYrAji+bVGsgQwbLcr4W8oUROZl+k8uGXx7akscz3Pi13ImVxjDEMqFedeRvS54jVniu08O499R6scw5y3A0FcvAgRrqEibIJLDaFEIh/6uJdXnvO+RwoIfQo3vs0NS1eRpKtbYxdBzCRTe0zTOBEeulZF7yiBu1CTkxIxjfPqIEsVBC1sMPA9a7ciT6sS9kGapcMwoVsuzfFcPvjL1/eRa1zKy3vfxvv3+tnzxi30PYL6CxJDEpKmySwRALapWTvsu4fBXld81Ehe9fU69ff5p5+P0YiIgiDhZNj6bgIv4DYtxU8/f9lFcvnsD0cIV7/88ubDVlblum7rZHUmVzcXxUFKiQdk82JPFkcBalSeqXTdtqrJTy1JWoIgVvX9/T6MSyrTLy9Nkatff72vzhcsLSyMSZmezrWly/XEpKXJ9bMLuzrU+befDuNob/eZdXrCJ4+bGwkY5O15IBM48pD8HtDgAHrBj0aUNJNy3uvR+d27hVDPqILBHgUUYidOcHNszkdrCroqO8dMkevl+NQ2x/b9x/tiUZV++/p6YtRrga0kqu8QPrC4CMjv733/+y//eP3pW1XXaV7hp13tYkoceFHIh8yGkBti0XEseSTXW3+/Wj+9vH4j1kz46zBG7DuJUqlKjCbnNPp98SxSQkXoEwiWmLeumfQfQ9jyTLHWiIsOv/rFs5al4vRbXmRtY/JMHc+1o6CJeugg0uh8Xa3wzo3jijvSubapqtrYlR/6yIVJM2R14LCoHjg1btdu3908NpJd1pLnOX3pzjQCTSTKFgrWVAmtcVUuTJ0ZMMHVhBUpM7oRkfA2sU6sG+037TeIgqtDFwcrMg3d7eZdaFpacAJM+b6x/0b6hfIrbjHJ5+BJSl7je64g7AFVjRipsOPobc/5MtlhsNFtJGSKNCtH8Eb1j+o1iENL1rmIoDwmhc/t5txko5jT+30jOW1ETkDZf718/su//GljDZuc2sZZ1x5KKdFjnJ8raAQjYtco5GD/YzK++IfO0xwgO6MObRnJT72bhlll2dNTnYjtf/5//3+Ksj6dXxBMVsXcr1pjEtt3t+0QTcCWKNKlU8nZNI5znunL0lVNZEDvIQe/IspDQbsW923xODNSJGlaIPdDBJvO03o4QV6tyhx7g0krcoElrpaYcJDlmaD23WkyrTtm5dPLwa1bZrLxOtJD1mx0UepGGyetIgt+tnsKozNDa9+Ts9TUeZErEggxUItliaJMmK/IPsOGQwO3ZYIUxxSozlbLso5Omz0zR39sEOlasKG5EOOqIsqCBSNPFJFHeFPJFqJlIkoIFiKJQBlMS/73IzatCakSEFA2Y4iWcaIXFb/cY5UdFQ487XuSLKtPKEoAKkgpMpNFoR0wsV5R5OksdZa0HrEnVVvMI5ZZ6xaDKjJFLMSvQYOpobR5kneN9Gh7H3K8jSAjmXb3UWs6STRX+5bwaTBWlSTCpZlRl8+Vx3Xhr8xrkOK2X63Xhhlw1MrihmKDuosAnZLqoWki+U2SQRxpPWQoFpV2WDol6Rdug2T0X6qDuOxE6rPMzgCezYoq3bbaGA4WHqkkTRJCq/EUoDtge5jSMVpINSIcD/iHJyhq2ziQ0ptzmnFkW2pTcqudBf5mMNCL/r4O/bTxNHHon47l6VQNPXP6GEJDho9z2xQTglU8vjBsCHHv7L7PSaS8gE627vZJO3c610WVxYcq3VHusDxZ/Tp+HwocULBYH4vuhwpUQkuOC5Yi9+s29HNWEBJVVdm9W+4jfo5EZlVT1KnZwv7+2TvWp1LsmyU2Ch0+JXubS518vvXWOrFnf4xdzLgBf2VhSrHjTQLcIGxFkde3kbcuDDUUzdXlR1e3ZV1nwYt1CX3fL9ZVbSFVUtZaUwuJKSEQmT21VnmdxYQMwKeHY/39o19n3zbZy0sTQjEjBojaflr9gJiiohUax+WXX3+sLnz9ei6qL2G7z8tUlGXTHr33jZbdfc6Lxlqv0kBomDya3DxsBgg0dm/q1mTmer2qJK2IytY9U8PocqEAZWp/ylFU2omFxu2+vr3fk2R/fjpkmfn8GKumrKG9MUHhLW/LLEuNEeuykYCQm/stGtoS6cKcguKXW1gYh9dNU9XdfarZ3timzJoG2+SD5xQTgOgSZZKWtd62dQBy2wQg+DS9/DiMdYCKu25ydiVSbxcPcWMW5DzYaXL3zXYDN44jAczWTdHdlujOTWYXXHSM5wgohmnRX54a+MYzgI37bXbcWXmm0zXwemYZmWPLviaJgCWjkn5Ak3dsyx1sprJcycQGeOvjMSWXaV1I1s7KulCZ3Ncd/t4jFmUPk3Vapc9/ecJYPi5477fd1EYheg9MqSIuOE4beeJARm3SlOJwyi6XeRjunGAJ0fDjOGqCj0xZaEl6GfaNGMYmmrZCRgRfKhGkDCk77y8v3/Iyu10vYRfX632epjzn2gr77B2xw8/EQ/sJVfBUZAe/hERRHG7etW2ZwGGGm//y1EqyueHLgyQpTcQKJC8vjc6A/q/L1o8W9SYiBJmp1Ce+bQu7+nUO1cHY2V8+x9ev7Zev1eVzjuwbUtTu93GPVogH6YT2j288NUa3J9nf6BH2Pd7FgcCul9cWdBt/yQg6otZOpiGWPyEQwCCSEjLKev1gYovDfNvmxTeHYnd66llu1y1MRZQ7G9wRbsTgY5wvJSbzRNL/6A3MSc+TxWk/gEaPwzW832PHOdmeCsfV5nKKWJCiMoomVutUquoGBYKYsSSUB+JMps8Zu1CMhLWWcNr2yCCJb0tLI/FiWGI5ImdhjZunqKtJCC4DRbKgjMXBOE/OFOSKmVi3rOtWtVmEpCC6e2QO0+WyyYDOLbaQl2q42ZJtOW022PDNz0Q3M5NoDuWKXzFiHuIkXWcEM/T3Gc1tJNBkeJ8AlvT92nWzs14reT6zJsLTkZPS7iysbJ5lfCWQ/8Ie42fdNrFz2W93Zlc6FfPgqjYHU4/wh/aNcjMAsd/A0O4Tma5kY+iU75QhshUA3l04niqmurO7XRjkmYxXKY9JHiJJxtHpDGERmex2l8ot0LAtwtREOZhiyGReX9uyKu/XJYC5CmUOmKQqqaNYRu8ATrsfE5Ls0vz07aAUi1/SuSoT9nWYWAkOY9/d56eX6pEHuBFEEZoD1taHbLhs8stnrzLFCsf6p+eaoEViG/bcZNYul8/h/PJS1oUx1Pz9bb58jl0/o0/J4NV//+MGmSYnctDrNMsRSiwL1gOVq2le3br99Kfjt5/Pt+vy8fmeKPnTt2/MmiNToy6AK9275e0yFEYVcs/ytDnUeDTs9uOjj0kF3jsnONdzUxqRynENBG5HqI/dXHS5pX98v3F3TDa1ydO5aZpCJur03EyjXVeHB2QDWnM8VkSri/37793t0otd5QC1hUtD2OSNpBy9zC5HDpA6LuukaoqdO7qK/CR5xxa5lmXhwjbOy8NStO/76+uXJBHXj6GospfncuXI9ofD4UuuPz96a8lqknK389S0zflQkdUeReDbRjjT8XQ2WaWI35LKFKlIYhO2S9gIYY9iy13KOPNefUt6ffaEP0EWVbmHbbjbWzc4F6Z5HqPdXBvrnW1q1KV1W+Q5LQvFCkJKCj6geR06q6bZmGesW9nkTVucztnrax0FCNRJ3u3QewWZv7F1VJe3vm2Lp5f6MREpy0xnnAQYsERyuwzztHXD0A/3uqqqyt8ut6rmYjNZ+uX1SIB7zkS5wfANpfNymX/75WoKfTqVWJbtlml5PO/HU/n6tSH+GMnE3t3HcebXpsSPcaYIBRh4ycDcJ5zPjH4v73dT6J9//oK60gUI0VFmqbZ0t2GYvcnIoO9x9fiqzUuUsSQTkHwf2GUdT9U4re8/hrxI88qgOYmCw5xIGSFiVCAoHTz9rJXt6pJE1Id8HJehg7kMx3lPCqP3eAmBOPt2koq42MIwBfQhqVqYRVOMAdkYdME4VVqSwmQgo+RlNo4W0qNIll10/fLjYwAmtXtryW/F+imk0Ul7LOZ5/N/8b/9rOOhGOxf63qrWbIikh99/+02bYh6vTy9fU5VD0kxZtP75LycWSdGmXJVkl7k1DOOK/DX8E5QS00h9qqH76Jw+Mwebzi3IQeQDk8VEdd28+f0h754Hm4Sw+i1apGQO2sUIwsfpK8oa0T8SvuCnBeSp35G0pWTOiZioKPd4DSQkBQEp7Xv2201FXCz6lTggSJJEs5fwZcuigBPfYLnWGcEVW2TrLTw2GxnHhBG7NKIIQIawROKWhXiZoGrre9seIgJncl2/xomOAFhKgBLBX3mBoJRrJscI6tZtk2zCAbpaf/8cNxZ6LOS7G90OxkAml7FTTYSOH1eeK9KiFHY+lZKPvOAJxpqcZXgjMXqxRGVsrFTq9y36pkhoWFjrinlk4RUbb+RzYhdNk6RG1sFArY6hgrSsLKLT1fu+W48noDJliR/DkTWAG/aRvcu+nt5vYMQihErC6UyDxMWTkMuHhIsmgVFu5Hfzglu3Z4VGB+hFXgo3E/YLb0zxh0gJeLA5AouD6o7zIQl+T41k/8bDR24kHDYBNnbfkqdzBWAp29pDnhnpvMgg9waCGGOXgBuDQXhiosJznVyiBPtfVr4qL5tlcTIWDRp3KxXrOK7JJrqbs36om/J2I6v46aXKlKhyoCNZkQlaVn9+bubJjkwB9rrkXJqBgqKs6QeHxD/IstYlQwqwK2lU+bM2UtKHcPuYTK5u1zHKv7nACsAVeERlIl/PLSiwkg1hdJAS201tlGX9wGS2KslRt1ZuQVy/jynB6Dm37wpGD5T5uiXopde8zLE38u677j6S3p6poV/tujR10bTmdIbzjJHbMoNLUlWkap3W7uP25dvpdG7v1yEJWbJDgPz+x1pUpqwzuvot/sW9nxgq8nyqVF6v/nrrIltP1m3bvV3ysj6f29yYl5fzNLu24Y6ge1RJ38cKTKfXy12m2uSl9wAb78Mn5UbI2sq01ZcG1ty22LV4fvr8NCIJr18aUxbvP1K7rNfbMA0sWEzJDGhdkfHrNG0qEfZDmfMmaZMcDzlODO/zHCp4vBqsXd2//dsfSSJff/5pBZUkX15OXT9uW8lW/1Q15ZNf/LgsSoaqlCJ4N7ub3fZr71axJ14I//bRix2LxLwsfT9F/rD7/ZdPnMVGDcO07yq5j1T0TJzsJitSMTJdGh3sJvKgs6Q1eUcNOh2agl3QHtI07b7fmrZKM/3+x+dO73qOIUzI1RYbCi+qUvvVfwA3V1soiJYIjsQUQUSbjGHWb++9FMn5pT6dSq65Sx8i3yLlxWRyBKM/DtFIYpBZdSqJirEhqUg9Bg1QmdXvTWt0xok9Tq6pzeFQdPeBFSPjhXSaVwJaZtCRpkCMOiKH2iuAEuvX19PhkMekgS3LaI3qJi+MHEd3vdyYGKX52O0q1d9//3R+14V2FjSoriC/qWSrS0g8dvXVAQRRnuuqee1uI8/SvrdN49bFlKckSfMmXwb75flgDDrnB7Q8L7I0HgjsujIccdO4/vH7dd/8n38+L+P2MQ5plmaa4PthWNpD3pzy6ALdkkSfngnDZExZmTVWFC6EpjIoPWQSUxBRvQJtzZDQetY7izonbkzmwaUF5ffYr3WLKCnTahoQ+xS1OT/X4ExHRPgKE/sjiZsi9bJtLobgRVMKE7Fp4E1WMnn+2o79kmLMjrp90H1BAjyHWg0YGclmYknocVHNSA4B84VMCxrSbeoto4GcjNaYZMEJ7GyIc7FdoQMMwob8GXyUCDGcJl6y7YnQPe5ilFn6HeUh/DiZAANn6I+8iLFabuB6EFqCn03UTYkZ1eITYSIQr6sNdfnmSR1OMggUe16k+4bPLcGQv+WZ3LzobvPQ0Sg+f+HMX5ft48coJAAIJdOqZppMMkSMYZewigiHzHPzoHZlJiIhEnE4FnHw9lCLoodpD4WUJH7RJ8pErMnQrcsSA9ZzXR/yoVuv71NR5Q1mYHe7LjwlXJrb5hmR4tuPRyJcR+RpGdC+xQsD/P6QVoTg+tDffY5LzoN7OBSsiEOoCXdBkGUhL4ZpgtFSVSaKy9axWw/HnL2rSE4v9UMHjgD1uXZruN8m+orbJBUovmlYHOl8acnCIFyvsyMtSW0u+H0v6twYiaEUPwvKNZQffr3fltOxzkk2IaR33+3hDLX783OcZ4Jq+47qvchBJwK4Mln7hUgzDreoVGJ2lO4qE6vjWxxn/9v/69/i4jGVafJ0bl1AKPTTzy8LmN4Nt+0unQM57rftcr2tziWbMEdym4xOv702dYUsYujnsR/aQ71ad7WurXWQ++zt+XR8Ple4Q/sFL0rUUlFHVTURoD6YTNW5Luv8x/fb/dYpvessr6uqqfNEIt1oa9PEWituSEVZogu7Xodkl1WrqjrzFnPcumx5qX76+XC7LjHOF5apssIn+N6cJ0IgvhOAiCzq7rpq1Dz5JE17ZhbrodXbJm/3SavkfGwhxM7r779/hhBO57YfB78mfktmO/uwt20JMk0DZdBaHY4HuHT4q7XYAToyRLb227cXY2D1Jf+H/93/zfA3X9d1ldJkxuSlykCtxPDLXcxRwZUDSmY/5pzLcwN3MRXHQyX8NlontUKiubphWJV6ZCGsb28fIBl01rZ1y4o5jiE3rw1n0YooGf23YZGIwkRqwPrzTIQAboSIbM4iojca+qhNCX6woEeY9nCgYesnKtrEICqs1QSFRY0B61Hac/oCfIHwTnJ9OOa0MZ7NP1LyBLd6DLxW9QFO7jyguYTHuoWRtGgQT2RTOvYeYA3hm2IYkilJhfOysneqimGwSsEaXi1FQVHoMk+//3Gd19C0De6Raa2BXOHdJ2kwDs7Z6tTZ7TIN/dAcG4Kl9zjiUgBFIkWqBNYU4agPE5cl+gLro9bSOh+JKWS/7LQrS0TApwUFHJYqTl72mNC2UE1zRDCNwC/rdhLY44Bni4tZa7d13Q8nXm+6r0w56xLFHTAOa9mU18t0OhR+C//49Y+//evPagdOY9dwu0+HQxmcy8t8mmZk+iBq9AbUkXtLgPcw18tQFNk0wdLlNsW4SOOXVylYogAFS+xympBAmEyawiDZj8jsqs4YuvCQ838siBgNQ7ZUKe3HNKwqQ/NJsKxIphGHWFHAFDUZ8Emx40jBDsewF9XHLnaWaQaXDQ5DEkt53hgWJ8za58jHjxcV48lAvwnHfyYSIOKcNiwxh1MZQ0gp/9IsnZHqs6+KMD2sgGJH48epzRqEqWFVx8HVI4DvAUqUifMgCDW0aPreKHz18MpzDfXRhQitTv9pAJT42cbRi0cxx1aQATy/Z3x7WUyJmOuNR5xfNiYEYM2PS3VOIkApCNhCbJBoAIH/Or+Sl8hlTd8L+ATw7PU6hn0/A6T2GsQXcuIHTSFJkwl/EZFEzHfZsLHY3DwvSMqoMgJPFdvRB5HvMZmm0YVoBwNmHG3UpurVhXl0QmzL5PPCfPvTQalk4BbZIPdkTHHtAqkiEYERrCFOUAjx44+bUrKqTG5QqgOQ0GQBMziFckE64kMZLkIyzUuEncbpaBKB+EpVFdVV1LFQNAj5cFu5LWZ7GANFDW/SOFVVkcUo56hJ31XKexSJU8k8LRkhRdqtbhzIQTZR3BURPjG3c2GYlWnUpH0/V5UxuRpHN94XE6HtYz/bZSmLvG7LvluojSTmk2VyxFWvi85IoVAqPR3KRMrP9/52m/M6L0tj54UMj8ia4olNxQgPcKnboqkNurDAbus+TFKop1OpNdXn50cXhywyj7QqwG7OI/lJFX1RZGnMhKzihp74ZoPOJKHjJh2H2T1ocpK/1xpTQMsii8KY4Fzo7pOSCvJwrpkh70nZZNdP4hpjAhGpm0WMUZvmddsSvNDR45uneyLVv//94/vb5/F4NHk2DdMCRbPE2eXcoSpfXqp7P1w+uz1sp9Mx09kwLs4h3dkdaurqgODncsFCWdfoBWZ+SvjyWvuVuFKs2lCaQ1lou4aPjwEew+ZkKtYZSaFRqm4Pv/z6m1+3v/71z1mu3/64uW15eTkIKd7fPhKpDsfz0NsZRnTZlHkqxT/+/fd5WTOTZCbnFTNG7OF4ahYyT5fNEavjtwlrpcgPTwc3r1KEl5eTUknXj3DLUVBDaT89tdM4uHX3e6jqUmzh+aUVu7hceg7/LGvaglRlkjDl5oQ2kvzGwSkjk4B24+mlXOb17a3fYOrUzpEJpjVQRJISCvQJUdMBJTLVsCuLPD2dKvKpbtM0roxcq2wZ7WJdotMTIiV17ycWNYJhTVkCyUiNut+WYZibGgikKZTJcOT6EM4noDG//uNHYNVcZxkhl6tdU/JIVUp8uUf4OmA5zo16eWmG+4SHksW4Hcfl5dQUuZ6d+3jvIgYDm7EQousWrWVeFiYlffvjx40xHRP0sj2Wb3/c7bKKJBBWseMQk4rkNL/S7TxUQ4CwdfZ8rknfS5OuWyK3ww39cngqBQnay/ncIGvfxf06EDnbFqlK5sVxXEfKP62TFwabBgucvOI0hticUPB4F4dEpJar5kApNk3bOrschmTOmSAVl0g8kPcYqlm3PDmZRqyLJxvLFZqIujaQch/aLZC8zKQh9BGnQcP3SCpPU9ZBEQyDdktnpCAIwg+pRUnB4TAkFnW2a3vABfewyWQpOUN+o5dDtaj5KdGShEwPzAmlICL/xzz0v/DM4gAxQZYllRy6OQZXgKFqDjmxQNOKqzyRXb9I7iYyugSZrZyxkUQVDPR5d/1E5A+9E9zaLhlOCjIq/GZ5IwCVseIj81GM/Xp+JrUFk7n3K0SQhL5dQIRCvgQPTg3dNM8u4it3tJFcbaRZbHTE9G4CY6cOW4Io3TpmRoDW0LCIsCtNcv3YsTE7POUKJflCrwW0DP1hlHCT6KOzdBqW4WafX0lVmQbcrTyrmAzDvVuVTgqUAtyVjwcjxTsNhSKaG8HkIEAWe5rpebRDN9fHoijIf8ZF/1TuQdyuo4tfd8zDhtWx72DJ2ZRECI9KZVXneEOsh6odQzgYrCfSrai9TufSkTmEu8YYvdjt83PYtxBVzWaL+uHcyKdzPfaWITuqb//+0U/zejzWIqCgjtA39pNAs/rZMraWRcXzWWEzkfFI38/nEujgSLRJzMOgC3Wx110W//7ZJ2qrK/PlyxO+VRcu9zHLsvO5vn50974rqvoBcbx8vMskeXr5Wjem5FblRJLkLoYfP+7zMi7jqGT6L3/9l6Hv1y385S9f1mmOx1eWV9CzO6pQ4FSUZPOqEL2jx6pqQ9j4I4Z6J8k5SXRzLFVk80xoa9m/mCIDFphqRiCgKwxgp8nVdaGAiGJsoTtJU+IuY7YN1L3JElmcSoSy25ZrzTAil5lWZYFoYp7nJMXaCrlNqt+/v6/r9uX1KYXOIqQxC7NV0n3naToeT22V+bD//d9/G7rrf/zb/2pXyMuBeMGbyJsmc1vAz8l7l96uU9UW18879L7/63/3PzJ8iKwFWq9oNB/HaRq6qi3Pz0/zOA3DnOeoKFOJdCHhsIi8zsh9wtCl1elceh9+/3HPVFoj7eCzgzxBe+5ZzEkCQ8ZxEmI7nmrn8Zsh+GQhIbfNEyRamnGYGRtEG8++AyDZhZimpSjzqiTgjsyAFKT7NPvvP7rMqENbTL2LSGiRoVynTInri8jDYMUitJbLsiHyjmBxA2WVQfkWQt9ha1ndVhJNL66XeYmi7XVlHns4lG2bz/0020jEYA5KD7M6P8wLXheBG6rI8T0L7MIpPE/Pb66V+vzsMK3hWyOLKDoSmWYJdizI2AjL0uy4Av8NUVpMNMkWA/ofORYKMgtBgjJN2HrF8hdTzfGp8vA2CFSApsMURaH1ykgxSvagFfyHC8ES/A7RQcfSxhhdlLS+j5KOSlrKLazTMOV5BV8rhnE1LV9HvIlXmSgi+IYlIsiImDQVccyYklPMltNg2SxzqO3zNMesmywjBDhpj/m6crCSY+MC4P6EvzLVoXMPfGskSe6HxjSH+n6bl9UbEg4xVnx8v/NncVKjL+yiAjMvNTNmGG66agpMsRGFFalL0K5wnaUYmR4Ba9b6230wmW7acl1W4nNT6LqPsMsorsCEmYh9nnDeV3WmyQ9Fss+0j7tzdSsdJlJ4BJaQMJdx1Slb3Gla01QenyrDTsbPk6PiiDYAqEVRnOxibONjoRcihQ5oKSlwqLQfgNw9cPFjOcMKy7z20f9HSjIFWcTdJ7wLtJFMPPCYIevaCkYkpDjEclxBc4/ThbhqT6JEZ2Upt3MnwZcj/ZWGJxo2RVVlhK+zHdonrlWVG/ofnUrSkKkOSeONoiCin6IWlHSKB5pstSDRetq2oGN5YSBrI/6UhChqbu7IMNjC3t9n2ME99zrYzATH0dAvSChz0MEYvZDRomqAHyDhQU/TUh/KR40eIWPIUBNyyci2F/s+z2uapvXBuFhOsbMih4iaoKjxx0adNnLuTKcjCmqHbE5HmS+35JbptB+sSIh+Bk4TffyXy0QvTpghcdIyEQ7Vq0JnDbpQJikZJwP3omPmVZEgt0VjEsSOtuDpR+xNYKaNUO+dVTAy8qEfyG8tirwiht5aQntI9NYcPpmmgH7M2n38w3WW3jH9imnshUiez4dlcdPCG/D8fDCgjsG+0XZhcgl5kfXDcr3dkSLnLIKQX6S6MHy/eRxV4hnrIQBxBCFJgvvK6A2jJkIsIKIpLcHxXKYEeSF8wDJNjRKyGBIjwj70uF/GgWFwc6gqmGNR7Q+JGvgtU96Yb1JXjKiShIfKx1mVMdF0ujCYe8ybQNTCEEp+/9H13Ug0ZvBl1U7zsgv1/nbZ9v31+ennn47f364fn591VTydn1Sqfrzf+jvr1sOxwc8twuXjw4MCTeFMJqpqzTITIMHvT2ZAnhXp5eO2ezTl934WwTeHchqmuqrKpuj7mY+om0kOjh0IV8Y611WZCNHdb2pPvv38airz/n6/fN4Kkx5P7Z3V1ioT9/rtq0KVvS+wrJPVds6tzeHLx8d9Wboqr9KsXKEK1wX7k7VtjkXBkyaEGLvl19/f5pmsntPTwQJ6NcZEqytvDbKTmL0u7p/341PNHdpbArvjQilN1b//+2c/2sOB/ARyb8RmSKbCeC6oAGn5OKlhY27zsoCBNVmRyzRNJzR1yFuEFEM3S4kdhXhPPE0st2/3ecAsTWWitWyJFxOfn0s/TE/n+hEzo1LKg1TJrlt4FmgMQqb1hhUzjSRnivI95olJMF2rUMLws8ppwb4Ya33mWCTiKPXrH9eetfZ2v960xh7QtNUyEvNLGS/3y63ftv1YF+2xsfN6u/ZuT/rbNTNp0zYxXIv4OynYk7+/fU7DUDXH55czjGJUFdwlWUbGN3rFgIgm+WfcBW7JZV7KOn86VWELXTetK4HyKiXZbBrt4VSaLBvHBcFeTK5rSpOVqBAbXO683RhnEjWRI4c5GVjxCr7IcXd4lUaYLXRcJnFxPaJyk5oyjYs+q/jeqdiAgStWfFT/jqFbezQx6IkCbXO7KblNuEWC/PzogdpJVRYk0gw9wd+YQh2WXZODo3PQxSEogjEzKrqtxAiJBCMEqKQqM6AXw8TOkq+SGaMXGCyp5fjGecjoB4DHhkCNB9pdJMPAT4jLH72yZ9geTU5R6qm34EMMcEup5TShL8C2qQGiSABCUBvWiBAXCS2W35KiZEQbZVNp02bzYB8lH1N7smjY3FnrSQwL4ftv9/ZUHU5lvCv2+2WKWna5IvXyec43m6aSiQMTcJDUER+6G0xJqdLpOLKWKXMKLX4Bz5byMTnlVOc9otaDkBddBKBEKYOhe/K9b0n4p6mS+xSYtnOQ7RKavRA2gpSDuH2ORc2mguMvJTLh8jGcX+roWISPGADSYQWMphIwBNEfywqBBCCkIrxQQz8/Mi0f6rlUY1x8DHogJhagDUF8bPv9hq7P5BnSeI3vWiuyuBLs1FuELIC0gL9lXT+s7QEt571f/vN/+rWoy7ysSyP7zi4W32AiJQsAjAAA7QL5LixLTqcHmmG/XMYtIEb1zlekeiQxkyBi26KK0fvtx9t1F8JUpZ+3p3NZtcYuW/Tku6bOn57bOC7HcwODUIjVuxEOEK17brK21WgV0GVst9tQ1zm+M78XORupeOYl4zBH426kNtYF8w6/XT7viZLPp8bg0Q0sHBIBGX7fWwRcYvXb5danSr88NSSarqS/ppl6emn2bb9dEODAxyPIF4Pcg2YSEazwTu+3afX+1JRK0yErmQBsLzKp5Tj6ZI9xKdbdO8RjZaa6WwcA5XCKqQTzMPRSpmV9AsZLtBhm4yzPuuuUaX04VbmhWIQasrE2RqbeNMu85gUrZWAE/+f/4/9I1EGdT/2Ehptw2iImBEOPBMmA53czhoN1tUgKQZndB7HDus1ydSAA5+HqEfeOaa6JQkGLrSx4Dz61KMrjqYm3EZ6uIi+qClUdeQMujJObFpubrKn1HGHQSkJr3JzvhmH1VM+KfjiWCxHRyRCCwNMx4hiFd8QZJzKBd77ihG6qJnIj4pICzR5N1LKsE3H1ItIgGAyMg81zVNp5DA3Hnt5ZoYD/TsPU1tX5uSH8t5vGYSlrnRuIIEyRrW0akKzcysMCEqrIBPbNlaAFTi6soevKoUDaFmh3slY9hyMg6Wkh3qdusuvbsEssT3Fgk9Q1OoofPzru7JbRLKTg6EN9e+sfK80dblIOLOhtWK2vKv7dosyaY3m/jVLiEKCW4tpg4h67Kl83tZTJ5f1WFCZsDNsVIzTI3Rlf9DaNiA1un3OBCRiJudJyZvu8HlpTUwMtpiyWifnNnuzdneBObKZ11vWLXzdEaCv5OZnG6UslIYLK5GI3jK1aj8NU1hXfYwzW2ohsoDRvjiQyR7kNd1XYwzK5wxPisfc/rkWelzUptn4lVJzpZRxP0tyRZ76PkxeSiX6My4tU8dHVpBWxkAXhCJdSZlmGbHVaYIJjd4HqGo1kxA1xJFHg8sCf+N7/SZeOoRGkGtgZCzvtYQAWOnv8P+2RzUWZq4gPRahGnyXg2SKS9ODd4oIoZUNeEGdHrCkSrJhll3L+wmNg0yW627R5BPER+LYRHEJoe6q0mHqmZbEbpF/dHLDWR+jqw2k39mvM2cOFwvLW8beOkJuoPQGdQnONEDBKhgmciclFET8dIIuiYNwQmcQN/8NB6nCp8NRluRl66htKFi3rOgepsrKoIT8ZHI6aZr9HQHkMYODZGGIkZllAzSEw1zq7sEKEJn+fMgPME+V9wr6Rz8dvuKGIlpIWZ0iaEc/KLp14Mb/HGCKiyR/qLL8SaFuUOgZIAjSnOkRqi+mcl26FdRmFvrgx3brha4ihbmvEqce125YX6umpLoy+fE7zvJY1f5iQGCPxZCQSS0nA8EDKLYQ6Fo95br68NBhYI5nm4VVLFBWAXQhRzovMMDne0UoVGVFRRJjGJF4Bk9AYdvI4OQEL0wfyJg5MB6qGQNFlWZXWRa6bBsUyVWZvReStO941LpIJ2oGoCx32ZJwB2tZ1IcGBrqXReWWu97kqDYsDIhmtW/HprfzrvD8+5j0XZfb67dTfx8+PgddKs4RJoptcm0iMiAxkaIw+yBT3FIJYYirzOCmPi+SIEJwWKx+Df+5dFrAp/8Ehuaye/ahJo94e3Slmd3i+kTzOHpuVcpwEsSz2br/eGDsmct78VlUNxHOdoUV0e/Q7yks3yjTdVvvjx+/NqdW6FjtE3Lotu3tv7ejc8Pz8dSapfM9N4ew8TL1J8/ZQ1VWjlfTCfXx8LhMM1dPTyzIP927KTPV0aJ9e2//0n34l0uPYVqXpxkEp7ZzN0tzaoarrYbDOjtu2nZ9e40SDuUM0p7u8qLpbV1ZVWen+NiqVVQ11w+JEf78J0L/+frut69g2L//xv/lbW/MYhz3pBuK4c8DSFNBplg+DG6bFkoCyV1W+bXi9tj17fjp8ez0kUtyuw+1q0wyKlSkyQorbqq5yH3F/9ysJ45LpJ8LFiKomAvv0VC9gyaay1seWSLS3753O0rrOPEgw0tiKgoZwGhaVJqnOHgh7ERkY1gVoBBuvyeXz3p7r46HcArbkvusptR3omhZBJnlxcKrW3WQkNxqjq9Y4t3+8Dy5sRc5cXCpWBMswDf10ejqRmBVHb6jKW2RSt9vwy6+f1aHJoRr6ZVm/vLRZmvznXy7LuuapyqH+UtpyQubl7l0SVmOKYZzmqFgWBFIinLF21Dp9+foydiQnaFMKrjwU4D5sT6eDSmVdURT+/jYkrAfZSaP/jvPoZUYeaYxq20IlFCFJylyVai831to4YtNlrl6/HmKtIqoq3/EFoMaPG9Tt8zLGcRuzamBma8AvreQwWKREzK8phB1x0hnooxWNQJYl0Aei4XNdHEBFDcNTiKQ9wXhjJ7DuUiTNwZSlnkaPWmd2dP0Z6QixVaP9q2pgJIEY1QhHjZjNGEhDLNP5uRJC9He7g+J09HtM+pSd8IakbP/o9LbVD8OC76PIdlhriG8FUQQRGOZDmrE2JLHMMSHydktJEY+Ez7gFpXZfwyOAAU3jHroLxieqZ2AjdKT7Fmpcr9GsTtI3yzHDcjsqShjA8YdH+jRoaK4qnOuC4dsWpGBivu+M9lhvkD7PJDf+QzGPkE6jSX5vj7V3OKUfc9v2iIHZ2nC/zbsIbZ151LDY72NhwIhcgPViuBo2/jp5mTnrWN+ZdB4hTrfnEhPatBiTkdLWlnyD05qRDEEeA6z/Ya7bgu3UztcdcW7ReZQyZdt30Z7yLURmdUDyM/bA6hApZGr1YSFFQ3JtCWozHp6YfkNeCxBERrrT6FKjWSdIRurR04GmI0atcHeDeI1LzmhIJ+CnaUwZvYJpJqsi+/zoL9eJXS6mbpKB/BqaUzkOU3+f6rbym6grc3zC5fnrPy5ECZKRG4D67kLr5H6fszwbhr4fpi9PT4dD3h6Kf//7x+3eRTmVaw5nJFFNLoJnKa6TvMwvn+M0Te25nab5evkkTE2lh0NZlkS6VTRy4tdfPrtplSLt77/tm/jr3/6Gjmljz8ZgV4mx99M0A6qE2L/leb6LAKGXhoqcoZJkLzfONCkGzpnnnvUgtWLWIlZ/Jan50VtZv+2hLvPTubAQfRiUkxqi1eW9s6s/gXqKC58UxRwsq03c+mUcZ3ISUlWU0Hoekpy+m7zby8YIwcG7zHCzIzTBC5F2tylBYYAJPGxyWQk9//rtFDb/9t4XBUO7RyBBTOJFqAOUZAaOmpLqlx7aMtnBNTEoEruPY5h1811wSCxCoKgKzGijaFpwHnhQnesu/PnpsMN0WtNErwv7zUeAKdmLSWKB8m/B40E8n85zXfmVl9iva24yyDBBWPZgykcU22odm9d5UklDmvPEwzGNDCoybQCv6TSONClEoRtP6/vbvayMyWBmxCRldhrxCysq9CQoGeL7mEzDylA8DAQzFGkMmXAgIlOVQdlgcFIUdIBiD3mBam5e/GoXZsJaB5yN854IXtFYkWyBibsFPBWVSMNaltk0QqMipb0xe4DHKBKpdCD6O+xRz8vQIS4wkUNE5+5m5yHVLTG+iibWO8VUVYh1XmF0E+M+P8zx0eDAbc28VSYZBbRcF39ozS7xA2xBENoxx0QXKdHFkXKp5oFjCz2VYhGxB4EHPqdsfezW2WWNS39fM0MIyeZxYDKMz4QjYjUVyVq2hVDydh3qtpwnInFXF0GRAjtpXpgRHgySMyaxMVdgd16n8tZNq6UPzDJdH0q/+qeXFpuBophmd4QyBCEN4fKswsj7Yp+wWtRxRs2jf/165AzNdX9HCL/Q01uTYZnLcinRgKkshGn0mK8cTQKlNmlyRAgQ/7Vi/eXwhgDGDIwBUmz1YVqqNAREsI7fWRmjd4/eA1cvWNOdeWpIpmlBt0k0J9nHMhFlmu5HgUlvC0mk+UchNDGSARPcanL1T7os8WJpxMvtCRA95tpslsQeI3djBmSMnYl5emzotYaDQspQRLkRwRf35gSEkMbOXKNqUofzCqELI48EXTFdjcP2CXlPZfyoACMCyDY6MV83MiW1tniUj3HAvydVQiRvFIUu86zTbGQaFQBG51QdwI1uY5omL1/aaPAkyspRECYo05SYZ2T5cW8JPnVzIkVtvafMC7PmkJMJo2R7MHdhUSswBZT96MaJVXlb80gDNY6/agRk007QcxKDRkuo89QNYI6tZbaHhrPOWO/HnGheTsa0yTLv0zgTgFbnqczmYZ0JgMKu5ix/Zoo0FMWzTDa7+1TqQ1t4vy3wnVF4IrwpsrGj/Z+mlQHHjoG3rfXTa4tjewGpDyKB2IzE8i7sSic6pHVbzDM4DZiua1iimy7GYCKznAYqb11HN2OmUitXolk2A7iUkzAGI2P9j00QEJrmwNo+uo5Z9TyiLKmBSqT5NJbEzGLg3Cgd0pOpf/w+D/1yPOun5+Z2md5+ebfzUv3l9Xiu7/fRrrY9NAjzVOXwoFI7LWg19x+/3cZxlYk4nMqoaiPEFiWtSm+3CweHAWSVm4wI0F3qXPmV3S+BqOte1hFWTECQf345xLAz6pVtC8cGDgdapnnNCEQNl4+OtMncPNbXAqB9YHOoUL9xHEQmQ5xO7AxBQsl6d4/bg653q02kSXVy66Yfbx8rse/ZvMzJPasYRohheLOucd69f/9Hpgu//jHNly3Ip6fXomg4J7N8E9xZ68aVn6g8J8aQlfPheFx9Mvaf98TO822Zp7Jub93Hx/u6baI5nJ33SaGb4+F0qNK0V6r4/HxLtU1lvjv9/Y9fN7c27UHpUqY5ePFrt7klL4BJXT7v6GL9ej4f8yJvj6dxRMf793//x+aGqjx9/fZqsuxyGfvO7n6Zp+755ae6LmWiMpOIAKO/PT7l8/LjrR+H6cKaCAuU30c77uZUe791t8XROFN+VSdERT14aubNPrqGrteP+nioKw4c0q2E6CYfPCqpoiK4DClHVM2QrslHT8/DJr9bbpeJnqvI3LbErymp27JqDBHSccht163Ij6hFIi4YdohliLNYljyPDBLWFOs2TjYv01qjwE9V1lbZ6akc+/wfXtz7ISVdMNXGdNf79SoNIfLm29dzHAuKNE8PTZYoVJe720qTUjBwzu/kF7nt7f3vSbKlyf7l5/+qqNqmJjnz7f2jPR63OJvyIXy+3/MiLatmtkvwsxEljCWSzHmtWM1V+fmM7y0GnzzOJIT0+A9JJxOQn2iusm3bqyJPKkoX5Ho4VtcvX177ESQ9V3aItre4nr3dsWSPw1rXbFdi+mDsfHjHXZQCRVlh4ErGjLDtyWM4GaldCbxHfhvCJVHEwD9Hfx6BkHBfVNA6KSPj5KEd4OK2ftxmSMNE+IplIhIhkck42KLM2kOuuQ4wdS8kzXIPOjpYHVHy6HYeGOoYucShB4tLgCNuCXOKxxG/tqwxFLHEy3IFlurBzEPNzh/lw7700G5VdHaJZEszDMYWDSpnuNjF8cxbbIlPwPrl8bDwWKJ88xDO9yD627IiNSc6YnEUYOIR2SVlFv13i7VKqv5zKog+YiK5khMj8iJlGhL2dUHopKM/PwTfHuu4DUOP1xzKLmL0+05UlV7XwIyvZHFUN3m6bw4hdLzp4V1Jt9roowYj/wh6zXID8jeO45fRspbaxe3SD90YhHo+p9u23+ZZE6nnddz8DhNfhAjKLnZAoCTtuFoFTmZd3O+/XfmEtgBnrs6ETK6XqWnyss5ybM6C5Jg6j3Uysn9H/p5sWhq2Hz86lKuE53Dpr2uoyE/C/UHibgDbUUaWBAYf1jyovpu2UKkYJsQ7u9jfUCoLmMAucOCXxNgKIS6ft6Gb6qaNGg1MLrcfQWq6RxaeXAHJ57WHI4hHYJkm2x7LLDOTnd37uG2Htq3Ox1Jnaddj7zJZMo8TIUbLzMKHKUlmTDVTGwsl4SQfzo3BI7/NrGFGmajFBTLoRHI+/VdVDU3tsUawi2esHIRQojmWSdjgJ3XLeiM8RpKyiPytPRZlU6yT4v8vnhov10wWgyjybBr7Itenc7G5TccQr+YF18xj4Bv5rrqA48LamWGxXX/9dfn5z08PJMcSMySrqszy9JbTRyD89l5pun2l0DIsCTT7++UOky2SVh4TBL9tRWVihEFy+xzF7s7x+LVr6G7T7rann2rvPDbFRD6fK+jKFgke9VjM4YgeB6CUyf/w3/5PgEnkbjLddR/83QpgPo/6MipGAii/WAtSmm0ukXtZ4YjgQ4lbN9Ibx7451Eqm87wwCubk2OG44N2alpk/LfYqinjWnkULOgG/14cyauG2eZmNyQD0ex44EJdEGsJxWlcWlSqVbVtKBdcxKtHYp4Nm8lGe48MwgOOv2/x+XdaVKIKqwnQfk6DZABRlxsaBpl+z/gpEKi1gnaFlQrDdNgsaLS6Nt72qgATEUHWx4DbmMJv6RWlZ5KasMpwqdgOksZMJI/m48El314kNjEq6O0jrukGpzxoETWMyTxPLX/T9rF+bOtfZPhMPLeZxExKhGs9MmmCzjOemxeHg6zpdJgaBOscHrNKkiYqX292WVMxkA5QxINW7oDQzdRH3BvdL3xwjnLCzZZW1caXGZB1CceLdmmZZf1/AWsQh/Wpd391xP+mcUIqXI/aSa39+aqnHg5ep7jturHncyrYYh2kZlywnrqAoqCNBA2lF1ivb5y1jPitn64oYXu9jEjTK0riTeRTQSDgMu7LII9nW1WVQB33BKaXjeC8wvWCtus4UrhztDxbt6hy5QHEtmRuC1LaIXGfyF0RVs1sjKVWj6VeaAWGc1NJMweLbYl6F2+iXE8CqWIk4qkCAMCYntZGnRWu2B3ssmxRwWzb44FLQ58S/F3LlXStpSKdkeUgzTFqGWK2NtsAYCx6hPlHoy7IojU87jMdMTzGms2oyJYOdA/IDrSnCBJBAluw45jeRhCyyXrYNz2qO2IZxUVxrMmt85AeEwMbsn3PQgOhlwYjLgp0hawxjRX+fSx45OHWBn7ULfi7ilEC+RYKzy8V8yzTFeudnrAJctJyMiQKbDhWDCXSO/34c/9nIIiqAVUjxiLzII8iMBH8+N8nSlN583zH3z5MH1fhoj3mGOfIiJHkfIQfwrySwXlIY4XBuHnZfzLoEfxFuhu6OzyTWZn7juK/rtGrZmO3MFxCdJjJdF3v5nJZ5rQ949EQQHkarl0ocjzjc4lAj7Lv6Jwn2kEeZKHONaSD2h/UUmg34HyR0b3wm7aHIdHK7TjOUc/yxVZU9wi0xyAFnxyslk1DXyAKB8WATDqenarwv44TXMqrlE6mT3YeiwH4SOS7Z7T5Sg9akoYz9gPKwbeHWMJvfoPYxHGHSMcyzTPTxWGstptFe70tZ5QWYX3JKQgj32xgJiCjQKMepoYBxyDQtDNpaS0gbzySlIdgSDEtPL7WQ4vo+p3zaHDJ7zDCpm5JgnmgL7G/L4Zg/vVRKqn/8+8fH5QrqU5tMG+uCVOrQZIe2nKB/75p9BVK3PaA0IyHQbf19ShJxPNfTsk7jcLv2OmtimjwzeAVWLrHzOs5jaoxdKD/H8aLTtK7a5+cvKpMfb2+Xy2/bpurjT4hvqRdUwWpRN635fB9ZWnL4z8GRQnG/8UviQU21W4NfxvPpfHqp3bq/v/3Yhfzy+s1729+G9tDUbfXLP37YeU5V+vXbt7j4dL9//0duGimLYZiH4fovf/1rqtP+Mgz9vW7y12+vLojP9wu/8DTx7+rEmOr56Zxn8nabV4+acRinPMv/5S9ftFJvH7dNCC1Ti3Xt43Q4vHw5mZgZC3d+QUYlKNiCkWleFGxrGdIhs+8GGKj77nOjsXcubhwX9iTQmDDiFg3tQd/PZDzUhcnTt9+72ZOgcjyUhwMSku5msX8Tq5KQYz6sOAtylkKaya20q4uxeImpjAhbRQjYhkfCh6rJo9cXkfAWNrsEmWHl+ny/P385kDPhAMACuGSwKyXRSpg45sUJJXe3jeva9xZ9QxoPMR9DgGgPQEJvcS1ft4Xz29///qvbkp9/+rp7937pvd+eSJsE/JvpJGOjiEbg/e19XZe8aCLAvTqejiBtP65gXcq8aeG7BGHLEmYDzrFcczggCXP/9sv7+dT++c/PTJMT3Hq0PbGWQAWwcRE4R1A7sRwFtxiDSwzAXqL6YVpsJ7za0SfMYGGZ0Pivbisy+fXrcU/QXECAJCyXNpu5eeDFxJkfo32cRarVHsrHoPARUcOokU2Tr5tS45VgBEPxh8RF6UxuYB7zwNXBpR95lhErjQVjVWTH5eM4Y8GLuVBpBosCiNcMO0gTPBvlgrGEM1mUTaK/jc1MYWTKNikSfaNbL0Z6PtzRAJHYb3guek5sRvFlhQ//8tYzz5eKyULB3A6NYq7H3jUt4TfIyqivYj2AZoTNMKiCIkvJVYIOikwxZqazt8QqjHSNONnFgbcS8FTqNn97m1IFWKXvbQU2Et5VxAFSjdhldY6ndJm9iWiDqE/huOYDh02FSYF10BwHUQGZmNZUVptH4GaMbg6GuUN0GQzdEjnnettYnMwLn0nM4eBfpAhhxo3irG6wnYMeGNay0h4vki+LVO6SRYXYqioGb0bFRIxJZKleGJJ7QX9vu8O6AkgcFmVTJAlh9Al/QbiXD8M5+eZ8tqlj3B03B+RCUU0R4evIK54mJJhPT+X9DiVQSd7KNX5xWwgA8zYiHKx1y7geWkprRD0j2RIK1BljVMeCCPdmZihjrF36fvZraCFjk1Eclask+Waara9bmUIs1udMahJT5Mtsp2Vl5ZCIDdngIOKfJkKQ7PmhvxKAtKLATI0hRmda7ern++X85WsQyX/zH3+CEQD8Cn7hGjW03m64GKrsdh2FEh9vHZMTgTw+1ylsDlKXxPmpjplPQG3nAfBPZtJhWqbRfvl6WOZ5Y69D/LpSkG/6npVJhDLg5Xn62nq33T4GkSTPX9pbN/X35fXrYernVCXoHLBdyHFcurie0ZI7VBdpxnuC03JdoKpIpbp7/yCZ9d3w9adTWeXddcoj32h1a99PQSBnIC0x22eL+6YsTXfHrdq0+fVjMEXaNKWQgtyaLdw+xyBCe26S//7/9P9kM2tpXvrhTcnsePjy8lTHGD2XGlywUqZrJKGjSGNPQoGOdQpoNa9NtAOxysA4FA+deWLJkxf6QfkH2D0R75MX3EBZRvqh89vYs5UyhVmW9eNzWOzydKqbutoFLt4oO6biWCBApKzP2cVD2+97JsMF4MeYf8pwFhJjnNEy/nkkHvJWrJxxZI9qwI9+BSKMdI0FS4iTOGpQJhgbJ2DcGDC5yQrD1DBTC7h/xPWwAoUoGzB0kPdj0lt86J0Cv45eDLlwTaP/6Egj4umfCk/yZGIM0Nh3pAAfKg1/OQoZcVSJus5Xsg3YA414RVzTlETPx/3sNHJhbPt+QBIg++iNziHQc4BrrW4k0iCMeRBBk0TGA45d1nBfi0rzdYA0pI+dx5Ugh4hsYRuDWmCO9kI6OlPoLON3K3JkSNAaokBi3xkjmVh6fn68sTwxxKcURVoYpTPe/KEfV++NLu20gq9UDBdjpueqDZTQItePtUyBykII/NVcn3SVA5tySmg2LXqZrUr1Mtrz6ZBpgjJJAQLDiNgjTXeZpGGnntgCsQi83jyZpB5vgZbPLgyHImsenGak9Eu20ykZbksMaaxrEBSxX4LSBkN/dqbUuLe2rW6K1W6rx5KUppLvmCprRz0SvQ2rjbVLrJiFQP8W0UJMwpx7qAVAU6CjVKxxUngYlNF0/dBgKMI82A/cHZhjGY0nBXkzmOi0JseTYAICnRAhJAmgP4WmCBEHEDAmNUhoPt8HeBfkt6rjuQoIEjxkan5/RH0xFZDFZmZEcCI6bTn61/jkcG3HeCWpEkIvo5D6YTGP1mHFjE3scWG1161BhB0tmqCoKVdiyxSl14+7J9pCUiA0CSL1R+QdYdwraStRq4kKRXFFMS3z3hUFVBu4o+y0E9Jd++h4iVJ7DD9UJTJaSNCWZBlEpdjp8YjyKbE+JbSKFjR+O48CIhEJNk70tPxFIhme8z0+frHcV7RYASoTpQYoGq5nNS34VL+8tOvqoOSpVCT/BAgNlFaQzeNB55umABuwc4bE5IDUWq7wGhefH6cpuL1sK0IOPm9NW59f2lh1sXQMDrrJQ1K18zqo0wlg0vv7PSto342R3hLkSKWS7vNE75DnhGjFStFnOXtFkQhN1gEOGUb7a8iqdJn5MxM2CXiJKSuVKCq9OXHvZgLSEnY7/XWaVx8EavC6biroqcCFVJaguQLQqxfrxtFuAKYpjMhmTNPjuQybH5B77X/8ehUJ0SDshPCy74kMqWSf3/XzMEz/+tcvZVO8/eju1y7sdttoG47H58LkWDpHUAEwqwAHrodT8+P7ez8sER86SqUT+IRlVTd9973vr3n++pc//Tkvsuv11nXdNHVap019TLX5+3/+X9awnU8/v379Ng6Dtfb15UvY/TgtQ3/TBZPx++Wzqmo7j1XTPp1PZazHi1zxiE5rP8yfnx9Kqvb4XEWhUWnyfpiv10/mIGHnGjfYc+wySZUrXekUCgXbSsUsYJl7Iba6bvOiGKF6+vbYkic2Wa1zDls2J0DzUpN9fPYGuoFeJnvr+sOpObVlTPFhSuLXVYDSSIvCcKaBUuhASWKswBe3b/v5qdr9vqwxgW1HSh0zsjdGVPHiGwe2rHmZfn4QuVUYWZYlmiVyaFNnAVZzpzPLkGkcSz3uuH5kbEqabpmZAgECd0f6oM8p3K0anB2l3kKq3uFQw8wY5tWJoqSSvn0OSquXL3UgTs2VDb0y9JHo0451MOxl57dkJ4etLM2+8d9AdZY6ScXlo9dp8vzlMM+u6+fNz5kuMqMvt7EuYcV1o3PrTNTcrsdhPR/q9lR9/3HbQ2gaVFlhT6Zx1uBi5DDMUBNEcjgeODpUernetm1tD8d13dpD1feTW+23r+f3z+715fjlqYHhIFHrsIhDdoV6X6Wiu0V7AJZdAUNr34tMzYsfplls4XSuISorhZOFzo24beIStezYn7B7iZFr3ALYyB+Gi8kt1pnCgB9jCskyawWlhnunbCKIbgM07eHHUE9HusmGtwGZPLckWoYI8/Abx2zJuAelJWIQZvq0HyLQRTt0kpxEfnX//459sRtRJ/jlmKmlGZ6uxx2BqAFkC4gUqK3AqOKsSu7H5zqRye1zmubVGM0RHcQKdSlLBHs/ThU0+egIHz434vNw4HuAh9FJMY3rSAGT1y0jKufAmRpDTbVFX5mP4YG6oCO9fRJe/8h+885hdkiSiCJn3G8x/vCBg1T0AbQBAGR4KlHGJhTyS3CLYueKbA7FcF+ifJ1IZCphKY7ngjmwTn799R7W7fWnNorSOeJ4V0KIaUlU2JgtmZMSDm0ydfkcStL28Baez6AEnN2kTqdxSehzMJvcPqeipLxJNcAw9hASH+/5XDFfwIsYzfNSXi/j5gnUjDZ8cWTg7rphfmzbskzayQ3d+PWnU+QPcfuXtZmHZRhWU5mygJlsLf7biCTl69/QXEzztOZVdjig0h9H7rUkio2RgIJ5o8Bxm7tdp6jWKZ+fK5RriKtpDfj/3v/852dsE/yLvrvP8fZgHxOVMrgwTKFmOAJo/Yzhc/r+NkxuW3owMlWdHRpcYP19esB4JGb71EeV0y6JSzF8D8JoqKQZKcFsR759O2xudxt8Cmrm6HNZprVqTFXnUaU1Jmq7XUYldV5URYGwa5z9NC/xrszqOi8K5sJ2RhZUlDBsvNuHWIoTrlvkVU1agIWgAU3Axdcti5OLSOALsRhnvUyNmIh5sHnBURMrH7z9SaIG6iLZ1Bz8dzhtmCIyamNtLX/f1WHqg2is1BoRoPsWDseirPU0bF0/Fk2BTiAClrXBy/1IIEPOjcSSxcPTS5sk+xhVRXuyj93UNvXx/0fTn/XakqVrmtCwvrfZrW437h7nxMk8WQlC4hdxgxAISkiJ4AZ+C+KqLhBcIH4FtyiprDpdRLiH771XMxvrR2c20DNm5EllZSorwn3vteY0G+P73vd5DlU89iMr1Top8vKnzzuyVS5Uehv6uRtUlkanUxXG7u3Hrbt2j0+nl5d9thcFqCUeOMZyVTB6C8Lox49OK3k4HQIBk7CuEY94NwCLI7Xk0jP9+tsSBMgSlLEYA12wx9Oa/PSyS9OHyLPaGJ+xBAIiTIdKmziErGBR/1H52O1K9pVh6PGy8cf7BEB20jHsUA84oXfOGbrIkqbNg0hcoWJKjpIitKMEJ+NDVHSjfbpgUiarkjxPxm4ZqGdom0XjTd5uS5JGZZbs0YyyFIojvpwbpI2gPJVp5ksIyG2MUm4ema8uoyz5/pSz3P78r695kTy+7ClAxuLLpy9u3SbfpmDHsnA/xdchrZylc2i7+D0xDhFgfIG62Bpx5D1vLfS6Figlg3HwwEnfIfYqnE1J2zSsEPuR/Krb1ve3yfE7NcnEc1Ubl6S2rpJm1xIEbbPEa9/afTn2alG66wb1qvbHkwjD60qvz0htzXZ8rNho46YOHk/N8VBPLDyD99fxep7cvjCdPj0euutsV5OdiqyIGs+6SKHhxeED/3VlXNfN/Tj3t7luc5+Vp2KXpcCakyguydjgD7/rOjBKdVKIcF7k+3kOgrBIoS90l3l3LFL+R6RpVJZYxbmCWbGtfmwTJBOgxY0yJDB0JrHrYuo6waYdpuUh4z7jRZm0MuJwGnBRoGV0m+plFAVNnQM4FCs7tI2LdFYmxnNK/IUzMpYa5ErzEF5ziTGPe1wDUZpKWwgrw4/GJfMFhiP+kbHabWA5seXeU9+2BRBqMiQLkT++Alr7oa8RTNmbCnbRpZPjpBjW8oUP6gaMmIDcE5ZVslreDTTNPDbp2283/1dT0EFaJEibJXcuHOk78jmxqzyZBkhMQJBDiEwIdzvPrDSDmNAPvKmQ575/O9SV3yEz0A3miYxlXmQopw0BLR9GBSyXpGyhi9L7IcLg/q7i2Mq5KlwWPlAEmbiqucFjo33/IWl2xTRQzM9YELNTNToSG+XYaUKykhaJxrW7DqOsqyywQq2I2v08hlkAaLpISDqK6+0y5mVGJsfTJu/U3wiQce7/yZQhS0wKaL54UaCO4Edz/pjLOhMu0OsWbtZjrNOuo8tU1llMdZDiLqmJ+7U8j6fBaCh0dAU152b4sX5ySQZSCNE0aeM3jZsjPhCFOz67q4uEaBtM6Astz/vcAK+I1OvlxhTmJToQm9z4DB9PuQFEtOC5CIJ234Zh+G//+hepRdOWbZhM45KWeSDWw76omnLgUbYULvcuumANxdv7HEfYon/5u4dlUj21Cm6IaRK2Tfr0UN8uE28t/uHVBkbVeD7nWtaF1XbS6nadE96XQRzT4uu6RVubLiAfImL24uVTqywbif46uiTq+uF2+V63uy+ffl6kWV3459+ux6Pe19mhfbSgxs1q6FWqlQmFB48Rqn59O6ehk2b77bffnFufv/wdUHfWijoSURqLf/jjf4M1YXVRGg/D3Ox2SRq//v9+m+X4y+cyqeJmv3OsTMIAoR0Lw38b39dVrsLGQRGMbg0g5s9Tv981P//ykmXpMlk5qzir5mW7XqZxGp+en46H3fU89uczXmMRj9PNrmq/OxZUQfhZravJ8iiKM6U3o+RuVy2zej9fHh6OX75+mkZ1u368f7zWzam7fpjVffry2LTl+b0D/VUkBvZDqPgvmy0S2oI4qmuQ4h+XRS+yYhqohvHSVIcwD7Rdb91y2FenfSMXk+Tc5u6xjnHUYz8/PDZe4bOcHlspHWWXKPKdIhGhj/NUrTo/JXFZI9H60799LysUvWGEJypwYuwUwyZMJJhCiyIui6g5VLRMI/ZUm7VhnH68d6gpJ4LE7b6Uk8yrYhXU1bCorWuWxE1F/VgtNjxW5p7uyxPhR0LzqHe7gkluAJ+DjY2PkDK1DMPTnhfuuBhff40XqWeldDetIZzMvpsDZ56eipkrhwMAHgdtlUR7MAGrCZNg9sUz+FlSL3XwEESp0zZJs+Mj7cdFY1JLfea/u8k4jzBzpcTT/H6JP0NSFNOkD229zOq/XCbPrSGSs27ry/MuTxxOs20ry1iptVcKUG0WDaN6vU6klooiSUPvv5UPz62z4duPW10RETKow8BW52Wc0+RnCMULazJxQ9Jh3fCbJz4PwkvfiMtlqmosRP6RwkTba36Z96E6IBHne+M5hnQSLn4Pvz9WkF0mjhm327wa7IJgjYPNG8+jrEwKT06iDATxKQTpRMuOU+q9lV2XjIO1wd9TVhk3hTWImejCV5eLF0/kUCu5KQV42KlOUOpTIs2DcKt3pVG2btIwpg4TUnlh4OYxHuRRHSZ0Zmyr5YNatzmjN236zmcQqDWyfsGViqAa/BuErVVMemE+kbBOrP2RI899/sJzHCLnOypeMmTt+vE+7ffFHsj22vfycplIHkWguZo2Q5ottzxLkgNJ2nXlhVUW3OyrJlWSz+HXT3spVVknToTv7yMFwiK+fQwvX/eL13r9/NNRT5oEUiikh68GbtvtK/qfZOCDWdrA73LpBE5cJwDL+9VukeGcWmaTxNHzSxtGsVGAr331kl3f6I+Xl8t4ONY/fT0ss7nekNqfHqqPt8FtYcpgJorTOC+zj3MnlXxJozhL9VXm0BPAscBKFRtXMusOx3IY1fU6taQq5Pn88fT0eHyoFmnP5wlsRJmXbTEOy/U8B6F49Ft6o8zb24SFtQLZXWax8MpNdkXGhnHsQaCuLJKiSb/99aKUKItcOzsvZlE2WKhZJnHU8HZmSMQaZjIpJytilp6P6tlSglfhnQIo/bViXdeS1Ryv8jCOpZYZZufw2/e3aVIJUgpasZtd/93ffcLJ5I3Ht86M5ynN6TrGadh3igN+wU+rLLKqxlh7u81zL3f7Yt0AYJqBQFlTJo9P9dBLgvE4eErZrcNtPjyUZZGASiaiJbSxQyeJwu5ztgvYfe/lWD56WREP3fR+7pOseDhVRZH7gP4mPdLv9LD77dd3o4fj6TB0Y0LhITJcfJgPRCLGpxUxWQhCdzhUQ784F+yPhcU5YR+f8qFfwpjN3Djq/YEriebx4soCpkYYBfu2iuJokSr4b/+X/51YOeYyHo8Dvcgiz074K/whOeSKEgJ1ZI0Oszwk5EOdcek9ECGpq7qq04BXycbjIi8YQvA/9HK1Ui5YRcxyGQtcVd35leiSPY3QT4yg891BkUkCp0VJvs88XPmUM7Bi7eNxL15bTjpCGzv1siyzqs54kDECCKsmrQiZcBHVnm7Mqd1RKcGw59yuzup9Ljax+PM0aXh2C1DjrN1mT6BmdB1HIPvowinKBgXXA6ib27qQZ9wIOq/bMi9BHFV1ZciRe+X0YiZfQsvSKOfcSs979l/gIBQfHze5qMNux/mAfg5RBy0VddI6VZKCVhhH3a1HA42VO6Xffx6MWp8+H+MkuX4MZRW1u4qnJBwN37Hg0SbsZsMgIiwXiv42dR1a3sCR5fONRx/zSJj8gYwv4uEmh24sq7RuakHK1BpLXN4/Gx1uH8wAW8r2XJ8/xsfnduwH4US7q8YOvgXlKSZJnN+bNr1durJqWAJ7fWEUh8aat9e3MErmZXk4oRjx1Ck42BySioR/r7ZaWzTrPl+hFLEltKRx5ItS3jeQpNoaRx0dCKHvXnOj56JLDh538Obcw2MjKUO6sVdJhrEgSeEDeR4kMWG/4QQ01+MzTFMWR7AE6Xb6hVJ7IFe8TMwmAHj427RWNghQ2ZA59AAhY2wgIKHFWTgNjLjIHno/EsJxf9ND9iCEL1EwZuPEQ1/U/w/7JVjbIQ+4hHtRREqEdJBEnVyUmSYdvriAr4O3JsbUAtUGhxfnhUPFRsSfS5qUqr9OVV1UTdpdJKvvzC8hfRh122yCjjxRs/U9ef4AcBEijmJobcoMiecMlgr7/Ip5MqOvSEw0DJnoB546wFDZj0jvbD0mvsyA8a4uC4UuYqX0RZNlJps59osHInOUAHOaslGGMkdWh6Gqp4bepUiYIYHL89zcyEGxiKPwyJLTawOGDkV73XjPgQ/hiACGMDlJ0sgsGH0Q3WcUPZyXDTrrO3ZNXlR1X0wFuKSwh0VBLPpOddcpScTL1wc1a7dBXt42HKYuELQyPLNQKpdk/OhJo4Zbf5v4V0QQC/y/xXfTfcaSfKSG+rta7kv8BEhDMUfvp4WfsHMV2SDWmM5xJV6NzXPGBNMo2XT1Uk7ahcSWxOrfIthjt6JiOHo4NsbY220q6jxhmT/h/E3CNGYotq3b/lhCbGOXOGR5LuUyD3OGwbxcDcOdkrt+iGVPIjNYtZWzyfI4L+KZ6LjhtFqxUR9HgjebXqsmU8aMo4zjVGzwPNXC8/PWTZeP/uG0A5RH0zWSON+jdl8ocFlTkmXBtmZxnJcFtcwguF7GaVGHfd02eT+qZZK7YzWO02oDSDDOzfMyz1NZV97HHvz6l9/7oUuzUkp5eniOIjEPA2vJ/JCUWVnmt+vtL3/6z1XZfv7690r7hIedtZ3KrMrL4+Xj4+3tT6fT57LeXS9veZ6meWq1apsmSAo4saF7enlehoFtcFJ0l17Kudq1++OhuwxuM23bSL18vP8IQ3w8LH/j6O31x7atDw+fs7zA2uKM1EohNZtPp+e23QesXtdmX3Xd8v76WpVZWVSHhybL4tv1GgnSKXEaK2lwGEJQMNM4RBEI8iKLT4gZZrZSi2IM7KNlalmyvMBkNai2LX1yW/DiIJ5X8NAY8LC3TaqNr60m4bqKXVvWbfr7bxfCxZjQwGdR5SXM9zcQCKXoIEiRUoZaGmVMWbNHul2R0R9PlVrMbWCK9nBs6iIdBjl4LjHoCALVPGWbNq+q5Nu3nvKPf30wvqCrHu739ebW7jqijqyyosqWSQ3d0u65In68DxnrUlbZ3rIT9aPyFESRhEFW0AbvezUvk5bT6XTibeBVMC7crpd+uM1PT6ckjqZlWUa5P7Z1W8pZLXLZnBj76zR1zy8/h0G8THO7ZzSwTPLH99+Kuvrl736JgnCR5v3toyqrps4QK7OuURfetqWvY4h58tk2/scjQ3yr4J7UUhhfeZiEoTse+UEtytwQecMS3GGK92hEzyRLkni/B80ax1Hf0+1oa17a/Gq4P4FRiSJ6ceOwhEHY7onymIWZWpREec54y0cKiRKAH0+TvccL364LPWS/d0p8cy8MHf8XUiecPuOE6O/q1n4Ax9K2+d0P5JFjxD28x48nP0kbwqL+XcUhDfBvFMWb2AZWbYlw6+ZdIEURe0BYAJtXgS4M/POcOSVxCVK6vkHD2OtOagn9khDBg9GKyxqP6I1X55pXiVVUEAOOiBwagYS3BfkU/+FM83ga1fUyMvRPeKOSsNC0Njz/3ASBOzzU0FYWbdeNW4oIlNKlVzU6wQgpiURdcndfmLYzZvMLzBQbGAMn13g3hn+nQKnIvObea5l5I3koSzSNZpk1j+4VjhHiH8cUw1q3OxRsdcAy38nSgHDYKyqrtWuP+dwrLnhVOo+KrniVpSl+oM068GZetJCE/OoDpNb6dhuLEkElI3k/Zs1zOj5VnUm9vX7v7LruD5VUNvMBuqqEdRAG8bWf//rrVTj3/NL49ZQ/m0VBnnMn7Hvlx+XJNGmpMHOyNCPyyZB6GbX0qLOmKW63Gzj6sujO/W5XVVWRpVE/K2hDVXYXgE2DbtpC+odgnuciFOdzL9Xalsnnzw8bYnElgmjkmj28fD2q2dwug3Xb89PuuG+6adF6XaZumq5pWr48vcDaEkHbFn5gobq+U3ItmhrAZlEcDyW1Dr9Lf38f5aLyLKzrousRUtG6sttulyVJPPXSGlvWBYom5sxOadNdRqnl188PTZltPq0zQB4GwFNWiVLYDppdDtPYMnG+b7b9N2jtelZzR28VDoOoqvnmzzMoqbJOAhGO3ULNC06KgB+uV1qpqFCUkrbM4CMIEd6uw7qZsiybXbmJ7fw21G2ZF0SgiTPwbEntRkuwqQsnqFNxdvLGNRQG3n9o6KmBUvO6GlpIdzcDTO9ZYhhjyx/UTYlPVVtvqEmijFAi7+/oxCoGJQyTS3Z9Ui1M4HLuygFANhYjRRE9nh7prmrAh6uh4aW0hgjXeHm0IXkfJ8EwiCwLYP5WjsFMCEDPm0T+VhFhJWrXWWtiYHGSl+XmtrqF9jOOkvN6QMcoDDYDDw5ntJeecyPJC0pfTtD6AEAMAwAnPbF1Ibw6LIiQJsRR4nZ5Qd9mc8NN0uuV3lW8oS32++t1gVfBph44obe4aGXzAl+8l0pZvsbkEInAxUkaplteZeMor+eh3gG2uh+yveabZ6VmX0SzgqsrN1VRldV+v89zLoT+ekMUmbAjmBnMRVmG1c1Ym+UcXn3WItgdmiji3SyC7fPPe7PoaVx4BKQRmukIMOaEICHMK9jcfYfTom1LAg28x6Fuenw/V19U17RKJiJ5aT4vq1nn/aEkrcYfHL7w9TJLaZqGdrucF6COiei7ibcG5R8b51zVlDZNWyJMT2Ntt35YzBpzI3McF+ZxjpPweDiRW/Ljdt4N25ZnoTGgL90qgPywJADaLRw22KIKszS93+2pn/ndUEBVxGESZ8+p0iwrAABgYydBGEGg8jFOAErWbGWTpT4POfVLBBIGKEhMRNbO1NLIksbcoUTkYap+O+SqBrqC1fASAWdHjELUQqKmrMLTU8MFwFPCEjpR3Ix59RJbhu4RCjH0iLlykwgXrujdgrzM4oRNf5qzLtw21NtwhL1nfNNbFBNJnQaeBf4qxQWAnCdwmoQXEPa/dXhdsixbFJOU1FeSMEzAZWbliBCyytMcmkvV3NfpetW2anjM3a6GVG2sl2Vr9oTzPGgxgMDhhy7LxF/DGzJFWaMPTvJsnuTUy/2hKEqK+Au3PkfkiI8rr3H+v4BAbVEXRm3DDYxkiVZO6I4SS15lYldwVPVX4gzfTLSZLa9wYHUfk5J6NHZ3KEKfsBwHLXpvfwE+zpc2ATwFpM74YDnx6SrN83Tql3ZXnD+uVGFbpgxZAUbPa/eAKGz4bvn9xhGqxmGxSi5Nmz897+Rsp4m6y7YiCuN4FcBDisKguylv63BvZwoNKf9vm1Jqt997CvG6ArokjYw+NAFWTv01FtczR3MfaDUEzgsYpN2AZAUb5ObyODa44lyaJA2mRICuUQJybUR5kluwWDTiiNykWd0UqX9zB2BuPHI1idodXSZ/D2XzmMQMpC6cAWxZMnBaDRpmDBb+6GJXmxaREMAYml1doI0Smi+FDAVSx6EfrRWWr2TEP1iLYZEe5RpZqW/dzEOSwx/J5IUXMIOzLBPnj3eIO81pXNzT864sC6XXWcrdvg4DMVANsVkZ120m52Hup+NxV2Spt6pi89vty9y7E+HHpgliAGeKvORAHIdNGQu3Dv0orIhLJA374z7LHeS6FO1nVexEkMVpfO1fE5kNfVTV+7/743+0CoR6TDkwu/Usnjx+dr8/1mnx92V5mOeZYVRc7g8vyzTu2noV2/nHa/NwiMKwv6Gsfn7Jnj7vP16VWNepG/I8iMJ6uI3zMjbtielGWi5Tl2TZ0/Mv89z13e0YFwzvnKkpIWkh9mEIXLvklBxpbXxtSlLKjqmBrRr+W3e7Nu2OMCRUeu6QSUYA+OFpv9rt/bUz6wbcDx2TLSq2ynJWUs5RRDPieKz8R3eL88QPPafzWwfHtSjReQVRwN3Ja6a0vL9KIg8qQ6PnU+JQtkKO2sas2Ggdmf/2M6w1n1jnfzMXyzATDgPTpixOHk9tP8lv3/tDk+/35dABao6TgJZdzAKfxlew8fZa18O+rCvmHeOo+mlOk3j/1OhlZZEIIpIdux/lEABbzDov6riv213tr3NuSaO+m7te7qJqI4wtxRY+f/qElmCfhnF06+Xb+xVsRkUykud5kk/LZfj11u73IoytUXleNLvjl19+sRAUTdRW4zBVDZovEaTzZLrr3O7KIHDH05ECSA7hdh5UFCV5wdD2dCyw9czLBuXX7ff8hBWTynUaQJR7trxIYKUi1cyL9P1jYBHnaKMYxdF8+liIUtD7CudRxXEexyJNyD4IIUr8aWIYpByEW5e8gEsHTW2l1yq9yaqoUISrmSNKniUpyREzU5m20wSDGkgSI8tt7FReJFwUNZRpGtHRGscw8Qk+kT0LPLuXT8KqrPmvvWhKw5HvcVjYBN6h5xconlCqYCgEccJzJuEdFPk/g/UWWXapeZ6yewk9mXzb0DZEjBgR5fG6Y+8FFQyqPm8EP8rHt16W/H2znFis9dekqvB17pXdIGZwWo2rl2lppWmUK5o9dA75e6ysqrQyScrfa6KF5Wv2hFGTbV2LMMsKzk9+QI5ulJ+B7yOEHOwQyxqNui0B92GnSSu57vdEY5bFog+PRBh5VBv/uqi7yqyMjw91zvZmHgfVHspVr6XvlnvuXZhmUXeZmWsL0vVy0QTO9/fzd74y/pivH30BPT6PaeOna+reP2YnWNtmZIA5b4iAtghxHkcTPkuTouA9XBwSqVefliKguUh9vQw//3Tg5LNtsUvmSY03SSEtJffkL5agzgkeMzNFMkH9Utm+k/2wbJs5nQ6HY31+GyelxmF5+eVUZUAEpMz6YbErd7aiZLTkq9eMGNizmu18GT11zFRV2TalJ7eFn16OfTddL8Nvv5+rJu8ucxzj+jLaDOchK7PjQ7OtFCgWKWnehszA07g+HA/+AiKWeWGHLBd0lSIUwRaFrt7X3o7ktDJ//ctrWVf7tujdpi0q67Lk13j3Z/z4cdu1VRSJvqNQnaasTFAE1dnhlyNFG0k3knVAFO4PeRihpble5lCIl8+HooivH6MyaxmABE/iO8/WOnKqkL0Zru0rpew0sNStKsKP3XlsdlnAOpqkPWY71uYbcDjhyzgp1R747VWhdCS1jdgSJV7Stk0jGbWiok80jXJ3KKqXQ3cbbtfXl5dPL59OIthQmOhVBfYOUkmyMs9pqTRtzqunW4ZhjqKohZ66vb1emSeuQn6j3hn8p//N/31bhfSB8oenNi+j12+v06LTtClL5I93odw0Tf4kQA8GGyg7aDDEPiiObSnAVUXZKc3ZCdw/wd7zQ8qcokIEpN5oxhgcuH0B2p9xQw78EYFdZUwMs5YTNMZh7s2+ouCIp0tKAqosi92+vNvVGQ5Zkicb8xkeoLwjGaXQh4njqN3lBvgjkBJu6oAtGEL7aRMDm6ap3LZKZS/nSS62KJMs5xjnnBjGSWtblqXDP+FaHzI5X7q8KPZNsTtU1nDC4BSudFEWHrTKaRhgo9vuI7e7aQd8Hwu37W6ZSBO4F4uy99FUViZce1amCIvU0zjWdRFDYt3gLRCRt77+HRpDcJ9nChAhUgF9N4QRxlLWF3cbG+O/LRDhrs2yPDm/T/PMdejuiljmvyX0lOf+AZKSvtREtQxQTV7hAP3992uaJad9seBhC4eRKbJSRqxr2ZRMQkJ4ofxcHDq4qszffrwH8HQL4VxZZZzg4apTI4hChPLLLOkJ3HVqUfC3kZKX1FXcD6l6RklU1xxM+SDR5VvcFsaJKMscB6wPdpNsJfLq1tVmaXofx94u4+l5B08sFNfzkhdx7jkxG0IFkaTCapemoZRE/H3nKgN/l9Jy7jq25HESs6GPCM0vs22bBE+RMUOnQsbS/NOwfmOhRbOB0CoCWgXuCepjeGde04y1Fr6kp+kYUjRpd2VDmOIyTox2EXVE1tcGZQj9eyCck/afDopzSUrrYIJmke487Pj6MZFHpSbG2LXA0sbFxrvUxfUK3reoU2vWtsWCyO9rMWmGXdDzqQGy41hj4MU7OA7RYSO9IJ7tEWdspIlVGc2WBvIesBLoR6Rb/dZLLTTm04z3hKEUkXq0F6OvO2DJd/O4p8lJIwh2wTgsjH5BLzK/52viN8lGWU+F5eMRhOG8+CljHsMoU6vhq8eWmyrdCGg4Yt7ALbduEU/d4b0EwMBCEIP2Me8kScEeoGciBcGW8E4dSKBleFt4SGCpHxagDjlLxs3Ysi2v3Tgz9UyOT43vDnFY8d8a/Cv3TrLnL4dKqrd3hnAvn479baIeadFz7Q5VkcPgoqw/KzDxzulFexsBg9t5sqsQ99MJN8McNwPoYCAcIdEGf3Z0vBgoyjNFCqPbrcMe6daGQFjGn0TbVdvHlyZJkrf3kbw3bhq+bkXZ8P1CpM5vOkygxgfOHQ67PEs3L9mzWk/zJRDb/vRlmed5HlabLMscJTUbp+7j6flLkWOHtyuNX8L0W1i39fNTm4YABmapv//+26cvX7YgXSW/6CCN5QgwxjGIyT7OF63Wl+fjbl9pyUPSGwgJiOds2eJgFT993bt1W5Tt+15pFcaU6PgFZuL9PH68DU/P+7rNh5E/g7Pzr7/9cxTndXPM0h2rfsTXsirbJA3LIl2tkNr0t8EaF8bu1t/m8XtRHr5+/rsoLofh1t3eLXGboKz2oH21OUHWhq366cvneVaX66DMGuEp/lg3+fTwh+72FsZB2z6lSWZs0IEJ1fBo47A9HOIo7G5DnGaTb40cDkdqpr7a6oJA0REy1OuTNCtQLV1vt8O+PR13vnq5/fnPv65WvDw91k0J7WBcigp0m/Mfs0Uih7uboPqBj3scR8s8jtPt6flzWxdi3aI0qYjzScVJ2GZZyi3rWIPgck5pN/vKgAhd4YXOLCuieBqXPGG9T1UezBLKNepdpFtcmoT7UysX2Otww/2iqW6z1azMTxOGULfr7Fa3P5TLAibkeKzmCfZDnkdSWpFEWcxMU2oLOcC5ui76DtWqD067BDdjmmY0bOOU+oqRusQjIq/vY5qF9a7kXckbj9Hwr3/9EQZh0+69Z4ULye3cVU252zXzwjo4y5IgQlOkFnW9Xb3iusTznsVGQg5r2mLVa3/tDw81sRpw9rKsqjANbqz3I8on3Jaz1ZnLe//86cEPhUFfwsmjo+W6cxelWbsvGWr06sfr96pq93v8YDFNflb9LMRC5oyzcmkc1V5pkObJvNBrQlHg+/lFkUy9pPQLMnrLUw4qIJHRfwWHffGIwjucRjX2c3xHpxBx8czylbHa3Y3EtTmPFAcNNAZ0QEGnoG0IAnAOhkG2LKq4qot+0EMPuFL45EiBU4pJNBgYDATgLv2eQDDy40RHMhLGAx035gKIf5jmU3fncOnfDv61wiYK2zvSassdhl8TZ5uEQrXNi4T1iHXdRSYZrWxmFZvrSW0w2SwJRUdWu8ijYYHfROQpQE3zSIxYrJHbZJwwj6qsWYvNozSWSZvXseS0V/mRuHnSGbHGZBy1c0EBcTqIouR27oM48jgIgoLXmzycaqYAoahbgFjztPppGsGoadT7XeYHUgZ+AZR1fjJe6gDAbBpp4uU5LYkki+dRM9Ovszy/txBlwfor4HGrVk5xxjaMZfnn8GNZoOPkNRldA9uPQ+/CHoIX7l3Ttz+VyOgmtUiG5ft9VjelW7ehU0Es/OtvsyTJTdVkLDCcaGvvpEUfwiGKIUhIFkYu+Ks86YeRcZICg/j1T+95mR9PjWEIZeI0mibdVNnPPx02sf7zv76FYXTaVbtD8fY23G6QM4UPpnhsfDAMMi+i/aER2+Z38vgnhANPkiBRhXufYj9LPNkr/P7bt/3+8PPfPYE/CcX1uixynUfUOUFgH/bN4emwzAyOzSq+/fXdbdtu3+x2pTUa2wxrSW4yeZb8/u0yz+p4akUQDONgjarLXVHwPUal6FWfFrW1mkeVVxzLSWek4TJqqF2sx4OGL529XG5ZmjVtmecx4RqwiMKPI/HaRwkK2SgM5Gz9ao64L9wg/FukCPkw0ddho+CVbOT8yXxBi2Ubj06zSMaRyV0AuIRx3Dxyh6+bdJklUVtuWRiQxslj68yW50lR5Rr/DQbFOE9fv3/EQdy0gDrPr50LgpfnVunt1ktMEmm4P5YFgSPSPdeP4fRU5Xn28U5J547Atau73Eb/SeVzQbxxGEZj86I5qG1Ik/hwKITbAI6jsfETLmFElCkgRes0r1G41W0F2pJwAHM9jEAJ+3qP7v0bl2Se9fU8xWyQc79nhHTCeMbT/CDwcsoktB3GFNtADtgt978YLyWLOKCHpD1SL/OVsyTDLcJl5iqysRCD+OEDa/zjUha+sVxomkqlN7vu9nCrLf3OO7r0LmwPGd6E4TqShmrqlCma2aa+82ivtq0r0FUawRf0hzhomiLLEN2koPm5K/H+4l0YdZfFPwGxVW7bVtek+P2Alp3PzF2LdOX14ypE8PR8nCcp4VPngeTHV0PatG617afHwsMeRRB+fPTqsjy8nIZJJhEz4M0D+umVAVrmiut7jxsoLMfcVrEYou+3zKpEhWzDgPmWZ6X4aD5BIDynHDz8JfDOuy8L5LN4HOz29LzjMheIokrDkGLYNGt2/RM7JR4Qw9jsGiPZI7ltG6cpx2lDeJkEYRaPnUSkHAELSVPy/c6JfmRemdBDAiOBUcBucqbk5n2snIBLOE7r9WOmiMpSmrLl03O0cKx3aUYRnIm63TIO9yBJyyKLn7lscPg2rvZ/ZnrkgFK4fXmP/bYxUATvGWx2mUycuEWqeZDEX1mpkSKm76QZFs5q3SKrZ/wfOL794LAsM22tx+sTMQWfy6d8cyvOdyXJpZBa3YSUC9uEKomSUM6q3hWeHsLdgFulXXm7+nbWMqvc3GEVvKrvb0df8gxPj4B3F5h4kIj9b88TOYVTt0U4tzuWYGn0tt8XkmjzVhQpxqSNeltU5UZjUvESqjVc/KUrDZi7H+jaYasHBRGOg0oz6D7zrG63CQVNHDZNFboV5GqBGUdOIFZzPszcOdtdJmc27UUOM0BK4yVqvNeFACWXo+wO5klxW+Y37qkucGTc6r3SngBMI42760YyijlxlVg28R7AErKddpstqpg0UBjS4YMepsLAwfTy3harXMj9OTiempV/LlEwLrkklPhEUc7O4F/Pix16Dhn8YVxIiy8m4ZkUJLW+VAd11HypSeh4e5U05/Ps3Prw1PIFYyZtu57t3+dPe/wlgIzd9dI/P+3zp52foAuoa3cNYBBZLb0MjImjEOJwKhmBCJfW2TyxLjWSDaYzUCVYVPJhAoGglebdGohbN+rFPD3uYHKCTYfZN4KbC66Xpar8vd+Q8Labaoo2SwPv2AOAGCfJ7XLTuKAYkyZpSZbYh3Kn0QZiVfpmVzv04+F4iJPcX4S0UZfX77fT6XHsAXsc26cwdMMszx/9qvXLy76s8vdzfxtMelX7XTIt+i+/ftsfdvv9sb+e612zrlGeZuump9k4N6SE1DEDFT7teccAWrsNk8IcMCzQ6sWqlst+9zC7RakpK8q6jT992m8bGIDuKi/XW1E8gWtWqshFHGXjfOMkx+7C/NNf/vskK43VyzhHcbY/Pv/9H/6+af4nHx+9tWYYr1g1nIiSeNce2WGaIc/K6/WyOl1kO9LXfmppVX98/iS2n7Iy88tYFhLDNG263x8fKGaEVq4uWKNys7u6WOagqpM0bv5yef99vCQpxo6yqADCRjQqFzMla8UMLozb/WG/Lz0xnCt/U/MfC3kp6MA3V41x0wh8tt35B+m2vX4/85ZK8gBaXZZENceaJFFSHR/aoV+uH8brI1mZNbt8WeDNHI9lnCXvlxuapZXCaj/IzbBby3M6BGhdwPfxq9d2G2edpcmRP1sQRZ6JGgBP9hkfvDXzHJYYaAKYk9uaxGE/TR8fJKjjJNFmZa6eiiROtJxWs577+eFUNfQPzduPq7HQ9nZ1ysIkDuq2mAc1DBvhEYQ36elU5VmotM0/NWEUSL1KvVkD4bBuy/3hOI4DkM6FuOlwGwMfrV+mRWzuyfvT+5tKRPDweV9V6SzNjx9/SrPq6fmnICBKI3q4WUVVnC8z0580LJuCAmuw1eCgMQm/v571qr1YMke6wOiWEWQ3LDXDeK2sm/pxE8G+zds2bZqvw6gDgRkiiGjrkXHf3LLILI0Px5qFc0ZwfxzN5cLALsvCPEsPhzLPvILGyx6aIjV6ffs+OMEmAaJGEn2845SK4vBwqrlXFMkCp4B8igf/Bor6AnPzO1QPKwX4MdTZZGIK/MaLVFWVpllJIdzfcuumqMqYaSO0iW0Degl8wjOWY+cjxJ6YkjlnizJjmLnaICUYyYspDtOK9RppKZ95WteNUw47KhIWkH7gP3Ph5OUSQ7wkJuop9gGROaZ4dHV9fpLGvYd8bluyWUl0pSolIG7vmXXol7yi0CyTbHYsMu4u1r5fijzcVvgxLAiiUEoARYC4I8pszQ5YCIwJP6GdcO5RaUJBziYzKitSIddrV+9Q8DnCmYyYMet6QnVVp57dFTb7fOjUPOGoWOa1KEmxhUHw8FgtI8CHIAiNAsHgBJg9IegdEKEHHsq4MAyMc+vhaZfn0eVj8vdz0lhFRUXw9jEib6xwrsI2S0OxBWjf8NWQnwp8CiNK4nFQq1nSlNMMRh+ph355etkn+7InkWEr0JFrytMWgKIxWMd8g32D7AhXM5l6rqAfH2NVpo/Pu8tNjbPK0+j0QF3N76BCqc286K4fg23lUuMhf6Rz46i5d+O1jQLag+Og+mGZFx/fMyJK+CRGHri9ie02qUy7n75Wp8P+cpmSvAQfIsSVTh3c/mlRdZHXu/zPf/pX9iQBRs0a8VLw9LRjh5EwxTZQ4tZ+MeNkgnBVyjY73mWLouT8y08vhjD/djtfs7JY6dTAzEuS+PRQR0n4/jHmdaEHXabBxExzPh3KdRU/vt+eHts//PK0TJpaYBSUddruoaFsbjt/DIAJ2RnSgl5BxYK5mkdVN2VRMRXpO0mimwBXwJA3DA7HRmv7/ds5StJdyxtkop0uCqLpZPHwzsWBnHjvW54ftNrUaqIgLnLcV0WWbaHdHctp1BNisE0aW7sgAUko5mUNYlLWQgT3TDJHK88oeH0dDntkPOwJDg2lGxc0DTswD+3bHh4LMB//6//F/9Vqi9+WSw3j0ryM5aI2y3erHwDG79qyqnJvlKINm6UBrhUwA2sco9fMslTr9XYZmMeQ2V3SJNv7lh21Fs5FG1fnPNtWNwwSxoIPLvgzHH2D1HuoA/8tFaFHjVHEioxk+5yliXMMF1FC52kgtpI9GPmBdXVpHgWCvl/KxMv0Vzqm7Y5zvLWsApxg0xIlMdk5iPD3VYb1gCyqRbyTItp0gdiCKFzm2WdaCnSNYKa5hd+PyLxp5qVuSuK/vYpCiEnNjnfb0MuQsCC84GU2zZ54PWn41RVVyuUWZjHcfO9Wpb8+9WCROIEtAE45MWPrpuOTZmhqeDaiS6bxxWcrDuM0vbx9hMH69ZevSRL2HerXmX81UR/v0gnACC2sQ7eVFO5KR3Epq/zycQuC8PH5QDrL+xiNWqtdOk7abSEXV3bo+kZtbxfG4fv7kJepP23cG27aN8qoq0VQEHlXBUEoZ9kPQ9VWza4yEhpkzDefte2dYu84BIMSNmA2YxqPM3a9tm0wYnPz2SIyvSCkfHGfJVl3o27HbdYIhgzaVSwzCaoqr9bxrUXqD2iK7k6RJNR8YLayKUmUSzKZTQOqC1AnMd27SBoyJCYACxmpakslGW1MoyzLlDil8WxWwVMjz0NP/YlSeKQZCw8vm+Kx6zdLfuFMz5vCsd/MoGSM+FUCC17B+QAI8J/GDEYrd20faQ4LQraso3GNeJoL5gNqfqDRqyabR6Ulwt+0YIjCVM8HUegHloRXp9GEkWAe3y0BIGCI1YwPC6B0ToRZHk390qG19QalMM7KMMsyKRVfYK4Mq8Q4T4WDMn2WlE02eJCUvYfX5brbl3drtjZbgmMHq6D3UnC1QetJxIBzbRiSU/UeDpJa18uY5+wTvKwL8JcHV1G7/a9/SC5YhmwYi9NlQvHCrdHoNEky3OJsF7dNZDntfITym8hL7xJhCA00mMCWXBtyONQ9143ALeVv67IiTfALbdfrNM3T4bAv8oyGoffneBm9iegAU31wYs2ypOvU5WNEMhZF08y1hMR2wAMyTiItMTuVFdzaNONwdrsudZXnRWzslmSh2+AMp2nsBwpMZy1vXFYWnN4T+ITGcEnmqa35GCRMrFUQ8QkPwuT81qV+D5MBxGdVUhYZUhYwii5OyCH7Vga30zQLb+dRycluOi0aLe3Hjx9R3IiAMKe10uqZCFlaWEvrJi34Xq5mM2Z9e/s1ToAiJlFU1Yc8y1a3DNM1TQiZVHUuXGQteQ2zrR+vEC/n5fLLTz/lRf76dq6rhh01T+J46Idtw9daldUym2lR1rrHU1V6I2WzzymoKCV9dWdZ5EjfL1k3KzbXNLlWeugJtxyP9bpul48xTKNlsUYvZZFez2djFD4VO2xubdqXpnkZp1ktk1qmcXh/ev755evXaRxvl54YAhA9EwXJ2/k13ACZphl+p6eXr4vHkd8d30ZTS+Ab7bZxvGZ5vhFhzdQiD8dDlsVSTh6cEEilZjl76uD83/yHf4jC9Nff/pwEYdEeMmqralkWw+GPkEUYxxuJskwE4rDPQbksy1///J6V5devD/O4cJYK+f6O/RCFEfKMqvRTRVp5Kz+QYhWu71nqGbMU7AKqpsEJFAK3kKuWu+O+nzhoAs3OyHZuTvTXpetGT76VbVM9vjy9vZ7ZpEmbxcn+QGlCK3b4Xl7K5lBp+/He2RX0aA7MgCjPblcqZf78l+9JHB8OO1bdBBeJa00zHWyaYSFBxDRJhm5izOfTcqCezPrj9/PD886t0DLqXZoXxTzCPwRDwg/cD40EfhcW7OQV066brLUPxzrL0rePQflawTSCVraWK4SIAjkZucxFle+P7ffvH5ePS17UeZZ7kirL8826f/23byJwaWpDl0VZyYCOZZXYnwisLlL33UU4++Xrz74LwNLfrpyStVLIAEiuoF1FCTAqXmWZj+ausEN+/Ljsj20sQrwRQizalHlSl/ldkAPpKk+WxdC03sTih68I1qVtkE1j4u6vfVUVDTHUaJw4YzEgdEEMdhhZSJIE46C0sU2T8wDneMP7yBhRoxrCoukF5txekgT0v9KGXbpC8oTcNQX88LcYvDdoUzBbXdkkrKQQA7oEGzshdqPp1N2dBPcO+XCT3v0ncp8853wSs+9lMRcGVmPEgnzgiGTzC+K/S8zuvjtS0uA+jSLsXOM09vrwWHmTFwHObWWk5cdfYqEIyhPML3ODeVCEP0W0ig1tWpH7EAoJrGmQZQNjah5UXqVQ/ZSNwWsbzr40aPCVc0eEPklX2eGMBf63OTwH9/zI3esQ0QAkSa20GbqZoiDHWtab/kfKvpEejc+vsrUO13lcx0k9PTeoGkB+cmyJQqe1GyfqfHCqRVDXKWIJ8NT3h7wdb0vd5rt9DllPkI9Abs7sGnTFcJvuVoBhkIcj9EtjbE6AEGDvardml1MGWB2jROFBOP5Mwt4uFHpZpWS1GCdBd5vDMNwfaqQIan14wTuqFZN9jxAjZDfPSrF1Z6X58dHnYIfIJwcuXBYF8yOJvv34CFxwRzBKfL9AN1IKGfAt0QP0st6VRZXJSb+9XYqy4kcaBeePrijKTUADand1HAOY+fHt/XDcH097fnncZANG2IueZt3fbm5bd+2+rpMtYIz76eVo1u18HaySx+Px7vYoqzyI/SBMuLFbmh1c/G21u11prOknOU1TjjWggFAo9bq6vCzyLN7ti/4m52l2wZrn3AW0XMLQtfv95TrV6F5YVX16bsOQvnp3W9I0LjFbguJr28KfjrgvzzN0CUEyFsXlNGIUxHjhZYYQFqAJ8SG6dXNTQf7sb4QadrsiilkVtrtSK8tZztgsS7x0hNrnwn7OPByrsvBC9jiaMfqyDtFyVRz4iZLymbErGM9gq7hV4Xa693roygFz51nKWYirgxhGtAxiDTPoXNk0wQ6od1kFj9QE/8f/9r/zNx+UzWph1Ub1CJB3nqFL4rPFaJDzFkf2JAKqzssyirICIv/cT3lRMuZj/wkpQSnpAhfHOc8Rh6gaLk0aVmURCEcWli8YWecsjeaZR2OZZ/wXpZ5nsCQOTmDiu1U8Ikg/5gC77ukFIw1Xs7vL2mPZ2QVxEsKvbUnP38GSkWYaxXEWvLu/QaVJnPhnk8d1wMO3qK9dkrLy9teGaHNrBAgBc7QHy4JwWB2GiSQBTMKRXRFyQyaBVEgM8wJHtakmNpCsX1mvTzySgpgzN0CNPJbealI3eRSF2jcP20N1P5Q7yPxYiXzELiZu5ldYbhXjOORU9kMvqyXs7D2kPHSiiE8hpQQMGUwatk0sclKLPj3smV/i2IiGToYRL4+eexQ/ohlaQ3q5nq/nb025j4L45aeXLIun0SfiyBBG0yTZVcDpIPfYXxcntnEchQueXk5GaSoQEKs9ZXBdd1CwGLEEMf1MP30TFuk8D3eUiU02TZAt+RnarawSD9gVtwvvhvuAwDPDRFFlzAI1LETf9ibnU1XUOG+DYliwWLlohrXwY/qpnx+en0YAvnmeJftjo40iVBxxJ/NIPSjn5ON90dRbE0j1tLvSE8k4ygche6GiSqdRacK/II9pRq2s4Hytdv3x47Y/NSSSMsAbKQMI0Ko8FX14g4KNiJSSajZRymxNgzDmE4VL447r9UGLOwV4czyahePn4McQpAVon3tcL+Sk2RYl2QC1aMEMFRBiyVGH3/iKF5WWpheXE7PZNgbbRoOldiAOMQdaw9Hc37p9of9uORek8GMuJ/y74vCOgSZFQ0KJZo7nU/v0Tsah2fNm2GvH3Xnati0vY2+0B661WiOYqbJwu7NM4es4wahoWwlyrzTxWOljTAFkzwvS/92Rs6X4vuQMyHucAEs4xJgpT4CN9+W2WeasI/O2Eg8K4wbmUp6Fo42ZmZ+uVZ1VDdp3TEd1AiDaiohYsvakMvjfpOpBYJu85D8wT8vT88FtXCBRNi08yxl/LDaOgqYt5plmnFcOEL2859WH2yxCk6XlNM/jOD89PRYpxV1G14KxeuTlyFquM2aLe2s0PV/677//9tPPv2R5+v462HVNABimIyEZOMCspkksh0EQD6MkHq+Ig/bXqdkXURz/+P5jc27s5+fnR6oCcVTU6TyPl/M0L6qq6s1t0KbTdOwnEZhpvO0PD0GQjlPHjcLo48NzWVE/W5YpTsIsL1eNmdPLuoQfwIfjNJ8e27LIvv/2Lc2Lpq03uxZNNvRT6MK6Le1mUMb5s5Sfc5mum8Tqvv70WFZp3899j8nweCT+N02q74coTZZlWo0GChaT/S6qYpmXu7dazer4sHt4aNI8+R//y5/NGqd5HgTsw8+vbxocTmopRLL+r6qDE5GRgxPbIscoSj5/+kNK+uVVqgnYj3Pvb38ywfrzl/8IP9BejdK/fP2PcUbNcgC8Pe93h7KAGdJdJmMYGDdNmeXJ5TK8v33cuh91lT2ePuVFM8/T7dZZHLv2f/Y//Q8Pp/3/97//Ny0Xa1QcpbvjYVo+ru9j3UDYstZkRZHnJTn5lFeGsX6ZXyVVkb9//xBoXUNKd9wuCnqSMwxVJ8JVbOOwaMM3scgg1wmhYSG4eF15zd+9L0kc1W0yDNCMMnAg1cfb1VF6rJnQz1orU9aZ1Z612OYbcBFmisMgb1duTXyJiuT0UFHTHVWQiHlmkESUJuNwLKXeteXtNhnrmrqAWiuCsoy3lVha18+eh8RQZpkYRXt+PQYtAD9exX67Do8PLUMoD5TfNpJUboWTnubZPMsRzkqDu9mJ62Vsdox5Q6Cy/TiQjOBZhKHBktqgoOumccy5YmXKrMM0JnFSFuU88TWhQqyUE9vxYV8UWX+dFV7JwGt12fPXTb5I/f3b9zhOeEvEebsr4ji4nEc2m9xnKGLIZfn85YGYqKIEUdaMff2SB9nXZnnv50WM8SQQuzarC/YxUhleqVmYMxYkTBtGnIhWj1ph4IOq2/juffD8skvz5HbD1mWtrRoQfxuiHRIIQCPtdjjUUeA+PoYYSChXZbeSG7yjMqwhkImeKucwere/sqBrcq5eCVeaoZv9/z3qO6Z3ufdkbJbcdVaGeqEibIgd0qBzAenEtkXGohEaYRnRyqYFeLAAN0hokcESBjVqrVu6OnKxrDY9xjzkw+P1EHHgeKhjLAQk4wlqq3+ZsmTzC+11c1O3YD+bZJzGtGZga1NYCULYBHxgVrKmPucJkxahK/YvdFPOYb4idQlOaE0zBuJEN3iluSwPl4kwF/znke2ctzezjgs4C82b48vGGBG6J8mscZiLPDk9tU4E07Co2VZtvgmG8l68lmo0h4zsvemB3zX85Mdqnry9DTwLF1iPEuXAyWw6pi2fpAC37ikPrwt2ccZParfL+0FdrhO0M78gZW0UcmeOE+DVVrsEShC3Mk+zCzfLQVRbioIe0i6Ahfh/KS99qfKCT3gUsueE8aP9HJzXPWsNhOYZs0VjNr6ns+w7eTiUWRb99u2WZ1lbJmEafLx2dV09f9qJzc28KMOEDnBK17STC10VlmxBKPpu9u/xNY4iys501TiRrpsaxuFwOMXCFVXNH8as50sfx+70uE+YTAS3brxdbnGUiTB6P5+F2/7xH//ACZhol+sGCYTpULW7nPcUsbKlRB+aLpPMkuh0rOzqPq7L5fxRlbG/F2RtWxdlnvF54+CXc+BxM8sP+I79bTrtyzBO3y6dXuzj83EeloeHepmWRZowSh4eCWx0V2I5/rjOqaNgw08HL7CiyEkLL8tKRG7dmoahnufJ+yMyuwT+V8MFzzDFBsfL/2NZpGUNeV4u+g7tj5JoGhV+nzLtryPHgJQ8KoUXH5TiZrMR2uIFILGU8yDUZB6noQ9cfDw1IelufvhIDaiKkDcuy2yexmU2x1PL4gH/khBb4AdzVLfj97eBTGN7yJKQrZ8IoWkVaRBiJ+OaZKFZbGt2vQ7j7CWMdeZNm4LR3boeHvYkySgIgYuJ4+Dj40zDp2jCgKY+x9l7ANjfTBwKB7M5mxcRj87NzO/LYIOqyQ8P9REUoSeu+aM5j2zEcdSuBOApKulJzb3A0yrxcgonpkFKjqcKTSf6MpckfEYxt8g1y0MspSmNo3Fm5XJXnHmJTmAsmM3rebaGSwuHO3Ypc1FmUchh2rmt3hWbswQ9AMj6q0gYtA+l0qRc4hS25NuP2+0yZTnD0LHX3SC5jdzmUATtrvCtJ5pg6SEP+SHH+eadE4p03LZR/2AKeFvKMstSf5ELg9v1Eojo9HAkYY+nCA+h0toLIexMjyLdH0qrOYswMOO0HZRRvdvx9bbaIQ91Vs46SgIiZzhAuKMUWZSm4tPz8acvR6ZH3uL98TrCIw6AgC+z6bp+c6ap2mlc9sf6+NR2l+n4cCQdareiIuohiH0uNEaEm793DHpxr6uyiJNElG3Fx1Gae7pVa+OXhHy+K59ih+soeZI+PNfczlj+zHGUQKCOw9BP5uYRDcoKaqyYeojueMzT+PRU52mSFWlTZesjdgqOTw3fs3mWrz+ufTfnRZFnaXPInF2bHQ3JNPcGnSxZN9F6NRBOVQbAZncopLR9L7W0UejghBSgtIsiCiuWFVral687FrV+DAEJ4zIyrp6xjTOiRHwkyhI6Cxxkv95xFXBnat/Ot3QmGYH3TK5XEFXIAO8bts2BzwYnSDLWSx3XELoyua1lNrz5vGkQrEkBgzsItvZQczXetprjFA4iIYIoBky3jIKQxuLNNlkg+R6FRcXVkXLDHXFJNA4kiVrwImrjPs79utqnxwanAz+cOC9TZnwbs5UsI8qaxOLwUI4jR72xV1nhOo6GjMScxbvqnEnioMHFHWVRadb7bJiFNh6ClQF5BjVHZEXqVnu9jBBuEv9cIxLiX5m8Rpm2gueG0RpxobWuH+SyQDljwOF9ephXuCvh/BGbGM5ciXcHiAhycWO/PD5VVBr8b627zYyEhcsydmhFhXyFOC6TBW74VYPpaF1NwbCfkK0T29v3a1Uy28uRiIDmX6tUqrUssrpO8iw5HNh2hQEkhs2s//wv33+8fTw945oLHVBs1tFiOz22WfoLb8ot2J9Ka7ZxUJePqR+v2zq19dFYjeo1zsq6miaDeyeiYrE/VW4DxgCjcAVtPw5LFCd6WYNJXc7v89QrOTTNY9M+bHZ8/ruXqkhmDMtBkuZChE2932yXRASw4yid12kcRmum4+OnOIzmqdfS7HY7T+ilN/v67ft/+Mc//rv/8PdKaqrRRVYU8bGpjN3e3nst5X5f53kcx1kQwWxwIlrGcZr6/fH58bEJY7nMy+s7IOzX974fxqKqGB7FKUXBOAtJt7ksiXcHPijctLfVl9HDP/6HP/zrP/3VeOprXldhUopNmjXI60MufNlFJCNwy3C3P8nlMC+90nNENrK7XP4aJ02wbkarw+Mf4qhi6J5Eh8+7siiBQmeJOsvu9oqLLy/2j492lUFkhMu00rfrWDXVfndEChqKHu9fDRSxOVZNlWSRNO4vv76dr/3t+v2nT18Op+P1fOn7jziu4lgc9gfn9DRo6o15qrRO82IlRW9W69fdRXG7DfwW+GGEZZ1HsYhNLJjUysABnbN27W6jmpxR89effyYjEwZG6u77tK2Q2YpDTfiizPenarot07A0O4wa54+RTem+kDr/OHdDN758OpHFcMy8GJ4Ggj7btsre6gh06uNjezhWQy/7vvcoCC5axEniSPrVz/FU5FlibSylUXK9D7ZYHXgn+zJZbxVaizC0i7tdl81uj881FXfkij65tDpt16EfhiF5fNzniDdJKwRR9PZ6K0u0722bw3gzXGOKIvOJUbBbZZ5Iz9bvb1Ozq6I0ZWgY0FLKY4L9LqPyZXzC/NAAsuhuw4gyRUguRdganFhrn3kb+7mjjV/ud+2Rn6Fr9kXIc28bBx0knI/TVExKv32/+rXlZnRdloXXcASOGGqMY1BvWR7dbpNYiRt0o5pIKUd1XTRt9v42dpdlf0AXlqSpA7LH1Mxqsz8yNlae2cvPxgf4rdquV+L4L193m38gWGN3bZEzEyx4d4TOsEuJfWUOzVaWxQ/P9BKNpnPh/HOQATcomsxZCMAZRCeejcz+/ARNanPv21jNoIxYPm1DuJGCtpKS8HijqmXBGASuLSpqhKz0nJyJO9V1FiexBfBrtw3iVJwERcn1b+ikC9ayTK0PnfpkPl+ByKdCGF2HcEfVsqQFpy/hVr9+r+ZR9deF21Tot50rWgg/x/ehTYF8Vc/cogHEp7H1N58gdOdv/e6Qf/q83zb38TYSEBOczgKRNxTAuKASjaGOyMnq9FgGASZJF6SGo8jmy1dBVsKDzQpQSSl2TCzkdmWf4+kMMFvqOtEmvF5n3L/3xlIYLKNuGz7MMWlkEig+n8lrEFlrzHzk+jEXnmDEPdAvS6B9zlyrAxF4o1iYJBwtyjotyvTyPs6D9Hen6Pw2G2nqXdndliQJ27bM8ijQnBX97o4Bq8/Q8vhN0vx6nsdJPjw2fo6pfZSAqTqkQGMCyzq1rDJPu/BRmygsshjzYb28fr9mz/t//8fPp+Pu48c1oILLYWOcdNRkHscjojSq6eezClvNVmR5WaWTVN9/f1dqORwf4jQeujEQsdGh2MLHl4MI+SGXTXbtt3mcNRaTom1bZ8Xl41JUxd//8e+SaJ0nKYxt2nLoSe7td5iQhBDv3zsl5fNPTxWTI3f+GG9jt2/qBLgFsit+7BZ0iPw4b/ZJLVhMyUBVhTHx1y8Hq9f3d2CERV2aLbIQ9XWIT3uuAUyG9a6Qer1XdTRHrCiMC4mrTDa78nyepmE8nZDUSklUu97l5or4DviCn+lPoxRiPRzKos2vt+l2nbxnVMzjXJaEZeSku9tclEmewzdpdplS7KJXsxq+0W6cTOVXV/fx0PnS327vhGhQd8bCJVmW4iRj5K33RxBA64rbyTnx8TpECSjd8+WcF2U/pnmcPL/syzIdB339GLIsuUsByxrDU/B//k//r3UFf2/0NgzzvPRlkzdVoxYppa5rCAFZih3Bai2VytIszRBbz7NZYCibw3FnNQt7nLw+LsUAxjtScDv6aJbyKmdipiUrKrv63Tc/brSPw6Du4Pg0Y4OJXpMAJJMtv3APE7wbvs67uZlE3JYX2e1GVrKpoWoRY6Chy93SB7R4nrJx2qi6ms00dUVMbpJvr31VF2WB9yYI3TIhnHDO+ly4PwfrbZqkELaqKy4h2GzjIk+HGR0zmAUGPVCP93uKFQbAI1CsYZRBKJomK/i9iuult6hpMkHWzJc+jXUiIF3tw6Jaqf1hF7G9cHmVrqDOQFmIlfAuQ8dtu7y/103VNq0xG8IcwJZIRSxyQgqmzsLOgpbms+99N/lpPSOCNIkBBFMbizJ/eDWKMr1wFKDnBVmp3WScpt3t3a0uz3brKvb7yudIOekSyufPzv/mi2U2NpbT5FM3VRIzTLp7tyGv+CSntqjt7iDmNI6yMj6/9/Ns9odGLYpQLu8bbhfMArh7kicJeZUmxmzKbn/6p9+atinKLHB/m/YRQwowhRg/CKSr3UBrYB/iJyJYIlxglK2qBMpWAJ/DM6O4Ynnrq9fQcVQMtmC7vc/Hhxo3y3VRUu+I4DKE9jLNwCNguUIkUWwsn9vFD3WSLLq+3zK0TXXuvef+b77yZGcEQs6Tdb91PFL9aSPnjhkrbZU0Spk8Z32LRtR/rlekBSzP2ZWloKJ61KLcQzC50xzAvHw4Fhm/SiLHHtKx+lqgrzDE0T2iPM+QXWGksJVi7zZ00oOE0BsSAtH4UkuyiMEwaL7S/qYEx9reYcTsphiR4N6l339HjORlTiJl0eyWQzq3rBrAI5H5jCPPEGPbL93mUixY3rDCjzuMfUiJ8bXHhfkgsS3rRNxN9ClaW1Dj2o6UPKHFKGnTIhZ+mc90cHXn66XM87quyEAG4TCi922bvMxT/97iz8yVj0AsRV//wPFG4EAg3/aYIiRURF45aI6D9u4KMKrObe2+mAYOt3nFVoTjLJykLb6/UxmvxtZim2DcDoKcy6FHdXPy8No9CKjbtp7fu7atPRksPF/GYZjoZYYQaMs6u96mt+/dfl/HcXQ+35wIPdDCRWESJsHtdnF2e3xom7ZZFm20nBfVNE0QcNTu+muawKkbhi4ARRyF7GBVUewK/gCpXJQXRfL44k1fpFWFq6frycslaZImGGkv5zcCuQi1CYE54eaxB0l6eEQc+rDDExjH86yVNrfbNS+KqqqGfmAGaTGpOLbJ0fmji6Nw1ybGziF15tIYMS96mro0Tj59fqq4D5txmIMgqMtqXpZplKgRlA25w7uxn8q63LVFkcePD60Qwazs9TwEWDHuEX29ueB2Y+bqj6355e399eOfm/awa5+FP7RN/fkPf/zjhuBnjJNKalUWPLHfsdrINM0fnh6VssNt7Lvv++MpjrNlGdvdU5aldlPzMPLcK8gD1xWjSTRZDixtFMa//vb7vPSBkIHL0iL78vnrYb+LQvf9tRNhBDlQzjnmsU1LcTzt7zDhy9u7Xtcs37X7HRVca9p9w/yS565AuWdBH7W7MqFpOUD+qEkZ3WvJp4fduhJlnGfstQYWa4nWfM/keBhU1w85/xO2u4bprycnEVw8lsu8XPG2FdYbg4i+k0aIldzGYb7dLvvDoSgy8lURnfnNs+krzqPJ9TJoY60hWhwJetH0sSc53BSaELe1u2KZFmJsRaZmU5TJw0MdBMKzDUmfIatEBs17PEnj63nsuuX02MRAYq3UEJW21dVtyWE+CuWokyLiqVhktW9xd/18uU385cgUREEQeQ+4mEaJWxkPULHZFYHYoRqHpYcITdR/GZbDsS3rJHJhP8rXt/dNuIfj7nioWO94VrZfg9gwEou037/9VtV1u2v96q8mteVc18m0CPMcos+PH10Uh/sdK1CwJfDheNEYq8CVpUXVFO9v1zVIyzzbtymyyDAo83jXYkccez1OkoIDlwXuB/fTM7tQZrbcw3hgEgsjQuWcGAeVlWmzS81CwoKHKtxaojFxykh6taiuERoz+AetgKk5FnJZ2WL6TCM40CLmXMMpCF4WMy+o1yyNtQIqfdf23Kv1Ho/A5tBzXKgwIzPjNm5Wy3yqajLt3UJRTEMYMmcK4Fot1P49NQosx32BbJCwBzkgJYb1oQ98zhOrJ29s5/eAHo9bInsYwjBRTPs9EMq3932aLPbuLhrYsKO9tNpPPBFBFVV+73SsljyqUmsSo/NeLckLz8lk30LXLkY0ghYoIsB5Fx6WVXo4FjMVKasUkRmOnS6oWRs6ytLG1lQouZFGmAy8rMKQomLVGYbnD2IRnBDCtW5LBWiWh9UymbFX7SGHhrAYuLWbOxwrwGyGiTZ0wY2JPNYHYAT8ALnskSNbD8fqdl2UMvtjrZS+vk/tvooTcHGe/Jcvi7lj3qFRKMIpXuNphk4mAEIZuBcMNfiNEGHzH3tWrAnbp/N5mCZVFB4EncZjt3Q9q4Wi5LPva/KRVDrNIjKRjFrM5byQ4vEsw7Ytfrz206B3DUBavztik6kNn5A0jS7v3fkyFD7i3N3Qyvmg8hqISM4oXqJQkPx3AZzVNajrSsRgpQnU8RRK8yzXUo0TuX+pZijhabLb195ZbYZZpVHU1PT3ts0qtYmY68PCfz6iaVXnTU0d6rfvr+tq8MbxXEuentppUh/nPkkSQBjblhdh181xlNZF9PL5aO32+jbOiySP2uah+5ukRPmXTrPPb1cZCFGVaeiNiOy9cygMRMMgc8XOEexaqeTwGVsNn8wwDPM80RrR5eq223mZZlXXSdti78j8KNBnGfnOfrx3cRJ9/nowko+jJwMtysx2DaW0cRIYuQEQqTIKEf14PMEPH4YlSYL9vsmzcJlXDn9EBhB3+wE72ad54oRUlLHWq5QKJEyRBf/pf/v/vHx8JEl2PO6DjROPNpqARZKAi2GBTsWFxHno1DLxr6YJ6z0OJFydVtpzGUkXADvhl+rPdMAqiQcAaOLYZKzd+uutqduY2UkQ0m3lT6MVLkuKX6F/6KA04dFA8TYF9XHvOKUEW7coFGWTTaNWGtD5tq5Y3nyBkWRFgUudM64iAMPzKI78QdaGftyVk3MM2XgkrDouH9MkF7nMTdvuj+1qUNlKbqdsxj2pUJDrdW5BmAYS0+htM+vhVFc1TIthUgxauIxFbVtg8aa3Fi7T2N/Gw9EPNZmw8she5oXTZ5WMtzmK0wIfmogi3nBjLzdB2VcSglo4paXYDcgM8H/yxDHbNo4q9Y8kQh1MtdlXAAmJNrkQBLcwfjZvPYLgDMCXwg9HTymV1+NQsOYeorcwEpfzxRvqCEvsjs14Jfjv03f8jXh23Fe6PEHILjKuXl2eZ6GguSFxv3IdykFRBd/++qMoyzwv71FMbjYheSHhwqyMmTegXiGZ6Rcd7BJ5VxHSSLdtUxIKFsBS+AVxnDIgXGbtXSK03TzfGagMP2TfdkPk4DWrmb9CLBPM6LKOG55uScLFSfW3mVetD0zyRgm20AV2o2WHkIe0rpCLmkce9GnKQYKxgf8YpvgY2Gr6LRCyNbdx2vavNAItZZ2HIe9RNtupZy6G3Je8S4oE/D1/xU9NhKth8DEyl92qOucssm5VnXJ3XREMUiEjpsgFe3N+be67XlYRJ7DW7k6cTYnyptATpvudCiI2BjMWkNjAnJxxKvhYL+mdgTpEsTEVZo7FB4+7ulD+14eegTklKCofLeR2va7smVMYqrmicsYvUwN7CtWi/GtGtG1Kpsi4YQSlVZYIEoZuRkqdJ2EcLKNikcg4AIXutnJD819n+OxykR/vw7pyNiXtzH2b6m8S0128W8mRQ/mlPbdTf4BK4mAcZvo167rbNzHkGzLnYRJmSXQ4lhhvZ3I+sObcZnhNQtHkScUYIrme5/uVHtQ1wS3G0r6UpeeRs5eFUc7gQnooMbfJSDgjshLhxB2Z4AfhPCG8FWY7PDTAzb29V87y2g0RcIUuEulud4i4rtObxwjUdXxlfCCctX+clWU2Sd2zMZZff/l5mpa//vaX7nr5w9//Y9201lKWcGLThAL06mLnZCSCuiJsKYJwd2w8P23h2GPQKgC22ZyW9nx5bXfH4+EIC9vLP/wOJ5EzbhjKikMv5di0B5D0fLYR716vwzRPx1PDYq8AusZloxtdEE7c60iOV3WZxtvt+iPNcmvjKC4fH3eBcIdTMw4yicOqxUW5SDuN0zCMTbvvumsC8v4YhSIt0mXCu7jbV8djKbbt2imfwoqw1Yu/AZeAS612HMbnp5O15se3v6CiKfZFDlB7XZ216nr+brT7/NM/3K4fm10Pp+f39+/zNLTt/tPPPxnGJEZCyyFPPnQ3RtNpQekdgWHjV4kkeYLAdd0cJlHV1PO4qEly8ODCc6/rjof9w2bCH68/okTQQtP8dJIkIF5XZeMwTtJMfpzWNO1uj2tBq6Xd78Zh8FmAIY5MWexEDNmlbXdUyLQOfGqLT1sUyJn+oguSgkYKa4d5Nlov+8POERmqb7cxyxILiBJNC/HjmdMJM0hazWLxOrKmZL8SRujm/sY6jkRBT8izQKQ3WcMRj/qelcL723UT637f7NrGKL3blZsD/73dN3VEhVM2lSxMNN4RPr2A7j3AkNBDQWY7sBQFOUDfj+0F32IOIrdr50Q43BaplufPj1kej50q8EqNSZo0LYc5f9wn+baZVdutLBPytwTqAgrGVWYY51PcDeOwv/VaraeHfZZDyScD7DbJg0n0/RwHwdcvj2rVXXdb5vl4fLRaN20z3MY0J7BDFjOm9zFOqq6547tVbMJC2PRnE6XUMEgg5Iz9I7tKOFbY2KayKLjGJOEahnKUTw91nmXjrCO8J6Ts7pHCdfPjEY/FTuLwdpkcnI81TbE4cItbsbnQiI6CoaeWmeeYD0B80RlzmhwXj0GlTN0WKJ18Hd1al/Ox5M04dirmkr6VZb5tLs8xx4QRkIkN51OqtOENgjGCC6QLxHADx8pNcoLcliTRHUUYc5xbg8D/FpjE+fefx/15ECgABv9GgxLJ1ButQsogm40d6z4CWWgAeK2AFw3+ZkP1oU1OnGmBWIz5qT/baInAGe+2lwd4c2DiRayrkjrDawrrkj+Yd+sx4PO5GO9E4h+uFgQYaRrfw7T86DyygVmyD+onOKl5c5wea9wPVXo7T+vmxlEGWG2BaRd56kVICN+ZJ7ZFWcTCiqQkLzqPXDszz7qcZ7075sJbw6I47HtuKSEG6XDo1P5U0G1mWc17JxBhwZIN7JbWvIDSPJ5HO08yTqL9Lq/aIhRMNHCcSqLTuwOt5mmQu0NNU8kPfVbLl32elJKaPLKfOmrD29loIn/e+KopA8chY2LHraMosmmQXb/sT3UauySmyM1lOGTOwqExFjv6pdbnGJO2TX29TRhAtT7BNCuxbWWVtzsqWrfLSGOTT6zQs48a+jdylEbDsBBy9zPZ9lAGQXg9jxHLUCJdh1OzTFPfzXaFwVGVBVmbYdRGH/d7t2FQUGYJw1TN9vHlFEchHF2vIZmGm4SGmMqx/+Xvv5Rl4Tbx/nHr5w4ir3dqBAz/2YMR9h6mzciXLw+BCBDnJmGR4lkp2OdF3SCHcZiX8eXT5/2hWY39/tfvIgj3x+MyLYyamINHdZtFKRJg9j0ZEldFZ5KJg7OIT6uGKhuPKhbJbLPhD27Myu3qdgckLn4gst4uc5TcG3CLWuzjU1U30ICkvzRtq1uWRbgQXzRcgCHxzIM8o8GUMOg3bz8+0jTNi9J/nv1ZKAvTLE3Zh1PSIS/twRNGb/S6i/jjPM1y9U8STvJ+Ms499vX3bzGuv0D/4Q+fp3Hq+w7zX5Y5g6lQhDEIPccTAbrwShTALKPVzmjx8oRcbuEOwwsm8pC7IGIOxGoIfkXoPBvdA0hWIdBWsG+FXONNo6vD+dajaZo8f6qp+SZzfWahEWz06xjdbxhjKI2Y1TFUyNgGBKHZ7DpJ7UULBZpgbRyhaoYfbAxioEbYcrIw8U8DjngprWujOM/G8PqirEzlqu3o9zKKbKSzW3FnWBdxQBbRZhlbVKE22kHsgqN+0r50x1Q4xqkO8msZ1duPvm6yqsnef1yHqXv+/NxQh5jlbNs9Gx+jQOXek/GE2hPGcRLLqlYSh3My67rInj8fpFQJPY1kmihm+pIPq5OSJQZBlHlQO7+SNtrmOT/qZVYJEy+eL4DUFFz7dl8YjVR06Kfb7ZqllSfdU48OBawRSj8JiGrnwpjnPrTJ1biyLpsq92RkS4Cb10m8LFJryaI3pXc0drI55FyNjCjyxG7rP/zjH4Z+NhqoBoHhXUa+IgznARArnx19f2ltIYI3LH+0g7YA8EmAr7bI820N6HALqwauykWd3YtqO7qd8McHjG6MzaoArNnmyUW+2RyFdRwE3gahVyO3YejuXm6P/vKl0CySi5sUqTHg1MYtUlKZjVxewo2pKwL+3IoNPSspNcM5D2zkbWd5RQVRUOGvIxyy0vyEqIYULgI5DRDVrEqzwaefBkVmS/mBuDCMzerKwv9nyLBlBYlQPtBRxpt5nk2IrdzR+vMwaMhvURKkLk5St0Gq9ZkcIj2WplMoe5mX7JruntB5Vn5nxeWE9ajfex9PNe/aeCurCnGwF8ST+7VrWSGKMdIGG2NapASRSOE9Zn7H6ywNwHU1yHmZoa5mHlUShxmgNk4eTmwPjy07OgC83IEjWG12mdnAOdSxsdMkvCAsl1kSe0sYknfQyVkO1sWvztg/39E1drP9dSrK7PCw667j7YbrZn9g7s7QusiznL+dr8XDmi9I1TIWff0x8sU0li4yfwy/5eWjZZojXjsOZDWDeR+2sR/fOzSAG2o73mAOphEfEkoLOgwj9h5J6NZtXmlaorry+LKF5gmz/64fAieUdooTv4oSxluBE5EI2+YYhXE3zPO4nB4P3JmVmqfXNCk3Lw68dGOeH4PoAb56lj1+eupuy7X7iNLm8csuztMgCZKQMRbpEWd3bZ0Vededz68jrKY4rIvyx49XtcASfDg97nb7aVqMNXmaHg/7475VxPCIhqh5MZZawuefPxktKeWCBQir9hQIZgq3RXI4ZcUdl0Eulc6yIiJol9yuyzCoRUn/a4o3YYoqb5vi8eVp3cT5chmGaZqGIAxvfx6jODtUeRhFBCi2rW1LsYmmyZvmOYlx8S1ybuKyeSze3rrLTfajapp0npkt7XZF22RGi3GSa+jilGBe1TZRFg/8veCthmF6vfTIOat2GLqs2JdVAsAzT+beLsuQl5WHrm1/+ed/EVQBsqaBZHMbJD8cEyTpWmbZ7tBGqNXDQ9oOw3y7XMb+WlZVp8ZtjR4eHuUyRhC9yEdEcfb2McCHCFnRJGnKvd/oIq4WubyfLwQqnGmafRrmQeA4yAvRVKcgcCl5qkLs6+OuqtvqT3/69vrjhkEjiaqae1sQbMuihAu6YVo3medNs2tYW3EtixcVd7drGKz7w05qPY5DmpZJHqOUWDHDYA/zjIGnl7Yq0/e3AYhIEK58EOzu4L9ynq9oODGvlLTRA9hwc0kUGWMPxyZJ0/7azZH28EwO/XVdkhaB0hT2PYjgFLmnSvJ4fyz7Xt46WZY8dCMaUPL76y3J4sdjG0c+V4KDdyPxmMSfvzx4aIULl7C7jXVb121eFPHh9DiNZl7M9To3TdbuUA5Omw4cCfNpnoCf1RVJd+QoLspCFyQGQU46zt/TXqTZ6fS4G7p56Mfr7fr89Lj/+dF/eVc8yOVOWH+dW+009mVd5zk9wMv5dZ4HEcZ1dVSLfv7lMU2jcdC3bpFC7/b5MrEGqZvscl2Grg8CkeU5beUgqnd16P52k7kzRZdZv330CT6PPC8Ttdj+5o96PoAzdtJH6NkF9t1St9l9AB+EaKy1NPcEoFL2rg5buI8zZGTVEEakY5iosndlNwuMmBeGv45Gh6d6GORqCcx7LNzaXTUhAE6E3P8DES4ggXg/LqRDCV8kPKPWvE5TWAZMx+jiXia+7JC9vaJ5E1bTmgaqbGDdJZmnlsA450PHUJSfAKMZuZjUhX4jJxDuIgYV6IgdPgTKJjUJ0tXQ8OefxnY3zuusFHTd+wGwMznajTALC0Mfz+GkF/ytmKc13sjDsRp7gNKUwEPewnIxRUEBBDS7FfM0J2nomRlY9eZJt/ty7OfhhgRlAqxKvuFwooZnlK1r9Bj+6kv1jrAauKmqv47ddYqRDaxyAQZWMrOOKfVkSIc0is5gG4SZdcyt/947YJBaVPBCp4EKpcf+rXmVdZfZDbIsMzCBoQjioLuiiS8qjliBCOo2Vb4pcDg1iJonTQt6XJRc6yadJ0zfvOlS5uZsmXz8auhnX6OFGYtMIo83r6TzL+JES1t4gyL3Zz89p0yYRP0w2ySIJ44B2lBm+fHD7I8VRlm1LlLVdX46lkOvP96H1x+3x1NjtXt9709PTVVmSlupbMQcnXVWlkTv59lac2fAaOsKTruBWbfAsGcOgjAtcj3JedRVWR4OVLjdxkw8jqP3N/n9+/eiPdRVZTeDZy+oB/7ibDTO7x9Ne6xwm2RFlf7+14/z21/SJEzb47qqh9NjFKcf1/73X78dD83TQx3HddmgBCsqJElFGeVJaqy9jaOdTVuUP395kcb0txssMYZrOfciKZdpyvLo+fMLW6APon8sQiuqvEqT3eUsJBhPMHrwjjiW72Sm+ZFy/wghVHUXpnJpCuDg7ncZh7muS0ZMy2qyvy3l2VEtallM01bsTiaVRGHLhXBU0ArFtNmHh+br1+d5MuRD+GxAke2HOQ0C69Eq1amYJsVzmG05k0kfAIpy6jLrgntxi6JUM7yzad6GcRD87/9X/7fd4TCPc9fPaVJQvqS8stKhk0uRN2VVrdag/QHTbMIg9rRCrN9mdV03VGVupPbXAHrY90aZp19sXnuyXs8zMq6cgcc8KD9ciX3FiNdiXkXsx3lwcN4iUw61L9zva8+JQbvny99bgKsNaSKxUg/AFBRyUo4FNnBM1FgbegxXwJqeE+cax6BpPaQp7i7j5XZL46xtas7Ki/do3/2cQRCHRCX95JhjuicrELOWXAnc7tAEjsBqFEaTNM4GKTDLQFkbiaCo06HTi5T0uatiXqTSuqnzKIinWZOC89g/F3DbjmNkrNM0VnUDcCnGIsvTmaYip24UdhHXzmkAKnCXZddN7gFXAjkyo0S6Xqv3NW2Q4iezKa3nqoKji2fJC1hiQDUhkQC9dsNYlJVHi7ksTT/ehmoHdAtGWUbWIs3TLXB91/vyJBctrnwkFddlntNUtE2V5tlq7NDPOFhEiPiNzzdxvs2nRG5neqJMgB18cGMN7s7F1jUAD8OEL/rb6NgDdcZR0mgax9PjDgCshxP4QSCXXLo3bM+3uvYEMy+4550HaztSapsQXgcbPxBOeTQpQ1Hk6f34zoYwi+WEuoOG4MZSuigoVmW+Dve3gVyA3cHPpYDbBwi42Z+QG+I8A0kPzLdXTmupqyoty0xJPQ1oZCIIbvxuUC35xKbmnkNGQggK2Xf50rY5oOcZv9llMsu0JHlc0Y/n28qvPg63lWvVfYuruVpwK/P9eMaZUcQnJ80Su65FQb6aAKUXlMMBpcSPSNkzMPkAGC5pvIb3CCp5HRGGIUXFoSHyJBLMcJ6/FzkhtZ3J0jBJRGbh3XbMMGEJMiBgzFyyc03iqKqh7C4Tht7J3zNx2TGgYVYOaTbAZxg4XybxbEw/z7kzTVe1AEHxfwXGz1Q5wiDNUtSF/LtIUPtNDiQJF4CJT8gXbZS5R+WhLdw3/cKBkbNPYTPo4ZK3rSkTbm8u98tSJe3hVGAp8EwIsujh36of9S5fZi72aULIighPxCkHiDzFFT4ePID4UTs4y1FsVnPnaM0+0L/bF3OH8NoXvrN5YcG+2iUvq20Vs1JhYJtm3/d0pYJgW5lHnnNyzvkseX+c2srbC8Wf//XXzS374zObutXEMdC2cQTkvTvskyhcDVKm68dotk2Zta6qts2wIm46y+rIF/8YhLFrJ5K3SGwlSi7D0IMLjrI0K6ZxDLHdoDp9evnEE1tCEk+yZNfUOMRQD8VCrE9PuygIR2L8Ep+A0seHA6OQRS965Obt3AwwBMqMUVuaZlnObDSJg/f3VyG2ut7FMTzJ00MFJImuKS+8zQX99eY/vXixE4bUlGC9m16sHiSjtJrADMwxUKNQMzKLsyzfeA2PSRwP/TXPqqRIx74TAL7rPK9myB2qKHJjrFxsWTZxHHbX95o+Xu1lViYQ2+HYzmC3dF40QRSs2xoFnJZQE9jteNiLgKn/7XL1tslkC4K+vzAZISa0k8q8v/5etVWRccIAG5Wsu7q2a3S53JgEZtmXrw91lSuuqmDrnfeISU/NllL3tykvkqahd+Q2lyTQO9mkeevGPIxq0S8/PfqdMN9jxksrJZ8NtGAyUZijR78s88PxEIdhxdEzln4i2U1TVVWnAyRAC7LRSbmQIuaty/XPCbgRCQTAYEGojsvLsxUFexMms0gdQwpvFIZ9Xl0TMcLttp3PVLhJvJEVJKgCpApngy3LdO4ljMRNfPt2KcvieGBKnWYku16/n8uy2u0JoPoOAlXAUao45DsuZ81jUIixn7Iiu5y/h2H88PCJP1WCk3bAxiaGcdiMe3raxxQW9KW79v14eng+Heo4jX///YMPRtkkaTZPM9T+ulBSPr2c+HYLr+dZFvIdQVIW8fFQT5O6XgcOEWy8QIEUeGvSvps9egS2uoicHC1kHdY16l7TaHb5+3v//tY7se53dRKS+W93hZ97R0HIJAgQepXertO2BnkODuT8MYYhtNWq5skMz9aY3S6vCg4hynvVA6C7zLjHXvLFdxhTPeCXg0G7L7kuJjDIU9DWXJOSJDq/9yIQMHss/3lYfxDT7p8cHEhlfXe6MnX1lEuw096aw2iYJA6bJSHZs8GdoX3ttr5bkhQEDp8efpVsldUC7ZzNAG/LQM08DHNkzlSBlpGUGYrodfV9FmJfxCy9zu6O+uPf7dw4W8JD61aUcRCHasYVvHlgHskvDV3P+wCBn/tHtzcndyrgAsphhnSA1GDqgjClb4lb6HZe5km1bFyBwVgLWx5mzCjZv23O0+wQPNyRKnLR+0PtayRBd0Xn0+5KvrZuHXtZVTlnRTwK/If52JOSwBnrT3FhViaroXUyDupeTfRDFtb2RUmyVwRid0CRwhYk4KCbV0W7S/WyllWaZME88JLdPFGcvbonEUaUkIQE7g5zpuIcGCmpEr8LAn+o16zkPaUWczzVza7orlMUi6YpROBuVzkNqt2zgcQAvm4LpVxyPLxgoxC1XS8j+EdB4R0hQzdb1HDZ00uDgmuU86zLMr3cWIUlNPtdyIKGj422Vhn6svsjGWm8SvQsIt6FQTgNSxyHdZ2+vnZ24zt1OFT7Nnundmicte+XvtlVOT/q+nodan4ghV3d9+9nszo5E19sd61eFPvbeSiK0pDf7q3Zyqx4fNoL5DHm0p2lnvD+ffkkwuD9/bJuLk9zBx5PJUl4fKgn/iK23Vdylrfr+61Xh+NDU1dKyqatlMYOGjieY9118dPO6A7vvVyXPIvLPFt8SHie5OpcjXid5S1mC09V7G/cKMqaXiDTDa9pZreq1mHQRZkcjjlD+cUMvcpIOSkfy3enp6aps9DFQUwEz1pWvgmxlGSaFrJ1K/ejsky6y/T6+nE4HQ/7yuvYeFl4yTn1Tlg5JPmB+q4WwmpAEAMYCpc6WKAivl2vFkN8sZEgY6ZZMHRP0rwcbkDeN+e0dcoIH1qyQWjrur7epsrydmnoGUWR7++SlPOoPabhGviBW9mbgJjPQ4yEado0RCAWtuq8XhZGBXzwiPQiqGBfDB1hBWXBSddTeuk6c9hdqoqmVlHEZRov/kFwP5SvYo1pp2yAlYwLkUoTyYviZB71ssD6Sza7a4q6YSuF8NrYaSHPw804ZrC0xlwg0ySoivhwIGoilU2h8KVjv3x8TFEY7PcZlqpeoqPBguCqpmS3jCE1KktI0EMnt0BoE47zmqdBUWVRbMdBhqCTOONiVC6SrNhfz4OFxHCUUtxuM1GegkyaMbrZldxS7tZzjjJZFAcjgx9b5PA8jFEZQlV0OkmVrJsRW5rmB/+CX6GAjkCH+8s8TKrI8rpOATqmvOOVT/2xeEzioI5ywGKb9Mkis6xVcWfsfogwtYMr8qos4iypfFuS4V4oRJ5FWc60srvOOb3wsB+W1azxdW7YipDRjZJ8mSWyoDjKdzFuNIA6W9cT7NwsbWJ+TZ7/DNoPfCJhD98TExD/E2Ikw7DkZb5Iqiysv0KXw9Ll1I4U1dtmgiode7NtwTQhnh5Hled4CO+4/GnQIhBJEG0B0U0vklyNlSQ6GUaTeRACTJGnd1BTFlQC1oxSNL81wl0c1dcy5yw0zzPuJm9ZIJms18OhIcjDjSIALsckB1elgBipN8G3Iy8Sacidhn42EYT5/bfLCMALKvmJxsiXNufM6kjACjzInKvyzK4m9q9ktrh+Ae5j95aw63zfQqKDcwingxKXXToTEQF4weszjTk0qMkaWvu3y+AhonGSgsZJUs4/VQqEiqujbx/lFc3+7n2umiIKSVlL6SfQq/EqCK7IdZMlWWK11c5FLKQYAUR4I/LrRd6pa4KCyqqpYfpViKZgrbTFDXDKVr0GETDoJMVwoCXnXQ4Lq4jiNfQtBSGoVg8eV1i32YEoIBkVKSHOB0FA/s2gPWDwGDBv3rzNeQZGyt+pyKNNb2kce3Jd6BzZquttcdta7fItEGM31W1ltJ1wMAZVlYfC/fhxnblBrVGIiag9HJQx/cewTPPhdAhDHkqHx52nNPPQbSquQGTFtX54OGybe3vtROAewGfxnJj9Rsux29/Gaf7py64owrf3/nq9hOG2LBOAoXS3rUt3ezu0n0Uk1k1tAknBqkxEDjmaF/a6dSKSOLOrU7MNNpvkGaHPdb1cL1mW7PbVOMlppKHRZKgSkrQqiqSuE6ODNWMErsSYJdkyTufLX7OMRlmS5EauRVVssyzy6HjYHY/lMEgtlxZV3U6v9nKVeYqa9sf7m6CNAjXb/8DdbrdPSUWHNH8Nj+v9oZUTQ4u2qYI14LAUhtOsl0kVZV62xTTNwyzlZJo2r+usYZmSfbwPdmXYB2fX6XH6OBVfoiBajCraBL1hkJzfsWk/PrZvrx9KmjRrpuHyp7f/XFeHLN0V+Z4PEvejgHikW7IsZfYcmrzKZqH68apfR9DeWjebV9Wu3BiVtbMSWpuxf2+PbXf5CETw9afjNOrrtVPL9dPT8/Onr0PPXomYIyrvom74QkqpxkXtdu3jQ2XXoKn3TZUsi+quw8peKiFkqjxxf5N1exCR6LvBL0biDIBEvAGd0SQsmvwHOWZ4RSCLV8J1l/N51zbHUw28enWfdhDGL9dJZum+pax+u0xxGGVFtoauCWsvkyT8O0mNbcjo4uA7FYAnY4fVkpJbCA5OWyc+n9rzx+3yMTy8nIwlvjaNmm25L7E0+xz8Yz9rY3zTprB2e3/rVitOD0W7y63Zhp6PHHNZYtPJJtVPnw8BhSXvitwSZ93PP38ehsV7pcw8LV9+enFuudwmkRarS0QY7A5l5K9/SZxu2kglP16/C7F9/umLjy/a622JeOnb662PwnjXFg1RH4zLr2+vVd0UyNB2GEuNzzn4btuy6D/96V249e/+/lO1q8eJEkGWB3dN9jTD4bt7zwtPUCNVde5TwJuE5sg0OrfFNo+Fo95A8X4YZXebqipv6zLJ6Mf6e17QdzPVW17QCdE7x2yoKHJtgHwkKb1EYkvCYQaqs1WIOE295hO4pZaEV+s2ZaY2LKQry2TzbAlfBXRZSRYx4yTAqj4Aauxoa1hSID7uFYVZcJPQflussJDbUMtWCDOmcal2ReUv2IyAvdXdYyzBO1PeYzBAGWSFugJMvKgzXnkzK0fDzgCqJGFPeqHsGxmsM5vGolNWWWhXRdowKerUq7NkmoWBF/CYOzQlpQAZxULJzefQuRziUrdu13LRGmflwaEkxVbl5GJTBqouyxLmekQKw2XSfmTPIvrOJkmoAtEU1crTOD0ZBUqfQe631QRnLH9jBpRFycIgjLlHiW0j5chzCXE2WsI4ute8t3Wrq1yE4vwxk5lkT0Nsxxu3oRjEZdQ0sCJHigxRu8/HXsmJxXaIOYkrYlVTr1UzFeUgIIK7PxRMlv3KqOuWukpFKHDExZELgkXyObyHWol3lZDntBKLpEnEC9QH4NmIMLD2TZ+W7S7IX7smAsmWWqwLI2QMi9G0lpTXHYsyTzDX8w/nI5R4xXoUomhaV3c41Nu23a5y6Plp8IpZsIb8/R9OC4hBBZ4D4QQXc4pLqNbW85mn3NBfDof908Px1s2rC4o81suyzO7Tp6NWVko+zB/v048fhDLKIn16bDh7aSPc+vRyqMu0v82ktiV05qenY+IDu0mVe9BGxNIYhmgWRlba9e29jxO3GfXwdEqiB7Ftl8vZWtEedgOSG1XTTojHYTr/y0eR50/Pz1rB5f7551/i713dFnWdd8xg1/2hnge9zFPFiZ3o0O3afXwIFnR8tMNpVkkiHh7qcyS6fi6yMC0qtdiN0EEMkNMgbR6GJSBN5tOIfrQuxJqVxOy1CaIgfjhx/ncubKoU/Mxip8moxR6OlZN+DgLoRPiLHMu6YZj3+2bbxPl9nMbRCXO7fYAj8QFDsVGX2x3aOI6vH2PbspbwqC4+3tPE5V76PlQShodDFfyf/nf/j4jlbKqVVD6Exg0wCvIye//xbVmW/f6lwujJ2EbpZZmvVX3cbMhdH8fIprWWi444qiRWrUUVHR/bMBAL7ITVd5vcuJjQ44nKhsnr7TKFIbMuga+Pf9S8aBJ0gI3B5U8ztuW8zPKcLdW9jTZjkhHsEn1EYRoYXmWeY+uNrrEIwyxLkpizYOrbvdNAEglTQgjr9naR22Zr4GDZ+aMnjZCmVZ3sT0V/W6aRnpXY/FoJBbCJ0wi8Ur8Yve5anulcFRRHUjq+XBS4do6TUlr13a2uKQTyG3ObXgAZcyicFf9hLjNgIbfNVAV9rThLgrvBx1H9QnWISmULYzDZw3W+3G5l1YCvREVV0NeK4iwLNbhsOtAsoyTysSiBiIMTIk+zPBmGOXAhYxwLnYKqAPF9UbUZ1QvUJen1MoRRkGW5UiblBcnEEQw2Qz8RYa5mCrVuq1IkDKVE53w87Tdh318vRV7nkNYSq3RR5nbjQZalubUmFNBliipd0adUWRp2N+SB3KbKnK6jtmOnyppXqf/8eGMEToj5sK+KMt8wPqw+kACkgdo69QR/B4yjcVTG4qP3fSp8GEK4us7kTGolK7gA+P0h1wuSy35DNQyqqIhiRnE4esJ4miTHY0lF0Ach0owrIrPS2JuCaJ86xCTGeDcUQys/5kyltNfzFCbg0csMG9u9/RhnHBeMNJht87i7LNrYiuUkr/wiZZKySGUN09YwCry1nnk2f0efuChrWCk+e80Xx+8pue2nsKFDsNC+6nZffd8z/Y57/P3JQjWcDKN3FXo4x6olU6h7k341RK+ThMAtRS9y28E4yqrK0ixmTpmGRoJMJERtVBRGTVuhPh8Vr/wcs7yPJYeLfxlXDYok/4qCl4OSSwEZgmpIzCxOi4ThrnXAD2OQZeM4hSHO9zuDdFp0mgZ1gU6G+lYaTb10Ymt2QAu1wsqKj2iU/JU9hUgrSsF+rAtc+84b6Lo5S5OiJmXqB96bnA0xGD7SngSTIOuTC4P5rEj8D8rj+BTrjiAQyzyHIV/S33/7HpCnJlP/8ml/6RDN+kkTRZGsKAzg8hjBFLy7bJm4/mPUpsoT12VW1+mi7Le/fsRJjOkmIw4dOVHXRT+qy/ttdSrPCmvN9+//mqVF2z4BhWNMmKDlTPOqSr3pVM6S+EPgxPGAU/nXX/9lHG/7/UNZHzxb8qMs958+v2zC/frr93Hsfv76pcyzrh+vwyWOysNxJ0Qw9ZNRkELDEO2KNujxDqdjf7nmeXE47cLADd1i7FI3uLqlD8YTVvzx1yyvmQTASzBFXh32e7OSJagKKuqTMmkSSda8BsZVgdPtgyU/BQNtFoEXlDlOnuUEs2Hii9uFO73hDLI8f/psabECb5wXff44J3F0OJ2Ib/qquLam7+e3H2/Hx+fzx+tqt6qu2rp9f//L79/+td19ybIqCpOiRKcuxNb3Pzaxts0hTeuqKqIovt262/Xb648/7Xaf8jwTwVYWxzhN5+lqlDk9Pd/p/3lRsRtXfdPWy4IMep6GiJ/hIYmiw7Hp++Uvv/7L5frty5c/PD39NM/TPPa+61gLJBBbnKd+H5jGcVDkxTwvRV5IqRxD9L6qyrapspRdhI/PQOpTek1h4NIKTuOoG4db16dh8vLp6W9yF2PymnGqL+iCgPIANx6PHoqmQxEWeeJrsRb6IpcTNiB5lQVRNN76ZSZXQhOxXzyJMb6jYlitp2FZlkopuwHfJi8bcYIvyiKKHIwET7xC4jIq/kt6zYpMa1NVOS7vdb0fBz2YDVSVXNYFW/rGOIaRM6IdJ1gg+wHc1vezWcXjcxs4CrF5ERm1+jjlaLelyCvoNUA3/C6FLEE0dIvU0mhzfGiReJKAnaKo1Fp9XD9CF2i5lu3u82c2z//D//jbMo5Pnx+Lsvzx23uSBbvDTmsVxelC2AYqU5nHbVmuzt26i9hMiWMwresWYpqPFFqzNlX2+NgUeXq+zB2J31u73+329dDPm7WLHIuq3ragbMvLR1cDNI1988pNpLOoqbMIZcnDIFvNBn2RQ562bW5/LLKMpZzR/Mo4TvxXVWmLl4Lp8eZcUeUc0kG2+CZBFDRNjsQo5JVBZ3ELkgycL9FBHxZTEmI5W0pHwxM6Ov0iBD93Rho8szC0Riyz3BxZa6vNOMqsAAEtJzIjkR+zrjQvyOqw+U8Tj6DkcGCp/ASenXnHVoJMBxX2N3hkwDcXDjP7g/621E3O/pDDj5WLag+1IPMcLhgXueWmnlYfsPZnyZZmFILuGRwfwYC3KdyWZnHXLZk/D/B2RorL9Q+3TcmQr6jSoddGb9WO3KPv/AdA2i1p/CBynhhIWGOaliAkhALelVhHUJSxWhjFRj4RFkdR739TMTXLMEJGHu73RXedjbH7U3X9mIO7I9cgmlrXFfYjiXjiph4CwFhzmUy9y5Mk2MyWApzkSn27TFHE7Ltpc7+jk16lmPB3T+OiSrXkj8wUWwRy0RTvIX7bodfNrti2lScjx5Nw86FcKUmdKK8E87gdg1y3oNg2Tiok4FOWXp5+66bNujSN8jxbHRgC3yHUZcWlKM9TtVhOEj5CdetmtKiGXJvvoej+Np8e2mZfXs+D7/GGWRHP03LrxrysGwxbvCJfv593h/bQVpfz9drfdrsjU4ZpOX/cojQ6HfeeSZ5Nk1TSLIvKqiwOQ81fn7v62HPTp+N9qO8HlarJEx5Kudjcj/d+mmXoX4hFjWVu4gMQlQUMTIjZUdDNs5H2+emYZ/Gf/+2vaZY8Pp08TMXHnlarTfT+ft41tfat+xYMD4dYPpbTorV8fHm4nceiym/XWxTGz88HgItMrEAbxCk7f+G2Ik/fP4bLZf76yz4OuO2PA54oo02ahF9+eTF69bFbBuXeVYGLw+HQYmpOAo5EFt+jNIshUIYuZ9tU09uaQIqMEKpg9lCS8ntatdi0jOQi4yAlTJOFWplbvxCIiqNlVLs9xym5SL6KdCmF4vlpq6qwxj59auJvv9/kpPhF9m/WbJ8+f2FoEcZNXRz/w78TwgoBOXCRRpj1+n49n7/td65sdsy9SKsD2zme+NplWep7Z6scIXCOs7lcl7rJTsc8tyymlFyNmZIMZJe1yK+xFeVZRol8ziBhZUUeZ6eQxwcfAA6R51dP1ImjlaGg2kEGx0ZSVZkTNsujPGdb4pO2Hk5otnmeU59I/PGts9v68NyylUqTw75MU1Q2UDcoQN916m4mQmnkosIAXT0rUe88MHYbRvn2/fL06VDts2XSf/qXb5sInh6PySY+PoaqKXZZenqo46hWT61PY0beHmNcsHW9nGd+FEVOTgYuJXX26PBwX5fzXW2b9OPH7V/+7cfp6RBHXOt5EAc8Sb9UD9A/EUdFXv+Cvbob5LYJ+uuvTBUUXAqq7Tx6HMaz1MUe4G5IZSHYUMjWknCelL54N0OOLKFtQdiHGFeKrpu2DR7R1Mtdm3O7CkRepuMEMA2fWJk+vzRh6Io87/s5z/OhGy7vP7o4t3TE8+v1exSkx4dntcin5yO7tSwSm5/FCVE1TDoXabDQuJC9F67YdRh42azKNkV6fKhXW8LE3zZt3Dhqb/bmyDAM2gXUSIRYT4+7pgUiX0K+4asCv4fhotGKIWiWhiumGqugSG95zhSqqrlmRIGIDzm7Vl9EwYapzXjWV7LX0efPxyAM+m65T0fS9G+J4qJkEYgwIOTsMtxmODpmfft2OT40waEeB/Xjx7Usk59+fsjiMC3iZs9fJI0pgKHXlCCt8QjL0R/gQcLu2rKpS+pOq4h5emZxyLHPbrya1o3JXF0XYz+9/uilZNt8z/0mCen5bdvSIvMddQYBnq0SVly6VsIEAdGgu9xzmvSEoS6moudEtv+vQEtv2xOu2NgsrPgzBTfAw7Fso/D7bxdeSL18/NIKDEvW//hBlWRF3Db5OGlfD7nfMcM8jVgniuDagYzH5tfwAFKLJrrlQolbIqA3vuo0448M1gsXBQ/QKHTkIHwO3ehtnizlTGio+LhH7xLtJ12WK+MfwSYTdHlky4bjVisqRjwIDIKQV4M7nqpxCC/niSFOEg6D1db+67/+Goj44fHEdlSbssxWD1P19ip6BSIMT88PnvOUn9/6WenreP74JkOBkAABAABJREFU8fr48uV4eBin0YY6S9KJQkLaHvhkbFaGYSYJ6nCkooiomAWkWfrtr/9WFvnusL8NVzksP//0xyBOq12zuXKZ56qp/93uf/5xvhR1CZDDYu8VIhq74bd/+s91vS+Lxolt1XZ/OLLHE+Lp8VNZttsmIDayX31wgfvx/QPGFusa89dvv316fmza5k9/+S9RhLfxp5+/rMoqPY/D9PL5VFYZQIJpTJPg5fOT1jaiLKRZnjhMM1Zv3XXMi0JJdXr4WlTx6+u70zLLqiBOzLq9n9/LPCtPrXDufB07rYqi2ITr+mFZks9fHn/6cpSLGUYZC9pHLoyHaXZOhiKsSyx1QShWvVZV0X5qqja30k6TDckJZ2kcXrrlz//2axTarz//0vcLqM9Zvn38PssZF2si9oef/fvv5Wlla23X+HJ+/fxTXO8Pnglc/ekv/59lenx8/CkJH+q2Gbq/GjU9Pf9SNaeHh5cwDuZesko6nuZhTvN4PP+4vH+8fP7p6fnTt9/egt4dHw7LPM9CNG11PO6iALry0E8Pj1/dFn+8X+eZSV9/ff3ppz8qa7vLtW7qh4eqSPeBCOUkqzxqmzZNk2sXXc6X00OT56UQwRYl7++vzpmyfu6GaeznT18/VUWqFr3fF/tTWb6WrIlosENSC72QLYyCma2FTrPk5XmPkt6sRNZ9c5hTZhRx8WRcxz4fioDd5KhXF23xNi0qTSIXRbMy82UwGoX3y6c2CkTfD3mRjcNSlJmvWLnIYaJjCOI7UWWZVk32ZrY8puSTReHpVE++cLsY+3FZ4ljsD/kwqb/86X132gHlJn5OcXfDt0QcC8aMUlHCtp1nl4VYjZJO+2Anp6AQ1G6BU67Y58IFv/16LYooLcLMJDEILmkNflqt7WbU3/3DaehNnnpVbBhWaVzlFPx++vTw4y27XHr57ftm3EP5PPbL+9tvVftwPDT7/anrhoendtPrMKotSPIi/8M/fB1H+fF+2cwW0OzQxuhpDrr+miW7Dg1gZqyY5jFKOT1bGAmU30/7iiy/NmWT9/2C+tiTq56edymCu2JmhL2pxR0fyqrOF2VzRaaiBEbNJMeKoG4KnerrecKVxyY+kIuDu7BuYcAgO61zGtrG8oJb3dSrKBZZAb6OfO8W2JiIYOrF0LtTDcqvY1zeHgrmCIAf0m11/W0mx88KjSF7wR0A5LIQSVFxNfJ1JiIq9/C/d0aTNAkDV0cBhyX+rptwCbpC/583xuAsv/uKUxL40LbMasgIO2Nk5i2L/BziqMAcvWL1c9RHZcRHNM2ZzBYVG8uxlxxXlH14rq+XaRr156/t1PtpY8WIsPBBR8d9k1Clz5JEdywKyi6Sy/xxNQV+XkB5EVcuo5fgreteV8sf7PTQNG3RXSal+RLBB04rre3lPB0O5TTMcJ68zZJ75mXx/0Ka2yguq4ojzeayKpHdcv4YRNgmMcCYEEofDVLYJ8osC7XjNKGEKXIYLVnBH3h/FBORYH7aaO4Rea9Zi2RhWawjOkRZH7tgGUsJQHI1bBQPB3CDRkMKAaZy5RziUzow2qM473vFP6qI+c/nQHQ27HRit8uiUIzDmqVZc2RKS50vCPI9p+jGX1bvWLs4Yveo9CpnVRZJVSTTBDksYNwOqsesVs6SHiL5ubDr5cRDbKyrOqdlY6u2sBY9QFmnefUQfBPbCm+Wqw6U4w3+bbxBrAlFSW/Q9NcRrk8aP3/ad93y+rFNWgerKev8dKjOH8O372/7/REku17lpNumPD02lmwqv/MwCW/dHAXpvS4kjXnctflTGjiXpOH+sBMuMGye4s2F56v8y59/z7NGOLWv67ZKf//Ln8Loi+dHuKZOTnvOlv4MX1w++v56/fzlc1mm7z86EROoTrOoH1ToqCm9j2bolzgS403VlcjSWOceDO5xr3x5fd1mnCnRPzygK9PaLovthkktst7t5mHZMFUm22afP+3bpphHIxVz/Ui4tsmSJEhoBDg56zJLwasbPOHWBJh7ojUCou6KzDP3ojDHasYAic4IVRpdpHFdVhopZWxjcfmYgv/L/+H/LRUqJG6g7PG3wavPcox+kzVmv299TIK/MCHvFVWil+dC41kWGfhV+7raqio1zQKeWWWZWW1u3ZJlSVWXXb+EgUAYATwXz3WSZp6+wB+UxDkouThwDudjHE6jDiJB/3jiGuaPhgQwtLHzNAdOxDHxUzlPy7wUNZDIKIo9czbCkO6fa4xn6MUZOmlceWkiAW7hYL2yOKZYEjZtzr2im1O4P1wyJHJSn1KLSLlJaY+PlX81TsM4B6F4eXoggD7I1NfMiH5xV2E7Oo6LMfZ0bJo2d/iQnAhAJK00wdJFrrfL+PjUpll0PTMS2B0x9irtUcgh0eF1paoE5KMkvrhZm6XZ2+UchBnlzUA0u6IqcSJNvtFIGsO5NE61tsfHxpqV3GYEIcZDqOJArEoDJV7kxg8oCudpjiI6pCS4cOOOdVOzPMmTMmfhIKKgu3Z1xYvoehnI9PuTe1EW7z9uMfpdrbU5HqowIAY5T4MIQ2+7LpIkLoskYDa3Hp92Hx+j94MzKBSbx443RVHg9llGzWlGoiKgSRVHTZVbY/pBBgGQpfvXD6S4tABCU7ZXmr8Uj+H9HjiK1YDFiUhdF/6cMdywMMJIQ+/ctzWVskZZEdx3zlyQIKxicGQfaLfVJyhCSEMKYyxFGnaG4HHzKp4mlLJMST2JNkORDHOS0avDcs53wiuAvKmWKeZG70IxtKA2I6hv0klYPeLMYEFI2fOtbr3e5mUwzS4vqqzvJsWfExQqYwKuWdyrvESIc/1qRZpFvOxo+hlNgY6ehofcunqXCR+lcIEjbEMmiecFJ3uvjLtbiZOYY3fk1Y7WbIrwD0dwhJ1BABlPcUykXkjXhXWW1iZgPHx32TOv5DDH0pmyeBzzp/WR7FgueuiWlRxaqKiMMGxi7RPFK318x8oyBSzGnrDOiZ35SORAN41KNCA45BxOspIVYgvvtXWfefIYWH4FiWB3PaRwSqM713e4LfRtCFtKrCFp8v7jMg1TUTbzKOt9ganZBcdT63+klpfZFizKKEuz53Q6ZUV8vcwaaoIYxu7p5SUKzNwPdXvMi5xgeZPHUNHWyUvKjF6bts3ytLt1b+/fgyAsy10OqjWc5bSaxa3mLjlDtZcWqFYiyM59N/D/K06Gcdod2iSKzh/ny8dbUTU///wHkIVG13Ue+uWncxGvnMAlafpxfpVyfnr+Mo8fWvPRTZKywt9VC5/OcIKx5TwF0zLzEoy2MCy0FXpRWSoeX575F13ehNO//OHfZ3l+n+xy6U3j88eg9RgEhduwI27bVu1qPp1yjoM4S/OHl4fbrRuG5fH5IfVoLs239UwRIClmpZtqt2+KLAv++uP8/uM94c/VMqRPQCsVOewrkmDQj0kzNg34inVd/8t/+afNBY9Pj/vDLuSvtQUhgwARBvOs/+mf/odhun398sfnl6emrt7fPv7ln/55sWMYJKfTlzRem/YQhMU8jt3t3dp1f3h4eDqcXy/X69tuv6/qcphUFGeBCPIcCPvQ3bTSTVMJrnNrVbdDf0Yk6ggFSDUGG7nEJE3auo1j8fvvP+DRpdC84jj2p/ZQqcXvqwnrhnGw2ihNWaMt062ua7lMdXtMYiL3u13rd+PSOWII2tiYdGtf140QiR/QsMjyGMD48ASvSC3y4birqvTt/aZX8hFWgQ1O4nC3h20bh+GsLBpDVh+67+YsSR8em9NDrZGvsio5f0z4J1pOdd11We2a+5P3NJvDoRJie3+9ZXnWXeeyynn1bK6C/+4WCXw4RVDGa+n9Yxi6qdnx2sqL+PI2LXeBlRAl5e44K7HCWBxAlDvqHbT6adLf/vpR1un+uDPS5mWasNJnwaU0UcB51H0v4X3eC8fOGWtbYAY0z5dFHh/qIIr6btG+8WvsGkLI0GFg1jU0QFm4PVVFPM3z7rjP4vB2W15ff3Tdx+n09NPXL7d+6vquyNKnxyOkZTmP42TJSl3DKP7lD7+kMeKywYtnsyQ+v1+hHEcxd1SygrF/HdvVygZdUsEBh3WN+/Jy2FgVTkIIIpr8wKPLx5QW6cMDG2Prce2HQ5ED9EL2Q1ACSjPhDaVB/0lt8iw9nirgz8qE3GEImfm+PeH/yO+v/ESHHugyW/8rIPApMV+zB5vJuufcRYs4dK6/yqqFr+MjwWFI7o9QK7Ye4QNBG7neO46MZCXG8Hhd6VrHwFbJsOFi/9vJwtUApQlCEs4FdMa2MM9zLeHEeIYRzkAq8ehNyRD6wzGqEwtSmBeQB4r4dTrJp3jGgAdHFCIOJ0CWY1QPPPcfbd2is4wgmNWgyFGccCHJmWUo/mxVgxH5/a2P0rii8ifmWfedbvcgD5TUd43TNKgkDZtdSQq3W2apHp/bfZtfL9MFbjOHxmmgVJ9Qg6Ju4DavZ9joOo4dRdDYJ0hTipfc66z/J7N79Yci3nGe1uqfAwxfowgiMX9bDgxEsn1fQBVFMs+muy2HhwoltdmKHCKAwmLNfLm7LtxUSZnCo6Yn5ltF8Gw9CnVb3YAOlztYXefCcUIuyyzJIy6BAQLYvldw+5r8cMzlDEkOXoPgYJNXycBuwzguz26eZFkX+10VReHba79ua1EhBFfK5mnc7rgIQYn0p5CJHSdR0KrKx2GeJq7ojIoC/Jkb+BzohhhW0riChWa7K+RHNtLMgm+btn/8409kiKyuirSo83nWIaBdcz4Pp2Pd7ppbt1xulzQpS19y7rrh+/e3p+dTnhfzoh8f6siJDWa4vqECnh+eHvhdG/P8fHKCdI/PaAX9jTWdEGi0IYRHom3zLQjOl3G8Tv/+Hz/FUTQM88f7pWya3a7qb7Oxrm2zp+d6kev5fdg2RwvUA3j4dqfRMqk8o2saR6FctGJ0te32FZE9KpFeJwN+kx21Ju0Q9rcFAAdokopEtH9QZBmA2ckPsuH6rqa7zE2LV0ISw3SPDyVMydGUbW4tvz4qqEk43mjwbptYFhUkcbvL1GT2B3x93347953cHSq7ih/fLz//4aEq8vf3bt3cl6+H63W8nMcGG5DDtseBknysF8hxsUgC4fTS79sqz3f9MI4jhg3QiFgc7tN449fkrmmyO3xmWYxWs9+6bByligB2dUZ8zWE9SpYZW7pAlZ5O02JXKKUiNJ6cwqLAGZvEQeiT4mohtLmt3Ls8O9hrVU3ImsGYOEzrLEphf1awrP3STysbOJIMkicXQXTCB1uQhKHka2rgKUasFIZJvv14i+Ksrqr7k8IJLgkg9kBX2TwNqe1qO01yE0FZ5945O6wrfZ4wBF8GG4tjtotDEKvz5I+bnkzhNiYx7A8DEvBaWd7BPinuwV/JxPmDq5HW+nZZYiAr5GSsXa9nFtwhmZxOyeFw3MGaM/bzy+OA+gwWP8UhzTEaHpJZQ0ETr6riMA7O70NRpKtw7EltoJVLkE2s7+cPoJVxFifsrw9Q3d3tMq16vV4+UD8J0o8+ZIv2QMTEA/2NnZ/MIueMdFwul6Vq0m0NpQuatgzYUukwiGi1YvRKrDbQikgf8QrkYRoGKwTRqCqyqsqv51EverFgyg4PdRKH86zHkU23WkzAC4eTT+EBRJtCZhiu0dBrL8nhdld4usZqudVwCELch9cIBAuTxhD+a0gxgNkVcxEAsM2x9MEtqhSCGBVmz5V/FU9p7ske8uaXXX7hjjkg3B159FuyeYo+BzMR54VKWxnFsieEwZuCHxceAmKiK2TtKAzHnmZtXiB8kJNZlJ/W3/UGm1hzFNZGa/g3R55SnsXMuzyF75JxE/MPCF6okP3yy8espD091oJwJn/BMFojrKMp+H62bl4i4u2FxqyBDIsi8nbRmJd3EIDx0DZmRBpBPBMuybFwCdBYdlUIrKbh/0/Tn+zYkqRZupiIioiK9rpbMzuNNxEeUZFFslBDDvgeBDgkcMEZiTskwAfhmANyTPA5OLjkrayqzOg8/DTW7FZ76ZVYYsEYJAqVnieOm+2tKvL/a32fjqjVYlns9TxgyYndInQsuLRTDHT5SmQhUFEkgaeiH1AtH75fyxoQaUwdCX4j6wrBJthkjLIs8WA+h0W5dY4yQxe+fb3VTZZgPIA+yjyoNEukzJx1UR+MYytOJwGlEWwwHAkUT6nLZYQmriqcJ5f7dL7cY9aaPxzaVIBhM01YiazgXnAw2QtEiANgZXwGJ2syyu+PWwDxrFc65HmJxG+3MLqifiN5VSIkjovjoRy6CdTNeaxNs1JxPb2JVOZFYYOd9UJZyPLs0+fPHprQZpgmvK2TdHvYQYe49BQcoNavAZoKGD9CmkmWCOQUwuLNnAje1GVR/mT0Ok6znq9dd5KyhGWxPTBRTKqjgXJFDvuD1S5PRX18WlcEtPpxuV4vMSfCyqr88utv9aZp6t39Pho9Z0Wx3xVjfwccIEm//vZva5LmRcTA+ORyuo7D1Gx2WSbjGC5JZcF51ndTKWVUR1piSdOAqk9X+vXrN+8VS4pl0pPDGjzLxONxz4G5Sl1Yp8FN8+JX2TYbb5NpHAgxXPAFfb6UJrRgJQA/KRow99uyerfbl0rTx6dH/F6sPZ/6T0/b7UMxTfrtbXRoy7kVaCF2vTwzQsdsEGn6yx//RVl9eXsZ+9dN2758//u6ylndqmqfsuJ6O/M0k2XekN31dpsWc3w4WGXuXc+SbXftlRooZWzTcEYvpxcuaLM9TuOAD1VZcLYD37XJDJzYlmAdVNQtM9ZvGzktwzicD7vPqUiU7jFHCHkqWp/gGpPKJMsh7l0moPwpxcRw6CfOJGFczbOMmrJlgbk7L5CgsTErJ7MUYO4U/VueJKOHDlRkMHj4RQXvCqzWVb+oSeHoU9XcLau1rqrzTMixx5FFa+SZvVvnGR3X9+FsZHWuIuPU0rqWCaG7Lb5FE6y+TcKSrJBYoRjfDwvjfJoVIJbHLWW0783z9wulviwLdCwY+hrWLO0Gs8XISU6ut5neMKv13hcRbxsFmxhsffh0kBKPIMlIytbvX0+c8YeHHaHk9XsnC66dE1wAdCU4ZJR3DSEhMGBFWRfjMPa96saxv98fnj7v9o1M2bffOmNNtUHtFu4iQufZMS70ZEmWykJmeSm4kLIc7oNI+cN+8/Hz4X6blsWiNi1kVYk4e8qiUpKvmJiTrpu9tUWZMynVvNzvQ15kv/9ph9gqm4Us6rLq+0nPyzQtVVUui+I4yoOK1DbbTKaBrI+fwIBlUCEkVSVXWIX8r18vRVWKlL69LW20fqkFn+qum1aIggzOi0BMOZHGDYygIpX9TQWPiM35NN6u408/HXD9zjH4w/Aei7XEOlDaj02K1xZQYfg/B8kDPQNEinAqw/gLL7qEQdq2KBNj1Em87yV5jdtK7Dvwok49OEMsNvTQ07YYKSIkGe2O7l3qIzLQKSYcgaCoiWUczgXTCrPOmMpFA8JboP6iGpevwS3G5oXMGswJVhwjsR70PhnHWeIVSRk+kLqq8djnLClrKPjmEfxqvB5gacY/kBXvJE9iFqcCdPM4juMMhlQXTdA4qBvstYYeXX+eUp6ikofI6OphxWDsegFuiouk2eap4EM/4d62hkzKSApcqzrtrjjNRs0gUjD4bmZCWzcNOKW8H1nbXYGo2gQXMWyB+EMi7wC8etC+YNZR7n6dMfZLeQRi2TyX0fTjgIZORd3KdXiHrDIZSTCAj0WZpHdh6pW3aDhOE3pGjNOqySDkFDzDfBNapnfgUxzKE6Vc00itw+024fgayDibadJk9VkqRqXTTP7h5623QOZULfbk433e7Otml3eX5eV7z9IkFWKYNFj9M7K+ImPTvEw9kinBITsW0XTJOMH0zJJwvZwoS3MhebJ23ZgLWKYRT8PCnzZNcT53euoP+/1+V9x79fw8JAkfl2EexuPTvm4KlJ6023H6cKxkSh1u3XzC5TZ8/vT0+NjC6WDReMSOUaBlJnMRZqoh/8iCoM57OAUbMS6aJfSnnw/Bh9dzD11Wlr/XZAglRSoqhP4EToqMH/aHvIAvigXSjypL0fwcsVsmbYuG9thZx1Y8s8E6giddSDYMmLaLDLeMWJFNFMFyjRJqvNMTmY17e30TPNsftpzTsVOn166sU7RI1kThHcGLKg1hHTpFCTs8bPCbmrTCc1ssZl1GoMbfRSOYTROSZ5JucAyLoV8E+ixyBEl/HbIyy4tMQcsS9VdtCUp8AG98HIf7TZoFIQSaJGWD9DAEMsAcCcDibTR3J0xiy4wRMWEAnKBWqxY7A4XWl0W92bRae70Y6RBZzJAFB5wTz33nrfJqXiAqlHLoF2ccrDJ2VdqHxFcFL2qQf422MUmcFfm7wB2jseGOJ34UXpE0ZxF5bJTCxeN87uKZsgSgBW8yJLwJIdOiIbUEDhUHzajUDNfrRBnJJIdHNcKgVsFkwmCCJutcFj5gfma1mRctGN+0OUmwKfLBV1UlixQ5HIAB123MSLy93tUyV01VlPnb86ua9eH4gKAUzuWk3ZYBYx5VlSLkeOmJNCXBo+kk8PPxDhdFwcVmHw3vdK23sqjl9TJZE+OCYDYKmvAVdVW6aWpCLdbhCfrZMyYZAQ+FPB1uU5aSssq6HmEeYNbAXI7ePA4/Jt7EgXgar/MGLp1Pn35cFiTcYSAsarwHEl43eVRgy6LCQnl/qBgjysEPcL9hyAHCaj/uH/YA9XCAm73xCcoKSUGEVd6S4IK/fn1GnjWsuz3QrxDAclh06UrGcSoLOQwKO9JR/frrtxbup4q9C50mXGI9Cj8sgDoAtj7g4xoMHuPggkNsOpAffmqjYB3+boxtNMSX0YiCTsjlMuN4ngYsBBMyeyinJlC5YH5fA4JMeHFQit4xCTgds6QsMClw0D9gue0t4hxob3LA+0DjiCTNgP+thVBuBX0MlzlwmHGOgeqFY5hnLS0kcLXxzwmQp2DblMRcDeg0zq4StQdInqCjxfwUO7eoZ0aNwdmQJBgLcg6eMnqD8NQixrmuqHBYE+o622yxLwWQPUURaJqgEIU9BVtioLMnpTOJJWFsWeBWhu8v1HmYg4RAh05NjNqTcwbXKjipHXwyQghREvT9kiAkUlIQM+acpXiHGTBaJ611s8HyGXVJsi6TzQq8FE2Ev1dtkcM3BWYCBzWHYZ2IlY7FTzNWZVYX5tkKjt9j3RRAnkfYSgheChmAywvjBPTxPNuykDKnt0lpE/r7iEKGW7lkm00eCL3d+mGegOVElUiOw4DbMnxWPssRJ+iH0fplHJei2mzaIgRLiyyhKC0M1BU53sqIFWTMGrwwFmhf3Tj1Ss9YTKV5UWwP+6ap4etZ1MKwj6EudpkixI8tU7gM13NI9sfdmqwIYe54lVS3e2/dqrSeRlwtIvfOj/feGt/UdSq5hM8X4iCl5oTIEBIFybPNZQ5MM627oXckObT74/G40gRbzwCtLRZRWHQr4izWg1ntsZAKCfUJ43j1JiFlosiTTVstc4zHBl/kxTIpARVpaQO73u5t1QQ6ns+n48Pj5fqqzSBlsyw3RtOixCqs60cKkK/EFnt1eLvQdVsXRvMJo5mQ5UJKPi1ODYt3kZZExNvLF5lmTx9+vN9HxpP94xGXum1pdK0Xi5mfvUOsmGB/TFZ7eru/95z3m+22rl6up3Eev7y4lT0UEXq+9CgKyiwnwW13+zQru3506/L5h2OaCas2IhWBCKzzjVNwo815wYyZQvB1vUE6UYrd4VCV6ev9zQUzLQMlbHt4CIFM05xl+ab9QAlW0JfrKSF8GYfNbue8ef72VjUbVlQJT4u6GoeRC/H9+VvdNLvd74fhXJRRb8Kyt7eTxtWrnafxchqb7Tah0AZilDuMCXPHhwfgQ4xnhjLcjpPrrWMsqNdz391l1mQyg9xYm8PxsSxBvcpl7tb1dO2iaQ2jtK6bpJTHXbaMS3DBzI6RFREVGxa1FFWe5zmjZJ4BXi/Kd94y+FhAXBA/TtDtot/lwjAYWQiMdeZ3FyLgSdb442NTlRm/48najdgzN3WmNvkwTyShQqZIhlfSGlPVWVvLcZz/8ffrSikOFEmkDesU1Q7c0inOhRwvKB9I1WZ1mVJ6vI/q1g9Fnm8PNRIcUWdqIVkFFuz41ETX6PzeKp8nYNLq+tCXsmqK7nLP0J6UkF7pUGRynu/GGSGylNVljTfFNMe/drNbFn/regwwJD+9jsM4QmaVpBXomVDXOReizwnBD5Fhalk15TSqcTFAwHOyKQvGaNXm1+4+3Yxgcp7n6+W1qPc0gc8wEJ8XVeToRsS0QJwHguz7VFQFHEwiuV6XcbGEGT/5cTSzC3WZTr3KSzCo1KCbHagzUBAHieb8rHiNXXFeiOhoTfy6Nh4rOyJICiqbH3q9zIijAzXJicRriJoYlSqaMs8RjNeLR8Rpeid8sGnG23C7L7q7GnuVpvCgAL5OoK1iAg1PvdjgfVlnSBwG2K3KBjq4d27n+5IBN7N1hXIz4tAZw48Rt52YTxt7FRs34CQZcGH++QkEJxAZMmwBxw6pS5ljY5YANp6BnIzzdyIyGtakx+1gLuo8IrvBhvYBpDRr3TLj9xVlgY5SlBhLCGCQ/1BzmAYIKq21w/29qb7iXAedt1ucjSYR4M1up4GsZLsvUNDQdg0kz3L8Zd53koRgM0HmaJ5QGDQiXwOf9Twu8USeJgkysXmBaT5oggUSd1wkhUD0xkaexTyAx1Y1MsvTmGfB7uLezVGYVNAkSqQznBkCITkwrbhOy5R5j23B+wcgxWkBR180NSUAPFaHqpTlLrMaA1nkXGNSKURbAHhPCeYg77uHy1UBisbots3BxTW+aUQWK2Qw1wgWNO69qSysdeOLigAeV8gCDHyNoxECwMpdLzNPk/1DSxzquMgDY+FLChztIF7fbDa4SN9uyUyyLMfFFhuRsDvWYJPM4KBy8buA3yBsnAln8NYy7jw5X7sfPj5Udf715fpyGlORnE6n3W43D7jPACoOs6qlATUh/JSsU9pWNJcZculdb7Lih7Zuxw54RUD9lA8Q2mFSnaWcBrepQcG5XCdrQlak202J05f17QZydmgqFIQfQDZ694/fzkVVHB6b1QHEKGVW1GmeRYztWuAwmTK62qqSLSwgQJIabTHVjQJthPWgRF+t2grBBCfeg5Kw25XGIFWRl/kErJ07Pm3ul85jRgD6XbstUr4mNOwODZKDgOIickIJ6pdgv6P/md+uwzjaepvZXo8X/fi09Y7ezhOEw5Lr2ZSt2DTFCsCyxcotAcCyqTOy+tvtusyB/l/+x/8XYyu49gXeOhowpQSM2vvyLmnFYm1RaZZXdZmQkPCAP0akeCxgBISZDeP43I/9TIG3wscJ9cTIwLAGlSoOESRAIxE/jYZoWUmawKOSSR7v3CDHoAIkGajW2oDAQQKibvhuyLYtIo1XlFWK7Ufk2sfMnr/d7lqbqm6VUnkumzZPRTINSIGnEfkQYaarsZhmwc2g8UwzxhQ5ClJKmzwTOaJiyfvanae8AKuFv12uISRtnctUQEy5wjnOGQ8B6AvBhDH+9XQVjDx+OL6+vCqtDvsH7EAtEE9VE40f1kF47d91XmsSERpoHMfZFZBKa2BoYTl8SGESQ4oPB0rt5skUGBba09uprg88WlDgPceHSSCXFxcaAcFlAEvP59NKSIWaWBHWtesVNqGIPTBMAEFhGtIsmwbAlGSent5uCaWffzhCPpXA1wnShiBOeyZSG8g4TAyhOd80dVlhWGJx+tcgTCBjEygU8HpdGV4XAUswOB5w8F6LskoYYoRACxHUXhelUWXcljb+ChLIKtQ8A0dTN7lWzjv38NRgGQRTn5FIR6wy41UdW0bYqoEnNoEALrTSWZE5zMV8CyQPJjEeJ7lIBPWYCCRJMo0aiX/JytiNxk1MAnJQlpi24iGZvGORwY3ErxUzeDstdhgmo0xdg9ocCUjIZ8I3hccIspxQG2BmiewuwVuNOEfgRUiQ/CSUlIXEszgkSG0BC4Ngp4cHlUCQAg0rWClYocT8ZFECyzLPsa7Jon0+iuNBixqxuIv/JP4bBUcFC+wWvALRXsNabMWODtNf/DKgTkJWEy32SPqZfczERommD3jyJoi8eoRtRII/x6sRHoWqyZEciHLeogSTKTLe6WIw3Kor/FgVloSk3uTBeWDTcWWlm01h8MnB2zUrMHbtrtO7lIIn6B31dzCiuMTHUTBuHKr9QDmPAMG9PxxfX25ZIaTEjqWq8/Pr7XbvfaBCZGUps5zP4yTz9Hp5izSLHLZsDlradp+nmbhfF9wNDWob86wnqJahOTqfv1lnm/bQtJu+u+dlaXVoG5ki/+zGforjqpXzNCCs4xlE7ezSq1Qw78zY34yZUbosW8ZFd78Hl1SbmoYAUI0UYQ1GK5q4vp8TlnNArIlSY7PZcp5Mw3S5feFMbjdPcXjhaMKbqhSSn16e8WFK0ratQvAc+14zjIMydr8/eEeEzKZ+Pjy0UrB+hNuorCoOyLCymmhLOEQYwRhyu5y5WB8OB7LSqk6NNd54eMwA0+d1i93+69vXflz2WxSMImubvj1/K5uNTItl6qsGB1DINmImPU/TcQbuq7tfUu4//fCjt+Tt7bluDvjBMRyPpqkvirSqS618dz8llDx8+GTsarWtqtxqsAeFFEM/DtOoFBpKBe4e2e3ajeOYZ9njw14pNc69lEVC0lvfpUJ+fGrrKpsndXq7MuzTJjzksnSZF0DnVyYLcb+8ihQRd9An0rKoiu7+hiiOwS20qpppvhdZ+cNPf/TO366XYdZNW1kTrpcveIwCucB/+vFjJtG8unW9EHK430SaVvUG/Loyg0qh650zuD1mabBYFDdtOw2dAGFl4jK1mHVW+307z8vtMuCrG7kXUtKqqLb7zTLr++2K0tXKmyrf7ypI1eAWct19SaXIS/yKESCBuBL/1iknxvn7bWxruTtsb920LGa/rbMcWp01rNtdERt9NsSYAyfgWkHjCQS8bZo8laK/L2nGHp42yEHdxrJCMGZZDMLYuGZglD4rR4J/hx6h5YVtSaRkezhaISnH6ZBCTaZdWYMP8/p64yLdbPI0RUXcgvbkqxqhO6xIKIs5cKSvxx73EL/Cs7LbVtttfrtN4wzqD9omZEXSKTKCka9Bq1ZYZDTWW6fgRQ2WM/rxab9Eops1qmpQk1Y4Mtnttr3f7zO0bPlwP33+6bN35Ha9oWZEk9vtSjn7/OnTMEyvp/MyD9vtYbvdzH3P41ceJBSU0tb9fvPb12+Cy/1+19/GvEzbtijzlND1eh+qPB/Q4GBNm986fXo7W6uOD09NEQVbGFUj+pREfeXYzzg84NGKCS90NfEuPYCAhdcBJjAE2MamBYweTWiC+wkmFx4of9jhOC5aEQGCRP1K0X+RArmelcIJiWAhAwkc0I5R1zhmrGpBma2usyzHzxAkFYGK+6LwYSArRkLINMWEZx79OviFlplE9AASoHXFGItF/wpkSMbmeby2IlMT8MDHhBQ8jxyKBbxlKANhEklN9NQwOV3J+i5RQMQKv3nMR9+TjdhfIQiJ5J1ICUDZFleOeUbsE8pyxE3BYsAVKKDZHosS6NHhiwGyHgL5QNYFstnlDE0nNvf4oKQpn2fb98s70R3KZYl3ZVmmqPYgKJ6g0Ii37lqUqFU4i5sLvnPxs1dvcKC/Xac1XpLz+FL2WOyg/T4MSFeiC5PxdosNc4wjQXY/jlD1yiKxCnvUDKA23CKmOLCIkEI8NGKbAF10hV8BtIFpJm7n0bmQZTzNWH9VMgfxH2kHjTtkHOijqImGJDA/uNiXpbSQwqNYgf6UdQznbUQrsWiTSXfH1tE5JyTvu6UsxGZTzFHR7vw6K80pGsJrIM0GQx8U0dcVtLwiVQtchXG2Dhh4dEiDF0MTihDHpO7dlJfSG4Ww+uoJSaoYiMukQGQ6ULNgkorssSUipca5adEhTkgfHtoBWho5jLPSfr9rg7f/7d/+liTy8WHblJnxOJavwRVl8fJyygsJwxBlTw9tVedqNqfzNc2L3a5iFE0BBa+do4zGxx0fu+W9j7N/aLv7PONjk7RtIZEvCcoEPUOuGKVNuOaAgAVNF+pdxqBeSDn8t3UpqzxjaYx0KeSxj4dyHNUwoYGMx8J5jLRzGtZ3zRXc4M2meP1+T2AbRpsrXtpTSLO0o7h8oiK7oE2K7W8sBVEBySy+XIh5RF9k5GggNbni2Qiu7wjLBQNXArtlcjmPCu/1+bjDdjTLkiyTpxNKzpHljoVDJFaKeVArFh0EbEZc0oleNE8Y/T//n/6fawDtt93ky2K+f3v1gW42m7glxvcj4djk4mu2ElAicYZegsdsRaZCZGhtCYHcvzUIk6QZmK33+wiUP9RhkP8iVBYTdDgNI/JHMwki7YgUGUg/HrRiQynd7PCNYUlI48o+isi9B2As8WvIZbI/NEa5y23ET4uQosLYHs8CuJRccGBYVU2KGCTijfhoR44Z0o8rWQfwpkNZpZHJBkwoEJqQ9pgE018YnHBrjyn26BEFAxlN9MVTOK/gGNzuKueg2pQZWNVQMA9YvIC0OSjEJBgO20WV1006jep6ngglmx2OnqClxQQ4i4Chef7naA2v6siMmpEaF6BsRd5ruymrWo73iXNR4B8zoEqCNIUfo1J+7JeYvkMoH3AMbWM0EvwlrOYVLKKQvKnl8XFHGX3+fkcZupBItMZf/TzbCL/GN1/bZbjfs6xod9sZ+xaXF3HIx5ADqdsKRqwFb2UskXGppxxnd+zcMVcT3HsVG5sWxcjgUlkC/OaCALFDvtM4sbBG6I5B4G58iFMjrQOlGIwJDuEPQrMpKn+43SG1S+LxEYAWJBJTUFixNoDcCZc0NDnjiyeCDTCxK2sEC2AfBi8b8EAmaADOERTb95Ua/hlOh04TRvGxi+TJOABGZh+fHkt4imIkwAwzAv0U6gWkWAnGhACjCdwKwrtmCsEWBIbwCSCY2iIJI9Jk7BfGGOSKBPkrhq8MQlyLsjyFmBHfcsRKEOeA+d6HosEbF+8JQEcNHghAIKAPGWMGxNsgJCSFarIpXhvvO8jVu3VRbp41QNJo42B9SiM/Ka8kumvRuYSb5IQBaov+Q5xxAiyZWuziTLziMsQhHXRJ02SHmCkHeiDKlGTGACmNr/z4akBYAGimmH5GOgUV2QXZDpRDYmo9EK2gi4z0YTQMY6EXW1Cg7QyKB9fzFIjf7GvM5LLUAZGnKRHGArebpRij1FXBUfdDvpdJfImKXGw2+TDp63kg0BmYosiNRW2JJclhVwP1CQ3MkktJkhQ/7EA4o0OP9OCyDE3d5IVM01xphIGdsbtjcwOOZizKMs6GlNJW6TGTG5lJFL7bkq60QbgdP7Hb5aLUILKURigO58LoIc/KsqmGYdB6JkTW7cbHiiMU33GPrOaeCVG3m6qSZjGUIq0w9NMbcPMo+WCTuZjdtmnBCkLze1rsZtdwTrvrnDBelMUwdf29R+FH91mRQSDogRYUPD8ePw73bn88Hp4a9KuvN0JkPD2y/XFrrfvt1+frcBYcnldcZqY+MnloJrNPH54MwpYd4+LpqW3KdJrspZvnZSjLPFix4q0PtWNZwWv08u2ZJP749PSw376db1Pff/r4IcEgHOOslQStw2//+JLwdNHr7Xwpy2q7qzdNbhyktJnM7vchJotyvMUFf305DUNPEqaWeej6W/e82Xz4+Xf/cZ6U0lOBUjHuks1mhwtMwad4MoMdTqllmQh1u3b/0+9/mSf19vo9BJtXlZTtPM5xSlLMU7/dVMfH49vLZVYzPr+ELctICKuqMgL7wnCfrtdTWTXb7aau85XQcdKX88XoIZNgIYaVVmVZFI2GghMzuDzP66qW6VpWKdxQgVjnx9mO/fjx0/79ebXMMGvJnN2vfVmhmeRhj1RtU2629Tzp7y9dmiZ1lUfMKhh7ZVEAgeCxfygrWcS8kUy5dlrbtcxSaG8jGdU6dEWM9XWd120enbD4j7HgB7xfsaBHy3keOVjX67LMeiWhKeQ4L1qHzabUWme5BBItYty7Ts1KN3UhMjH0c1VAqoHbLU2GxSBnNLnNrphnSDWBTxB8syudW0+nXmlTZJIz5N20CeOg6krmBaOovkRJL8cEFw1Z44BQXuG5opLfzn2aMmdpVqKyaM2cpYmU1YKjv/FeS1GC9EZQr+r7O48Dp/1hS2lyv3Tr6qbJL3rKZb47bknA950xArTDvhk6oK3BI0Aak2UpolYoUAnWbovLdTid+sO+hVGNgdeHiacHluPxcUfWcL+P10u322/zXPb3KS9zjLLATsCIi8BfjIcfnMs4BeF/iWBFIY0ysfKNb3p/B2oODqrZZBlAxKlAow72PB2UQjAl9sRj5YEh1YY0bfzPPOvhNpdNTkkESDq/26JIHAKMcOg8p4lWSGYqZYsSt8r3kicXYhxmzli9zfHjRQ9FJQlqWhQeIx5VbBpkrDZfKQ5XmGsUqY+hykinSMZReRc228J5qMam0eZp0myLf9af3omehFhtEKHjuH/CLVZneSHmUanZNW2GyCgcD/CYISc1AbWJdqjkzngo7BMQ3d6bO2WT46MowHqIp8aQYUZg77e5bItI+AStHdALgbVQf5/RzKT41K0JXUZQSXC7XtfbZcQywISyBKBI4ZoVx95hxY0du5rVedJ32FtG6KLp72O7qZsWmSdC6TSgTvFeRAV4ioGYXYKqCiB+XPUQ0EFjPpZQQMUrnDPdGtsQeG4AxAJ8rlaQxKL4k2DiXDVIn4J/i2l+kNjwgBkeECNC6DQE8nbqkoS3rVxRFFgLeP88tFIQvaCFpRaTsBU+91nvjw14aYzc+uXrt8uHxz1Hdsltjy2HJ2a53hYwh2qQHVYfskzkJRwDw7AYAwO4UW6Y9KxcihDWcr9eHh8e+37BVTbSzoo8rao8eNCzb7cZNmlMdUET6IYlymxJnmfTOOZVabRhnFdlUZdCaXO7jU1bMbKOi+GcvVviLje8e5fJ12XWbss8l8QHAI3T9HDckJUgx8f5Ms1w51oDVLsHzBYnwEHVTY6zkwPmB0eIxaBG63Eqaeq875Z1pSwW5IhfGU1u9x4/OpI44x8PVTxl+RxxoWSctEggo9LG9/0SHOoweIfHwPNKCY904nVdh35OsXNn99vCRVJDr4XvS2y54s8ZR9VUErMZB0dIvAcJi68uDFiAR1h83fHkAz4FrW8PGpC2Zq2bfBoWBlOxW5alqWshkb6MLDrIjGLSDZw8nIsCBvFvr7eyKfG8YEnK+H5f4qnwP/zv/m9C0M225nDpIMGFHSWI6qvz0LuVhSToC5pYV4QuFk+gSMgcxwmEQCTh8NeNpizgH8gK4lOC8j5ySFq582Uw6DIlIqVlNHdFPwFdFBbrEsRNjEC4SGQmx8ncL4NIWYu8PqLh77lexqFABQUefjDU7iN4AMpLztnYT8ZaIVLY7bJEzVYiXo/0qeCoGWikQ2OiLp5Qrfaop+O8DqOUX6maNGf08NB4T+736XK5V02llmUeFWNpU2eykPfzyBj2RUWJvPI06axIAUy/mrrF4PN2nyxWKDJ4r9RU1y2hQSk43xiSdT54j0iSNQkFt5enGNEzQiWO7KlSRkWktQYewhCa7PYVZ1AYCfTdZyHSqimGYZmmMfpAo8QCT3ablaJuqr4bbteOsnR1ZLMphGRwOmEqtwbAP3Dp/v4ydDfQ+f9ZFcOtAYXscbzhqMpSxtIkERpFXnhmCsnpishn025QMOCwwSDSVHICDiRCgDoqdPu7ztAlcP298x5ClsPxc5JwKEcinAO/9EXnYI5pyleRMDxhU3Z5HZCNji5vih4oXnAh9g2sQd5iXWlVpf8UpPSQCPIURKw0E4AVAnqCSwb0A/EzjMJkkpho3I4oAhD8waeJzzKy0iWKQECPZEnf4ZmP31qcfqFxjhkHyjl4V6wEPQfstHH+yWTK8EFKursSHDQdZxFIhhokY7gnx19xWaQxUkXS6E40xkiZ4h4FTnqIlybyLoQEuQ6NGkwHYPAkWIgtCG3iPBTP3/jdcZFwjLJQXycBasS4PH3vS8TNXiyKaI3hFlo3s80kq9rce99d52WygMLn+Iu9C9wJolMAumZ5Og34/XIBrCIT/HafvfXvgMdlNklYtYMGd7/PjfEdmP6uafNg8GxKs+gwTDF16CZExdCQCQHZ3dhfX+ZZq6moavyrMEQARMpSmX77enPBMuattpmsFHYmedPU3X0iAevcFTJDkslsGjQ4dcoILiIliDZV3m5LjbOm7+5Tmst5MTSsHz5uEkJeXjrEVASKnZdzh4VklTcIPNiqKWBNvc0aw1/inQ6BBlzxrPdTJpuwitvt7KxtN7uY+tB1XULepbE9vneDN2T/eAgh3C5vnIvD40GZ+XZ+00jT84cPP3unl6nf7HcgemKQJWiyxtxyvEgQ/Io5epXxwYNvxHK/nKBmQ9GoooRBdhJlM1CcI/TppISSz2lspc/XNxLoj7/7pPErTrUxiSD324yxoppeX+9MAhqRFeXb9+91WwtWLHNHaAQyQN/ZlHVu1LLdH1fivn35TlaX8mK7rcf5bRhvudj5wLVVD0+fHh5QePv+7eYceXpqecrut/789i3PiuPTp9fX8zQuVVPPU+/suuhx0zT7w1Ek7HS5Kb0cj/tY7IGluojHr3FWUW8ljTbDMELFgFX5smkOBM09VRa4/SKaO6ovv/4DDqNUyCz/9tvXcZyBYKW2bvbOhOPDA+fhy5df46o/UBJk1nirp3lKGLN2aTeHx+MTwQEYGDrET+KYQOa50SYr8oRTPS5M8HkcnV3TutjVAMz//bev43CB+0cWx8OHfrxkedVuD4vqzOKFyPvugpDVtqL49PCnz3uS0BEFDG+VPjxt79fu7eWtaspPHz5UdXa+DQlJUqCtUtgXMPlar+d7hK1jrLjd1kq72+1WVdnD8WCsu3YLHj/IrVHBSAHeKc5zXd+P3QRYmBB1mR4fmnlW4wQiiwSxJ1CCZvg7H2VZbLvNNa5h4O8jtzapvJKUIovooV1L3mcfeSkw6jIIm2AGS6kHewP4nH/uA6Gojzww1C7WFhSxzGBOjhZ6molr7MsxSpomz4uMs5UnDJ7D2aEvt+JZh3f3jGcOME4JtdbcbjfOi6qtUw67plL2dHrZ7rchIM2MIRa6bmRZprE321192FU4JvYjxM1FJUS6LFAOxIpHv60bToEVJck6DHhNUMYNVGa8aoppXHAyG8f9YZvn4vJ2K3PZTcPD4wEy9AWadWc9xyg5cx6fVTAGZTqrefX+abcZFlu3JaeeC345dz6E4+OWBNLdJpGKNSBG0WxyGI9idTwrU5lLtcAgopSWqOKHqpYyE89f79avUrKqxvjVmEA9yQqRFQhcgogOd07AY41gtBpVqJZHNEiS4AoU1UErBLn4J0iy0gKNSqQ+cLFYEUB4hwiEFR0/yZEbtAZAi4hKxmcA5gohFPIvuJEGdIeSRWGqGw91FCMqguBPs8m4FBaq6JDHjdC7QtbFXysQmpQKyTFWmGIDGwAXyK5m8DNTo7GgS4FYjytlhul8gsgMQCm4GlmsB63Cn8oFqhNoxUd/A65JnOeluJ5HF8+EEWMjPdIl5HYblQpNU4AHnFC8SfsYHy2RfGG4jLlv317Lsnx63NgITvSAPJWBUBT5HCnr9HoZfSCPj00sB+LtPEL6h3HV2/NNxHw1Tro4PeJfNmHk9aU3BhdXwamUabyOsrFXw6jzSu72hTNYlqRoioGOkyIlhAwthHb0nQWF+XK0VmII/s4hw0A5WnBPr4jHb5qc0DAt8BhrEwDi3+ZlyVA99oA4xOUBeKqRUUfeDTfzDClBgKN4SSWGwfMwh1hBAqcQYWD058EOVP4+zJGkyl1AweThCXPJgO7cnGLog7EOhGo0qUqk6P/6l5dESIw3sOlG9rjdFLhwJAG6TuuDQ/3EryC0LYshgbhYNzfKWmfzUmLr6+luV9SVVPhErS9v1+vtKlj26Ycnr3FvCRjIzkBiTnqzgatmHnWE5gCfsTrftOAbr4T09zFhaMR4t9oVCf+mLtpNniT0/DZiRWlDWqSrx9SobaMyHgotPLXqElPzcXbzMDsfNtuyKkXXgbmw2xfGuMt1PO5RxxgGZUGsyfq7ynL+9FT3vQZZJ95B5gljdCiHkMxCx6TElCos85IVOFiOo8JMJxYZJjxUgQ4p8tRah/U3FnLYOaNJG5+wQDdGDC6Lv9Bl1mWZ5bnwSJoAOQ4MbfBYyyt8NiQa0Xha4occOZogoSDHa7tOpZw9fqi+f7vzpgW4kAmcLdBUcbC7IOJNiASjdn75/rzZ7WMXlWF4Fd0XMWCGjB9NcL6M+teUM/r22g3TkmUZ5XTpx6FnGD/E2H1ZAEafRNxNXPpDQLmuRGT4/xx7hSAbo1O3JII9ftzCa4gXDI6hBdLhuD0aZRTo8AL+H+3jLoV46ySo+llCQfpWi72fVTRcx/9Cgd26By7fgdJWybKFlmDGVRh40qpKVxqmERvYyCztU/zmYGtephHvRIoXXprCYA4rGgpPuCqUtUQz3vmqyQugJr3zAUIemszKTrOa53ElaVVlLOFWL4Kzw+NmwZrbNc1Gq6W/TdbbZrNF2i7e+vHV1fgERF01q2oE5zxlVVPOk751Y7NtS0q0xsAA/ol9vtmU4zAHXLrcPJ4JWTebze3SE5pcr/NKwB1aFqRnNljkustlbNus/pzOy0ypKLEcw0g1qqI9DlVo7sl4yBYJQ2SOJuvlrMpyc70t98vt4cPu4diKNNrqIA/VcIsXGSGhKIJRhmf8w6dHtah37vbtMs6Tgosjco36+5JQOo+zNuHxI3qrK4YxwBn55F21B1TZPBpMsLxL4qy0v0/Bw8mBNdYKPaMx+n2esQYvYiwQ03SLzBLD7jE32h92eVlm+CbgmejGQavRpLlQiD/Bp9fAjIEywzojVoqpfnwAb7aANSGUhDsL9tQCB241doZuQV6eRtXdxnZTAGMQk9wixfdom0uQ+v069EpmeD2AE4MlpzCLZZzdb4NAkRu/7IjGxfJ2mQBrwbhxwtoekoxSWmXnSVGCgfH7K3OOGZW8gJwdo2RBh16HQFIMG9F9pVGei29vxM/YQE6v3TxpT2H42LQFiHkr5D7RrAS0lMziij7l8IeggLSmBYqORiG5uhi/2eYEY8VRg+8PcJBzyC0XmRw08OnXHne2ldhmUyltv315dWaVWekjwgcYOj0JsQbwEbBsDM5t97W1SimgDvO8sLq7Xt84TwV2wsQDUJY0bdVdp7fXbn/EiNIHSjzhGV0mqJ5oW+DM4XAs2O5KJlNgWbVfDEqkPloKD3UGZ8eu6CZF2SoE9YSdXs5FVRZFofRoFGLJMkt3u0bNpqw2VVVat7Iop8FoC5uGfCXht1//vq50f/yYpNn3b/8G9AtFvkGjr+2aqk5coozrxwGo27oRaWlmq6nPc/SPExrOp3NRNQHOJWYtXoF9N4L8hurFWpQtJnYcH6MVU+00BD9203a/pZCqqd9e3tp2nxUlI367P1xezsts0bxKcLdX2t7O5+zT56ePH7Vh6JR7t2+znz7+L6dJLbM97j+lKb9c+kXp++1NiCch5Mv3lxzNXiTJaZKc7uMyz22V7o+tdXyZczPpb19ey7q+Xm/agurEE399/Ucmi1/++HtMQFayYG2EX+vTvi3rQ+Snp9qE3/3+4zybP//3v+JfBn52/Kyul3tZloSLRZs8l08VvFXGBDXniQsPHw/eAdeOjyYNBsWPPND17e0ZDqCcZ/mGp+nf//qv4zDstk8wfTXZ8eHj2Kt6U1GaDH1HcukDdc5maUPBw0QLfcU0NEPWd5y3+22W8eF2s1ZbUFU5Y25dXbt5Ejz5/v1LWOmm3nm3rA4w8ogFesIklNE1LfSM3vUPP/70/cu3l+/ffvzp88NxT/xa5fK4r5CZt7Vdg1pUoPTx40cIyrqlH5bVuqYurpebFFlRZM02X0MVR0xI+TSbnPZLmsERMo5j14+7/b7vlcYdI79fb86VRZkLgWdo0eQyyykRGlZIsB9krGMt3qPj3Sniw3aXt22RwnLA5AYoSKyyKNls8ywX52e0KFmWKuMhLC7TLE1Hq07nAWbzXGKEhpRMaNsiK/j1oooiryPn2bj1fuv++vr16ePHsipDWPtRCQ3v0X5bPj/fZvjEcNom4DhinmiUxd0S2FIYelG6G1Wep1WTD8OC1YHSLEvrCirtZSn/y3/5n1JW/PjTz9Vuk7BkGubbZciKIs2EJ+vpMl7Ot6LA4ZIxUtVg6+P4W9T3Ecur0/XCGd3ttpvtlgs6Y+0IjmJZgoCX0LJEZJFt2iYvhQ5ULUGZuMU3rCyryA5FNw+StpXAQFNt9oeKrGT+cj2drv3lVpagK1VNNQ4KpyvAvShhvN1io70gmgvtuFL+27eXeVqOj1sNCVuSpgL9rgGq0maTFTWaPD5Ika7x5sD7O2iACUuqCvT9IcIk6jbTczSz4g7LIl8NwWAUCKGzg2wNEs4oE0dyUvxTbSdSjvXspLasCqh2Q7YOdgs6OClluJLdr8t7ZDHmP5MQwAJx+HqjL4eSmwkpSLPBBhP5MSjj0QQS1GUBJSLKo3k0XJKYc4Ex6x3PEPyaov2F3qnWYARgxMnBscOwwALlhdSZ9nC1g/2CZeb5NK6BtBsQ143BR2h/qMdeWeUIAQqhaUG95zmenzJNZUagk4x816FX8Wi5qvtkbXj6uE1T8uFpz1M8lzDiR98bNZBp0tDZlam162aHUeMw6CwTz6/XpinHwSYMWyN873CCz9eAWysuFbiOCuc8qmXKpw1iMlgcAdyQdqNZlDm/ogQRnL8Npt7gWj50s8wacJh6JdhalnKc9B2cGLo91Doe3BGyNV779WlTNK3rOmWcazc5FpsIhay4uMc1ByAVQJpLpy3AbvjB4kO7oOHJm6YYkQF074ziabSEwWWy22Wv3wDlPzy2lJLbFXmHokhlKpCXXdcUpSE2jwv+HCnu1/719e3w9FAVhTe26wkTSdM2h2N9vevLedBaVw1YZ1qZZVFvL+eyrmDRLPh8V8tl5okvK+kVGfup3pTLZfr2pQvENe325VX99sUURcGg8MFJ9OXr9/u52x9aoLwTfKicWwVLLqebMfb4iL8GolUp5xkiT5wRmacsqeAY1AGNBE8c88C3DvN2U5RVCjIWouyAvhNPLPpz2O9Bkhf8NE77bdtu2ErxO93v6utpZCxpjrlzUYZBSNVkfQdpX5ohA5WKRAjW9XocdJol/bDoRT8+7kRKsNnKU4qYUiVT3P+dRXlSYxDiA1+VN0Lwuko7uLLB1koY3ezKZTSIDZbCB5eAeEScQ0WwyAX0j+gTssgYQuATW99o6IpaTqeR+ikBMTGubsFPea/8YD+yrodDlYooBjfkeGz49XIRLGtaHG6W8cZYyLMiMt+BnRVSwv1mfDwiY71WlqhmRWM7WK4RiJqoBcK9qgZMMZW0KDCF8nFcFNP5C/aDdtXrmhXZJVJ0drum3efvd1DB0DzRGHMR/DVxvQweOS6UZ5fFK43hYkRQJJNeLMHMGCvyFdJPtcQbcJ2xNREZx0efrClj0VIi0oSbBXxi493p3M9zWulwPo/BgyNqre96v90W2w04xYGQedDLMlNOPaOYXxnUe5DRwsmeFIDsrdZDqo4lTM61JucTdAvYhlcyjUavZdZcirbar8GpaW62zfZY4lhF0Lnx4I+Ey+069H1RbPiiGUEXFlnfxRUl1jfehQL9ZtrfNRLwuCnNhwP4QrdTd9g3RVF+/XZBMga5U9yf47JLIz/LkqrGjeX/bynQxGMkNi96uOssxTXudOq+ff9HuzlQyqqy3OxQlpOyIl7IPG3abNPossqVBhch1oPzdpORwHeNTDGZ8EWFCw0uXWkQnOQF855mWaGWKF/OhJkVMhXWN9tiGg1qouinQLwDZH3Kx8XASbASr0LCyHDXRrkGR3lHSShLoIpRKMKsbmX7EkN0XG3eM7EkOpwtiZD33ANXgJ5rkhQIxKcMiQXUr/HzwHQcoxcMttf1vagWxyhhHLQUGHrVtXRhXRSWMvOkkelc6TLpNONNLbnAQDTNADN5r05VdYZhOW5X8FEABYTpKWKE7xOTBNFD8GAQsIYLgmQlZmvYGsLcglso/gYoo6MCoyYdRkRcKUMsFrGrIs0oCmYu2ofMCOhzVgA4EJOHTi3hfl0YnEhYZODdGSzBGhy9h6hAxPq6qHP0NDg31t88dClllalZwehFST8keR7nxNiGWATM4twRko8QsBlAqiGLWE6kUOyiINp24e+/vmLXy9k4u9v5Ng6X3X5rjTFGZ7KJUeFgjBJJUm4av6p5nJbZ7g5bs4R50ljIBnBBRsx2FpoYmRa7CDOoG9lsyoSuS7amlqqlK/O6agCCfS+9OOeg7RayjH9z60jilibPOrf017HdFkliu2FwifZmlSmUSHRdX17uJKyX83m7Wx8+IAljnVNK+dWLKTNqeX27rqvebh/6btbR6HI8PAiRErLCbL7dprm0g/rw8VM0UK1ZUTqrrvfx1nWYTaXiw9PH6+myTKenp49qma+Xu9W+/uEDSshlY7TtnHN1eb9NAcvqG4Q6aabUIiD7Khaz3L68lkVVNe08T+NwM3ZAej6X65X41RujE8rDOo3z2zHspnn11l2v10U7kRXTOGG/wNeFLllRjsNlDfnYm5e3b3le7nYPFG7PqazRGZ2nawwgVZ9//FErDcDFeLd6DdWGYGKY4hiMpcCaMMT5KEWDpcj5Dz/9/Pp8f32+N5vip989bTfN9d6dL+fT1eu1RetAzXDJVFkqSBkNOkVeIq4j2cdPewr943KflQpOkVWmicwrxoHbUd/vyNNuq3GxVJGsyqng98vN29URK/OibRq1uDI/KNUN86Vu6vtdLYtblgGqAw0pNexmMKBm0zA4K8+ns7NLVlVteQR7o8Smd/Xr5x+f/v3f/tvldhIs/fDpx4eHxyKvnLOXa9b1503bbHaPL1+/BJrce6a1qop2f9gJSutSLAvwZLLMD/S4LPP/9//z/97vfwCePCXe4vwKj7yQVRFYCLtttahEG6uIKZsiz+WyKAE1PS3rPKzkculXT1IZZXdgJAJmPwyqLg14vwmVgm03TVkXl/OlkPLTp4MLa3eb/Rqqtlg9xmTtY2F8GO8LEpUscXhJkTVxyzw7BEOysIb7acCqkBdauX6YGacff3iUGnQqlrJuXFYfHjdwHGPqwWldoT+TEIokvHd5IYuCg8TrfdOWdS0lTPSQ+GU4l0A1QRjNq8yZSLIHVgxjZrn6ZF2btvIexKnYPaY+GKWdNHy7qe83dGOgSV7dCMMK3TX1fv9wfNhohVPEy8u3QNi2KMEqTPwy3URGZZ6F1VWtROWJlvdbF8AXRJrw8HgoCjlO869fvqWcP354uJxP58u02x1ZkuG8LBHfWCKkevVknKco0UItaiV+WEZmZZZlyzRttw1nbB5UnqXjhBz+PKjj46Hd1VO/pIxLUGSM1iNjZdNUzq/nlzeRpo+/PIQVNQrrQPRNElo1iLpQmozjMg1TXZdpmujZ4r2GkxxOxpHRhx1XwjC+tJMBlCKKuUrch0XfTQsSQ4hQundUY3STr5HvF5xH8kVG8GCHXQQhLpVJCFiSLCPsiBCQrliYEBBio5CNY1USTeJBpIiKQatLRFQ5UDVbnkL5FQJCgMB6CxQuLBhwbrvJjQnDOJtuxgOaYmOjIyYa6lcEXFGpcAbro7pJnQe3D0BgJDg42gNC9P0y9ktZi+GueIoC5OFYIf3EyFqI02mOh0zDeFI2BcoW2k4Raei8s/jgmXYDjksiEJBBjBK9UziurF2XSQGFIlGKGUddVhkERRaTDiQFAL9NxwHvzaqSekE7o2lKxtn2kC6zdsYLgWN33011LSlNYqaIDoMqCrHbl8STApaLYJxX1yCEeHqsffxn4B4E2lAmFFTw9lBgRL5ozGdR/wZdIiti7QjrMlxTsY+Kf5pCtwKyVrX4LAe4eh5UWcsGzgxUK/26FlHjgdM9owL/pAVY27PY0QFTbZlNu8lxpCTgSG+2BQYxggqKwkhEX2LflUscR663CSGvFP1eH8uKwPQyWhZcZhnj6Rj86Yxa0G5b326QsE9TX9ebYbgXkhRVaaxjARut7jrLArlTlrDbdXx7m6G5RmFq+Pz5YVHmcr5boKpZVuR5CcXIvJh5mopmY8L65fn58+Njhh8R7fq5bdG3WnF+w0MGixyOxelv35+dnZ8+fiLBGTMDgyzzT58+5bm4d8uElxrdHVr4OaZpGJewJttdM8aUaZGnAYw6hBpszKMu2iYrG+6LxsAFP0BjXA57DZqocZ0ultnIlG02BRyJNlSVUFhXkuPDNi8lZyTLkDBXswE5D6dPzO4HMDX48bG5X+au0/s9dwbrUAV6BRrUKCi5YFeiumleNLh1EKJi2jhPepl1UWAxEQnwHNZG3FThN0Y1IBNSIpzcdbiVOUdkIcFodcE61LYjViPFpz3YpkSfJ83KmkS4fMKJMYYyZA+sWQtaVFVWlUcYDhh1Ap0NgGM8SXMiArqBgNcSYp3FC9zhIQXzeIGTuvNrlidwduUSYAawmzBzyuUG2VTjzm8T/In4A+i0KOcM/g2YMBrXXyFSynyaMJkV+DpBDpGsawJhR6xOcjBkDTPJdlu+fDfTqLCluuAXk0NQi5UCx0QHnWPv8f/+/PmIW4Y2BTQtkOBFyRjWIoDsxtEUS5lyTo+LscBsuzDhh03Rcy1rmeUSnQcMXHCoThCzWiOUHqkD2EuirE8IPFOiE27tR83StKlLNau3ly5hmBe/vZy27fZ4/ND18/nS1UUmMgR+BE+gYg+BJ5h3jvOyqIkwMg64AmECOhlE4wjxwRcFsmHX01DWWKaB3wj3QDi93VDvzgvYBFY/D0Zm+UrIMuNnaKz//nJ3znz89FN0heNXv0wKhtmEigZ3p/Ops3odZnc8lAlJvn5HlWVdEawFGmf2ZDXzGDuniNqvCWHD5LrbyETc5WJjyxOZTgtU12WVtZt86GZjgnOmqsphUO9qR6vxrxxQCudNVfAtBoaMk2kwOPtYh7cXltShKDOa4MVDVzKM6vQ2NNssjWhQj8SLjkZLtL8iwArmmlSycQTJDAkWi2RL1UiFAyKgAmp2MeGPvIJ1VGbCLRZTLinyOFnBKKjKcOFEeQZZfyzcCTFzyMrUE/9em54ndHIQ3oi3xLjlYEGv7/mc968SLCMKaCL8O2mMZuG45/H9FNDGxKtRJKsl6Giv4JtJ2AXCe58hK6QLPivSrlv04OCuDCvEH+sKxPOK59cawjBiBGviBw803SytSsyUKQlGB5axRSF8C5QKTqVJKliEXEM9D86exeuKoVbhMMwPyJ2mgprJdRamSIPFO9HznMeBQndXxg27XTXep3m+HB4eaiwxrvXuyaAtGRYbp6CA+Yl5Ghe7pqmsSqkI1eDZrId9VZTl5XxbtPzw9AMiZn7Vzn3+YW+NvZxHY7XgcE7CbaXtMqthGJSa9o+P5/P9uHvcbutAib5Nt9MIdx+mpKg0IKuTFSnnuGXadbdp4yn5dVpui1FVaJ5fz96F/n5umi2QpMYMwxDfl34ah7wQTDAf5AITiG+a4g//4adxUN++/GWex8dPvzy/fTcqNBv4EKoiO58u+IhWGQ2ec/RSKKLamfM0WH+9j2WZ34dhnvvj7sFaCDuXBQhBF1TG0+Nxb6y5nt8A7KdEL+jPA7bL1uvlsqg1q2rKU2ddf3vlnDW7z7//5T8G77+9fluDZQlXyxKC9WYpSrQcNy2oDJfTfZzMglosxzj59tvxcZdwVAmm8VoW6Kq5oO7XYV0BHd3v6mWZh3Eah6WphHOLNbaq2u1WStl6T/76719Pz2+74wOT4tzfXy4do/53P/+wJ7Qs8nGYl3mVuyyYWDbGECH5l3/5OTaWzdvb1Try8dN2U8tp6OfxjgFgla8kEQLu4Mdqn3I2TyrL03nSE+Lf6aYtxmFAFigr1gBm74p1QSlSP2PBNX3++WfeDxHgfrd22R9/cMa8vH5lPN1tPqcyn5c+TUWeFXQ1m82mLqt5Gfv+UjWbNK9KNffd6/WSUZr98AkEzs2mVsvp+/dvu92Hqq5AxEvE/f6rnrU2k5Q8S+uuuwzf//7583/8+HmjlOru4zBN+DKKAjdehNAYS3PnzOl8Gse+bnATBlI3wGUzjkuWicvsQA4r8SnVXuFEm9Ad9E2QjIVPYRq0D55lHGthzzROGCUGfDB8Yp5XlPjvQcBvXZUOuEliwIQ/NoUJwHDl+35aOQ6RWcoWkUwTvphC0O1hkyR0uOFRrp1fjMVRUPAsBU0ecFq69vfJe3p8qG/XUWtbN7hy5DlU4Mag3EUB1sd/aZGndcnvd3+7LeB0or2MY+gwIjyfZYDxYgd+m1nKUs5SngTCr5cxSWhdZg9PW0Lp9+cb1A6wHKS//+VflFKn87Uo68T7tt3CrWocBw1F//6Xn67X++X81m5ao2aOE0vf968y26AESMnvf/fBGjsNiO4gDPJ2ShORy7YsisvbNStyGqhGoS58/fa2LKhLbA9tmgC7YJ2ri6KoSlTjmj3L0peX+8vL2/P1UshKZimsshwDI7S8Mg5OLCXVtgGLb1p03I0QQu/9MqIymjw9tISu/WSSqFeWkj1/v46ThRt5NKgkB5xlJRrdCWxyUaaKUzslskQIvyyArAshwNrSZMNNxb6MhdrLh81OyJwRH/DaJagC5oXQaPX4CPAiueQypbGlBXJyUTIfCBMCBqMFVBXw86JDVs0uzaFnHHoIwnb7ot0WMgPjAm06ZYwKIqd1Ixg+hCvsxzxhgTDKA6IofBrsO/YvkoS8xVjTMSFt8MvoQQMC2Q+XWOf9vddVKUWUv2UZdlfttpgXqxVAQUa5pdOYd+U8TSNYjkfsigloHGALtDrlcym8hSsQy+f7gBE4MixETbpq87oW9+s0TxAN4l4ECILHMdYThF9g2EtulxnREoxHV/Q+kjUaU1C5l2V6fevfewEy591tWWazPVSRR52Az41PLBsQPQMpLR7HQwppA/UruXcguLz3Zq3F4UcI5M8Txs+3CdDjIoWE2YQU1DA83KKhAUvjaUJavUTv0XS3GY30Q0XIekK3aMUdI8Vw2TlvUAVcE47SZj/MgrN3MIdzPpOibuQAjr2tqgwzYQfudAT52NTxjPNOLbduqfAqllrZ13O3acrHY4sBzYiuuEhLBqlJkrTl6fxm9ErYZp5Nnsri8SClJB6UIMYNNrfBmWkxieZpO6nl4bgpyiwkUFkcDg0UpLPCfrutXk8v/c2tftpsmzRFMXjT5vf7cr33wzg0RZUVG86pSEIO8SZKCdbYcZg3bcWqJGX0w9MhBJcK4S1LgT6yl7t6O4/bJoNDVG5lPOoAdx9YBZpggo86fvVLmvJB+5VgPW5gRfVa+zIDUQ9/fUokWhlI3VLKjQn3DmenpsoIXadhaVpcjq7XGRgCCgbE0C2Rnroi50mpW5T375pLdHAIoefzuAJrX4gUxV3iSBNzgv2oQPopUsFWQRJeZqkUyAYyTFuQfcaSVqUSMJh36cgKrgrDOGaBMJlQdApiP+udMggrI3LzCYhJCAUQjEUSxvpVIUSXphx501w05X4cB7RsYyXUInpFHHYI6B5QAYvNOMDq3dTF4VgRau+3fhjw3iqKDJ1XxNmDs0bkaVEA7RAwuyoIWhqRXo/YN0/hIsQWG9HVd9cCzQjNxxGWzSxDQRYtPudpShHWptTO2mrLC4QkOfYnZIE8Z8lzYGgB7YM3ljuLqzm0M4jA4quGrDG6huDFY5BFKZxr0YcoU1CM46YRW7tlVrfzlSZJXubbTRNCviiHIbRMueSJDd1dSxmkZHWTNtvCKo8KvsClf6VgRvlAUQtFqWPpblPCaVlXRSn7u8LIi8LNmkSg82a3KcqiqvGZPGzLrJSXtwFJiEC+fbmxTLRoiOHgWFbc4MEeJNzipDsBHHq6dDRhTVtOA7o+aRntMUCYSKTxyJpKJK0F0hf5vOj77dx1t+B5VVepFAQAGAEudmwfE9wTwh3tOzCCtI5WNB4iizcsxrWbal35/a6Sbb7awDl5+X6FH414b8yHH37yFlAy3Kx7U1R5kaeLwh1pBtUGRvVf//J1mq5ltcuLYo0dWZbS7QYoDuvACTLR18AZh9gH5BuZI1sIAYtVALQwzrKESQmfQbutsWmMlz0u4OFd5mEvnniyjgNWyhLdXWTLMWsEeQvRKWvCPBkgPTDmwVO1xkIV9VE87V3AyhIL5hV7M7BY8HkJfh07VTZZvcnw6VImFgZQlpsGJQT8MIxFfiamF0map2ENfa8SHrMueM2CUl3WuAs7g05mdB+tHGVFZP0jKAjBUZIkTpulNzDMbAuEcWPPJ5okkEvMcqThEcKHkRw4Kb2YDK5L5DaxEMhE6sEUBY8cVHK8hvSC6yWKS3xVCluEflQ8WYumMAa6cyS/Y82LJIh2A4gxg4zMBbtd+5eXl7bZPhyfIH5dcDYt2xKUVcq1Woa7js50YVFWwEZNG3u+nph4HPouzzBq7cbJmfXldBUChHTcfy4gXv/00xEXuclujpsEGD3sS4fejOPU3+/a+nm549Hmqbh0VbErCpZm+K6tdv386WO7qe/DGHNNaVZmNp6T8DtCGTpdpvvl2/Pb29fd/seyqkHH3lXbNZ3npaplguiySna7BIhkdTl9Fak4PnxMubx3l9Pbs/fr4eEXb7C4QHBiWzvvIdeWOSUoyWQ1r8ssl3KcxpWY/cODx4xtqZu2YfthGMqq+uX3P66BmjV449uqOG5KysSstVrUMs3Tup6vfy3z6sPjH4JXxixcZnnWBDQL9Thgi/X5x/8wzqM11trFezubNTG+3WFRMc4TYH6cNNsNF8WyjPCp88T5LIBUQ4dxoGSC8686YEFNUVwUHD2id8prmUsm+ddfn4dxwBmdIgVU1VtCVqRKIqzidD5N03w4PrKEPnzcsZtHIPPpMC3T9dyp2f/6t7/ItBIS2f3EuG2bZ5zd7vM8LhJ9QnE5DZfLXcgsID+vBaNl0/yx3Xz/cpGwUsIe5jFq4XJT1HU2T+hnIm3prF6YM2ZZbl3/pS6PlH4syiY4t9k+7PfZPOgousDWJaE7q2zkS3mCqwjA4mHVxqg823Oexu3uHn3O1fz5v33LirnatJvN08PDT4GEvn87SyLAfZna9jhNMxjSqp+m8eHh99vtj9fzN5GlZV03m6rZlotS3XV+U8P+8bjdPkzTdbdvV78mlM3K3vtrVbZJSODKwfOYNm1xer1Oyw0AA9lYRxHevA/pUCPKkiSny1tdF7/8vl5GkzC63VeBJF//8Zpi6dEMUKTa3/3+YRrV91/PxjkmuJ6x9K6bCg1nQqwKNCMSKbf1frvXZX74sPNUvLx113P3+GEHiBc4OdZqCFDfp2MyTYpjNU9gbA6DCljy4xER+/pJFHIjVjQv4EAEi/dmWD2CfyQsE3bhXCTnF73dbwldx35QLGk3NaRCxoFdgCEImuTfv7wwnokgVFjqtowlVWUWaVMuZNbd59gNQ3slLzEIAKrYoejl4ULIMAHvXq/IDobPP/yA+pa2G4j2WLJSrfTu0HjPrSX7h+3XL88cD9RMqe9ZnlmrQrz9nC9jP2KaPy93kVIUDpWRQEe5l9dvXrO6KStQWBCJh1soS1dlqHdtnXFOyyZbV1pgLcOfv71hRlLnvli//OPrNCRtS5G8xNGd4RX59bJo8/RxVzbSW3+5jIGEwz4HTAW1HxkPaktTgujovS8jHSByJnJG7Ty5hBAmhbNuGU3VSiB/Jo3CmMSbOZV8u6/ekYAI48U4hjMrqMoOvJZYuoyj7AQl0qFXGDdD44FfGfoMK/Z1Eupy3g/zPDprbdlkyM2H1RsojrFgXLR3a8VzvILzEAO6wRqCjjHF3wo7DVi/UJmzFn1ISrG8C4mHEEJyrUzkiLj9oXyfhseAB+6QY1gZrlgSb+qEeY9po5Ds5ev9+Ng026q/TxCgW7PZld1tUcqVlRhHRSMIUKRJXmG7leCES2W59t3krP/4eT/2GobrFkyRrEyVnqfr8tPvj2ElajZZkZZNpuBkBs8mocxb053GtSmqNteIsa1Nk2UFl6x9f1rKXKw0kUUaNWasiLKtNe42hn7JMnT5oJwioJjCvkDfefdheyiWyWhl85yjEZfiLwBckBTLjO6reGeucA4Eu1m1WuJZCPBehmcIqh0yukVAAaCrmjX6wJiDSybwiseBCr+XtSgyILXWBOBQjpDwNBpnkF2CY105IUSWy+ulR6UZDxnMpjnHISmyuNdihPME8TFGTv3oKSjxKRNfv7402+3nTz94Z7FjEHycUIejhBwf97f78O35db/dfP6470cdlU72dhlCSPJC1DkmVyBjzzasbhwG4vXHzz+6OtzuvZpcjnMrm6Bx85lIWJn29xvGFWSF9glCiAJ75hWxxhRtCJ9KWZQICMxwxK9lKaoiA4EruGFRalzKvNCo3uGuAU+gFPUmEoOHpW0qzlgLzAF2HsgAaqdmZascvgCHhCT+Qp4wC82yD8AUAUnPcMobemTWDg9gbnFAPtEoMRB+4KRabwr8tSct31NnaOFijE7duj/WBEzKmAq2mJpZF97FFZQlJRYaCVZESEciis9EkjifZxwQFwt+T9+pNBWRLOD2jw1uatZmkt8vS15zG4IC2djvHt4xKEmsc65pzPNj+m0d/R//D/+PLC8XnFoAVMRaH+9aZy2+0vOMEbG3imDj4urmAV2TnLVN3m6zedJjj2cQrjnx62ohJMCqYbuvkoRF7DIvS+l8MNpgwJCgoXi/XZXWe/gMUNpAXQLZBDJPFgeyKseNFuy+wXlLEzYNY1XX+12VR8wxTVbvMZCP3Fvg9SN9kcZVAPpacfiEslL8AhBcwpHXN/198CSkIsODCSdi3AQF5xEVuEAvg/0tTvmoRGNmg5btNM7vjyTsN9EbxheCEHo9I5KWZnIcxnnpnp6e8jTFo23RVVPEi7QGnhVbfQbmBEu0tm/fT/vHQ1mBGlTXaRUFSnBaAyiK8fC82K7XMuVVwUOgMsc2MrgVKy2RoBersKnEFtESjd8oqn1dNxJKmk0L044xacLyguWFCNBzy2kah26E+iHFAx3iU0G76+QcHKywMEdKGBfkcKjWQIpSnF/6qi2U1qdL//sfPw7DeB80CHXxcCY4qytM/yKUjKlJzxgtSw3aR0/A5ICny/s1KtHiWM2DKcQ4kCp4IEYUJMTo0EIShPEoxQcwgzgVTp7YjniXT9xAgkD5gcBSIhBijpDM92YpZM0BYa2mRXp2xa9MeQB/bdtkzbYcu2UcDKquAAgJQjGejPtnlOC0ASYJ1WfMKeGS0goib1CAZ5sIjBXx1U2owZ9KQFzA/8QVCQrRWUNwyXmEniVVmzoDZBlh6+rwFsSCnrGhx3ALuU24SbCEBHKW4p8UEh/CqkZ/RiOnirseIT6N8yfUVhV4pxjggL1ECkDGUufCMjkoHBDJpEOPTBc+9pwXZYY5CfJlgF/jLxYxwPEfpB57bxwrtcE8NStyZ9a3lxMWEXEM+I/f/jwMUwKKT3m7v3Eu//Sn//Bw3M7T7KLNQkox9TpvqrASRun9/vaXP//PucykzPF7TzCAOR6fgndZAbh2VWZ20f/2539Uzeaw28eaO6JBBc73i4JeKY9fz77dtpwl9/vig2EcAIm2zrp7Bxd23Swa3sDb6bksS7qSw4fj28vrbtfWdXOFVHyY5y5JMDDK80oK8fZ6AQs12irOb1/yomya3fnyNeDAtCVhTZOkrMvv3/5R19uiKufpnsvm+LgF9TTKS+cFR5ZlniOqzqP1KeXtesl4tT1WTZ1//fp1Xsa6Kh4fP0YKwnx+e3UuyYoNdMxlyiixa3K73osslTlT+FFf+/5UlRuZ52+vXxLGnj5+bMsmEH8+n7CyMwtd3bSMatYPDz/vdq3T060ftLWbTb1pd6tPrF3xsg+u7y+Mi3mZlllRyj9+/An673lhTLy9fU2zTGbAhw797XD41G6bCdMoaBk///zLNIyQHpmpqLfOBIgQgj0ctnmBG3J3n8Z4bSurah6HFepCLKxlSrft1vkJT0sm//bX//rjj3/cbbf9MAbiP304HvelceH8ejfWUpSRluvpBHw4l01b7ncVnl4mpJmI2CE/9uOtA93k86fDSsjQ99p4niKI9eGxdS5c7vd51su0OOeaTRXvpUWSsH/7r/9dmznP23Z7hAYNoz2gCl7ezl13jqhY0W72awhTfwk0HPcPyWoWPYYkE6ysqmKa9e12ynOUO2c9pQJjyuNxu9lWt/v965dvlCAXTinth2eekMfHz/vDQ1nVRtvz6TrPd5E2ztntrhWcd9c7vAmzeXh6rKqqv14kGIwl3DAcSLCwqrLMyrIc+tkof3gE+vV6GWUO0B/eat7UG7ATxmnO8+J+vzpHDsedRzhQFIIlUJbjmRDpsngdOOeu53sOH0CutMHrzPpZq8OursHxNytJllFLiE+QOwCJzQUp+epD3eZVIVaSnF66ZpsZu3ogvrhzhnjsPXCimnDAzMrm6XHrnL1dR+tsVeO4g92II9AmOT8OS1ZKNc5Fk2OPbX1V5ZfzUFXZZl/9+tfvy2x2aMDiTW106Lsxz8Xh0K5knWf/+vzWbsuybrprj7g7luTCKDiKhGC//fo9L/M0l7frnXiSweKCqr5gmFR03Ywr335jAN3ylLK3l+8Q8mXZNN0fnz6P4zgMExKY0+3HH/+Qo47h+3G0ev7w9FHrYPTy+vq9brdFkW7bbVHK19O178btBhRfnMWtM8aM07SMY7vZpVK+fH8+PjzkiFRlCUuKQoydev+bL7Pu+nFd3cPTjkCAjFbeMBmj9KapUolugHWIJhaF3GKzMYcYhEbkjybV+1Nx1nVTJgyFPdCwCAoO3XkBH1KyEK3rEdSBG0tYQ8pxEJzQCV+hDgOhFaV3TolA81xH/vo//wduCPEwqmZ0KIAMWMOMD4ms23wZNcxDCMAAS24NeBvbQwVqGiVpxsHcj4h8EGsIHfsZr8gUCTAdMyz/vN7EEycEADkfBnTO9/s6BNBcEoZbKMHeBhTRaKxNZIrL2zgtePszAamwwfUGpb54PEAWUfJ5MvOkrA7Hp9LHHGw0rf0TSHs7T2gbJAka8gvQD+8RyreXW9nI7aZGDjmCFq/nafVBZLKokKNF8hknIvAwOHhOEHPXkSmaUPSl0dAPq1ns4bGCfTuSadOUJ5yOPQavOWiFsYm3GLBPWRLFktjQdnfF0beMPzqU8WDW1kbfrgvnQMJcziNPIV2ISwi22RWcUtBrsaCApBfXRxzguPNhHrGooCs6e5h4ZvxdezZNpu8xHQT8GVKHdRx1wkgkwKdZyopSxkiCNdq08J0wpc044EPFElGVwsB656tKDv3sV9fU1X5bjrO+dQq4AYeObprL7tbPU/9wOHz66WG4zRFxqDd1bfGGDj4wZzVmVYVEAHCayzxt22YczKzVP778WpV7p5ftpvr48bFoytulG7q53dX//uf/otTwpz/856KoXl9OfXd+/PQxy6pbt3izJKvNMlkUpchSrf08LNt9MQ56Uajtff582LZFIKTvpwUnClHJ/PXlqhazP2y2u8LbME76eh2sNseHLeNrU1frSvppNtZu2kaNmgDNyKsyHSc9TaZusqrIAAJkyEONw3K79HWLD6tzDnspFWTGcLuxrrtNVVMmyZrJ1GgcC5s2n0ad8CQruZlc06ZplvXdjOtD1JVEKKZtN7VxcDtlaVoV0kUrSQrJOwCTSEdnHKIB5asie73cE4owSELX3UMN/l/8xxBZ6peIvQBjJSLTwU12Lnz/epGCHz60C3T2nuelVGqmDDuBaTDJAkg9zmq5bDdl0+SwTUfUpELHDd/C4OTYL3iNsWTocUOFn8ZqEAvTJM8wOUgSGtNxDgWn1Ct0UFeMcaIyYi92KGVy/FsNd3CEyOqA96TrNHZFlgUGVBe4W5DX8fDYOlCqyTTGvB9GgSEVIA3CP403PUCcziEHWEW/tlr0P4/4nIewLrMi63p4aHV8xCT405zMMplDYj6cp7//499lKj59/D3lOD2Xbt3ta3AuEgBYIQBUpmpSszgzA98ydIYmpNkWkieSFR8e6zSTy2y1RXXSBxhaEH1xaxJw9ke1CrA4cnw4gHY1KAf2BP/+7TxG4E2ai6mf97tmt4UIIcEwD6BekEVZYiF8g+5CiMQ4PykfJ3+4smjl97uqrnB1zAo59YrkkqVca9O9Xbxbmna/qOn0+tq0j1xA8wpqn2RsmxsHUxNoakiSu5fvb9YZ9LJf7cfPHwIGtX7TVN++vtTbKo3AybzEb59V7PtzxxhNRVrVom7zdaCRvmXQ/+VoQYhUlkWUgmBklAQsO8g0a70A01pWcVrBEoHEAKE0IKQEUxserIlDXDZ2SFYCqy/PC260Wxa9UlxN0d9A3DooY8GLZUgtelwFMVDhjEqBlTCD+g9klFQmaG8rZ/Dy9mmGyxGJ9FEfbT/AhAL8AkuS0ohWJ4TKIhOCIIMKspkbJ4wzIuSa6QUDb2zPkL3BTr2qM1zUoqCQAywOjlm7lR6fOFpheuqnCfO2WFDBP4P3gQ/LbEK6cs6lxH8XeuAYF0XSd8aj1Bg3ZKztSXygKK3wbvLOOcajAj44PBoEAkUR3enLRl5P04RnB0YGnpLLacS3CVfTKaKhPfohTXk6dfdbX1UNyntW+2ASJvb7H8q6gW4LRDDmrB1H9fpySpgoy9wvSL069IjXui5Hzn/48V8yme0Pu+dvr8r6sqyi7im5Xc7a2uNx390u06IsGaZ5zHKx3e7xg5rs6qCg7K4XbYN1lpIVV/EynXvLKJM5P1/H8+W63bF5uW13DV5gWZZVFRBH2n388FSUchzm+xVNwUACF+sdSh+3beuqKZ1Llrlbxv74+KO2+vXt+Xh48J6c317QxSw320OVsM/T4GL4nG2PtfVEa6MUhuXGzlKhkHR+e5nUOZebD59+j2bvqu53ooz5/v3ZGq2XWoomhxduHgYNmgAgqPrl9dz1z21z1Cq8vg2MiabZlFUm0l2WlnkuMvF46+7nl++6WnbHg9EeMf68CEFN82jMMgyXh8N+//QxkdPQjZ+eDsd9+fe/v2qrqGdVlmaymOYF6HlOq7oJ6wqnEJh7iywqfPUIRJF1s53VmC1gXKUSVVqtjdazYKFt80XN3uN9MUMzwNygpqEvqwKxq5Qd9/WVoMAscvS3je6+fvvb44cPXPBlWermuCh8FA/b6nwdXp6v8amLIaVCOxsQiB9++VnPesFGd/j79fvj0ydCE5AbZVrkzLmEdgEMT+cEJ/tDNYz+dOrKOnfOV1VBGJ+Xl7iI9tN4E+xx7Ceg+fJUSMkS2V1f3sycZRkhrKjK4BPnYECqy0awNG8lTobW5lVOA4dYfPXTct+0+Plobebx6zVxQtaE0KbZ0wSNNQDY8SgKxgL1+bvf/ydBg8yy1dnucgLBD8tUWQB9AHelcy4vi+GtJ6sj3g/DdL4Nh12FKzfx19Nig+PgqpXjoKyfEiax0OCsLlLU1HmSN1lCsrCul/MdyYREF1W9LKihpHmGUZf3alI4+SGe5JRKkNsBioAL3O3TosIZ4eWl845090m8A9PI2mxLOKxAqpCbTTGMRi26KDO9OOLXvJKJYN1dFUh2Ga1MXmACyDhrt9X+oV4Wi+F6nJBWLUBiCs5YHVFDWLcgJTXZFZlMpiaTlxnPkWQVaeK8nwZ1eNhOk47ZN6TueErRNkfdHLBya9zj52OM2K8Pj5t50qdrF2ZfoqvEewiKuFbgZnMiihrD2v1+M4/z8/OFYEWRlk2VFVCPpDjnnWReWq/6cXh8+lw3ZbSWeZitSdPWWVHIvgceuNkfrcX7qGqrT/wHUEPeTpyloLXx9OnpIRPsfL071LL8MndCFJ9/+pFT2nVjXjRFKasCnDOM+nFJ4RwPYOgJtHFcsLauVh+GmCJrOA91zle0GcuSsAQujdjuxwjVkxVuIfzC6BRh7tYY9EFTVhapkOz8NiEzBoQDNIBRTUSDBdbLWbTBGWZ/4IRxwRFst0CfvX8enFvnyeUlz5FAgbBH5nD8vANUGecCGMm1qKJMD/IkVC3w1iJr1eTrijHx2KtlNDRBcAYuQY35VwT4MZTGccLEqmQF0C3Z7rFkABJixakPVRb0eoBdidB8LM2KSpBAF8yCkWYc7pptwQtSGOyELEembBrmLE9TyQOk46CSvjcpwBrKVgVu9Jrlou/mts36+/JPrXz81zduQsJLsNgsoLuHzdjPv305F0WKWYhApcj6FcRMj5gbCvB0dR74cXUbZc5toNq6ftQ4jAmUOCIT0iLTCG0jtgg4wVBEk9SyiDQKOUZsQRQIRgIn+xWX5LJO1xWutuDX4T6zOC6ZJjMvcH7sdyUw7KOKASuJrKb2FFNvpjS0JaKiawDP1udktwe23tkV8R+DpI/IGAx72KMasgKdDT9ihJ+ThCCFlJDbqc9zcOyM9i/fX4pS/vB5p5S9nM8yzR8f9xHzCFhGTnGCgpkwFalM304jPkvG1WXGeL7MOuM8lAXDMnO5vEKDaa3fVWV8n4e3719pEn765Y8CzZ2ZOlaWDeNkWXyei6JKc/mzzAuj13lZ3s4dPV+aTQWQ76Q/Pvy0UqdUOF+eKaVVs4d31E91nmlOhmFOvP/h+AE/t2lkaSIykWirB1sUoiwyWLWHcZ6Gj08Pu1318txhPcO5EPztuTPe1nX+8LDlgvXD9O3bS8blTz99HAc1zWr1rC7lrN30uhQ/7tRiushgRyYwrpeAyJ31blen8cuCwzAlhrhuAIoA7ZsScxPqkZkqagGwYyTQzKhUzNWmGCdPl+l8HttS1pvMGmhaCEPpbJ4B6kfiJWXLDOMxhHIYzpBLN7tTyGSy21ac06optDLbfeEhPV5o1PrFg2gyxK9nVeBGIwSBzRKjqOzhcSM4DfHLCFX4//F/+L/P88Q5bOM8YXsgVdi4qDXgu4A1C+QafMZNHmcEEOTTHN9dQtot6CgZnCT8ckL9HlFtAgeXZDTPsHRGr2YlDcita4cLLssKrhVmCUrj+Bssmr4oL0mx3Zdm0daBzo8k92IIwxWxyKGJV4sDnzRlUmK7o5AexthDGZeQZFnM6pGUxffWEWzG4xWToJytu/vIGNCIK7I+zmqVSlFkWOyeznfnp+1mlxXF2MNJtWmrsioX0KJ7HCykBNUwNtGjUA4QWK3XLBKipnFeV3N42AXK+uvtdrk0h+OmrqPxj8xKpYwDD5XyoVNG+zRnIAsTWlTgZc2jChSeDqUmwXmLQSMugNba5+fbuCxZKqqyECl/3/8UqF05MK0YmCrGwqKTgBjp7QJz5zjNAeGTbBg7o+em2cgsHe5dUdZCpK8v11mhHy9wQMwJoB4Qo039KITYosyj4g/fl6XkPDUWS/zruUe6NWXdbQnea9M5F9rNAW9rjaR1muIvvBIyTzeZZxAYjkNdbIPDE2dZZuf8drfxVgsp8eQCc4gw1Dwwf/Jhfft+STOYGza7ersDmO796TnNIPLXtSQJXWYzTnNVFwVYZOhSOr/qWRUVSCHgBGp8SGjwzSYvqtya6N8La0xjwpSAG35se2tjC4CecLuKZwb8eAFzS8g0qWnSRV0GA80UuMwcHORpVCDvxF1l2+aYrSJlBD0UZRxJEGdlkaGqQJJ6E90vHgMUkXEa8LlFpMfYFWtkfP3yXGgwPPEzDATxJ3CukcjGcxw2A7hzV+CIgFNC2AaL4gW1iqKQcaUPgDjindoKIepazqOOFiO8vH1AkDVFDjn/+vX+l7/+PZP8ePy4zHMq+dvrdyZkszlOw8jI+uHjngv2+ny+3+/W24RlIkXqPS+YWWyW5yHoX//+36UsP33+A45tIWw2zX1QGh3x/njcr8Hvdrv7fewGTG1++vHDMC2vL5eXl9/2D8e63twv593uKDjRdqEUE4pbN4hUVkU2dC8rrnDq84+/q+vmduthp5FJVVVDP7+cXmniUZxP2O74dLv2y4Qg2buIdhjnvu+PD/uqys6vb2lWCcFW7FjXELqhn4ri6MyIYS3Pldbn07mu6lTQZb5neantUtdHNE6LDMIEyk5v34Gtc7aqNuM0bus2zysKwb0Zbvfd4ag1ZmRjbzFyHu8gKHGq52l/PBSy/fbtVyHFH//DH4Kj//7nP9/7608//OKdv3cD9jsFuIOX87nvzjJrSowz//10/rLd/vj4+CfC7DR0LKHb7d5YaFqapmzqKsvSL19fxt48fDhs2uovf/3L2+vfUlH97pf/KDh7vZz/8fd/Jav+lz/9r9ckncYrS3hdtYA6ohZmAQD3yTjMUDntWh9sd7vFwwE8mmVZzstKuVxmJTgvy6KuioTiuDB0k9aq2bRDP13v159+/IkhQzB/+e3vJJGpBK0xz/O2qZM1ycpsnJbfvjznZfbz56c0TYbZNEVprU1EMnYzgXPC9Jfu04/HfpzVEmVQVY3E4IqJzDwO5/O3/Xb36afP06yIT27dmKbCavPnv/zPMi0ePnzM0/x+f3HE57LSi663T+e3f6whyfJqJS7PhJrU8eG4Eno6PedZuj98GmEBs0M/FmWeyYpSer18c255OP7oA7VOyQx0kzxDkt86vcI4kjk9UEb7cZkXsII/ffzp8bhjnP/7n/+WAmOWW6e6bmibQ54V0zTVdf3jj4+nU/f8/I0Qn5U1Z+kwvOjFNM2+aQ8QzUUnB8w4ei6KFh/U1aVpBhTkPGLsApADCPLHhwbfLJDZPXjwNAFLx6/n01XmEqdfxB9wNojjJ5vngkIVum53pXZhGmYSITwydjraNtc+3K8z/tUyQQBAniFeE7xu3msXkDqAyS54u8mcWy+XURm3aYrdLp8XO48W12OreCKKUr4DWoCSq2SN2pXvOx0FHh0l7OnzXis3j4vSuqwKmQlYWhQABWDRhbWps2Ey966vq+x2O68rL6tqWTROhHl9v14zHAa2+EOmWemlaTdS8O7e327n59e/7fY/Z7hwQ5rSbo4pT4EEdIEyP/SnX3/99fj4x8gt8yJdrZkkL2RWVigEYv0ihbhdu9PpVQjS1BuZFYRAGna5XKdp+cMfflhJ0ncTWkwcm5mXt/NKqVWGrOGXP/0097PV6LXBow6jn6ibHMJlxpxHzJIlZLerOIcSllLYd+oKaPWop4erueuX2xXxhrqOaaDJRDo/UpdVmyHZG9tfSlsS/IfPu1Sy0+sApg5GBgIn8pQbyHjoZlOgDT5ZdN2Dw1g5+k+VAjse5x+3GgdTfFlAoqANGKc5hEDmehkpTbCzgkfHVnWaSw6MRIRAwDEdjeqYzYWAPBaOHBQXQnBH3uF8TKNtjg5Ou8nmBVL1dpMts0HTM0HHPkHrAa85dCVYst0X4Ek7hNbmEQkba0OWR8X1Gii6fsQspijR3zbG3e/4FDGevruFjEYLAYgC/B/6zRagL6AseDLgBgWPuFFmA7+XUwY+DAaOEL1fF0JIVWf47gikl/G7E0nfQyPMsL1YIIQUYLOP9+nhQzONkC2LVACiDv4KhrwaHEW6j4OPBHUJKSR08AmjZQXO3DJDjByzgjh94NiYsmGa1OyeHts04/fzFOn5CH8pZdU8f/jhwHjSX+cVCnVQTCOaAVe4/R4TPMxuHdbF1vo9jrjUajsMOCxvNkUmcZEbhqWsi+Dc5TQmQtQNmEGLdhfY3sElwutS2bZFnwjN9uuYZjJJ1v621G1+ONR9N7+ehzKHu+udiJGI5HLqwcLNgbqFB005kbKqTimlf//Lr822OT4cL6ce62igXOeHh22aUg+PMvx1kC5ysYKvskZ/JgV1X7uqyl9eLkmEoOx21Q+f9kYbPMfKQhn79fvrt+9ffvj0ab89nF7vCU+KCtLLt+9vHz48Zik7ne7VtplHE8c0bzJLDsddQoKURbxTIPapF5WXxcv52nfX7WbzcMQT+O31Pk9ju2mKIr9e+t2uFkIsyjCGCUKOaxBkD5RA1x4Phxhj+RCUtvOIsiIQAVEz7gKCstErY2Qh4sfVZmma5ym0qKNGooFxiCxWaP0coisIl5GVykJMvYJ0QMIlC5CEI9bYps2M9ckKAD4swPCheK9JUQiZ4TgYADDEKi/6cvuhXz7+sJeSjz1K2oh2WwuFVVu9vd6zMssggUNILXIlIL7i1+uIQDDnNKEFDtbYV6RcYGnGwjIr0LRSfjmddfxPXW0fnwqkmSmFgBIADzwXIgcC3cfz7U5WuttUjPs8lSRBtNiCWbhmRapm3XURscppIwtwJmZkzeGtlRzrCGh+bJZLkrBu0vOg5GKf55fjcY+vqmRVlVGC9RPwOBhxBRxOgPJj1iArHPM8yElmCAUnlBGmMGSyxr8934In+LlDShHm4Z4VWdvkzqMHmGVi9RnAjJGT7pyrquw9OJFQKFDfy13xXM7WdVaL4wLQYrUo/f3yHoormqNa1rMa4mo0xJJFdOwI3rQYLhrlMDsHlRPWtarCmNAHj6lBTHfIHI1enrLDrtmFyjh/PvV43zsPRyIGAKsQJDjy/bcXDlkbrp2ff3psm+L0docPJ4VaVApe5Q2w74xnGSexFLndlpVDUs75pbv1TfM4TdCbRHw3uMnzAiKykEl3n4XAIpeAYVijwzn7hK55nRYeqsp2UzuLQ8k0aJqwrkMAvdnsACUfuqFXZb6m0Dszqvy6IkloNaj97UZg3zXq+31Z6SwScjxu93skfPJMRjNP8CpYh+AfF1hXau07cBFPRdlq5XSZZUAT4npUgHcAxEJUBjuwmOrCh/Xl2w2pYEqrumx2ZXBh6FQkUOMqAAYrOqUYWQrBjAuvr52ORsv9oa6bDC3BJhORXYbANWiVWN+RFRYNrRwX+MwzngYYNWxWCGcYPLYiyTN8vUE8omRcrJ90d5uNXsoyPxwa9ExXvEdDSjLcltlakBgj9IA/IYSG3K7Dhd5HaR7KkHjhcsp8yDMugSQVGpL6lCbEejNdZyHk28uNcTbM8+36Oo3DT7/7U0L5Mo+bTatm+8svPxIPQEvbHvph5LFWF4xu67qEBIXfbn2skLOff//T9XK9396WZUnIQ0Q1wA5XV0dK8cvdtFsmMJNumvzb11PdtNZq76ZvX8+ICc7T9y/3l+cmy3aU8XazdWh19senTZEXWvsMoR0/juf+dirqHB233T54dPmut0vCEd5OGLlfekx8rS/zwge7DIs2yzh/l3klq/LL119lRgnlmErxFMWjmJcIfu3G/uHD0WjfXe8rtWWVnk+6u1zmXgfqgjecLhRE+MYYbxUdyVLVJZb/sYEvhdg91POgkTKN4KVUpNd7f72+JAR7rdfnv1bNRi12Ps1ZXv7+l98rNQ2UCp7mtXj48PD11++//f21rAuttJ6HaZjCavruK0kO/V1//uE/GLDLZJY1uMJtm8frL9OE40WWtzJNh+Had31etLf7l9Obadrj8eFDVjTBT1+//PXthcusbKqHvr+Ow3A8Pm6azb3B1pQmmUV1LQ80mRfT7jZFlvbd8Pz91blwOB6NDbfrW1EWr69/aerD6iqaiebTkwsg5bDYBUVSBYsDEBebTf3tt/l6GXxYpay6bjg9/8WDr/0YqztTXTZN08oCGapJ6SRZ//SHH9c1YNLsF+KmYZh8EGp+944AWFe0xaxdVWfOTNM0E546bbIcDuh22xobluBFlv7xafv1230AsKd/+f43DOzKNlJPXbvdtkDIBm3615e/Z2m1OzzN86W7DcnazMvw+mL++C//6fT2/PL9H21zvF1OX7799Ycf/rQ/PnS3S8LWZrMXnGk9zJAmNaA4MCDXiXMZdKNFUeS3G7BeD4/F+UTDymalaCq7+yXNMhIAjD0cf+y7v83z/T//5/9NAvY9eX29QZaNenBeluU09sfjJ+hYUQxJcskTkX777eqCyXJhXJgXXdfpio79+vi0XwmDHDyhza6+3BaRJHXJrzetV1s1dcLXvp8+/XAQsPH623WG3qDgqkNIZF9VLJBh1v/1374ILt+NP7sUPskEouG5yBGkvU9Kw7CCIWtVFWkGGsr9PO+PNZ5gVggJ+BilbrMrPfCPHH3yLBUJatWcV1OHaalssnsPOcH+CKKMd0qk2BJ//Pwwz8tf//zXeeoYr/Kq7l++TMOcIHzD8yJtWuz/59mM3cISsYL2Va0hIDCWymVZfnv5bbPfjPjPxFgaANtIL6dbkriyLraH7Up+rqoNE2wYDE8kECSWTmc9Dr1HUOBetXVsTWsXFiFKltRVUzdlkYgE8X9nr8Nwv47oIuNJmmV5nlBM3HAhObZKIZqEu0ECPtzLy+vT46asyr//eu6G/h//OL2vWwVPchTtMMsbhiWHo2ide+xONxu53VVDN71+Ox8/bObR38/9ZlskjI7dun+oCIXNFUDmTFqL6xCEeAG8g8tbJ7M0y3MUzpPkPhr190uO8zcmu1rb6JHnaYYongWhAyN1b/3YLVUtEkHNjI5+VvB1BUl1dStV2DxOg6Gcwu4ncI5JJS8qSVZUvG6XMaxrD0ispBAA4GrxXlSLADwvcwzXYkjTCymjU2HB9gm1Paq1jrFiyCegJw9E2eAQrpNFhWRNKnleYmqvlTm99rE2jDLh2GuATNscr+QQ4G8MdncoBJPTYvvJClBpoA5aFo1LIQIw0SYfPXhcMMlxUDnj9SeWaT4+tP19qiu00zQupRizZrV03qGKAyAAoystS/ntH+ftsUxlMo+KC6rmZXvceU+ul0ue582ugpO9SNH+OvWpRNtfL0ajEkIQutO2qFKeJlatEi7ylMEtkcQSLHwAiFdg8UCQ0+uV9zF4OWrA4eJ4AiYpiVylsfDC123h/Hp6vskcIxU1RmkszHdBqTCP0MmmBXMGt8TY5bGQMwnmTFjwC0dr0xqf52leyTVmdyfrNH6PyWZb53m2LIulZMLvTUm8UjH32ezLw2OrlLlcRynZdldbgN8QEob8Ha1LMo0TZC3bmhuTZTnn9HruV+rKMi+K4rffnvFCSnlZpTNYft5a3O2WWft+9SFJJRm6t2nsfvzdH40JUz+zVJSV/NOfnvCXXPCpOp2676+XpqxZP3vrHg976lcpZNcrkWebTRYwgEiqqgHRSmbHD0cSVlZQysjuP/y8qAnVFZLo2eSlzKtsHBxq84ttIfyEBO7KF3xZSGi3TZHLEML+2KYiTrQFBcd1V+nFJeh5WVQu8TzDdR2QpLAyLvIGTCx1n/fbQhsXQxAlZXNZRdEdxivYZCaczncAlgocHISHXQrYWBfouoDgAEbRCOUjGBYat/FoYKYrXWeF+8u4GDxdYWXHh+3xY4tUs3XQWQ8qFnEZl7S1Zez64FbyDmgF/pLBqqqV+vhha7VORDLPyJAfHhuZi+46gtizYggUyMoiMBpBEkq9zHOELijDSgU7rgeoBfSSUCTXCaWL9strxxnXi4KWO3a0mUjaTUlWUtVpIph1LstTzAO9nycDpY8yXq/5QaS4d8WoHmQPVqmlrASeKg7zJE7XpkyTUNwAaqE8wdoHrb8kkTn3jqrFG7OyFAsNZ/GHI0KQMiE45cSAb5so5WI3LCHgMxG/0rIq14AIDfyeuKOv7/wPwSCpe3s71+2maSoW/7uiSBoH/bopgIv1fhzV7dbnpazLoqyykibLooiCHrAsMgK3Jg7x2CMtLs3le/2UxbxiXMWAOUbASE1jMyueUAMoqeO8bLYt9gzBD/2iJls0EpCalQiZzYumo1llwgWBsR2jEW/wWiowMW3L/b5MsS4T7aaYZ2gVu37BY4jL+1WL1E1Ka9X//PsfwYIX6zKPfsFQEcINIPyoSPO8SKGzV8OHTx9x3tvVzq5REASPUttmgVCjhdKK8fJwaBESMEEraAwTlkB1lEE6hPcEq/KIFbp3oMxXRb0/PiSg16CiqcAOSYpCznNU5SZ01jiX5zKF3i0AaYXKacrKCuaDeF23m22+2X0Saa4XtCKVclrD3vbw2FjlNRoHCITghhnFFXnBMZbEPIEssYjfbKQChThwcFAypSyOxTBcCU7p9lDNg6aQ/0L6h8bpdV7WsDvUztH7Dd7TrJRVhSAN5jZwf0WgOnTeKyZX1oO4uLrdYWPAy13LPK2yRNt1bXLK8ryQdQGsqEJ7xBtj4udqlSUS/N0NclAQBQQNISmEjKgCn5e5kD4OiSkgWsoSBH3N8/PNWV+31diPv/76vSzqrOR1UZcs6we5P5bbfRssckSXGzpaiUj//rf/vtl8ODw8Qhhtl0XddpsnvFHm7tu3iayiqurDw7bBsNDeT983TbndbifEuYfr7fLjz3+cp9s83SZG2nZ/vQwJ5FetcaBmjSooNfvgd9stZ8m02PvLt0+fPzdtu0xzQoKa5xkcF9ZuD1rNw3gvSllIgLmLIm03tcz49WzjZkl/+vHRKvPb3/89y5o//ukP8zyxpHyqci7IPFtnXFvXYTWQawe332/xDJmNBGffDOPFPd8Zk/vDB7VMl+ursXSz/ZRmt6m/cS6bppZpQRNBmV+pVIs6n74LLqfpDc60fAPXIuFv35+1DZwyK/28LCwhTZuVGdsfdkggW8UYz2SVJOt2d5gnjH7m+VpWG0fmWQ2X24v3Zrc/7o6l89KFbVEUI2b8sJH41epl/PqPMRVy6G7W+322xRYqBbnXaF03uXUftFnKskatoki9o4VrijIv82INZAGKh4z9Ys1917aUZ8d9q325zGYax9vt+6YVTmVdPxqnCIImk3fJ5fTm3a6pD3irc3q5XmSxZTxZ5qkoi6apGV1fX96+fPnLw/HHjx8/F1X1/PwbE5ngEEFu959vt3vCiqKQZdGWhZCovSbX1/nl9dno4X/xv/pPeV50s7mcL9fTd6Xnn3/8j3WDShZJqFkMBjTBCZ617VZM3ll9vnxJaPb5009Vk5JDOyk13BaJJRX79HF3OpPfvlhrlMyENa1eFjCVvEmSKk43rfbjNFw//vCJJ3Lo+jStmeD90DftIWEZqq1ZLdPsfPpeFO00Tt6bzWbX3a/zOKSyWj031uRlSSnbbMs41yMId6mFEJqT4sPjZ2v19+9/+/aFeWd5IhOZT/PcD0NdPyCsFZxMc5r43769eDOXVU1FthgP7IXX211s+ceVUT9gTg5wVNuaRaFV5dfn57/js9dv/OrO57dPn36qKmRGBRxCoUZrMa73NV52xNO8EsYBihBWD5gETt3IwB8PVdFmkdeL0jYsBCvg/sasALA5RNMjqpHYWFgSCYDb0+gZA8o4NuEBxrjfZkLCdtfQBFqqPPZRg1tlxo1bJ+POnbJOpYIVWX45TXHyTFHN3UDpOty9nvADkYDH8nkMScL3e9jHlQKvIM/E67XPhDg8th78GNbd7sG4qinVtLTbGu7ycURPVPLT2yWv6ug6fw3rA0uytt1Vdemc6+7WRQcpRNOc1W0LQYX8UBTpX/7tX/N8m4tsHK5VdUAlTCTzvdNGEcqNVlywHz7/7GA7UcM47rbV6lEKuF1PA8k+fv6Qg0Bmy1qupPCBdLi1MinzaVimZCFkzWXR3e9FITOKw3eSwPq42RfOrUq5vgPK7/hxH+076J5xKYDgYsk46hSidisEwinvRzY1Q9q+fyinCWgdmkCoXTfZSqB49hYJ4CgPyEmCFVkEFoChAAkRT+oGs+BxsiuYk7KssvtljOxiBJHAl/bASzAc6BLnYQsUEvgKMCIR+eHk3QyMcA3CKzIXwcOojpRvlCSFsN6vU1llmMAuwPoAV+gdh99P8JhpRPdhBNhwHpYcgPFk7FBvwdqEBtQ7mxyBfOt4hq552eAoz5J1nsEzECkUviEEmYNr77wvYEWiOKNwGQsLlsAexGLmDc1/3Bbehrfz9enDQ8KFc+vDU8OZuN4mytbVeJ7JWZm5N1WTxWzkkuPKGh4+woM69CrDTVWskQ5wen27Xbr2l3oepzUXUgr4JFE6wcg1A8YZhRHBkusNjpOizIxSy+yqKjXW3e/jirAeEme4MxNaNXizG+0LpGqF1b7rFiSYVjKPRlg23LEFdWBImkVhcCzwi15XviKPmdBxUHWbpaV0IZg7yAvRQ4M7FfjkOcvB4lqV1t11Eqlomt3hoTm/dtOo8COCOYDZxWSC43jpyTjMatFlGfJcCAmZcJ6Ly+WmTWh2TSH5MiL54D3D4yWXZV28vZwvt/uwGDOaLHNlU1hrkpRv90e8OKbvidFN8bhi+UL/9V//p93288cfPjGR3q5nypKs3LS7DcfzL5GNECIZ+/4vf/7Lzz9+LKvqfu+ul5N39DZMy2TwVMmzhNJtUy/WDv2FJXwNIxgNgQieewufbdvWb2eYRUWcT6U8y6p8mfTr6Zt78x9/+Fi3eXcfrVmrMt3vWoNb2xqCkVKURRnxlCtHOxRbgfcIGECD2IOtnBOJ/wBF4VzAkDrDjmrswCBnaFeBjjoNCmQK7TGRyfmIZR2iSGo0CQH4auwNT63RVmZiGC101ymmXVuWzL2K0Fc6L9jGQ4Kd4QaFVDbOkPGcj4lSyAQzWDBg+70s1jj7grkAGpWQI5R5DL1bLvCHd1ddVFzGFAZDZRqLLvBmW6nVP/We9H//v/2/Ms422z2eNUDuJ6ivZEndVIQACwMhJ8X/5Tx3VVPWTdNdwPVMJQKpeS6ul05mom4aFG1XYnFN8kD/BFg48yKzziG0lqXntw62MQAGWQHDfbcs0UWC3QLBL6OWWYqkbETbg8MzDlOay8MeFDujdPAUwYCE6AWPkijHwFX4n1vEHDoyTMMgt430J4BKkgWOSB0CRi8QUkHQQbIivd66aRiPD8eykFEJAPOvzAW2LWsCVgFd3x3N9ytQK6hHjwox9CwtShn8erlgQ5fHkluaifsdLZHtprrdl90uvo3jAWIatDEIYRZVNoMRfm6atqyaGKqEb/Dez0UOYIzRTmZRuj1qWfIsl/drnyRJURbjOBHim6YWAsAVeKyN8tofnw5qsUM/QLOdYliIiwTS52zBORVR5uu1P73eyjrTej4+Png8zQeMZtI8ldDMDXedgjDv53n58AmLHYfi2Yy2QAEkt0hB2M+kpAzBSJaEFIJzqVDTJG+vPcjVHAW2ui2xucLbdPFeWbekaVpX6MkICVxKd1da26zMobldcZ2D0jAHjqkooFlD3gmvCFREUfXmybI4q00F2h4+VDh8RH5NKlK87XDwnQFGib9675Gkd84XJeZw2OsiXQHWrYXYD+47liRaa7hT46jCWxgU4EjwAE44yB4QR8lyQQIxFrxmzkjVgs55u85QqGdgqePthVs0HpJI1ads9ZCkZ3HYo2Y/YU2xMEHbqg4e806GEQ0BQgFvE1QRmODxL7xaY43CwyiPSeBlNvf7SJHVgRLQaNXdb8bQpm2rRg6dkmDM0GUED0xwqdWSMD6NPaJKwEFoPff7w0/RZWSvl+52vW/3+yIvg3MvL78lXDSb1qKfC02W1Wq3259fv8CFWBSb3Yd57mc1eceePj1dz2+EpGoeaeKKvMqL3e36PM/dh09/mOYhOHRTka21/ePDR2uEdevzy695VlVV/fmHPVnJ968nH1D4zPP8drtpPYUwHQ8/ODxhbCarLGddNxjNUpGV4BfjsaWVe3zYLRopGYDGYV/NIAsWxBg7dLexH9v98XJ6K+s6lUgk9uPlej5t2qeff/m5v49/+8u/N9uHp08fvJ6//uMfgCoyTxJvFpcX26bdhaD7buCM1608HDZG4/EhhDyfbpfLqW1gDnk7PUvBigIzo8v9eSXJYfNzXmZ1vVm9QUCouyk9gwzEMtzF1sgiFkVZlae3v92vJ86Tdrtf19wYwygr6xYDXD09HD5qjZnfOH2vy/r19e31/G3f/FC1GynZ+fSVJ3Kz/yhT+DxktsmyHMWZZH3+/uxX++nTj3Upu/5+uV1TRAA4ZXKeh+/f/3W/+/zpx1+0Xm63N7SN1qTdPXz98re63pX1hiVBZNxqkuel0XPCUudUcL4qCxCr7VSVVdtUNpDn59fuNmx3+6IsEhJeX16Komk3dX87+VW3zeHjx4fV+5fTXWnL0wyjXUw8TV1k35+f66ZZiSMrFTxXCmjh9zFq3WRNvbm8vZLEcV5uto1MJWIUSFsN2IJjxUA8o3/+y78/f/vvT0+/O+yeirKY5+nl7QW87MDSvGJMXM/fD49PQmS3y22au7bdaaU+fP5pnjqnbdU0w3T3jnjnLpfvnCfHxx/NolnCPnz+/PL8PIE45VKZSymdxQFvUVNdox93v/bbfXvY7edpSXg6DmNWlP0AvEZZVmhSWEgDq6ZdtP727R912X58+lzWededM5lRllmrGU2A0gX6TNyH2RjHQcuYdvs2zcT1ippNVZVQ43gNq0qwTdsGso6Taur8w9NGG+AB0N7BT5hpCyqg81ZCh8AJ9i+YjLY1gJ0vr5dcorlTtyA6GCDg+bhYtZgsTYpcJhz5sXGAFqooMdDEnEtCj2aMN/AB+P0BYrTbHcY8YKBoshKPQA8Ml+s8Lc4TwGk4yyPxbxwwE4GFL8vu3XS9js6h0g/fZAqO6BolcmsIRZOfblORSpnSfpgwvwfkc0MCeXn+Gm+moH7vHj4BjrV0aVYt05SmHJnP24USVRR1390wuMXiJtFqnJfhsPu8Pz5+/foPPCMCKqx5juJGUW2H7rYSS8FODXl5BArU3gUrpmkAhD2snz//1G6q662fZjWP101TNs2WEo6KllIThAW+BjIe2JXb7SXPmjLqB7e7Ns/TfpjJupZVEUK4XUeZoqKiJpuXWeSW4XueZenYz+2mKjIgnelKFNBZyboyayzncEQBlg7HlaQUYHDwYzX2Bv8/mv5r15okTdPETLi5uRZLb/XriFTVWVXNGXIGA4q5Dp4SIAjwgCDA++EFDC+CQwxnerqru6YqM0RG/GLLtZdwrc1NEN+K5kkCFVkZv1hru5t93/s+z8WBPF8KNDDRbqoJikDQAJAXdCT3XehT5XnXtmCoCyPet6B7oRR8P/CGNiiMHN9j4I+u4brIIcICI1plVN8Bud+G4YWZJmgAwlgf+JOAVJAK+pa/DaxnISlc9aF+3/VgibAojhOoOWBkqmq6fCUgMAHS+IvD/TfHoDGmLgfgY3OrLJooDi5gTAF1zkvkDGoL8KIX++cqip104SNwV0CyJggd8VteEUMyE+rESkLGfpGEcfD6mo3D+ObN7nisMQxWbbBHtqKu2yTxg9C9f8iRNF5I0jQGchh05mlZtKBfIwCzgBwakGYkvAUsFifR1I8Ot5kDgTF486iLGprh7FisN2kUcLDiKXQhCEKmDBNo+eZZe6FLgODOD/jQTpeyMa2LbgFxVgj+XeDhaJ7NrMBm7HvONMuum1yXXdgTUCKBBbhF/NBrLrqLMHKhwDlCReqCNoDgLiRsIfIGcbxLxJRasHuUsAslWACxQME6USMxQlzQdezs1LaQ4MezNBag8o3vW23dh6GLMDocWspoEtlxHLq+PQ1z309d2yNq5Vle1TW13LubjZITwiAf7/o28ICp5sIZSQsJOi6FdHbKoyCJ0kCCmdBk59x13DBOYGJB5qGfQHTGrcMpk2PvBZFGdhCQsZvrdjTUtGUWesFmuwI7l8QEa4pQlte2QxlzoWPFyfNzHvg+fHmQsrlDCYLJAGzpQQxT5Z3SIIaZhoE5znLhe3DU7y7CIQ/Sw1pbHKR8wzh14ASybMC7W23bS6nXq9gBzTpA2hkw/+HsJ2bT1JDERiAlsNPEU0rB85yRrpkuBAE6trN9mT1N48w5TPYZRF3gMctdDksaWOjByCCJXUCTAx7ikvOHrCaGEqmQEVgu5dSDpMTzOaxAgKoICZTf/g0TeH04MqYoxiCCPLQfcoJx306YgpwZG/hiKKnzogPHM8ZgVrtINQHty+GUE5rLgpgvPDHN/ShnJWUnMbIMZNhmL/A4pxwadAmmCAQMNk7XoZz10AMCtOvqaWAEMahXGWPB2Afwm3KcwQ8zT203QPNnmVC4j0oGkCfZNEJMAiPDLBthojQeRzWOjesz0FMCrJx7PgXeHqYEmwkC45APPp9bpC+QdFiYGMCVQlIZQ7QLZj9wJ0AE8nhyNkXe/oZ7YTaJQw8u+rAMBFQURsZlGAfeNM4YAbHahfMcmnp4rmmjXB8UAkpMBk4DGF6plyYoHKVn2WXjDE0xEwbeZhUqDSzj7SpomrGsht8gpXVZM9targM/dHQ9WpZxHTrCTMi79IAV5wDeBTqWhtu1UQgShIDPpmHsQKpeyDiG75EAkBqnmEghpBKMO1joeR6Z7UM1TsoojS2MLZtMo25hawzsrDw/BGFqWbbRirsQhLQD16gRjlYKVLPK4K7pYbyhZFtKhJWZ9dSD0LMoeyUFJRaAdrhdZGfPmZbvb+DH+Jg1baOVub6945wZ2FYRz4c2KIa3qR7633ymbpgs9i+HYRCH82kcxuVi63tBFDtK2YCghfgRNFCgSzBMeT14HtRUHGAWXwriECdjkDeGArh1gdsSx6YXNTlTI0ggYSapofAGQRSYtoKn8rIOhbk1dL45jAMvHK0Zg4JPQ0YfiNbYcQBqPwwCPH6X74+BDbvFDIwHKJEO6K3UBCYaGC7CQg+BvtJhsKbmjA0D/KwaQzVs/BTljHJqMGqbKU5c+K0ptFhEDgf4p5KKwq4GXm/gfugnOLSN8LkBJ/sy/AMOqxRST6hFQ9cy5iJEXk9ZUZVpvFyvQoxpUU6H03G5WlGbZfnp9fkh8Jfp0hsA6oLXm7XNaV3WUlrGchGWY1/NUmKDb27vwKDTVYZAR99zHd/1G9mtF0tisTwrhYAupct9IQVU2ixYzE+jNnIHZ3glg9BzoB1k1U3BOEe9dTzsV6uQBVFVQvGVYrtpasB/W95isWLM1RL8aUoiYs0U83FUx/JVqGaxSMuiHLqCEqSg3SQOxxaY88nydLh/ei2utu/v3nzMpsNf//Kvy+X1ahMXefX49JSkG4uYKF6CchEI1oxxj1hOWZYG52EIaKhhzI1hq/a6H0YhR7AejAO3se2QtpuCYBFGYX4+EcvzfA8jt8zzqi1c/gGhSMi+r8ZpPBJKXS/M84PrgzjI80PAlTms6ztM/Dhd+wGry6asSiUGrSfKUHEusEWvb/6YxDClapqh7UqpVBju3rz7YFkky8q+fzagG/HKsqqrIgigSRj4weH5y/0kwF9NrdX6phsLaqV+cD0OdZYdbEZv776fRlWNuZI6SRNM5rFp5nk+naZpGkFRkK6GUVRVVlRPUXgl5rmu8rfvPi2S9cvLyyznpunjeAVf84so0vEc27cBE4dV27S27Wb167evP93cfFqtV8NU7l+apusQZu/e3VIKXa9pFq4H/azAY6FzZSyUZ6d//+//35zZ6eI9hg41jI1CH9Rr3OHXV1spBbb468uZ4Gm52UgJfhExNH3Tz0OfpCsgh/X1w7d71wvjeAE/thgt4oASq6k7l1uf3n8K3AX3PDE1U9EJ2UvRFXlLqWULmcTb3c378/EJWPSOG5CVMcTm4fn8Mg2tFLjryjjZRLEL5inmdEM99j2ceDzoUk1pSAiSchi6oSrKxfIarmHlNzEBlAw+xOH5eFhGyQabyfGDvCj7tuaXl8Ulih83TVdUrxS7y3idrJbMs4dJWNwrmx6jKYqgnQ3d0Wnqu9Z1fQ6cUhnE4SB0UZee5y3XC9uCrvIoeFNVrkcRRYxYWorzuQ1DgPBfHk/onOdSy836GuZNk57qMb7U7SgmeTG0zWwC7DguKJdS/zc5UOTTCxcZmBaWb09SNNkYRB7lbGw1hYMC1LEE8N+hoxIFdn5uTscKch9NG8ewWAbEZTMtUm+5jPJz7TlOC2acmsWxzexxmnOA+PXbq6Xr8RoUrCDzsBlhlEYXHu8M3gX98vpknakbLs7tZFGdJkFTA1WcsGEeRj8Mw9CF558xiFrz1Ht+KIVxHAe2HxScVE01CImVwlEIcf00TbSJ27pXajidntabq7zIhgtQ6HT6bNtsS2FWSQiLkxBpXQH9tSEWrvqK2/5isTuf9vvTvqxdo1kYe46zrrOK2bPWs1ZzmiaW1QEOvqxf9s/bq5t0sYHoE8UDgSPb4VjNQkAHTUKLJgy454MYIF244wCHOmSwY1lw1QPkFcBELsQ7WI5OI0DkeQSmbTjKM931sBq+MF1o3Q5ihGaX40GR5rchoJImSr2+AQuxEFDzhpMcYKjRch0wPiKDgUEoIV4IzfBLkMZcmHbDhUoNmkdpZiA1wD8nlDIOx0GkzSzU+VyHk8cvA1yLIng1aqRgLigZp1ECeVd1CW3JWa23/jxdCkKQTSNhCJs6apHs1BhkID/FKTCKoMzwn5dyatbLVWAxGKwXWdePcxJBTI7b8A61LGuxDtQMUkKLXQDTsMfVNsRzeT+MZdUbQpuqrovcA2g4eH2dJAwDXlZsnFSW121vRYEPVSNEJNDUDDBOlalKSAuHYZheoMGYkL4fMDX8Ej5q6zGIIqNNW3XcsVzfKqtBwQAXstEWg4W8EKqqx9Mhv3mzxgDagRwZTN/uj5vdarkOL+EdtVr5M1C+Ab1Tlg0owRz38JJZjG6uUiBaTtIGC5oEaQ23GICJLCAS9cPx0Njcbnsxid73LaPV1As/tLWGCOIwiYuwClBzUsqinJPQ83xLKOQ6zLJA1AZnDowIhMSID3YEOBOOY5/lh6FvP3z3OzGBZ1iApH7u+6YoTrd3b7abCF+C/RC+uwiKPc8ZJ/X6etIGRVGILuIcZnnZ+WwRdr3bXsiWwrJIkgRZ0RR5gwm5u7txHZ4XVdMOcZIsl2v42wNAK3Jcv22mc1YuFrHvey/FcZgkJrbnrHzfazvBLOSu1+MgTkUmxt5xElhRB9wL3MeHb1GyjQLEiPPm7bYsexvmqT4A82CkMmolwih2HZ9zSHvBz4IVZuembcZxgA0bs2leDYxggOba+Jh1iJg09uOEtw2Iti+T9/FCSMJFUZ/zfAVcROeyUei4za428aQQIADBfV2vNkFIAHmQ5TVGZLUOLYqrCqi2lxAmYDImcNgA3ce5+LogOht7F8YSRBa5Dbv1oYOatAX2DZCBkAskpSqHCzBBt+3EHdW2Qw3iLNh7X3QAFPzEkGK9/Gsda7H0qwJ2oRrBDv9yJ4LaoBhFEPp9O1NGktRr69GSkk3jXNc5xPMQUHSTABqEUByy6DiSGeybngVKTTxCpWxq28p1Qhek70CbSJdXcp6ZQ0CvOUrbolP/m/iS4BnWbJ7vk8uDBoIDALjXRdaIabAgSN24fJEskkVqeR54+dpu4NyW8whoXpf3vVQKuG9QKaQWlGVhaMS0QdOFsmguVrPABzbP66GU2kyDYBZjV7Bp+Y02NkLuWbe9gFSuNBcfAyzNm6ZarFZdqzgz4KqfZQiYVzOJ+Xg8rjZL3/PuH/ZtP95tr5cLF+j2yh4G+FDVBTEPRBkJCCmESVlO8KR2mHOpqPohd33nwm76LcsOl5zDsaiqfLO7PmYng+jKrPzIxRP8gLme6wdOXbUdjG/BK9g2nZQyTeMOSDDaC2CID1I4yDlg6nFqIgSiMhfQCIDVYfMk5xGGi007weswXhJwmBgHxLISwDhozsuj6wYEUa3gkdy3k23NQeB6mjqerTRkCWAKaDMNy/jL+0Kr3dWWWnh/quBmRPl6F3PonU9wUwX6PwRFHIe3bTsMk2VzrUndzVU9cNsNAlfOjlE1rMUh8k6LrG7bZrfZJokLg0YN08rLYgSYQkLAuxN07hx7ng1OcLDEAPYTAkgMZNJ9NzmuI4Q4vJ7DOILQBWUDyBvV+XTCBF9dXV2i8LABHnro4SEMxT9NEbOI70P0CVasE7Q4QAwmAI2llAngGOFZAGRifSO8EBaP/1mTqlXdQbmdQGkfpPaXqTdELCxK04WLQAJJp1FyuG3C4Z0Aw1NpCp4c2AFe4LxAPxskh9N20EAEaADo8wS11HmU00VQhREEd+IE3M4Ws8dRCN4F4U3XDoRoh3tIq/x4HMfOdVPL8eq+HgELBMPfC1IcAFBxyvUsf/r1C3f8RRoTMeXZQSp+c7dIF6vD68vDw4Eavlrd5NlrV+dCFWDpwTcAtMX1UAwuAPJA0ouQ9ANnFu2sLYOAtj+OYnd1pZTuugy8UGwmlgGrS2+GsVukCwvPFElMIcve9mXfjq4HX17ueuXxMY4W68VdMxzLsoWGt5psHkJxyHf0emc37jTMeb53A8drllKraVSLdHX/9WtZ5wRwZX5ZHIapkmbY7K6MgdALgdoqp8Tc3fz54rSfwshbLXaTGOvynKbRJKa2O8bhIgwXbdkQivLTaQ3SlCDPD/cP/8o4FvD0GY2EPk8cxACvzLMoSi1iHu//6nBIX7suyrOvlnXTD3nf14xwZaTvhl44101xOP1gsbcT5I1hiDJO43qRjkM3g6mFJsnSIvz15VcK+YxICNm2RVU9GMx363deGA/jMAzN0I96rpWcwigBhmRdHPdHx/PAsqFUdn6Z57lpzqeDP41t250vOXyoklTl3veXQbAcIYUm9s9Pvh/7oSflWNUlVHoxtzlsJE77E4I2rN81WVWf0/hGqjmK08U6mYV0nQQurS/PlPCS0Q+f3tg2ennqpcZF0xsQuJkLjZ1DCoiHg0RNWe2urtMkBicIRm0v6svkCGoDMLxQDrd7rSiyuBvCSVLqSZq6rhg3q83t8fUxP71GSew4PiF2EFrcs4E7r9R6u6yrdrjAjZlt767fD+BYt+GHdDgjmmx277IT0FPHfrQ5gkXfZCBG6AcQR7hQUY6nfVM3lNkA3cFI++E5a06H0zhO1IYuaLrcBlGKibl786cyO4E7eW7jNMHIryCkZFVN5nsxgKjL3IQyCuJpEkqKwPeTZC1nGDypyyyfIKC9SdlZMBqCuA6wwZAWs3EdN038tp8P51JrtOI2RMNhqAVXwSQOXJcZhUYY8WKM7b6bwwBssdMktrstnOzAmj26Dhfgb2wYI47N/BgSjr+BgqdhrCDlyCDeb3BbtgRicqzth5eXJ8e2MNlogxgFwzUhzHGtuhowhF9Yfsqaqk1Xawm9d7cfZT82GmbkznLp9+1Y1QMF27hJV6lFrdOh8n37/bstSDtgNWNc8JXbYehO02zgfQo0f8s2QyEty95drUYxt3V3++4WYX14LSizX59eezG63J+E3l0tMNanQ1lkr9QiWuPVJhUCNH6+GzLLVvA06M+HF8f14frRd+lySakpiwbTpm9BWmsxK02XGNtVlbluZNsQM6OEH14fweFGbd+Nk3QDbCGMxqGzLVeIXFcNNpxDOgqKhbbDDTCH5HJtG+QjtHA5HNY0Nqes5zbjCA9dC6wwMMGSqu4nBcxTz+XGtbq2g7MKQrtdOvVTW4/LdQh0ymaCcIdFRiGOp4bb8DEtlu5v4kQhYNTYtbCVBYMrVOoAa6mUmQZAkl1Y1cD5dCEELodhthhAXOcRHlkTHHik68Ff+dDNGGv3othuL6po+5KlMoiO/QCEuYsT1nHgVWjbVHd4sfDrcvID8FIYhcq8dwMHAQzMiGYmoK4G0AW2sBamKcESdkkZQu4AspdqZjb8KhdBF2jQkYJEzKUsA3Gnpm5Xu9AF+CY0fqPU12J+fGqWK2+7DnogNF7uUTDINYfXA8bkQ3LV9XMNplM/AEf5GOxWq0UUx2HXdjV4saNxArfuLMQ8N+vNDTK6vSQbjZSUwjrF9wPPt2E0NksHGLkuTNphBwD/+fD1IYgSXZt+nByX181QV71lU2CGB95v+GU3YKtt2tSdQupwqIw217crSgCNe/P2yvd4XfSEoLrq/Aj2JRARQmixjmEcN4goDgxSVdEyWI0T1yXc8b98Papp2CxCY/A5a6LIjmJY7jkO4HyKrPmtiXf/eGaMrdYh5ImAq2mN46wNwK7FJAFw3QNiCvZ785xn9eXPPS+Xy3lmCOumbIlFbt5e/yYM7Pu2aXo/jAGEYXGjzOuxvN4ljsvOpzMlkPy6/NtgdbtaQuwf2EiE9ZNowN7cXV3f2twxejwdD3npH47wQCEUl9Wprl8/fvx9kiYEM9emd2/XbTU0bZtnres5XuBVVfX80LiBc3P3qe/GHszslh+6+HQ8H8/L9Xq12fRdm59fEWK762VVnGYhPG+phHAdG9byABK3WzPCxhPkFcaPgjKrgfyo20uFlbbVOPSiH4fVOmYWQPCEUDB5H8XLS39zmzgBm0dpWb9pKiFbqxXYuV4fi/U22m5iqdQMc/kOGTLOuB171+eLNBjY3LVDEnmwcAeeCqw3IKV5MbADIPASqiSAgod9LGzClAliRyJNGQWIOlyCgNUM/RGN/Nh5vj/D0cW14AYIsiVII1o21bC0Q1JJH7RbeJgEpA7HqcyH9Tqt8sFhQAmhcP83dT0Adh54m1YYMJtzoDAhsJswBlT+tuqUNJZjE6jBWhwkMASsX1qZbmjranBcG5CpUw9rIlA1YNdxKbOWid8PE/iPGBbjpdgkZ4IcaiEWwmIdNj/KELAdQI75gri83OA8Owg5zOUx5s4SgrOb7TQOyED2cwSAPtwVtdZdUweBz13uuRbC8IiO4qAfIClySZlrMc7kwnqeWgn5PQ4jGUxpEjs4hhyCMagqJynhAQpq4xlw9hQj7jGX2EJAj2K13gSBF0cwb4Myaz0+vT4xi97ere/ev6mLZkTTx0/vMDJTN3dgyAXujRRaGdk0zdDDPteLAWgmLxFzGCYZbLCGr149gv4dtFQCNJ0YHBJpGgeBK6YxiWLY2hFiZqkmPQjFRmVxJSYQTXqe3dRDGMGrZBqlmqB43faTUsKykOe55oLNpsS2NBRbwgCmhuPca0MUpP8n2wJizfmUMQ4TREaJ6zhVmSMsbRYqGBwGPuDCLgDfutcTINg0Rr7rlGUbp14QeLMA98hvwXEQzsxQYDNKOcx2LUvNkgA2E6yAl/K6HC8KOYsRGGPDxI72E1DapVLT1BFiIUPbdprG1vP8KN34Lh9G+Mx7YBNhm2DCoQEoRmDBA74lsKt9YzHDLMfzPXjT1MiKIMSEEALHhYVd7ngQtyRigs9dYbXebBzXcoBT2nLXhfgLfD6QTwYVO9zrlBW5gDODIxUQTWbg0EASJggd4MvPqofaCXgRAJNn8DAArhOCVTMgN+uqMAZHobdYh54H+GaAfWF5wXkDbQ2aooOAIDVFWQ7mNIyhT68VjG+nQUHWZZi+/vJSwxSHLZex0mb/8uRw5827uyw7Pz4+e3BSYSMe2r6yLKBvt8AlP86zsCxeZG1ZgFTj6vo90hMyah6GaSrjkCjFYHKP+8h2siZjzJ2m9seffvD9EJExCTbng9Safvv2l93uezGNn3/9XJQPu+02cd4Bs34UxDLv3/wuOx9//uV/8NwdRjiMXZshJecyK5P4Td+1Yq6VboeuD4LVRbpMDs+/auMn8bosTpdixv725veH0/54yGdVY+PKCVmctm3pOs7YtSR0wuiKkt7mntFTkiR5nj0/febOKk53x5cvP/zwy3Kxvbr63cv+a1nly8WSMaT0oJF9zH8p8tNicRP7C0wVsNQghT4SnLiO83T67LpBV2HfDzVuuM3VbKTEQbAwBvmhrXQVL7yu7ar2TDPkOOFicdV2eV3mQjZSS9cJs+wIq15VN82+aR++/+7ffvjwvdak7xrLVvOEf/jhP1DCr28+WJQcj/np0FwcfSGl4uX5s22HcraY7SXxdrXZGo2iKN7vH875A9RaWeg50WxNgGSkc5kXyWq7XK0c7g0vQ91UXpBc724pUXleCnmB5aTROXsgiDVN3o/levHBIjZGcPEm9KbvWpt5yWoh5VyVVZreEF91w/nbw5fV4iNErNXQD/UqfcvA254tIGUqijLHAw7DlSFzMzyrEUw7UGOe1flcKYOSNHUcTwl1//V1HMfT+TVMFwRZfY+bOnd5dPvxvW1ILYzve1112r/cB34sxOQHoLt1OI/WMdRQNSmLwgApx+26iXMfY3R4/cosirF9eD2sltuP331sgBOF+q7fHw/sROI0neY2O5z9OArjBSVEoik7ZRocu66WFDQPC3ca4J7DbPvl6cskh9vr7yix1qsb2+KI2kX+io2t1XjOD74fLhYLlUQYkziNxqFrhxaZmaHQDX3HibuuMlp5QQDpXpsuV35btDaTt+9upkk31eCFMaG0bfIB9ORDlISgC1WEUTsMrbEfYQ5kwVNvsY4tK67ruqpG16WOF3CbN00LMuJ2fH5+GqY5CCNiWadTyzikiByPIaQ6KH7AyTBO43mGcZLNrFGotu583+U2MfCb94dBwERZKISx1GiqO+PY2BBQqY3DNIJ6fr0Oo9CBZZG6sD1LuVldR4kH6HwAucNErB/mum4vnm4Cb3pib7Yp5/zCBYFmR7oM/cDu2v5wqHtwfzXeJVhlEIFPAdJO8NMHJxXLgswbhitK2wCq2eaQ8+MuVjOsFBQMfFtCgW0g5xlO2L7rR74xeqogxokRJPrKeqiKghKFIddz0ACds4CxhGR2fmGcB+FyFjpMgrYqbRt0rO3FmFfkWVOXUZhA/mr5DtJ6bQ6ew3aQEhhas5Ku7XtOulytpJzbJqdEhUEChb2yQhin6VaZThdAv8SYQNR81sd95nrOu3dvzsdyAOIcGrp6u7s1aob2BlW2zQm24iC4xPBlO0xu4Bmk/CgsC1ggIwMpymkEFSomxg8BnRL43LatfpB1DRARKCJwqyi7AHIhFpC8L6dGMQEj7dLTsw2em7qPIg8Ql2DIwH7Ix1FWtfCAB8MusgFY8uRZB1ZY38ZwGW4XqxjqfBZpyhFRYJKN41xVQxx7l1cYMFqnQfu+7QXAavZcMF0ijLNzO2uI5spp5ja1LaygtQ7Dbg0DZT2BTfCSb4Q6htYtBNUw+AlHMc7JMpBSF3k/DHOccKFFUY55PqcJVwZnp8blNFl6lGBlUN10U99TL1CcTf0kpeZAL4c0pm0Bprvrp/O5AIANEJjJ+Xjo4eDOJ18QYmzoW8bzBBNPGIyp2YmC8vHk8IhSYEC4fiAmcT6URptv3x43u61WpjYSU+i7zjOw64a2AeGJbdd1AaD1ts3LYbNaMgte7rZNgyCM40gKKfpRam3brMyrrsZB4PshSFB/W/Sli2D/CrJYqKsYIuRMgGRehEnU9bp97W636du79PmlbJuJu3bbTJDqSuHB2LUCtluO1cILtjdomuc5O2nPZTZjl3gBHEWJxZIYzEAUY9+DQpCEFYsnZmkMtGNOxxxT0N67rns+5nAd4sj3fZDNaGN5PAioVK5UaBIqL+BRdfsmOB3PFw0MWSyD5TJEBH3+5YFzP4gcexM0FaRtu25oiqMxcxQ6SRR1bS9aTQGnhPcv5+vb7WYbiWHcP53nWb3uX0Y5mbN23GAYG6mkiwMCNA/aduX5qJVIYJdj0aosKPXOp5dx7BbJdeg7r8/90+MvHz/+3cePbzCmeVbOI9rdrDFGULEB0phJ4uVulzzdH6FhGEWUWMM49EN7dbUR8zAMRkhAS17tFk7EcqmbZnzzZtU0E+QRQFCkCdQB+fZqAcdgYxzfbdtxbJsh6+I0cT0bGaak2b+Uv7nBQx8Eb4MAYwcgOQyuq3GaJsfhYlIB5wZKSUJKKOV6jp0V/cPTM2M8cN3FMgI+BVRPVddNNrelJnqeKcWzGGzYKpN0wSeIcQKFihAep1D1sy+g13GATJqU2gvBvoipLPIKwBbcGYep7br1OuRgyYQ5DFjN27GF9KamDDbngEK6vGbg4W7Bx6zhB2aaFVJCw21NzZYQ2okgLQzkPjjVwjdOSTn0EDE3aGYMus7Mptyy5Chhk2tT2FVh43u2VLSfhqJsJgGMkMuPpWXbUOIyGKwpwMMRZhTDDK8NpM14kR2BiuHCYVfIIBdM5MAzmSc1T1CsT1Yx0FAukNG+GyH3TA27RFigGKb0RWyK23oA7s2lmskAAAlTIgTVTTjQQ0+aECFmMbWOTZfvryAvLYDLBNcxoHMom7GJyLobx35qmwwTeXPzxnO2MCVlMKk3Cp1ONXdtrVFdA1U8XfpNWc0CeanLbbepRgjBWxjD0JAQauC+AU9JUjfTOM7LxNVa1efK4Q53WdtBvjaO/akF0aTnUUJYVXQA8mrzrs2icBVGEWTlpS7K2mj4KhwOh+VqTahVZHUKbF9ns1kRZu1fjmXRpaswWSYKbIBgOHQdd+zHpoR3MKXappgyyPhkedmPnT0ypEelpGW5Av7CQUXIbABFDiP8bbfDpGazAlwbEqWAi7qaOYeWAhRLLHTZRlJADHXdOLZ93wXBmsJQedRKgXvd9y+u0kkYAncMahnCiqK/+PY0hjM3Q1ogdQFMQ9UYM2aP/fwKyQerLCvuOH3fe57rSOA3A90Y6DgIbCMXtJfrw2J2hkw5VUCk0XMHKRTXhdUBcyyAfjLSV7CeBbsvA4AqgiVkUxalVDKK0/oIFwYECV7wNVks6rtxAaYvPE4SQrBK2Q7rR9l1rTbUd9zf9A1CzOPYGUzhJ7cD+1N8kSyfjmM/jtzR2+318XVvOXbqbTAWVXEyCnb53DbTWJf5gS1gMdn3bV0clMRx4o9j3zbHsjol6Rph6Ue+No7t4GW6e3760jbPYRxYNhb1hCnk6+6bY1F8i6M3QOVueOJfr7arNIn++tP/bBBab76DqzwdbNsJw7jv5rp+5hwIEPuXL+fj5urq5k+//z98/vYX23Ys4n74+Pvnh29GtVGcZKd9EAY//PVfofHAknmo48S3aMhsn1lMa+nymO/Cbqzd0CvLw2a189yNVOPh9Wka2tu7W4ysL19+CL3g3fs/iXn89cs/Mx6HXjwMZby8gMEsK3DTKFgRqgI/qOv++eWLzbQN+MRGG+UHtg8y1aauXow0gc8tzl0YSdth5Axja7A7iVxMrTatTb1Z8bY/H45PAcCLQbXy8nTPXLvvSqhbm3Gzej+bU5qmcprrNjda922bpIkxM8TPqVws1l2vpmk6H5/CKATOjbKHLt9sbuIg7a0qCkOYyWMjpn6xuNHaFHk29OL4eoZH0DgWxQlBX3qMo12SJvuXX1+Lo2NHy+Wd4zovT49D19jcT9c3wzAU5UuaRgqNfV9rNXWjXqRvwMhEXNsNl6stxoNUQ3Y6OY5/8+b90+NT9wAJQ2aPF16V3mze8ypo2xJK2F5q4Rhj8KF9+eXnarEGwX3Arq5u5lEpM1ZFc7mJWVWV2zYdp9bxkrariurFc5OhELd3H704IJhV+b6ues4CSuG6c3W35tWANHZdv26aU7ZnhM6yDcL47u69YwOq4XRuAILy2EbpGiZhlAaeg1Y349hKYt5++n7q+sPhBYDJHOp5GEvGnWGE3i+U6Iq6rRvXC4qyGLrWonSakCS663S8Wq3Xu7osAafJXTeIur5/fPpht7vbXb3Ns8J3k9X6usgPnhdB51yAeUIKc3h9lLNmnKSLLcX20Hcj6saxnvqxrothrJaLK5cnE5unqd8/F1phhOg44HSxcWxnmkXXZEDNhUyQW+RZ+eVlubmxIIBhU5jRQu/xQmN2h0tbATjVFz6hhBWcH0W2zcHErbScIGiHxr66LE799Roo/3UzMQtQVYzPUeCIKZRSl3nT9iJZwCHpEhyiM8QCJQK8C3UCq2hHStl2twOD0aj2L0/MhmaY49uuZ5tLfk8ZBcdobhFLAalYa+jxX24RXhBcJO96FILCxUOHIZ+Vfnw4UYsHgbPdrtOFfzzV52OxXEbe0jtl7fk1v3276YcZHCpiCPy4qcYkCSGiLxEa4ZcIgiUl4uIvBXjZ6bhXBimDbA6qvavNEtZNBCbxVVVbFru6/a5p2qf9t3keff96nnQzlBZ1CNJi6pJFBH146o593ZRNnKwZ7B5XBqmyOlwHH4GVr4wfAOM0CK2u7g+HV4RIXr74rn/Rc+WuF2E0uK6jtXX39i04Y+EApy6Cnxns7X0N77RZh7FvUZBCFcUZpARY5UWrlSAMTDwK6IYjoEGwtX+tILxHue8HctaBzynFQqiiauPEv3jSdVm0wIR07DDyMB7LYji8NNc7gHmWZTeN8/Xdgjvw+cLnNQvCMBxFNXxYjMNJo6oGKVUYOnCllvpSsEcmAED8MM3NsXJdHkbONApRSDFNwGqnMIuEAj2Cy6TnXwQ/Ym5qfLmZgxxLKgjUgGMd6qaAA8UY9W1NCcyIpRLDBE0ZCMjIWcBfl3YCdnqpEUJpHFrAWwEAu54BtskclhclkFwoGgAyIpM0nSeNKQKz0TSd8rJr63dvr6UgX359LOtyt73VSH/79TFOI9eLxKzKeoDRNAMvF4dOF2KMXeArNWW2Ry2EZ6ieDY0XpH3XV1Wt5eRyNos2O4s0hX7BJKqnpzN0bFz/dZ/D5ys7myENoGi1XCbMdvqxz06v/FLOD6Kk7fU41clieXoptArbeuxaudktXZeNvQgTF2FzfoUoFpSxDRaz3R9Aeb/axFrJwzETl/1ekRW27chZeC7Yd+SFxcOZ3bZdN+h5NoT9ZwzpOI68h+qHUsPLU247NuRuLRAhIiPqchxH8un9G6B2dYOY9TjWRMtJ4EFASQRjawACJgS7gHFwQQRC7Y/QWenyVHie2/eSEMPBbGj1MCPuYPQQheMA9Aw/TLnLoZNGWdO1pFJtXYOHQ7YIST7qC68Yf/n8U5Jeff/xexju6JkSJSQzDSPE3gIrGyqajNsjBHFr7nkDqEE4ddAIcU1/FK0UEh7CqkGoK/OOWdpxk+3G/fLrX6oydzwAE/ZD+/jtcbHcLLcrz/GlMsPQStDD2q/7bJzg9gGZO0Ievp2SNABFp+1IM48tULLiNLIZ6TsE/DKMRyH7TgQh36yTc5btT6VnOWHk8l0ytGPbDsSYJAmmSRSwiZ2C0PUNtAoJ0XneM4uAfbQafgOlMAY6k7aGxWMQ4qqezud6Guf1xrJtDIXVrGnaKQxdDyj05CkrpMRp4gW+W1WdH7hyEvHSs7n1us/dwHF8wDfMQtUNDHS4MpfMI1jxjNFtBV5xKPUcakSJDVCi2fXsWalqXzoO9QN3HGA9sdpGsGZkVtNCzh8e+AjHsPyXUeLDJkZqIKDMcMaEbvEkhA12OFdeROXKqK6BJh7kSjE65X3XdH7kNU1BLe45PgGhjXvRalMlTT/2s0A2IJxg5QksMWQ4I5sl3Olh9HMp+/X9uH/J/cALLRspnB2P2+sbSFQb5XgsvXhyAOpicNNMYgbZi+c79MLklLOeBGAVAbpLMONQ3CzLPsvz3dVKg6VUMjiIoABMvsaPAFMLHhuAKMJEE64i0NESbduDW9xhfuQOWUOxThIPGV0Ug5QmTRbDOOXn/jfQKnzGRIbRwvUtRCw1Q24BVNqzrqveSJEdXmdFwnipken7mQFpGTBNvxFU4fdJ6Oeff9VGvf/wCf6A0hAbNc2AMfI9v2v7pgebhBL4+TWzCfBg+mnq2m7pLoAOxKwwdBbJtm56brvQkoZVKkkXcQbftunN7fWlgjysN0kUwvdMQdFfpWloFDkcKsrZMgpBnXqhdBWnM7XgrWNZlguJWatrR87ou/dX04zqaqyK4/OzubraAY42dqHU24kkdkYH5jH5qT6dWpC3mpkz1rTt7LplUdrcUQoccenCM1ovVs4s4nEcx8FMo4YjLJQYyazk+aV0PBeGDtCVhqrrb4RoGyIxgC0cRggDUBsuZ9MweyCGBsGGZdMYBaC04oHLOdGqBaDmRaJw+ZvViEHB8YIYhjmFAo2vA9U1h1kmCOxxgm9C10Aupe2GMAbzYVfX3VgBUUaqQbQYsaHtVuvEYNQ1sm6kwR6V8wB9aBhdsB6oG/3Qj00PE06CqnNeaujOFmVuDLYZDKfbvrNtH6avFv3y62ewofiB74VNXYSJYzA0Sy/KipbYgeV4+301Qoc+CqJgtV4/PgxFtd8uP0AAu62maSSWCnyKsA0/+xd4wijOGo1XN2+HYVAzJ1a3XCbZSR9Pr13XuH5npAdeEGewbDJMvcdjxo0Yx6ZXTVve3nxARn7+9q+hvzAmMFoEwbpqKvC2MZ8TCDppjf+X//gfi+o5DDf3D1noL6Zh+tMf/7fPz1/2r38jyFI6YYy97H8GfXbkEzqX9b5rO2qRRbiuy7w41sly8/HDH/Pyq+vCzdli7rnIvfgFIzSKpu3qMEqvrt8d8mPX5baF3n94l50zVYxDP2626eP9Pqva3fbdP/7jP45DXVaHwF8ejg9Fn8NEwuF9U+Tnpyjc+l4aJeS4f/V8lxBns9w+PXz99vTvjWHpYjfJvCjaqqrz5jnS2+Pp2/X1myjauR6ehoWZEWP8/btd105ffv2r0sIPfYK8L19/ys7PUbhyvI3jOa+Hb7Por3a3bZ0RrBUalZxcNzkXR3Ao88RzvFkax+lfD5+HPmcO0/PEbFcr683b3/ddnWevth1yjoahljJbsLuqeTUSYcsWY0uJfH78+vDNBEG62d5YNv3y+X9ZxNZivXP8Vd/a5/NjP1QEW2376HvLIF04rr9/+tb2eRitpZqPr4/WtROEC6NInCzHfkYEjaK6vn4XRf9QNcXQD74XwtcotKcpmea/KaSudt89PP4LRiQJry0gsu4Q2mGD4hj6SEkSHl7z02k/z9Pv/vhfupwVFbwOnx4e42hNwDUfIrzgDPSAfT38/Nd/SdIIYdLUIL2AjNkEyPJWDo5jRXEkDV5ErgMZOW+5CPYvRwjyE8NsF9JKQO51FsttX5eP+7+qDPoOq/VHm9naiDx/RoYN7dxZxQg0XjROXepdW5aXJDf7/SO8fGBUSB3fimQ6CTVNGgrACN7ZSk1KtZMYn5/ON1ffaSO+fP5RK7TevOu7ZmhLEcQWkPyhT7vfwzQkDBeWgeT0cuWPk+v57v75K0L45vpNkiQGq7FXYi78MLh0Gvs4XsKsFcFlsSir1UWCkZ0KRulqCYBWxyEddIlN3XSMccW98+lpVEPQeKLrMLGu7rZ51pyzweM2DIQI1KUUZITH9Soc+15pMC663H7zZjELkDcARx7kDDQIWVONBhBmOAocB0r8ahqUULIfJu6hqhkAV80tUNGCOQpqIZTR16fM4rbr8/tfvjiOq5/B+Go7HgAnLtiSru2ZTcLQB+O9bU0D4Ljzc28IIoy/WaeXkhgZp7HrOou7QL+ANK/t+3AJubBw6AWJuejL7Ln8NV2svSAcW2HZOjsUjuMqND+93AOEI15f7a6UJGfgk+Rde7JtK4mvHB4VedXUeZE92txl3FZdg5Bk1KxWO6DstFVZ5hYBZVbfkiI/236MNOWgQQhe9o/TOFw0Cb3R0DtN46Vw1P3Xv81aeW4EAqmeS4mAZGLNx+OrnGV2hhK1FHp3CeAgZBX5WcrOdSCZQlLoiNu2fXuzhLtKXmtFFqnXa5NV+dPDtzv94e2767puJyHB26zNrJCYoQxvh44EthiEUgFrMhvmgA9ZXQwWENVTRkxCjNoPnb5pi7oBAXDELUq0UUsvJJcSEQby+wzyaAohQIQRc37DmCmAz2kDQB14z4IOHjgJGFCledZKDWhNapPjc+WPM6MUGueYpIsoCKEdWmTN+ZivdsuLqwx0vgjRKPT9ENCPk5B12TvYmaWomtoH9ZdTQB8HQPPajAjr1/3x5vbWosBmk7Oa+3GzSg5K9P0cxeEu3iSLEBGra8bru1WcRM9Pr6dTIWWyWi7Koj4dX7ZXd6fTU5LsPC+pyq6foNPVFOcqiTFi0szn45lQ/Yff/blp2yw/6Llert407fnY9knipak3DMYBigeLFzdC1jaxg8j//OuPQbyjlo20JIQRap8Oxyhe7l9P91+eN8u477u+H5fr7TRO5+ypLEpMgjRdANTXJRezpmo7EEg2dfvTDz/GSZSdzwhR240poKFJEkYRYCTHw76IElCSPD7vOXc+fHxjM5qfOwEB/aPr2VCGihyhdNcMkGtjVteIOPYJzrfbN1nVSQE3RRd2whEHSxyg7qoqD8NE6j7LXzabd1qgTjRAo03S5SIRejJm4vDL8qfHp9mJHcWL4v50fr27+dNuu0FGgzxzEGPbd8PQD+XY9ZisuqYKQz9Jlm3TP788OI7H7CiKd64fjPNICD0cqrZtxDjZnC+SyHOJEqIq57quLMpcL4DIjO9c9NFmhkRYCDFImxk5U8o/vP8dBd+j8TxfG/zm/YfHb5+JoevlW8+PYGnkQym4H/rTqXVc1w39puzzPEsWKXdsZS6Sz7rVSi9X8DiyCHFCb+qJkaRp52GUBKMk9GabQYGToiT2/CAQk4pcJDU+HSuLkChy265/fNx7YdxP0oNxkZEajeMkQQhHg9hpih7Dzmnmtvv6ciqrfrNeYaSGHi41rscp3AOhknM+t0rCjg3+XC6blXY8m1gRuFIDB0rP/eTBWZRibra7qG0npNEsBHddOBNK08NVFrwTjscExBspxmDgsHk4w4VaT/1k22A1nGflejYhFibKcajDWNFOx3MLZEFmTUIwi0LWT+FZ6aYbrIvZcua2FQJSGS5HxqB21EMn/AnZHFd10bSNXaTLRRSH9jK1w9ATsz8NgNrqwTk2no5ZHIdQJy0Kzw1gZMIcuOIADBLiEYHrD/14PJwsmzsuwG6vb5aWDW40QzwYhPkW1miEib04vGb4Itvyw4AY6gdA+6UWNdAwBC4LtqJpnvevmZZ6sYqg1+ay3ToNPQ68XWQ450DqJ1ZVDT0onmGibzTqgRcECwQG/EYXFnRAi5rHcWQQbQ1AN1m0QNGAFiK44eD2CoNOcDZMF9WMmEzfD2VRBWGw3cUcoLpolnIUEzA/MABYEUGLZRiEwA8EWAigtyRz6fuP7y44YGhWXoIQdOM78yy6rg8iJ4j8Gghp+v2bjdGA7gw8S8CRjA31ZDlWN0xFXkOJnYtAEdezHFCyqjh0xDxTxoQxhKNRmeO3zPcdhlVZlKv1xuLEG6HtZkMlGhqobd0FQWhRejj8rWpOq3RHEW27Vki1Xr0DI7xFXRhoOWkScpfNQjY1AI68wL0YwpHjcaLh98BsmH8oFU7juFmmFoM7zDDMVdGNw1CXOSgcwgWM9WxykSISOAZpCEJw1+GOvIQ5RZGV1uXqd7PdDb4zQqrfDwLnt89FB05V9tmxcF0vToO2rs/nlzDemHg5YjUAOgwwsFHqQcqEYFirYnM8QpC0Kl82mxs5Y4sB5RUReEoO/Qx8II62Vyl3rHGY22ZQWnKPg+9oHoAP5QIDappmpaFi6oFrFQ09mBKFGCnjp2N+PJ+7Nkvj7SSmsirSxd180bVHfry7Tou8HEbQHC0Sn2DY4kGX+RIxLcvDOHQGitdBXVWn89Nu+8nxzDQ2rhtuN85yBYQx30+ur7+zwETfV2U+S+XYwdDNEFkajp6bTGOPsBUEye9+d3c4nCmjF7WUMcpsNndRlIJtRjrXu49e4D49fW6bTBu5jN7AamCWYNqVmliu54WYmKY9+x6Pgm0cLo/Zv0rA5+HhS+FaayDlimEaXyn0PtxZNl2XF+XLNNQWcWiS1s2BgqQoZNAxGMapCbzFKXvYbt6JeVK6Hce8rRG3QFg/DfPV7v05u6/qJ4tAtJXZkCWASO/ULxe3MDtHg0IQz4bWAaKet2C2kywWQ9dyx2qb/vHpIHX/7s3fF8UxK7Ps9BkjjaQ1yN7mzGgbXO3d6TX7Grju7//4h7GRUArqW399my6Sui0RwaG3dtiya+pxhPv7NI1hkE5TI+V4wWHF81z7vjv1oRiQ8iQyg+fY9u5dXt4rJLgfTnP+t1/+Ms3Vx7v/ClnwA32unue5DIK0bDLOnHHqbq/+0fFdm3vn4+s8jW13otj2/ZVW8zg0Tf/KbR/syZZHGX89/DhNNSX+avkpieDG1dbVMvkQJethaBFkFF+1plKT4+FHTIjrRGVWOtxfbbaRdGyWTlAp6g6HLzZ3+7FUqCcGahvdVGRnstpcL/jd4/1PL/tvu7sd4NqJ+vTx9wYxL3CEuptHPbTdy2OxXG3h7N63i+UOxKwCRMC+n+bZc3Z++vThQ9/mrWGU+QZp1/MQ1m3XXTwEkdbifHq9fy5gw+MtYxJ6Lp/GPghdY6AKCGsLJS1i9W0zy9kS/Lj/GkRbygJtpMPBPKKUIUQHafje/fuh66qq8H2/yM+H1y9aT6vV27FrnpuMu840NnIeLeaEYYSRLPNnSqH4l2WP/ZCpWfVzLabJwj6MCh1nu3uXrkKE5n/9p38SQr99/73jRI8Pv0BPFLa1MP5/eXnMTk9RvLi+vRXjRImBT/Cc6+OQLq+7tsYYp8kOIfpyuE/SHXPM00//zHK+vXqnNS7zbLXZQDcJGdflRJu5H5CU/dS3bX6cxXK1XqQLO7BmIeHt63N0vTCAuTDcc0Sv4bCvDUUIRlpgUZsNsNem2SFF3vft7Ed+4JMw8NyA425eJDC9KrK2LRtKg7IZDbVmZY6HEiMER2qsxkn4IfS3xChd25pGgS1rVnCSEJ0CEJcLXERVD44NCmxqDMXETVwwkV72usQimxQksodDI0AW6tAFgeg72MKBTBLGrlZmnMw8s3HoucsdzpTWp6wBvx8H2GYUxxbkIWkIF05vmASwgjrTNXUcR107fvv6F6mHv/83/+16tXt+eZIwJvAIWTOu43QhZ8AUUMIWS7jg9UNRnjONoMnvenEPfIN2nmvupX1bMtvxgmC92Rlkl4VTZVnTH+/efN913X7/SK+oF2wRMcMwpqsFQiaIVlqb/JxRCi57jYRRLM8P0NHyvJnOoFBveu7zIHIvq0Isxu7CbkRpGGqpxdQ/P3y+ur5z/eXzSzYI9f7jd74N/UYGtBUKZRNKi6IaOoDvuR7vux5jK43Bl8gdq+/mQ9bWVfPd9zexDzCYsZuQ0UEQ10qniee7bBygwUWoBTDwru86zW26SoIc6SLPKTGb3VpMBoM9ADu+03cjLJSgfoTvHw5h7G/XEVzgKJ66aWjn40s1SxWBXH52fdbWI+xK1dx3uu/GZJVwzkEbO2oGWrmhrmaMI9si06CmWQgtsSGebxfliVJ3HDSC/7mRog2T63mGcu8810bjN+F7x8WMiyRym7oh2CrmwQttKRuEKKXu+Xjq2s71ILKRn16lGrfXi6p58HwISOenF4tbYirC8LZBJvA9QnnbZITQRbqzPZuONI7WjmPlWVGXtcW8Werj4YyJO4kxXiRNmSXpoutHhZrF8r1BNCueXDewLFspcng9bzS5udr0Q0QIXa3jMqsMICKZaVCULKdeH14OYeKICfdD63JvuQ7meRJTD8Uwbb3/+Pt51i9PJy+xPY+pGT095AywDjw7l1Hkb3ZLAX+BxXa36bqhB01o3za9UrTtDwibd29/D8hujAZIiXWA1xbD4VgCgIAK7jj2TIpCcm63bYPNCJf9sS2zDEn653/4+6bnz8d9qPxxqNvuRIgZRzpOft/3y/W1y/3V+t9oBRvG8+Hget7z0ys0yjyfUcwtZgWRzQxfhlJPx9NRK+iVaWPWm3SaTd/1P/7489XtrSbI9oIw8qPUb8qmyPp5EuxiNdMEonxSGw4dh/HqbrdcbtQsTucMXHIcSAeE2EM39l0thIauZpB+/4f/NWRWETEK9k42A7FBXbTDNI7DuN6s5nmMomC1XRhQewA41WKYWLStW2RIkMR5nmNiwxUI49Uu7ZsRBMtAUBcM8sDUBwULJAqBxjtIJwLNZdPBfm/LnCj0xDCX5Ygwet7XkzRhwKLASWJvjiAXBQdCecHLUwyYeCJ9F+h7LPbadhoglmKB5NXouhtIjqPYX62CcQRHZVfX0KQHKgm+8ITGMAkRoUoCDoMYaVM+wMQHYISea4NcwLGj1C3zDmOyWLv5uW+z7vJOgaX95jrt675vB+6yqZ/hYU7Q89Pr7e1uuw3rckDYjINABFdlN44T/n/8X/9fWpqhgyc8pEU5G3tYRzKbwtTHsaD7NCsjIcbWdR0hYrkEnMDQT64bMAt7gf3bhRKUzYBXRnD+ZsSGoCPUYy/pZ6Y0BMoBKk1Z14m66sexYgwzFzx+q2UcBi654GXFBO9amE4xGyKmAK9XgLMHYAwQ7qEoBYAKCQ1837/YYEahVeT7cQILa6U09JUb8NdrrELPa5sGvmSESYWHTniXteRlmQ7hYK2VbQPdKlkmBtae4HmDMPokmX2RPSBiNKRywf7JQWUKMUIlPY9TmLEhQFRDPxm4VTCUgH8M+RCpgej4G6hq6KZumhmjUqKm7hcpGO1dyAWZYehhH0xoUZV1Oa3S1IGqA7gXYRgGf70QFmybDqSNrj32EgpsjPTDyMCLhRaruMrb4+Hc1PVqc6UVviR38flYLJJ4kQZl1UttXl+zJA60Rm0/rlYxgWpv7vgc7rWgZ7XnWVd137Ytpg4lJgh8QJ4KuVilCvxOIoqdth3xhc8wzyaMnaEFmd4wDof985sPH1zwxc9t03iuF0fhNE0AF5ZGKg00sDAAiSwh4LPpJhtw1zxJXAzUk16I0fXAB9g2sK9v6sr3nSAMuEUHCOhL7oFMxRiArAYQQHKoBR/oKGRXC0LwcuOLUUHxHXDhls3I0KsW2pZD6AVQb7WIVlgjfT5XDhwqvaEfuQMUdUiu2mCm6lowWFRlOU4ABA98XpUnOMUGiUZy/3y2nbiue+7aefbSdTlnLIq3RVHk9Qlr/v7j71frxfn1+O3hi1Jmd/32+Ppiw9FkHSVu1xyVhu8MwbYfRhSr/X5vMAuioKvzsnkgJgiDZRikBkikQHZpu7LvmjBMQWqpIROy3a76vgU1eVteXb2VkndNkVdfqqp4e/dv94dfA/h+cIQ9Zeaqfl0tNoRSP/AHCBukA/wRD4No4nDXd70xVl6/KjlZTFZ15juJRe03t3+s29M0jo7jX11/uPyssKbOHHch5gFgY205jO001k1bGzR8/O7vwU84NRa1fWc9yxG+5OtdWRxWy11eHvPzt932yrKC4/mZ22HZHt+8ueI2BMDy/MHhgedv8/wkRLlcLb7//r847M9l9ZJEqyhZn877pmk9d5GmcVncH8+Pnrd0eaQVPpU/M+r2fb27foeUBXAfxd3QU0ogbIV+9Pj4xXMj1/GV6RgJ8uJVzIPteFe791l+nOa8a/vl4q3RqqoLx/Vg7KXBY7ZZbV9OP9vc7pvx3d2ff/n8P0bpyqJcDKVWLF3c3t599/nzjw6PEJ6MEl1XncsX34k/ffeHMFz98MO/E2KO052coEpaNTl3XIy4mGdus6z4KQ7f/uEP//sBMArd0HeL2Kvr4uXwGaF5u/o+SW6fX36tqgMYouP1bAY1o8BbzVLAEDr7msZrbtv7/a+Y0PXqvR+mlJBT9iUON0rips3S5Hocez+ILkMEMFsw24mT9fH1NE2dVJMBb5cK/EiCw1rurr6D5Ng0+35yOHzVWiopjQYCwdjP3/3+d7NE5bmgYIJBz0+/Vs3RscIkTTbwwLEQNm7gNdV0Pu8DwCkhKGmFaZ6fj69P3LZ8L9ns7i7S2Jk6tg25fVZWLQWPq9MPIstqDUx23wuCrm6l1l2fN3U+dCNQQt1gtdoYDAu3LHuRcvKD9Pvv/2xhfDy+9kM59E3bN2m6U1JM48DgekADP56GPl0sg8DruvpwfEmSrZxRP/RhGCs5Ukr6AcKcnHvr9e5w+vqafWbE99xNutiSyxIefultmp0PCJS8rCzOUHGm/OX5x7at3r39w8fvvhddPyvAKlblidl8GAEwBuGUC49XyTkI/HEaz+dXH2BZzjgM4MJVJk7j1Trpm2kauvVu8fzwZJDluP4Mr32KICFibdLweK6ZY3su2x9OURAxWMFjm7F+EHJQ6cIRs1wsAozwOWsvUllMLQVXEYVvrpOyaE+nc7xIJXQC+9s3G5sBncJx7bbtJ2HA7o0MYwDYRIgcj42cVZK6Qqi2BRB53wnGLNexxDh5Hg8iH7ZJCAEU5KLY7UdxPleEAFTZ8XkNjQNkczfLMmANh975XI1iduE+OVTZ0fXjIAynod1sIXr3+rL/ev+jzeyb3S2x4rI8M5vFaXJ9tSAI/+Uvf71//NnzApt5y/Wty53j/us0T2G8BYN5+S3Pn2N3t73+nR+G5+P94fCL5yeuG6TRQul5GFus6fXNx0vkHoRDmKK2rYYOzughnL/f58eHfszjeF2Wz8ZQz11yN7naLft+/Pmnf3Y8/3r3BljKBsycDOi7lev6XTNiarwAECkANYaBkWcwq6rTKLI4TgNnI2c6iMkPXd+xFYA6pwtGksWxhzBg9GGNBmctfXFwEeC5M+si+OmHrv/u+xuAAlQjHDFBgz6LWa2WvoFum5hnEQTASGuqdoCej4lStyk712GOxy+Sc6iAEMz2L3U/9et1tF4nbd0dz9l6kwZeAEdwqGHCe/m3JGec+oeXs9HYspjnO21Ta2TEpJM0HPqhaQdjcBjhpqqbtsXaurm9u7iyxDBNtg3e9q5pEbHu3u7yrBj6/t2bG5gXwU1Y12V2dXszDPL19d621Xb9toXbKqgo/CBYLaJXQCrAF6uphYIlJdDJIbDdNmV99h1AMGhjce4NU9Y0Awi4XTh8CdDKH3bX77WyNpt46Nu6asMogj7SBe/9uv8lDAKMHWqb/cu33//uf9M3U9tmrhdSaivTaslc31tvtufjcZra6+216/FzdrYsHyMizVRmZ4ztdBlRC1lWsH99Dr3wu999qrIaKPowE4V7exgAiowxdnjdx8liu/OrIv/l13ubB5v1VTe0FoYLvwXhOHR9c/f160+DmGwLuIKE+EEYKiWj0B0GAL5VbR9GuDz3Sbxoho4xFnqQgB7A9gwnZaS7SfYW8Zs2Y4xWzenDm78zODydT2nM0mVY182PP/8UBlerZWqMmSWex8l2rCLfL1cp7N/k9OuXL9vdx/Xyyma065q2mZTqHccuipxAkRL7/hIZoo2AChkBG/M0DEmytB02DTV3vTzP/SAVY921xcfv/m7om+Prcz/AkePq9o3rWPdf7mfRUwbOgCTdXXywNXwt4EQno3D9+voMUxPECSEwGjD6u0//QAnmrj0O8FiPI48y0rTifD5LMV3f3qpLcZM7tu8BksfCuMgriDZYgIYGiOQkN9sEwbB+whapy9p1PUxJENiB61xEON48K1g2GpBP0os9r+nGzSIq6yEKIZc8Tmrox9BzgIo/zXEavr4c8nN5fXtLbQpLIQQ6BK1x1w3DOHfdqA0G8KAW3324NpDE7ixmnY8niznbq7VtA4WpbyejtR+68wXUDgCn8bc4Gxu7CaAe/STGKQig8qWUzE+lxaBkgi+xsjyroiTwXKepe8CyufD7lAArslzH5TYkKToo7PQYm8UqBm25BvACTtYB0kBBRAgqQ1APEODuFJNWSlFMHYd5AEuFUIcyKnA5syFCB325noAOESEp5DApIJVRgLVbxNAL8qgBVHSgjamrCdciCF2CketaPqTIgObkcBCDnE8lh7IUAXEqeDiVzSRjJAici4ZuhpqfJvDQgoLHhLV683Y3XTxmnmv7CDkuAfqMVNM4nbK6zARAqNBsNG6avqnrOFqAaz1xLgAi5DILCofwpJg1pFvBW8Is6N3GMXwJwGWFDZSKoIQ2S6kdWIyD+nAcBHdsBHLPyXYtcKdArJCIaeonowwgnpqmN1gvFtE8ayFk4NsxEFuoBPZASCk9v2ae50ax53iekubx8WHohWVHYIoXM5ThQHcODU7Ltpt2qsrRcixHQWi27ialZm6TIIDeq5kVwQrKaVGaHQtlSJyGh28naIMFYdNNcAXVEFZercLsVK/TcBpE0zSUIWtGQ98FYdB1M6UsjDwbaJHUBaylC0wzA+xpTEldo9MZZl0Od58fC89xiywLI7jFzVLdvv2AES2zuh9qpXtiLSMSGUrGtgeTOOjaASBKwSysZzGs14ntwqjnUtdBwzTXRWeIB6hy1y6yIgjdRZKAMRH86ZTZ9OIQn2dI0Dl6NpRfRuCUcCD8OEpJKWAaDvHFbhx64kesawWw8tuaXXkAlMP48HqMIlgeYkPO5ydqccZSSKhqBKiuuhdzN84aWEaI5vlr19sEOc/3P7dt1Y/dbvOHxcKPE2+GMn5PifKhI8S1jmYJz2DPoVWWHw7PYmrXq9s0sopD23YjZZ1tb/dPXy0nDsONn/qASx7PGlWcbuTUNM2JWmbqRN/WYYxd3zeaTZOwiLVcxWEUPD+UddshWNHXWrFZj7MQXx/+NgtsFFqvbuCoO1TEmCjelflpms5+kLy5uy2L1+O5MEgt4ut+zPNi3wzHwAlt7mf1U130nNu///4fhZjr8j9ZFlSwGOPF47npyj/98X9X5EVefuNsMc717TV9Pd433dMivl6vb8/Z6zCNFAfjIKNgPbTd4fXLh/eBxezX889N/xqFm64rsvOTkM3DvgjcHSa6H3I9yfI8cWfsurqFSjLTunFsOwp3Spi//fQvwzil8VbJ+fPn/3SufrHoWsuZ84ESvFleBcHi8eG+bA/L5ObDh7/bn770fRO7NwrlRX1/zi3wGdPBhlzeQurh8fkp9EPL7g2iZZXtXEeKsanPcbwMVttxqprmVSoqwVeO16vrSZan81eL8nkeMNWzytbrO4VHYpzt1Scxqropfvrl3w1D67hW2ezlJCfRLFZJGm80hlc/aJSncjxVi+TWIgHBNHC3ZX1iDKibkfvJtfz9yxdmhyM80urT8QvFFFBYtjNMUpcHMQ/MBvdOXn+OgisxtfvmJfCuDcGJvw79lFJ6c/dnxniV78+v9+DMHFqqnbJ5pZazJBDkq8tTP2av59KmAUIsygvgUTPuwo+eWW9uXvf35yxfpben84Pj0nmcT6fHsjre3H6HoVdLsyyzKKnLBmN6f/8jISRebJer293VxyLPLBuY765D+75+eniq24Zih6/v5mnKjrll+Tbj2/XNZrO4qFbstqqlVrHn12VXlk0YeI/3P/dDz2zX8UO4BbUqjGBs/PXhG0bWZvsxO50soGSotiu1QufzvcW4H6zENL/uD2/f3hGLlnm+vbrZ7N7ISYdxoAzoNLPsyKg7k7GpG26HrrditMyOL6vtu7eb6+x8rOsiihZXN5+MNk9fP78c/sZ5HDl34KAjuGsLxlw/SPPz6ziWjGELhza3b+9uOxiU0Nubj8/P3/pRPD3uMZbcDs041XWP8LRcbJPIgvHcIPJzGSTBZZ+ubm/ejkMzNKXnx7ub2+eHl7JsALTN+HK9wNrEcVg2AhF1c7UghHz99qInDKCXwMVgFQOCG0EI4DGYWCGBEIhn4tidoesyQypr1MqA8KkuW9e1/SCYRuhcWRaSYsaIJouo66bzMIaRvwpsBTnPHpRLSrrOhS+qDBSobHCvIwNhTnjqTrppCoO8RbpyOC6r/rKZxI57oUgzGjDQMmAM/ndKWQCIMqutR8fzJyGG16bMK9t1e62Ph8cgiCmxTscX7vrHU2Y0mYYmiVabzXa92vzyy+e6PXp+SmvceDZsj+FEwRw7UArOV10LeD6heynb0FvZ7BMjTtdVXZtJ1Q9jt9y8X6bXng8/Pm3XBtEShs71KS/3zKJGs9ub713Hq4o8SZeU0q5pRzEymyXxVgttsLQ41/C2GZmNb68/PD7/7eX1JYqjy8FIISLL8hh6EUKW1qLviTFQdrcZVlIQWBtYnF4UmmhOFq7K6yobURKc8iLwwjQGpDwY1UFRhCggHOFmVTU9Y8SPXPC5l20C0SWYsGCsg8QRo2yaAVR1AfCmizKnGIlZToKoElqIYegKOWXHmoGlTQ2iIYhorbr2sFrveKAMGBSB79335yD0GOMvz+f96/PdmzstiVACgcBQl9lsjGIM5skcnEnBKIbX/d4P/Ox0ntWojSY0KYq6rErgTneDlDrwnEWacAcfDi9Vc7Koez5jjPg41l+/zmm6bIe+Kvubm6s8O7/s94Tau92nfiiBlj0KhM3L0/3PPxZxHPkBnwZBrXC3u57nrBoaZm98zzeIZacjwoAL2788DFMZesv8dOQe8f349vaTUWIWzWG/F+JOiKqqXpbz74SAA3GaXF/v3lfFKU6c3dVdfjw/3P/FdVcI4ePpnlpkt74O13F2fimL6UKCrcvSCuP3nLO+H3w/WK9uGEPPz5+LrCYWVyq3bWcWc1WWVdOczy8Y0yRd9VBn0K/7r29vf8/43I/H44kRuMawrmmmKHUccnh9DvxFwgMXLC+llJggr4V0N4kiMo5TW9UK/iwSIOTly9CtOXSbZOBajgtoGakmiwV13Y7i6dOH77150dSd1uPN7Z9W4+3j/ZcwSpk1A8jkqcY4nEeUjwfOnM12tT8eivPr+/cfb26vs+NrUZz8IPrw/p0xqMwPCHNtiiqvXQ+2aXF4U1R7pac4dcd+GjqilZwGiDUqMU9Tczodk3RLhJ6neSQdJRCMOp6OXVMbRWzu5sWeUBwEseelxvWlmfuuG0XDtQuUKmhO8fuvP5dlZzM3CABteD4eHDecha6bKY5cy6YKoowsKxqEdBonRllKQ0Dm7dvrIuvPWS6FXK8TyqjMUJ4V683Kc9nrMWMQK4s8j88XSYnLrTCw62Z6fsqWq7ir+7YHOk4SOstNasqhbYC3DzHIdkQGClYKWOgoTcG9IQ3uO2nzkdu254Vt16OBirGP4/A3ZyIM+LTyA8/znfO5lsZ0HZDDLZtXZasQ7FfKogtcxhxqCOm6gV7YYwg+bCWkwuPUNqPDLVgWaW1ZFkjgprlrBPglmHXOuth3PJdz1z4d8/Vu5YJ+XQL7bNa2DV6auuoRwX5gO5y62+iC/bS7qsf/t//zf6cM3JOhL+dyjDGkvKB9BsVRIOZDfBysDpCWM6Sf5q4fHNhiAWVjFgoDG0NPsqMMlGZB6KtZ992gAdEJmstpkEHA4UwPoELsMBucIFCpQIPobEZcF0p3YpR+AGi4CR6y7CKhh4AvIUQb3Lad41pxDGivtgZxnONaFEOYBMLusKEhBlDgcAUvq6YfBDF2EntByPOyrsra89x0kWCDy6IeobFOhklSpN6933b9UNaw81HzbJS1SKPFMgBkvzanQy6EiMMQRA9gz2SeB4oIEDtGruvYp2OWl9VisfA8Z5rm7Jw5XmDZ9gWmD4Y90L86DizhZz0OEijeSnGXDZAS1hYFeKPvgzNw6GfHdcUs+1aM4IkGsw5GAHgti67vVBA5QNSZQbVxPtdtVwUB2LgduIG7ZVGBUJU5p9fTZZDM5YzC2JrFpX2eOEXWGwiB4OxwSpbpy/M+XSwtGxXH5yCMgyCZhunqZk0w8Xzn25efxay2V+/GafYcWEnDqFCJshySCOLVPYgpcZm3UewijWyb+kEwj6MfcTAxYuJwa57x4XDfNPX17cemKrnDyyq/fFgOID3WV9vdDmngYUqliyKjljN0g+tzx/PGAbKUaZQYpIq60UJx15onPQO9kMRx+psRgREriMBA1LaDgv0dATHuhTx7WToZPwJeAqPWLATQO0GA3al5Wq23DKh0Sl80G6fDqepemqawqT8LubnajtMwT3BwjNMg8tKqzmc5d70Jo9hx2MvT51l0PnjqoI+uVVdUR5cHVXt23TCOrq5v7w5HWAuosUuXycPT/TD0u6uPZflqlLQdpjXVeooin1lcSw/DNb9Plt5f/uUHjCeLD1FwE3lbqXohp7x8WCS/oTuwmlGySITosnIv5jZwb5UE7m7XnRQul4v35zwzkjAL8tD7158crhlZ7m7etl1RFS2xNFQOmsIPLGqivh08N8yq+0vTFhHMPW+BqRaikVJARh2o9H0QBHVV++7CIHk47q82t7MazvkzszxMB84S2woty27brKrz3e5OzH3V7hn12/5I4Si0uFp/ej39IGQd+ddNXUndUwrcKwIz0TUc16aTQfMqvX18/lXrMU5268W7YSyZxXxndf/4V87prMwqefty+EzYaONV6O8Qmqv+AdS1/hXG6vn4N9fxrq43283754f70Nsii2BkZeeX+/1/QHjapv/GonY/5dwxjCS+uyjbc15+pZZaJ99z2xdySheboc/Op7NQk227Zf2EyHi1/IcoXGo0HM/f2haaV8zy3t/93fbqpmpOr88vk6ilbpPgXV49w7lbz5F3s9psuy6rmtIgvYjfUuJZxBpFH8Xrw/mnU36PleU7S+inUm7bblvvo+TKUJafvkA5kMe77XdF8+K6qTF6bEvIK6tptXxbVM+r5UdCed9kRfltEs3FvlVuF39kPAZ3JZQ82+XquiqP41h/+v7vMGHHw37su5u7D+lyDV+hU/6y/xxcJlB5+cX1Pd+LBezLbd9bbba3FsHH47dhbBjjb998zLO8gx5RNkzVp0//leu4ZXW0KLYoX62WfdcfTwfIr9psvb4p86IqC62Uw52b2yubOWXdN3XZNG0UhoSR1/3Th/cfKcX55erour7RpOtqm3sEQ+HIj1zO7efH57w8B2FgAcKJQQmoHTmHha1W2vPdMEjnSwPQBfsZ546DKH15eTifXhbpAiPLC8Knp5+VERgUmlKi2XejaRQW5dur7wjRhGrL0vk57/tOzD0yaLv7QCiQb5ExL48/IiJty/njn/5Xm+3N8/PT6XBQoOoWjJr3bz+UdfvTz/9uu/nw/v33RX6eRG+U3mx3APQ3aL/fgzzS9gnG17cLitTLHmyllu1MwxRFIWD6OfdCx4YfFXosquxUffp0hTEFUIFAgc8Wi9CmtLtol5Uy/SAmMSchEIn7blqtomjh1vW0fz4LcPoAYz0IvAiCZ0KC4xS6JdQCHywCBZS6CJaifgD5G0wn0aUGw53lKnx5ztpObK8WQKseBKCcEXIDbrTwPbdrJ84ZJhjsdzOsnIq88QI7XSz6ql+sotOpBAFaEjMGvDhiYc+382PmB36yTL7+8g1T2w/CcRyBZANhvwJEQLP49P33Drfrqi2qUoIV1r65vW6q4/39A2MebPDVuN29b5qyrirw5Trs+vpaTNDLhW5FP4HK2mIIyTTZAi7o+avBJgrXq/ViBnjfOPVdsoyKInNsl7uB1lbb5AqJyI+RoWJuKXW7prh584FzryhOjAECMYqCoqimARTCFvEvINAT+Kt09/bt+yjcDD3Kite6fX775l2W5Vqa7e5DHMVdWz6/PBJKtlcbx3aFnLNzSTAgcHbXq6GFRFPbwA1ht930/TRDzFuejsUghjiIdldLiEohOU/CdoA5OQ4ijgLwAR5Ki+rru6QuJ62AvyIgIgUEv+129/jwNMBUmgO0cOr++T/9+yhKV5tNEKdVUZTn+ur2itukqlpCwG/te15VZUB80tKiQs5GyNlzvaurm9PpYDRlttW2+YXO4hNsB1HU9cO3z98QnsMo8YOoqorQD8ZxTNPo4fFHxmIxAVACIZMkqzBaH17vm7p1fMjp9G1nO24Y3DqON02DzfuhGyEmBtxCr26ysny1uXV988eh6R9f/+dFuvn0/r9p27ZpD1rr9Wp3Oh4F6OXaZXydF0fwLkbgBu87OU6tQWMUB0haD08/IMQvKJGaO+52e2db7vPrD763iuNokS6/PTxizK43H5ruICXAG5VUZVW4vrtIV+OYY8I5cxfLN02dBzC8kFVzNmYiKOiHKU0XbV2vtqmY9OvplzRNP7z9h/OhnOYB4rLY5Of95ZAQLVdXP//8Fynl7nozA0qgi4LNu/c3dX38T//8/6GW//7DP1BiZ9lL4C+jKBDzuH+559z3vUWWPbRN5/vcA/c6m6Y+SVYUuwIyESGUOQG4+ui6HmNW01XIqDLrr242wBlXmHNoUljUtWyr65pplA5n2gzThF2PnbMfxSxut3/2vOBl/2RRe7W5knJ4eXpI01WUhErR4/G1bZsoXawXO9vmr6+vmNLvPrwvy/ynn39y/UUQhJzzsR8shgDRP8xX13fn4ysiMogWx9enwF+6oMbiTXmaRFNVleu6GJwf4SQGgu317mZWKju+MEoXq2XfV3VTwcTNX0ZhIEDrUq5WqUSkrqo3N7usqIUcOcOb1TaKg59+/tq2w2a1dl2moC+AxSSiiHejqIr25mbDL4spIYTn+0VZde1gNIXrnNKexx0bXwSYrpjVCGx8YyCKbyNY1JHFwidUTyAAG8LAlko97wG2t90twTzkQgqaEuxfQn9lMx6OFWyhPEeME8hvgbsB6/dzVnLuhgEs5aLYwxRrmMXBgM4DkwrEFR3XnpVWYt7skrLoLUbDiB/3DbVwGPlFCX3CNHbBnUasqh7aprcs6xJVncCCRhAE/RGexOz4fOxBbrNMwQLC7Esr2agZaQUZR6gPKkQIGEUJIII4IRp+caDbW4TJWRKiETAQpxkxSJgRm8FUniOthwFW0hYoQwGOmyYB9J+6+aKktKCLTCig26DaZzxATtigNRuoFGJolR844coHupdB8PKF/CYUxoIAKGfgiLRxVQPYKgzAjEMoII/LcoCBooXDGK68wyCLDKAIzLF9N6KUGaSLDBL2SQw6WwpZe1gJYqS450mlm7o5ZRWohJh9OU9YfQ9lYsb6qhYQmEwj0M1Dzd3SlEgxK/CSgZxAzmqi0mAWBgCuGMapyPNLfoB09TAN43qbSCmzvL65ARZzXTd9N4LG2LV+k+Rw4IjOFJR0SEwApHY4s+G6gqC1aBMDX15UFUPfzo7PDDi+Zoo1SBi5vd680UYd93vH4efjyzjOm92NlJOQva2dsRzDKC6hHGjDK2rfKhgiTHrWyXKtZuTz0Hd5kRcadrKOkNhyvAreH/p02lPmWHp6fPjJ9ZIyx1U93L69bcqBEjBE6VneXiUvh3IcJ0QGpSQl5vPXKo6u7YITAuRoozEliCI79DdDD+61YQARahCERfYK1GNmy1mNE7AlAfFk20EYADV9mOq6xJaYJrcqiyAICWbEZsMI73ibID90jdaOY3W96JXYn9vQD4rskdnWZvuu7yUkxEEtA69J14GuNiDDDEwi/MiPIndoKynk2MvT6SRkz7nDHEwG0H/MiEbJyiD69etPsxri4Mpz7cf8b0BOkxgzro14enwxhnjhGtH5nOXY2JRMb9782Wh59/bD0EOZ83R8zCGzTvsuq3uXW3G4ZvN8Vhdwbdu+WhYI4t/e3RxeckT1ICpg9XShVI3vrRnZVuWp7+qb3R+z/GvTTHrOwjDcrLanY/7LL/8hCqNpHHoIptxLJNeLd0rPdV/Ms/C9N/3YF803jVGchKvk6vV4zrJinJokuc2LL79++Y8UOLf+PL8a3EdmDfu98SF0t75nTaKAtbHAk2qH+tEfYoSIjT+qGX05/YdJDh5f1N25G0tG7aGrJG4MfiI60Jra8EUqvz0USkPYG5MWG4UN17p/evqhFwfHASGymHuNDcWSgPyjHTpmW57j3vZDfv/wV4KdyN3JcX55+jbI7tKTPI1zrbGtpdVAz0Eu4tuundtpzyzSddkkn/uhVAYqjBYNvn778XzO4M3aiLo/Kz0aMgO2yFCNBpu7bWeMskddtvVr3/XQfVQ2QXwQzbfnf7Jf4pvd7zebdw8PfxtlTxHjVjyJ6Vw8atJKCfyxYRgszz0eXx6e/zLJLHDv5DxBpr79ImTn2rECZON4On+5oDSwlOaUf2OAsy+pFVgWf3v3X4pxysq/zYpud/8FpJaaA9g159YiDqOoHV4neWTAe0tgzqpqgizPXnV98fh01lotgitFRiFzGwh77nr16Xj6sRrOSx7kzc+Mhq6zcL3g7s27h/sffvn5PzDLu337fnDojz/9f9eLT8kiBl4EFtxm6811FIRVk80DlDZshw1t1rrcdVyE5+PxGwOjYOw48Hq8ELPY6XifppvAXzTlCdkKmZXjeFih4/5LXj58+vBfh/EVd2OEtIVBzmaQbsrsef9r0xezeP/u08ckXn39cm+MihdLNLNqmoLA7bq6rpp3H77DGJ+Px2ixpJzn+bemCZN4w4HkbDfNqaqzy9sE6iLjNNX1UYzT3bvvLTZ9ffhpEkNdNq4bOa7XVDWbPNhnvn4e+/H2zcdhbLuu0Ui4wULK/uX5J0KwF4SBu6C0V4OY5rEqj4vlLbN4A2K3WCPRdsXT09eyyoq84Dyexmqaupub7wwMVb2r3e+Oh2/r1ebuzaapm+M5PxctJViK2Qs9Snhdn7nrHQ+4Kk7L1TqKl21T6RkrpfMMHAAKLY2GToTrOnFg6nKumiNMVGdZ5r0feJoCr2uW6uV5jwkw6+PQoRQP09B0FqL49eVcV5VShoEUlhOE9aQ91xXg64L3MqhiDTT+mcVtTrqqfy1akJcOU5JyhKAO0A1id5MO/Uwo69qu7UYHdmWYYuMFYV1Vjw+H1fUOa7g5cjDI9VHsLNeJMcR2eTdOWoMXhxDdt9DQxhSPvRMErmXzr7/cg494GZ0ONXM8z+NllrmOM8AIxhoncTweIR4ojYXRp9+9a5vux5/+KU2vr67f902PyAi45ocX7nAOr9Ti/kszSwlmtrZuhwJTa52+efPmd77vfrv/1fNcPwzHsT2fJmZx14+4TWoocSUa7lo5dyDVMgzyeHiC8AiPLN4tNxuAnIFcfTIKNFoP2f0w1Gkah8GCWPxvv/ytbbLr3YcwXicLyAnX9eGc3adp1Hcmy9vNYsmoqarKsmGhpJVwbB/e4nLcrBNqeXKef/n5c5osXI/bDgTV/vb5MfbDy9GHBKGLekUoCJdtbvkB3z/suesHEWRD94encTReuLjZpVleHA9f4mBXNfXQ9/NMgjAw+GQMXi5TqYkQ7SzU9urGcyDcPvX6669fAz+yLCfLXy9SRydd3LgB//XXV0Tm7faN60Tfvv4yTVPwNuz6psqn0/k5XYE++ZTdS3FkttN0URhsV9tgHAtthpf9k5nd7XajtXx8OAThznF4Weh04ef5a9U8NHV2ffNWyLJqDk1TrJLvIz89nz5PoC7gHz9+GKfq8ekXly+408xzv0jXbV8NfYewnUTvXSfIsizLH+oW6nZFfo+xh7HVNCXRFqR2iW1RuxtOZXkAHqwR0xB0Q2k0WE8i23csb5bi/v6HWYL0KI00NNyqrCqGrm/KfJ9G27o/KGWSKFkmV/v9t6aqfC8cxFlOVlFMjg1akbatoRdgYcpR1Z1mmTPmZkc6z7NNfYqcL7/+8wBrEuK5yWK9YI6DCc/yo5SS266BBswcx1ezev3b1/+p62+2m3eUOhihp8cfP333b5aLXVlkWfZtkeyQUW33es4e16ubaerjZKNUwzjhzooSX6OZEnrcPyM8bzabMEr3+weKseMmmlRhskAmRKqhBi6Ei9Wq7yToYqbcZt4AktuEmJGgfrW6mwY0wjPk7Ljh0Miu7ZSUQRwfs6dfv5aBHxHKk3gbh+u+z4YBpkVNV3/9NmkDtUvPc+EK0LdtA75TSmzXj7v+XNX7YRiuEJuG0XOERR14hTEp2gEZBd5i5iIC57yyvB/HerG6srnq21bKJF1eGThpQ33Q95049tebaBxGqrGZx5f9iXtEqZ6H23lGdTNy293X+w4kh9u+LdLVinGraceb3cbjzv54RBInaco4LQA/ltsU3d1dXzpGxHdYkrhNOzw+nC82NX2h3XrcsbJTNRnkTM4kxr7tGWEX3qbneW7RjG03rRZeGNi9RSDP2I6ez0cxh5ELy3toOoBHwRgTx07TjL7LiUVasI8Y22J+xAAqKU1RtEIMrmdDPdemWM0MIPRwC0AIn48twqauOiHnwPHA9+PQU9baNkcIXV0nUzc3rdAYlqvggw7Bv7DZBhST0zTTyAfJik3qGnZp+P/0f/x/cm5xh0up0QUtgaAKY0swbwB8VghwuYSRD2hscFiHwCshCmjK1Grrnlk2IBY7MfQXrYMGP1ucxDa0YI0f2PBvxthm1A94CyprHSdBmXewaTPaZpTb1IE+N5qEhn8EUk3tcDYMAtCfMIayEEITZBzBeQIPRXCqaSBxAVVFeo7tOrBKmMXc9vWF3oi5Ay3BcZxHoHFAUzFKwDXTNYDMX6yXGJnDPiuq2nPdN2+vhQB95/l8CINws0naTlCMtltwIbzsi3kCUhazrfyc9d24Wq8dByhV0yCi0DUYAYFYSETxNBr4TVLStWclVZpu3MBV8AMPsnsLiq26byBITQjgjKHUfsykMFd3G6NNlXfgZkG6qwfbtQnFz08VAL7w1DfVYrNbLRMxiCBwKCUDdBFmYtHDfn+x5fF+mKIwrMvn0/l+vX6XRNeESkNR36pxHF3XRdo4rpvlHfwdEbl/+RoFQZpcU8osmJBbAAvuW0INwZpSC4CuCg0DFGrTRZTE7jiqcZ4ggTspIQTBhHFLDH3b98yKZkEtG95SFmV1c66bLowWhAhgt9rghwU9nR7GfsaWc5kauFV1UqK/uXsv5dw0pxCGpjVgduDmD/VibZDrsksnXhoqFulyFoZzCiiaCSDI1iXcqmbk+eHlpxgFgd/WQO/WZnL5oq4LRAx3wi+//sC4Qy0JretexnHCYTM8FdUZ+h0QFrDFqI6H/TDlceqHYQo25H7idgjGpXm2YIo8nc6nMFzUdWZZbLnYCikCb4kB1j22bUaQW9flantjWwFjhmK4PA1jV+RFGl29Hn4+Vj+6zopidnP7x6J88NlGqqmuc6nU7dX3t++/e93vh6bFVCyS2+fDry+Hv6bR+8hPMBWn/NnAdGgO3Kt6ODh2hBGLg+BcPol5SMLfp2G0P36Z6ZEDiep6nLOsOls4CAMfdKvFcR7xYrEKwvDp5a/9fHLIneeGUtaDKOAhTmzHjjEm43ycZA4EMxQ5JMFAq28ImNs8ZFQz1A4LkeajerFpnIRXbX+WQOCGpiXC0mVbpcxscp+v2+EVKiWYg2lDFg5LJjFSFGLajzIP3NTI38oSA2xxqWeQpIh4fIEIqvpnz4mNop4TteOpnV4QYgFfUORU0yNCI8EeMT5Cs0W5RUOkLYVq1/Vdeps3XwDhqgaDKCizzOjZAadbCwe9KDoJmjuHrCZdU4oDdtWIPUbGov6sO4fGtuXW42ERX3s8VZLUzbmcvgZsvUzf1e2+HzPfTa83fzzm96MowiBqOyC1DlMHCAHCsmIPa1MWJ9EbbHg/FuNUdWNBsLVdf1ykb4+vX6vu1Wi8Wnw0CHVDwS1nFCWxrGnK2+meoXAZ/4FAWbGEDDa1Elhy/pMU86Vjtg7cRdU+CDnuVn82mIk+Q8BGs+vmcb363g9XRXa/SNdFfZ9nJ0L0p+/+zJhXZq0XxmKCc0wQufM8uW6I0fz186/c54v4aprG4/lRzmK9ujtlL9z2VulazBLz2UIu1AiwU5bHu7d/RzH++uU/rdbrm5tPl2Bwdsrvh1773mKxvEqXy8eHe9dxGHhrCePslD8ej6++t37z5q3DgvvHX0/Zy4f3f+bcBXvuVBiky6IIouTv/vQPzw/71/PLYrH2HPb09I3ZvsVsUDwwk50hIjt01Ti22+07ZdTQt4vFjc3o6+sXjYTNIqTRGlZt9vn85LlJulwdDt8ubYKwKA8WcW/f/r7KD/df/mV3/bu6ydebXRitquqcn14oQ5yFmNDV6qppq7oEB6bnJoTiZBlZ2G0bMDe5fuo6LtBiu27/9LcoXty8+XTcPxtk0nQ7jM0AovBVGKTHw0ueH65uPkitHEYd21qu4XoAAQAASURBVNFKJou07dtvn38hBL1//10QRlnRqnG+ukrPRXWRLEVSaBsiHxfeNSPHfWUwGSeRJJ4LDmSKLaRmo2Yo5MC8mlhVWVGC4jR2QJyDsnOexMDO6YfZdQG+JCU+nYu2G1eL2I94A47s/oLjb5jFv/v9DcWAyx4GUVUdtljoO4zAc7ifLuYGgrJDRmCiHCGjkyRkDjkdS4vaddtalEWxZ4x6uL8HoFgY6UHc3q76Qf7t5796odfWp0W0/u4Pf/r69fOvv/y8hsZUGEFZqz6enjSaXR6uVlutRVm0iCBGHK3Eu4/fgQs6KxHYBtQwVu1UqpGEYQpGibFWanLc0KIBJg6xSFMckzRZLK8tiw9DU+U5d52i+gLHueBqnMGRdzw9hcHizdu3l3N/7nBfzFO6WpcZRN08L2o7GByURUEI8kJX6cGxYQUNhoKpct1w6MFR9ObdbVPnp2PueT70OpzQ81men1x3+ebuqu2qqspnOSDNwjACX5zjUYvn5wKm9VQFwbIs8iBYeC4Yw5sWTAOXvR9oShaLeJ4nSo2UQH/N84xC2hJZjNdVoczZZk4UrxkJf/36L5Atpd77T3/o2vZ8PruccEhR4cCP2y7HxHp6+tw37XYHa0zHQ6fj/SLdxemuOJ+U7n3XM1gY7Us1t03VtHs/2KoZVgRpujpnX+HUV/UIoe3uegYu3omhGGEzCySVOp0e/WAXhBHS49RPWfsgpn612MGOWQMMNo7upmn69vSDBewAL47T/etfbLrgLGAsrsZv4/RC9WKxfD9L2OlhZUszOywY56Yd9rblEQLiy8i7GkRX1k/84j/g3HWdzTyDAqqb90IOHLB7rkE2wcrmNucJUnSa81kPRPtXq78/1f9Sdj/G/HsAGKpRmWGdfIqDN9/2/4NtE5umb9/8Y1Gc2u4URWvueF05WgxhJsIg5cz2g8XXL/cYC4txeA44C88NtWnb+mTZieOuuIP1jIv63nV9xixGPKWAdqE0dr1ACNFWJ+ZMabppm369ujqe7ssyXy7u3r//Q16c26aNlzA3b6vJ9bymzv3ARgiOlwiZOE6HcciLR88NXe5L4EPSWUyeF9dtBht/NxzHrq5eHMfH1Ar95TQrz4+6Om+Hx2Gc37/9ZPREkOM4V1l2Ppd/k0KDwJsB/ch1I7i9P/0CzTfH88Nolu3d7XdF+Yw0t6yAuwG19MvDox+Fd29+d3h9xAj4kK7rKTnWdV6WxzSFc4UfhsNQYzR1w3loxXL1Ts2DZbmGWEG4mKDCXCg5M4tyB8AZ2jirzU1TFcfXh/XubrW5inwI0NVVNYzDcpEwiz28vG7Wy75rjZaW5WhENqvl6fW1aGrGA8d11NxbRCHiINXfvHkzjPBNdTy378Dcxm2mpaDM8j2XIF3WFYgXqA1qcdsuizbw+WIVdM0IXBIAXIHcjGCcLgKwcEppWaSqRopQDI9/1vey68aqbF3f6wfBQFIQ1vWgpDIIS6ni2MMY+1BSE/mpdSEqLzljq43/7fPJAIAJFiTpEgbiVTUGoccZqppRCjg2EWZ19aCVWe/CYRBl3viB61+gwcwifT91o0xi13UspZBjwwCibQYwpFKiERgKNNzLhBdw/H//v/x3UJ0d6jCKCeZ9B08WcOARgGTOUg/DIAT44LnjOo7rOxZhiBCo6xlj2qY1ms5SDsOgEVgoGfxMQryCYKBrLhZeXfZihiWpG1hjJ6CVR7BtUQMh+5li5Pvc5qBiv2RdSOByZIAfLRUkaBEirstAOUSNNrgqQV0NyE2KrMvvpGk6pcAVYcEHZimNXl72TVN6TprESRg52qiuFpgSY1RRDufjM2UoCCIbONEy8MPtNrYYu7TmIMJ+aaZpAaB8WM62bf96AHLXdpXanJZFLrWKogQT2reCWdgJ7DxrDQZ9nG3T06mBemTkCdUDWY1782wudwa4lM1Cnk5nylgKpF4KiFGD+rYf+slxbUxJ20BW1Q/4ZRcP5+uq6kHucUmpe4FDCJoGFcV+kXdwQY3h6HY6Pu6u3iBjMRvHSdg0uUECGbCfG40vC2Kwpft+OAnd92MYuq5LhZyMhkCf58MlfBjGaBnIaXQ44i6XYrKo17bNcrXCGPaxYQwX+GEEw46aLxGjuQcPm9H9MGDECGJSSUREEgfjJNuuEuJy9rqAW+Mo1VpgjIdhGoYZwKkIWbaxLO260QT1Za5NlySrse+pxbQiSRoPQ59lmdHUc8kwNL7vgRPUCZU2YpothqHMjqSWZpqU43pK4+x0hEsR6cXUR+HGD7aH18euL/u2tywap8vsdDyfz4Th65sPdXUO/ERAn3CmoGl0hW67pthsdmo2z/svRuPbN7dN23/+9RfOnDdvvrc4ffj2bRJHZtm+u4ASDuYGybJosvO+H6sgjLU2xOri6MrAxHGwyPbPf//fHA9P9/c/WrbClL65+93Dty9iHi17ZCTKs5OB4DDQag1tyvol8FZgnRJ52ze7+E/IIlX9VPX70N2F4Ljr2+FMCPedq6Z/HsTRIOHzdwZLOWcYW757ZZCo2kcJwzwOoEKiLYvPQl+21JPDPamGfj5a1Pf4RsppnM/IQP6BwWZ4RoZI0yCkYPyPI4yoNMXl/7R++0/w/iAL6KvQ01KwQ4PuynhRrCCMOEaWRh1CFCHqoK1ApUYDOMSQjQB+DnECg8CLiJFrYXc23eW/NQTqBDNC8+X/jTKczib////SGqr9KDK400YiBDkugnwN/8OOoNQhi1HnGuUEx5d/yeUhgrBF/MTfVMOz0tK1twCm0pNBIBI2hmg0Au0TwcMJG0+jXqHGpleceRZxxFzPqoMJJmEIaWoRpYCHrnQb+jfALRg7A2I6bxndHLM9teCvEcBbCPfzg81iZGzX2hmkmvEbJfzCjY1BByeLyL6SaNJWZ6Q9ziVC81X6D8aQffk/AmYTs8jZ7pZ/d3/4nyZZhfYdtkzd72GHg+Zt8o82C4/FX2NvOYhZiJ5algZjxOA7N9e3/7auXutib3EShutRQBHiavNeSwjsWxbyPPd693EQ3U9/+++1lqFzHcSBQajKq6bLkCHb7ce26RfLbZSwh/vPDKQm3SK5evv2777++gOFDaaqu0MQBFHwniC23q5+/fwvbddCczje7K7fZsdczGOSJlJMCKH94de2qad58Oz4H/7xv56E+Pbts+34EuRh52V8u9zsjoeTnMff/e7TOIh//0//vUX41c3vT8cvjDub7ZsyPxoDaQYxC8txkmgH3zds+q4uyn0YLLjtGzyHwapt8m5o7+6+f3392rVNGEYWJ5z6V9cfZzjRdo7n3H/7S1Ueb67/1DSZmIcoWnteRKk+Hr9V1elq891ivcnOp3RxRQixLNY2pRe6SJE8P3l+TIluqgN3kvX2bpjaaRKOE3ZNZTEW+kEPKpGT57C37/7wCLW942Z3pzWGBZLoozDcXq/Kojofz/DNWS3AuDdDr+/mJpZSZ6dWKWE5bLVIbGZpo5p6qpteGc0Im8RsW8RxAY4deOAOZTaF+DqxtJH5uYjCaLUKwMqdN005bK9jLYHj77rs9bU85xW1yPfvr+JldDzUF9bcuH953KxWN7dbKKZTyyjdT9PpVGg5RUFMLct1eJR6YJk7N0M/zKpFiKbp0mLseDhMc69mfX11ayh+fHiOo8SyoDZvUzcvzv1UwkPFmGnq4tCfVaWE9fbDn4CAqpXnhKfTo0Fgnsn/f4z9yY9lXZruCa1+7X7v01rj5u6ff100GZl589Yt1YUrQNSQGQwRSAiQGFRNGNSYvwOJEQNUEmIEUgmEkKBuURRVN/NmZERkfK031p5+981q0bs98lYChYQppfA0t8/82LFz1nqb5/k9+4+TKwVNPcavbr/o2nLUzRdvfh3F+af3P2pj6mq3hIgzdT6fojiZU3gvWbRlFLT+Fsb0y2G4MOYfXn785bt/ni+K4/7BWMCiyDDUahqnMpDifKwm3W9Wd2GcQE5PXxMfeIhukhi5D59+ECJdr5br5V0/mZfn93EaYMfuvrjtmvp4epQQ06pFELTtBWzYI5DRVsVtGG3U1Mcxm5QbR8slKbJAje542b1+9fX++VOcx2m8nnSjtBk7A/TLsRMijOPldnMDnIZLRRl/vP/p9dsbKaPd8y7JIoQ1w3zobT9oxtRidb3fvXRDLblLEkbJehxHDERWSPS+HI+Ekjd3vzC2H7UL+VwIdZXSPXYBk8haXNeXutyvN6+vrr8yun54/p3VZL2+xZh13Xnox6p7UoOu+o/Xq79YL+7K5uwAl9ALJlfr1Tiouj55r8Bm73Fdl95izmQ9vSyLG6QiZZth7LS7MMZDvinrM0g/qBv6ATITqSKYUQdDQEZDTPisybRJvPLeV90njEgmrzt9AI6DdRiLgMWjqT0wTTQn2eQuEFwG9wIB1yKaBImMH7xHki61VRRH2rcMrEoe5jJDOd8XmhPhPIUoQjj24aoC6Rhic1WLKA56c2AkAEZi+mXfNwZNDHOGExF64kNt62K5ftk9R3yJyHSsfwr46mr560mV1tfWQHjAm7svGeX73QPDi3Pz8dX1L7SpHve/X2e/ZjSEpJBwYpAmv/eIbDbv+q6BCEatN9tXgYz1qOv+YA32zjXNaZF/OdkDhoy1tQGxmaGMeW+8N2q0cQyOp8u5vXm1RAil0av94X65vlVTRah7fvkUyoKHIUO8LvdcMj11URbH6Qb7ojztsiz2eOK86IeLs2MaLx+e/t47HoZZnl0dTu+TGDK6BN8oPXR1pydY+Sw2m/Nhz0RAqEziVRDR+0/faaXSbEs8kWGwe/lgzXjz6vXpcgiCwEwg/ckW184ONzdvlTbdMHx4/69e3XyVpsu2O1fl5fHxJxkEr1/9crnaGGOquomTZZqky1W6e34Kw6TI0jAJyrqpL/Vxtx9G0INcKsCTZEkSxenzy45DKAZXwwCI10tjEFutC+LtqFwchoKCl91abQBu5QVMUkw/gmWuPFzydY6B0gvYiGHQQSSbti9P9d3rDew26/HmutCwl0Jj146TWSzyKOJVBbDZqQPeR9UOetJXm6ID+LcOgNTVR3GYxQGBxZXth6nXRjK2zCPrgWQhA757egrD+NWbrZ70+dJBVCkQNfAwgh1JTzbNA8Zo1ylE3NTDMixKwroaMMKT1oyzQNKiiJp68Ag0lYT4CYaAdlXEyrrzpenaXkaCFUXEOOISgT1LyiRgnNN2GM+HxjrskO+gebAyCJmIx1Eti3AaFSx5GAkimWZAdPReCikU5P2AfcgpH4Qg8ZwG1XdgKtB60nrwOHAOP7zAani7AUPU0Os8CxB2QhAGLRmQrNWky8t4LlsmaBAAjxJUp2AyhIFmFLEgZErZ46EDYUnEHj/dJ2kW3QWYcAtNtS/S7Hq7Rh73A/R4ThuYC2GslAkC+sW7N5QRzqlzKIftK4bbbuhnQhrmEF87BAFk7nEGYQPOo9VqqZ0vm05OkBj+/PTxUtbL1RYq/iz0yM3J0WK9jLTSfRxA0jCnXYnO5y5MAGnTVf36ukjjoEfDaplTwWIpIOPV2G4wVaumYfI1BIuvVrF38D7f3BaEoK7V3jgBvjgqo+B0PJeXSyDTcXLYo9dv3zCIQPRffvX6culeng4hEof9YRrbzfb2dH759Ol7CWySYH39KpSpDIUMSZSINAs/fnyozuf15nromqruGQ9h9jC0gQgWixwkxdr1TVcs0iSNX56Pp8PJfOwoCyBfJg6zZWGcTeM1sr5qOmPp+bQnhBwOL4O6LLI1ZDo3x1W2LW7TrquydCk5jmIwGWvq4gS2dnEU//Dj33Auo3g4HB9vtjeUG4AaUfKLX/1l27RVNTRd+bL7FMcr55nHI5Mp4UHbT2VZc0aLPF2sCu/t46eHSbf3n/5obYCwbZtTeQYv1ts3v8kK//7D91zQxw8fb1/dhnFUNbuPz7+93fyiupwfHn5eFJv1+jaOs/LyAu2ZIFGwZDR4//PfnsqXIsunHlfVKZDJoth4xx8ePyZJ/uX65nh+LC8dLUUcosP5Q1mfv3jz50Orh+lsnPny9T9frPLnx+fz4W8p2T09/f758eOl+nSz/cXx/LGpT3X3AgBwRI3ixg+cRgV7ZewwDA1xIfVyaJtO1cpWl+bJetzpB0aJZHE77o2vO32IxI2yL63+yUP2F+unZwsdlBU4Ozf3c0ShJSi2qLH+wP1GknTwO4OOCKji0Cwh5Iwt6778U2cEqpjW/qlRop/zMREEe3/+gjneFQOoDwMi2CGkGE4YeIS8gf5qnL/J/JUYCwYyPCjIIaKzx5Z4l84qcpBsEAJXt0ccWjyIGlUBkg5UoBZwYASsxQ5SaoHyyF0yN4QaIYpBX36ZHxdD8PM6h0p45NAFXXp3/vwY3J8aSPiAB+q6fXOc/4iasZm/HqxQ8/eBNhX+F/4rRJDG0JQaZQ8GYJRLjLjyB4RQJn7lvG7HH+BmDd84z4/V7wiK557ft2PVjh/hQHRX1k/WT7B9Rs5qq9FzQGNOUw/W2jPHS8FC7RqDDoPFELqlzhSaZGJQtS//jpMFR0Uibxv9UA3vackYDhzyxisK8WyYotj68lR/lwfvrFVP1X/CUJbJbxCjRmvnufEj9Sjg8uhP/ViPZp9HXyDi33/4a2VayZM0C/ohHSYInb9afS1E3k91lha73TMmniB6LB9vbr765W/+4uXp/tPHx0lXYXAVyTzgaRCK5Xr5/sNvkRPX12/DMD2dD4j02tURzJVMU5+Oh6cwzJMsPZ26pjk4T7Cnr+6+fn782PeXIrtCGAjjoUyIgMSloX/pupNsIB2lvLz8J//p//X29os4TnaH91m/FiFtmsdfLf98VWzvH75rhoMUS875COsdxblM4rU1Ci4JTJM0jZOoWC53TzulbJJs2rY+n5/q8WWZvNpefTENQ3V6Hofkcnq6vftVGKSn00dMaFMduu6AZ1PTvNBOd88PQZC27QWB8D5Nc1j0Hc8voAZnVIRBlIBrlJcHWN1RCo2+HtcbgK+8Wm2LPDkeDk3bhUnY9YExtiovUohxrNO0uP9wD6Y1qvMiHiZ7uVRhFHns3v/w+M0vv9hc0cf7fQBQH7dYA9+/PA8jIBOmRZ7lRaxGpbQem4qQheAS4oQAIq5EKIMwlQFvKuCIEoopZGfDO4cL2nbqUndFkVxtCxkxWN5iFIUcor2yLF8lSvnzqUuyYLGKmSB6soKjPI/GyWllBsjvmqQkw+jL02V7+ypMxNAbWP5TvLgu0iQ47Cvv8aSG4+G4vVrHy9WHh4tRXRQvQrALfvVw/7Hr2KvbG+e7oauXm2s/I2LTbOURsCzMpATFGTTwlOcrh1dt3xur80W22z2KQJb1xcHNG+fZgpD4sHd9XxPKXr/5GrgFwSIK7y7Nw4d79dd/939698WXSbxcr276oWvKrm6eOMbhZiV4KKScVLe+Wl9OzY8//916edV0h2+++TNKEmUbYmjXGmPaU1l6g7L89TSqf/Wf/8fadGmyJQnDVI+9uZzPIiDOas4S4I2Zg1KqbqqhtVG6revm+flpvfgyCpdVfXS071rlDDPYIouTJFiutp8+fXTGO6u6tlQjCcN4mED19d0f/xCHyySVGmRR0+X0iTPediqI4qr5nZlQsbiz9vz+pw8318Htm9vj8Vi/XIx26/XWmO7/8Z/9H65u7jhfnnU1DOrq5tYa3Zx7RyZMXZ6tpi40ur2//z4OIwv/7up4et69/KRGEsQUzgHM++G0O/52VKeuH7wWjOHBfvrpUQmyCtnypf6/e2wXya/XxZf3z//paA4IkRn950Z98Y4aVCPUz7fJ5w4LOjQ4eAH4GgqYsdbYZh41GGUetWX7PM8TAWbeqkc+w/wZ95QE2CPGYLYIWBN3FFSA7YgDuc05Q2nEOLEmBJ2XHz3ulC9DUUADYAaj2gAmcQT5wCLNvCeEq9nl6tAIvg3Ekek/y8URBJpz4y678oBQgJHwqILrAUwba4f6Y/O3cB2E/64F2s+5V+2gVt1waYbvEJIIpeUfv0OkYz6/Xv6zYTqdy59lILXpq+6DYGmnqLpURvdX2W/O3Se9LyW9SuKV4HwYauLR+09/gygtkm+NnjAhg3pZr948vfxYd3+/Wr46Hp+9w0mcBTIVgu92z2/f/kX4+mq3/7uX3c+//va/hZD9/sf/TDL+7stvi/SmqioZRQ6Ic0cu3inT6kvvtJ30cwSU3/HT49+vim+Wi01Z3hOE0mRxLO9t517d3a02f3F//7vzsU3ScL9/tmrMF4XF+nTSSZImyXqAIIZBK1xkxemwP+y+X2+u3rz5SzWelA05TzjRYNlCI2yZSH88vnR9G6dJkS6+fPetGh3GmiAfRtF285pxVgNKbVwuXsVJRCiIFzz8ZRpFgTZmKjtrTXmB3nUYgbAEsi5ENFAhFGP+fHpZb15trq+rpgvT5dB1zaWWQKCM41hCL113QrA4Dcdef/h4T6lcrpbTpMDqFAZN2Td6NFonCTRpgSBFEXTtIMKQMALbHQT5c0LwyfvTudYmOhwq2fDXdyulTFn3SRZjjsbzCJShGc3atmMGzRUjHF/f5Z/uS91rxnBTDcUy6Xu13l4VixghiGRYrWhZdbunk4ShvCcULZeZtw4J39e9RyhbxAMUwL3SRkjIsYPC++VYXVptdLbMHceSQv65UrrIwigk2CcMuygN8f/8f/a/Rci1Td92kMoKVETypxwCIYSaFCaecQ46+XGI46hIs7YDcCznNM7CaVDe2DAJ1Gi7fqTUZXkKGRE80BZ22IwzSBmC8go7Zykhypiq6TEA9SBvAHIukCnSGCJsLzVwRPKwvnTLdUQJbWsg+2r4Xh6kjAQZ7eJEcE7VZJw1WR6BVx02PAaCJowzzhs/xbD041U1Ou8DAbEzwBQ1TgIf1sL3NMo5TzGVIGylk7LAOMnB6nA51VEcgRYA9LR4HLWaDCK471vKUShDQpwA8gfolq2xzw8nREmWxxCFx1EYCOCJecD2aQBvgikRsMsM15eDsdN6AxriQAK+k8D6lJOZu0UpOR5q781ivTjuj4vlQs7q1rocmGDDMDmtQaUJDooc8pGw9xbWUhCJIVldj1qPyGvjOqN7TKjgQV32ddfHcR7FBbDRKS3Pl0CGTHjrJkZRGISbq+352MYA/mbH44szNMkyinHfjXrS/VinYCaGTO1AyLo5RGHcN2B91dqulsV2U5zLvun7ceydGTmVgfRBFDZ1C0q20VEaA3uQCgHx9FHblpyG1qBxrKNcrIu1MkNVVcjBQxYybtt6e728ur57eXyYNAFiA3F5JpOsuJRPfdfF0c2lPAjBx0FfznWccGT9H/741/3YZtnSe5YXi0md/vjdf5HGrzbL19ooHohFfuedTTNwNjpLPt3/FAZRXiw/fPh7o8x6e220OZ8OGOMsLzab26o5n4+f4mDpmZesGIZyGs1ivVbTwBhvhpd2eHAGFeGvROTvn/6a0yQQ29ubty/7n56P371a/XkaXR8uH+vhUdDPSy2jXYsxX+Rvur4cVIURzsK1tlPT7713gi7mHqALcEGRHP3F+otHIiTX2nUWDR71FEWCLgd7QKhF/xUfsIqADRt0kpzhEMI0MKz1jR0JYoi4IIjSJIcgGwrGWlif0wgTK1kW8BwRO05dJFIuMKPCebJcbqNEGjPCFijL5wbJE0LV6LQGjxA0J0IObT+qQdkqTcFoEwRUiORq++rzMM1CZwntm55g8mQMZH8QQNGAbkGpjmA6Y2zJqEY1tevVFYjMEfRCBlRrmBDajzvr+pk/wcy8h9cQklmdyp13Ns/WcZJZr8MoMlCb6tP5eRwnZzzlHM4Qa5Q7eK8gR5hT7wDKbBTuulGrWukRNnywmkOT6TxsI+cGGAqUeWc5/+T/0BhD3/iPPtK5poEl4fy3sAlESBOcUhRo6JZhdQm/FhRiRDxSc/RQNveozfxXDENJBOHOCDlOFgzHk71QwpAXxo8OVRyvnQfkP6MB8tQ4RTAyDoJ3HFLOw/PMaSzFkrpQ6X7ypyy9zqLr0+mjti2lfLP+OpDJbv9TINNpHAiH8fDh9NOk+23xm/Xqy7o9MYyyZO2xZSzu2nMYQJaudUMSXzfNkVG+XN42w6mpzpAC351e3/5COzP0JopSHo7l5URxgrG8ur5xFoJrtQWQ/Gp1+/Lyw6V8ub3+BaV+v392BiVpXuQ3QqaTmWbaUuOIWi5e90P5/Q9/PU3tL7/+b1IR744/+tHIUGR5gZGM0+Wnj79/OvyhiF+n2eYzNI8xnsTLYazKcq91J2Q0qZYQB87xuIjjxRwF2Y2q5ZzHqZwglx2P83swjhd1exqn+vbmz0Dgim3fQFImGMPWb5vmhJkq8hsuok8fv4vCOC9u2/bAOeqHAcLZmQBQ7jCYaXjz9ktM2P39BwBDB9GXX7wyxv/404/9OAQR1GeQxNXsr69f50UxDarrLmGcXF1tp368nKtxAoE8IjgK0zdvbyRkiA9FkbRNyxlarRZtMxzOdds1DAUAcqQEVl7NKUlyZ/3Mmk5m2rbRYCUAxJA2Js2ithnPpzpOAw87clzWlziM1sv8+emYFWlaAHTNAgoNCt6uHRxogtCsMgFhEcVArmsH1fWTYMwZhUDciwEk04/I+bRIlJ5eHu/X66seKgQcp8HzwyPCbLO96ftyt/sUR6kIEgy6VgEBbkTuDz8xiqNwZa2BGL1JFctFEEQIsC6ALWGCjdNxbL0Q2f7y3TK/TuL80/3fR3ECIDPtp3HQrlrkq198/c+mCTX9idPkUj4ySq5vrn/66XeURuBiNJ33pOvbNC3yLD+cHhbpa2hcAxYmQdPu1QiG9Ndv3gnBn56f0nhV5JEM6E/vvzdKLFaLtnsOw4xgftid4yQfp/P26otVcYXoME3D/uU4jHXTl1+8+cthqNJwGefR8fiBIHFz+4vHhx/7sfKOBCICNNRUHXcHKvybu7eCb6q6PZ0ft5vl9c3XVXnZH99Hcn11u9zvjy/PO4Ld67tf54v06f4nkHVQu1682x0+EhIgT8I4Phx+FjSvm12RLz0dk2hhlTycP0A0drZ1aDxX91olt9s75c4w3R7LJLhSprGOrIu7sno8dX9AJvrll//t3fGPT8e/neyeoCwkN73be3ShaAP6DvQyH3RBwJeTBrGAR5jjhFOGKIANI+BLwcA/iqEARdhBtDTPInEVzRgMEZA5Cgo7g6XM4ziBYGKGHFwjCHazUM4trR6A4+ACISEQT4+qyFOwETGi57SbMBRWeeUaAFTwdACEfaZBAMWd8XCGEz/2A6V80s04jEV2rSYDK32YdwPpXk2TjAAsoSAg07R96T1kFluDun4XhLAxY5x0fY8RB33TZAlzVX0ExBFl0wCDj3r8YIxxNnSW9P2h69skyRiHKWrf10YjrbF3k0OgRnJwO0CXy3BhvfFw5pOAX4/6DHJ3FiXxNfKqn47YJsDE99ojY5EC9D9fEyxGXV0tvxGCTcqW1cMifWWMaboLLDMYu9p8PUwd5SDwHofOusvb138l+PJ33/1HWZIImSMbMSrLy8cwioIwP51fmCTX22+7qrvU+xVMdvg4wPaKomBZrOr+2TlxtXnnUV3V7fHwAmWyXBozZenCeb8/f8jju6p+DILo9ds/D2S4f3qOEuk9xFZfqqebm5vF8mr3chx7U3b3q8XWamcm//qLX2BGPnz4vbcdwJy37x4fPhhUblbvbq6+gSF/fUGITWOfZmmer6O4GMapayCS4e7uq7o9tV0nRYaci0BVjsJYaK0xltM4wYSC6LocXr2+5VL8/POHOABCaVu3L88vX//y26Y8HA4vi8VNvlg4Y4autTggUixSyRBumvFwPBLB4RU19clMxWTAt2b3D3vGeRQGkIQOmkxKKR0daIKXy+RwgLyS17frcQKDXFGkx3352R4VRFGaFtOoZSjiGHLVIcfbeqtNkoW75xIjLEK5WMVxyM9HyLJeb3IwCI16hI7GBgHL0sR5V1Y9ZFeAycsxKV/mhwSJqREPI6EmX14qwklRZMdjqVR3c3XFOZiSxr4LZEg52mwX+H/xH/zvEf4cFAPvYYi40JD4MI1qsckgmrif4gR0+dM4SBB3yqZVTdtpBafnOAEF+PbullGYBSJIiJfAI7HeOscEnSZI9ZkGYCcYbYCPTPxkDHKIE3J9u+SCTv1U1S2X0lhzOu3jcBFHUZJx2DK1YBVDMxOGMZBBhoIhDOrYWVWo4yygGDqlcbL4T8l4OIh4eWmgv9bwxAWx9J60sMjCV5uMMLLf186bPMvWy8h7f39fVvWQ5UGWRQPkIrfLokhjaWExCMQaTIhH6P3PH5nAm9VGCAb7B+sRIVXVq9GuN5mQ7OOnnff4q6+vzGTqegJ1K/WHY+09ud7mScwPxzMMXCn1FpIs+JyDRwjlEJE0BSEovuuq+9Pak0u4+awfOt0Mqjw1i2UshL1cmiAssjx+eXgyFudLWV9aKWGG2bXtMNRqOhJmINQ5zMBBNCjnURznoxqN690Ekl0MsSc95z4MWZYuz6ce4EipHMdG8DhO0mHoIReraV9ePhGCQ+AvL6Ig2R1+xDgyGg8gYcru7jaRjJRDxI9N2TgPvywgLDCvJmW9B02mZUW+0mYgxHMaIoKZ8IGMIQ1SN5RwJsnYk6HvrJkWm0XXKCnixSorj8fNdhkEgbYKeUUwPpenh4fHUK7O1bPg4eny8Xw+ZPGSYDIqiPFIk3UQxdaOggU/f/xdFEWC8mn0nrosW0VhNA7V8XRcLb4qFnFZvkDaB4a8z8Vi8fD809DpOAnHqUIuJoRRZptubxy7Xn11OLyfTC1EcL35FpHx4fG90p1SfSCWoy6LbC1oNCpbtR+cc4HMF8XmUn/SCqKfMeaDfQZILdhhRgBho5ig0MKfJ4TU3DN87iJA/IZh+wRBMqAhpLOqGYUwxWeYCZqmeQiZY7CfkmxJSYixZxgMRYGURZFBD2ANIUEUXkuYLCDKWN9PQC8CbSfEAcVxzgnnQKyyjArCsODgp4Y5gqcQBQl2MjMOgD1ou6NxHSUx55xS4Q1KktS5CRHQlc27PlC3I4+thSoQ/h2gD8PpeL48Yuy369eEGtBCIgjFEFJMUxvFEXaw3oNBDYTSCELYMIz9eC6KDaNcA3DMzg8KMSHhaUAQ8EgwphwoMHPqFB2mnmLhPdEKBF5xHAyQS4ZAUqumri2z7AquW+iFhyQNyPxEECK8w3XbOOe1Ul2nCEHjOOrJDmOrbQ3Y9K4tL5e+r5yDsJamq7u+G0d4hOAcJd45oPnb2X+szeCQBbaTBTPxvJD8vCn93DT+f38wjLiHL/s3XwBoxH/oG/9NtykoSixqP8to4SWBYYJgvUJQEwjAxMOAPISxGrIcbxgKrR+ljLH3rX5A3q/j38TJ9lQBvSCRG0Qtwtz5SevGahKIbRiFw1Tn2ToMeCy3p/JImRYsqtvT7PGOkmRbNfs4Sl6//fLx6Sc9IUZo1TyDDnYO8I34khD0cvij91TwVAYws4NXojNJsorjtUfT5bx3GoL+dvv7In8bJdHDw3cY89X6K2O63eN3TAjJ0jTP+uHQj20aX6fZjfP0ePiIvM3SzeH048w+fUMoA6M/VpjgUORqHBjHMaRZokv5uFrejUN/qe6dYwijm+tfMOCCvnjn82LZ9seha9QwYYq223dChJ8e/gAktNXb5fJmGvrD/v2pul/mb96++WXTPb8c/m6V/ebm1bfvf/5tIJM4KcrLy3K17fomy9Zqapvm0jbHpr1stm+T5GroW6ACxNk3X3/LOO273nnz/HK0zvZdXSyurrfX1tu+G+tqP8MAIk5FmsfnS9s1EEi4XK6sGbzDWZbWVXu6nDjHv/7l1wiTTw/78nx+++Z1ELL9rhqGgTC22aw4J0+f7hfLVRhH5aWKksQ7F4ZiaIbtdW6sqcoxXyW75zKUHFGgCERSKm1lAAlRBNG8iJBzp3O3Ox6d1XmeI0eSLMIYsZmXtttdZBiGkgcBK88tCMTh1W4ZYxEETJ/rsnz16vZ4ORFKQ8GGEe6vcWgcbFRw19XW+SzJlqtiHLvL6cmZYLFeB1F0Prw09RmOHu6q6gDy+/RVEIB3rqkvlEgZxCIcseXO8vPl6VLfR2GCiHVWWK0pw9vNm7ppwkgm0epyfrmUjxpVi+QVRimiYB9H1EVhviiWzy8/Pj/fR9Fiu37NOW+aSsoAU9yPF8GCceyi4Gr2HuvN6guj9GrzJYj+XP3w8NB0hzgGtdulPKTZAnusptn37nmcZMqMhETny5OHzN7cOtiFRuG6ac9N3zol3ry+4zKcxmm3e9L2QilSI47jdVGsk2jZdU1ZvRwu729uvpYymIZBiLhtL4vlRo3+Un8MZISs64ZLVR9f3X0r+erl+SOXiPH4efdbjM1m+dpZVA8XY+ooWA/TeVLVevEOAujLp9HsM/mmyLfn+mM3ngORZ8namEm7E6RmhstJ91x4IYJ5PEVCvgWsIsgxYDq2XGzWmxWg3aNYsESZMeQx55CVDEM0CBZGyLIwAt/pzBp3jHHChLMwO5ASVh5gYQolwhR24QBuB6UxntOboTQirGuGIOZqchBrDxhXBz5WkIBhJtDUTRimYIhLSDCzDnRxYQyhgiDQsAC6ZwIiyYUMGKHWAuL7cjldXd32fTeXPuJ03AcRhN2fz/tF+gp+I6r3WFu4NFkcLcZ+EFJcLicGFGXOKJWRhHqasDgJgTM0jNMI/FZANTI2DG1V1sslBFb37XC5PEDxhmNr3DS1Fp8AUO8A4Tkpfdg/w3DcTuf2HvZr0zRNcGNYo4apnfGN1ME813oPj9/5Yb5E5Fwn8JjfwSzEDR5pgZPOnhih6+LLqnmagPsVvX31bzvTP58+3V39s6E/7cs/Esw+ZyNd6p8Suc2SV3V3qIc9ISILrtNofW7/yGH08doYN5nLIlsgT3gYEY8o820P3jznx+36C4Rw3Z7jYDVOteBJKAIq9TTiSQEZslimfE5vM1P/cv5eiGyd/4Jj/uHl/xkFmUOY4SwIkn56gcTU6OZS7TerN8NQT0MjBGDtKY/S7KrrBuTw9noztGU3NFFcREF8Or0EMmm6GnsqoywQLIpiiCZUer1ZyiB9fPhIGFutF/W5UWq8vn01qvFyrqdpkGEcymiRxVzSpm1h58FY141939zeXAvOL2VHKI7T8MP7B2P9dpmHMd+/lEwGUSChGmcU0GK9KusBotEi3ncjSCaQn8P9ph6St7vd7n2RZ7/5s9/s9o3gJE4k5K4B2JI/v5zB/oL0pToFQRQGaRBJKcTQj9Oo1+uUUVpXg3FmvUph/DbnEWCPwcIGbzHSDQpIG8Sdjg1lUB2liYjT+HRq2rpfrDIJwAsrJT+f+7Jpb68XjJCPD3tn9dXVhhKmhgG8fDOUQkGWPCFV2SNHolhabQkB90l57hGszllT9xGY7kCPF0BCCAi3YFaNEWOzr1S58lyHsVyvs6mfpnGK0ggIH5NVzg49uA+jMBACnogsi5t6EBwwqXXTdW1bLDIPce2VkDEjLI7FOOrjoYbQb8KM02kSheGcXjqHmRrnd/uTNsOyWM9RQrBIZNh5TNpRd30fgNoUIjWMhcrPORSnGfHwaxpAZTve3iwXq9QYf//h+PDpIUqlFNJ5czw8Lle3ab7umjHgPF9Kzrh15uXlmCbA1CqrHUKuyLcYoLqlYGK1yay3T88nTvl2k8OiQlkNfE0Vx7mUzECaBZqrNItAnCDGWSgM3NVjB7E8sQB4wTgxSa2ZKMNZkvYt8M8opVpDMF2SBUkc7PfdYXcC28ZkEJ5ABEh4kuZCRMf9pwhU3babDnFQxGmWZ2vJ5cvLveSyqtrd8VMSrixSUVQIGTf1ic66s7ZtQGmH8HZzvb3ahKEAZXPZns/PRrsSrnC8Wq+q8rRZf9n2jTGWy9RMfrXOuuY4jo6IkVC0Xrx2djidnuEAdcxPfLEAtE7TgmFXW02QbIfGu361vIL5rIVTu2mq5QJWml3XKNXl2V0QxQirvlV1e1ZTP4zlpEc1jtZSNY2BSCZTQomvLaPBYpkprThNRnOuLoOUqXMdcjiM06JYnU4PIFP00eZ6IQN32tWAnGK8WCRzYGPT9RfsbSiDc/XMeGztYHwvRZHE2/3ho9LtoliD6ctKGUIAS90detVwwvPkuu5Argb+w3TVTadxQhxz43uP/ktJ4T8u8eEiJbBbQzA0TwFD4a3gYRhmYQRgx1BuF8VSCsIZxI+GUbzZbEF6aBPJsjl2AVqkLM8YpEEHUZTMPQLkE8KYXEMfgkH8DY48bSxnzBiLgfXHx37IF0uKIZ4LEWRgFICmcUR+TmWh85zG+TCM+64fhpFA7jRN4khKrmyv1QhVDiJ939u5Fb0cL1oZpadiETEh4Ps4ArtETB1SQ7+PojyMMqu9YIwwzBi1BjIqvXfD0CVpBjgCsJ57SiiH7EWHMTEaaJ+MMa07bbU16PPNCnoe8KDpMCi6vppUG0cRxVKpKUpyjywl3BozC0+9tVpIJngAXRkm1o7DMFrr0zwdexhtUcaiUPR9C9geKsYRBJeYekY5RkjpHoANSewMtk4DPTZksNs0E0Z86EtOIu31HEEGpKxx9OfLDvhDfdl3pRRh3Z7MrMDs2qkCn9gJUimRV6Map9bCBKxH0NX///mB/z/aQoKiWUDRzZ8BtBcCcW/M8MJ6wFFC/QWLREowA88MVHIaPI04HMw5jnICQeNZ3R4Dng32zLALgqWUKfYiCFJlaqvN0LdZvhiHoR9PxvlQFpvFldLD5JTgaUCTc32fpGmR3jkyPj88TmYQIJ8SWXrFmDyePm23t4RIPbokKjwEl1ZpnmBMnM6GEUAVp9M+FOFidbdabC/lh4eXH779+r9+On9sm5NFgMn4i1//dxAm7z/8ndGGMi5EtF6+Ygw9Pn2HYSMQCBEZay+n919//VeYsO++/8/jaPnq1df9UB0O9+NQf/Ptf+3dl988Pd3/+P3fBGEKF4JphQincRAi3GzfwDV0KY+npyCInLPrzduhr+vqmBf5ar2RbHkGwsHHfmiWy+vr66+P++emOUZR+u03v6Scffh433cNwXi52oxTV5YHZFGaL69vvwYFwTpLY3n/8LDfn5Xp86SQMlltV4QwgMddXvq+Xa2vfvFnv2zPbdNerIWl1jh0dX2WUkywtRuzxYLAVNZwHmVpsb5OIV39pcogfh2C3Tar9HhoEMZa10aT7fVmzg5VTate9ruubRiNkyzpmzEULF2Efa/7vszSPIpjBWKnJoyDJMmss49Pz5PqiqzI05Qy3rYN8rpYLLt+hqOWp7vX0I89P5/VZNabPMuC07HuOxDFcSY9cUoNMDsimPGoq0FoTQjTWnVds1gtqsve2Wm1XRrFurbGcCnsg5BJVvRDPXQdg0IbKC3j0BmLpAjjpDidPi6KRVmXkwKuQiDSL7/8ZdNWTdOcqodQJMfL/Xb1ZruGdByLy2E8f/PFPwdwSnXYrm9lgJq6HccJsGkcBqlBBCENnPH16q6pTxpVXVc75fNk0+l937k42BBqwjjwcITgrLhqqtKaLgrW3hsZhMfzy6TU3d3b9+//lYZf9Os4Xlun5rjapeAZhiJfS9DUgDWo6Z+tRmm6TZPCanysX6RYLLOFtceX3ft+7GcKyPp4+SNC+N3dn+fZ4un55/3pAwYITuAMTKlkyI7HT/X0nuBA4BQxyAgCmSiaKFIIO0LjRXyn9MWRMZSLUGZRzFb5TZoVWikgwifJcrFFGMQaWXSTZLExAyNhFMVxFkeh1JC/DJY2If4U+qy1kwGnzEPyLWQGOyHFODaQh94bwFkrzQNAODRlFyUQij17B0wQg5jJWS/krNrQbpw0od4oTzgGITbxnIGpR0oJrqpewX1G0NA1XPA0y+eFgYPDihFQTmkfZxDeq7XRsBIUGFFoDjWkQTLCsiLweKqqOhSxs0xbq6YhjCPKmAWMH/AOymqXFwWyfOiMjOTQjwYpIeTYqCAQHkOaFeNw106qz7JUjRYRCled7lar5XF/DqKEQ5Y6DhNZV7WeEMi8pezakVIA9wchqAGdxWEMi3IDsxVujB1aHSVB1wJZV0DGt5lGM5eF/nS+TKMGVSqph7GhlNfnFpTA8OPTujn3au+Qqy7N5VICyxI63M45PbsZOUP5rKEVgoTeRRiLMOTD1HqLHOlT8bYZXyimnMcU+EO9xU0SLiRbXbp7a6dXq3+u7NS0z5SNi+xtFG1/fvhPtLah2CZJhB0yXoez+J/iaJm9ypfB8+PPT8cfN4tvkiwoy8Ob17/84u6vfv/d/6VqnwTZDLqKgsXt5utRH356//eOjMv4teDi0jynyWq9+sZa+uH+t4KzIAAzFMQSEsGlvHv9zmiYEAlGl+s1gNOq5lzugoA1/R57yXm2KIq3b35FCKouF0wpJM20Z0y8DCEBtb5c7t58fXO9/e7v/9C2ddOd/51/519EMqnqjgBIMqqrblRmuYz9ZCZtCOjejVW+79vbVxtK0e6lUnqMopRxVl7aOA5i2PjhIJKXutvvzt7pq9stdMVwt8IY/XIoEXFxHIVh2HfKzr0GbKwtaofhcqoWi0Wc8LHvowSwH209rNZpXY1dNyYRZJK3/bhaZg7Zl8cLPM40HvspiiX2fhwmDOE6sBUHTzkV1rk5C9x3rc4SaKxOZVskobYoSiQo8DvlnW2HMY4lWBBCBjSU/+F/7385A3kkwdhA1sKgtQlkAMZWO2M5CfD7DIixfBjNtjqHkzRQ2oJU1ChnJuRQvlqrSfXjBOF9CANBmYGYSgOWExSQembyRKnklDmrjJmm0UVRIjg7HNvz6TnJ4iiItLFZniFPKAc0wDjC21pwPmcSIs4JuHi9FyGHxEKlKLFhFMCIXTugShJCKHp+LJ2ZlhuwSLd1DzUfwmBAS4IKwL/AR9HKLJaJM3aY4L9C1FFK6qpmlASBiOLYaNCLajVwCQYbOLYgn9dCbLtSMSSgQ+gDXMLWn0+VM2i9zTH8AiDRPstD4Lo2CmMexiyKggGGJTVlJM/zoe+aduCgNzPW+rzI4IiBBSAegfgSjEPnkd3vH7PiivMQlHSgqgcHVQ9C04lwZEZHqE9zVpWANZ/PTG7diJALI+B5knnZrVQfBbmxXdcfVuvXUmQDrPA1PA/GhnE0ArHeEe7r8pwBCHjkTBZZfv/wI3gpwxDiJHjMJD4ej9jTOI3Ai6CcNiPyNgiTSfdX6+skycr6gGAHY5errcfkw8+/ny2i8nw5E+wwGMHEMPWSZZRGPEBD28bJyijEpauqoxrtYr0hiHR9XdX7siofdz/ern613mz6rv70/BMmOk+XBNPqUmEK2d9ZttwdP/S9SpKcMy5DZxVibAEc2ch1Xfvy9DFJroyxUog4Jod9lefXdX3ioZYisIZXFZgAOV0wEkz27JHxzuXpVdWeBlXOCxeKPXK0d36yTs3l9XxG/0nCh+bxGwgppYgYQ4JFYZBxGGeILCuQ99baPHrjLc0WKQx0k4hxuVzeCAbTI2scUBhAPGkheFAPQoKwIY6LMEq8hfhBeNnDSNvLUCrdcS6Uss4RIfk4DJB0j1HbnmCWzWJvHEIsCOmkBynhylWTDiJqYKXMwATcDKMyzk+LRdY1ozUmimPrOkwtxoRgzkSoBtd0jeA8S1PvfN2eu7a6unlNCCvPVSBjyNiMmAYGme3aLpCJNcAjjlOgwoKQmqggDDiLQW1PIdQEoMOAu+ichRc0+M+RliFHntZ14xyuLyUEGmCOMAqCBPj+3AkewtAXYR4I5HDXdUkSgx4c4SgSc+g57SqNQaeKKLArkAwZhdkYm6E+EzRynE1T+xlEFUUcI19VJ6VHLuOuhQUjJTTLgHo8y9XGBggcJC/SNF0O/QT2ZZg5KFAU82yxWAQxPUGENM6yBaFeSjiHEYg27TCoJIXlZ9+ppm7GUc1XNshBZcSOL72QiFB/Op5e9h+U7sMwJJ52/VA15fnyCa4e0066hFkbFs5bbTtjxnlz6P+rRgmfP+g/KE5nHgH8wc+fZDMjB+yX8EVYQNIIXUUy5RKen9Fc+rHSthJkI3hcJK8sjARqNyfEYBd7rJrpxyhYrhdvCF7X9bNFF0oDPYnt4k0zPmijR3WhlBfpG2f1anVFCIOxbw9u5arZh5Hcrt6EUXT/8F3V7tb5l0UOvPtxGg+nJwzil/hcnhgfnCV5vtls3ill9vsHKUWaZUOnhqFRZqQ0WC2u1KQen76PwnRSrcM2z263m6+bcv+8+2OWrfL8lbP4+eUPDk0Y9o2hDCOKeRhlIojOx72z5lI9SB6sVl9qrfvhQogvlsCX1yOa1FC1z5v1u+3qXVk9v0DMY7xa3nlk2rbK8ldW2TjNEZ4O+0dOgiSJr67f1PVABQHHPQetftf21fninE6SGL6ttWGYRlFcNudP97+ThKXZ3c3tmziKh2HouhY4h/GGMZ/nyZt379qmV5PiTFZ1dT4dhQwpJdurjZpUWdZ5nlMgDqv1JuGcG+O6Hho2atFim1VNPw5lIOOpU+tNsb5atP3w4f3DNJooTsMobJuOeJxkSRCS54dPSZpny6XRvq4qo6diWYRhcNjXh8NjmqRv3t6Vp+p8enbehMGyWK6ss00DCdRpnDb94JybFfskiIJpBK/EYfcSRuF+9wngxjKYV0ZAzqAUDcNEKFmvri+nl/uP3yNqJ1W/ef1LKdPT+SVJU6+5dqVWPUwoiJh0H6fJfnfvPV2vtlpNyPtj+ZxG6yiMEWRWmGE8IcS3GwgBE0FwPr9k6aqsL1V3f7W55Tyoq5rT1WK56Pvd4fCJs2SzvkHE1XVjjHMYX62vozD+7rvfFcs8zxcPT99bYyVbbJav++nAaB7F0fHyMIznSC4Qksvlq0kNnx7+OktuFvn1MHXatqfzz4IVt6tvBuA8Gcmz9foWWE1N2XYnrZvt9o1SIAiiNCnLZxmifqydD4r81TRW43hshvtV8QYTWjYAlFe+mikjMUIOezn5M0Y+ZFdcCovqmSPFsnhBmSjSuyIpRMC8xdvr6+114YxPk6sojkVAvYVhEON0Tj82UMJQGiWMYEh3RN5xQIhbaJ9m4DrsyhxoSWCOAEc0VlD7Oet0lIRqBFAEpdQ6Ow2WAiZiBnD1lnHnkOMimKaRYjDKQXAuRjKCI2gcYAA3jROl1HwWBcFIkcKRhp3gHFw/nIydDsDsQ5ggZXkmGAsRA4g74ePQyxB8CtMArgCt7aTaqjpeXd3EYQZhV4L0/RDKqKrKJE3m5LckTkI9mbnX0gRD8zmMkzU6TkHqTAmO0sgZOL37ToP3x1rOqXUwQ9HGKzWFgZhTH0AkAtgYr9MsGgczTfDGDsDGLi6nilEWxcGsZbOCc0IQDIgHAH3BipuhoVWzBG0Ov6VQRwZRYLXBlALRyLvD7pBmRRCGWisRCDbX932nHPzT1HmnjS4vT2EUOBvu9p9AKsNl1RzGcSrPZdOWatKTPY+q0dpUpxZ2iUT1w8UC35s53/+DcYAjxCO2MG5QrpzRbkvjq0RutIMYulE/M5ZSHPX6BXkSsG0abgJWtOMzxnyzfNf1l16VUOOT+Hj5FATZ69tfTWO3O/y8WG/Gfnw+f78tvt1uX7WQHdIGEeIsB5iJ7vMM8LO7/VMQZNfbbydVl9X+avt6UdwcT08fH/91Ei9XyzvBA+Qsxj4QBRdR2Zzarl5kV8UiKcuyrdWk69/85t+mmH/3w7/K8u1qeWuUeXj6uyx9td2+ApItapeLVx/e/zSpLgqLb779dRzJ4/GCMIVlcg/RfDe312EUda2ehp4LHoS8rI5pukbeVmWzXi/Pl5O25mp9O6/dvDMuTQKE8WFfI4KcmVabhRCcEmqM3e9PgnvBIxBkahunCSZ+6AcKHjZ23B04IDoBMfXytGMySJJICoYQmSB7vY6zeJxsEkfrddw1Q12OSo+Ei6yI8Dw9sZAOBfokSFXjbBwA3jNXFziOZVvVltA0jjzkJiDIcFpll1NlrC2KnML8Hg+9wv/+//g/RA5FKWzG5+Qx3bYDeHgcYoxARgRCQRxMgx77Icki2JU7ixzSBhyAxtrlEmw/h8OJshBGz97ONnJg+HmHnfPjoIDRzWhTtVEssyI+HY9dW4ogxihGmMQxxBd8Dmao63MSF5RR46AohJD3DhCdUsCAfK5csBp1GDFrgWbDGeMBaaseADujnhTiEHoLnpxZU47Px3oCJ0kWCA4yrDmR0BoPewiP5sWaTrJYa9s1Q9M2ScKXyzUQoqBs9V3XeUfDNAwEa5uxLltlxzCSWVpAfQm7VzON1lNfLMI4km07lufeWM8F4xTNXFKu5i4RpAhQfeo4jub5WtCN3elwgMFnfuMhPA4tVjlnbD/jJfPidhxsVixgklFXp8NuuVplWXE8nKZRBQENY7AbShmV5VlPzhhEGX55+mCRf/XqC2cNSOP0NE51USRRLGeWMegNyvJitZUye3l6RNivr64/vf8RU8W4DYIkDpdSJpioOU7anc+7Il8Qiqqm8gZYyMMwJWlszBSGcRxHTw/PiNooLAKZW9dwxoIgWa62mND7Tz9eyl2RLVerhTPqdHkeRs1ZXFa1GinGVkrXD00ULEfd7HZPnxv9UCQW2aY7XqrHL9/+Jgu3Hz79MKk+KaTWsLQNWC5CGHoRFAcxN7pxKgjTOAzCYWjGoRFsSTnHpCnr/aXaO0vT+CqQkbVNN5YYM2X6NC44iXbnnx3qA1ZoO2GsrVfOU4o4F3hUQAP7B0Tk5zobANGUZAENwyS8uXlNKBJSboqvhIApZJoujTar5VaK4HR+ipPF1fUbjHHfVuvNldZ+FrtPnAlriDG6b3q4vCnML4UEjSXoFBmybsbcCRAr9s0QBAJjuLa5hNkHHOjnDva/hmSL2apuR9DHchC3zN8QoCF6MuNYxknuNIHlOZcQM6snGVFQhswPwLl+uboGyQ0hfX92yEBaHgo8NMjCe4cJ6F28U1C8sbiuGkoJII76UQC8SI4DzHUYh6RTyqFZhJhJB3en9xSiqNREqfTYtN2pPF9kGOTZlQzDoW+NtvPIgEdhATUr6IOEB/BxZo2fRgXv9xkHp7SnBNDwZI7N4ZwOPfAACKVKtc77NF0QZoahCkQBIkzOhq6zFl6oStuu7mUQKNVZaDUhbhx72JA7bykUhWYaQK2AiRYiXCwThMzxeM6zlYFdPYz/rAOxMaBhsQ1CCWktn1GxzmEIMpkY9TMtGiql8lwRYq1VhIhxMGkWCykMqFAtYcyAkV1HkUSYQxo4YyLgGmJUnVJuGntYVFLfTxdnoCSbXZCw8NnvD8agS3lo22MQRHXz0A6lt85AzivgB0Bq+/9TRPpvNoRA7iVICs64CPthYijQDkB5nGy1qwRJtot3HMdPl99reF2xTNwBrGw6Gde8vf2nyIqy+RSGi2kaKGGDOsbiulcHSuMvXv8FwuR590eCZ/0tkYvs+nn3XZZn3qG6a6ApovL17Zdc0PP5YJ0moGKiIpBHePvTtFjCyMHndbcbpyFP14EsDseHaWoljFHE69dfD0NflruuuyBLOQuubt71Y9tWhyguyuZAGbm+/hIjsn/5eCo/RVF2s/1ymsa6abSeOIQVrqM4bdrDuXzZrr+RnF8uj8aZsnm6vf7zLN923flUPhKM1/ndpXzSvouCnHBDfJRnrz3yQZRd3V693D/eP/7rIMq+evNPg1DAzMJrBxTrS3k5ADNQJtdXt3EcPz7dG6uypIjS1cPDD870cbrx1k9T9fU3fyGk+OMffgvxPTJM4uzqZgPSB1gSRgjjn3/4mTCWLoCvp4eprZvFegX6q3H84otNmoXHQ9s0o0MoTwLr7P39cVRtGHKA5km5WC2e7x+kpHG6FDJ0CO/3L1qZYrFMYhFIuVxEDtDyqu+6D58ei2VOkKjK6nTeQZqcDNM0//bXX7887pu60mZaX91xxsvLGSM3ZzY6REF9QwlwoT0yl+MLxm6coJ7ebl9dzi9124gwKKsH7PHV9s3V1bvT8fDTj39rfEMQDZJgtboKobATdXUe+taTaff8IZTZcvW67yeCgZhBCfCZQUeAVZDEgD5SqiorR4b14u713dsPH38oT51yLbTEhL+//y0hLI83r19/1TbTy+59Fm+inK0W6/O5Op0P3rHrq7tJtf24ezn+GMurMIxhVyMDbctl/HbUzbl8SNL1m5u/eDn9cCmfEB4CugmS8FD+aEabhW+LfH0qH9rxIqlcZV9N9lANLzG/vl79qpk+YkSHfhzGChODsSEuZYFouz0Bjt00+s/uONBQRvxazfDJgKWM+ShcFMUiiuI8fYOdDxLKqKSIL1aL5WqD8Cg5BHum2YIgCgpGRikjY6cQDKzJ2BtvHZdwHTAOuAEwpAG7o4vjfMZhQdkLiFdw4ZC67LxDTBCo7Ozc14BnBRQlIMWElokaOwZhOHQWLJyQOUZn6xTMqacR+PUI4TCeZSwURLzeA1ZeKUAYcMH1CE5u51ySB84gay0POBicAjp0auqNjPg0NV3brTbXBFEuCaEWrGWUOAejwerSUMogHhmE/VBpQimKlIOTOzTGjaMaxn5RZJCyMy/cLJgL/dAZDbAXA2LjmM85ZJ5yMOZY40XAjPFqAt6L/KxRhfgpiPUSAjpV7y0XwjorBfydmcPl52cV+Hkx0PbtNGoPqWEYCldtCfi+vZCQY+bAYwGyTmc95fCEQv84B1dyQYya4511BckNQZLlghJOGIHmW0PlDheHRl3bT6oWIvYO4j2Ap9o3Rvs0iwExJWV96RGEssQaONSQ1wepoG1HOHl++vB4/2mYSiJc3VymSR/3L+1QGV/+iYwGvoyZpgNFDmYkNa6bB4XSowGjBGODERhKjKspyoIgsA5iLTAsnLmemACBVRtKTgkfxtE6TBGns62REmadyZMY4fDdu786nx/2x4/w9AOzGhPGkrg4Xh4CkRFEo0Qwls/DBqcnHwS8afZJtNjefKmV+f77f7VcrMC9Iq7K6mzMlOfxpNok3G6v37y8/DhMnTFKUPlnf/FvP3z49Nu/+4/T9DrPN7DWUePbN9/81T/7y+/+8MPD40M040qF4MfDebFcpXlel+e+qzfXW8bYYXfI8oU1CJLNKQSV31wt0jzc76rnl8eZNxa3dbN9fTt2qqraLIlATV3X/dRsttuiWEJp147Ou/U2P+zPH3/+Y1YUMkzK0359dbNa31QVtOVauUCwvEjGQbXtOclySgTlFLKRe60m1bZNtlqARUUjBjUgIdRPI/RocRyeDqc0g84tAJUp7IGCCBImNqv4cqnP5en25vU4dHEcgQqECqjsCMb/wb/3v2vbkUJHhoGLgPE4qDgOgwhisqdxgsWaM0EYNnWvNdRS3rssBUFzXY/TBF/MOWmqhotw6PUwdEEkqurFTD4M11xKsF4s4iiRfacpgSIO4OiTbqsTJtJimGhkaRhGDGNflZUIYq1gIoi8DwIx6xkgE2+cprZS0GYRHAYQDa+VBQYOBTtBEPK2mU6nFhN2fZ1hhOsa9FsgTaPUepCKQVA95VkWesDgQMs7Tn0/9NvNtRS0badRwUBo/quhqeur7ZoydDmeCJVpGssA0t6PxyeM+d3rV86Z8tIBJDpK8iwPQzhblTFlCajmvAhvb3NOaFV1jqCmArg250y7uimrJFmuVqupHygzXQ8IoLwoKKKg6La+rl66/rRevsYoyIocho4gHwcaQVs356pWkxNCLJbrtulG1U2qBY9osoSl+WXfdn0YLnoI4QGWObRWcC+uOI21qcaRcJ6t1ovZx9zXTe2c0LoHsDi1Ucxn14bsh5qwRCuT55v1pjgfn4bJtL3CJIL4dd/l6QIazpBcTmcHxIuL5AshgryAaBEpsqq5IITCOPJuiCIwljy9vP/06UMY5uWlRnTY7/dC+FDGWXp9OD9BgmeQZmncdpf9/mWxvGOUyxA17dFM0IEgbCHEpauybLNaZ7uno+TJanP1+Pwjo7jsP1IcFcmbS/sBRhzOYNCzBZ36hBFdZN8gZMvmZ+9xGt1005O143zfgujzs+QSIy9ELCUPeIE9S9NssVpRhvL4ZpltmMBSpELGkVzESQpjvIADk8gjo5gMWByH3hnw4YXBMHXl5RCIBNxyXHhnm/bAmASJBeQThSIQFqjTnlA6v8VABeUcHlqgcZTV2VkVR3FebGCrjrwArDDU9pj5KAqdg6nPrKyer7phwJhpYwWTXQuo9EAWjKdzfKXnnCnVx3FIMHgy4eUA9ygZhmme7IICue1O1g6UpaACilJrHWMQgTqvzYmeJuegRTRg0OWAm7NWcsjzxAQiN5QaojSYhvFyKZM4Fzzu+5Jx7qyO4zAGADoFV8UEBtixd0Ek2qYb+jFfgmE4yWMCyGwPESmgVsfgcaUYNqWSAmhoBG1P09QYIlsCGUaXU+2RJXze+YtopimGPRjuYXFKQa4FDBvBpXO+7yZjoH3lnDXtAEMwhC+XA0hh8o3RcAVFMddq8A5FUaoh7WA0VjEGon9KMSbYfZ65AnbC9W0nA2B2ESyN0RgTDvLcaBpAzhEEwpjeO5iSWwPKj6HXcFhRArwcAr+1KAyUssAdEbPcAhNtodD/rF/iAtI7ZSiU0m01hLAsBVAHQlRZ4zUcU5TaadKApYEZvBrHfvf8VPcnYycENXdrTG/tNMtamhmHqPvxNIyfqT9AOf+HPwgMr38yu0wxBjwd+KDBPINTj5T1PcXpdvErKcXj4a8xChJ5Z2CKddZudEglwbWxEJqwWd7eXH/18vxpUk0kCxmBD+J03I9TM+jTF6//kqNMqenSfeJsQbzE4PhtEdLb9ddxTMdBl01DKAGurD5R4jyxZXmOxBZyNJBfFndVuZuV/zQrsru7r152uw8fv2dMqqn98uu/Ki+Pf/z5/5iG11n0hjMahtml2fX9U5F9tdx8qYeaUJCr1X21Xr8+n3563v0h4qtuOgcy2azfnspPSAtC6WSqKNxKllg0DVO7Xr6Oo7Tv+nP9sFl+zZhsm5Ozhkscpuv1skghQV4PvRlAAtsB9iaR2+03p/NzW53evfsVApfo5FxQVk857PpvxqmtToe8WEdR9un975vucvXqXSDDtjyuVjev7t7Ofgs7DN35cgoiGQQR8SxJ4pfdsWnPy2K9Wi3nLMcJNhgIrRbFrNPRXQ+u6SgMwkiCichawTjQO9t+GPWlPFiPuqpcr6/evrtjFO2ejqfzUz922+tvnAF+IaVcqQGwE9ZfX98NXSNkMK96oIHpmhZ5vNy8SWIx9sNkqeQUYBJNg7Cp6xdOQmft3ds3USiURi8vOyFpW53b/ny1+apu9m1fEghnSuI4apsOslB57tF0Pj8LnoiQDt0USkGoa7uWMwheC2Bkow7n+/XqiyBkxrRFAiR6T+3L7gGow0RdFb+EML0w7drT4+4n6xVGcpVfN91l1Of14st+OI/qwumCkjBPb0/N95KH2+Wrpjk2fX3pdpJGYJTFXrBonHpJciI8REibIQwLZfqyeRzthWIe0NRBVEbYwTbeOt/C/hyFMJbG2PgjQp6ilCE2oYqiNJCJELBpkSKRIoqjRRiTMAgly/P0Jlts0zQKRbLZrgW0avAMSEHCKJkpOVDrYeQ5x10zMkhFQk1zNgbHSYwIggFuAFY5MChLJARkWFcXmNgqbbME0MfjoBCI60H8A60gCDbBSkcp7lrAhASxBAjzrCSA1sUYQolRcFmMoyEMO+04uO41B0QbrLOt85TRaVIQ0QNEeDNN2igTRPMqkBLIVeZ4vuDw2EHIM8JkGHrA4WLKxcydbwdCKLAcPzOcMXRNI6AXWV1XyzVMUbXWEVyvoI0EG7M246jzJTDk1WigwQv40IGtF7rBGdbnPOwAxt5kwOSbF2sWfCR/WuUJ4hzSo4tiQYXv+i6K0raaZpcgOAtA/hqHlFFnTQB8Cty1mgsyL1VgrwBdrTMMXvkgQBMhp7A1QT0IO4FXwAUozmbyp+3qcRyB38AYgmIbbgIH01UCI2+IaMbSaQytoXEh/CL88/NumkxeLIHmBVmbJAxkV+m6HgTUFKyp+sUigqtOwHJFTVPbVmC6TiOHcVePw9ByQeIoR9gyASvKcQCqAfKuKqum2wnJIYJ4f+qHdlRN3T0Z486nU9NcquZ5bgpYPwz+vxx5Y0Ey5SqEiCAL77GGXbSV5AaKIHdhhAf0RtmeYLpIv9KmN/aCPE+iop/OFBdQAxglRAaUexFU9S6E6IIoCKOm2ydhlkevm+FSLG6m8RInycvzz84iIePN+k1VPvfTGblos75DBLTHURhg74auTxcpJUHft2iWMXHBh248XZ5evfoWlLcA2kwDKder5cvuaDzqh9YbvNluhqmv6zZLFzLAUoi2HGQkMLVda4dhwh4vVkWWBMfTCXl9c7Vlkt8/HCC8IWBjq2QYiCh8ebyXgQSvDaXnAxiSb16/MmDIItME04a+b4ssC6NgmswwQIT6fMBCbJ5SgPwIJQhA10tYBZV1e7zUlIqhrSlMlgF9EMchY6Tr1cP9j8ViCfIEhwW4r8AUFAhxOF2YQK+ubz58fKmbKk3j5Sppm64+n5IsicI0SNLLpa7LBv/3/7v/q3kgxANJw4isViCqvJQtwSA7bpoO1h19kxdrMPtwKABhNg8m+PB86l5eToQx2DIMzfrqOpQsjmQU0UAQAz+PAwhSrUAitYzKUw/Z64LMOlJSng8eyWnyTTcyBphQxpiabXBFsUAIUtqjiDPOtYLqljKkFWjqKYNJfxwHxmoDCGpYdRLsm1bX9ZgV4dBP50OdZUkQMK28Qa5pYW879mMUBoTSodfLTeSmFhEig6SpeyG5AZ2jDyMBTSVQBHUSszAKwUhlHSgZIGhusm6apa35OEwgiNA2zaIE9AMKoItSHPdNXXbr60WxCAQDHbDx6Hxuj8e9tXa9vSnPh66rVsu1VqNzNQI2jcmLLWPx5bxv27MxOs1vAGLndZLkSvnNaqN1tdmuyktVtXV5vqxXN3m2vFSH0/lDmmRpVpzOp64Z7+7eFXkSJen9/SdrHGfyUn6UAVtmd0r3IhRldejqUQRpEq+3V5mz6vnpzHjQ1Hs1Tjz0w9AJIa12XV9SyrJse7V+IyRu6q7uqvMFcpCSKG66Mk3Sy/mwXt0dL+9vrt4sijdV2SBiADvuJWK10TpNbx9e/vj4/J1zdJqmpj1Y1xG/FAItitu6BnuuQ/3N4teIqJfTe+SNgPpk1Q1dKtfbV2sEyuYDKFiWNx1M0AF4sNmunh6fqvFTGt4g5LvpkaLQOC1YPJg994X27UzK6uaOjmOIj+v/EU4DJh4I+VAsI7kostub69cyFLc3X7x6s02TlR7A0xVG0UxcsVEUa9XDnywg7AjxlEK/h+F1YkIoyDjyuKk6KPEx2r8cgIsJAmvwYVIxjz0h415B/KO2SRIzhtu2s86HgdDKR8CI5VEChQ7wVxyqy8ojNg3jcd9o44dRRSGkz2832zQFsfi8SfMzeROBQsA7COlCAHSyCgODC+SI8M9ZC2g7Y8bX714/ftg579IshR9fciaIhwUR/JwGBpRQXFMG4CAC17lFMNBVw9ArNXVdCbIHxBeLGHtMGU4KEG45qzHDHPRmxlo8Te7zbFgbP4OnJhgbYx+KkEuYEgcBhLIAWnnWKcxeEW+0A600GJYwGICVnaZJSBYD2OoZNmaTo5immUyLBCayzINJBI4/pie4LJWG1f00QRE8ad82TV4UUSTbZkAAYg2koMZOzlKtPOMOeZukURAKLvg06eenp7rpp1GAcjuW41RJWHWKNMkhs6vr8jyNE4jFnnNEdXnuvZ0dkLA1hWewrUaQeuYhpZD/6xAZBzXnD4K8ByEY/XoPUvCuG4oiVJPtu4mAtgeFMUijvENSAvXAOQT3yqAmMP0KN1NxYPyOyfncWWPAh6zBB0IwWm9SLhiyXoPJkoHhc5bCK6WhHe8HbWzbdof9w/3jHyToHcj+9PMwVt7SqtsPqgb+zCzHhRUtfPxpWzjjYWBQh5GXItWaWH8CJAa8p6ALRoil8m0UXBk9XPo/eMTW4btOHxDykx2TcJ1Ga610O70oe5Zk++7Vv+UJ+u7Dv1wlX7x790+arnp5+mG1/HIwF+w1YF0diYNFvo7aejxdXqJwHcpks13sjw/Hw8ljpUddxJvOHtb5W8KCtjstim1ZlYBQG4B/0Kmzc20SrdJ0oxWexrJVD3n2xXb5q9ubNwjTv/nt/9masUiv9sfvh3HkLFgvXv/FP/lvfLr/7ocf/zVIYvLb7c1X2LHn3e/iOLrafmOMI4RX1aOQRdde6vKFseAXv/kXRg2//bv/KM9uOIsYgXWuUso53U/nN6//PM2K+w/fR3F8fftF3wMtvK1PWZZH8dJ7XddQD4VxPg2NNn1ebJMkNZMax2a93cRx+vDpI+eC8OB3v/2XcZj803/2L/I8+cPffyjL85dv38RJ3LaDMkCiLYrUGcoEPZ3LCaRlknOSJyFEDQXkcoJEeGthLZIvksPunMRMBHE/qhFGq6a8PBOCvvjq16f9pVhlRlkIeoEMYhsEAfg5s9Q7stu/PDz+EEfJalXkq1dN2bV1s9wsFousqarvv/v99tW7/fP7WQo0DFOTRmuYhmavMB6rEtBlnIv9/qdpHJSd7MT/7De/btvq8eFxTmvB33zzS0L99z/8LgpWx+Pjq7s3X7z96uOn74EE7CfkgjTP6ub09PK9YHEc5MaNiLmyLEOeVP3zuze/urv9TVXVTy+/a5ozoyE0FbPS28KBdOqnIydFHFxRCiN8bctILLN0+bD/rYUtToxQ15snhCTHW+QNpR5eloA+jrTvMO4wYgG96uBrRoQkQQuHTv+QF8rAtOIh24NxT7AIeBFIxnn46uqXX7z9s2IVI0uSZEMJVZMWgVutrwIBigHoVeA0BJOpmOu/2bRju3ZS0HQB+ARwJPOXweEzaGNM1w4yAHCr0dY7HCUg9GAUhzEH9zIs92CRNYcM665rCQ3BXBcxUA0SWHlZY6M4GNoRYTx7p82M/vKUkr4BrMBcWdJp0HPtR2AjNJN4YCblLBcMLFg18GHnTzK4keCWNNAFzT5AY1wQwggOxCIwgPAzzBPQl5giPYH5+3SqgihEjjCBnTZBJMJIVqdm7pHY3H/ZSTkhqdUwzYVu0zrKgKYeJTBZckaLgPUdbPOCeZzKJcjWCCVRCNFxfe/6djQW9RD4DCkm5albLJNAcgB6SwKRwsrwUJaXZhp7ziPBhQSaI3g3CCMgooErEjSl1sBJPQwjFxwcgMMoAyYlbus+TrJJmfnzDISyhCiYV6JZNAt+SFj9GTdf9BCsV5UlwGkd5DAjAqbEIGBCsL4dPSZRKkDZ5k3fKj1ClT8bOgy4IRBKs5DN7HqEfNOo8tQWyzAIgv1u37T1l1+9W+QhExChrUZ/3DVt03vMECaXS+V8s72+SpMCoH4WdrxGDQhkcd1+/7w7/hhHBSb2+eGhn9rH3Y/9WBtbaw37ifkF/9lB8HlN/TnMic2dIYjVArYY3JGzIJV3p/aHgOZSZM7S0T4zIq4Wf/Z0+gOmk9K9daOgxZev/0U/9Pvzxze3v16u33TV6Xj6iD2L0vBweh+K7NX1X7RtM5rzq5u3Qch//7vfKTO9ufuLRSGfnr+3hufZ3Rdf/9n+5R6kmKrHyISh/OLdb4apqspDBWsYs11dHS/nd1//2SJf/vTDH6SIV9erl+dnDG5wdH178/L4QGm43K73LwfvFNz7PEjS4OnxUalhe3UXJakU5Hxud/tnuIIXa5DrX06n88tyuYnCuCzP1pC7N7d0pn9jgkZl27pLEnifUkruP36gDCDGz08PWZYvV8vZdBM40EtCDXgpe+3MpRyzWMqAPr1cBCXr9aLp+rquy9Phm1/8glEG+3Mh7j9+CqIoy/Pj7gWScdP4cm4JwAWGrt3XTZmlG4Rt3zY3d18bo+rLBf/7/5P/zdhP0IDCzHnKi0QAQ2YwGkPyE8Ft36mhgTkKTwDODuIrYiwOQpZkIK6YpgkRNA4wESyy2Huy2+2Y9JFMgcggBZBzEQojoP2pSbe1ogz37aWsLpvNqzRLjHXss7ZNCHA29F0QJjAgV7rvejCTRYIxFGcRRn7sYQQ/KT/v2amagJOqYNpt4PgDzzHyCGodMPxgS6Fg1Vyy07F0zgcyyBawExiHqe0uM6FhMY2KYpgeIexCyXN4I0Fm+qAg0I9ARY3HSTXV2PV920KkVZbH878Ok88ITlhgegGLwqK2hTTkuZCFY1lN03p93TQjjMSIz7K060qjSBgnbXvExAmKsmzOG1GaYBaEuXX95Xi6VDXjKwpCrIYSnEJE8kRZQBAOo6Rth+PpxShUVucoCNTYLzerYSoFC+NkTVmshpFSf9w/E+6KfImwLqtTmi/6vhE8shAFya2p4eAlSVWdoOEQIecsTmJnp8v5EoZJ05bGqOV6OQ2Dda7r2/XiXRDGL0/3mFiMbNeOYRQDHcMajHiaLcv2sD88F8mm7yBg93i5VyMaFWDN1qvV4fSJgfC2CFNwoA4dpOk049OiWJwue6W0kCSKoqFF2k7GV1l0G4ikqkpMDcKKoIyDxuyJksCYyXyOyoFg7tAC+Fj9v1ubMMMyScB1RnGcxcssWyzWRRAEN1ffhDB2JYvFa0ZkEEoCUDcPIzOI8TAzghwWC7Mu2nPO6/I8F9NwjiulPe5h2CkyIbO+azDhsAoiiAsO+7oZY6KBxAXZQ84i6CuAKuaMdh67MOJSiq5ru35arpYSmD2QNIQxG4ayag4EB1bjBPAJTAGNlsiQMwZDVqMByoIJmQ3sBtQrBB4zwEUmkBqCQ4XCDDeOIAQFWijge86qQ4jAoyAiBLQkmkYDWN1OA/XBWXgbzvc0A/M6lB1zjhGxxknwioAWZmacQL8G1mGMp1GrcZBBNML6yM0x1gDtnMsUmK2aWZzD4bvBAwXGMQQvwLJrTkSAK3w2xMLAdR6+wqTWWANgH1hRUmjZKUMEjwMILcDO2sFrmxN4k2JKQexrYOHvjQfxjYC2HBaVUDGA8XLSCAxywCX2hDogxTlUNztrpyxLCMGCLazFRk8eO87DrIhhEwe0NOeJD0QEUYn1EMfxjD8F8PYEaULgjjNqovyzh1uUZQkzKvjtYKj7YHk7kx/mr0QYQgvA4wjjcJWlEUJYG/M5LgNefkC4hAE8IVhPkCoxWwtpnIKjz1vA/sBnwWVNpeCYwPMGM2zYyyHnXAeOEQAJzFmmUEZ6EM86DMwKeCBkNi33PcxrlPKH/aWsKmubtrt47wIenqqnboCoktPx2A71pXoeRhjrzpf6ZzPhv3l/hRBEgSIG8fQikis1NQPMehlFMaPYOKzdOQ5X1qAoWPRD2+vn7eKrm+1vyvJyAQjWlEfrYWoIjeOweDl9Dzv/uBjNue37SXWBkLdXv9ZqOJ4/IhxKtkJUeTRGPGdCnE+7ONzSwF9v7jBJL+Xh8elvjR09UjfLXyTx8gwbs7dK16fL+zjeWPidkddv/8nYtkO/251+0sbk2RWEqPo4CBOAKYMzXqqp3x//yITM4tdQxGMfR+t2KMepwY4q1Tk89GP7xet/hyA/TW2eX2s3KN1Gcv3x/nfv3v0lI8Fh9/Grb34dx9n9pw/Q3WF8dXNzdb3uGzUME+UgjFQKnc4XpZo4SkCPxiHdRHIYX3Zdp9W4vr69vt0+fvjY1e3t3dtJ2SiUbXuZlI7zvCsbmKVgtN1uZrKa3e1OFAx+CuJPMFqsCyn4/cefte0321fIx1qrvusXy8xZfzweivXKW/14/5MMIi4jisl6vR2G+mn3EAfy7duv4VzHeLkpmkt5OndCBnEcWDM+Pn0kmI1DJQTfbt9aC0emsf5y3isQOG0eHr9TelgUV8s5k+Z4+hjKdJjKpj2Oqk+TeJV/RZnf7e8lK7QbzuVhu76uq5OxJsu2WqkoipI0ORyeMAZflaBplq3q6nT/8gNmHSNxyLJeXbIsv1n/+sOnvx/UUcpFkiwkk+fLCyje8ShIbjEAumdBIM+S9bF6b9wkSB4HmTJ9p04Cp5RKbeEGMb79vPeel94Eo4AgaaGv+5zuCQTdOUYliRMpZRyLIoyBJk+QzJJFELI0vomTJMuyLF3keUQZmiYPSR5T1zV9kuRByIdBz0/XNE1VEsVCZNYgGbChh+nYXHmBZhz4Xp+zmOaYU+/x3O8ZYyDSaR6gz4xlECXyz9UInJAEwykYwAujbUZwx8Fmo3FWiGDGayIsBPYW5pVKTTIQCDNAF8w85DlDFQKFIMkGTmBAMVPIV0CQCoLRHHgDcWHWgGMPPHsEawVaCYA+wM2Cg5A4eOW4GS0I6WF21l5KyUEzGYKKgVJQjQJCbIY+SMmhiwA2MhKSd40KY8ElbqpZP4/n22p2G8GKjAAWHr6VZG079l2fFZG3YDrQGpKvhQSChZ4cgkgtmNBJIWFuFUnKsJrAkw/mMq21MnEcDR2MFx2g9UicCa0NpN7A82DhGcBoGrSb+dKUkjgLOQfHuvcg/VBgmaFqMOM4Ch5A2hksGCZCURQLAmYtkP8A+Zbh2dBhgkhOehgAW7jxCFtjQFgLHBxwHgGYWjkm2CxmhtN37BWDKGlwBAH6H6xSTCvXtp0aZ9EHQ8PQQrAYcOatJ3i7XjZ1ezzvhJBpsjqdK+dMFNIkDotFMQ7qcmoBoA3PmO0bhbCOMpkvsrrs+3oUEjxTMM/0NoiSy6k+Hw/DdG76+ng6TLr2Vtd1fWnPkyrV2I1gqh//IcUom/lhAUKgu0nkm0m3xg1zLKPA2Ia84DSph1NIN3FaBCI9lT936rJOvgmDtOtPlMC7LE1ybRRD8bH9kCU3v/j637ocD+f6wTq9yG61hRg6OHk8lzJara7L8pjnV0r3db0TEPuBvvrqN0EU/fDjd0lUfPX1u8ul+XT/YZUtH59/EiK+eXXHhWRUNtUlX2RxtBoHPY5N07ab7U0cx3VVlpcjYWSxXE8TOESWq0wb8+HDT0lcFMvF1A+THmWQwBs5WWR5sX98rqvj1c0XMgikZOfTEcQqpsvzzdWrq9//7d9eyuM3v/wNpcJMkBJBqYuSoqtbGoSn826Zp7e3t4+7y+vb9TROP7//9PruCns0TBO40axnANv3HhSnzkxDmiV1U5en0xdfftN2rflco81bcZBtItd1PfgvhiqGnLZh1oDPvArvsJDJy/MpScP1etPWHYiZKJ4hNYxTCF6HDC4moghYMWoyalBgt9OGCYipqNqKFImMZNxnMgjikA3jQDEeRpBzOevCCHLuIGTNoWKxSPKEUKEgQshDYBwDTZZ2uIcgPDRzVGmURLMpi4CLBmSZ7HT4LBdMQZkdSWsHNSI/k2wgy6KfHLwnUZqlVBA1GB7gbBEppZIskYCscV1vpnGqqkMYCavU89PfUh5IWPWslqt4sYwJRWry42SrqrdugjErkxP0tsA2jONFmoR5ISG8XaF0IReb7HJs7u9/HroqTheb7RutR3hagCbMCIEzV2tzOZ+EgDoee5rnKRjDkDOmp9AbM/DxmFHBJCgIEt71PYDyuRaCO6SyZIGgzrQEullFCAuBGvb6w/u/Wy+2BlDGEyygWIH8BCNM3QPtnAPxAhaRljYtoCZ2L8/bzY1HTMFOc0LOzSkF4PGjhHfdOQxSgmTdXuIktMgBu0Ux7AHio7Uq8iWlvIO8ERBdcSaUarTfw24IHLGX+5e/f9k9hmx1Qs+DvoA3i8Wr5fph/2IM3R8+rRbXjMrH/fe7ugzpK4BDDkfn3MPuRGeuoNH2dHmaMfQGYwrkN+JGd++cZjhC6NKqHsDOcPl+hlVA9SuFl3IJifPFF6vlVZTK683bNMvTRKzWyxkGEHwOy9ZqJuE4CxuqOJumyQNMDGaYmHhYR8EGD5p5mHEae7lcojhBcLUJBONbELdQQLMk84FbBsaEEeSugGSfImx9XVbwZpccY8dBJAvKQFjzwaIPIkYAJA1wI+jWGJVdNfXgVDHjBBrdQKTIr1ggkhRSV5zzHKjToFT1GAvOjHZdB9wfLljf9dbaLCvgLYpwUYQYTK/AAdLKYUpgGajB+S0ExJ047SVEBrtZ1g0tGcY4KYDEDVZyoH1BkwfXnccalN7EaBB/gmAJ7LlQfGFrlQex8WxqxyxNZqJoAlUmh0EshRATSFKxztVVH0VcZADvhYBLa5IsGbWiGCQuQTwHMwGZQyIES0KlTD9OGGMLn/RexgD05DOSxnvVQwxMmoqh1xC4nIfTCH4wHkkYo4qZau3m+5KB6bc3qh+bME2dhlYyCqQ1nlEbgHWkRyiVPKawfIAJiNaRh9Q7FMp5q/a5adFWgVrJBYEg8ApRAQW6FaGorkspQ8HppCaYKlgY2cDtHmJo8BmcoHqC581jJ4WAXhcTIegwKEqYNiD9zDIwYHTdBG2hweDZgYKGxXkAWQ+g9YHnfrYyelB0IKTB0k9mpzh0yLN8CwR5Hv9pLgCOxzkQQwQcBiMOOkNQXBkDk3itx3GEQFAZ5Fm4WAaY3CBkAgi4Q49PD1GYBZFgVFR19f7DbynsFiIp6fF0aNryfD4dy4/EyX68eNJaDctHZctyAI7x50hcjU6wAkQRQmPdtwjRXr2k4i0j4e7yU9k+r5JvJAt7VT6d/w4yIXnunF6k103/Yl1wc/Xtx4/fGz95b9XQUeaCIGvbkWEViiBOloBgAYGiKYplli0P+/vd+beY2DjKOVse6/fdWDIWO+R3p99pEBpFVfM+CRbeBw+f/siZRKDFXcWJTKM1wq5v6m7cB3zBcapd77C+Wn1zqL9/2f/eeR+H6XJxy/hau7iujhglQXANrjdnXo4fGA2TeDW/gxQO7NvXv/Lw9nJhBAyw8nKG3nveX6tBvdy/bK/vvDW7/bMMYqjFm5oxtllvCJOHw+nx6edfffuXjKO2rWUonPb7l71SLogCxsmHTz8s0lUcp/BSJjy/vo7S4OXx5eef/r5YbjhkVdssyWRcnHbHT59+ZgEzkEcWb5c3xky73ae6PkDYrM6t0q9fvXPY/vTj94Tztq2m0/729u1iERNs3r39ZQBvFv1w/xREYVlfLoddmq8222XbdIfdCyXhZrNNsq9mtZhoTk9td+rGGlucF6txaIq8UHph7fjTh78Wgt+9+nYay37cCZYgYIHnzvfPj5BH2rWPjAbX6y8wZCGBTFGrKQzT1frqeHqo+71zhjOhgfwEc9tN8cq6qR33TJAAFciF53qn7IUKlMRJedlHMg/CqBsu01gq1FDM03itUAOr5rK03iA0KNervvys9VD+gszncSEIQBDEZs56IsiYFUFYCHrLGU8jkPdfbb9NonSxWAaSgR1dJCJI0zTru44LK6SkWLRNHYaFEEyPHkOcgJpQxynZbFYAOfF2fmHDDI6zZBqhjIpjOSnHgBYM46pJuZmwApc+wMYTOJjhiPM2BK0HqMGnSU093O5hLMFiBsYEqi2cEsQaDAhkaBrHXhNKwiibp0LQH2KMPo/PvEdZkUwjHHHQzDDCOXjXBVAlQFQ1TW4cjIAdHTwWBkA/ONspBpA4PCSL1AA+HSnheBQCFoNzaOrc5kE2HUw/FVhmBDceZnzeq9Ey+HFAsgoGvyTqoeOCIT7yEHsD4CgCpaMyoI+AiAPGOMdy1qx6ArcS/C8j1iGA1QF+GSYdsw4wAqKZmShl1iMBExBwtkMD6tEwQN8I2T+CQpstRCAFXA2AT3MCPmkuB5BRpKkcRphdzkQxny9CNXnoaB0g+mCkCiUXx95nSURgpqYhopvMDGptgWwfic8bTwAfztMyEIMOsAoBnpyErLxZN6tABUsoFaBQhiUwNNXOAckTsg6BhESRBH8jb5tRTa5tzzBUpOFMc4DxMSDx3QRZJkJczspoq7Wtm8uMnV5oZTPAqPowhHVsU42gmKN86DWBhtowidMia+qxbyco5+D1BQpcpQajzAJJMBqCs/cXl/P+dD7lxY2gnAdkv7903cXZqa2rsjm3/WH38lxWh8merDPKEI+mZvpx3gGClcAj7T3u1Ms8T2GTlabpJpFoV1FskjgdddVPe+cZQZCI6FgreGrNoHX18PR9yGNIB5gGT3tJwsvlCCDiNCDU/vjhX4KuUGsZwA85jtN6cwXId22HtheMfv/H/+Lm9td6aj983CXJIkqTqiznnFXmkenaXvAsTqRSMJ57erqPE0JxSAiVHPdNtVhspqE5XY4UywiabHAbBJEQXmAsQY2jJzVM13fX2k3wNuwGj8R6u+nbqe9d213Ynq7X11meUUwkE8iS1WbNOH5+uEeYGQXDWSmCw/MBktYvvLrUyKMkikH8af39p6eHh+/Xq1fXt2+GAeRbaVE4Z06HFxmIueRTnuCxb8MgrM9HQiVh4Ojuu4ogECqXpsH/0//B/5oyiBlJw4gLPGml9BCCcyoUQvY94MW9NQSJxXoNtFzrF6sYId82kydecNihz4IlrrVmcI9CxTFzfAGtTqhomxF7NCk9O9YAdDpNsI4/H88aTgejlF3kaZ5FhJJ+HE7nk9E+z1dhIObIEk8Yk4KkyQxEAukAonNZEwTcOns696djieYHwwgLwuB8LOuqKpbp9e0KOQxKy6YrVoXWoPgCuP80YmLX600UiaEb+0GBXxieXDGOqqy6KAnmwbwXgsmARmHQNk1Tj1wExiIzC00xxWHI0kSczpeh9w4b5DvB0ggc0kYKVpa7qjwhQlfr15SQPUCW4iQu5ne7DIS8lPuqvt9s3jCAoxwpFlpb54HIQqHK76yxhKCHh4dICEwhVNR5M8KYVlPKv/zyN9pAYtg42culHPvmeHqi1K2Wm0lNCLPl4oskyfb7j+N4Wq9uGQusQcNYVu2Lt6BPi+N0HKZhGNJ4Zf1QXo5RkM7H3yKJrsapdWYyrk2Swnvdta13VIh4VFM3VLvDT3VzkqgQIRqH4dB8cLbN41ecxZOq6+HZIZtF2+vlr87l7tz+TEnMMPN4mExHUYIRt6ijmDMSYoJHs3feBXTDKGrVYVYImHmeav7RbBWnURrHq0iskzQQIk0SKAvyeFsUizSLGeVpsvhsPUeYTNPU1sdiuUIOMj+st21TI0SiOMQEgP6MQygKtCiUWNjqYAO+F5ANA2SJwXIGJL4jyFpmfePUd0eQUIMYEjZFzhDnKIDdvYsicbm8cB4myZIBb+uzNgfYXLO5AoFEBya7bpxUVgBLVgIMFnpWQMZS6MSsg17LIzBucYpHSBubbyw1Yz9zgLV0bS+jcJp6B+7z2bs/G+2tMoD91PM9AWI8BNEkcOPOKUkIDZ1KsxDgIdBtgokcNJGwugSpoQY9D+B251QUGOd2LcR1Ygrm33mUS+YxBEhYvXVByKE0GUFMCR53EGDDqg1+GoBeWpCCU1CiEkgXnLN0rQUIWzA/yM/wMlhBoq5tLOTPSIqRBXQbH/pBcA5FwLw0GwfoFaWEpFejNGUceiQCM28NfkRoq9wc7qQVzGKdMZAIxQUMwkZwHnIeBKEA4yLcqUxKOoy9hRAAwwUNQyCII9jMkWGe5kJUqYFjSqkK9NoyYUASx/2gKUMBIw7WOx2lEAUz9hMHfhnz3itlFbigFaM0zYI5egueITaP5ynFUcwB/oU+y5xAPuc9vDb4rAyAZ2ROqAflDyEww4KBmZ8hcmxG7Arn/dBB6swsd4dUTwUfUM0xSmKwgszLQPDegJlwpuFRA4kLAxcc3H1NuVpdg7OxvsC81hEBiKxQhsHYmzjOOIcFqQL5xBjG8WlXJ3muAbcD8i0Py29blo+BFH1f9v14aV66vu7aoWurc7kbdeUcrqqzg7nvP0aMyvn/WoSIpGvQBsCfYREe8y8ivm2GvUFg9LLOL/N3xkxNt6MUMCEUAeljmKYoIpvVu5eX58lWEhBd3Ckfhpky7TjpIr/qu8qYidCQMiS5zJLbdmy9rjGRIsjLy33T7wBwhE2R3Ei+HsehKK4pt8/7nxb5ltHocPiYZzdC8t3h+1gsx6nGLHx1+0vn+6o6BGItZVpWTyATKG5lED08/Ugxs5Aj2b+6/rMkWxgzxUmuxu7x4b0nRin1+u3X2Pn7hz+GcnF1dVtV5Th0q9WdiIKqPNflYb15Yz0U00WaCRkp28dxgHz044+/67uGS/z67lfGubau03SFQEElEBlnGRs7HF8QkNk2t6+2ZtIek6qqT6cjaLYs3myXhND7Dz8zwYHDXp6dR9/+4s/vbm/e//zpfHparO/K+lxVh7d337y6uxm6KorT3a7EjJ1PpyiKYG3o9KJY53lx2EGqxO2rG2X6pmzVBDW6Mk1dn9Q4hWHkkU7TqGua/eV5mtrN6jZO0hBeWtPT7n0UZmm0RUhxwZ92n7wj41RDVkRUHI9750Ztp+vVOxECvGp/+Ni05zy5xthCeBqpraGTaRkOIcM69CFfNe3Qq33AU+sH6ycPSYzACLdA02k/K5MRAq7vP1wl8Hr7x1AjQYs0zSHdlGZptLy9u0NICb6kvnjz5vXV9bVS3joViMiYUcooDGIhweeGCIQTTArW4HG8mMPlqJ60NgNlNIqSadAEI/cnmYVjjEhQP8ItMHQ9ZTyIYBn3WYQJRyX4f4wHRqYK4xikH7BTm+FeZtRmStMMWkEDyqM5sRVPE6yhnEWcUy6IAt0EbJNmLowfexVEksD6zg+9mdUGLpifW/CVzbICuBEgOAfuIDAtWwcyTghnhoxmsLeBv5UOQAiE1o5BJpadBpDuOwgX8KBl8U4AbBPulHkzBrckJPp00F1QCvFZs1sPbhZIG5/XieCJw7DQ/DzEBU0HXEvz7wjDUQNxji1Y7OC6gT2hCSMOTeNkw0h4B2NTCzr5kcN9DTcOJqhtVJxyoxCQPDnjcwQ8RnBiws3oHDDAJBt6BYIskCU6DrgRT2FkCW0a1H6cg76GAepGhgCrH3sz+/QIVGkQyYaMMfAtQaPhDEisQZYPJk/wz5s4lWA06I0IqR5tP2oGbbbHMwhATQ5MHHD4myAIYFIL1HXiERmBom3mxhh2IUbrbjhBkDPPPJyNJk2BoDE35HoWlXil+7atpIAhpvUg24HPgwQIU8baanIIBFkwm/Y+z6F9bVpgvSA0YuwYBYxnU42LZVoUUV03P/z8N3G4uL7+OghYXTbjqNO8wFidT4dxqihKKMu0GQJJ8zwTkP4LWwGIsGpH4mNlK2PN8fRSNzuEgc2x3z+fyk/Wj33fWqf8HEE8f8A/jdBAcbhcfAGD2n7gVBqvQYUXZYnYXMrnOMqjpBhUSwjqmjrLllV7kSQGfKtVCKt18eWk6yCI83wTycXz0/2lfvr6qz9fb253L8918xJHUZa9YiL46ae/xpa+uvt2c3VVlg/H49FotVpfF8VNGMrT8ZP10eV0pkBfD1brG2Pr6lJ9/e0/KcvT+/c/LBbb6+2VQ+A4PRx2Iohev3kHq7bzQbJwew1E38PxXk9kvd7cvAIE/eFwfP/zH6JgcX33hRonQr1SQ9s0y+WSMtHWbRAnahoXecwFbKcdYdV5P4xqtbmOBIFDxowf3//EeHBz+4WH32Bc1+3lUqdF1tYnRpkzuh87zKxVrmtPdXe42v5qvbmNwuS4e7+5ugKF6+ER/3v/o/8QpEEYolE+T5TbtmzqU5ot1psrKSjxuKovVXvJso3kgYYQLRIGM3HcATRFgSsG3sXjODpPnSUacKU779UiX0ApHKdQtsKuwACckMMAgXECXjVjBBSOIHsDjTj22thhhKyqOIqwhxSXJA9mgTiEMQDGc9YVEIyHDhKxZCT2+9P7n75L0nS1vArChElaXbr9yzFKgtV6MUP+wIzXz70vDGPmrBxvfRJHM6/JAodTmTQDrSFo7ZomyRLkaNMNQRgtijCK5PlctTU0PxjoYehYNhibIksoE+WpNKCiMn1bzsLaDH58CyTSfJFxzi7nUU1DnGS7/dEjI5gcxzKI4jgSiyKqm13f9bNeIGSc9MMIKV/TqHoSBGEYoXm7PXZjtVm9VaMqL4dZGeexD66uXw3T8XDYj92wyBeMAREBirBhECy1zszJ0cN2c52lkdbD5TKIIJUCTG7L4g6S3+uzs2K/fyCITcp8/dWfT6r5+cPvQ3hugjhciQjYeoyRfqgb6PpMWe+gG/QjRkEoN4DBnJ6NpZJuCRuNa/QsXqSwlOs9NjN1UCI0edRSlDhIDwOxAoRegH4G/LT/+AJmLF0WWyHFIrkREBMRBSJ/c/dVniZFUURhHIaJCDgEa4AmPpgm23YjwAPAZkA45Qz093CjRIkEjLgUXTM67ecWGl4zfr6F5/8XFm/QNXxeD4FUZj585+sB6F6g6LBMwMgXhsAGAK3GDkmSzIBpuBJBX6esDMUw1AK0zJGDOkZ1HawowyCE5gZ+wQxjpNREwW4OL3g1OgqFNdzZHuLy/DTveSlBYSjmaeIIfok5jI/yPxF0tYEAIudAdwLUFgWlOAwd3dT3PWdhGABHGCao86J+7tYYxrCBge56hBEgxvPlag2GmSNksSCCQNkC0cnKAnKW6sl2oE6BoM45SxDpyYSRQGDTBUUNxEy3ChQCc6GggMAmOKcaEtQhhRkWaOBmNCKgULVAmMR8tYF8E1ClcLHB/JX8AyIFlEXz44EelVCodZx3wPWehTEwSBrglhWSjqPpO4hWp4xWZU/mZaq34LmFc4aitEjm7miEAgI0UfCUQkUFWxiI1FDKaKUliGQgxwLGyLD9BLM/bPaskbA2VM4RKSNYygNoDyRGsKkbx76HsGwJiRAEM6i0sAeI2Z/ACPPAaB5mQ70F7G892/GwU5Od6QbQdc9Oy7l7A1QeKlaJ0RZIwhN0xXNbbgA8I8SM74HVLlQoQJiD/1wIGszQOT/PyyG7HiSsKopEGEsyQ7m6Vs0eQjhiZmEm5IvMtj2wgQUhieN8GNTlfAA4HgJtoxBkGhvGUJRGgoeQj4qEMSaJg7a/UMKCKJuTLTCjYPUkDMTGlwtc85gIq7uZIDpWTfX0/On5fndpHyd75kwaPTVNDUtqUP78GyX2nP2MYgwh8dPMFIWZDvZ8MvC+hq0LwUlwqyY32RMlJKDbPNtcqhfrBoTcenVXZFfH4+5QvafEW4+uFl95BPLdWFx98cU/JdR9/+N/7qzmDI62U/nIGDPaB7L48s1fTap52v2xm3aL6HWavsnzom1P/XRJ4xvOxG7/sRsq7bplfvPq5pdauX6sgH1VPyyzd1fX20tdN3U9maO3bFFc5/mNDMJJ1X3bXOp9JIo4TmUcekOUAs4HTGet2+8e7t78Ogxl13cfP/5RsPirX/xSjdP++fHq9s6a8eHTz2/e/mZSHeeScKwGENZ17TGOlqvNZoSj/zlOwzhegob/sI+C6O7tpqlH72jbXIz1TXcWRK63t0qZsjrMzAwAQa2WK8bFbn9Komy9Sozxx0utpk6pQauprJ44k6v1myDMGMFhGN3f//Tzz39DKHl18yttVJ6v6+qx7ysIFI7jw+5J2Y7Ce0B/++2v6+pQ1ydGopfzBxnwRXqNEb5ULwYaGHV1dZfEy2kcpqmDs4fSvFg8Pv8RiB00Ma5L4/UFiKDWoF5DaFa/St/CK9W1cbAsm5fJlBApBesCkYo3o9lrVzOcEcxn7uUwrxQ+EwihTvl81jHYVEdxksF7nyzSeME5zfJlHKeRvLm5vqYEQtKU7rbrOyFx39cYwf4OpOfzpj1KQDU3jUZIAcUMHKpIjYoLeP9CaAQCMz/IgJPYwqkF6MhxUGHAQsgZNm07ZJmENyJEDurPLBU4KubvzyQGcSXCFvBRmoHFGOwJ1nlwnEJSOScMThIErK95WgZtHYj9PIa2DUQbBMMo3IKaEaRYkEEFh/B8tMIJAAUlKEfmtAUyRzFQZCfrMWTHaWWQg6DzOVAMmjGwDYD3D8EwbV47gpYFLgjQikOzSrCBJBknAg6n2CyJR3PiYRCKaVIGmig4+WfYiXUGOl5KIGAaElDBJQGQ6fn+9XOHA4cUwd5aFEWgkFKjibIAgkcBasUBE21BFzNDBz97BObndK70AGoNaGTYmYAvh8I9Alc6gYZTTzAghFGoR4x/hmt6eFOAA5bOvkdwys3NMHSUhM6TNWjh4B+dBU0YtJXeCkHGARYenLN+gIRB0J2CdBNCX+eTFg4iPYHdnBAiJZ8GBaqkkGkNu16I9YEHAJerVhY5B+bT+fzS2g/DCPNYTucpoQX2DMHgV4frDM27DygBCMEQ+G5UGC53u52e9N3ra+fhJwWYK4QZzmgwwDKxcRjglWBsXqQY276rGBNRnFqLAe9RH1+9eg2SX0QdciIQbdNPg6FceO+7ts3S0Fvaj711LklDo3swbXAxAYbaIz+V9TkMUwAzkwB+056BdUur47GO41Cp7qf3H6p6F0dx21Xj2DzuvmvbPagG1ajMhP7UBwaC5No1Hg0RfU2o7PWeo+T26hdVezm3vxN4w1k4mJdV9ps8vtqffxIUosKSeIHglcACsnSo105bB7kgEZSpwIB1lry6+0pK+eMP/xoRlMbZ1dX24fE9pSFAv7HERHd9tV29Ph5fILx5ubmcH29u3wIhHPTS4un+/f70+z/7xb9AlO1fdq9e/2Ia7DDuy/Y09WOWrRerq8PzfT8d43gpWPznf/5PBOfPL+Vk+vNpRyhP0w3B7nx6gj4NsK8uzxfekbq9rNYrKOasg5SdqQd2SxjXdTXjc31b18Vi0/c9JHiluVVGBERrVVUVxfLq6pow9a//5v92vf26WGw9RofDwZiBU5JCQlDQtyPGBHIqATeObNtPjLAkCZLkejmLgJtmUEKEErYroQzh3QHzDAv6RiSjROjRHh8uatLbm0XXXLqmDPOboZv+X1z9Wa8tSZ7lh5mZu5nPvscz3iHmyKGqq1rdRVGgBBEiCOhFn0CgQEBQCxIFUQ8E9Gn0IgkCCQh81osgQuoWukl0dXV3VQ6RMdy40xn36LOZm5sJ6+83S4m+mUhERN4495y9fZv9h7V+K43lzdXl6Bzo6mbwSI+NmcNgBvKB3qbgJfgkDeHugWkYRwkoumGA/nMSQzdIgY17IDmkxrUezHg6aSF4kSkRinYcm7opl+WAAi5YrS8TGKVRlMSRXBbJsnwdhGHfYuCWIr5ItpVRYUroFyaDiAfM2Mn28BcdT+eq2oXR60IuPBL7akqqY6HwUZD2TVsfD0m+LFfLrh0YdPNhCI+S0YOtmrM1U5Er78fLyxdPjz/13SHNru8ffh5GiXw0CLwYdsB+2l6swtD3fR3HBT5TnKTkowvDaILliSOkwIRaG8HNy9dfnqrDNIk4Ue2+GTprir5qzp7Fng8BQIWTHt53bRNLUV5BehSE8ft3P4hArdeLp7unKAbRKE3lufrI3bUMZZ6Xg+6ZE23bFJmua9PrJg4R/YfYX5VxYXdPd6GIHu4+jFPz8urPdj+8fzh8l8jNYBolsR9r9BsVXBbxpfVta973+gxfMr+k3cNHGK9Ad2gY67FtQGM0MWBUYEggx92cEiZVUOZFulyWi+T68upmudpy7qVUWXS53V5GUVQWRagE8+BVYSo/TaO1fW84Dw7PfYy8eDG1w/lUy0gVixy24snDJwZnE471MIDhzY02YDzKZN8N5HsGBZOEzphfRnDhjc5BxmlA4RgBQW7gOlA5dHoSLvZPq90A8bfMgZYSWCwFMSXR3ZiXMZoHmfOAD8YhFlaKi8syDLix/nw+62HI84WARNmEHmgvpCQBU4n+gRoDx0L4xNwUEjcZuOs4jcgBKJq6DyfedW1eZEGAAUpA3C+qlEGHgZleJgEyspAXAeMB4rDQbuHlFoBrS8X2T+fZEaGiKE4kBxkSXQSM/hPcHGgduPABjBPesSSehanYeHssTiczehUFXEwoWQZL3TtM+VwA5Mw/EUaYt04hWx6tlARUIMTMmBSnFLISAQFnp1AEYQLwzFxUEW0NX23+1BgDo0WSKwxuyV0gAoyHMPRBpULbS7owkZYDFJuf4HTlcRpzB0kAc6zMol67rh28G2ePLZwuNBPmKlRyRhHAtkkAbQhiPYPbSsEbLJTK+85Ai0sAAzBjaG5VqLQsUkd+yGlyKGBCFigAw9D9IgaKflpIHvAf4HDg1/cj9JUIeLfWwVTpWJrJSPAOCho3sXaevqEY5HBe2olLQURNGv7rYRh6naaRY65ruzRONC419LuoGrF2DMsyxg4aKAa0kVIiRBiVIridyM1Es42Me21tx3nqJz1axxkIdVzwEGQBJz2oC3pgdTUkaWGMxozAT6vlpRkH3dXxcgl8zIBseg7Wj8TqHl/HxXERSJvlL6+s+/rLf6h7xIJMtvNcx1F2PJ6eHs7dcHh4+ml/fuu51lqfjkdjBzt11C5PjjWD6WalKHmr+OTsuXsjWOyYZl4M06M+PUxuDHiZqOxx9+ZYPcRhcbH4oteHZmi00WV8Xfndsf/Z33XMB+2wS9Tai7Ht2+3qyzTb7vfvzu0HzzsyKPSJvPBMtP3J+l0WL4UNH55/d7n+5fXVy92zGh0QKVX1mMSrWMXWDHG0OFTvW7MLeer4dHHxelEu3/z4hyTJosTXx5N1JouX3ns9tq8vvt3v7p4Pjw5r/pcZstRSBk9DNOo+jsJIhXY0TXV62v9eu6eXV38ZKtW0h1evvh4G/f33fz1N/Ob261DEkFwaTExX6+tikR4PBzcNRQ5E22/+7d/1fb9cXA/6HKpks3mx3W7DUHx8/7Me5sSU8Pr281Cohw/vWj0kiWp7dd5jKhmEFAFZVy9u/2y3+3A+Py9XFw4jiTGJy+321fF0f3f3+zhJkyRN4o0UmfXDw9MPx/NbGeR5vEbqtECa2d3zbwOxuNx8tr24MUPXdIhLdmP34vqbUMq3H/6WM8CKLjY3Tbv/+PQbaOBlWnXvpCis8t344METEiN74l4e27d4kDlr9aNzGt5VbII0Y0NtfqCbZbQeuWoYHvEc8Oc0NcZJXlxubj7/8ksZRSFL82KBgG0uvQspYrss8gvw/Xqj4jHkEhje6MpPWIzI0PFwYsIc94fl8ooxXG8BklQVcXdF27Ywb4cSYCMVIAoAdlz0eIFE2C+qbOGSTKaQnZMQUYi+p8FiDK0TjOOxCBiOsgnONMwTMYGSoh8mybDVl8imlnDyWqtS3EScB0kKcQbJC6nSpn+K6HCOg3foBgBO6HgsFjGykYkJzPGSOhh96fb1k+97jJPw2vz99JLgBbjvIGeA6oFzstXQxSDD0MMu/ml4RLRnwvwgPx2uP5R8Gi4AJHJa3BF0cSDAGMxkDiULDlsMT32a45jq20EoQoXC8jQhHCjAcYwZJHcGM1AmQmQ5AI0GbeN8y+B+IUkI2kXEmkehnawg3AQbccdh8Ewe6XHEukzCJwBOCfqfCa8cDAsT+2QphO+CrlFEfIHPjAEiYsLQKWHVSoYFSkDC16RrJ6ATHa8z2lfSrWjtkgz+FDSZDB5yHGGY9mKRCzcE2mK8ZQSmxr1Ja1IbogmHa8Oj8VMTs4lQMGYr6TzvWqyLMekG5Rtwl7buneerbQ4ljZcZoqSnJE0XC6hzwfKtGi6kCBK4x0fTNN16vUjTpG17egUwkmNMt7WbRgUViVDr9Zrmofh+7SCs4cwHkxuGZsjLdLku8BgLJiVP45RNU5onJHSCLOl83qfxMlIbwTFfhmEkz867uj5WQWgFnw77Q56xP/vFN113W5TQKTCPcA6jh/Px3LTVuT0dT/dVtXt6en7a/8CxAQ276SN2BGzS7Pz2cR/yRSgK407jWAc8tWZ6Nj9MvrWOG3tiHgaBabLaffTObVefBRL4nG6oEAwuZJldnY8Po2ukCnp9OFX1arF9dftr5LYc936a8mIZRUXdPS+X5W6/e9qd4ih98+Zvr65eCC4e7z4GQq6WL3ZYwXWDqde6aGqT5vGX218+Pz87b9+9+4MQwcX2F57Zh/sffvwhEUxGWXr76pUBwXPEPRiIOIpuXnz24e5t3/ZpmfZte//0XZr+ZVvXw9BsNtc3Lz4fR/30+Pjw8CYIgs8++7PF4mIEtOmMrVU/MO+Pjx8fn3+8vv5Fnpbv3v9WD83N9Tdfff3ndX189/bHfhhevfoyDF3TnId+Wq43p8OR/6//k/8rIu+c6wbDXJAXcZIioxM9FraLgQrB/TO2RwxXGHWDrqouSZDzKWVQnbvJuuU248x3TTeBVRACBEIMDO+xW5tgICmlxGY8JOS5kGJ/rNJIBcyNk59AXiF0oOQOfE3XNh2xzMM0w44DtxvyYlhRpHDt0nSae5YXSduYuhkipXLYYfXz04kLUSwKoIpk+HB/Oh5qz6b1eum9gSRBqcPuANHjejWS6dY7XlUoXGTEQ4mdRxxHp9MTaP55OWqDee1gUJtR+DbUj3lZZKng4uH50RhCzKYWzu8x0AP0uwa+bJvlwdAfhm64ufl66PT17ZXEiryZJsAPq+qIU5j5pj+EgTRT33X6YnNzebEZBp2mecCDp8N9pFLmxP74yDyYP1XzdHP12fm8y9IsUmE/tFEcjYb3wymGDS8/nu+849c3n719+7uuPV5cfG5shRCSsHDTVK4WDw/vE5XsDu9ClV1uv3z/7vdKpovl5u7hJ8GDqr2rqmq0VRKsG/vkWWddH/BFGX1hp7rRHyY2xuFS8bwZH4nX9/eJ5IA1kVz77xkPiLCfHb1S5DKMMmC515vV17c3L7CkcuE3v/g11p5SJelSychamyQINLy/e7teXk5OWzfEalMuCzNYCsmBtZ3UbxZbJqFGZ5qmj5MYXbiZ9NAJgQo+TZPJw1GZ5UuaKfgwoP0FKdzmAoIsasSklkKGtDwh+EkIWRv+DJzI0Nv4ocGaiUaGHJThWMG1pXsYw8BxRij57JGYM488uZ7BgfK+6zT5HOj2wBcPxnHqWw0WHyQlGLgabQPw0AiziARSbJrmaxj9kgwchlSYoM5G07lDI9cHiUEJEyrozw1REkZN1QOhFeB2pzki6v4oDQ1Ujpi/AsoCWaYlzQz2cjA5zH0URpg0lCUKiERqAuOBHy3vO01QuJD02NZPM8wWtJu8iKzB2hCkSlxbaKdnGuds0jBkYYfgdhioLxWIlHMQJmFEThy2OI3NaCbi02BQyrH5D/BT+K4BgxvfCfEMBNabFkYWosLEhLPDTL3VcYbLE3pO2vqiKHJshBx0fosnAPEYig+4DQFCwL4RDwZ2ZdCs0mRXGAAwODyQHI6+eYLgHEA/UpHbhGGMhfxB/HPoRdGICiTZdK3BbCiWUDmNDGYMSd4+MA9I74tlIp5kcAWSACEcForQybGRlHJK8cUq45w/P1YTbZ2lRIY6yUFJjIVlo0xivGFDDzlXEAT4JmmKPLSgsEKSgKkHNpNRjMesa4xK8BOP1ndtLzEC67abDWcAqGk9FItcD/0EGRhqYs5F0x4pzgtLhXEwLFDaDKFwi0XWdfWgJ4RfqBjRWHoYdT05XRZbiiIEip0eUpgzy2I1Wi2jaJrkzLLvmlrFfrRtezbP+2d4P8ambdv9/vncPE2+dZNp266uq960xEj8BI/hLBJcol5jiKWNVaGR/DVwpD8j00TwDJoUOHeHNF633TD6o2RRkbyKUuWcmRzHRGyKd4efIDjwwkztq6tfeqb6dvS+V1GktUlkOYmx7n8O/fLlza8rOGkes2hVNXWerbbby7d3/2bs3SJ/LWPwevJ4NTl+//wbbHv8IpDY4zjUvqYoV+PYJypjbApVhm6fDUlY5uUqz4uf3/7tZFiclt4B91e3p6p7CFiUpauXL7+8uf7szU8/3N29ycvFdv3Zze3t25+/O5/q5epaKnXc30eRfP3FN+eqtqOrq+ckzTfbm8PuIQijIs+jSD09ve37NlTi+eEjE3K1WCdJdjidFBZXUcDjF7e3jomn+8er22sZps+7h3kV//7Db0POF6srz4L97t3h8PPE9Bev/vGLl798eHjz45v/Vps6VlkSF+vNsshWH+/eD31/dXU9mK5p9oiW8UGapTcXX3+8+31vutH0cZy1fYvLQvBN+appauOaIHR197xIbr0La/3RsV7gjRkpIkz4Tzvh+QHAB1lAXi3zYqngq4myZLtZ3QZBtF6+MMNw8+J6cnCsBCHbbq+SRGGa5mxbdxZFqkWcVRoJIeu667txuQKdjjN3eb1qG9MDyoGDs1ykSYYoy9PxZI1EHnqaiMADch4rM8CVR7ZdwpgQ+VDDCECbJ0ISz+ushNRMGBl7lhYxDISAIWNiZkcbpSHGmRYuOKWoM4FNzuseDrcoBlCyb82s/MSHd7Twr1OUHIK1OuSxUbAWlmM4acjLLZChiusGm0SoFJDpCqIVpnLIAEejPEJ1CfM1QuSIz0LyFdJS4W4iOze8CTMyGE4HDZEU3cQ45J1lsJ5NXklAMieLO46IUrjRQFKmVSQNm0jnD1EM5IhxJocOjRzllTPgZ7AnCHFEywB0SpzhJFeBp4CWbECsY0xJnRhmV8hIwCWASCFCu6ObDfESwVvAhRsNpDT4iTS0xFEqR7jK5whcHNiYvQGHEQpoRFAMYJ6AoA6yPIC0CQY1Ll/cZdJjRQnslptYBLnp6OnUkWj7nR7HJFG6B0pHRVhyzq/SZHGARwmuk74dJ9zIyEkK8bLPLxrGEUQfhHxDmxF3ImmLYIwfoUzBC4UCATkTSoUQqaG3BBifZuv4DUHAu2am+0wh+mGmYbfGGBlsz/kDxGFn1UMQRbkMEYnUdUMg+WabWwPVaxTL6oRZJtI3cEWicgf5zMCjYW2XZYUM5Gj8uXrGpFFIcFBVAqOEhNd06HsZQXdlDb2/k2m7s+dBkWUeyWxJ25xCaW9uXp2OJ/o2km5oReiStDw+N8+7d3D8meFcPZ1Oh6E3h+pj2xzqttK29T6k68CFvMTWmU30YYukKLhA3G5ZXvet8cwUyUbJNE1LO7lztSuKVTcc7Gjy5HJf/bxd355O56LYJHHx9PhhuViPvnv18heb9dX5cJicTYuF0cNPP/1mtPpie819uVyvgMjtWZqF3/3wLyIZX9980VT9evuS+fB0fMiyxf74VC7W6+WNjHl9asbJ5El2cXXz/Py0293ToN5vN9u82Pzw0/cOegFFKVxTmpR188w4z8tlkpRdU3VN//D4w8Xlixcvf1mU2d3d+66tb158ftw9dU1Vd/eM8c+/+Ef1+fmHn/5pmlx88cVfdM1+f7jfnX7+xdf//u3NL+7uf8JemkVRlFf1E//P/tP/UgiXIrqCt92w31du8mmsBtMbM1rr15vlelM6a6M4VGE4ed+14/mk9/vDaltIqYZ2SDMFdTgE0BPnsmlt2/ddc+h1i4AnbV69/ma5Lkh0gBIEnw0zQfnWI2Ztu71JMFBHDSUEjgbAylAfBosyjaJw0PDlxlGITyNjXdcjzkLEQRAcT6f373/KMvXyxed5noZSnc7N3ce75WJ9cbXdHZrTqYmjMIn5xdUSBitgkPFL92IcxfaqCAPeQePujTbOgXYdBGyaRu9C69juuWrbYbksh6Fz1l3dXrTtKY6j29vtaKbd/txWth+qqjmdT7usyNebhXcLrWukAQoHX03A989nJVfGHu4+vN1sN599/vVv/vbfXlzeSuXvPr7hIlys8pYunjhB3oOM+PF533d1mi8iubh58RVj089v/1b3erQDZ1HTHl/c/iLLFw9P3/cwEsgs2h4P+xe3XyVZsd89qIQ/P39Yr7eTte8//j5O4oCl/VC9uPmlEOy4fwxlGgRR3d/v92/CoPTeHpoHkvQfEL7JvBS5cUe6aG0cvApF3NsPIGVTqSmYIP3VzOeF8P2PlzGuPoX4qM3V5ovlYvHNL36dZDKLLhblCgB6pdbrK21GxpzWXZJmNHUbocnRkx56zkXXdU1dBcqPFnjWycTL5QvOfZLHYRCO2oDs2reOwXS0ezrjuYQORURxEEifFYlEop+c37IwjM0Avg26qQnsekEIbBo6osVCOxRJznjb6tECdpAVMR5UJM6NhE+kNEmIizG8lIpo1NYP2ioVKFgCxr7FCpq86WPbDiqKz8eqKBCSEycSo4pQDHqg7U1I4ikXJygUKCOOtbVWESaLaNswgYPeksxyqO+5EDGWkzTR5b6rYXANowDsTeh/xKghqoEPpDOYj/IAoGw0CswMkA+FGE5jZEs/By42zKejsO9HclNgm0ITVNgSYCzEzzJhJ6nh0sD9LnhTaT3YcpHAdk2mCzBRsTtC7R2CzUTVAsoCkgSQiIjydkOy7I9GTypCNQSFKgf3H+Io+ls9INzJIZ8aF7AZsKVM0wglC13kJMjE2oxikVBQ4C0n/AwniQ5zrAdkaWQOLDuYHCJpcAFHKXGbsDxCjLskIgqNJsVcEsGDgYFxgOEXQVAxV3behbitQXEFepVyijvirHwKgMJyAQlRiMaJEKIzmpE2gdCFBnBOY6KEQgZtNgqCyXlsRyEdhVhostNhX9EMWCyWagKUCx23giuIYRgHMTJeZ+iQ8dDO9Y2D3xIVjw84Cjhj4LrBLLzRUYSBNqVuTlmBiv6wa2cpV4BpfiBCijGDExJOFmtsmqNL50L0nelbC9MU9s+oqaTykx+SuFRSRjG20/t9B3lVzMNwIgAdr+oTTm8WCaHiOKiqe7A3Ntcg0ePtFkN/zvJIqfTh7gATC+yfbrVeHZ4Pp/MxEE7FkfNTIJQefNvULBgX5RWYEc4YbX568+bHN2+q6m4SVRSmT8c3E2hVyMPw/y5EFFGc+FRDYoAJfMgzTAccwiSScMlZ2NkdXjmWj/4I/Q+3RfKi6ysXQEEayTKLL9u2Nq71zl6vvqmHfdU+pWq7Wl2G4HjVpJwfuBjXi9dFung6fL9d/WqxuOyaA7bQcdEPXVUdzdROZtpub+BzO/VxGq9WF29//u16eWmsEZAbLRarzX73/PU3v+q6/Y8/fudY3w/j9fbLQARZXl5dv/jw4SfvxZdf/cp7dffx5yhKsnTZtKdpGk+nfZIu8mzbdbssS66uP7+7uxv6IU2iQDkBCqVbrsq7d+86XSF16txNHoQ363ols2n0YZRnSXw4nspFmajVDz/+q8fnH/7yL/+jWC3evvkuSlemrw+nn//q3/ufJEn+1//dP+OCby9enI/P5XqtZPS73/3TYTwtkquJt4fqreCqyDY3l9+azvqw8p4n8WLU4/3uJ8b47errY3v3eP6D5EWZXI62r8y7TL4s4stze2fFwXttnSiiq14/Ud7XjICfTXc8ELEKcpoh8VhuvvjsL64uvhrH3tr+6uqry+sbrbvmXF1e3zoo0FrnUHlPE1w0YaBKzLIF4KssitO86xqpkF+hEr/fHfFJSVdwlo5mUaQyDuM0GEcGHlXA62qIwdIcvTcqCpyHQN3ZqVzhsia0My7OMMThObdeECKT02/238KJDxg0koFEwIduQHMYAYYCJgJ2WjTGSOGQEQFE8n2roXTA3wpn4VvD6eqZHjR5ZAhGlaoYEkF80iGXQmLQxBmQjxgsIgY9oBOSkStM9N0ggGLGYYiuEp0hjSRo1ghTHOAXlgBQZGLXnzqoAY5EDrgLGY+HHjI+SozgYcjAOqZbjNzOuLBwt6J3wZcn5idmdmhUCD9lAXGxzLtymdLyE/fpaED18H4aenyioQykzlYQyF0PwwS9myfMMzAVaN4SgBgkmKUMLxdKLvJf0BdiEImgqYsT3BPYKI0wXmLto5EdH0VyTqIfQToBaQQ8PwdWWQRlLAsCnMC0JHTGYmsH8WccTuOn9s8zlgJqOOKjhCMXin2GKRsaftQVChtcvCAjhpuzPlYPoJggfA+0C/JpY/k6adzFYblEkKwebIAi2U2jk6hz8QqPegrIloLBNC4UUZ11Ww8oV2ABQGcbhJyMDCICbEyI0Fvr+xbORhlHx+d2wMGF6fQ0IsZgTp0NJDS9GCaSShbviBTY0OJGHsEz9gJDasXgnHc+TQrG9eFwF4oiL5fPT3vmxfayXG1X79/s8FQoXGFK8eoMekKWxX7y2trTuaurnRm7olhdXtyoUDon6uYURVFRFudTDR0Zfk1df1yU63KxGrq2qh/zYqGiuK6b06k6nR+enz7cPb69f3xTN08T66YJnw5SlgUBK2HfFRobCBoXhzy7vfxVGCYf779Lk4U2jXHnVfarq4tfNs3Du+d/nqkrYwYpg6uLVw+PH8IwypJVmsWfvfrVz+9/q2SWJsX7D7/3U5AXl9e3nzvv3r7/XSh4mS+fdz//4//e/7RpGhlPkw1+/9t//Y//6j+o6v133//1t1/9D6u6ej78JHj4zef/2Exj359DvA/xaPosyT2TbTccTw897FfVP/iL/0DJ7He//edXt1/07bBYbKI4Op+qxXIRBonFMGFqm2pzkTk3/fzTHw7Hd1wEr1/+g67tuv6oZLxc3gghvv/xX1jTvX75i4vLzz7c/Shl/M03/xALy93danXJ/8n//P8C9TFnq2U6dIPWI5wqEbTgSPeyJNoOlTZjCBsrSj8UBz6AltjacoGIhbbp5qmJHioztlItVZytFxFjrmnbyY7lYiW41B38rdjLh0HfaW2GWIXODVdXN8CZYbSET9G5qoYeOQdhEDvHV5vcQSzEBDYWfBxsELpiWTw/7YFbZPHhcOBcr9cXeZo5yPnscX92LsyKmHFfV12ACtguVzkyPYezNnrQQ5auy9WWMTYguFZEUdK1/cPzz0EAL/FqeSll4iceZzmsC3lmHe/aCnv/UAUh10PXtX0Q8sVi3Q3n0/GcpHkSK8HMNMndcX8+ntabpRDBuTqoUF1efGFsq/vjxdUWBIXzYNn48d17oER42FRtlsdxnH/88O72xWfrbdbVZxqxiGmS282L9x9/Ph6erm9urB7rpgplsFpdx3Go+7YbehUHfe27rhlHc6qfk2QRRQVJtngUiUEfuY+niffjM44QJw7PlZ4aPT4Ndk/g0IUS6egaB1JZF7ItKblbEmGGFNMMXRZt8OZQuz+O2qnYEjzeLF4uFqsojsv0WqlstXzFPFuW6fWLiziC+7Gqn5aLm8m6cdSbzWa3e55vCCjup+TvT2qta0gluA5CmcYSWLLJO4NDYzQWMRh0VJH6QmKXDKsDCmbdYyQ7TVMUx95Pi03eVO3psLdTmGeZxJaM9C+TxylP0DEU4haXE2SKNKAlVInPy8RNvjq0zmM9JSXuVNpa4zLTZgpCliQQ6uAQxPoO7dDQmjiVUMvQxI72QiPUn5BrY/tncR+AOzKPb8m67T81LOSbx7ADMzg0WtY47AdwaWGUyIWPY5woIyXJUtIsQLYY1hFDfbIshHOetQ2GfjHBQsnEHxgNGhi9wlBDjQa7QTrakUuOfJQQezCqAbA9RY1BI+qJpqQBCUswXyVLPQkgyYlBUk9APuljSRkJ8zoQ9TYEsIJFsKZwKAZh+oTkz06YMZPmB7VUEAYDSKe4YvWAQBTCGMDaDti39XECSSfZ/d1ALAHa1wE7iSEqagP0jR7McRlIoFBnkwNUrKEIkVWIdDtY3i2qpdlNNyNbMXXGpSjg0QdBgcg0qAyA4obik+HHD+DvRT9PNB4KTxJkwcfAGq+yR7ojUM+hCpt6mKB7Atrb/XG4EOLZxis2B2D8MbeKqqaQw/doQXD1SBTEs51mymEhoKFmVphqWzPlRYIs7AnMcZzNQMjiebaIT2Tk9EMhSAzxQEawOg3tmCDXVKB/ofRhAcwPR3UFSBQm+3ESNueO7NP4gzBEGD3IMbAG6Wkci0VGr1jYd3aA79zleeHdCLqsHmKVQtODZ9tEcWp0G4bMjqbvbFEusTXsx8vrC8bd8/MDvCFxbMdBhKh815stNNfGNvUhyxZxqqrzbtTIgOYBW6+XqHiDoMbKpZMyHLpGRSJS5d3jRz3WfYuTfH96NKZ/fv6pqqqZA+6xhv37dRBjDNE+hAoIYnmZiGVtdtZ3kI1RURcE8eRrIfhqcXOuntEOhQsZXAjhuq6O5IL5MYsXowXgydhWhjkPxq6vcbrKSCko0JMs1q05H5uRn7ebm1c3f/Hw/I4WCCN3AlKFVEXxwjn388+/sf7IXLTMr0arF6ttmizdyAI5dUMz9I2K0iwp4jiNVNGPtZ8E+lvDFuubtqlWqysVZbvnRxFEpC9AaNtqvXaT2T3d58C6OBHId+//RoUFstawfuYWEXOwVkVxNLlOykwP/buPvyuy9cX6hTbN5EKt7en0LoM8vqxO750PkmyL5YsbX33x7dB1H95+F6jIi6nu7hJVMgd/FGfh5IZuvPcWntsszbABC/n+fOeYvVr9mecGmHiJY9KMo556KZTzjXE1hetA1zhOpz95v+arRcqwyLNVHKd5erko1ldXX5TpFkcVJljQ/MPxK8e27ryLAsWbqu67YbO9odBt33cDYyaK4+VyCXEgF9XxTPEy+vrqMi2S07Gqq9GMdRSppjmu16/xCQURBcdaDIUqBjfQZ4LwyQRinNCBkBQQxzgEGnhGcRHiuIulMW7o9R/FkT5KsJ/E3ULNACYmHsU0rX2wqhoNTg+sTWCuxqkb4KpC32RxQnOJnR7aMfLiYg7VNUM/jJjJAq0cpCl+P9ntkILg/RSEkpIhQWdAB0DHOwID6NSaezAc2jSHYp6pBONL2mUBsjtB8ohNEWhbZInjHmwV7iEToPgGpiFN/6PqBEc+FwItKM4aJKzilAokOKUETcE8jnJZMUace6cRvmRExlMCrSvyBDszLLWwI7V2wsnPedv2SoVSwrhugNMCc4UWiVZFCCG02sIJQPcX9pD0zYchbljcD3Dj8fkYCXGJoLULZaBpVou5T8jjGMt8CoEQEMvQhg193eQjqPQhsdF61IaAn5NXSox00s7jQlJJUCMKPTO6Jshe7BSnCvM4IWfVrZvcHwsYJCUGAj05IjGosnWUIkgZfnit+kY755M0GuBax3wTahSYITn0IAivHh1Ry1toSZAdj58dBnw8chgyjiPacTCEHRcszWLnXN+bDgxJKEFIIIo3BWpVgas9zWIOP4imzSEoif3QwlSm8lCJfjCCpC5CTIj0AAHOnY7HMEykAtcXeiLvsyLtsMXp0jRM03LUuu2rUIr6dE6TtQh939VluRoGi8J+XWJPbqbDYW9MX5ZFGEY9DnlJeGoXBAhGrKv67YffbVZXi/KacLhC68H5cbUuz8cTINLt/eH43NbD4/7N8+591xkkN7ATJamsQ1H29pmzqUhfh2yp7UlJlacvVJCd2jvBpiReAD7Y7aw3RXTtWCRlgAN/6pfLVRQusuzC+enx6d1mfWOdPp6elsVVVR0FD9t+l+XF69e/uvv4A3PjcvXi8Wn/1Vd/Fir73e/+7ub2a2f9uw//5ovPf13ml7/9/b/Ii/Ll7bd1e6irOsvSLCvOh2Z3eh/gs5PFSRlJNblxgALfxkkipXITX202Vft0Pp7MKMp8FXL78elvZsTTr7/9j0Ipfv/7/3Zy0+3VL/u+wocEpWSvzUmwXKbLNIq0OWkzFskqyRL+f/hf/lcqkU3dI6Nc8tOhGWBHjhgbPR/zfEXSBYw0+qFVCk5ubGDCGNqMuiOWAKoxpVRWRnYY2qaylidpudrk1kxPj09df4b+WORBiLYoibCOgKgAqx5hJyjNOHjEdrlcRBE218MwQFOqIq0Jq4GPRHjan4uyoHEG8h6q06GqTuXyZpzQm57Oz9inwPzQRHHZtw1tA9ioOxR843j76lUUZU1bWWuHvuVCJMlq9/A02kHFcRID6S8lq04HxrQe+yzdrNcXdV2dT10cyyTL6nMz6ON2c52X2QCsX78/3NdVHWKe4s7nlvaXCcypxWK7+eJw+OiduLyEq3C/+7BYLosi/90f/lkcF7eXn/347vsivfji81+//fn3WveXV9u7u7u2a+MojRQyNxmHfxdeY9A1083quumPWbJ8fr53k02QImUh1bAwwgci8mx69/btEh+kqD63khX704eRVXbstT1V7bPzxnsfy5uQp+145xBA5AQrBFOWHaiFE38SwIX2+U9j7pC+hQnr4uryVZKk29WXczTi1eVXq/JSxejPFks0tD1oilOS4V602uvOEpWDd0PjmdluXzZVw7nIywyaFjq75ynjaF1TdzIODRZzfZ4vAiGjRCJYDdoQ8j95zLekhPBPaxSvmBFqsBDjFJQRPC64LzHYCxV0L4BN93RqwowOLURRRuQHgSJifrxDCYwyZ1B1ggFFOeekBMQN7ZlL0qhrTRiwybkokkNnFWR7kHUYY6B7IFkLiTehJHQe6gjCYhKln7heM7IMJb/BHRmEsJ/BrU5aVeccQCkBFlZk+po/erSjo3Ej+hn8ifMEhPiZIToPPcDYTcCT2ZiBhg2vFzQYU0DXMCwggUDuKpQ/qA8QxZ4p9L0T/HPkokO/RhNiqnUmgLzn+oDM4miYzQBKiUKaLy460L3Jm0B3P6X1EqiGtqJoO9EMJCqDu4yEJShJYU8PqfceelxvMx0XeYAQHaFhQ0idhMIHkleIW9CokHaR/ly4IBBthJfJTaNBsHIUY6COoRRWcIi/GDqD2Am8TWiqgwDOihE6IkD0+l6Dg8mFxBVDk88ZmAlnBS5Fct+7IIA9Y57FYqlNtg0KvcPLJWk3W5/Rk6ANhooP8ihaDpNhA6n2YBnNlpYoUaOZuobCqBFxEaDX5Wy5ydoaxmNSMfFykdK1OoZBiKWec6BopGrAb5ms8Wa0eYrxtsUITMoYsD5E8IHRB3hCGIYG+YM+ihVRF/AG0auLNymQmJLg7o/kqDXyMBMVBrLrBozIHRIpnDOenGaYKIeRd1Pb9kkmlYwpPYs1zRmJGv0B8QABFt5oQd0QKXw3bXNWcTT0BmlRSLT3cZyC4ieYQsS8rapDGKRgnNpmvVnHUfL09BDwmAdBFMmizE6HY3Xuk3RBuWQD9ZVD4BcyDB0bl6silGnbDH3bd/3eMXuun86nfd1UD7sfmEuMbqxre33udTWOsyRh7isgROcsoTFWx7nynoe8EFwYd0ijLbVRgZkqBFyy3LNeBqpIsazzTkYyD5XRnV2VX/b60I6HyboiW8LYPQKUJ6RIk0IPo2c2lkuI9m21Xl3fXH5zrh+Pp2PX7avmwDm/vfpysdzGqvjpp++iKM+ytKn3abn85qs///D+h36out5gS5EmemxlmMbRYtCHNFuqcAE8keN3d98XxTpNVsZ0XX9iED4sjO35JKzXy/KyhUL0PsvSolh3fd00x6o5lCkimJ2Yzudj1x+/ePmXSbb64Ye/ZiFflJdtBZtlGETl4rZrzm4ae9PkyUXVfBShw4Q+vU7iZd1+bPvdpvwsCMTd7nexXE6+DyRfZq87s2vq4+AeZVAKQO97fH7wJs7ooJngKnFdRnEgwjLbFMW6zK+9C/I8RzxNViTJWsooy7Oh93bq4zi3OJRAOxChqE96GI6XNwvuA2Mw8qCzPWCMcn0wmOZNPSSZQEJxmo2mr89tiP1XIKU0Y5sm2aBRGU/WHw+7olhnWVKuEo4lIe4fZHl7tlgg1B6If87n/IMokiIElhNYFNL+OYeLJqTODR3s6OYDHLkKAZbn+PhRyNsnbcJs/GW+b8Dn4GjGPtHC8Neg4xujh6xIcDDR1g5fgbzKVKlDj0BpxmhvSKUJbK/WI4bjmB6SWoSUHiQQ8ASKwF/jbsJJC7P03J8QKRrDx5HGwTMP5lOqCNaK+NkdXXnoi2gfiYuYNPk8EAovziQEbYegv8UpRwoPKPZJwY6PHdxl6MLQb474mMCfM2+9SF6CgRouQZKleIY0eTg/MJma95CI4Jv1F/TXmPqBghZBjUn7BkwwZwAbYZnQ+5FsH5nP3gG9Q3Fl4KH3bU9HPcwOGEVQj6sHM888qdYJDBL2UJnQS4gvHIb4IzgX/YBzdZ7kxhGKIlILuRGsF3yJWbKrgPVmfQcTtZQB6mrgN+d9Jog782KN5gLMjl5GoYWbE8s6VFPe2pGacDxUuJSxxAuwbYP9j25k4jBDlwsgOUbD2ILTDhYlDV0TEGLQfJb1Dd4P/CuQmOIxgzaECRmJKAp1j3qGc6w0+27UA1FPckhcIMjqewh6EAQFelzfaxnGepgCsGAdFD0iqOsGTx4bszwLAnU87LxnWV5Yq1Gp+sAafCIiFXNk2rOuBskG6AU/5GWBvXgH12CofJat67qyVp8Pdb5YLFcbzsPjfqeUWq2XxCpn4zQ17Tkv4r43RVKu1mtjdNtVT7uH0/HYdc37j9/rad+3XdOfYUY0tRLlxepXva6r/nvBAjNNAU9ebH5tptOhehQivVp/zbnvkEPrXt38xeF41/a7NN3EckEIcZUvMmvt7e1X59NhGCvuVV0/netTmS8QKsaSLN9c37xm3jzePdvJREmu+zbN0ovLm+/+8C83m5vt9kXbdUNfMWYOh3s7qsuL113/LMPlfv8xCPnt7VeH4937D3+IZHRx8cXr1780Y/vb3/6zOMqci1+9/rqtDz/9/DdFsWV+Wq9ehGF0PD32fR8EbLD1Ir9eFpffv/t/cW6v1/8QUk1wf1qYf3iDJIX/4//+vz4eGixzUM/AmqnNhGcEs67JM3ALmAvTLJumPgynLMt73U1WMg5CbpLEPABJfJqmmKKxEEvA2GZ7HSL1Eoba86mRcYTZ1STmgiwg7w1pWKlg1TqOsRJUhIrxjKG5GkySxjjxHNaQECh3Y7lIEeNTD7v94zQN2+1lEMYIT9RDVR+2q6vlouz6Pgzlcp0Ond3vD9p0kZRZXjAOQ0UAcyI+waMdm07DV5AUh8OTDLPry5uhO0+TprCKLuB5nm/CkMdJ9P7ju9Ph8ebmdVkWp/Mz4F3pUuv6zU+/z9LF5uLq/u7Nqb67uf5SReX7n77fXmy2Fy9Pp3PbNJfXr7xjXXPYbC+c14fjh6JYD7qPwnWvm93TLlIQC4122KxvF6vtT+/+Jol5HBV21BObBGq2C+9935/MOC7K66p+LIuVYNFgT1qfrcboMIkWxIzwu/3bu6ffWN8nqkTBGURmOk2uGnQrWAbhU2DJd91Rjzf/9/8PN/uTHg8VfMjKm5vPVuXV9eXnq/W2OreRKl+9/JokHDrLi/V2CyNo1wbSD92YpglsRXZK81hFqjo3QQBfEyTv0winmQzg2QM5x+eLBDAo2Kig1kjSaIQHEk0NBCQO8d9gGxI3Ezu3OGwbhDCS8CTg8HajcaIVE8Z16CWoutWdERI3oyK69CeCCWBb0F7S5CwMpZiHlwDokwVca4grsGTA4JI5wBjxnZESEnsYAZAmZH6Mi6YZBGQ8htDKGGYCT0LjXUY0SiqycVfxAK4JWjJ+QhPSLh3jgVlmORqQb+fvEEgxrPLQsgIgMAEEioOYulYVSSZYV+sklejQCJCNtHQGreb89bGPAxh6DLH1wsuR5MoYUMWCUAztoGnSOQfHU3qBwk+AuSwaIQHo2QTyASbMoAPj9sc7AH+vCIhxBuHkPEGk64T8b+glIGjBYgDjTOQKYBybwglDPQ9Byej+xkAZRQ/A1sR9QROFS1Ri4+rJ3ffp9iKxKy5VS6wXYLtpVTYHu1MbjFcsCKBTtdQko0XHrg/PFUlTYHuAvApcbAvgE23r5ks3CIWKKUGCsHkUPYqchr41pGJC2zyOFrKfWBk9xQnaFhkpJNZgzI+GdBjgbERHhU4fxLkZgD7CTx9BIouXEE8Lpilk4SE0OUocKFy9H4xVNAuH/Gmc8jLCy0fzc2IP4KWFobFDtSGE6FpdlDCzIsXeAokuJQ7T0U70GsDRR/MFkgQT0xybRRKvhhDtGEyFlFis8nHUdaXdxIplRoF+HvlaIVKhG0Iypml89/AulDKKEjyrUYZpOumoQ7ybYwxZTvr0tHMOlc1qswo4r85HxiSSFIdGhtgI5WWKY80460wQImBqNCizSGRB9I7zqWnaNF0EiveNAZACm3zMdr3T9ZksH1HmJn84PGijt9urtmnjKOfhmKZRDy4RnLqRSkToToe+qk7n8+54/tj1dRgoPe6qZrfbPRvbWVdTEfynolAMOhkbOUtUWNipnwAlRmcYMFjNJz8tshvBwjguh6HtzHMk1wwDRyckM2NvTJ3Gm0jmT9V3ubyRMl6Wt1W3M6ZKkgyod5kLkTPv9ru7crncLl8P5rQ7vI/UApZoJ/FmWnt78xnj7nB8bNozklF5gpngxSuJTKoe7YiRX337511fV8fqeLzLi8tTtTemEpjWl3qolUxvbr7Ky7JpD317KMvy+fi+OnUWo7NReJHmq7buHDMqDtfly+fjm/unPyyyz4tsVTdvz/1TIm/Wq6+zdLPffbevfkjDKxlFy+XV6fhxnJrOVM6PoYhEYANRaFNJnk9+0P6BXsa5tav/PpmDDB0qCGQii+Xy+uryy1GPq9VVlq5D6ZJovVxsNPhAk5SsANr6qesG50xZrvNibRFZ3CfpkrFx6Os4Um07iXAqy81ogFEAXzpOxxEGAesgyhi00WaiBhJB5IPuQ0zQrRldnqrz8bBebZlw+8M+TUsYvwmkgfiyMiZYFGQjAWDFCguuREYJcrGbCsQUEXDdTzkABTAVQE6JKDO4wQLkJeB4nLXWQGsgU2EKKO8OGk4osXG10UxsltHh5J4F/DCwkcSRczfSMCgQQLZAoJgrmuAjRpwAxxwgFhwZOPEoyoXuHRJQ0Lpqzv6GF2YmVULRR0gnSBPIJU4R6ghciRRyCLrOggFD39ac9EATTHynQHxBfkLdGg1J56AFsFQ41l8hnbH9MMZJNMeXzyk81HbiLwBZAREMAz6DK3mi+SdpWiHygkcb3bWBhh5rKFylcFfiapnHcVQ9hqSHnwMGQxlipwO/wMxopfkvdBNzAo6XuAOgQFHkXzAWcYsa4WH42OKplJQsjTkvZCazk5AzjErx+4l3SlAxnhWKeKfTgEEzbl56c7EJxC1Lr8AsJpppOsgMhIJ9LrKgaxUCoGlrp67VWZE4a0eDZQYD+A6D0Qm1B/WuwL2ih6OcBbzOJFsNDLLjJ0yzWTCNAFPD4BcEBSxWSCzU2tb1gLWtGaHjAJYK7zneSnxvWHUO3SjBOpxdgngfMUGgIgkCZiwzACaFh0IEbdspLDPhDMHMheFHOJ96dOnQA2IC29QdeF8OVQ1mnhB/4qrGn6UbBwgcLkHdu+3VkryLCJ6tzz1lawdJijFofT7QlieiXhf3ZVZEfTeJkJ+rR29VnBRES0K9+vj4oa7Pm/XtzcuLtmm7DjsxiizGpltKJInDRenH03E32MaM7cPdU908v3v/w/m8b8y995C/kgak8OyJsXBb/EPBAz2egjBAzIgfyuxFkW53hydt2pubb9M4/fj4byfrby6/lTL6+f13eXIBeWD/fH311cTY6fD4+uW3jvGH+zdc6M8/+8uHhweazhgh3O7w5puv/1GWXny8eztZI0J2OP0QhduXt3++2/1sRz5OtUKNoWNZMh7U3Ucuwsv1L/Is/+6n/+Z4vvvzb/5nUqrf/eH/w4S/vfmFHurz6TlPr2WYPBy+k4rfXPxSG9M2j2mcR3HyfISmdLv69mH/23GwaZJP3vP/4j/7r8fRHI/1MLg0TWbXEqNyCgBuFFlB28BRJaU/HD4kaQpPR1wIHul+LJf4V4Zu7LsmShMfAHuIdMskOB07KWWaSYtVPmosGURtBxRrCDhBSHmUmOPbccgQOw2zNXdBvkzbvrF2SuKUw9QLlhVRCrGvyPMUH1dnA8HiWB2Pu34wREp0KkrDMNjtEF8YRzBAH08oO6xtgyAeBtZ3zXK1BrWyH5r6bJ0lOIQvijWENKk87B52z+9vrr8KlaIUimDyNomCCp2GyzOujXn38wdIKSSK7HHs15srOyKhK84CNvHFYuGnUI+n0cLTvzs8df3x9ubVanX55qffRJFYb66MgTDCTsP9w1uPOOXc6OPIhiy+UipsmsNym8VyBUEm8qxF3zgugLlv226cjB3GIlunWQr1fxy3zXF/eOr7hlwx0bH5yYzNCNkMopAlh2UF0SuIJ1IkcMJy9Y+d3vxfCbZwGK8XtzHyx8I8vf7m618ncVbXRynlzdXrm9vXIFLgzCLHM2BfPRZlIPXhYR10GwaFHdn2YlWfD2kOW+Pjw5EjrmqKY/wr1mKUpfuhKLNxdCoS1XlIEwUNPUV0kd99ngvyyeEcH0HBAO0QsQR2EmTmJJMDxIE05hQo8hJU902jqZYmeBfgQQ4nF+aklAcAbwOGZ6GCA1uqUPeGBpoYuWF7Qi0TmcswrsL9SssZN8FfQbgUXFjeO21gjw5liFQDrAIg8BtR6ENCSbsyXL9QR+NfASiFkhIwqKPcIfyPRAAArmbMUGPp7AyMQUOC1wHxtXASwqYuqbHCp4bS7cgKRRJBjsBAxmpUz2iTZqGjxKUI51oUwZxACzdsBRhdAIYoJbjC6fJPsphcjpDrGDNlYM+CIEKsNtxSFE5ADnIDuqyM0C8S9wXtEMYxnwAzEHiRcIj44eR2o8sDHH+G98uP1uIu5GwYJoTqoqJAV0x2F/rmcbdig0dWE9wNijrPeZJKS07UNlig0fQIbw4Mlmgb4BNBlAvGwhPRbpAEM2LySkULqgZkGDhnBrSIqDOg4YFJ0gyakq/wzigZOgaepfdcAeSDqghFB4b6uLCNnmQUdk0/B0AqJbveIBGe8ywDRgh6oUjGSVifO7jvMMPSCCnGmpnFKYUoIvuRU2Z9YMex60yaooUjYjmH6GsEyIH6Xj2ODuNk+hkwCKAHG7g/iZUwcqIozRHIWTNSfDAubzKi4KEAQXQE7lYqRIxSvTVHJk5tDZV7kuV918OiGQaYZZYREubsPKrAp8H5T2rqrjGAJsGYipfbQTuHsMQkyR7v7xhiNjGViFU0DP1oXZImFrJgiO5G10XhSoYFTbtdVR/StFAqBo1aSPh8/Hg+HeIEsOxQ+q47h2FQ5As96H7QXhhrgzxfDG0XqrDvelgT/Yi+KxhDxBiHntVNeyjzmyzPzejO5/MwaHxYBIuRgCNlpM6nan98PwzDx/uf0ySa+Lmuqratu6Fvumdt5kZlXkkJIJDAH54mdqZo0HkoFmONzNJ1+XXdvReBj8IVULSjrbuDwsI1N+yUqDJJlxPsz0JGXIq067o4KS4uL8dhHLSGj4CHMpFm7Mp8u11eHc4fhc+Op8coSsqyDEWWpKuqQmxUlubP5w+L8qKuHzhLpinI0zLNi7bZYzsus1P1UOaLun2Ak6JcMa/2x3d5uhyhjB9hDQ1vJ+vr9l6EoxLl5HheLMbRVu1HPdhEZb05KZmCm8KLXu8ZD2K16IZjEuScT+10B1akuBiRW3J0EIaE1CpLQinMdHWgZRf5pRCqyJbL1VKGUZncbi+vFsX1hFkemF5kP564TxzTeZ7bqVdhdq76yQ7lskji6LDfYSCNvZaN42VdV2jjISFwoYTQI1Kr8/FcLld9BxmLjCSMnZ4vynK0Ni/yqmqN1YtiNWorkd6JAU2aJbrXTdMpFS1XGNjvn59vX92SqI8FAqMuyqyjc8ZC66GQ043aWMoghqoQe5JR236waYa4GkkT5CD0QRiNA7i+CcnR+x7DMvJ/o9x3JOAMQ1jsaMsXjKSNnMtuFSnK35tVCxTRjvMQbQnADvAbz/MigV4RfmPQI+eWj2gZWHxBLEm3Be4AOFBwxs2CwE+WvwEySDh28BJivkbnNpwICKYDtxk6mhGDVJwaaFPJ1kXqBvB+5/QdjhwFjGKxJKQQV2vAIPWAmMPFh90Z7js+jZSMB39DEIZ0/FKM83w52gEfzEAJGglBqTE768hpP0bQHaABhv0+wMGL/ha7U3QyqDqwk4D5ApNNjH1D+LHpxqL+mbwNUMNQs0hinzkEYsakxbEiC6KnQAXcp1AicaYk9pszGGxOisep7R1otABQW8YCnPbApCEkXUpFqYaOVIfAYrE/SkVI8DKbVvBE4dKiVRw58bAZ69qB+swAZn4VRKkkMDjeVvRg6NCsxKMCNE6cYuY4Z1PT+4NWTUWwemJcHIihHyYaODIAM5mKFa5HOCdREcGzQH0sWDj4Cyg8qQSA7oZwL3iuiIMtoP0Z8cGxRivEvYfGzMwbrI7xhuKLuA7MWLyZnPOiTCcIeUYZBtoM00SEG6eBL5bx5PzxeEjTRGMY48pFGcVoNkIMxLE73T0/CyhypyJfwrECkp8kfWNsp3HoTLksu65tmjpNC+B8p6lY5N6z86mrmzqOk6JMZagQ4QtXhVusUs5YdW7oY4Kd8+F4KItSKfbzux+G/nyo9r3eVefzuf7Q9adBGxksVbBszA+CZVG43hafPVR/45xf579gwvV6H/B8Vdw87H9j3DFPbyQDa+Pc/rzd/EqpYH/8Xht7u/2z3fG99e31xWdm4DJMRt+dqqeL1etvvvr33n3413cPP3sXJCpflNfOse3m9d3DH/bnN2W6USo9nd8tlq8cFrx6ubzq2rbTu8HWSbQIRXJu7t3IP//sL9ar2w93v73b/ZsyfsG4pfJbBEGELZZ5oDBkrqfngKcBL60bHGsDFk1s4P/F/+7/7iZfn6u+nRbrUipZVedhMEGQ1HWdZslymUI03AxlmQkxNg01wc7LIDXGJ1kC+ETVGKNTiFOTyY4qCuI4rqohioIsT86ntu07FYVJmtWnHggHNOFYdqMAigMLM25IhT0LYDgIjqdzEILtg7sX9TFLMhUpCPkCwAZ5W/dWw6ny8PBxnKYk2tD1zJI82j+d9vsj82Z9UVbVw3p52enz8XC4vvp1Uab1+RhF2Wq9YDxoe221SUHXAPZ9t68DNiV58vi0Hyex2agsTv/6b/7V2J+/+PrrLLveP785nJ6266/TXKg5isSPx/OzHSIVJY53djyXeT6Osh+6ly9fOSefn98zHiRRoYfpdLorlmUgZG8OlAeKgXs3dHG0EnzqzVkFeV3vFuW61TuP5Qb0e8fD+WLzDY5x7icbadtUp+dQiLo9dx0Qmm1/P1pMxGk0Izw8rJxhoQfyyp9Y7z7t7gRDxUmffKXC1aubX99sX28vLhfLZZldBQocnaEftzfLw+5dWSyb5qjH8dWrb3aP+1Al5aLQrRFSHA9VEARZFnf9GTDlzt6+ejmA7O8Y65M0zcv0uMMuETFBxMbEbi0UxtiZ5hwI3nUGLiwa/LQt7oa+RxCcgI0BwTqwAOCNRRuDu5CeZcQnVgNmjRQ8DY8cwMEKN1PoR+2iRFEiOQag6KBmLDKRo0GpnpPNyKiNHZTH8A9GAoL9zcJ/DFMp4oyy9NC+YDwxTpBhkJYBAhyH0nzu4CjoDDfr0Jl5tEk/BXoViEtIxoTmh1pEig7HLTQf3HPOJGzlvSWJP11UtMKaESlIuoPkD05079G74uKhKLysAKYMMDeIadAZqkiAUyjh4iOAJNozaCbn1SXBWGgoC5yaDAW8HKSddhZPJPoruDVAlKZSAB/AT849i/h1iykyvneaZVKgH7UKUNzgKwg9WEH5gbMHjyRSYShpK4jGG68z7InopPEFiA6KPWEgAjPCM8ADUOZgeiHNKKL5JtfVbb5IrUX6Hx4I3DQ0lsFwFjol2phiwTgDDDjnXWtg/1Ag0c0R7ZTVi7aZ3hlEUs27vlGPUJBSt6bQSmHK27VWQmItgS9GjYV8pL429ATCF1ed26E1aabgG8TeOIQOB486BUwhM4ouf+h2MJq1RJxNM2XMqDu0QhSIKh325H2axUrJcZjw0aDEBUW76Jk7hGk9OlGnJJKI4fXHwhNzcjTbgPRgajtCAg13axyFNDIcZyMiYQlcwHhWRDSNdtBS0Wq/7/s4BjNgHgNRq6zAKAY8ECxQLkSaI0oHN/jk8iIa9Xg6nVWcZJlCnw+2KpB6fhrzMidrKBv6YQD7HnoqoSDr4x4+PWe5Y2MEeRUUSo5xPSBXFyUdt01VKZWmSUH+JfiO6AFG/TXazhgjQ2VH3/YHxuLrmxeWCuFxRB4MhSmDZNi1w+l0EIEKRJRlCaZjwp0OVd+f8uyScde0+zhK4jiXKmia02S4NlNVN6OtGIds6Vx/eHh4e66ftG3n3L9/x8DMWRGLjZKLxrybfBfwgnsehxd6qvA596FjwyK7UQlvWty1UOdHoTPhAAP6IY1WgUuFENr2q+XnWKtPj6vNSrF1Ww2QDIVsvbjmXCKaoroXTFrIkGS5XFd1FcnF8/FtrGLOeCTzevhIaBP85lhlemw2620/7KdJrBYvKZVrbNtjmq2CMKyrB8dM4BILRlJtzRRyNUxH8EYdV0GOQn+Sx/73AOow3O8M1V1FP74O2cIx45B9B9I4lgtCLotXV9cvueBZfBVF6XZzGwg19APBJ6c0zdI0Yz7QCOvwxiKCK47Biz8e9xdX6+V6ddyd6qqLIviuIWo0VRyn4Bki5jQihOwEJlecjtqP45DmGWaOuFMSEpOPM/S7a0GuD4Kg64ZQupvrbVObx+eTDFSSyiyNKGt7amuTpIoH8K9ing0FO2QH+Khar0KRJBhkDLTkiZIQxCzPMUYhJaEFgxfhT0EAYCMlhou2AYglySOKpkPPFgIQb52DwhCqSQgysUfChYJeD71BENK9RguxQOADLghKDsnBpwjTKVukSHbBpA+ryPlMUxDC0ExNcLjsCAzbdviGMUkkNPQc7EkjcggBZn0BNahYPEI8T8hKHIDWyhAdAt04DKcZyjzqDZE2jhOJzMN0tVEMIGQFUrhxVsvjuA7ADjXYZSXAvNNdAIYW9Z+InqJoPNoK4ttD/WFHg8lCBO9c34/zromKH/iOCfiJl1rFiuj2YE0ThMxF4EKjLUHcjhCQpqsAnFLa+JHCdvYIwMwIHCgtD+dKgKjUDA+AEENnMMUzFksrjjBDAnWSpwCYZbg8Zg2nRK4sXBWhFLQSDBXUB3NTj2OeMxggafQDFjS9rVDBhLiLofhFeDqw1aRgoWgH550ejIqkGT5FYiDuiKDUQchEIPtG09PE4lgOPd6zOMGkGNcPWRbJu44fjRa/4BF8gr4KNg5oVok2h3Hv0Gps6yBVxdUWhoiQHVrT9waEARQehEvCNpDD2DP5WFE0MYVkdM1gRo9gJ8wRcBHU584zlmdJuY7t6KpTF2cSo2cRdEOL2R+WtKg7IC4NsXYDnwJCJHBhszwaWi24KJYpXi6Hb5v0MuDKUvbPlGVgVs85FlGEDXan+wxSK8DFGRNdhwSBLBFJntbnIZ7HpiC9sbY9Mz6FQVJXuyhaRipVicqygDl7Pg8iTI7HijmrlGiHp/3z08PD8+H8vut3fV914xNZNEOLeRlelUX8BYKDzF2qtpvyi2Pzthk+SF4U6abpK+/9q5tfb1Zf/vjzv267fSDUqxdfez8+Ptwvl5dxEg/aLYrrfui8G5pm3/bVcnGTZ5vD8T4I1WiGzjyW2eVm9fLx6XdR/ELxbDD7MBan8/tOP9xe/lmZffH09KFuHyfeKbn48vVfMWbefvibcTpFsnRjCE6c6KF/dicPhTYYZjSSM4KhpFgkn602K/6/+V/8n2khwFSS9t0A8TkX57oKpBpHcG83y+x86k6nc16UQnpjWhTCdoqivG+tShLmDJgBYSBVYrQ5nXaCj3m2CZMkiTFI8sycqn0YKinTsYeUy05TVsSrdQaugMd+PYtVkgS0EoAU4XhsuAjTCNvCJFPgsmJEjXPkdGwcE3VTNfUzdG4kB6NnsUDa3rzZh8DDX1wtD7uHpqqSNN5cXnMe3r17iLPk4nLTt73WA5aK3CVJeDo90TgHqvJApJxZWl+oKEYyY1P3o236ASzyvFiYftgfDi9ub5JUnQ+ndqgET6rq7Pj46vWtbuvjuRJclUXJmHJ+apqTtSbPrqJIjVM7TloJ+Xz4UGQXUSzOh7rujxFG3SYQ4ury5WCqU/Usw8R7YwbmplEE8nB4Orcf7GS8D7RtiEk4eqYdxdz9iT7z74uSvxcsiTReJdh6L6+2t5vV7fXlbVmWCLlWme7Morzqsb0LijIzSNFxoYLIW6EubBAY5/jp3HoR0kQzCUN2Oh3X2w1z3FmdZuW8RsIQi/xKfVvnWbTeri3IXCTupslgnNLafXapaWw5IyoYZnY8oRTh2cXNB5uBAxT0j5oQT95xOmhoIcX5HA4+AaLohh7nF2wSgcQkcrL0zZOMBmsc1JvUaOH7U0iZwxVIwAxIOjG7IlENavAJ2noUry6ASw+7pplziIOP9DnBHJtOMlXI5+DlHjEqQ34dfhf4IoAMUKSqw6wLr4y1mMvCZmAtXfeYI0IWhCMU4gp43Elv80fyJxot8L4/QdWgVkI1ACP7GIaSTHS4m2lV+EkRSrpObMnKRQo5Iuj8gJpgNYoAEo51ELn8VSyB2cSQjYibNNKcedCwIQGEE80PUoIuN5QRuKDGIB0I+1B6U2jt5I2xSuHCZ3SXU6oPFeszt5O8kNCc9AgqEAHTGtbHT1DQmX5AgYo4eij703u6+WgxKARPC0jFyHNII/MR4XKzmApS1d4EArEEpIqkHd3c2QNBiWtsppmRakiNFjH0Gnsw8CoxL8axTqlXSIKhiw6DZAVvvcPurCgB5Rtgb4A+mRpLiHDHyY/GCMGTWIL4SjImkhvhQh3HURvshMMQHrzJQhBF9zTNYwM+QtWIJfD8UpDskxp+kgUlacQFIjQooAJ2Dh4wrLYaOCeTFNLoEcoxQaPfsakHBsInNGzko2Tzg0XyUYz/Z34PRho0ukZlQN2UEMEAOBg8G3oGyVASl5Rh3w40O8fwcKSh70R9L5aZReQ5xEhYeWPYjKgo4ApgQxVNO0zcRxFqW++mu4f7KElAvwBB1rrJL9ZFEETHXcXJR0TkLt8PzTRZCgX2RZlGcdJUjcVHC2TzUdcqUnmx0IgMGrR2Xd8Y7VTElIqQF8LsxfbGuel83mPNgCitMcvKpjtGUYEIo+Oha4cgCOI01EMPWFa+aOvOWAgI43it4lSFCuS8oYmT7OHu/TiBblfVe8e0CHxdnY6HQ91UvXlo+/OfHLyfzGmSl9DZ+oPka9g2k6QdKud4Fm0W2frc7cDfw3KVWaBeda6uBnsqy0sZRAaI7On1yy9GW1fNSfcCQgdWl/G1Y3wYa8jYeDr6OhSZCgpjO92jRyKOQ895cL39mgv75v2/xsk2ynJRKll2w97YWg+DGQcpsy9e/2J/fjyeHzHEmqRS3DpAVYA3K74MRHqof6unjxxBiKnD7s78sd2FvzLPV4jK4ul6fVPk25AHr159sd1eByLu8L7A9rRcrpzXx8MpyZQMCjx3oW/bsx7bOF69ev3ifKwfHz+2dRNIlmcbpRLneKhslue4DwL1h99/hyxskWnThEGiFK/rynuzXF56F5yPFdk4kVPed10YygoEF7felASWQFYsVnrMKCm2q3XTDueqXpRJsSiqcze7Z4feSBlqYJMCJZmSslxk1tm+waQjzWIM1+wnOToxctG8qYSzCVt6UJdJnB+nCjuEOaF8nj8x0eFDyopFjNUKyUhGkPqx15pXRqThR7cZBkCJzIbbGaCCE95bPyEIgRwBs/2blHyUVcMp4C5ScgTTnKsIpCs0RWGoEjmjTdBrQIIBWw1JJ8htSClZML1TazECQoLjnc5k0viRbZ2kgBALxLEcyTrPIcbAOJmk/thSzkiSOf1HRWruEimWHWc0zjcRWDfb7zHQoy6XDRo6COK+COpacU04uK9FlmFMAzQVGQGpN8bOEEARbFNBxYSJg2MSh7hziTYgIFs+eeAxYCVDOA6k2SU4VxoQiBLXDS/fJ4MiSVJp7hyEQMejO4OIEjfFnJAxjzg1YSzw72IjCoc8+SCg30U+KjSuEI5iWEwXH1QthNKhwQF+TM59nEZu4udTpyREwkMPHw6pmWhOioA1jOSoNgiGfkLKIzZ1pPnx+FL02ro0j01vIfwBeEVYCo3Ad445LFL4egwfY8DwLX4YeBxglQqpa8drY4xBgYRSBOWF7iw8+RGUSuBy43DGFTZNmMfR3Y704ShB6GJVaVg6yKlOkAS8AtCMZKgiSOLkqlMPSyV6OQT20NqW5CRU/OCWxJQZPxEEIMauNgXiHMmZ75nPMhmrUA+uanrqiWc6DobdWuM+lYoXRT6N0zC0o9VRXLgJ9eKo7eYiHQZ7PrWEqFLgzXQNRBkcNzoxcsRylffaNccmisLJwbZ6PD4tV+v1ugSOQdsgwnbcatHrtuvPf/j+x+fdj039eG6fjBn09DTr/wXLKMXKZOrFMB6M28XBF9erXz43v3ETWxWfn+p3Zux5MFws/zyLN/eHf9P2jxfFP3z98i/P1X3T3T+d3kZB/s3r/8C47s2Hv+E+SuTiYvMSlWXo377/17G6Whab59NvsJIaxyzcDO6xzL5SgTpWP3s+Ot8HolwvXtipfz59/+WL//B4/HBof6BkL0/kUgZjYbLerC4X+e168er65tXnn33r2cT/yX/yf4IXq2+zdClEOI1GRfEwdCEszo4QTHg/4HCyrKmaUHouSI1tdNcMebZerQshrFLwjx7OnR1NUaZudGmWWtSCgHFa26pYhWEUcKnisDrDtYyoa+Lq0sFneCDOpzYIeJrF+0Pb9U2AxLCkLAtoDQyCSobBamOyPHGjFgHHm6ugDvUgmKP4c6jL2zjCkvfw/DSO/WJZIKqorkMZn4775fra+aE67fu2/eyzL8vl4nQ41vUpzxdZKXeHOuBRlgZ1daiaLgyTIg/shHSIAAoIgPeySD3tz2Y8MQZlsxn7xeLSOzpHg6lrzoHMt5tt05z/8OO/vdq+KourpnkWIpEQbXYKCQZJWWY/fP9GBPb56UFPhzK/0GNjTH+9/WWSLLth37THqrmvq2oYWz8xYw/a1p6xRFxpV3s2UN7dDFyh3denixl/C561XKTxJo2ji/UXr1/9Mk6VUmWeXXRdG4bdxfa27bB/a7tjHOWL5WXfAVGDHCSEMTrCWKAc7voqjssklfW5ihMVRzHkGONImzbwIRi6GNTBFI2DVYLRerUpRRAeDwfPoCSM4ywQWG4gcW30EEtCawlWUBTJKI4ihTkfkQkxMcS0nsCGyBMjgiIJ2fHxxnAnmDOFCIMCdAoqdTvZvsNKJytT6BBJixFIPFoqCjGaQ5QN5OnwGJBFHrcC+lR8RMIAM7/JMeCCIC8hdf7sFsCAKgSXYsTYchbkoP+Hog8Yj7kDmB2G5D3wKOww96X7g3FjRqO9lJgvYlILQj/aMJT6sPxNtKFCRwptK21gCVeD8QMd6Ep8Mo77AHoY4qjM9Mx5P4ZN+OQmjiS6iQUKKn9gS0iWMxvKPVwNYIuRVBh/IkoLzFDnOxJjN8aQH4AcWORXAhNAbnCR5SG+L0wg8CJLGVBawPRHRSshScYRENFopoSLCOYdMGPwMY+xNqW6hG6e2YHJeZLKoQPuYs4amscU0wRqQhiAT42vTa8q5fthdId9I6wsMM7BGoGSCFeI1sT1juWkAQSmHwG1El4uvEgzzgcC1NkeMmgDbhE0i3wYSH3yqWwSi2WOjAroi/D6CqK2kkse/ADIg/GT4C2nlGEsFSMEJCFCyhiLVkNiokkbOVx48E/QH0SHHSmDEa0Bz8YwoI0k00LyCQaD+bEntQyKm+OxRbI7sVvJ/IyaKiuiLI8JukD7YzS2MBNiWBbM7S4eDTt52KFjBQds3ZOcyudljKE+vg4uOZIPswhDEPCBTseOwAmRknCxfhJT0WNmDLbZtBqdPztI8qpOvYbMCY9jmoVpGtM6TmgzKClUrDR2M4gY5p51neahDQMFaKrndT0E0M77JIpi7Jmt0bjpR6PTNE3zdPf8pI3N023XdcCEZoDUjAZJzeT3tvW5iZLUWrguNxdLGcrn58fDYa+wvkvTPJtsOI5G97WUcV1VXIxCyLwsqlN9d/+9DPNXr7/aH94RuuNitboGMYux82lvR7u5uKnrp6pqozjMs2WSJmgmj8fJ8SRe3j/+ZtCnIt3y0L378Ob93e+a/v2f6ikEy4CyhBY0QO8XXgqeNOP9fF4HvJSB7KeDCpZ26i82X+G7bHbYLamCh3DCCJZcXX9Rt3d19Rzy9aK8sL6fRtePj2PvWegulp8/7N+asUrVMo03WFwH9tze9d24Wbxu+70Mg1YDRZYnV3n2kgv78PSTtV2iLpJoNdq204/G7+gZNwEr6Lude9f5lyqSl3m6LcptGl1cbK6Vij7/4nPgpk9muSrjRFbnk/dTuViIcHq423Een877KEphS3SaeXF5dSGlPB3vreVNWydJWeT5RAM4hvu6QUC2jPHiNFVepIt1cTpUejChVE3d1dU5ThLssLEDz7cXt5Ntmrper28DkluvNoUx5vHhKIJwUWaoR8lfZMA0G5QMF4t00FbTcmb//BTG8Wq1ZuMUYgUHOV/fj1wEM/mpLNM0l/WhbwdTlAj6nEeEJJJC4UjbOLA9sKOhun0kyiLwTzDiosMJAmaMdxYMRrQBaO3gm8JGd9DeQ+RCshC0kyQYAaeKI6sNO4pZbU79DC3Z9ChjzHcIfI+QT0wzPRgnlB4J2Biws4CIePwvqU1o9QdBR98bbMxAGcWLTkYJTF0/jRdJsEqp5PhFyy2cKvOglXT1GNfivkKSHiiaImCQaYRYiWmC+JOrH/IQ6mQdLh2IGhw0MXCjITEI00ZYi4HgomA3khRCu4i1ZxRDPq8HqGPQnRKxbA4xT7MI124oRuOaxgiGJge/mzph4qthZqTovUI7Cp4ZHOw036IVH96smZ8MrSAmszQTxJlNlgHAUZHdPUer4wSmTaAn0zq2ebRYxdeD3wltPcBjznksdRkuIFB5aUZG+k9M9uamC+QCajOh0BHQxyuFQS05CbFlhaM7xKmOgQoyltjQIyYDQke4SYc5ynU0Y4TGDJNr6oXYMIDaMPef2NbQwUUTZEwMm2qYadgzFJ3wLXLoxx76I4y2sSSRnOaZkJuCpovrZs45pJ0qmBp4wjGkIAQ0gC4aKUpY95CWJ18kglEsJE1au35Ed2JslKo0ViOgbIDS1dWAIzSPrPVdZ9qmM9bc3mxgDoRKFrzueWKte9P1plhkiFgmiROZKNFPchF67nfP5wyYSwUteoXZDeFkYC4ieq1ASXmqlsvcmHH//LRcbrM8VlKAvkYIh/uHyjufZxE28KHoOwRWhxhujhhoLbPdw7Fph6xIizw7V533VgbucNh3w2l/enM47O/v7/anJ20a62GcxviLpQHLkjgKwlx3tZBuGA+K3UzMsGAo020cXInQHKs7KYrVYnOo31FWF9pXHlaH0z7kayhE5IIFOomyw+ljrK6sb1r9Lo9eqPBCcFF3Hy9W3+qxPtUfJtYGIpymHpxeVjrvLTvbCbufgC9Wxe3r119tt9dX288XxXqxWOfFYuhH+pyiNoPC27mxPp8YC16++qw+d4Puneu16QORH49V39fXtzeCh2U5p3p1oXQyUJwlbayTPM/T5Onpsdd2GFw/aM6tCMogQAwxI14TSKOCxVkChTQ4L75YpBahf9boMU6C3rpeD4j2i5S107nqq1NnzJDGlOjJPAgyzBdZtFjEJHniTSvx2aMSvO9aEghN1tZZWozIaO7f/PT48OFtAn7MZpz8z29/t1pefP3ln3Oh2sat1xdie5XmxePjfd3sYNSo6rxJVJQO+lzVbZasthe54NGoK+eaUw2MxGK1WmDMfDL6xHxgkCDvX7/6ou3wy9rosD94YfKU3etam16FSaLKLE8idfm8v3u+33vs/XQ/lF23dJOo2qOK1LK4TaLLqtrb8cPH+99HcfZ4+F3bVB6CdnisqLsLAlY41vTujpqUucGb0Zq0M2JFEV+8fPnZ1eXV9eVnRXERiBSK9yC1k1XEyxqtLsoAjnnlE1jSsyyNdG/r6hAESdf6ULqAaz/R8Mk0SYxhqjY1xvrw0E+73e5cPy1Xt5y7ATR0HiVC4piAL9xAIWMG03q20BrQMQ5FE9qVYNb+Tbhs8A6SAx46dag3cc4mCVp3DUMCNDZwVCMgAUdYGIawOUC4z50byCiMjzBtveCJgqIyQjNoxk8JSCi4IRHBTYZp6ES8UdAmR8TBkbZkQIGOYRjIbI6PGstnDB0xbBRwnTEc+jQURKI0GghCb83mKKg0kfeNeTKxPwAiw7YGyTkQBRmNgnnW3eHSxappRio6HMIhZpzEMcM1jB6M0lpJVcEEelVooiZKIdYaY+k4lSHJVsMQWxpqx8higdEu7h4FxZ0TMtB4oTDaohx55JrAUYZvOUB0BJg0fOamTM5RChO+z7kmwIGO8gU5DhObpHR9Nw9r0XvT8gRhRzNxjmSr2BnincL9Dnc1gZrmtSgjy5+Q0TwNha6DRq0Cm1EzG0pnXQp+HIxsaXs4oTFDwgGUHnqkFgPXAiJGLHYfZJqntC5aJ0rBQnIYjtPsZ6c3jnZ34J14h6XBvIH15OgAzRRzDbrNkSOLQg5IMlKKTtCsUrq915NHExMIcIYwBg7IR4H7JclnDcmIP4qkP4EKnHVaY04++yFx7zvAGQIpyFJFQxo8+E5GIk0UZki4RzH+x+pvnMxgm1bD6oxktmiamIIFDSNPlUczlcFN1mIzj3gJbdDf4lZukFGW5kj7QhgxdvLQxxJCBjpUuGRnJw9Jm9JMwVsLvhHKLFSAhKvBEh72GYtEPgtWVt9rcCzypG/1HKSDGleJLI/zzOtBh9jxin7QddUhmo+EuM0ZkiRjbEJ2oCQN8W14hYYW/a2CUwUPDZRseIXNuN89t90uT9eLZXk+HewYxsqkqUyLxE1TXdXDwO24S/OYc940fZylWBBJVTc9806PLIrLNEs5NEKCq2DUkZvM8fAUxRlxfPrjsfdebLYvJ2uY44v8Mo1zFSWbi3VbNwZ0cug/DvvHQTe9PiX5BWlJeF1pY1iUZnGShzJbxvnXX/2lksnrl/WPP/61830Y2aEf66bZHX/W+ljXLZvSyXfodu3PjBSSHn0g8/6ZuZJ5bixScJr2YxQsUGD5pjOGO8N9GgpT1++a7gT6X9jvzj/0upZhVqbLKJXP9XePx6EfTxeLr9O4fD7cYcmP3B0bi0XXnodpp1Fda8Z5yVPYV/XJTggvtm5/bO+NO9EG79Mvxzq6qpZZfKmkzNP1ZvPli5svkySP4iIIw0jJtu7zAgeyluJ4OquOhWGEjFx7mih6IUrZ0KoojiEMwwpRaj2eq/04mOV6M+ixb8+jNlEY58uIuWjwfRRJEOSn0E2J8/zpoaH9UWhGVHB5li3XS22GvdmFQdy3dZpHy/WVgbDSuTFoG032Wh/NqmbGq8ORVvRYm/hxetrVzLvlpqSP4cJCiu+iBIusNMtIrDicTl0Ez5JlqNGxJ1EWNAuVxhPGLp2Em47HsZoGTJ08sl7RrKES9SNYTZgEwZAcSIFPqnI+ALjVaBwMQPwjCA5TRQrnpJOZmjMkNFDj0bfDfJSRphHDwVk7FyoF9gbddDSHxUd+3tgDRk2HrPec9PC0wyIiCo4XHNFCgQ8JYIETXgUBBOicG+Ti0BmKhhZp2oRM/0QYnmWKmKMNMNVRMQ2dIRhXgPijAZv9YHOMqkXbiUUoOkXPB6RwAUyF5S54Ipg5BjAD408BJnSCepOUjXBB49GDvBHzTTdBfj+hHoBoB5ZFY6NYzUPYJEFpHkOzQ5YBLFTRoghaytGlPCmJRw5zQMy8AEXDjBXHs0MguAR0EictuRzR+06Qp8HFj34V8zn8ELSc5GBNCIuIFLJ84NjHtRWGyOUbIZ6UNPBCFwbfAs3eSF6Op8paJPUF6PcA0/6UTEjBsuRIhcwEeh9ahVIr5SiJnoJq6b0A94sY4zjesVckya4FKRVvp8ffzl8HLxW9oXAY4i6DyR+UCkp2x6mHSTYm4HB6CsDJSJRLCtsB0tooDuD2NJaJIEkTcNdoBkopUA7CBdKo0LjZZ0UkgOwO2GT1MPW97bVuO321La+vysHY82GYRbwywhqQrOb49jDoATxWQKWC8HdEChNhIMgX0ekYePBpLP5JIi1yVhBTRFJb0TVDpKSziNtNi0SiP5gED2SMCgkJOug1YGltG4ReTlY7p5ua5wWMiM4G+30tPIshH4m7rtcDKBTjxHa7Q56njqmnh7MZ7GKZx4gqPX/48KbIyuVmkxVlUV68fv0PNND4+un5fnL93f1PP/z8N4M5hkHW1kM1vIN0X1wy46xvGd/JoBzH6fn8+0ViN4uXKsg4Y7vTRzcJFcRH/XN/umdMR8Hq5uLr0+muHT4yjsExxtpinMwYsvVodBZHBuFD5ty+MdPZuJYx6VznWIehMnMyiPKsyOJv82yxXb2+vf7m5cvP4yTjzOVF8vBxN451USb3Hx49dze3t/w//yf/VXXa9aBcJkW5mCauTRdw5NhGqoQL0kN1wD14r3Uz2PFsdFOWy7y8CIjqNnS9HvsoiuIonUZXrrO+1dX5GCeZHoZisUAQM3kxwzAEn9RYN2LmHYZBdezCKMyLyOhBSkWjl7Bt9fnQLNb5NKeRBG65KGgOhVPSWXc8VB2RHkPp2/bJT5FziK6vzk+vXr3mwfj09HR/93xxdbNdb7RucTZ5G0XBZEWIDyoAnwgk9aj4y8Vq1hl7F9bN/eXF9eHwyFmepDQ4Eam2x/P5oI28vrq9vLq8v/v+eNzl6U3dv49VnCbrpq24CKuqVTL/4qsvh75599PveejjqEizRTvsuIv02HVt/dWX/6iu93cPP43DVBQX3bA/VH+I4igObwZ9PtU/mbEbTO2ZDQMkCBvb/klYwqzYDCJZxHEmwyiRl9v1VRJnxeJis7nt2jrNxGq5TqKMc9VjaS6gtsVzXIzAmg5MWByPocf2S+VIeoOwAY5k5+xitXaTnkH3p+NpuVoBIcUwZTHa5Hk62t5aK2VqxynL86EzSRYHBLaSkTzsz0itmfpIxRI09mDWn1AiEOppKCAZy4pE95QcTbguaktQ0YKugYkXVnmzbwF60NmyRdNWkuxDqUIQFKxZ5kBwdP4Bn7zvOkjDI7iWqdcifxKC0Ui/HikEFmFaBpEanOhpnhKVS+PuJNEbxnK42pgZcYshbI08hEBRGFTMNEnFgA1nPXjH0PKTsjwAoo2ayYDMA5+eXmg/MFiBKoKzkLQKdNzjAJxFQyRipCMVogWMTjk4rRFnjrSaPE4kFJ5o2SCJ+WO3D3kq5/DsAejCWJajRqHfgAkurUFJrUl+caVwBcDgh6+PkmIC2Bq5XbQ0xcVrcMVGc4M9S0xROlP8MSwKlJhC76b9I6gT6heMsSOcVhLgSFQhnyIusLNCSYILJgjoNie/PpZv2DTSDw8rIzIbFBLS52UXnB4wB5JYCA48yCmcI4Uq3fcQGhAAgIbuVHlQMSYAx0NRArANgAqS0ilwDc/ydfRLs72esa5DAgrQrwJkbsHAPecc3xiKBlIpB6QdxY1LeCHgSgbMJeZpQppKMJAdNDEjxg3gqRgzv2t+jsXCLhSLNTwzYRgksYxTtBCk/ETwMf40iM1GwohOnMEVictMAr856inNgSYyxqd5NBo70jYyIqA2YCqRBM0PYws2MUwEcN2StQRmQiyysQZMM/SF84aBCguB7SskZ2D2UGAUXpnJuqQAXe3Ti4WXNNSjiRREGRTJoCMkuGOILmWQYjfuqwpSGCjl0O8GaYrfYDWOXD3YFn7doFzENLLxbdPDBYAIDe0I4holYH70nVExUjdR3PcHIosmNKSH4qgfRtACGQ+kjWIZCNX3nYW21sPNB7Xb4PADeOd1iijOUIaw75/PR6lw6x8PZ+9HSgNiFFeDJen11WcD7gLES4gQWoa2P6Txuu2eJxssluVydRHLoq5PExh4rqqPq3Lb69YaUyyWVXVgbNqst1IKCEeROnV5PN1Nk61OfYAH3J6au8fnt0ZXWI3jczU6N9CoDg8v8S3BjuMsCUUcoD1DcSkD6aDhP0TB2vouVojG1VMlRR4G8TA+IWYwXPPABKHXRjMX5+rGIWu6HiZAs7DdZi0t7gLGOsaUYAnno2NGigSnV6jy7PKzV9/m6e1icZlEWazSYrGKUCFxMzEiv8/COQdVNnRcUX3qYdNSLM8RYNW3+ue3vxUBT+JYCB9H2WjxqV+vtv0wtk3fdI/bzdViuQ6l2D/vD7u9Nt3lxc3m4qKp666p1xcX5brYPZ6sZXg3RxuEvKpOztgyL69fXdRVTaPk0FkwMwi0KKJECYG8SmRGjwDxc+8fn9GXrxbFi1cba4bzuXcT64cqSaLXr25BaRpt2w6gQ00gppSLJI7E83OjNVYcqGJJRBnHkhR62KGR9AADVwL3j2kRw5VHcx/K8qbxzqyco8EbyU9IR6cdlFEUvYAhi0A+pzEjmrV4Prsw+wlQ99CxTEuNEaszgDdGBMBStBrJQGYQCAklGFJJie1BBITZS45Nu0ARDr0GwHu4W2nZhXYLi6z5qMTqnvxyM9iEUsuhu/uk2yQJAGaetLzCweY/zRYxg0T/ANx0EMLvYEZKHoe2E6seRpvAWRRG6o9PoTsO7g74kGf4J0R3NSYRcxx8nMKSh28bKpE5EALaSPDDQKoG95JuHwwK8enBEA0VKYWpYiNKSQ84TIjrFozGkAEPh61U6JAloUTn85CyKyCToQxAaHloM4YZLvnbgVyma2f2ZQCAaUc08xg9E0wLdwMGprQPBw8MnaeM8FFnzENaDyc81Cu41mEXQiRmAN8dhsg03UPBAycefVck2oW2R3AxWiwAsVNF1YTcMubhayAjDNo1TNVHF6qAqKRo/lUcKswYkLg79EC5OgRvAKAQIl3VTxbK70GbECtNdIAOnTwGJfDm+NmUMVOwIcKSYdCRyxo4g4EobqgNYOOcCTqLVerRj5kIQMGxabA4DiXfrlIDnKnFcMRZPWAjrcA5M/hAobpAlDz0AzLU3chlEFGiYJJGzjvM1DRg6ZyxoowNsWEoLgi9KYG7iUJHc8kWqCcfZwpGfef7DqkbMgz7/nTYn5Ik//Lr122jj6c+TSFaGfVkAGKQSBfEonLCdTZq4pORu6G3LXhsenOxjSJljN0/74syFxLo1GlES9y2PcU84rnUejyenrjoi7w4nfdv3v5wd/+2Nw9dv6f57Vy0TypcK5G35lmKfPLNbJ4N+dpMteCTEEpPuyi8ikTSjg9krSGXCxsd63AX+KCMX4RBsG9/P0/oBI9AZBEiSYtl/vrV7Z9f3dwwn3AX3r66YN5VZ52k0XKdn4+nNCubqk9SGacoMtoKuwD+n/+v/sthGDAxEyEOjUDu90/V+fnq8uVytXGe183grM2z2EGxhpdHoci3+/29COU0qmkSjNkkCfI4MzDaJnqc+qGno4bHMU03Ic6G6eV59wio1yQ32+WniwRtuv/47mcZha+++EKhSsMDRuAjNwx9yNntzcZ5dvd4IB6d/fj253J5keZxgDS8+zxeZMWS4FT4MB8P7/q2TbPNy9df7B6fjDtvVhs/+cNx7xzLisJN4/XNZ1rXRqMxUFGxe/7oXHvz4svj/rk6H9Is7YYxkYE2E0Jat1eCRR8/vnnx4mUH5Mvx8vLF3Ye7KA6/+PLX52rnxuBw2kVIJXam78cxMPakYhdHmRnHIrk81g9NfVBhGoj8D2/+eRKXVftQ9+9xekFUswh4ZP3Z4Yb+d5ISoB6WQaJkTJYVfbn65Zev/+rV6683F6sJTh+JsRCbijKtqoeuqzBjxJB7tVgu6qrDt2MN8mUo8mxyujrv4jSN41LJOIplU7cyDLu2dt5c3b6gGQnGiqdjt1hmuh8hrrC6aarNej1NwIRYC5VdscwGMJ2FJMpWmkWD1qMZgxBECpoDgqc/F8RA4ZOsvOuGxTKfx1HIf6O8ci7CodNzagJMVopjx4LTkIDXZMdy3oeEVJExHAtUH1McqqQQB9AKCflM2bfWQmIHedsn5aWg/O5AKm4ggif1pGAQUIDeAZUd5RGhA6PwWPK4B2GcIkB8Tk2g0SdWfPNZT4cXWFgkRMFckPgf0MYgFBvWO4RrA28tJRcwD+Ccp5kpDgS68+YZLSZ5Mb1W1mlik5CElZZyqNFhegRkkpAkVPuiqaMhIgG4YWLEJU1X0Xyz4krywk/ADFBkHyHg0HhTsGAQIqrboqqglDmyns9sTzSB5K6aixi8yPiJfJKqvgU8FyHCZIukqwJL+DkqD90LbGQE+SCRz/z2zeSeJIucZ0NnZvAAxp8E8gX5Ay8SejbK8JAwYdK/H4Rs1H4YpiBk0XzJTT6OEXEL0By9sTPaRyDbdwK0BtvjGc2C3ZoI0JGGNEvu24HMh+ifQ2xlUUsRvXMkaKewxmEOis6QfsZZIcM4ELU01SedF8oONLckhsS+lHCvNOP2Q2fiNDJmrE7DvFtDOULqU9Db3BQGYZzE5HnxukdbTERNmP0OTzXYkoxdvVhDVqqp8uJeSYm14EjB82AIYZRO8c84irGnpNgloLDwsQ26ZiSgDdM9It2lDNoOBv0sU0DaVn2A7VxCCmGo7ifYNvGAzW6cIOBRiv5n6MxcSk646R101yDjTV07KPiOoFmCTsxCvoVv2EJti6RWKfMyoY8RnhDM6aHbpC0xeSrIWwiR2BwY2DcowTFZ4j6KQ+smhQbMGG1UFCFwEjVldD73bXvaXJRpVvTdQLrrsWsaIDhVEkjRtc25OlJ6TfD4/DZEy8SLovDeXr94VZ/r86kKgzjO4sNuD0rWYpkXeRTJqn4SbiGC6OHxgx37SEVZsZicluA4FJybmThRrMoeSsPGOb9Y3HRNNZhG6z6KMbRknA/6dDo/vbj5Mgiic71v21PA4yxbM8+b5jw5IxULQtX2j9WpOtcHzKP1fVXvJuDC/16Zz+ebXrBgYjVnknPFsTsPIOz0OuAA2wiWOWY8PxNqPAp5af0ZUyNEfsSje6Y2D6kAjE2hyC42LwKxzfNVniQvXtxs1q/ev7t3E8+LZaTQPC/Kq+3ltmvg2BnHIZSKlkDwdKUJJDkTKFPjaptzxgfMK+O+17rXUvnz+enp+fnFixc05vP7/bFqnpXMlus188nQt8ScjNIMyYf73WPXtUJEWZ4DjciT+cDXw4gsjiA4nzszjFEcajPGUayN7ttmc7FN4tiOuusa4K6pqF0sVhrkzA6W/1hyFjw8naaAZWlcZkkazXBF3mg9tEOBzTCl3hGDBMpk5heLVIVB25sBtSayTDG8C/hmmznL9aCTDCpiKBgpQQqqPxG0dQ9uB8lPUHeCwvNJBEhILoqlA4ESacBckBEctwVk+fPJNuOIsdLXI07REKlrVJF7BwkibpppwgpuPj9Jfwh93Yz3xNmINiyYKAeSRiJo9pwbhUCXTnI+HA4kvaenivjJVG8Alo45JSEV5pROdDgkXcHXxMGDeQ+YH1CIwEUMpo62EhmRsm0wDVU4h0FsQrME/eoccIejmwM/gxeDvNF0PtOuhliUPCZ/BzofsEFRacyuEMoQws04K0VnZzlmZ7R0VBEuU/jAe3R95HFAcPEMbXI4xjFZRqmDv8VrNccb4BskWNo8kCI9IV7BeQIYIcAGLncwReibJaYlOndPBAyKNZtj98jADTMRBsooM0g6a8aRpjN0HqoQIeAT1+QTQOUWBqFCo06WSxzdFAEFq4iEWhUjjFk/OZORZ1QMBQzCRI2rE2kHvD73aLgJZT6NKPuoSMYKlDhmeH9xe5PnIwxFkscC9DKkv2oNp8wcqjHPCzAaIJIqbj1KOKSZOFrKvh3QFdPAWgiW5Yn3DiUHaazQMivc6WmKId3x0NHADq+/H2HENBZDWyJFkwgWA32wF4iHR5MQqF7htI8AwsVAg+KFfddqZMqrYLlOkQLf4cmCISLEdt1o4wBZgKUTmtgRk0yJfAhRn1trJ5Wo+lwXZY5EIuhlIJiCAQPKWVq6En3UedfXA4KgycTfNj3CEngEB7EMmqoPETwe6W7MUolPShzsnvfeq6Efk0SNUIjjYjodjtuL2yhh+93H5fq6xt3Up+nyeLrr9eM4+ufH9/30ME3t8XwczYCYTvzC3A20Z2ymXSjikGf9dA/MgsgFl3p6Fix2QB8HDOSVWcHHA5FkyVLCGre5ufzi1e0vlVq4aczzhVSZHnoZKTO0SYpF/ojHgy+X5cP9YxRnm03JGTscjovlAoTYZgj7wXIGvGFUJIf9PoYNYqHiXATufH4UoMlFlhQn2CF4M/bjMDJyKmH0nhSKeTDaURRx0feDaXELSs66rsuzBfNTfW7MNCwWpeC8KJBpGChJ4QzTJKZJw4FarFZJHI+6mwwgs1rz87kLo0Appt14btB72AFGL+b45c3LWaNMExSk/43jcDwdzWhUmFxsXyWvwuenh7dv/iCVKpdl0z7FUYYHVshQxiwUp8OOYFRitN0ikEjdmsxh/7B/PgQs7ETTd/ri5S0HFu/Ge/fx/ic4R1l9qnZ5tnj/9g9hmOf5uq7apunM0O12Dxfb2yxbP9z9PDoGXKfVh92RaNSP3/3wN+N0FCIwtraW9/Zj1+89whJCwn/vZ4LjJ4kNnvxitboUvFzmF19+9dV2c5ulyeXVJdqzILGIm0unyWSpPB7rNE/SRLUNFr55uSU2BtTVp8MxCJI4VjE+2H7Ufb4sQ5miKpYiiVMaZPKRNCHXL2/vP949PezidOEd9mbLBdz3CfDW02JRhDJomq4oSghm+imKYRgDbdVC9R5guWE4C7TuIq6wyBHQUdDiRUC+ZV1njVJhlsefgoAoXQdSELCqcMtpUK1Qc08M1gi0TKSymwUPZrAjosBx0FKzNSkIR+BWdxZx2xN0CFjPiBCzT8ScoujHP8I5TvhrC242bmM6r9FYOogWZhcZgJyICsDBxNIkAaIDnDRsPVFM4YLHwYfV2Rxbg7N21n3AaEd31WzD4LApf/I+0RCPYTqFwACoI6DvQAY8mdVnKyA5HChSiQeTA+cREXYYLc/NidPTZM4jZPfEFQ0xISMPO3HU5iHhjAfA/BhiGqKnx04kGAEgaQ2TY+LZpIgthpUPEnzNHRG9cO0KoGsmFqIIoyaY4VON8IkIJro4QQM8e/nmJHcyFbq+wzCSiJR6xhmS6iekgAowUENoXeBnQ9uPIsZO2KJhrEu9OpZ1VPMhM73vwH0GFweXsYjJnBNg3whPo5vQgUPwTOycuaKxUAQxGrg6Qu0RveCPDbDuNWwqyNCCdmhesMxX0jj6uulylkqpEG38iVqGhieAUg18VPQjbmQe0kRwVqIgijDGglmCxnmzVYMiGXGDKhUuVhlCgciG6pF7i1hF4NEdq09NkqGnwjcvhITRFDvVcp1mU0KfCOcsuixgkynrecJfUwagor40ECx0sxOFynIkrTrG4hRimBjpYaC7JxlFFSthRmHtJyxWVkRkxkPcKkVsIBTDYWLNowifOOjQMI6hURJOZ2id4bQxY930UaQ86aBS8JOxebYa2VDgwkGlHGdZTBQHvMO0AB8pgRB4CEzrgAdT0JTmygx4/gPOgMylmEHvWNsOg+7CUFxcbuuqGyd8AP1kgzBSSqzXL9I8amroRZ11WZKUeWGoXOiGCkOoYitEGEfRenVDuZ08XxTDcD4+Q5x6eXnz4cO7x6f3MpJJslAqFTw57g7G8CSBgzLPY5QWdFYsFxenc0XqKbTQy3JTHZpxGkajF6v1YpEaU0kvuYg5H7hQntlzdcA4wHSXl9umrQiiobXpNquXMhb392+q/bAoNypYv7i9/fXiymMDuf/+u39rzGl1uejRULbn5n2rnxm4XBjm4LPtYbqevOVcCg7bjZ1aHIysCXzkUSJMk4cND0AvHqZRGvMbFWzXy42AlC8bdPX6xS+vr788HM7n8/P5aG8ui+3an847qv6DpulPhx+s19fXN0EY/uZvf0ySZVFkh8Nej+abbz7P8+R87u3Eds9tnilsUax93h+Ox/N6mQkRgw3XMbWK6vrIWRSpJUKbwgxjxzp6uP9IoV4YJMVxtiiWQKtXfVX1RRn6yQ5ClIs0QUk3maFlPMjSIgjk49MR7Nk4QR5m5IpF3OP/lRBL9p2UKQKd+w7c7yhMMnlxvQB+/FRVo3F52nW2KOI8STI0hAicRCFJR0CWx2ka6h4N1mKVlfCggw+FJFuwMbD8KZcpwsQGS9uz2WInQol8NjJAzg4xpAtTqijJT+D4AjnTUe80W62QKUrxAEoBrUklL44Z6PkJlzf01rdayjBNFUnrZxHBJxgURdHQDIvWrQTxZJ4KhzmpB5AQ9CQsBBFb6AHXE0WqYo9DBwj2VDMNC90CBJABhKwIyKGWUoAihb0Zo5g4bKQmphn4ikA94/8i1JYfR4HjgtxumNCFEG3rYQa6fIrY8xZmde8t6I7kWgfAh2RiuBYGFN90aIgkg/gCE+pZzcjdaBFuYbTNiwgvCwmb5rxEItBgUwcAyQRbIFZV1EfBWUA+RmjTsegbcTASJUVKQIx5QAFRaMCwqkX3FCLvZu7xcJ3R+jREbpNlDP0niCP4/iGNpJ0FqRPJism8p1mwhQtUyRGvKnKj/KcRHk1YmYgTTNlmx92szUFXTEMHC/wxlD74HVgsU7dPcfM0tqYxosXRDunT8OnC4gxxjgo/tUvQSUIui7AKgNwoLIPSkuifWFCm8Ujj2cH7HsHjSeNajJqpWQWVM0okTKGtRgI27miMLxWwhfNIGqNYCit2CGoXcCsQ4YauXfASMO/OMwCfdwfEIUQYMsKjnmZRHIP8MbRmJrgJXGeMMif4MJgsAyJ4NH6uCPIiUZKM+uPUVBq0/yLGK4oDGYbYvoFBME4xP50DQjxjxSJlwvfdmKQJZh7aLtcZoMcwtwNZFJI6iXI4eN+gB07SKElV15mmbo0e81LCtGrGpmsDRIKxocUTEiXq4elcnfpI2sVmWZ+Pkx2TdP3h3W8ZA+m9aR5lsNw9756ejtfXLy4ui7pNhbko8/jq4tdcYHT92+/+m+P+4HgbKte156p/oLMdm2TipvekwrAjdB8BXlH6W5rsyCK9SpL8fD4v869/+fX/6OLm1ujh3ds/3N3d/9Vffbt7eri7++n2xZdRkp2rZxJFxUmaT3X9/HSH+OtI1tUhyyX4FWF4OhySLDUaixMXCBEt8uPxIGXkeRAnMZjFfATWctBxmmCHgLwsfOQ6iGj9ZPrRVmmeN83Q9+Zie7leLSbHlmXS1PVicXmEYNtw0B2r0+EEt7dS3gNorsK87f3zuaN0YyuE5CwKQsXQMXZEEYzTPGHCqSgOSD40Wa9HwBJnbQ/n09DWSobGHkD6TLzpxmWR1S0yl421/bGvG921h/V2lUSLSC6TLAkCqUHRcFCPWLtYXJyOp9G483EPsEFeBlwkWQZriVRDd97tD3TnRg93dyricRZi5Cx4ml4YMzFh3rz7u0RtMaoMTMDDn9/+LstW8GEx8Zvf/Mtz+2GaavgYbdAMD5Nv/kjRFFjbfvqFuieJVtvVdZrlUJoU11cXny8X1+vNejRcyagos9PhWFVPMiw5l91gt5sSY0mCExJoA7oJrU1WFtM0dk1VLBaBkAaVrovAjDHAilG5QDKPwBs+wq/HnfWrVRFFUSD8ZrumUwbCo77HzKzXI+WsoqxWgQoKGUVytBCCp1lCvApcEp8gIkSGjBRCmccBPjoSNuBABvJrXpKh9QmGDqvCWdQHlcQnRqMnuj4TErv2vh1tDHIGBBck75TIcEecrwFtH8e557PQhTLZRgepALfYZeG8A/wQEW0z0cYzN4fWUjgBLuBZ7Uk8FcojgnZfSaQgULLaCRkAAAEAAElEQVTNZIbJOUpcJR8zhQVhYqu1DbhYlNE0ubrGPU1WKPguqP0iDx3Nr5zzSRx4yvABmYbEfsbAqUfJNhD8wOaOO2fyDqUzqnnc7zPBEsYGSqSlq5ozGSBTASd7iGqjbbAxw7rT4edCLAEF6FnHIAQX+OngOHcGYc7oN2iIbN1YjyqUbTdIJcsyHcH/BHXEObrqLcWiIPaAPPSGps4zZw4uiJBk83hHAMtCVDpRHDFWgAYsAoYHfR3N+YQVEwaZkFRhoTeH9k7ch7DBOBpVQk+ooiBfxNbgzQ4VxA8qggoRW1xsYvFDDa1BPw8vIPb5qJnQ6uH7RHyCxDKV6NWEJ5kZbrS4whOC9gjapGHUcIobB+op6F6ieHHBmNDjGIB3YkMlVKgMQ3USRng2x5F8p9b3Az5HVIfNgAR7rgb4Uan9zvMoCMSgDXYVGEDShJhNCqDUICoVKWNBbBciUIh3RpeLETTefKRaBUKYyZneJmnoHcg3hB1n513d9912uyGIBGyTGO5ifGpDHnhoh9B1BiNixOixD/TAweUBNBUzFJorwANJVetcpRLRYXKRCjIcs6geqrpvW7hpmPdpqlKs+wA4gkzWszSNgCcVkgeQPXdNA601rksEbKCPhN8Sz4bF/Jj21yS1cg5DARrYB1KC0qQ1kgaHvmOO5auEADt4H7MizguFDacZb24uNbrE8eHx0Qu8wm1vqgbRkEAVeb9YQkk4aDyCUmV5pjjnVVV3fZ3n0L2DyNxPgmG7HccpIeaiMIQOyo/q/uGBe7/ZbpVMHBuTpCQHTVbrnXW6rprJjkN/lhDd2WFggz5FSh6Oz4Nxo0EpGIayrh+d18tl+uHdm9VqZWRft/14/27/fM+Eh/1huer08bDf7/fHLC6lSuIkNtrUzfn93Y+H3T6NV99+9pehEl1/lOxhMrzMvrhYXz/svjuedjhIhB6nFu2cN56NbgKNbcIMGGNxEuiNMry4WP6ZYOHkus1m07WYUKwWL5tmnyWbFzffPj28V+rOTqZcFh8+vjF/99c31597FjadjiJ5cb3lPhZBctzXUSLzYqUHJGZ4Lo6Hh9/+3fG//+//DzZX5f657rrheDrHcWZjRFfDiL7envanJN7k2aJr27bz62WZIAEEl0bb4vfc3L7q2tYz4ZjvtB+MXy7SKPa9mcKAZ0Xa1LauBlKVx9vLtbO+G0w3mHN1CENx+4uv21o/Ph4vLopXL693++Z0wJJqgMIQC+Shb7sIwtdymQfA7vO208PgHYdbbLI6QtQeLn0/OfAcAtHVPfPRXIki2E3jY6kChXWFdefzICUvFiktXXyaSaNhsh16k+YqAbaXBmI4BzBom1C0CCmxjvgEUyN0E+lQcJKTSgWecKN5gD4IlCZKVqBGwmHpgfPBWD3A8AaPE7qd+d7EumTOJKS6GYf87GCnsRxZIzy3EJjix8FXCqCHn+maI1Y/lExA9QcYj8NsRBeO2fncNtZJmtPRyJBCGkhKisxbIuKQXB/AG3wFWN3RrhhtoljFsQDbEyRJGA6JVg19F0G5EDrssJICk2DenhHTi2IhcPiPKBDIFY/7PEAq+sweo3UTSTrhu5vRzWzobJZH5PKbhAzNMM7FIW2oZm0/rl0ib1N7M0JrUyxA9AWaGjEkXsRYsaF7GaF3hYwI2n8Ubti+UpQrdXfoUSmF3SupKOABw8wwpJFoHGotNJmcKQoD3zVnKEiYwLwAQ1tNKYhQPWIOAEswvZhgpYzTiBoAvrvJOyWAXSVFN2UdwQCBySb0q8YM7SgV8Dxg3gXCwt2AoEJkn5NHjn3yOPixnZnY6P8B3EKsiPQeAwkVhdr4muZlSO+AnAcEVyw7JpckiMoa9NjWulgkgkM7ai0f9NSAjjmVy4QabG+M6Tua0gYYyxIR1iGjFfUPKKmakI1hGPW9Qc4ehXZFMsyKBJyOc0ucWLxQqLVGMF1ChRFMEIi61RwTe75YxeAl4tHAeASXpLNdb8KQ644nuWLeA1JN/XUUg5SQxBJB36M7HnozYHUZECu7awgfQkF/jDgOTPDTqeMsvLy+AIU7CoC+64eL7apuurquGBNm4o9v7/vO5ouyAFxN9INhnu0+vBv69ttf/+J5/6Fr+8mEk+u325WU07/66/9v102bzYsgYE1zGIYuTYtXt//oohwYCD7jaPqn0++fdt+b6cRZ6Lz5Uzf1HxX4PgqvA5DN/J99/R+/fPnrn378/g9v/rt3H35frso8z7788pd/97f/6p//i//nL37xj15/+a3u7dgN1bmNE5VmwZuf3kvpF8tLbHOhwwfVKAyDk276vivK3EUcYSlCTIXKY5VI5Chgq4vbWUgepoEzdX3omr4srjEECkDEFqEfGVutloLbxWoxech+uOMT4+dzW9VNtlhOgi9XWwEidlz6cnOxLBfZ0+PdHF9WLvJQoiyoq2NbD5uLNJRy//RhvblaX63YBBDQ9fWyabrqjJ9HYaYclEXKeLN73i8X132ou7ahYZdvq0YErljcFMv1Yf/89ue/2158nucLxExHi3E0XdcOWBIZ3bvdc82ZSrPFu9Ob/eHtotzG0nS6EmrBpWi7kwpj0+tyfTkimfcRZ67ouUzuH+4mM8g40+NxGHonzsKHg25CqSYtuuFoR/P2w98J2ckgO9f3g6k8M2IoUeJTitEfc51ErFZpXCyW2zhelcnNF1/+Oo0zIXiWrRaL1TiCiz3PM7gXXdurKLq5fd2cmzxNTAivaqhkWmSc+zRNkHA9uCLPjTZdW282W6VU15oojodhIJA9OpYwTEBvrfssS0gARogIUJLxOSE6BVTKTa05E0b75TYetdadLRbxRFptb3GqkoIfB413rlxmbaP7ZsConvYMWDiRYBIrdUjscCOOo02y2FmrQpgxI7IaDBr9DOahuDgpMIdIiUByqTAOA6PHAYHUyMaxnooIGRJOBUOs0booAmceqw9a+0Anhp0fdIb4ysaPBuD9kNiwUaowr50DhmZ4PSk2Kd3hE8cSozqSws9CR1Twxsx533Sf4UwPcIVB8TLbBRkmJvgQTZPP80gpOOsM3WrAhGtAOongMo0GegMPE8jMfkRgLiONInr2UKB5JDPDHAAIqR4J/CxC2wbveVlGuJHhl6C1usLKi9IXhA8wDMZFRyl/UPknApZyHo4DMJtRHDXDwL3vBy0DMSUk56Crl3LtP+UWkl0cOBOsN5HEjd+AbgGJGigj/GhwinwyjuO6gSmXPCQAXaJtheZ1Iisg5ulEIzAD2tpQYlxHuho01RjuRvj9GipckDnpJoDLnOobvIbwimB2jO0ZeohPuQKIlpwmb3pLM1J0MXPUFaL8wLvBjpHsHyyQgKTVZ5TI9BnEv02iLOgSYUgk86ZHfBBey1mxk0URrHEIqDQgcxIWta6bIs9gbOZwa3jPigxaYXKI0NMBVFUIJapADzPBpohMGqmI4QnMAC+LSAjR9Kau+hCoPfytBJBNkmqFLj+EJUZ1PQjORoMHG5pkbEpFXgYoxTm6R+iUlGIOnFUZgdRK24AQuhla/HrvTgcY5yLOATCMojRTfaf7BsJUUFiAwcQHAIESKHYh641REsGhNNmp7syMXPJuKlN8OrCLqwfCmcKgNOPysjLqMGIbAPOEuBkfGfDrFXbdEzktvZ+iVPLAnY5nSh+WGDSFUJSNEygv1WmA8DXCYQ/B1cz9s64oy4iY/edzFSp0Gp5NBXzFTGtdNR1j4TCYeIXESCq+Y8akGdl+tw+lzLNFscgopOE4YZ/ppSiDNDCTQsAJxuoMTQCPAuFCZb/4+lfDUNdVA5P6oLfJYn1bOi+qs6vPh+XyMkkW2nTPHx/c6PK8iGIII7MiaZBsFFvPj7v7xSJz3CZZenjavbv7XRBEjptxOrdNUDfB0Ou7+zd2HPNioWL1fPqxqvb3jz9xMd5u/iwv87Z/6gc9MRP6SLKlhXpTcB4Xyeby8jKKoqZqnvYfga2Fm98b2zbdQ5lfrcpX1emw2z9tNsth3F1c3lTH9ne//TcyFmmdAlkspuP+EKuYlFhuHCY7nFzqri4+f9g9IFVoF/Rd79FodstF9pd/8efH5/btm2frasSRJLlzEfz42h2eD8wHVVGxwF7evpSBfd6fm67PszQv8yRdMRYe9k/eshevPwvDtOtrJqY0W5yPLSTygnfNeVWWiFoeh6ZqEcfXT1kGr2jkXHMeEhC5s9OhDaUc+m63m86nOorxoUvC0Dvf1Mc51FHrfhjO1Slab9Y3L66ECN6+eeg76709n5txr68uL/thDLjPsyTNASaCXFNgEHrcNdBOJXCrIb2tM9C9W0Q8ZwUMr6ARMxFGJKfAR8lmRaR7Q6EU2M98QrHIaWYLEx4TRTa1IHN0tVBBiH08rL/4LQGSfyCRgOoVK4sZjYEdPu4eDNRmUhKEEhTJjZUF+Q68SrDth2WL8oewvplgBMDEBagyDPHRnmHVBUnbnJ5C2YOE3SJBDUihIeQgwFrTj0CBMXAakdeAprEYeVEDAbkHbBdcwH2HjgWDV0jc/xizN0GAhVUTtR9kgUaoDy3+giCYAOLGhREwjIbnFNzREEgZve444a8Bs+HkQ8OwiQaLaJwoQ48M0vgRkXFH5C/IHWAXn115juRt6HEFR5Mze/bIWKH6xnqKv5lzeCxlR8+jaqRM426aXfgcZx/CY32oaA1L7mur8Z0gR06PjFIf+1Y7jw6HvI4+4BDN0FjzE2oF/0uT5Vm6BT8ZD4QKJj/1vaZAeXDOaQaOLeWcZkFlicdrMZeKuNfQXgYBk5Fy1ltN8IDJBROKKDtAEwWDjJ2g5JYoY6bBi9DjyogkmlErEHanJ+DuKejSkr9jdtpTxA7e/NFMhPwh5sI4jdBehudzM7RTnKD/H0eH6TBCrez5bDxmFjMHjnWt1mYsCpWnydBpPdm0SHko2hqqn6KIZYSUzkFD5Dg5v73IFMYEBraLP8LJdG/SJEwT7BIwZYiCtsGFQqJkzLiDQKw3OWcevokJZeHcos/9OazfgBXBHIGxhQfjep65YLeL4FzVVCyGltA+PR7DMLi8WZfLpK3Hc9XqcbqM48BbgPVl2NRdde6SLAvDePd8IgLoQ5wGcZKXy+zx/qE698ZqP033T7+/uHilgrQ6nmUcP+2+Xy0vnx4eR9e+fPFt2552+++zeJtky7p/aoc7M3WMSQaksynTi9uXL6VS+6fd0/OH0dcM+asWNmF18fO775/31Wp58dnLX719/7v/9z/9/tff/I9/8e1fffHlL//l3/w/dse7f/Dr/7DIV1EClfabH94zp65fbJrqCCEVvgh8krtdA189NieibUdgQv+3/+n/bejaKEmaTnsPw4YexrYfAsFWy8zoSqkE09bBOIvDqVgkZtCC5meh5HEMGRXjfOazHat92xy7vg2D7OrqFedOhEzJyHu+233w1qw2G90PRvdFsS0Wq6o6TZhfqrLM0ySsqw5bV+RZ6741cZYNMGEfoihxTkBQomzbHpVEXrznPIlXTXPAcE03da0/++zX0zTefXhcrlaem0G3q+yFNnWchFrX9/fvtNZtY8vFCpwAJ9fL62GoD6ePq+VqRhLLUGn8iqxrLi42p8NOhEEe3zw+/zj6OpJxWdwcz3cf379dLm6cc+f6fdcftG0QI0cn+MSOf5KJ9+lXFKyQYoQkjVe/+PaXr15+jeEYLJhpEERJKs/nncYEq5wmVp0q542USdvUaVbkZUaoKzh6QfBDQvTU9aMM+XKTdY1u22G5LuYjRpuBwl0DGEjqfprGYpmjZKcMcQvUmEhTNaJGGCmaTCJ9i1xccazSTHXIZLNxHM+6eRkhiXzUCIWDEYiSEqz1y3WM1USE+ZVFPhhvGr3cpNiKGJxTSUILOourHfpbwtbTfBQN4dBjukTF92yKo8EhzeTQhmEfSaieCe5DPF2tXq4TsgKPZC9UxkxxjAkfGbgxwiHhJS5IusnmRDuczpRDCsAM0OkZrnBNpqnJ4h+SAnH2mrMklW6c0L45svlRZCrOVHjEoBHFCJFAbVjnWRyWJNNAA8OYT4HY/tRJcgh/MBXEvM55MDOhG4Q50E3Ex8fQcTZRQO9HTQilsWuwkxF/R4RJSg1CAUFNh0hTifuSuggkJiKXBpIarWnGSLUCErcl3lnSXlKEA6QR5NOFPdXAw0+Gw1GjBMG5SfRFuhLx5gLgSRNWcgUyiA8JJDpjT2KAdjDA9jBkgxcRRdg70T4YcU9oZelPpq44kMoj4BAKX3TLXEC8ikE1LYGx5LQuy1WPLLtJRdjRfaKWBZ9iHiTROSmTkRpICgz4owQRk745i49mmfToCKxDcUVB0YiSpe0MYgWQg4zYI6h1CGkzr6kVUenIAYm5LwVD4W0jdStilBmSfC1iBiCPRI+O0S1ELGLGiBN2jenBGXgo53grvHez5AvJE9gks6bqJgarA3TwtBgneo0FWw/PBj6hgs9qzOl8aCcHv75303Kd4x8SA3YYxpJCHeYlOQkfEM+ohwHxiSD0jHXdR7FEnpWhRGaoZ62iQBRI2CCllnEsoZbpNR4DYgOg9MH8gXK0OHK0QEtF1Til+Gpy91AzhHYQ/pRCqBBzl8lZ/0bYNB/HEdTONCZomiFJYwBVkOfOMZ0BENMopSIirIKnP4wDPnL4FAxdn6QgN0sVVGdg3zxFgGBIEAhHELym6lUsnZ0Ou+fJ+SRLN8tlnEaeuf2+YQwxc6Nx/z+q/qvnlmVP94QiMyO9Gf610y5X25U7dTgHbtCRoE9L7dQNTaOWWnCDxCcBCa4QSC2ExBXijk+AuGi11DQcv6tq19rLTvvaYdNHREZkoucfY9Vpdt3UXnvNOd85RmbE3zzP72nb0nGgT15trhjTd/fvyrL0Rn++mG82t21/3G4PruPPi2UQ80FCPIn1AP4DJpNSHXOJOzfxOMqCmBstytNjmq605tXpMJhTmuav3/5OG9G1w+P9B5/zKIo8H7l+eTF/uPuohKr7o1T9F2//HAaV/iSl6MSD60VGhc7kaqeSshJCTo4JedSqZ7JzZ4yJmOez2ezmxctXt19dbjZXV5dRjIjzNIGbTqlht9s+75/Ksv7p5z/uTx+r02m73UvVkxHXT8J5PxxAm3DiWfa2yC59Hjp8unv8IQsX33z1l4bppi1xyLowwoVBdqq6opiFobeYr1zO/+6v/xUz41df/xqkVqnu7+8ZA7fAGHV1c+U57PHhsWlO8/mCgUMQ/dmf/fqwf/zhp79dzF6ORm8uL7Qet9sfRWfWmxe+H+62+xiTzrXruXEYDCgzsCZarZMoivbPx4HWsF3TIeU8CZlrJK4JzJ606TyXzxfzru9E36VJuljNqrIqj3UY8DjPS6QBT2mypG2MjtJ0HHFqNU3X1H0c++vVfHSwGUjiiPveYh5nadi1CtYAPLZgvWdFrHoV07oeOwSEwWLvhxeNIL2g+9JxnRUhnmrwn3FQQSfv0w6INMykREDdLwWOTSxACJpvI2FBkZHYVWOoh4QGm46J7E2MweC28BwHmogzyJdoXrSTgXX8TO6iSAbaHGL7dM4ox4EJ7Ie1nmG4RfJQWtlRZBxaOQZPHRJQcakRWwW7BSSg0HIeOyhbKJNKAucMscpsQh0WiCROUSCUjKjvfICF2TR2nR2P4occBp0VMY53uA0xvaX9pI39o9kbMmzwyaKlpKykiZCSNtM8AisVo08awOGXkPoU0Bry/9MilS7WJEOsBfJCfTTRg8I4lca4cBN0DaK84thvKjkRZkYPU5KGSmJkBYe8MkEEzLJl5FiMSgSaFKzpNIyzQTYUaDQxgVaZSNhwQlhkDv6+Z+wNhVX4QYDBM/n97CwAv4JU7LbdtxZ6a432A5ivrA7IXknkxcKkFd247+Nj0IbIn5DfU8AsPmYCw2CVOsFthZQCJYyAydyNY8wyqVF3+k6SEX1qakwowtjz4ScH8avFkE6GMbjTowFvP8lgnpA9PAjINuhxI2M6wx0pjIdqHyd/2wzbx9IPsD6lqhfpRwzzl64XQ1akAKaOUw+4K8qbOIGXB4lueTxhsGg2FxmboKmBt4qQ5nDiAA/ZZUU6X6R9J5u655xHFLKNDKReua57cTuTUu8e6yD0ojgk8LVnKbKu6wqoZsY8DyBl0mPbKEqJc2fzdBpZR1HcxSxvu+54KMPIj6Ok7sTpVBZpfrGZM08dD8eAp4yNp/I0A8rEe/fTD9Xp8Jvf/Ibz8FRtu864DoBqoT/79o9/23RHrIy5qU/VzdWXjDvf//TfrFc3m+WrTx+/q7qHRlTTyDbzV2X3oeo+cJZeXb1+9fKLq8vX11dvLtZvLq9WcJkK+bx//PDhu7v7jz+/+8Onz++VFkGQxPxCapn4i4gXcRLX/f28uL65/PW+fnf3+YMZvD/73T959forPYm//Zv/79P23duXf/727Td6QJKWM4ZmGrwAc5626x3m3ry4yNOEE5sVecHLRdZ3Zr6Ix3F8uMcj6zou1gssNON0PO6icLlYbdI0KLJ4ty3vHp4cx5TlfeAGxfw6SBdZEt7cXFbHUBvpurTyhyPfq8vD6dTKwQuDhMKjMdNQk+mEoLVpcv/xoW9EHM4EDOGK1+C2YSQZpzBautA3HvbHp+a0uZi3XalEH0eF53mn0+NiseJcLRfzPBVClLPiKs+7JMnWi7WQp7IpkyzJs6LrvW+KRRimd3d35akdjYoRWYW2Ki/SIl870JwoPfTAEZip7Q/6c3Nz9Wvj9E1ZdqB+cZcF737+m5HpwPMfd3+jdEOrvB53IYsmVv13ujwn8OazbOO4UxTk//gf/AeL5Quj3avrxWqz6DqkPpcnyEq1o8rTqalPebYRHcBVeMcQUO51PSiUZmTotXyYg7fPXZYlPMJO35lgOJ4c6wFD9dyJ4enxMJ/PEuAZnBDYFcxy2DgmcRyE7sPn00iWM9nrOPXhyFc6TqGUQIIzBbaUR/R1HjodUrJJb77OIqScoQ6fsNDHdaiBahxGcJZdpaY4oWFBLzlhLbCGH+BHshZkOWgOMQL9kL2ALiKMs8xva4UGD0ErxqGZGUbPiEqj5APrCHcBg5nPIqw6EGsNkQrFlOFAJ4HNxIOQYbCHu5YyfwajJ3DnSIyIWHVEO1E/6Rsle2o70QeS8xjpsUSUBtxFauQMjqRts6F9UNMRpoURC9QMeDVs5ChZwAE5JO8YNkJo/+gODonKaH8kTs40rIHIxK/d0dX4OKm+nxzYaUzf6DD2xp6SwEfgWBg1MyMW6owiW2liSTLOibGuVQRFwH1NdG6faFTYhmEFNIxKKOoDcWsDEe4Ck3XmboHMBQVjWoTDgE8JTilKZGLMOFjfYfAJjAqlEiH0W2K0CBzLOA5xkKaIVNMA1JF9HlsS/PIJwkM4HOCNHIDnGhEDAWgNtNCjS0QZzHfp+3WtZ4UClNHu0s4HPgFkOXhcSgqd95n2KASCSGfYY1HUnR8CyAbBEuXRk7sE/78ZmZKDVvhR9XmubnoBYQ+uVTxTzAjDHKjCzrIioh0ohe2YiyhFCtIlShi+L0rXo/oEo2vISFwncQM9wtfuBXwQQy9MnAZwuQNTiVRJ2BQt7yVwYw+6MmMMmBJgDIx4qrDlQFaSUrjv57Nw6lCSuszN8hBYTqjRbK46930HqwAM1nWMUGBMHIIIiGu0oBx2/7bFkB8EDSQZ8kEDqkZLUJIYIf7buAxjWnRl0G5hX2eTJ8fJQ9sboL7CW2jG6tSlWVRkETiVIPrALzG5gACheEH/5mGrDx8GLIsk/6ZvhxgwVdW3jWyaDsNVimDK89DxprJEIBvFwcOmVB5bNmLLZ7ROsjBJC4x16r5rlIeMxFwPinNEocgeBSWG6L6339X46j2eZ8FqlRez9GnXDFgIo1s7HuoedkZRFAuth6oSbV3ffbp3PPObX/1ZnMQc6fPKdYMsTZMsEkJtd3eH/Y4H3mbzMoqy2SJ7/+6Jlg1LCFXSSctx93R/rB6Csk7ThdCnxXy+XLysyvJ0rLXRVbe9WL9AbntVuq736e4Px9O+aSp48Fhwd/e9UKLpqmkcX968dlz23H7s2npgh9hfmUmMUz2OYxav1us3F5dvri/f3F6/uLm+ub65XW+A8yEGBY5rpUC55wG/un7z4uZNlAZ6+Hd7IY6H048//vzz+59/+vCvxkkcnk8awM8nOZr2+OH5uNksfnN1+ZXvhmWzvd9+H/ipH4S42vqHVtynWXax/gd13Xz6+Lko8usXr1zOO9X/8acfweKOQiEV1nFGmlGeDmXfddqIy+ub9Wa5f959/vTh3wxVmmZmcJTuojBva93U7TQFWR4sVgs8ODxm3K3Lnpb0U5LFykz7Q913reuYMAzCKCVRnhBKjJAGtDD06ilMMnE6eY7XtmoandViTnpKxL26S0xP6kaWp1MMJtkUxtE0GmwMUlZEaYOso+Hm5iZNwu++/wTgSsjKXckghocDEGL4yXm43yH9FbFpKkrgLMP6n2M0NFHyJ0WTQVuSZQAVEL93jBNcnWaY/IBTuPTownIJY3nCPT3CmIBZTA/5Fg88crg6mJVD7YyJaN9BbQGyC/C+cApPLhZDSk4hHnCPMyyjsFIzirTiJoBsHjBkjH8AP4TuMQAwwzoE6co8L/lthDrpFT1Yi6z2nnJK2QjSDyk7GK4caxckWCfcfV7ASYppnXJ085B00I4p4TMnyQvWCRD7odGF/Q/nxNkLYIP3yIgHeQuiVkE0mQyy5eD8tznjE4K/wf+Au5sY22TGw80+AMRqZfzAw+hBwx0H9CW2QHDN0V+YfiT88JAtcMIOUyqe1hNCmxHNqQm7bSCGxElOk0e4MZw0DylgFhNJ0auAkqKVGICP1pN2iNwCtMHk+vgntv7Rw0BfDs7kwWB0DocF9CIopPGzaYpVxKgWAjt8eGgVYQU0GJQjnImCZDn+FUioiJ5CGl02GYArmRdmft+AcI4PHDgYAzYYfH0MAdoa/Z7rul2jmDsFgBURRRwXKI5THnDCnzIbd26QNOgFgZ8mIUEq0e8rBFSOUDaODsVIsnEAGKkXg+NioIAJL3DcntFATFFWBRaScepHcZTngRQD3A2NgRGAmDEhzSu7DsAV1+UjmGFiYk6xTHE7D2MWB4yNgxzbphcCHC9KrXTyWYzLC7eVqo/tqRHLZTaC7wKnZFZg1SkACIWhyPVCpFY4rK90UsDmgKhbS7sEoMjbPp2UNlkWZ3kSRlx0KDXbdggjEJXm82WAelW7kxsHYZZxz3f+1b/4rul2q/VCyS4vrg+HQ9v0fd9f3LyI0+AP3/6/sUGcwvli8bzbVeUPi8UL5prT6WEYxjzNS/HTdrt1xiLyrs3Y76o/lt0Hh824y3enb6+uX/zqV7/9k7f/6Kuvf/XN16/Xl4txNE0tUMMbkybR9fXFX/zpnwo53H24+/zw8aefvv3+p79+9/FvBiOF2nE2K8aZ60SHw/5U/ldfffVnf/Gn//T3f/tf/+H7/5fL2a9/9WfffPUXH+/+5sef/0WahS9u36Clb/WprCdTffMnXwfBqmm60+44iMb5j/7H/xujAb3J57eeE2UJ3BQfP289L8jzSPR1GPL5fNbLfhhMmhZtrfzAfXw8DNosZqmDebeIkxT1MzLc+8fHD2EYJOkyjvO26SBjM31bVcVsc3m1wtx4HB6f359OB2PSzdWrzSob+lYzf787AQUeY4aeZQsh5GggyTtVT44btkjGE1nmhYEnRZVmhRQjEAnM2x/e7Y8fbzZfLpZzY4JOtEkSMabdKXe4Ph4qJcvRkxfLLwc9Pty/k6Jdba6iKJOif/fu2zSZxWnkOOPQTXoUBr3HFEHTioFxqw+PD+/CKEijvKxbZY6eMypTGRgu/22DF4f5rLjIs0Wa5j5PlrOvr9ZfXlxdFkXoTE4YhrQEGPbHQxyHFPM1pEmS5jF26Hqsq4a0zqxHJBcOyK7rfI6q3u4xMDUkuKzvB6JXEyQQfnmq9SCX65VWQCzYNiUEf4l3eLi99+8++j6/urpmDBs2j7O6FKR4RnEfJ0l56mADomC2xSwCKrdp4zgq5mld9hI7EMyT4vTM1SiP7WKVBSGvDl0KPxtY8xRBjm0elkQOi+NICh3HAKMj84XomA7C2fCv0R5Jh+hpoQIdwEsYsIwjnYvsNc5B6gQsZEWpIYrDJOVdA3Q8XVq4eBCky8CtBq0Le0Va8aNRxWLQc70wJss4AMLEtJrGOMWJAqxifF6GALoYY+dZV+DFYzxR9aOe/AgquoBwwJY3jaQ8ImQirQgJOag+eQD4L3E3bVQAkb4BzScJOyU0QI2j8SCRA3sUHRSNIQnNJ4wKCYEN/Z62qUqg7xD4BPJ/e7Vj7UkBayTix9LGNo8jtnNk7x78gIOjSIIZS3sD0mP6RfGCSQ++SEuUxl3lc8syqWssDW2ABCVeYi6M+1UNITgomBT6cERCfK9h2IAaxOYyaaO5B4/BOI5JGiKl3XoYlPY5ouHIqwCEGxUMTOAigXSExE5U86AqgnGFuoVJdGhNEQlHFkq0vjSLJpejZ6U6lv5KQ16sIrWhOCPQXFHb2GZSIF4ZWhH6yoC7nEgORHYJ2EsIEIdIH9lr0Q0j00kaWceLhYfjhkbdQnB2Aln6AYh8Nn/JukdsjCSlKOM/1pSIVShxWNEeo1bDNUz5eJSNCZwa1pddC/UtGsjQYlywF5uYU9e9ViMPEFaZkcJTdMi3BWSZGKcTdsVQXdJ0ww1CtPd+QEm7be9QDwsdDAHorDrLDwHU9WmRGALXhp+2FxQSgn8Tu1MblsgmAjagIIOyh4A0sPtG9CpVp46Q7wj2gIomxD1NnwO21mxyggh/tB7GvEBVUdX96YjwniylRQal5vbdIMBAEaQrhvJYSZXEQZZHk+PUpw6kfq0HZTiFaDFHB2F43LddL+MoimO/78X9w8HnZrmcrzdrAzq0qtsuSeIQNnWnOnViUG3TxxHOnyhOJ2cSQqihDQIvCucf33/r+m6ezduuWS6uA9+7+/QjfE2eGwSp67GubQI/j6NwPp9pTK+r56eH4/ExSoKLi5e0eHGk6utu3zaNM4V6lJvVCzaxqjzcPX0nzGPsr1bzt2k+U7L/cP8v8UUAszoJc2BMoJmMw4Anq8WLi8ubzeL29ubm9vb1xcVFEqc+vn0C0Vp9P6ECLXXWljR42MhiTLEhNg2M2BcjmhZqDo0Sw+l4vH98ePfTx4+fvzvVj33XtH3VNL2UExkNIIjNw+vL1W9HY572H7N4HiSB78yiYFn1W4wocHTEy+WLLF0GUVhWj5PRX335m7yY3X34ebt/8jgg7HG8OOw+S9nAnxPFi80l9AjxLAQcfzgcn6J4McuLWZE4nns6tvvDaVDmzZvrJInvH45SilHLcVJhhCShIi9Ox4fN5QuIU5SOE7/t2ro5zBfzLN1U5XNTd8xhSVIwZ7i6vuY8+PTh7rDf8nAq0gvE/QRcKiVEvVit8yxCWdIPZdOeTsfQz5M0y2fxRAGhnCY4s1kcBm7TDqdjC+mKz4MkJL/3mCQY3zguegMEotHZZwx8WUpp33OzPFISA0qkFwjslHjA7agIVUECfTLRsxxyH0N9YM8r6kZAx9RS8xDWPUI9E8BQDQ6DN4E2RVAuUKaLxvgJ2ynahgE2NoZxECK7yEbAQ8lBtDEAVhA44UAlgVU8YZxsCKrlRfctTGgkmsN/BTI64FEcACNM6fLY/FCUC21xsNGiyxdLFbqvKKkbbd45x4/DVU7h3djVA4oYRr7FcnBw3Y1DpgZoJ+n4ohg9nHiik5SEhHvK8kspehs6FHgKSNYKPTntzCJKDQGGGywrm9aLdSK0zQJOZoJqugaDY0ahfCBRwfyGzFX8hNhH0eiZ+DHkXNAYjCIwXSvI7GH89gaEWmo4FMjlgdQBa19HtWJ/ExrL4p7GEtICKu3xSAguitqj792mNdjdpi0JQJ4EpATKqYFi2YkFAEkIAuWwyYQkjzmsb4EOolwByypjXStiKJ/R8kFAicYP2iPKrzI+x1iTMRyzZgBWyBjWSyAJ8GLPEyQN4nS1gezYovuhD4yZ1mEYuC7rOqURuIXbRfQDZuuA2uJvdjq1DH8KpK2rdeqQEaDrlUXGmkFTQcjaRvVdj8UaxAiae4gBBLI74bN57Hre6djKHlNOZE4I+OukUFkeIW2VjdhGYqPr9a0CP4k23X4AZ5oQpq37cdRZliQJvivmsONBILiAXuTTsRnMFAa8E8PpUMcRj6MwKWKjYI1hHoujJAid074lC6fZbvfXN1dGy7rZ942Ssn/55q0aysN2Z8ZYyO6wf7dZr3tV9pXTiWa2WMgeQOkozbbbn5uyurh6XeTz5+cPHx//tVDtMn8VBsnT/luXj1eXr1+9evP66pu3b765vr6ZrZfwRXgcZHl83VSh/T39HWUGtEVWqIWY+B5inKbd1d3p/c/vf3j3hw8ffuqbcVd+NAwGmcCP42C9zG9P7d0yf/X2ze96Kd69/7un/d+8vv4HX3zxp5ur6/c//fTHb//57cuL3/32n6Tp7HQs+146/7P/4L8MfchjoiTZPe7AU+VBXZ1sNNBskbBRB0GgcE0Pnhe53B+MfHp8dpiXxEkGTFyPI8yP5ovlbndEzeTI6nSIo7Qorg77fZZnQRBmeTrCsd+mScbccRj6vlPFbF1XVdNV8/kaW2Q9BPBricBPSJwjoqQ4HXbMbWQ3VHUbREOezCam1usrAjTjkG3b6rQ/SV3N8oXr8TiOEB83qsXsRZounh4/Ve1TGq+TeD7q8en5+7o9zGer5fLmsCvLZpfnizgoWvHYNFUSLXrZPe/fR3yhx6aRD604kEyNotugwUWnB3kXitpkPXtzdfkiT28X84v5YnF7c41o+L7JiwvRY3oEg5bdXEOzDiSdj3YDczgzAZeMLs04x1NDPVLQ94Keh0mJYTbPQ5/XdeOi6YraVrrOFCXw6Uk5oLQedJHNgtBD2Qo9OoWrjFOa+UpO0L9hxzWGccjgm/KTlMPSOGjgjBgLQESQehjTJACaFup88AanCUi9QYyw24Xuxw+f0izXWJax1cWFgOMfSxUCUUxdg3AFOSANCTkNAvvZ0UxJjgIMwZpozQjsmwY95p2jgUnMiUCSxL4ujH2NqYCyaQGk6SRgCX1KlKPAAdamNQvg4WhJAI3BPycNOlEZFeRemBIjLJVDJYE9nhRYDtDLBtgaiNtChxFOazPQwA+Ra4jmcz0XcRHoYEiqbDFpdHrahV5IBgPbn+BYJ9AWXee4F6EmpGM9QG8waQXRjQ2XQ3idGiIAD1CfUcLBme+CwayDLLWJmSg+SythTbNyIAvhRKYC8mapnLdLRSgnsJsCZB8gdfTPJKUDd45iFayCiLCWIE9yjs5QCNzPDua7UPCD0NODC4qBrY/RJ+WtA2PqOFMUh5i9ekikgYEePScxUchqF/gczzci/SABslRuG/dn6x0bPOu4E5yf4wR3JbIQ4eigbDQgulGL+BDch7EPOgLZ8Wm3aV34uIwddPjAdU74oBQ1p1gwBiGW210L443VrFICLy5fpQCMhs4zQK9IvwIJAYRUAGiB/C1gDEygL0yokyg2AE5IWrT7HNw8Oz/GDx/Smo5Itvb5pCYNEVVYe5KUyCDG1tpKAfdA4W7BP5DmqiRNpFBgf9MAHPx/ihr0Iy4kOhyKQWYSwE8XUdRElyFPEWIk8jwEAQgVIq6J+TzBsH9k1QGMLRgzoEvHUSKEzPPUcxyB6xYzBYM0DtDt0iRCuzhOogUHE28JkdPxRNG8nACD2FcrCYUt0opB58FLBzkBY10D4X2ah107iB4JUcAAoHhF5ZHlEVZtsKcCh4ei2YwIIWQMvimiy0q4SmRdlWESmRHFGaFu2WK9dBjbPlfjxKLQmy/SsxaaAypgRtY29ThOeZYd9rU0wyxPVpts/3zYbZ+jeIZQATw10veSvhvjzBpCTBhhRIDwWAn0TpzwJMlFLz9++qPqh4l5eZ6HUXw4PCjZYaygXQCihiZJss1m4zD37uHT0+PjZAYvHOeztevq5iR7gohD6h9m8/xF1TyB1OPoY/0Dd+Z6FNwbtRHj5BnWAK/iJeD7xNnV9ctvvv6zi4uL+WzBebBZ3eAGDX1Inmw8KrxbBL4hki22NdYYSqeRDYaxmF4EXdNbaUV3lASFp50Et5gm8ADGVjiKkabYSdUfttvn56enp6ft/n5/fLy//1S2j1JKBxgYP4GIqONutJhvgmDt88h1krarOvGcRMnN1W+yfHb/6aduqDbrGz/gUg5d0yVx4Qehkj3O2k68ePVVECY//vD7KM5m82WITsCfRk+qSg1dll9AQdOUi+V6s94kcXQqYYnDot7zRjZI0YZBejw9hH5WzIosRxW4fT4OA67FOPNBHAhnx8OOg4Dkat15HhIYB82EOD4/PzJHR9SmxlGmdR8FyXxVpEk0DOrhbo+JMueBH0jcs9Nsnjk0DC2KBGFftRDKCKUgW56c2RzACRyLzEmKYFCTzymBTU8tMBhjmgbnwBIO+xOaK9/D1M0wEgQSKpD4tIy0+hbrRSwJTDRBpQLDmfbjLrDP1itIfyjFsk9IR/BoqESHLTUqSGgA+wqp3JQ2DmCYiwEllO9o46z8BLcMxp32VJyMT+MqSGTIDIxxKmZg2BMa292B+SE9MvdyDkEdHidAtjATpLg6XF5WqU7pVljXWK6MXZThiAO4CsoYIvVi90J+GY9iulCfkM2eDnjkMZAlW2jkvDsUbGtbTDtCxWyFUtwhr8CBjAkaGbZtkgFZllARcfgGIQnRBkxLO4GCIhOXPv4iWqH+IX24BUrhlKNWBR8phWHg/bMkUvp/KE428NEdedCVdmBCBhQ5CInQhH0dznNYDzAKRitF2Q8DbucJm96z9pRUOfAxUjgHGOmK/iJ4s1kQ41sDBRQlAaHIrLUOCD2l1ZjkIbTUasQSAtQqjLatsrRvoWDHRpqmEsR9MbA3hvh8wOHEqAjR2XrQcRyFIY9ij04qbL1IYooQSHzGNNcEFBA5OgxuSQ/sE9ErTH7xgcDg0NQijnDCdGBy6vVFxrkvOpki7txvKtFB6ITvbmKjaPC12ul9EPEkgQ5TkAN2YlOaR7iI1dD3umsR3DWase+6bJY6jCCRiljonjNbYAvUInACk9y8oEUITakpjZBuVD1GaXjc1V3Xp0WixynkPAYpwCtP9WFXri9XUcQ/f/xQt8Jz/aubm6o6leVxtbrGcyXbLE+EqraP+7Yrue/27SiHahjaly++HMby8WE7Ge/68rXS4u7p933fZsm170edOFXtz01/z918mb+9vr746ssvNpvrLN1cXb5crBZZnkApgGEw9Ho2jAeYeI20RkxqQNMYGWoBqjopEFJJReNm+FDiCHkYTd3tD8f9/uHdz999uv/+44fPT4dPXdcjJ9INXJZFYRHFWRxcjmMlh95zgl/96q/SKH/3/g/fvf+v5vmL/95f/vs3t1+1beP8Z//h/4V7YzFPuOs2UL86KeKc8HL2LWoyzp2uqQctgjAWknxBFssx6DQN8yzbb4+D6dv2gCAEN3Id33FFnPp6cAyGB7EadF1SdGxcRLGbZVmeZ1KY0+EpjJIkm++3e9dDwHfXqWKeHY8fyA8THU+HICzms4VRbRCx521Z1Q8h0MxqNp/1neyaLghjKh1MViwGPdTl5yyPkR7ieavFC9GLw+Fe6Z57oZkaexYsFleH00epet9d+gFv27o8PWV52lRl34+tOghzwA5jbH4JzLW+LDfxN5v1y83F1dXF2yJdZ9l6VqzDKPZ9t++6aRJpno3j+Px0Ny8uwzjRA8rBKMbeuuslGqEMiJFR6yRNAWMnhi52L7DA6RBBXh5YM1LA64uo3JAxp20kdj6kxyCXk9PDptynSVLMMkplhdEXsZWAz4K5slxHQKhrQncDbcK7pptGdnmzrOu274YkxXjSw1oAOgfMFQR29iF5BqZxSlLIxiYzVWUTxF4PNxTP8hi0Rcz+jU9idFIOOp7PY/IKam26WrqkNBsMAl61wnpNSjTzYRSITmGRi7bBsozHJIuIAgwLn/WSoeCmYNMAvSVUauS+w8YMYCwqu2Fys3IyoomAt4ZsTSPgKKCLma4VwoIhdozY8YTTpLwibEKRXk0bQoxIsVaj9Qh6SVzSeM16SuezvkInAN8eErizHsYYRPxRfDamNBSXRO0Q2kbK/yGIJS5gDHjRJ7tMSnQyWGRhYUunNcjLEclL7PV5DgqnhgfvAYFSwDSjgPhBCfRdFFgP51YUu3UJ9gZtTbFyGWm3Sa8w1INYqcFhhaulbRUYYtiCImEJBz2KB+BVAM/3zu4RigsFfo1GibgbyKJgt5GQ/VDChIf8OpIV0eFLRxldabB3AlAFTwJ0JuMYJ0g+wpc7TiBKUwI9vrIIUkKqUthoaTokcaEnED5ygulRozaxrhmCGLWIEthgBjR57TsZx36UBBQQIhDlpOFTR7g2Gd3hv4+xi0CaAto+KqWIeEa9N/lFJ60UZuFQlQBRgFceKQYTIpvDhKdZDBkzoRTApiMkt6FUYnT1MLsqO3CxaIE4CSnHTONfhi5RxFkCWwtFTaZpxPH3Mh2yA5QQUFkXs2S3PbZtt7nYOBPMmTZmYMAQmuVZhGYYoDxMMRkZBSfGBI1siE6GQYPAl8XyPHFd1gPIhDICRhcgp30s7VGAACEAzc/kxKkX06Bhmqa+lZDEYDNme36YVwOfawxEdC/wFxykjlMqsDAnptqUlkuTmdICmlU4hC1RnUS2UcSD0C1L1dRdFPlpEuMIY05Z10rpOM6MMW1b+56f5ZkedXXq4jRJYk9rZYB0i/AXaVB2MJfVZccjvy778lRd31zEET8eT09PD0kacx4Sin2UICNMty+vRafbtnt6em+0TOJ0NtskaQYiSy+0HvanD9dXt5eXr7fbJ9mrx8f3i8UVaTGk7weH3fZU7Tnzn3fvByaL6AqonnnGXXa//bvRuFGQedxruycaFoe9eZowCjREXXMif57P1sv5cjlbzOez2Wz96va38+Xq8vIadnR6MQmsj+h413OFgGgqABzfQ2Sh0eAHgwMBqZVNrYQKghymFGyIg8L1GHKnLB2C5uLWC8QmIgHS7A9KPNqEkxscemCawuAA7Luhafv9Yfv0eLc7PLf9aff88PT0cCjv6n7PECA0uSxH8ruTsQky5iTzmfHGyZtlL2ezy7Lewn+aFr4fkUC50aOazzcROBM8X26+/+Gf9V27WlxG8AvFUqk0WWvT7Q8PebZ8/epXdAoh+OuA/zwzpq9vbseRH4/Pg2qNMqvN2nGGooj14NT1yfehHEuyAuI6DXagMSwMItnjbZtGHadQzQDdy4IwSupql6ZzMIz1+ObLV6JX2+1pGOTFZn3YN9ro2xeXURBoA7nHfB47zKlq2XYijiN8qAN8R2kC06nogcrxuJtmIVAcNEuFNkxZoDSCy6MkGg2W+bihORGN6WSjgAQEutoGAG4xcnRzKE0wEKIwISeKEIyMOMoIVT76ByzfQBOx1jVgEinZDD0baWfwdbqINLRJgITxRAITfMsYPUPTgRIfP4jB1IwmqpCwguEOVo3lhJGkggKGMBt1SC0CgYldCULnCdcDYMV9N1AmKs1foazBP7fmUhtJaIExND2EMhMHAf2h9t+kQYzNT0BzG4SB4xjEneMkwR4b632US/gcsEuXBrviUcMgRzMRewrh40ILQTLa8JeLjxSbRHPBwy8FNCm+bedQIwHHTYG3UNsKgCJtvUGVOH2cv0xPCPpCUgsapEB6R2N+TK8A2ULJYdktDBNP18XhackE1H3BvO3jyrOlFCUE4B6ml5HSPtCeMUp8xUUAVm0M2p39XAcQ8hBv44KOhhXbhGkCsuY8jw1UZdFXSRRyhqdCDygwbNwi6ihrn0bsBO6FcRiTnA9YtoHcY2Fm+QwhCqrXMOww0FBJTYM6pmmEw5ysiKyz3eNO1w4UzwjdTtf2gx77flitizCkBpsEXtqMoAaSnb5pegwr6KskwSfRaz1HdoPNHcFXLIYoAURZKRUnsUZoM1YCoMhqk81igcYSXyJqLPiMRJ6ns3lcHSHT1APzI282T5paKYE7ojo1nLMsie8eniYPUSBZmsJsATKCwww/7A888hbLhezlcb/TY5+mheOy3XbLJrZYpGGUff/9t9unz3mxnC8WTfPctE0r7t7c/CPR9Y162p8+1P3nPHgbeNHoV+vl+s3bV+v1zZsXv3nx4u1yNcfxTsQZqGSpPNQaXFwMdQiBSzS7gWbJlOCJUQBFTGOxiu+cNgEMAyTy7EbYgcNaf86KRGaIW53q5+enH7776af3v7/7/P5x++Fw3BvKYl3mF1er3+5PH3rZvLz+3XL+0mh29/BHNT2/uvn1F2/+0vnP/+P/6zSOQpw8b0yStKrKLJ4v1wtjnKbt6J6Y9ts7z4c8aWKx5yZqGKIYO+4UzYx/OHa9qGARCZOmbT3H9xy13qw70R8Pz3GyCILImI5NfBiYGkSaQI19eXnJGK+qEj1h33po3KMOzu2BsXZyBG6cKVwur6RoperK6tF1Z46DOlKKVmtR1yUq6SBSoCpX89l1MV/V9YfJiCDM/SD0PFbX1X53H4brLEn0VLuuJwRqUM49Zaq2qruuO7WfRnZwPASOE4Xl79mprscWm+WrN2+/vNi8jsM8xqwCMUTL5TVmbAO0cDSYwZEbhFwI4C7L8nix2YBI1sPtRnqJoe8kbQbGpj1wzy2KtYV2ULkGwxvRAymANXC7VnWdiCK8k2QEHwc0GBpKJ7IF11UT+LBUxYnfdwO+kSSCoKUfhBoGaebLZFCmrjuUtuTBjeIAkkdS/OMQGUepMLjq+z5OUlhlMECCgDPJfCJf6dkiIzIKvNbY5vHA526SRvAEYwKB0RpUCkoCsgcEE6p2qpuh9UfAjlJJChu3ZfqjgsTWEVAwxkbPQ3QBgKJqzPLA2rVRQGrSlrgopmnWTZclkamCADoBrJWs8ddGWbsoLrnvwehCEavUuphRjyHiKT1iwNgsB4A0IBoBwphWSaRkw9nqwwhEhhmDHhaKHjSlQcRJuojzDs4FsnqTzRApAoRHwe+D6FvceIh6Q0wZgPYOtqkUvI1+FQ0Vbg6PxJAToQ6hDqIsHSUHy922mtswivCTQDdIGdkQ3Zm+P2Pd4hS5wzaj1uNu3+ESInvAeXF4HveimcRWlEyDNEDyuJmwU7I6W4do0b+Ik9FYAtZKMB7cX3DYIxudfF9WeYuWhnBkEBkqbaAIxgINXTft0rBDg0gVf5b791MrgDRHhnQGUrlYLShjsDS0FXyhBBDDL7HKTKW0klhdBrFP/jBUxiSpta4S7GDxzUPcOnnMjRJuw1vhTMbCWwPcik0yoVaU4Zz0WeiLcK3aKTXUqgS2IU85prNIcRCKMHX4SeykE7RuidFG3w9YxPW4hEICvtFK0BnZKDqZz+BVUBI9d5LhslRSY0JPUUw8CKLYr8sGxHZk8cKJOoxjZPEAeGUoq2kcMI0NgMPRGnxdVANExwmRaRkiNsqBwqrHpwG4NnBKlPMOUus4FqAmEIoGpxM++TgGmGEYRonH1bGTArTnJDCJ0kAhaQKeR4dhtcs9eCO1wUoWM0gsKKw1dIhitOi2BDwn5OI0wvWGgCNYEDF59/Hzg4jTIW3MrxtwUPJZkiY4k8uyfXoqSbka+5DseHHEB4njCOIryCP7u8f7MAjfvLrNZn5XY0Ta9qJvVUDRwxMzcRSykZ3K7lgdRH+Y5fl8sSzLpmzaqm6LJMmzVdUeetE1pyfDoK3AgteNhWyiKLm6eoWoEDa8//iH3e4hS5erxdU4DQ4H3eZ5/9l3ojAodsd3rutnSVZ3RyUBWREQ9k+RH8uh00DMm4jP4syLwmS9eHX74sXVxetXL14tFvOiQH4PjkzcoY7oQAqxSCcKD0F2Db3ZaMwM1HcoC2z5a1UJtiug9cg58pGkuBD+jUA0nV1bVBla2AYexXOdSlWs3Rh4gWMG+ABpfYQZD9FfrY6I8IwTpiFdIzrRVtVx+/xctaft9tP93d3z7mMnTgL4UM2AlpkclsTBPE0uQn4T+PPt/r3v+4vZ8ur6heiHTx9/6NUxSVIexNxNZ/mN6KtelEqK0QyXV29vXnylBiW6oayeWrGf5Yvrq68Ou+3+cB/4URBE3E+QICrbrjshBtbTw9Dl6YXRenUxV8qsVldSjqfTdn94zyb+9stfSzE+P380g16ubiHgx+E5Ztlsv3tizujzTJshzYrNah7HCcApjKleV003myXzoqirnhyqo+xNkUdRHAhh1DA0de94Thz6aY5gQMxNIm6GMQi8YhbROc+kUkoigXEyE0GCpyjyKUrbJivAOw33Aco6LCV8jicM34sL8hMDAQs2Lduz0cFLKz/SQOI4Jr8AIMSYJ1KA+AgVJXp7hzBLaOHgNfB92NJIeGJcGydHdwEI2HhU0AXBHQeuFaaNFlhilZtWQkzHHgaC9vc59zy43tCmkTTJUUJRqYbf2QJFoInAU2oVrEBW0hwNjYcZp66TNqbPujCgUUY8khU3QbGSpFHXCvK5OX50/tw4B8DPdjV2QuG6MA6RHgGn3wQ+J04Y0gFBMm0tGBIES3h6rXrTQ3ItJ/vgFEYghRNzDe+gdUlYKTt0jxCsujj8sVDFHpUQKVYHC2YRml7QXzCpxGbPAbWfHgn0orB5nxd9FJoIkdFZcGvX75bR5TiI9UPzTH80UprGEXUf6eGppMEJgVBW9LrwqSqpsHfB35UGOgDG4hryA6giXQ8eWVIhQTCF3S6OfvhfLEDIBgIlaeK4Y1XKphGQzP5i7y8KVJhNo7pWIWlDQxAOQ2MEGRfRaMf61NNzhCpX475z+16mGUZsKfVyjuvZgfUwjE0tsiJBUUVTZkrng12IEnqcLIewi02weHi07cyyMJ/HZdk9fj4lWTwMan058xCw3rVtT8aHEIElkNt4x0PJgWoLFBW0UqEOKYp4/1zB/M/dOAlFV5LcdOQey7MEcIqyPp6OQYSomO3Dkxh2EyQ1AQ81d8x2v6uqYxgHi/nGHcOy3fb9EPtZnLmPu5/b5hS4m1Y8xyk7nj6NjsjT2SJ/+ebNr7744k+ury+ur26TGBpT8lLYLCva6tpUTQwFCM7HDGl2rCwLcw1rmbFbP1rp41bwQMYGR4DMIxrwbW38yKODwkY+0+rfrhVo1TsC597t9tv7+48//vTjH7/7u58//F0HP12oxjr1rpNok+bLIOBdf9of3r+8/a3zv/ov/m/HXS1Fn+TOcrMaAF+uGM0wHEenWa7kgEkcSoJ2HH3fn9WNKMvHLIt8OJIdzjMpmjRNuB8d9g8jjuZbjxtmWgifWOTxGFVLkLJxqqtmnNqJVchCjbLn7SmJl3kGgrNQg+cuq6Yyapdl0Xw5Z6Onjff548dO7kHZmt04LFBGOUz5nvO0++T7OTIVZDkYT/Y9ZSi1euy1nqIwcQMlOrCxJDSKVZYVQra74900sSyZNfKjGiq4l8+ATc93k/likUeXeT5zuTOf3S7nXy0Xq6ubiyxJuraum2MxW3puZMxQN8coWkwjkNaB783mqRT4h0EQxnGKxObQU+j48AJXxy5OAIqt6nY+S+bz5OGh9JibzxJsutFqOKtFAonXgNegbaFW5D4QpmHI0zSEX6USeREhdoD81LBjYZDidq3QelqsUs/16qoD/QjIZo8SXyYpscXArIvi1aQcsjRmjrM/HMI4BAGEe0kSo7zD3mNKEg76MOVx0QxsmEjdLsQQRaGDcsGHxBRVKy4Vjzt92y+WOe12zgxG1Do++jq6FVC4dB1ecoptwAKJoJ0DzmqK1OMhwtOJROJM0KvAfua4HnI5FcaQHAxJoGZhQyfSoxVIgIsITIXM8tBKBDHzww7NxDFkCQSTIIyvHYcTNwJXDuIGMFD8Rd1hmcgoZ+2NSHx52C+tHW6QykcGInQRAD/id8Ca0fKRKTIXFw0lqKI9sOkFNoF3YhCoQAgGMzco0PTE4bLtO4FhPoffDHcPYS49DwmEv8gjcX5YVBqwH8TntIsCG6BEicBjEvkAnI4AVXE8EpI2ZU4SB8h2wqUF6xz1pcwojAzxw3MAVEgXGuJ3+8V7gNgF3DGo9dGbkj7ZmlgwuAImC7c++d3Pqaw2UIjWcbjIzWgCP9SwEwBXQIhn3PHUnAObRo4TcGhRoxgyJeIuID0NcDX04wECClEufgjwRSWhz/D10WOPQcM4IY+ROW6EbDn73NrsObqkESfFFHxrKH1oRoBLEUB10nx2CF2Figt0UIVRZRh6CYLZuQT5EcWO6KC7pVkAfc30pNiRG2WEeNWpcxy2XGeTQUKRQ9cjzHsh7icsbc7FmdtUHRobNIIugVs0oDtUaiDrFo8uHhjPddM09H1PdNIPA/w8ZETpOhAsXc/pO8Xw4tBOiVTWNnHRYdjmjYb1AHLrNIuLWWIDpsxkEK6gxyyPAo58LddzmgoQbbtdpyJkzLJovUzkYLaHer89Ia+cCpcohHkPwSeDRvcn+jxLkzimAgWqPJfDzlQ3WIwnoCKhbyFLHkIyEPMwob6ZpunTx/txdOfzlDlyPpsVxUwP5nRqUGj6GGo/bo910yRRnKcx9iEIpp+ed89ZkV5dXbZVa1H1bHR2h9rjPI3xRRez4v7+6eOnn5N8NU/nUG20h4f793V1FFKkeRFH+TS1QRh4TrA/3o1DeKwftRJ5Pi+ypeOaY/npafcJAu8wD7wkS1eH6qeyeWRMTUw4LJ/Q87A4yObz60V2+fLNmzevvlwtVhcXl3Gch1FOE25MI7D5oVLVJ/i7VSlT2CYq1IksPVQWYAqHQptwEGT3xUrOA+keiwDqAX6RmFPACDp10nUT/BYMQOzWCYdIziw8qLbKtPoUvEE0TKFxEt5fmJesv5qWMkaTNP1cQ2DUNiGhGw9E26qyqg7H5932aX+8e3662x/2j7sfu65UiAd0XDYjqVvKPd9zE216Zxrn6deM6bK7S6K5xyetvc3qV0Vx4bnT8fAcxAnnYZZnYRDeffopTpZde2zr3WBkkhQ31786Hh9GZmb55dP22yD0v3z7570o0Uu4vhoqLc16/TLJwsPuaTASZyp24As0xT6bF5c//fSD0uUsmxf5erUqAD/opsP+EMbxZv2iKDKY/Ckwffu0Hx3lutE4jIEftX3nefzyEvgzWqJMwMiIIc/COI1IkDbkWRKQsA3oKRz+qN3NYDqIq9GWE20ywPaV5psEATZhyCmEG00dxHi0RQ+Qy+JgHuB7UmAcYPPK8TvTMQdBCrZVOIK0NiTOx2aA4sXgAcdugO6F8/gVVGQKYwDWhXSP4Coh0o1AohgmUrtli1MruQQq2XEAmCGPA1l7f8nZVXLAhxrxCDwqpoAnxS8kOuhZd4o/i7JnSM8J7xbAaYkPNzY9fDR4xRNq94hB5ClYCWwCrUNkETzVZ8sASX9GBtcA7UcgW0UeDCalJsljOslRPVtjPDpPDIRt8ip+NS1UKW6BfJfYGpx3rTBP2j0efByoduhfI50RgTctUMdOnI3r8SByJxxYqMjRUQMjSF4AijKy5vNfdNT4YdGQQwJkA82pYUK7DlcCQrCEBtqAyAJJHtmLDtm/bMTdyhwwfhA+7CBOkPCVdNe4pFEKlSCUMNn4RYtSxA8cGCy1iRGDzhT+Y1wSKNEOQFsjACmI8ZkQjAdHQnNSno/ACSh7yQ1Islx8iZDZw7YaEfpgqqu+a2SWx3hy0D/jzrUS5TyN0gx0Mep2WdNIjBCnqevE1dUchwzGrC4HK8FvagxFQHxwRjzFvnvYNkke+cQnHyf0kAozwTjwvTSNqlOvjem6nrLmkmGAxo17vC47MLRR5QqXQ/sWRkGW4cOBJVbACKp1NxKPvO1g+Y44X1+tHNffb++wsqvVfDUL/eTx/lmqcr5MENkuRxZ0XXcY5TJO/DyPP91/u6u+Y8zM418tliuP681q8+Lmq6++/pPb25ssLaII+nBrtbbBlbQPIIUVvDdklYQVGkBaeh4xHLe5xBgrnJcQ9AxZzREsm9g6KKEMzHWE8sEBzwByp0W6HXDQgA8DfbtHwZmDqwRTQYie2v75+f7T5w+Pz/ffffe394/vnp72YuiQS83i1F8Xs6Xzv/5f/t+7RiDWXFWI3PODaeTHsqvLKg79YjHfbp+ybD7qoRe7bF5EwRy0014MQxNELE9WSbZ4fHg0ZgiCJIooV1dL3zd4eR3tOMmA1E6khNX1veyn+XyZZv7EuixdlFUzjkEUx88P79Lc14NPiFg2mxfWglOeGhccH/+wv2OT2/VV0+5ms1Xox4fqPk8vV6vLz3d/qKuW+whzJ0vx4LEEvgzndNh/brsWDEDWKArKs721TegKeDafLyI8vS+X8xc311+8egMPAAwkvez6oxl1mqzCMIRXGuZpzX1M5vzA79pWSh3HaIk5d1YrIvD0NXT8fuSSUMcyiPf70nFhpBmkhFwzwC4bXlg95bMEdjs5euQQAxNvmvIiYi5ytwZ4W1GwI8EJtw5lpNGTMZkJ1nDqbWDvoS05525WxAaSl3HQQxTDwNC1PfewDyRsCYwHkHH62K9mWRJBcY5lFDoj7imh81kIIbVE91ZVJ0xZfF+0fZql4Gy4cE+Byx8HURxi/UzO7yBw2w4aNtyUCFHwQwj96cclrV15arMsjCMMrAYQsYBaxh1GKatBRDJIDN5IFsK9KMZEbaQQW6rR8TkQl4xE+sQhBJ8aRxM4ZpApgqc/YQ9KrxzSSBDJSlRIct+hsyJKhuta7iIpZM5udGK00GjcAuUpe8+FvoLSI0hYBRQliflxoWp0aValQhtC4E9x9hOkG7rWM0YZnyuk7UqiEKQsRCzNJJQbrsdx7CKLPPLHSXc1mZVDH+wvcrRLIXmA4Ap7yZEOBNdVluGgR+cs0PBwZIWjHQOohhaV9jknBQhFxyLdYRQ9ti4JZJZT3+B3tptSWq+hmBiNCcLQheUMlwEyFRXNsGkjkCbgY0CkQPqkAexNRnsDe3IRQJby9H7RnEyigwkWnH3Y0KFtsK4JNPDoBDwiJ+Ebwj2nqCNDw4/uHcnJUKyhFLBoHIotBvsO9Sum1LC62bUbomSpgSQ4KgzxIIX0yloQMXDxXS2JcQv5JZhAKG806CU2+9je/kjQguLXFUIipAu/Pz4okuHh1CXzBjlSMK4bHUpW9NCaQkGHgHs/MHpwHbcoIsw2IGKl2EmKw0J8FRUGUexXpehaid8hCJ4envNZ4bhTedotl5eUGzFFyBGOXQ/rsgHVDGpyNBIeZLoG43CqCkcAVIyjof4EM9o9HCqhQAnKskgbhENEIQaih2Njw6DSNBZCim7AmNd34oRjZGiwO5p+GZYrKRT8ICxOwyKLmMvKAwIWe8pXmi2KJI2jCH5dFKwOa0u5PzV+ECaRq4Y+yxbgJw1KyD5Ns0HqntzXQy9ublazeUoTCvP4tPN45Lr8jCJ02P5Q9UKGFD1psIf0RVdVpx2QMXGmNT9sn8M4wU+VZ8jn6eSp3PWqXOQXrhlW6yWJBcZvv/3nnx//OM9erza3aVqI7tQ0Wz0O5elpGJuXV38+GGl008qyFxVIkeY0sSbgOaJ4dU/iRsZZOpsvNssX6/Xm4urm+uLlZnWd54s0TdM8KuYJ5kSIhUC0NCkOiP+DYwrTC0xwaBNOBRfAg5i/ELTJbldoI0trfLrMidqI2RNCvaHKpUU55axQ4IpdBYBrCyQ/jVooZwVeYstdPNf9pDZER0ffqUfEJkrNobRtOJRI5EsTDKICWqAFqbNtPUEbB/ThGLAgIQOMczUcj4eqLPeH7efPP90/fKy6x75v21oK0xGz2nNZzt3J91Z5etv1ZS/3LjdhuHx58w89liCNXLXPh58vFl9w7sfJrDw9dd1p0J3HoHcYpnYz+zqbz5q63B8+czTNDP3besXYVJd7w8Y4zH0ed13nebrtTkmWr1dfEi2KP+8+atOncc4m7+LqFgwCKev6FMfJrCgOu+319dskTV1c8Z2U8Av4XlAUC6xKUPITHnOUi+U8zxMH0HJp11kYZQY8jrFMA5UXCh0PLgP6nCW5JEDngn8VnFtc9LE/CDkxhE8gexVmOkyd6rJH9xU6oY9JClSjVAH6ETpJEn0R+5EYJ+gJ5UAmc9JaY3pLkh9qFSzQy3YdWM5TfBmNKbUegO8iZxdaIzybdu+EIbAlUsNEbV986+bFwIzuQZBFFE5L/GZUu/9i4cMZTpml6Jw5hw5cSYPyXWkYC88x8XimHG6z0UAMJu2J7T3wZMI5iIPrbNtDgDv1X2TcoP8Z8z9ypCNU0BtBYKGcH5JcTiMU75h0WPsCigH8WJTVhkQNErrjJUAzSW+Qx+FGAbsOJZN1keDzsTlJ1mJjJ6EePmSIYDHrBIIOEY4U9fQLAZWKbgqUGqgrs1kU9GOTTA+6f9zIpKCZMKFzHJv9gBKDkg+hyAWZ06K2iHFqyauYZtaKgdqA/AlMWuEPpwWgCy90GGH7KiV0xQT4weeJm8hx+k74AWJjadePKzJJwkHpvgUuCzXNBDcdwg9QPUKNhXyI2AfBGN+mk+TADXatxN4PYiKgtgOE5gHyR6tRDGoNhffGkX93f+Ket1yk909l18ss9q8uZyAYTdiZUx+OOg1hMRA0ytkiaSoh22GxyatKPD4ekjSKQ38+S5Isapq+rmXft1EUjoxleeI6fLd9GmTvughy40F4PJzquuZBzGBMiJVq+ko6jC82hRrEMCjkslSnJJvBRxaFwyDfv//b56cPxSx//fJPD4fd/vRTGMZvbv8qCJ3vfvxv7+5+OImP6+ytx5On07ch91erV3Ecf/PFn37xxZ989fXbxWIR8ASaCozYLNh2QB9HOiYyiWD/ATUcVdc2PIn26rTgpm/QRak1aTwm8NdCKkXQW6vHmKYRRhXADuxlSl88/jkWHkiWov9O4wn6RTS0o2cNiVOU3oHnPcC3T6pwx1VCVNXxpx/fffj47YdPHz7fvX/ePYih5mjHA69p+7Lqnh9+CEN+ffvaceMoCvK8CAP/5sUlAMQOvyjeZhlfrJZ91318/9DUME4WqZMl4WY1NxPNJXTdNfr5+ZjkiMiamBzEoe/E6uINHhUvcVOVFkvOpsfnT6JX46irunx+btJk1guZZVkvRZrMuRcKcXJcPlsuP3/++fnxs+ey9eXClVqqzuOrru+iIOUe/+67f13X+yAeJ5Nitj20eXJlpi5NEu74ZfMkhv0vfjxa5XkR/I6ef7n65jdf/+4v/+E/nhXL+jRJdCDYmymhBom8oIll6BNALuqkaoeB28bVmGZeFLSAbYVA8q/DIUUbhqGEU2DiXKV53MEv50eRBygf97UZmlosNjM5sIenIwPvFJZxBFsVwTiOdaco6HPSxzHNkCROCZMmiByMdDwnKcL6JNtGaKD53anDMIwU4ZiNc58pYUDyjcJeNKfjaTYt7+5+HI2TpQvRBdc3qwnsUB8DkkoCnBEgwISx6bCrszwNIqgS9AgcCPq9sj0eDuuLJQWPNmmeIWtuYuuLlBILcANph4WE70OZ7mOKr7GUQw+JwD3I3FmShlNrkLibIIwLm0OXtIgeg+7RceMkoLhXaO3GESRiFNZy6lp0huDwdkAvMBBHcEDT7nvwOTgfHkfuNs5CTJuB96A5qWOEAh4/BBcU/mQb842XEhsze9rCDAM/BtJsLbwLX4ePG45wobAkQWNNXIiJdndQa2CtYTplJowpHSQLeA7UB5BjouNFRQUoE15m0PPMxHyY1vzJOAOxmqj+By58RB9IAH0KSIB/1CKYiQBN0Zc0gKTcCBCAcCtwL6AEJ/T8eARrhZxqh9dlj6kecvA8cGiIp4/IVgrwIDUrBO1YIdqsG6AzwcfHT4gtIMYav8w+KUOcKGTI8aG4YZfDH2JlQBgoUl0yCK2YQSQ3AwHPh/PEroygxmXkQaLYBoZgADJA6mkMwINxgwA5HIgiR4EytBKGIFyxGotHuCspgugsOqXwYgduRu16cI1OkyPl2LXCcRBfbq10WAJj0Ew6E2ixJs8BOw5LOQZFsU28RUsK/y3yQyg4fsDiNuJi0E0jUQZNSM72OA9DN4yhv0UbiThEOCIQIaMw7OiaHlPYOAaFKMRqVHSS5/hsMN1AOQ70SG9FfS6ryrJrT2myDqLQ4TzJQu45TaNcZ7y8XFrMaRr7URxD4oiJNmsbqeRwPLTG6Plqxhj+0MvLBSgv9N55MLiCD9Q1nZMmixRLvMU8hxYPSYAIpIIgKvCFRJlCV5WTZtjT4lyip7XvdRi69UmY0cALBPMJ3H0Ccs2kKFKNCcXoeGz/XDruGMXpODmfPz2mcYokNNeFShPMjZQ5LJ8ndavuHz/G4Swr0jjJaT+MR19JOZ/nURwM2uDuByoDqro4YatNovpxt8PZ5XE+z6JikWoznY71/f3dOKrZbG3kkC/ytsWA0ukSKarPH76P480win35beBoNvpPu7vd9gN3gdpfLK5X+ZVUWz0+H48PZbX1HG50kCWLfflz3T0L/ThNvsMKUkW1jBGAOs6ur155nvfy8h++evn25euvbq4ui1kOCK2H8wFKHaOQ91idkjSHuK9XrhdgrU30Gg6XDqWykFqPILqICTEaOCgStVlGFNkdI0xcsGPFph9JkjbqrW06348s8gEEP4Kz09geb4ZlF+NfNJYfazPiQH7DC41pOO1tkRqKAdRoFCYXI2Km4dSi+YEDiKy1MIEiRpt+mqLhP9Af2vhFHHu+E7kY8+VZ5r3FQEfrf6LU0Hbdbrv/+OHdH3/46+f9T123x7BUHNV4aE8/uWwxMsX0JLX4ww//j2X666uLr9ruQ98/PiptnHqctO9lN5vfaa0InIEo7bo5qLHL0+Xl5uXIuk/370cDQ6wb4CK4WF9yXuhB7fZ1025xfdfb+exaqakHVgJ8/2asojh53j7hxdcOx5fu1E3NJj5bQA7T9y0IYcyPUsx3kgwk2uOhRpxX18FPsKvjJHYY9G+oXwUcJUqPEcO0HI5xZAzgMBnNWCziYELhZSi0m6Ap+PQxh/WRfjkMpjpBJprlURh6aRYgn0lrYYwQmEUSFYUFE8dFMgGsP/QsTKFvYThbkN5GVDOjndGPXG5ofAmfGBpOoFAomxTjAyKtGIPBIpiNZJ1AniBt0aQQkMfTbAsHuJw8D82b44LoSz2MA2nPOeQaMTeYe0ExwYl4jPUR9pxw9/mkfsQ6ER2Mh6VNSDJyisJhWpoJ/FLktvtBQOSb0SVm5i8GChIyUuww5QtgFNvVEv8TbiLYKUGkRAgBnH52VQUbmMacncg62Hs7v8ToWR84pbtjc87IKwETHUz6HAG85GulwMBzICGMBvClW6wLtYtUjCMFAVJU2NexaTwXkZj2EkscAz56g9no4F6wOznUMBokggmMujPri1bQGGeA7GNGb6LOHI00/lwJwAQNEaxEaHQiChu00FfEPmkdIsnA74m5YlmjmComPiOIC7F8HQggPRQVYewxDdk2AYQgTYEoE5FRuNCzPNEaNd6gIA0ACoH8kAh8IlfF/rkKIx/UZayXxwGmoYD7UJFIofFNQSzqt3XfNoIjPiFEUaqAh+C+0/cq98n9LpvDodVKZXm8mMNgOki3qYfJ5dmSQ3hipmKeJjEKg7IW+2M10Tf4/PyQz2YeOEZArUjZ+37i+d7hVIVh6ofR4cO7bDbzg7B82Huun6RRDro1+5f/7X8DMgXHzajheWFt55SHQ3nab5Yvs2zx4cMPh9Pjcn7x1Vdf3d//7R+/+5eN2KbBEn+Wc5rNo6+/+Pd+97u/+tXvfjdfzBHYwR3ueRX+poq02BBA4VGn2GWsr0m7ySegIDD+Dn0aquB1BsoCKx9MZILYRW6nAUZeIywQv4oIhaTVQEYUJrx26GdQ/xBE3Z0CsOXJYoLlvO32zo5TsnrCB0ECAejzSdiE6wG0JDZFYTybp6/fvHSdfyKk/Pzp/vf/5q//8O1fO//pv/9fZlnSNU2vBrgUIsfzjOik6McgmsG42eyk6smSl47TsFwtysOuaerVZmW00kPnun5di1NVRmGshyqCfgb6otXqcpxgPzqdSs+Ju7YsIOaZyoOOEqfIU0Rnir5p92oIxynL8/mgu/3uMfKTy6v1yLqubbVmVXWMoyQM47J5bPpjGi7HcairmrsxQKvH9+vZxWh0P/ZKd0JVfVcOoyAjcWflfK7rhcE6DdZXm1e/+c0/CoMiCCMGdSi7vHoxK2Z11XWdjrMgDAA5aJvehUrbLkvd06HilJdwJpVg7DjFaTQ548Pnez8MLi4vBwm3myJQCl5rq831XJ8UaBNjRRFZ+scARdtoJIK8YJiR+uKqqCvx/Fxz38vzCO0TkrX8QQ09miKMj+CwwgoT7TxHJwO+PPmIWBSHslenU8N9eH76vsPZifZgBIkBJIAwTsIcWdswH0ObQdTggMJknh7vukYu15dtJWfLbBopji8E6CkK/OUm97lbV30vQYPwoAJFH4ZRbTv4WFrCt2P0WDcCdj6CSYB3ZhWT1OhrgxRUO2TEVTcY4Ctw4mMtE4Y+3Ss2bxzNJFJurAQTfmSgPgnG6PS9xMScAgOSNCKuFZQzxsChFEQw41ESK44xyonG5Pss9JiwUv9F9MHCkGRRABKStx4LdEqZRw9kubmuUhKlObnPbcQtLalorUprdSgYDS45G59N+3bsGC3/6hdLFcHNYs8oMC1teBzplBgJcNAWDsMUZ1jDjuj4Rj/yOWg0OA+s5I/Sn842RfSBMP8g3sfzHKkAB0/TyJBki4ja6HotOMvjTHaYsJKyxhmUSjOizOGvietNUy48/iyiNhNnEn8PbNgQoWFgqSd9MljYowEEEjMpshzYyAcfKzWgJgyernOyBdWs48jiFCWM6JAvxDEdsIgzPApY5SEyEf8Vg16w/gfauxJBhCA0AJORA9UP8N4hngQSFFI82AEb3jIScNKUGp82agJo3Htp47+Rs0SbPeVS7wpEUgBnOQplZTCawq4VjhpirlAQCOkGHRdjoGkCaHcakfSYpjH+JUh6ADECDE2PxSy284K+FUgZgpQRGA46kDH8Q0AiqqxJCTFOw2gCQJYRSBOMxtSlyIs4L2IBeRiHxmXA52zpu7DlhLhtZC9QrHhukmBbjmD3RjW1ICUwOjeI8+NgczkPuC/FcDq1OEP00DQS3TJN0wsaM/me1/WyOp3yIp8mT0I1pJYbBLWhTxknpaft7lA3dZYVzghON+FoJ2CyAeCOfcywNFT6I84fEE0iP03DqhW7bem5zvb5ndbm9vaLtMjJuw/hzX5/KmZF4Ed5Hj087caJDbJO4nQwoq7qLJunyQzYTdUlSXB7vZG93h2ev//hXxnD37z506ura+6xvu++/e4Pj/fvgdxxWJouN5tbIeoRSShSqH5/uFOqm2cvcvpeHp7/eKg+aLDs3NhPHea1wwHLYgQVpI7TBW6yXAHEdbl69ebNq5vr16vV1eZiSbYT9FqeG6JWQznoIXkSESIWe2hk380WM5d7GGkTtoGCMqFxtWg2C7NHXYUhumudyTgHgeegWTxBNUnjQ6pl2tzSA0ZnDubBQC8SdcU+49aCR+2eDQcnmSJ+QMIIUzl95ihCWw7lls2/RtIDpblSrjTZm6G2wBWDkRtFjdsDGF0fxHI05CMyB1TulkCL4gYVtF1SEl4U/yLD9EqJpi7Lsn58urt//Pj57kPd3VfltgN8VUyAlxbEvlaMJal76/nJoMVgOmhJ0OvwPHi9XL3oRf34+K1hYl7MN+vb/WHnGn/yVVnvuOPPk4th6i8vL4piIxDQ7B8OT01XRmn+4vbNzeXbx6cP++0TBRyEYcJWy0s2+f3QSNmt5i/pyNJRBMYbJdep4253dfU6iv28KE6nk0EuKBvkmAFgNs3yYr6Ky1Pb1L3rBVHE0yRoG1lWbZanfgC1gu97cRxAYgeCBdQBZ06DxMHoucwjHzg2q4ZxjyUJtHNSDkoB3RHgcLM2NrsVwfFq07Rp0WRz/HCRkZ95JNs2xg4uWnaYCzxMq0HhQkw5mfggS8H2iX4SqgZsQYJDkrJ8PKRBoCoFW5K0NiHFI5FCGBRN+n8wtIR0AJIZ/Obk4iPgJ7oIG59z1m4wNkJwTq0KqRgCPFRQylAm74hRiOPSs0IKZ1wE3JOC4iIAI8VAg6qsUSmE3FJSIY4dq1wlCzh8jhhacV8rhBngN6bIHAs6+nvrI8UOAwNO+BZEz1HqA7ZxUMkGAHDh0MbiHRNqmDVCSEtoIgZ1zzCA+kbfBcR79mr1SclJwxJ8WRwd9TCRrk8QLgXdO1ageAGx9qT2WPWac2CfaYEJYJhSwNhQf+4Qmg71g11v0qYdmlSy5NIbj3oE73p5avGH+j5RnWE9t3vSrlUAq3g4n6mRAA6dORCO0scIsagFrVXHDrDTwDfTCJkPirJxlsfE0wbTi2IYKD4ANQ78F2jzfACx4TuFri3UmEYNQkL/s15lruM0rajKdtBDsUhmWbSYF3XTd52smjpNojxNLy4KpcbPd1szudWxLGb5YjVnbGhrEHe7VmpMTv0oiJ4enieGKiLgoeezw/7xsG3ibIPcZWPSNIAqTQ51e4AOMYrmi7kZpcYw3S0RgZZ63O/N6enusxR1MXuZZ8Wpfnc6PcmhL/KrKEzvHn8vzcFjyc3V7csXX19uNpvLq9vrb26uL/Ms94giS8csLlZC6IMVZyVgNsASHw4G8ViBWuUmjWPoyKGTk7gG5/OZ3j46uKkHtIZMGgUQ591644mcR5vxM+scYjA8Y+czgUBHdvaNcRu9WeeBuFV3YwVtWQkkLaR5Ae4vGsEbjzIGDBkgnf/kn/4f8Zg6pimP681mmsxh/xxGfpLkiKHyeFU+XN280nr89OHd6ExJOtOqv7x8OU2D0X0c+1V9mqagPPVRmM/mmRqaw/GBu5nPxyj1XDfoujZJUtmBaq4GoaQ7Xy570YiuvtgsmqqqGhmFi74/mdHM5pdamX7Yd+IY8UTrsW+FNsKMynU8IZsiX/Xi6LmBlLLVO9mXqFplZ9DgYRJGis04S5ez2SqKltfrL+ezWRCsr65ukijI8kJJrG56Ufeyj6NgPluANdQNSRIEoVfXEgw9pBEmvegeHz4PeprPrkAWEjiL01k4jVNbtXEcJFkImEopbPrNALgtyCIeVah915PYDykXISItERdOSA/QPohJOfnAEvKmlRgf+8B1gvCLQxahUhNDQN+g9WKRY3mByZNLfntc2+cI0slpahknBNQSWqjOD/04DNkEkR4lFDvFLDIDEgsC8tSCFaYFPRVu33dxnKDyA5AX5yNE52DBYYsIxKhhXQtJHPScEfZt3OWDGRV4DyxK4EYgbTCmNfa1INAzjHBWcEzUKfgWwsgDpZ0YzdhxEyAzyQObvExqQTBawApzGQCD4D1DNQ1oAWTfuHKMHqMocDmEgmQIRHdtBmJ5DSYIXHgUSMpiMLIFxD+fJQMuZoQNcO+XnmFibY2QD9xeVE6hzaCcAB/+KDQ8YQQysnMGJaHVRDYaRaVT74YRI6liQANDxwvV+plRRpQXUNFsVpoHEAHMh0SrwtGAxphRXMEwMg+MECuwpG4XTxoh/jEMpvwonNqjgW7WbtEopAGIf6NNkWJhqxSJKm38EtpUONPhdPdReGg6njgEKqg0OVYWrG2HtumDwI/TyE6qKJEJ0XY2ABAAQPqxLDWLdB3gnqEKsTGJDmrTNI8gNxKGVKPwMeJghB0FPwqCCix8wgqVNf4gF7mvuGAC7sYxZrYgGSCfEHU2PhPLDaBzlgwPpJuHqg3fuOwABQ1QD1EKIipR6qssAp14BB5+TwlVDOVqk73KynX8JEZjVteCvi5UNrRPBHpgwLPkDhLcOc/jddUyBwF6SRo0jTDa5LOY3nduwetxgpUzIulITAWJr8Az6JMeZmROL6StJDJ8StPuqfRDL83xTBKfFtWhHASASUWWZFFV9YMwPPKzFIwdbZDGqgfIU8kSg62y0aauxORMMYB1rh/h9Qmwz3SaukeqFNTIqATKRkqpZ1gv8LyI+14+Pe+CIPbBYVeeG2V5HAbEVABlRGDqzFyMKZXIs3xE4ah6iQimOOChzx0bOWjG03HvONNqtcwLZCqYkR0P1eFYowvCZQY92zDIx/t3nWgBpjPq4uKb2Wwe+c5uf8yz7FQ+GK3TZFE3jYZZxVeDvLy4huM15I8Pu8PxnjG1XK5nRZZm+dPT8VSVRpskSrMsloOoynp3eH883vViF/Jl4BdeiBVU2z+34tGOYYmlaYlcDOKVfLlevrjevLi4ulxvLpaz2/XFKgFYOUCljQqdKH3aVNWRAQ5UEDINTxfodmSWhrSAs6btpglgScBdkEndxwm0ITY/hiIa6aKm8YrjeUQ2Qklt9QoTtjEwHNGFjUOGFKB4ztM8RslunTZ0pmDiRxWgLQMtIhflBt54NJbQHVHehgXN232IlbfQq4c/lHY75G2mAE8Sa5A3HPsi75waY2GQpPWzkgfIkRXwyxMBeAGLCiD8Q4l8LkmtOpQySAgDogeYopXuy9PpdCyfnj5//Pzz8/591x5O1UnIox4V+Zm5x7KRDWhgcCbN0mQGQKjC31cOW+No15lm8YtiPut7VPlJMH/ef3Y8nsVZlsZX1y+FaJu2FQh8dDYXc9FJ+iKSTvZxmBb5xfFUVvXzixevoihVUlxfveA87DuJ+9oHczNN8ny2ZLAvltr0QViYwaWUHT9Lc3CzyS/LmNPUdZLFHvfrpoMO3GOLZcZwYAJ6HCfwbooehFtNvZkfYmFuuSyYRZJEHkcrCSjwtlboeWhbS9UhhZjjf6J+23o4bZ4bXmZqyxHmRp0cxljgKBLV0+7laPNAEl8Sh9mAKDwEGANz38Ge7UwGwuOEQSHiAXFX2sEf1DSUuUorZTy6Ni6IfOaAAJHm07oSXKhFaA1hlctoGzB11b7vh0hzxSsjycBmgwdp2EHcZuKWhRGWHvSDkj6ZHiWf5PqEiSb1HJ5AiorVmjLKXeTEolDGQATKAQopJXXNFGUB7dIpslVrKjbQdyVpADEqim780UFkk2rJ8YhNJj5jW3YrCdveOOI9pQIF27+26SheFSVWiFYWgBI7AKEbZwJMBaJ9G7mBR7drOz/gMdJBcH2fc/OIQd13A8lHaf4ICwOilTD4W8AjBuG/gwUpWmLCnqFLx1VLE0zfxQCA49OAEGnAC2ghTUJqJVRexLAYAACjQB3DUjp0Pac6IRQtin3kb6kR42/HBQGBQ7qEa4vy+pDgGvFBTX3fY5DggVJDgQhTGPpxEtZVL5WWmF9jHp9gpEvLGTFEIb+52fied9gfD/sTiJmuv94s8NlSQPHHT1s5jN40zooim8XPz88fP7xLsvTl7VdFkYxmfHp63u6fNxdLdxJC6rqUT88/zuZXr7/47SBVVW+fnx6auiuKOXaVg/Q5b7tjL/pi9tKZ3Chypkn8/m//a88Nv/rqr0Yjf3z/+1P9WQ7HRfI2DDLmydkiur549ebtnyzn17c3t8vFPAVrCjMUzOdpCGJR53bERg2aHQBbAx5dBMTe5HbYYXXORM2x6xkLdEUKCOpSjNUIi6AhJoO91Mp6oQemHQFF+NJBiscY5Q41lWQbBYAw4qCvw7JLyS5I76R4NAuIonbD2kbs2M7qSGllTjY/e8iDp4qHAS/1f/rv/R9Oxyc99p7PoigY+rBXZZKmRbYhD4+WcptliySNodbHbLgaR7W5eNGUrZSn+aKYJo2hCybjmRAN8+rQTwOeSF12XReFWFIrI7pS9UJO7jDPb4IoDoKoqR8dnPWopONk9vD4c1EsldJP2+3lxcvIT/TUH46fqupUNXeeE3qeFwaRx6M4nE1u97T9oere2xsHs9XJv7n81ZsXf7LZXM5n63lxU8wWfjAh9WfyD6fa4+z6eu64bnXqMT01EtI+VMVumqZB6Hc1oM8aDnsbNTb0fdV1TRCkgV+EMSCKVFBjBNvVGKJfXi+QyvB4YMyL05gUXLBfQ5GHNWWPnaxnggCOOEhXaPmFviJEchf197gMBEm0BwXkEYQcEVe9ygrEQxNPDAsfgwUafGIdjOYQIbBpiuMINS2RqSlyBICTcZRFAUkVFGiI3ULRJnqIB7CBZFOWR58/fXT5lCVLJU0xy4PQq05YyZJHnAZY4E2guETZQYCNMPSrEjgZ3/f6liTgQhLc3zsd66LIKCTKRZY6fjayslJyHUE+rDrFoGN1nLZRSYqa286v7JFtqWKuB370aEzXaghW4fDggiI7yWOATzaKAgDOGc0pYT/zB+TU412N01D1gPhjAqcVCKjY0NMCkJZzBFnFJ29H3xh6hR7kzwzqXEIj4L1yIF8cuBVswEQHSDqFzmHWSK+TDdrBTHHQo88xyqW/OLWOOBNNlHAGci7CrJUkGvUANQvps2kOa+BJmEg9T05Rz/cxmEfTS6Zc8itSCgIN1+2+EVcRiSQHBfdCL0TfdbMFAmtAiWTMj4i4KKBi4RxfIuUIgSMahJ4xmBbjaEAXhmKUSDY+tWMOBzkKcxM/cOXZZ4iPwyLCIX+jHai9xvDk0UdC0bHG8xAySzUGJlDQmGHoiFIAlsse8+wBIXhuaF0rdNnECD4erLnRAipokU4YA/oEGPW3+Ltj4+FhwEakcg36JanYR1gT4zQgmBDykZAjRRtCiJTwkTvFPEVM0Dg1jTQDRi1I+YNNH2MISMKRiecleTRiTDPVjZR69BhCbAdl0jyOYo5oIMw+WVkKSPg4z/IQy9QAWzsph+O+sVRY5IwBFG6yAg03pNSESEUqXdnwIPIDxCjT3xpn/TBIzGiCMAqjvhNQGgfeoKStFQlQhvQRpZpxmpaz5aCRaDRNg+tM8/mCipNRKTFpRFZMzGy3OyssWcyXPo8GChxjk/B5UNWHJM0RdyF1GMTFIrW1jlLjbvfAgzRP0+Uqt3MJpcfjqcbvxNy66hzPK4rIp8TICTwGToAJVpdtiZPKCz2epv58kZlRlcdeD8Nu/2xGkyQLZLoOBiIl3zvsStf1quMuioOLqwuth+OpPO33T08fl6ubiflCtVEYSNEGfiiH7unpB8dz5sXrKIyXiwXnzqeH747lB4VedKtZyZ089OZqLIexppxxS0hiIZ9frm9X66t5cbVcLm+vv7m4vF6tV+tl0fe15wbQUBAw2W4qSGNps8FwsZC8wgYp22QFMmdAdIRil+YXhjTmtHYhjjy0Hedd9zm1hZxTkEcS7ARdky2saYaC/0YKMLs0s6cg/kkUI0hUgGVgs14mlKk2E9Le+nQAnbFvpAAkRAcmSZZYaKGdgClR8BrVBGBL2l9DjQSKFCvshL0WzaqdGOGUo10QPX9Yp+CvPChCMlL/Y7c9NAc6M3/tRNn+HdBhkunQxYWC6J2RuW0l6rra7Z+Pp4fd9n63331+/O55e6d0NU4DY4hGoOZ8DLzrmC8maE0nzerQjxr5lEW38+JWyEaIBmqpLGy6Q+TNLtcvMQeJIqHaU/k8GR/Rz2ESJTi50mRWzNYej7TWfVtLJVaby9ublyMbm7I/lvfO5CxW8yK/Fn09OdKZwrI6GCMXs5cxZNJ+VmRwayNyaRBi9EExQxMSR3hDwziWcqrLBlhLiKKd5XpGqctYcGHkBwbB4DiGyJY0nKKywHWdOA6xgHccKRBoZp3kaDmmSfYD9m9k1aOQOuh4oZTBN0KmR6U7oLM9n3uGZgq4NylxgMLBYRBwiAFLByFFEBHUxGjIOgBBocYeLF8xII09JB0pqQGJKol/k1ZhuBPJW4iWEvwYDCDwOBF9Fm8LIUOxRsCICj4lXFYASFIW6zhN0HIPYKpZuwPWI2jnWBjBbAZbFOYU9mrD70ZyRJQcI5pP8NLQTw5wH7iw1RNBmjaK+G0T39oTyLKBewTaE43PawBqAayB8xqQfjJbwpFM1O3gvsbfmjrYUashDAPbnp1jFTSYqDAmUG4e8usUIkxo74qVC21vQPmmDpl6azRjeJVsX8cDTvYN/CtwT5xNcfRBgL8N0Y3RU5yCeExJvDhb0XFRX6FHI3qwwnH2zgLGEJ9GUAPsdXnAfA+ANJR6iAGLzDD2PZAntP/BX200pu8GK+GxfHg/8CIazhptpEIUU7mvEiqDpZDjyFB8Yj8BkW2WRVHkd0IfDiejpgjztvB4qKuyni3SIAhOh10UpXEaY9fmuELK4+E0smG5uvBdXxvhuI6A5bdPkznBHSS2IEFUVUfkl2rjc/fm9k3d1GW1ddzx8e6JsWm+XMznF74fHaun+/sP5f50ffMm8GM/yB3PeXj6TsG/43DPv7662O4f7z5+cDgLAtaJTo+npr0b2bCev33x4s3bt1++efP65uqL5fwiAZMAfnsAC8hEeTbK0biLTkUorVA4nPk3NDuh3R0JmOhBsog+2o4QtpBebNrs2bkcacdoyoaIFzyT9JiMZNo+40Ss/IpG+VRaksQGhRb+BbxuhDukLBDHATOP5k7WrW0fHjLFoLekv8LZkWRjeyxlisZG9h0lDBhjzv/kn/7vsabho1AnIOn91eRSLrYXuDw47p+Yo1bLJUBBba+kd9jvxNACaer4Uh05D1bzq9Ftj6enupSOE8cpxlOL5SqIluMwdOIh4IEcusfHO63jYj7HlHQg5wJrw9AP+dL3zak8PG0/hsF8HJ0wXJCRHH2pMp3j6b4/7avvB3NwHVAu6C6H7HWzevHi5s3F5tX19Zu2bleLb0gLO4Tx6PvM5ykhbjjnoWEgB3JvYI5Xly3MoPPEcdhuexRSrpbLEHsJhI0QbTwaDNs9PXXdLk7T2eyaZpwuVFsB7kVsfQFcdmeL1HGmw76z2jKrdtEGmTBt0w96mK9mHMcQ8YsCtE9QShBkOQiAM4aXagR1MJ9F+GAot417SFYF909j/AMBGGLshyj2otjvOhkn0em4RzraiOh5UoGiKQoC7AkRoARcPqdGDlHGWhkhhovLGeJWNbxVXduleToMiNFL8yi2xmszKEUJTiMr5qHjOn2tosTHaUrPKERNLpPdAMFq17rcTdOkPJZQiMFVyOMkpLAyPF6UlYdNCMccEPI/BK+5ThSH2GwpkmUOxgtQTVKhTNAtNG7k7KbaK4qDKAyqRiCwKCRvH0ncqfqiBJseeyH6iPD5k8LQulwwSQUkKgzIE4+3ZSDtE6k0sSsnrwtauijE5QpPGnj9MLFYnQP1LV4QcwQ30ztDu3VLzDuLoHzfq0o0bH7gxFDsnKNpbW4B8nNBzAMSwzLQMO+kTiaKg66VTS0QS0pzcQcUm3ONSMF6hGHAoNEGH6EqBdMFeiH8/WgPic/kVLaeC4sIQVwofqdVQCrjVEdGti0DCcRN0yV4ezBHgjKHkvHsntMnvwH2HGfxJLo1zKqR8gT0C/GgcTGDhQNUKRWLFIQwAkPnQUaGTxh3UhQSZ4Wu5JHhfoLYukPqfRwj3hsoVIq3om0hrkzPx4WEsSVc75CD9r1KkjBF4CRuDhsbQxm7NKUmkxjhDSFooZy0c+3OIWhBDWRzkKhegXm9rDqfg2sCvy4eCfyouJipBSdFK8pdKs2hno9hrMWCdBrHpu6jKGzb3kUmbByg+APXVEjVi951segmnyRwTNZbwjlYKZh+Oxgc6ME0dWcgT+Xw5eNHEkHoJUXsjmyxKoQQ93d3Wb5CHTaZ+SKXvZ7NE/xoBrxNx5mqupMCo3BB3X4M53UUwTLUwhmAXjQ67so0i4Xo58tc9vD8zObph0/v2kb14pClS6W65eKl6+INzbME7GL8wKYoMjJSAlRDbg3Au5uqiSKihnPe1gLi0tjv+qZtK2N8aB5dbEE9x0lTbNmquq9Odds1o5FR7M9ms8vL6152nz89aOUFAIDyh7sf57Nrzk3blcMkP33+IeA5d700mh2q3TTqKIzqbltVO2i5TR+Hi7wohDx14tR028BZghkzPI7grPTU9WRZls6L1Ww+m2Wby9Wr9cXF1cUX6/UagDiMU6wGB+oCTCIG0zQN90LPCygH3QaZkGiKRntqgHsb1ScdSpSKflbsU/IKOWFAFSKoPb3UtIjGU2HvAtuhUd8FmAH9A9KHYsAEmD7tRsAMJDotBoU0saUD94wGAQMZ9TemP9R+0vloQ0eonsMPx4F8QhY2ykUa9pJkGr8DpdEQz4m0A9ZmbMtBuxEn4xDBxHGi2ZqBUNb0z2GCha7JQSk+2Ghpq1Qi6hUFi9v6xePYmRBuCdpUXHUWKkzwLRvESh8OyhnIqjHXaw6HU9Mdn57uHx/vn3cfH5/fd3KLNBTVEUEnclmMz9BJfCcWpqJI0nierdezL7en+1acKLGue3n9p7N8WbdbnydCdqMZuFcIgUTf1fIqjubaCNJrUcqro+OoyPNNVT2bofN4sFhcR3GKTjtJRi1APdEY0HiuN19cOM4YIMadnY5114gwdrkbp1k8mydIuu9A7ETpYFSS5KPRaZrAaz1A6zho1rad73tRDLs8/E6Y6WBtYnEduKEMfN3jqKF2OXvcXChKjAE+GcXJhNwFKi0cxykWMejQGDFA3AGrQgzBv+yAP4EvC3m2OMNlD/KcB3wGt7obyBxw4eDBgOlsGIglCBUPbAVBQFILhJiTlQ+VLqnxbVY4Wl8LrrQDbAradkbt2nUbRnVasxH7KLA3wcmchMCSijEnTig1h1SdeDpwoIXGsKrsPMpDIqIbPvZhgJDegzh2iJOIYfYBAQ5eNxz4+LFdx41ThLiTTIOg9maSUkVJ6OJnHhzyvhIGE7msJIN0RoPeiYCj4MqQiI5oMXiJXClG7mO8QipNgiYYrAdtPUZotMFhruglOjIgu/A/gfYgdZICKUEficXqWAyH1zcCo67QV9IEEY8gMMGkd0QGEickjR0rIYeJct5RXsKQ7zhdI6eJJUVEJcQASSFI5qA9E8cSoDuOEbyC94FUP20jabSKLREGoAyxW6LTMQbQmDIzD6oZW5OM01RXgmAQGH1KJcYBzafPfdnLOAviOGhbud/Xbdf5PFitcgTkuOz58dCJzvFYli6kbAPO54vVEf954FgVZEqz+bwoiqRthev5P3z37SDrL7/4EzFMx9NhGuW8uNgf3r189fViMd/vgQXe7Y6kgvb8cO4Yvd5cmtH88MNfPzy9Z2z86su/8Hlat889+SyGAal6cZbcP32/P/yUhzeuGximPF8Us2Q1v/nm69+8ffvlcnmRxBlSjoANmMgKREc9FZJ0Llpbs30iaBOG6DtsSi3WyDroLC6FjmkSatHjgZU7qOxnkRglDJ+zGVChESmXkkXOws7z74b20QLKHY/o63gX6Hmwewha56GQhMePVhE4LuKAuOln2LstL+30zRbE1pJzHuKdx4Fo+eBnOZNB6ef/X/xP/8/YnsVMibJqOtcJD8cjhaLxEJtZ93DYrRa3UaTb9tg2rePkzPHaduv78Wr1chzV8+GnMHBjPjscd1G0TPP5fvdj1x+U8It8PV8tfS5R3oy6q92Hx3s1VCGICrFUZRIXoAQVcd2B+zIrNofT7mn3B6mOo9MYzUamKeXWinMczuPr9a+uL7/erC58L3r56u3t7eX9/TvStoYTC1wnJOzFmdnAkf4p67oTsovT2QgSdCo6gW4I6ulxtkyl1G2NFwYmisl0nYyiaEISvSTRC+ZjQQRLB7YNVBMDFEG26YEW9IBo4XDWcRrKfoAzFZJC0bZNksRCdg5AdO5sUXAq0yGzI4GQdfYfdk0YevN1wRE+JnHcKSjssWPVDsb51GLFaQi6NxuDCC6g3fbYtypO0jAM21ZGEQd7wCDcBjLxgVTsGoV0j1RAEUYhuBQUD0lLRaxyRK+Q9OC5bQMjH+W3yjgJHZL0kEtk6nuYuTFv7sB6GmnTw10nCLw8D0E2QbkPRxwUTXgHND5K7lCcNzYhnHDz2G6TDiEIz34wrIhI+ox8Bc0EUlwCTLhRm2BsCYZVyJ3JkYNEKleAmShdSAgU8jG6Gz0XtnVMACxhGXgohwT2E2SoMEVjMjcQAQ+OZCAcNVQHDpzTsObLIUkilwZgNHJDirxVVXsUJwg5PiXFkbUM01BsDF3SxKNywWyH/PcomnCI09FAm1jMvIMoAAmjB+sfTrwzmheNHNY+IO5Q3CKpb0g8g+4ugLgNBwqOD5CQRilgwUGcfY/dHQ9dQzmErju1YkAAFKBwmIwiu0KZtkXMPCkwIScIA9zidsx8Vo3TqwKdJDbPUJKEkT8iHYSiixzHoIaQEGcjcVUNimwk9NeD7U2oQYG7naRYNQMUDtgdnaBW20DsTbufpNwe0qzQWWn9zcTNQxixyzGr9kMvsBY75Crb6hkHKff9OMI4DdWsTcslp+CETg9tLFYxVLADmYKrGY8eIQEYtAmdGBBBGRPplYVxhHhWMUyIzAI7y3JxwxBTg7pqrVotScNRay/kTSOOh9p12Xozd4mk53EAeD0wpoemEoOGNq+X/TgBHCp74XlBHAVRjO2cpbcTeB0y3bbtGkjHez+A0wzwzwB6Swc0wkqKzvVDgu6gw1NK5GmWJFE+DwlSelZ/tU3rcU90WG37Hovj+OJq3nVqty2Ph2cxVHG4SPLCc7gQpywr5oui7/vydFSQN0L3PyuKiY277d00gogchjHlYYRmNHGQTs7Y1n0QhjTmdCdHF3nuee7xVB1PDZucORgYvG9KObQO0jWZ6/nL5YK2vqZuGtFJqarydHA8/fLll1GwkrJ6fv5w//Dh5vpXN7dflOXzoPrJGY7Vh6YcPVC1xsvLt5Pue9HcPX97LO9gc/ISVHQOQtB61eqpp+4uYtABei4fXCfaLF6+fv31i+u3V1eXL168WSzWSZJik0hPoKB33HE8MwKvhxIMw5oxxi50En0Hh47rQQlOU50gOKMyJvBzII5FysF5u40REJk+z9Y6NEZU9kIU4RCck5IKzyHpqGltSWHX3mdEhM2AhvoCj65iyO3GeWXve2vyQ01BymQa+2IyPDH8qRgM4YJ3KWwAdRt6VdooUoQmqnGkANDJQ+G+Z5XfeXNJE0by+p6xgRYQB0jvOYAEoxxI1vGunRd3I8m5aaRiM5cNyAG0q0SsH02OLMyQFob2nzPQxn3aQRkDLSIVKOeahSZw1E5Q+hwmfeioldTb58dePcle3n1+fP/xhw+f/nhqdmZscYhNiQZtHBvHcXLy6BLjpDTtW5wMWZgaVxqnWoZfrzebTp7CsGiadlCyU/uAB5vlV8gim2eDHKM0nIZwf9iPTAlxisJkc7HOkvXFxbXP/a4XE1NGi7rCKiCOeV4stZ7iOMZNGqeMGY/7QMTZtFUGL5rRuhNtHKVN00dBmCORzLgUcUkJUhCbcH/iXtp1vee51bELIk9IOZtlxSzVA2jVYQixgB8SV4dGVYPGbTUozTnzkPmOJpyDp+L5UFDhSlIStxjxk5GaYwMDaF55XhYYjQ0kSTXptFc0k6AEAvTLDJHfVhVMKkpcE3S94pQG7IfwKgQOxS/BU4RHArG6Z/UvIyc2EF9AyoFa6QEjI4GM8rDWQ9wRtmQYT+P8NYgJncZslnqeU556hzHKOLGtJEAyEMKQvJN88ajHggj/AohEIEfi9wwjjtQyOz2ESAeKxyRDi2gFOFSJj9zjUims1OKQ8o0xgrG5QSTqw9IGBDwba04pFLSMgbiH9i+oVey+xOp0rKPBOyPNMJQhJwKGnlY+g6EwVeh22mIpuEZDAQgbAAGtiasEaiitm4jZds5FhNjVYWANUIoPTn6HIXDLDqNpB0j8M9D88Z3CpkhpiloDIRanCDjqOrIDpECDUFTQhBxXQtRgxKAMoURRYuGLHiepVFMJhzthEMwLUAfDJOw78dNPn8zkqb7nnr9aF3GMIfA4jlVdHvYIxy5m8xevrstDud3uQK0fB1RnMDMl44T8Bt+PjTabq1Xfq64V++3DOIFgXsyy9eZFVR6bpr57+KR6dXt7u1xenKqmro9hxN/9/Ps4Ki4uXp5OWzWdBsmq5pCHV2mafHz856KvIPVi9fXim6+++maWL66ur7748tcXl5dFDnMB5D9tjx8AHTuKEBvpa/NrKBD3l47P+iiBZohcRH8ZTFIoM5U2tyTgIreQPcbs/ApdNbSQEEuTEPO84aMj7pw4T+gH6tMscJkInzSnI5wB7eiovURtQ4JSW+OgVoGyF0RoSr0KOQxNLmZsI3b1IywutNizouszPoMeU+wLyStuFR3kLADBDv/lf/4f/Z/GaTwdd1mSMqdZQDEv33366LEU0xGfH46n+Wy+Ws/J1cPari+r1h0jxtu6qgftXaxXrt+EfqKl5zjFoX5fV0+RtxwpYm00ruePYTi6rl81z8f9KeQrYkW2HgpoE2e5En3blcfyETWpF5Ttx4nhSfIwcZsti8soyrP45dXl21dvXs1niwnsIHx3ytRRzFIkFWZK6r4bRuOHSZAkHgFEJu7DXzEa33V9PbLHh6cwiqIgKYoY4gfCiowkGBhHrCNmy5j7CDRXCrqpNEWggRASKNvASoB04PsTFC9jkgXMIQkaOZkR6SYUkdpYLwdEOCT+5ExVWevBLFcLxJgyjm0eNuYDycGnYZAQc5FRUIghyXgY+k8PJSZ5lKnVQYEN7xyQFqPWaojjKIz8psVAN4I0vBsnPk2ajVNWpNznyJAFxjChvxoGh0kSgVZPNBfsbUIvCIPdtoyjIE4DKQC9II3ZdHk5J6qkRVmhClBEeMNaDFaBkUOPisQKGIc45lu0xoltXA95YCASc1xntkxwDmKuSaY7H7sgy8enIoy2NRxpFugSUXyPCjHfLgWxGBdld0wTbrA6CUuNySWB/HFqkzkcb90gDRZcULFSkCvdMRSPDr/13y9XiZJEQziaktSNQHvmsCjEdNAyUUC9J16l4zpJhiweKGFGpGfihHCmIHRH4whK0QH/hm4o6LjJwYfpDC0JHDA+9WTQrXEwS9AdWb1TGHB7JtAFz5nnik5AP0lDTcK04pqimG9aGuODhbETWDZKg6HWy+OhD8wSNPRwpmljmhpe7SSGjlhrA7R0yAnSg5oELvMQvVzfYU6Mvy3JFCh1lwo4CGXROnLfiZJQDfp0bAkJ66VZhCYEy9KzWp1spVgPUmg7Gnsool1o3yk27ewjomcc+1cS6QFBBDtEEgxSQeaOYhvXp4IXH3tgNhnu+D7olzCnda0QPTLZ0yyEOxQpB9iPUWnuazxpyLEh8AwwYrYtd1x8WSP9c6URJec4Y5qnlNWh0iRu20Ei5c8mCaJzQ3YZ4hmC06Gin5lBn0woUuzziYjrMJCKyMyJvxew/lIpMYYxsCguc/b76lRX3PWWm1XgIcwboiyP7bYVKKODdJibz/Onh4e+01k+C2OephFRXFHeleWx77u0yJA7j9jxSKo2S4vVsnBd7/7ufn/Y0tkdAbUZ8DTJ63p/eXEJMSH8jUHX1IfD4ziKopj7QTqOIolTIZQf5HVd6lEoIS82L6SQ8C1HflWXhKLDl5KmqZLjdrtznRSRrENzdX0FWR5oZHijy7I9lZXU0mOAb61XF0UeVW356ePPSiEMRih5ffVFdSr9CNbHvqsmdxAtBMoI/qm+991klq0cwJ6G4+7Q9d2+/v7N7Z/P5itFZsUPD/+s7Y95/DKLl2Y0VfepU5+pR40Za10W5NnqcnO7Wi3n+YuXt69evnnte/FyuQ6jyLJGkGcwAmxN8AwA7uzFjJ2VHbSwv696VRTFjCHBiWZJmLZikUGadJvvOIw4NKM4wVVGkQYUAG1nq4SAgdkDR4cFcxPQF/JOjweQL597HCwNiPJHy2RCy1qHEg0Kz5IbEqSglgZq85ctmhUdUSsFfizma5ianXOGbLiCLWAsWJ/GN4AKIO7Ppu1RXCYKC6sKpZnLOTYCo0yuFb7c8xDb7hehzsIeH28ulpM4TGgNiMMJNkULkqEf2O7rrGPwF8Gn3f/hv9oRjEuRnuRHGtD0UN1j4wqhPPfw96IaDCZHcgtjSYjdKhuF6JQSTw8P958/HY7PD/t3h/1TI44ISRrsGnByWRH5M/CTdBm6OXczNe6iMFnP3k4mTNK8aZpe9mEQ+X40nxejYUmcXlxtHp6eoij13aiqj2YcojA2Sr56/WVWzLdPH0gJUvRds1jOozD3fC9wk2QWfnz3uW0rP8hXq0VIqTtJFhgznQ51nIHaijsuiS8uZkKo/fMhTqPRYC8kh8pl7sXFBdo/QMvGtm2rUx1GieuNcECHfpIgcNz3uYIrDv66EfcLtAPYn0MMgQ8PFMcAZTe0S0QxkXAZI0YCrYKGiYBQH26A7SJUQrLXJAUCnpGSh2AsJ9UMTXUoug1cWQy+8bXayGLEHtB+jEYDeFARVzDpvjUuzPNKSsNdL0nt7zl1v2T2hhGKn0EYA2QQ5U1T8wSAp8REG3JlChf1uauGKYoQUEsPKMzeDnd9siYGAcg3SkI+AmUH2l0w3Ow/iUGSgjhlUOg5Q3xcsHLAHweVBCpo2zTi6TX4wWhYg8vOphDB6AH0GspoMKH/rdoFQxHPd+tKhgS6o+hUoBDszMLGJxLUcwr8QMqh75GD5drgX0KzYS83OUnqG4SLQiUrQSoZAfCkEClIfiiEo2tUGIdkq8Gz77iU1jgxDGFJdsJcFI34+mhSTKYHMhlhfsr6HuHMuMepaINTQEG+S5ew0wtB4fLIpkcAjIB8BgGAzAqJXdnLh/tT3Vae57x586LrlB84kPYgQwgXtBhawNiS2KEYLd/3O1Httg+QyoRZluVEOg31KB+e70673nXY1998sVxvurY7QQNaSVlOLHSDvG/uo8TLsw3cqhP78PnnH77711meff31f98YxV1ne/yhOYlx5BeX134Q7Q8PXfM8ak9D6pl3zf5QvouTbLVYffXFb2+u364vbl/dvs6yOIpDz8NAgXogOCGJVYOJP6pIwqWOGFpBqkGxTxjK01FM0Lv/P8k6HneccKRqsNnIoFTgIcUbSJweEgQR85q8eWTjBDrQ+uushBuAH8qvRk949k9byIqDzTxQOahw7ZmIiCkap9Bdg5EBpezQepn+ZDrSqds8k2RwUNsf/6zSt9WX3b9bxZeV91M/OgLG/fR0X8zmApPp9Ob2xWoZKKk8P3Yc/3Qqy3I7jYPDfK0DrVslD8a4WoskKIr5etQfRa+3z9tt/fvATT0vT5L89vIr2YjZcnVxdf3h558/P36fRsssXQcu71ipTWkGnbCFVKLs7uModL3bsn2om32vHy1+xXPDJHqxXrz51Tf/8MsvvtmsLqj3DdrWPD8/ff/8by4ub4r4tu+263WBATm9dEM0OkyWZeexUCsGn7AZrF6auo6gr1vPiQIvIXzd1PeAyMVxeI4m435sk/TIPWMDFqeJkk8YWlE6KCkiZjIOx8Cm70bHte+SE4RoALiL/TtQbufuHwNONJBSOSv0zwF5nSl0G5Lu8tDIvr+8jZWamqaHaRvjEyjxrHPAD4K67rQBCqzvh6yIwySuq+7x6SmN8/l6djqe3v38w2x+2TQnRM+uZo8Pe8590bXc4zzwtttqcsbb281IA+++U1AqjpOQNKmdSD3E4KqKXK9r+rpV4NBAg6ePx5OS43y98LmX5mAlOS4fBn3at4MSg1LzeWFzb8IwRBUeEjK0kZCkKuxO0X1p3ffa8xCMnmVJGEMm51HMelZAi4KTCy0HtElI7WolmaZUXiTGQNiJQoCgmiQUstZHyNz0gDaJCnp8VxgXQMLhEh5XDcJoz2Eh5uhoZDS2o6SEhJaCTVOWRAT8AI0AzQAA1LCBWUJD3ykK9/TCAJRtNwScwNZfdKZiVoSodyD1cLIjsxD5B/a+BE0LZwBEYjC50tdK/Gs1Gm7t5jbJfSTqKcfNQCJ7O4gyGpoTq7VAxCdDrsYwDMtVgV6Xkv2MRLMXw4Dh2Mhawvmh2FIDBTeB6zVVR5EWhHjulU0vpRaalp90/mBq2Bui5lgImOn7YSBQEAVFwHkIgpmC4J4m1ahWQTdg7oSSeCJ/JiaZVs0aEARoYqytB2NYBBGUM00QlkAjB/ka7lfotsnsbhU+mDo4k+egoESrVgNRcDZS444fB4VBLPfhewH4jYpST6MNpmhapA5gXQNTA4TTA7wNuJKzeeq6rGlF16EM6tsWf1mOmgPcVo/Qyi6+U993L9ZIl1aYQTjGuHLQSujNxYxN5t37ncd5XbZYXGPB4idZWBRowil5lq/W+dXt3HoASG6KB2MYjBBTEBqKbpqExAWQ5sFsHuOTN2PbqP32MF/lkxe7gfPp011VbfN0tr58OQ5u74itGUE24+5yeWHMkBUZd/22q42pPMd5/+GTz9MU/gRdnfZSSMdTIPQWedd6p2Mz6CEIKFIG807ncAJzpWo7kpEATxCFawapUgmHifHiGWRhx53Wug7SdBz5AX78WkL2xbIsdaYRvJPYE4Mqy9YP5zwwFEjjJ1lycT37+afvnp/KtpLKVPlsk6RFGvtBtN4/lvePP9X9Vg7tFy//arlcNz9/fNj98fnA2u4EPjk8eE3Vi7K3ni4e+KHvx/Pk1Revvrm8unr14te3L1+CDYEDB75TfBNoGSDScXCwO1qYvhXFPO9ovuu5EXE4kBYONZu112PB6vR9HwB/F+KlG2hxRW7hyYG1FdMfFqBOxBWOZY4QSN+zqZuWLUEWVgxU7LNKry15/MyI2kgD80vQE8qYnhhGTMQ8HEdU3oxB1qu1othPNJxkBLIMcPCBDQaD4y8OKwgl6JKnfEYIRCCGoKkQjEPSIP4LBfE5MRrFsWUaOZOdUqPiORv9JhTTGDKFjAfhSB4trOawRUTJog00jbZyADcIVAC7YDiz+9HxYt5D4RBYeVgfCQSlKIAIXkXWJDQnKG3hsAIMjKSgmB4S2B9YeXwn4JlpHJIOIjFJQI5dJsTEkff119/85re/pWng0Pfdbv/40w8///zhx0933+/LD1JW3QDBJzUMBaK9IamUd/IHl6ugX2b8JouLialpVHcPP0zjdLX6MoPL1nt+fv/bX/+jwXSnw+gk2e70UNb12y9fBjwNg8JxZd3uHGfM4G7wgqjWbDayPitSh0c///TTfL5eLBb5PJmYyWdJear90CsWqexByk3zYHO5hCQ+RMJJyjd9J3vVb3e7V69fwnNLjYPjuKfTqa7uIIEuLufzHLZA7k2EyLK0WAQmU+ZtTDz6EeEEOMOlkH3H4MtyHWzFyDA2qTFOEIgHNTtlymNvBusz5gI4FoFmhJyT1tB49DS5jOBta7ENC5NQERI8tsEDSP6UOIg9UIuiEG7hppRWt0uwaLsfm3rE85J8mZwsLoe2EJoL/GD48YRA7q4edJxg1mwto9Yf63E41eM49EdYMDD5ZVBdehCMu0LArRbFiBOgP85N0iBJkVJINNKBoHSwPKjBEG7Dmmjx+9PzhihUmyAqejDZqA6EZAMxuQh5H7XAXxY+RsrDwG+IwHqaeJPjlTETJT4cdL5nyJ5nmWSiH6SQIRwrgx9HQeg3VUd51EPg+6S8Rds2YEfkIqKNPmtocScMcF0HSjG8VTTyNmC24x2JYuw2tZ6QDSbwwtpNoCWsotmbjOgpsnCi84Qm7krBNATt6DBGCba+QIU7Jk64EKpvIZIKArc8tZ7nxXBMDMd9FcU8m13unrZtJ9k03X+6N6OzXM6NrtpWOZ47X2ymcZrP0jRLf/7p/fff/d1qtcqLpRQdtgtM9U3/7t3fffz8Ux5fvvrijYMQLFOenv4//+L/aXTgu/zy8mKRpG4WbeZXSrfP+11VjVXdFXmRprnoO8z4mupU7oZh+vL1X3Td6e7D33T9cZl9pdRJ6t04zV6//OLf+R/9u7cvvpoX88ViGUPEC0QKjf51D+HT6GOmggEumeGQvot6QNrgYeD04Czw8KZowww4bWiuEAlGpzRuFJqAW1elHeFjOo9nBqEK4K7BAYvD2Wosz703Mi1AFYLpghpyUpJbhTCBdMmHYqnjWB1TGANiDGk+TWsndJiYwmMGjWvh76OM4c7FyB4PdRi6DDgS/MvEXbNzdbLqUSgxjm7IRmicg3rPgQgDSwvX+Y//nf/tNA6jMzCWAnc77R1HIdLRLQa8eF1Vbl0nDeM0Sf2L9QWb3Ko+fvjwx9FojvivYDl7qXUPLmXsk6WlPez2oD8E2uNREs6r/j4K0zheOCysyu3T9sdafkQ+Eu6NynoCAj67vfjm5euXaXS1Xr5eLW+0MquLVZrFdVUeD1seROPoD6p3XJFnhdYc7JAwcphqm6c4LtabF8dD6fsQ7HIP72rT1tPUvnj1VZZGUgxVLWAYc70oC5QaqhIWf+45aZbUdTsC4oKZHRZuSgs4xID6dRg7HRtoE6HzRs4jG528SMLAb9u+qU9BlKw3RZ4lWO7Bvke2H+SY4VyDfUgCUYO2igFl7rg4cTADJtVFEEC3hD2ywNWOmRN9L2DW47jByFAgqzCNIqQhd60gVInKUvwf993ydDoenxzHu9i8QBVswGkYAaP3EWQcBZTKCqH5QKhMB1JGHNYRzAQU9oD5HDR4juNIKeeLNIkwJ297QWT2EXoA1Ka9n/jHXZVlcQiCA8plizI3oBgPcRJiBEiKZqt/Rs5eHPStwICNw04JPhhSd6BkyrIAmxZjPB+wU4bgZpQd1BFBlAKLudW34GWjaTGi/8gWgvE2tBMSkHEoFlBhkCILwtEJUxxE/kBTBN2g0TrERUXjPaAs8RpwjlXMeZHIEUg60XAIJnVK7WYU/IrabwIolXzY0JjBYUtL9TiFUZAitjGMAcvLRt45k+wVRYOjKkWfj6RmDPalVEEQOS4G9pxjTsk8p64Q8xUE2IBQRDU84XRFojkkbSREXASGRB6rD7YH0ClGj3Hih4HTI4wBrZENt7WrUarN8NtaqYANV2DjGMUB4aQMMGmk7SJwKJ4EmPgJs2mxhASFo7xb+o9NpJVCEUSerBEwtUJeguISE9oJ2Amy0eNTHhneAYREIXPJGo6tWp3AckDFDMi6PfuofbqA6fiD6owQqRhd+yHwRUh65BwS35BkZujo0P3iCwWdnNituPXxR1CCnxuesZnoxD2SVUtcsRiR2kvdksokVD66yJI4xLxWSDy3CEyjjtTz+PEARJPrcQFLIbW+nhdwK2+ztlWX6oZJqrHrOqOnCAjj2PK+bez2CK88br8ki/D7MCebpadTu31+KLJ5kgVSd7JTcYSDAHJGrK8z5rhtW0MoQpWB6OV8fnF//66uqiCIByV44MRRMTJhtF5vbsMg0aoeRvn4cNe27XL54urq1X6/10bFgRvFYVkeB91xL6NPGCmXE4tdDlBN6MfjpOeLeVvVIFdFGQa0CqH2WZ6+fnuTRsnpJOu23j49PD19CkK3KBYxSNwLM3LRdyPr/vZv/3nXydubt+v1zfbw86m+w5Wr3U7WMP2wZHR7xtymO0izo4ozxCKA9R6L8yIvsvV6dbW5vFxkt69ffbG+2MzyZZwmEeg7jpICUZhYEIEaiqKN1GuUPwZ1JSTHuk8pxhesUtpggYqENuyM0sXM3AXaB70Gjqxf8OikGLbeCNIPkzzSRdYOzhBD+Vzgp5+329YCZB/m876LGA80CSY3AkWo+3QX0LlIeVukywL3nLyyduhLwVnWnP8L554Gxhjf0ljOuv7I4W/v918YAe6kSadn9+p2/mv1k3D5E8kQdz2ZCKwT79/KPZ0pitE8DwQaQblJoBUbyGfZpOdwvnMItV0twgxJ54PNYsFRQ68eKAU0+LGsEAskJ1UqSTIQU3PG6dqVIPkFbUo9/Y3swWXDSGzWMXi8wEsiC77twM6NKArShg8rqY77w3b3UHenh+efP358vzt87vqTUC1jMWehhivEMObPkpvV7DVapcDVg19WD9PYB5G3mr24uHjbC/Fw//mLL//ED8J3P/64Xm7yxSaO4ywNmKOqUzONQ5zMjuWz6/I0iZkTzJcz3SPqM0tnEmYb+AuM6ZB2Lfq2qdNstVxtrEleCiWHg9EsRenC8jSjXGbpRxGGwqobNRa/YRTroafBGqgBg6ZRBUeImeiHJA6iyJ+Qpg0NJkwEtAewtvkkBmwWqGHylWD0aSbCnuG5CiNftEMQ4WuCcYBEZClwi5jUwY8EVrbDPeiJLF0ZaeMB6h/6V7DTpicEd1oc+2EUALBM8nszYIY4TYiYd10nK2II1UALw4HfdoqcY/AuOq5jKdmjmUhw6EgCieN/HscwxBIC9bM7KTFJIeG3ZywvfCmUQ6xKjGBgDTV9q6MIt4BN2INyiiACxCRHfNSI+xRjeOuhQM1MEjsoQuXgB2j/qA9F2TACcYcNJ64Y/FpSzNlxDm2GaPxBi5TJkYro31afjK0jOFjMcZCmg34DqqW2EXhzcZcx2BqxEsKNRowcwipqKAYHBdavTxccLjuYVphWLIyAAGXMiRKYhoRQiD5POUz40EkSZpzBMl2XiPbhPnULDMHLdY2LAAAFF+oqx3XTLIgjX0lVt+p4rMfJjSH/QaxOlPjPz3V5KpME/uppYr1Uk9ab9czj7tPT50EDajioyeehH0TL1UL0wmi3aR5OZek4XtO0L159UdeNHsbQx9WtjZkvVm3bGj3e3/+Y4mnnUhyvX3wxOV65e5aq+/nTH4LAy5Jilr2drQLV9X/33b/hXrZa54zpDw+/b/t7l2VZslku1l99+c3rl1/Niuybb/5yscrRWiuMnxQAdQQ7wFlq22qID1AIoDDAwQm4A9Rf+DIMiQ1I9gi1xdlETcojK1/SAP/Rxgz8ZHwaoAdRXgIRm2iPRmZvJC4Ts/RMKiarngUkexwoWqr8sUKgAtZBDYk/7XzE01GM/7Nu7XO6OiGRLKeXwkAspY9Ga4QLJOoSbE/cw/QcBEPSrFGVSORQ2l7YK+yXWFhAUWAZgKqRKuf/7D/834lO1fWjkN2gnNVqE0RO3x9E73AvSrK0F1112o7GnxwVRX6WrUfTN035+PiBe0GSztqu01pkyUIObZpmZpSjBtRImp3joEA51p/TcAXD7SSM7s10IAoDj4J0vXhzc/Nlll2lsf/6xa9uXrwQrd4fThSfFaKedGToR0/37/Qo42QDtnjgZHnIRtYLZzTccU2agq5DQgW8woPWSFDEawYzTAiyua7LJkmWCcy++Aq6hmo8sjHESdAj3ofbuFt6UDAzQBwHFvqTlFC7SaU5wSTZCOtUFHkj2CrNMMLkE8coyCG4J/PPOEyzBQxODaKiKSYPagEqo2lC23WIsA5ReVuFjoMsBmkWm9R1TdtgBjYoXTcdGYJZCkYLRCOSQhcM8sQgJ2u7vm1aY8Cij+JZXmSMseP+iPwgiioNwAgRTVv5XjBfzMIoOB7Lpi5934+ieD6fyV503VDME0W9k0eEFIqtc3sB9JbRbL97gu2IB2YckyRCf4UzB5UIxAaEfm2qjvpAmKCs7sjHkmqQYqTXj8OVRyZsuyZijheFkBc7roergiHnwKAIwPkYRr7saK0A3DlTcvC4R0IFYsRBg0EJWISMowre2m1xC9oMQyuMphfMQvYg8rAJARQOjiIvjvG3lRI6qBj9J+U6NAKPEZ3plPPmYFrpOG0tPIgOUT5CmD2iZQpi1Haiw58YICwVGRse53ZxT400dgu0ioS83YYeux6lL1ATWMwgKjsdO3vx2PkfZDYT5hGu50ApJLCcpBGUDZDFHy8RaYCrHdMpCqsRAss64o8xn2RgMMDA10c0r9FJEiQ6UnYiAi0g2wCDHghWsB9oDOZ6BLaBtQZHIdCjBq8J1bXISLQYCaJU4SC00gI0WhZHhDLF9QOOmEoF1QNJQdB1Azcc0r4Cg15M+FGacOSVI6sWnTbGJaDyIA8QwZgo3+mqRh0zjJvL3MWkX8FjMSFR0HKuB1qdQX87oMMP4GvFX4dic0f8cQFeFg+s6k4qg4sYAVkA86CfnsYGtElgigitBntbRJpYSzPTmjVNHXA/QqEzUO/sMDMtV0XXibIS5NzzH++fPO7PFgvK7p1cQEHR7JFmD8Nd0atZFoYBZ65bVW3fKzaN8BYOklZwQ9udsiyZz5ZK9VEURXFCTHMWp4ns5WG3ZQ68btzls/msqndRmA1GHvYPYZguFlfcC3xsvlzRNzTgmESvsyz3edD30jAtcVwc5dAFfrRc3iglfD/SWpbVqW1L5o5JNA+CKM8XUg51s+37bn98XsyWDvO++fovyuoZ0Datk3TZNvXz889mMjO4cWDa6VXZI5veGXS3WCzrumnl/lQ+UDw49D+O2/b9Xuqa9Hi+ywLXnbJss8wvX7x4+eLF6zevv7i6vkmTArHNUJRZqwU2VkphWEA6RgzXLXCPEk1Q03KiI1p+hBkh5vdDL88R2D0xTAQsdgLySEAv4M+AtpNiu33fg+UXYx1g9+g2pv7cuu4p7txKOoPAxaILlqdzkwefDiGgrIrGqnZcQjoZijgjcrfNOsOvIs0J3evQCKHAtcZ+e2fT72v3ErikbZrLL2cC8X6mAW2YxqNLck0ULmiRyPV6xgvQzUXRvahLrFaT/Hsopc8wUkuJIcEeCU0totP+T1ArQTtN7zsVprAb2UbOQu2AoKKUM1J64i9lcfZWR2p7QirFbH1D3SP91VAWQzKAY+dMqMEhAy2uNUqdw1xxKZAKyfMQGQ1zOKEFpUyzzDJIEUkS4nmgtG5sEZVUXS+kqjtx2m/3j48f3n/88fPTD9Okuka3oqPeL/HdGMfdxPP0Qo+9z3I1dnrs1/MvX9x84frssDuy0RVKClnnWb5cLpeLdVluwyjM83XTnfJ8GflJ37WOp33OmeubcVoUaz8My+MuCBIw/EcEBrosTHNQELXS+8Nj1zaz2VIq4TrTZvPC4p0Ywok7BMA6CM5t2gOWM1FAWkFxfXMxYsRgYa5uU1dIdsY9wugDxoNTwzoYUB6km6QQB+I7BQCTvEjjVFWdEGa1SgFnRsOj4wiwWYuUd85pOqTDp+1ETFMARWwPCTM502rAhs93HYxNMHKIEgSu4ha3/FjKiihPiH1D6YCr/mxekGoISe5IPy3pQi0hERtpbCT6FvnDCHmnFBkfs3UjxUBGJuhpgLehbg3kPHqZkjRUChGIDH0drGjnXhfCH7SF9kWkGbpNuiPuNvG0Xc+XUgR+YKV3pNvCuNZS2YjTEwjwCxyPI9oOoSYk/6M2DypoSi9EjxECnIdWXym0CnSd4RywalKa40NlR7pT2A4xmqUXUA8Ia7UYRaqFrKscH61VbiNk2Iyqw8cOvBlIuS4Ss7AJREFT1qI89b6HHtKegQge6wV5xhG5rPHWwPCJl3cyfWfKqtN6WCwQz0PTAb8ukWcSgGuCH76uSjMNRb7Ii8hoVh6eW1HjOZkih42H47MfYBVRVc3b199U9cPn+3tvyuI0dlwd+VGUJuVp6/E4CtPvf/xnDnNWi1fKyMuLqyJfl+Wzy/3PH9/ttncI05sQ4cIDXja77fFbznKHcccb08yNomyzvP36q1+9ef3N1dVFkS3zvCCiOIKFJ+bIvo/imM7m84F5RvehirGDLSJY0f8+SKzJUdDCgcWJq0yvE83A6VfhGPEckOfotyK9pnXGnfWTvxxLVGfaJD1bWFohKG3qiStBD9EZ8EymUGSi0HaNNKL4RdSh2ekerSWolKC3kIpUah3JBUrSM4rZOg/R6GsN4sBKEUk4jBcKkhMrxyCOEfp+ypYgGSo9W79wWyzGGdjxyYGsXMoWZHaYhUCS4zyqym1Vb6N4rmj+MC8u/NDvRaXHMk4WWXYBShLjTb/L4s0gTa8qKra8Q/nkOlMQ+ZOeBl0aVlaycpg3nxVpNl/P//Gr22/W683FxdVydi2VIiyNY0YB9RiuOJ9yhrjrjnVVdaxP5zMzKoe5aYrUkfJwELp2WR5HiwDb2CCIGBQilJlGKQUDtDlY4JiqbP0gQLqIJ4LY8/0AUCZMYmFHplUbSfJQjDKsVxzc0wixhdEOogq68Kx/Hd+m5/MMxTc8m6Pr+1BEj01twsCPYleANCKTBAFcUoE3mOUJ94O27kVvsiI0xhwBKOc5RZFoEgJZm1OxjAmAMUZBoMRw2p883OgD9+NRMzd0wMrlJsnDtpHbhx1H5rLQRkZBoYfTqGVbYjg0WyGbyAvJUdMj2RmaeI6ghapqIYxAxNNoNGuqjt4X7FLg9Qp4GPvVsakr0XcyCJMkjQ3MxIj4miZ8SvBC4uwjZrTrWaHmoDWYeEgyYGpAghMcayNU5jRSYb7P+lZwRGAjVN2yg4muOXXdYAkilNZHrEUwPJDXN8Bngig8JF3oUU7SJtSDy4oZJB5XZAr4YP0Tu2U8ax4Qo0fDbDoQjHbQ2JApZWR61GxSkx/Yvt7O4se+UQ5F9oUR7OBUFDl6MhaO70V+hBhQa54BoJAeHoeeJfx1SKblcJ+PeoxjVylsn6YQmR9Y64UYzmCx48FcIaGbRUuARksZBqMw/fs0TMKgiLLBHNfFRz2NAiFp2vPdAYod+BlsIDin/T4NljDRSVIEsEDS6Xlq1EGI6ScOGe5wBHqT3FFh4yU6aTArhRqZzhqMNmymkNHT4ABKZuTZyw6/DWBC+CqRMkzJ6ZYSrs8uMpop0XEGphlRefzQc3FKB4OS5HWB5mGAEczVIEBAtgVXA3xSjHHMn4h5Qacbdwaw6dGzRb4bFjEKGJiYp6GTaEHxUZ1ltrTtwUFJfwRFmfUgXAlpwsjgA/LJSIJtHiYCdu4LOJPnSQrSVBL1JRICYa2kBcOEZTKjUKlhwMbP50XTysPxRCHOft90cRSS62lKY8gPw8B9+eqKrNimJ8hKeayEQGCDksb3pyJP5rm/uSym0TmderjnBTireZFyN2HONPReuFjgU2OymCWn4/Fw2NIsOQhOObKqHU+p7uLqelCtGsQ4TujgmuNqdYvuTnZx5BplTtuDNk7o8yRJHKbz9AYKo1I8b9+5Lpw5enD6vuu7T3EartZhWx3HsUvTdJo8i6c/HRrPC5irIW3HBKoaJ+/77//4/Pwpy3IzKuYqMw5dVz/uftYfy8vl12mychxe989tt1fD+Fy+U6olSzbpDxnvNdq8WX65Tl5eXKDDu7l8E0XJ5vJ6vbqKIug1PNct8gw9Npjko4tWBSgnzFPAqYdaElZqxkSrBiXSPMUtalCIEoIc+kbHICVTqV5JGfjeoPHyTCOFirhWGWVwBmEsEtnlNfawEk+YD3027mRqkGxGOi3BqdmhZYilcRIJwBruHMZpRMiRc45fhDuCY4dI9C+K34X2zHqXsQ5DwTDZpGw0hKRVP/9eWIyhvsTMxc6BMVoCHATTLcxxXICPUfvaWueM6IUH0CKOUUCQW5CONrtCtBw64tQTloKy2G3ohC1ECCeAjbYtGDAntiFA5IxF/BQBb7HKwDyUYL9EaaKenP6SdlmHNAgQQTRVIVTd0I9nt4V+SBhJB0paJRRzcP7/dxADZ/YpCThh66VxPd3LcGGFVtFHi1jje9j/jPRLJjaMeJvdPI3ns8xxbt7cMsb+h2Yamv4khdw/73/46btj+fF0Ou3Lp+PhqVHHTj1wLwG6Llh67uxx90PXbmuxC7zFb3/zP1i43of3jcOi5tTX9XdJUkRhMTEnDpfPj5+Xy4tBDW1bb1a3DudNu2vrNs+zxWI2jeHj011Vlp7nbjavgU4xJgyDzcW1EJ0ZgD8dJ9b1jeN4682csWgYhrappdyPQJ2vpaPGSbuuv7nIjGGiRSgchtEQ1UO4UXaVUs3lzasJqA98mULIMIJK97A/FkUaTnD9DcOQzwA7FT0S0kiHhtMszWPPd0aJSVwQATgMwQt07OCZkb7GixIPh/lZYYgJm0TsG/5NEonhGSSDvcI0BNxRLM3yPMTJhlgDaOGiNHQcT0p9OnRx7CHngEAmTaWiBPk0kC7FmKRMxoN3nxJNHUYJ44SlJX+nBQF4Ha0HceSejdwDRbdHZhgwPfz/MfUnvdpke5YnZM3e1ps97ene/rrfJm40GZFZDYVUMwSlGjBHTJmVVIAQSKgAMeRLwIgJEhKIL8CQCZVKZZCZcSPu9evub3fap7N+b9tmhtba9npUhDLSr9+3Oec5Znv/m7V+C0Z3P078thpkiLfels5INIUGElvEOA3gqdc6CNA7RZEEasKbpY/dqeuxv0WEQM9QVuzOHAe3vOf7qLMGxNCFoWTuJd6uMJSIHAIu1Cr5nUFhcRfGQUirOQbfAd50TPCHce61DAPVwneHggsvEK77YZii2GZE4SDA+hSSBUgDaIMMSQGZm7KbpqnrUOYin8lDVJIvxaQgZWffyAgKdq383gcfccr6+fk0jJpTXGheZglsLLL0YO7GEDCO8yRJXdformk9iZmFUZf6UNUlW1AxOzpOkqv9HTE2X//N3/+/I7k6lS9FPr+7eaN7GhgGVVXlOJ90N5wvn4t8a/Qgw+h0eXp4+qfHx+cwXHuOc2meJx+hfy+HT4NTR262LvLt+s333/3uav/q9avvrq9vNut9kiSABkEWhInejHlHxw7LHQE1JNbOczzmx/AYtOGizHYWWJ6NcApMHmw80grap3HhTSwqCBy9HLoRKQxD0AIi5l4IByRPYeYVk4cP6TQDNtjYcyhGdz1lfUt0JU5NxiGbhVWFUcoSwMNsnIX9iUAgdyY81naIi8GPiyvSoe0Mkac6xfxQ0vkGfa3dOkKvgX0mzXxsX9m0YriCRbklTwJHwFsEFyOX1f/Ff/6/FUhqOh8vPwe+DOWGWeazj43tJZCZGbuX4707u0EcxcEKZ7U5jYOndBuIPE3Wvbo4s3M4fdXzJYzcyN/3fXVsfmAwuszT/fXu3e3N66v1d+8+vM9XUShWUZwP2iRZNjtDdSkB2YfEfNZ6QlkmZdcNfQeYuzFDW1121yvP1b6fKKX6vtbad7ywqw/rVb7eXnseoguUGnSvozjCPBvIPyxnhBCn8ykIwro6OJNYr3cSujXI+cLYb5uhKjv83l6Pk0mzDFo7G9WNhwGvY98NFuwtpB/COQbVhFIQtvmI1zQiwCZzHt04lXGKyri+tFBsRij1On5JpP7MuhvgFce2vaMXBeNnhMLNiD2IEuR09T28dkqZHmmnWAw2bRXIkNldIsuCJIu6VjW1VtqcTy/76yvHnapLm+VZEkdd0wkpojTkAAzrpvOx0oPO8kz4UNaVl7Lvqny1RS6P52tjqrJJs7gsz3mabPbbz5/vkyiZnbm+1Nc3+wG9ULverpjEjfQ/eJ8CmBVnrNQkB28U+ZAOwnyzIUlCnKrAH6G1Nmge7CNqUz1ROUHXhPaMlxYDpmdnlpR8ILc9lFGIlxknCVn2OFdxRZHMwKEIpryEONMvjuW76gboHyHRxokvhKf00DU6y2IZsYhjchDutk5j0IW0DPSTLuDLI9LJURYCNkBMM1zyDLGhYxrzMowSYV9cxFPWFz4bPRC+grS9Ecljkqc/QhoXjhK1JXDkwxTuMsnA6g9x/lgvAeydEoHpVn8LdFtvwljiDCdKAf8VtKAU0yKQ14jQV90QJTKNRF2pfB3j2WgN0c+OZBqEJTgRLYgOMwBXA+5tEogX7iBSSbTualw5Em0ko28HquBI5LZXF6AyyPDAh0+a9sK6YIYS/iDNkTD2kwTtcKXJJF/4ixhVxMkuNBEDInGjmP4qjnd6pQeFIaaUCLX3fZejahAgpHQGMzWVajt85eMwBTGe33ma27rve4hhpPRX6xQ65I7NJCefg8Lt6xPARQ/32Pc91tX4WKwKDlHILpp253Iqr2/3jLIBHQdya617jXAUAUxRO05znEYQVoGPOiZxDD9GgGMB14PvjowVrmvcCbS1NF0PhPfVLgsCOZj56/2f5nlMkt00uZfyxRj31avXAcSlA3c+wWh6x5tw8cL0o+CxD2Ser0ajgjBu2rNWSJ8/n18GrbJ8lSSbXtfzKOrqEiZOlmzDMJdSVGUlAuSGHQ8Ps+uXZYkdvZ8cjk8hWlY3jOL9/kr13fHl67l8NgAmTWlyO84qL+Is3bZdp3vzww9/P7tmvdpF6TZNkuP5U99UT4cvszunYSGcvB+fW0yCe7Sgo9TfMvFcZqxlSVKsijzbbrLr69u716++f3P7IYqz9XYVg/tvlcZW24LnpiqPxWo9jmPXYZHrM9Ccdx4HeVx2+B6ymMcRLjiMBzGkxVLddk0kCXkzWG0QqAVhyFG6p7rBXpz2MP+mTrTZZSCf2fkuyy8UnRzcWqIyvjzOX9CP2Un8Nz6JzdEjmoIm1XEE7x6tEBs5zCBRkeOvsJJLu0mgUB3fuP1z7JjHtn0sXOCOZqvDFT1ODJh2aPBgOiidyThX2UnSj02OFCtkmrmWtd03DZK98vGx/BINP6PHWzY86FpJr7Hogm9YI8sctdCpX2oKG93AhbwVFFnawbdu00qkbO0DOQPdkwTos2gCzM2VuBqAcpmwPrIygWWkzeQJ/JZB0d0s4XUDO3UwsGLCKY3Wtm1bbwYEPU4CgHyhoeB8z36sKImYbE8b8DSCeInKFaSovizLL18eXg7PX+7/Q3U5vZyen1++DNo3cyVFMg+hdtpAStAK0nfrza6tSinzrr8MY5MlV3G0iuIwzuSbV789Hg9JnIZhcjh8vZzqMJJhKHf7/TB0gzYhIhm8zW7nOdGXzz8lST6aoe2q1XoF8FM7xUm0211P43w8PF/fviovRwQYjsN6s6rKap7dNEnyPBdwU4cGs6fhUp432y0GTSwGe9XEUVysMCWZp+n+y1MURwiFhDceFBMrayJSyFFKc6mAtUYQYu4AlQq4cfbRAqkKCn8i7CmhB/TfxjFQHgwAD8jbeNw8IfHAw6gMvJZAIGcomAmBlA7mPk8+WilMvSmW8cJY5gXIbV2D2gbKLLghcHTrfmCXgvcyiIL60iHjJ/EnzDtoqKKdDuUEhalca+OJRdQhizSAslwvSqFX4QO8KOgYhANZyjg5cYz6HqIAIugQzYogvhGyYaguLZ/fdge4whBTMY59pzDIVgBHZxk2ipj+KLhRmGyBHEXEKU+OgIMO+U8EaeLgkOHyIjvk65C7KEHWmYHVhWTMgQYHNBEGW0NvI7wGysyJaTdTFEsR+KdDje8XWFSAuV3HzXM4rsuy59p8hPbYQfyVZcLrAXcr5+l1EMau5x1enqFlcNy6qjb7mywNB90/PH6hJ7NMsjxJ4rapXYp7fSSZdbOjJlfNkzgc75Mk9tzYxfTKL5vD6fS0376SQfD67ffV+fl8Oifr/PT89dPDfwhkUKSvhO8h+CuUf/7zn3t13K53baNmd9Ljc92dA5lvN8XV7tdvXt/++rvfvXn7IY6ApoY2j4cQPWn4jgMgxCHx/aYLQH9FBAtTgq0ew55pnNPj6BigTQsjTJnBggJtCD8vHkET5BXIkqGFlQG/XPPCwEIKC26CJWLHCh/sJpDx6hJLadrReFAzQxgNnF1XcJ+MV4VnjqUfc4jOP4S6EGyPSPjDIc1EH9oIOemD8pIKd/ixA9D4lqAFzBegDcFIkZw8IJp4dcDjbTeHHNLZlGmeeqy20QDbuds8MogFwTzCd//jv/6f+o4sVrdVdej0MZLrvu/2u5veXHrVubN8ePjHocfiLU1XcYzeoO4PkVgrXU/jFAbrprs06pGuPFi/kL4ibm+vfvMXf/G7otgW+VYSL5CluzAM+77U/XD3+n3bd7qbGFGN1U0gg16by7lp6j5JE7TyTLhE+1f3amiFGNartVI9yLPGyYq18GYNjpAKZBHIiKGEAKPABGHhNR6OkLbrBjVIWP4DIb3zufNdZ7VOwhDzPeuwF5j3D2UJD04aBwIYSQxp4Hv25iSJ2LXjFqTvC7uyKBSbTYbNEsp4fPAK+712f72ZxvHl5ex6Is+zAHh9t+s1XCE00QWBWK0zJj5guqyg0gZ0C7V4B92OjZy7lK3vzJttxtsacyDBdz5fJedLj/zAYaibUutLmmRCJFGA047IJrAHCKeh2gDFuh9KvDmzM58Oz4MZVpsNs9b8YXSPx2czNnm2lV4QxWGrOuFD4ugjeSw5HxqJtBw8qkkW9s0Aj7UeojREN4RIa5wRlhng+Q5CVw4HKfwsXyPVNJaDHmN4BqCcYpQQcm+oKHHaehgGIxh1SL0TpIzk7DlZntpBy+JAZaqVgUURWqYJ9xlYHos6giJmfsL4GUUJUmgY7+aTdT/DQomm2V/09Oz0cBYT4k+RFZWK3FCxD7R1DIJidY87zM5vLKt9YBArGiZb7aEJMcScoGVUAOGjUgQIYZnzWL4Mmi7arEXX0WSMGAbohKHzNACuWDEBUgR9h7tfDek2hel0K6H84ZiNm2lKW8cBh5rhlA0DP8i8IHmCt6HroWRwpgBNFNySaRoK6dWVplsDuRKQ/+E2/YYWXDxC+GaDkHgq2HtmPMA8VnBHoQPFWgAkAMTHS0a6OIOeuhatC4yX4PeA3UJTxJRmYddp6ubcNAuwluEIwW4gkWPB/h+EGACjIXDHhCXyVGe0wZAJGzxtYKeUZAwiZgP0C1iyXMdonaYx0v9mSHHsfWCPzDDw+25sUHbA2gfUnoCDNEkSfiZkCdAZkyYyyxGg1+u5bvq66rESnua0CN3Jb9pqmqYsz7AQQpXjxWDrOYEQUeJ3nXl+fkZPK9x1sT0dXlzfT/P84f4hzda+h2ycJE/r8tJ2F1CgXFHXddu2URyui+08qzBcp2nEkRb2A21Xug6WIUEQ7a/2eS7OZfX8+FBezgP7Q+mmjpg2mzvsLc6l8F01not8F8frKIrTJEkS6YvofOrK+nI6PMzTEIYQIuyv9tgEd+b55QC2uOk9d0zz1TTqrsMWwJj+WH42o1oVd+Xl6Plenm2eDj8DajNMaboz2rT9o+uJaRwadc8QbUz34mBXFFm+KnarV3c3r25u3r++/bDerpIkiaNUSi9O46bpVN+rvsnzDWTEeOfQziHWDOJjRB57oOS36Ekgs8RsiAUZvQiE1k4OieN0q1LJgrWAjaez81Dcl8igmwS2mjgg2ETZ6CWEIVlQE7tB1Ha4JT3owSCa4iVtb1BqotizfdMsYixPXY21YdDxy8UaYGr+MCjLOGU2OolTAMYOGDGQPmXLgoXgwumyJSQtKz2G+bLiwFePl5IlqEW02dYRutZvJ4p1HRL5gCrckt6w0KNo0/Vs8LSLxCeqzuzfy1IEn5slgdpGb8FCsGgAEpkLCp6stIXwgKDLzhKPXYsohmWa9hmbT0yKMoskylwxsGFfzSh5/BpE++FOF8u4HepBzIS4eMT/eD4gzlDr2E4TP3NqMGYjkbwERBPQMJZpRS7CODt9rQNU8wvFTkrgEEZALxhOAJMC6NwYejuzJ7l+mRFaMKjhBeTYc9tW908///zx58enh+fDj0p1iGR0YuNoz3GK+P12fds2TTe0viuKbO947iq7yovCE/N++6bv2o+ffoBVJfCv9ndJGtb1SxDGIM/4GC9rpJvGA/gCL9KPxnEA6iwOXFeO2tnu9jLwwWyMfK3LquyDUAoRxlHUdWUQIPFsHN0olHVTC4GdDz+6vutrZ3Jvb6+RsxLF5aWaUaIABKp6tVqtbd5S13dSShr0/aZTCjMyErcocsOf5WH8jx8KNFO4pFqAvsAtg7OD6rIoQShnVXZKocxykAQYQNPYI2k9LyJ3hnA9YvgbnPMo1uFKwHjTpjKNcxj5dKNxjOjP1VnhisELTo2GgZE+T0LOUJDwwRBatKDTaLIsFoGrWvzw2LDZ6Yo7mKmuYKbP81AIH6Rl2mco34C7D/oRg2ExJdlYfDAF0cax4kHloBehfDADwwQOsYAdgmAriCx7vN94fznZoIV+jBJsFGA9GEzbDELAR8doZYz5IIRZEvbGluF4kHtwQWTfXDMCW2pBIOS44PmkQWtJA8hXYYRAJj2NTtMrpNqSvwF1H5CkkL1I6dUN0tJ93++1joJwGAbofXLZtaq6lEEctw2myGZqtJmTeLXD7C5+fPpaXg7YXnYt6BLtODkaWJOkcKdZD1XfV1GUCzm6Tna6PFbl2XM9reu6Vtqot69+bQfJu/1NeXn+pz/96248FPFrx5FXu1deMLw8HkYzhbFf1oemewyDIE7Edrff5Lcf3v3F+/e/ubu7LfI1svKw5kJzRu2uFR9ioOwhs3rSKLZQpwUBOPnsCXB6QasDUQL1CtTl2oEU0M3+PGpKXW24qM2/s5rJie5sVtT09sM8Mo3ILFmSS3E0Yp5F/Q72Y7Qvo9GyJz/6BWg4l2hohirwz12SG/DM4KhH7bfQXy3KzmO6hvVF26uHNSRKItvaWVqehYX6EiElNrIdTwuWhJh/0afo8kCjXJQuduYN2FwGl7BovFB4tRmZRng8Xi6CoMlY/o/+6n+Cw1HERg+O0POIVTiyj/x5s74bBnU6fW3qZna19LIwjJNk8+Onf9fp4+T0s1NzCZpdX1+v16v9+t2bV9+nebRdfSf8YNBlGMUKLrNaiij01z4ip5TvzXGY0Zk2uIhWx0yiyBEG9enH+yhOfSmautca2xWoPJAxEFbl4XR8XG2vhMibpsXeRoaDhjoZDIrZREnUNF2WbZI0toIQDRerQRwZunPY5wY9pBnOZa3HttZ5Ea42UL/17dD1ivPIGSU+J6WYDWAHhW0+840wDB6n6enx4Mzj3Zs7kJqaHsFDqBpNdWmartps16siq6sWjxAgNjhyIEjTpqoaY1SagbOYF1GUBKeX8nLpslWSRAEIcu3QgdUrzITZWN+1RRattgDgYh3vQLc2mbHXOGSZKTKU1TFJi3FwVuscj0rohiGMYYdjvd4WDMNxhD8nCfQTdVmdynORFQPfrigMqgsCx3DYDs5+jxVHAz2n7AE4djabtG16M5jtNkNSahzgfkanB1TPOExNpVebBMiaJRsKokkFo6OM4wTXLgMGaLzB+RpGgCggGy0QmPrQ5hFIwLhwngr4wscRxqoIBnEJnSc32JaNTjkTNFfIHogEfmp1j3EOy6C+5wRBI06DeUGwalqUJMBfjGtDdoLBxcMxns+fC8b5NlrKJudisUavXRAgXRoKQG6xDFujgSN2gE/GMc2ixY4CfyWZI2bypaC9nD4HdMJ8Digv8MiA8gU4QEw6gr8IJBXIKScyd1CWTRh/Q5MQxeE8TaCRqxFxi6RbosEbHCGdLAvhvoOVBeJytKxoTdEkQMLAXIoQc0SURz2y4k2WRohHx3RWl2foZKIY3jzLO3SBKp1s1FIUE//F2DvBTEgkU9OZRsEadn30c1Lh5s0BNvOmR6hjYCs9vLzgxYPowPQnoxU2AARaoCyD5xAjW47iIF6fVGvSApngwF4RNYjIXYN5DSmIOCh42WO3zP2rdcY6RpnNNknTcJxnzBE0nJ9wcEnIcLUalRqjFBxF/igAK+s6lcRhGApQ0WkHjRLpIPq2P9HvN8OIMrVdF0ciicLNNrPJSM/Px75Xq93WqCEMINRUvW5r3bZNp5pitU7ieJrm4/HguKIq2/P57Al/u13tdxvheZ++/FSXVV5kIfK7LvNkttsd9N0IH9UvL5in5nneNd04ddvdbRTkM+Jlp2EQjw8fGf04Z1khRARPvFFNVbbN5ermrmlP+93rNC0ul1NTNUp3cbz2wC2op1H3nZIiijCzu0yj83L6wXHHMMi7vp4HFHOdblzXy/JsHMzp9Mx5efB8/Kj6FvfuPAcidv1JmcswtsRpytBf5flqt7293r159+797fWb9fpqs12vN2s0ENzYY/SISgYPThCEjuMr1SAnBnmgsOgQjcDq0yZTuqA+aN1xJoOhPpNkcb1hyM1UOiw34pTLflzPWrMHhvIcjYzvo8ewShqMCdhXgTFIhQ7GiKgPKFwk0prVHhjjDqDqpGpZNwhWhTbayzZZOIoY3gi5gbV3LFc913SEaNhgJMxuwVfgxhvqZzuMhn3V3uJLXq8dUTMilbUhV4IoYvD2U/XF1pCdmz8SNmOjFCDwQyFul3wWL4d5lN22MWpi5jfELAR+ZQz74rdmTYZQK81IA+Oyzrr40E8xi9UyVKz/jn2wjWWwu75FlmSVpXZaZBd8iAMFRWmJAl6yC2GFQo3F/wDYBv9LaM8cIEwIqgN+AxND0k0Ft3a4wpful4Udg+zZS0v053bc4wmna41SaoZLE0wRFGn4q3FboyKEnASTLH5WDs/lJfKYwW59lECTHQTYCTiT2/f9+fxYV+3T4efPH788Pn95eP5UXqqqPwk3NnO/Se6CIO1bFQRJkqbeHPjSubn+vuxfnGm8u/3Od8LLseqHsteX6+s3u/UVaIR9O7uYyz4+fd7v3wRBaEVMCmu6fLvbbq7S43MDSie8fXpyzOPDcxSn1zeo0LnQxk3qwq+ltOmhlo/jMArLy9H3QYvO8oTKw1AGMTolmBFhojMDAhuQ5RuIIOACcJ6NNnUNHbUM/CgJugaksRGzCXgT+Anhp606VaxSX7jAPAonSgKPFsoJ1gA4BIQAMRv4J7ZYSF8UEA3WF21lILo3MoLMjpUcon0Rtkx3KGQRaDjRoyLgDk4BXKxFEVndMHZrHGWGKF78GKsPvEyKO72IGz+lDAaFYJMY5vgC2R2GiIFeFr4gpohBcVGIhwu/ymAcOQ9c9PHiptPExVc1QFSOIyJEYLq29CbmHmNF1rXAmQYMPfdB3pZNjQ7YE34Msg4zdR0X+WkCb1zfGXwl0ywjD5GAmphxjDKHtjVMz3O6GmRSbDXB/ADbM8liINygGUFhiZMNFD2N2gnf0JytcMWU5wYE1zTsQU+H4M8YPFRZlh+P90bPSZoHYfTw+aHpDp4Y02wVyXx2IZzP040D2rx8frlXvZaiOJ2e2vZye/cmCOLj+Wvf6Nu7dy8vn4bBfPz674ehX2W3jy9/+u79fx6EURCI58OnpjprXcFUNYXQz096mJC6586B5+JhK4rs7Zv3t7c311fvP7z9/vrmOgwRw8gmBhZQpMe5eJwo36BUhkAoDCBYwNBFycPB9R1Ec2E+R1Ix9/+cUkGKLBlZwSUYLBLIYrUTNCzcrLXYgjcdCsSYok5SFDHFHHbjOLUnPT5iuIttIsIyJrTQDcP0438+AmnDs4F7WAsH2HuzE100n3ZSRnEH9V6cp1A2z039t/x0AiAw/V/4VTx+7U1kYZx4WwAgGIWUASXcbAhxX87k5S43A9wKlF8Ri2jPZwsJs8oRQDefn78U6SZJkkDkjjdCvGt0WT9O85QEV1V9mie4m/rWv+iPc6eds9+bdnSaOCz2639xd/P+9au/+vDhe+Gb29tdHO8+/vTx5XBy/Eb46yQriqjz/QKSSI2EN28KmrbTqry6vkqzGPM7ykNAHDLeZr+xJBy7qcUpgfElXsgoybYQZIbrVdpmQV1rZ57jKJqnWJveccFj9Bw/TmQUib43l2O7IG6QjOAYEiBnxCRgjWDMKBg6YG/9rkXhGYYiDLHqxQ9shNJPYh+FGdAEJdcQZ4Eze7v9hmCYgQ+Ih9/LGM0UHEtR5GlKyXjbDGGMuhPqcGWiRJoxGjS43kDqm3GqOtfxqksNVG4YtBWG6EkeTePYt30Qou89HJqsyHzQKH1U9J4zBa4nmJA7OeVlDIOsyIvj8eRgBsPQXiY8SumfjxXJXSg+2q7xRR8ErhnkPIvL6RjGUeCLujre3N6NY6xcDdE5th+IdxU52oZpxJc9jQKOJmPMuZ5mHEzSF13bbK8Khj1OCDqfB92Pvu+2CLkKkjSl4AGzGBKxUJPhP3iwXRBoib2l78OQSleeENMcxkzPmLFOxLcgfD1rZ/b6qu8VFJtCOJauO41Tfe5xJhKyhLEDPAaw50rpQhPPVtG+wA59ZdQioulr29pxcNQCOMngePyAhlG3OD0Z2YlMcM/Djg7CQsbmIO/DwgGpFpndOUlBPMUlhGGbGLEudnxchxME1sgsGkewT1A7dW2bZVGSRfxMgBvgHB3TAJt4u+DBZpsYi9GSLwQZayLLojEmZgpvL5TPvJshVRoUVKYOZwp914OBNnpRRGn02ONjtpsC1xUzGMQzs3HN2LsIGISzse8QpGFdiy4LLY5FEUCH3Es16lZDTMvthOeBIrvgW8wUSG+aTd9CzThKji0RW4SJCeyi0MpqF+nBUFC4QHEYX0L8bDsBywWFKJdwsb4HdvD4UtqZq+fhUTbwZMwSnTOnfZOLqs6dIukZgxh3ri8IFXQgt8b2G6khs2qHeWSKVOQjzJZRE9OIdRAQoOh7I4xyJarHMAraWr88ViS7okIqzz2+a+lu16mGhsdlBJ9Wqs/ybL3Jg0AYyKS7L58Pl3OF9yIOurZdF1vd42nnnDtcbwvX10Wxa5vz/ZfPK2SCjfdPf/L930ZRgiTFU9uVan93+3L4abXe3Fy/d30dBEkYZK4/73bbeXKfn5v6+Oy66eHQmLHz/UBh99CkWepiDdXHaTiYujyV3hz8/Ocfny8/JOG1NrUMvNubN1/vPyfRNg7XD49PUeiDijVmb17/5unx89f7Pw6D9uZtr0+3N6+iOPj69O97dem7yT/n46gRUOJftfMfZ+eCOtx4YbAqsrvf/upf/e3f/KevXr8t1ussz+NQplmCkDkzwiwZCDBUreQbEZ4AZLd967n1drujRQcOE5GAUc6+hgs8LpfGeS6fTm1TpmmRJZktrfh50mZmBVuOfHk+AkAVxkJ6p8NLsd4Cm4bRLH7EvI5B6tcDNKKe51WVjhDjwRbIhyiAGi4kZY1mVtp4zkCLsqN7JgXZODwb1Wf3aWhKx7btQ4AEwKVYagEbm4C92Yg2C98L0Kw2MIX32EIugbKDQPll3mzjngxeYcbbSMeHQxpK0dl1AzuldpHGSmjgt5g+rLZwqhvMjyiFWAoQzK8xvIAVljprqKLpxeWebXaGEZNjfDtYewKh5nlwfJHwRI78jPm6DDFmJZwUtzM4OjxN2Szh/1h4sv1R2HWK8P2RNRoG1zbDHRUGqDl2tIxmi55p1EuoPGynB/OFVe5ZEgLcqj1gTlyPGB4EPCUhkBkC2Kic8tQnqQwBqES2WBjKTglIAef5dKwCuPUhiDHujEcRNf2E5Cu2nY7nhhjCovNxprlPEE+uewQ/ALLVD3ESvHnzAYAu/2/MMPW9upxAxP768Onh6/2PP/3D16c/HpufIQYZ40vvaOOl0SaKr7/e/7TbbC6nZ99Nn14ehBSX+mwGZzZOr8zVzUZ1VafH3e7adeZPn/94ff2hrqu6fBY33uODmp2bvq+bURf51TB2tKVFQRDXtZ5GLy9iZ56qspMhSl7dDMdDORbe+dRdXe8YcIMw22KdH16O81gKGdu1EkYS/hSE2Fa1jTLq4gnwxuMkgsaBqXHjONelItRegh3gYKzZtUOchRGSuHVahIiM7/X52Piut97EQYhcUHrPUKSOxjS1sm+KupgwkYOa+t6Atop2zjPz2OpxtY6zIum7YUBezaw6k+SS+wYM011nhtoQhZGZZo+/xi3PTRBIMMOGyeCuBAEb78A0da3irjgALptOeBs3NRkHNhtOpNDuQmjqqR6jhTSLO6SR4S+LM2jDUNYQFQYeOxxxkB2lKcyWiCmHzHuEJnTkuJkFOkTC4+QxHhZdDizDZrNPgZ7upyyP+w5owLFTbWuCWHhgtDPazsXgjN84akJYvplhiEJHuOdj67hOmgAxKhBWAZmyVkaG3uPDsVinGHsimxZHJdYhGNP5VXO8lFWSRF2nh6HrVOt5geMhzTIH5Thr63Kzy0Td/dMf/94V8u76XZFv3r9/1Xa6rZ0f/+kfkH8o0pfjgzb11dW1EE7XHaMwE546vtz/8PHfXq2/V7pEFzfF3739j8vqy3Cumr4M3SLNr/LV1cPTv1HmqDSq2UhmqyL/7Yd/9Xf/8u9+9f2vfTcRfrLe5vBtoTpFu0OqOsZDvvSh8cY5AINc3+m2amQEqZSU2ApgY+xiBu3M6J+5mwcsCqFPrjPqEdNp6r9iP/Ig/IZImNsRZn7iY7YJN1gUAso6jTNFEj4bKnQWkEpxNjRALsFwEQzxnSUclZEznD0ZTSGJJXtiZ7gwlu3FJORiN0Dds1BTwHHg/QAZBEf8i4AKWnQoMtCSYC/IBo7qZTK/uOKmXZpsrcVxMAJ5wOZU95iXAWdAhtzCG+MccLEGLIHwOPg8F7N7u7pHp+g57q/f/A+rSzm7Jk22jis8fwhl0baXcWp6Pfb6wPGrapFz32M/Izdvb35/d/fh3Zu/WRVpnMR5diX8WZvLPPfrzeum1nXdQ6s24OcRxxirKH2hKyfG3y4gp7y52QnpNJWapul8Lj1PJglWgn2vZihrbfaPyvM1mnhUybLrKmd09/s8jEVVY71nhsmXMLB6nqNV/4tWZR5nHxc8++/RDArIE9edtbJamBkHJ9MEhMT1zCmXW6xT4ft13RkzI5zQ96NEVmU1GrPbb7lwmKJIxDHGKiDFx8xi0ugojLYBOmOcRa7vtnVnRieKQjAnBmhcEIegjVItKiKwbNHQQuqNtE34GA9P6P2iPLhAZtKsVglcgi3+5WazhqJPTw0IKDJGCAm2EEiZC5mhZABBmSeTpBFXKC5SGMiDOh4fHBzTN9zzOoGQwzSWlzIKk8v5yZdeEqdleXr34dcztTpmVABG4ytDHSHgC2pdz43jYDR6s8uR5EEJMuVwzuPXpwgpARjaE06DABNQkplyDkkVJmfEFUFB4RSbxJmd8gy3MUVBGNRxyO7FiV+VyDmkqBI6Fhm4bUNIHSSCJC4EPkDV0PIR88bw7gDMQ3SYk4FD2ep4LTjBJtHbYCuYpkbk/kFJiD8cNjlMFscR+C70pFAZup7T8S8l346FHASckClhgG9IBaS9GpzfwWiNccOoBxdgUhkw3ZHhubh4OKaSILhQdYm/GsBGtyp7NDMMduY0EgI27E8HtHDMe3DUsnIk8JP9kV0OUMRFEqBA49c0YBVLzicwKIFMDdx2spTQYNuAOI58sFsz4JFgbDSNTt8q6ksxYeuhLJ1xtQSwFtCkARK3wLIdteA0O3XVYXsWyJAhNijrGA5jAbkWEUEhGfDicMKRN5hkIaHteBhEgCK7b5F1wU4SDb+UEoLJnslfZP4QAIM5K4BhRGIEuCEkva+Uc9CJSOSDFdcBYNX2uP/BcqQMD6vgTpkBR+REH8U0AXCHxRMEOWMUit114XKGqnpgcsNINI0+H9t5Hjf7lTNNVdlCP4z3YXQ98+rVHULh275TU9Op07nyPb/YZG3dRkGw26+6tmnrZkQIbOgJv2karWp+/lDyCNc3Y50XG606wHWPpzTZXd/c/fDD3w+mWa/2nnBWm2I2ODrq7nHUbtc3roMgvjDKmq6GEHTsvpkZvDxfO+7EqvSHJEFGelJESjXoJKD38Y7Hx04NSZwp0yK32BlfXr6kwdbxJsDr+lKPbW+e2+4EJS6ceJHjJJ4jPHcUniyK4vp2/937vy6yaLPZX+0+ZHlWZJsstxkP6G1s+W7MeL48x1ERBJF9C+hSwEiIz+1kjFqtc4ccI2xWwUoRoDFZQIRNRSAh01oUAsR225hags0wfWXeALBJQCIFElKRXvVQVvIXc2hKK5GlJMMLBysmyl9jowCsucay0bBMtrJ83LycsOLiJ8Lejl+t988y0mzPYDm6novkK3yDeECXCat1tS3OEk6IlmywEecARzZ4ja3U51tUCVTlEJ+RJW3jHCEHoKqdtE8cowy0JDmUIzab3gfNun0RqIG0DSFaqiVkBYo42KX4SSyEFQsJsOmEaN6oXOWC9duOFAbcb0Ipi3DEH8dBzzf3Ij9BtPScJyEXJ5A2BBgiTELmrBTeYxVig9eovWWcw1K040/gd41pkf2DSLextHV+yxQvuQ507zPm6LYVRHOhAckAaZDpVV7XqGmeyULzHFQaxNTYKwaQRotQxuyA7H4owIXvEWyGzDLXB4qDMkL8TOMk0AyIgwWI600ZBH2vqqY+PD8fLvePD19//PjvmuZyPB6ruhMirNoX6RRZtJsmOOj217eBl6pOQ7EJ8ueVas8iir97/5usuLq//9H3/P3+leo71/Me7h+ur2+x+5gMHDBZZuDlRzQ80r2jJMsy1es0i4ZhbNvOFzjsToeXvChU32dpAeFbgFMIVdGINuZ8qYIwzovUKPjilG48L1Cq3Wx3riNU33i+wB2K5WGQFik22jNwlDLEcHVQA8k9aJuhsgHRflT4lx4EnxJkk6aGJS/NIgAXasgOXW/umgFbMjiOoLE0A8br4Jx1Ogyh3On6gfwd7LIE2MJ9W0MFmuVhGIJjx4tpUgpdgVbYFsogCCKogmE7FG5dtbhT0thu3psaH3IYQzfgEe5NhZu1haD0ZzjwyMhcxCmhRwXY04uSEFodhBiBXsanF089ITGLcrrvcAW3LezikCCZGQIoZw6AdA5wB/BJz/JISFFXHVQz+BlpJgD7URJqhbLQCqhZ1TtB4MJ3o7Xu4GpJs8jyfnHHhYEedFP1nus0LWJFwyhpa7XexloPwpNZgR9PU3eu7748vxjEPuu2riVGtFAS3d69AmZn7Ix2zOhdLk/cm41hEHe60/28262a+vTTxz8KEGXl9d3r8/EFizuReWKKk/Tl+eF0earqs+qbsn189+pvn45/8MYiTfJa3Z/rz+PcO46/S77TuDZfPNfdrHa73Zu//N3fvf/w/u72fZEVvi/jNJhHh3YV6FTHCeJt6xHlQb6EiwD4ZKX4aIEYX8Gtj/C9gGos9EJoAVBpAMlOua89HCfqGDndAJVlnCAeQTQaP3Iu1uzZyEPPyr1mOqlZJtmdvy2QLLTLjtVwzIJJzrT0CGpNM7D5Z11q8/rsCIlCBnwvHIujbVly9yzk0zJhlyhVe3RSPEIZv9WOElDmglQ5Y1pq5aD4TgnWWo5XpvFYHNEMZjuek0UIag9Ls8hBOT3FQJPjUXu5UOxhXe5Ezrp/9/v/8U8//Vl44Wazr6pWmSoO08P5i5ru6dDw83h39/pdnty+f/X7V292MvDTOBX+JgxydOxwtxpnDqaxa/vjbnsTBsXx+LIqNmbQalBJkovAbeqnMFxxr41spHkeQPOPkiSLQcvgCvT0UiMfb9ZdV2fZZrfbUlQC1fVgBpi7XL8uUUtt95kk42R2Qe+AmnzCljxNo9nxGsSb90xjRFUPtbSZwghoY5yYnTZ6XG3ieZqenyCU310XXddXZbVarVZF3DTD6XhGaEmeUvyNlY4QtI0ZTM6KVWjDNweCPTzoH1CpF9tkMOPXT/dtf3l19y6M4uPzmSdRoPsRBh7pVZcmjgMZhPYuCsiOnyfncmkGKq7rpsnXhWRkMNOiwYkBJpjm6apsRjPsrraq17OZ1tsMwv26NbNbVzpJkdY6T9NuX3gwMaLtw9zR99fb6/LS+q57fbX++vA8jc5qlQF/PYK4leAnEZdlrwZdnl6E7xfFLo5DZIiFklIHzKEH1a/XAFH0Hc7NeUIJS6kns/JcQJzpSAb1MURfij0yt47SMF0Ng3aQUOauQ78IP6LmleB6PiLUJxiHaT9FriV6LQQNcfHCgGMbOsqsvDDCCDOQgLMTl4UjHpmhfLXSNLDII4sE0FojfsoBhxcxgEAISPrU4RUJCCaJ4EyYrSSJFxXcJhqeO3z0ks2VTbaDsgV0FgMLBBp4X0oifHCiCasftyE5TOJE9em5wOejf+SsywXUnisRGHDBGEAziXEjkyfQ/sGG6kNvAClIVao4RVKTpc4wagbPHutpT2llFO4tanIAibGCliiR9bmjfRm7SvgkMe2G7CFOpK044S6w6WEz7EMJGUJMNZ2M0dQCYKWg8SihGYbpktMq/CQlVLg2LZe0dGz5PN9j9sBiqw4kqmPOcXFhc3brdC3kOqS2+ONgoiQAk1DAq+kwEwW7F4sQnAG4Y9U4Q5iEzSR+apg4qEENS226KMqQU9Sr1vjCTZIQzhCSZqzohSN/BHgMsEp6cWQDAIA1N0ofjm1ZNkkabTbZYMbTseq6tijSLM/NgJDiOMMMw5f+5dJ+/fKlbo6D8cJwFYTxKk9VrxxvDGWQJjHgPUZfque6Vl3blmUlpBeGa8cVfXvuuwuQt0HYtlWW7hwXcVV1Xbbd8831h6v97TS7D48/9Z0SgTw8P7izHwUrEc5RlKqhKvJ9mqyfXz5W9dmdwzTLVd8DzKtq6lxizxWHw32rnlzXScJinPUw9E/HLwqUuDKWqzjcV+3z7PSrbFd1RzVchrG2MBt46KPVZrNfga18+/7db9+9eXd9dxdFMgzwRVv3JqDCNF/Q+eDD8rCY3eZxgmJKysgyb3mxuZJkchI7TLKCL5o3JkttaOmJFbPAel631r+Ko4MZBnZmiSKeQl9IJfEmTsOgsyxlSCnqNpDlbeodxkPL3QxeCBkPQYQBmQ3/sAYzQtjwi8FpownO5ivQY0EiEdOW2LjSTmxvXnxOkJ56HCBatMm39RvbOS6w7Ebeqr6XXo7YlmUiu7BQOLNgXbKQ2bgytBsxKsB5Vi4KSxveYnth1CsCQ7llNsqPEQYkGvrh710wLXiBlqxeu1hj38hvFQWtzcFjy7pkA9qkTco1LSaB/eSI9SCOSubEsHFCB4tzD6ArYB5nEWDXh9EPhynWfMhVJm4KD6JxzFmmmQgBjorMMKD7GieFbT10VPRA2o8Ayx+LZHAdQLP4kNim1doyl0Q46AYBecYAzk7Z6C7E4GAaUQbZcEBSathwsvLmR8F0GQzwHe64EIfHZAL87YCtY8xKKg6tOAgZYmMtBO5EpZXjjm3Tff708fnl4cePfzxVD9W5enz5OqhBeJthqlb5KhA7M06r/NZ1Pa0Onpes1td5thpHtVnvN9vruqratgtEIgNH6cs4uVLI66s3w9iUlyet5tu7d+hwknx2xqZpGVjXT+6YF8Xh+WOer6/2N54brDbJ4bnsehWnYZ7FP/38MZCx7zvrVYEkdxjUfdV3YNfFEvptmiZUD6aY7vsgghjv5fmYZHEYBmkB5hzqFvLWfB9pTH0PUKLjzEURxwlsY307pCnkokpBdOdgWqoUl6UeYx5mxwWdIQvjOEA52IPmjMUdsuNxNaCuQFk4+XDOB8jswdSAVT3dn01JIl0SSYmvZxgdgkfHKA5RQFNRDZ+2QFonhtrkxsEqiGOEjx/GSHj2WIRgMIoagGG71G2i3bJt6oCY2hFpAXwW4WBMwU7ve5NmkS9gUGfE+ZwVURiCjg6+eoxQB9BZRpNkERQNnZ4mN4lFFAeqHy7nJl+B9UXSGJzwvo+K6HQoHcddbZIwDJqmn5G1hXIoCAPVwy4w6D5JiwmDKbxfeZqFADbMD19f7r98Xe+2URzV1RlmrtHc3Ny1bTXNGnAjL5zR/0R936HsmeskWjvedHy5HE7Pnz/9iPmoaIoUEQiAmPZmu1/7Ivr8+YdT+cWqBpHVJVM/EIfzp6r/M9NTheuoMAhXq/311fXbV797fff+w/vv7+5u0eK7IUh7g7aKRPR19lofBg/U7EV0RVI35lEWNYyBQoRJNLUSHr5/yEVs54WEbQQr4ICHi5voDQ+ZkxCFWhoXX0oI92bcA0SIQwlPzT8RWXjbbZ/pLJJzRknbnHV2gIw8phWZrzvPH64BGSeGHS8h5DjGrWyDrkM7UbKNK1F2vDZ4qXGNyWOfZQw1pVbnbvFA+F+r+GAEBOpG+smZ3wi0Dzx+FOnThf4LQf6bORAZnnFgSzKbJca1BCa8lgLt+jiHLZLDtqVcMpLM/Gb336/qqtZfxrlZAKWuH4fr77/79fcf/iqNdln2erPLhl5H0d4Xbll/FgGmQaqV69Wt5ymsU0VxPD5HSRAI3XV9XTrF+hox6c4UhXndVIPpoxhz3yRcwwuESwuYiiRD3rHqTNco4PiZB60H7UsJyj/NtYCCIIs8DoKQ1Ic5xH4GJwawdi2GOq6AEI4/ArfrVCBlHLPot8txgN8wdOclCC1zBy4Lpq1SAoPZd+p8qbM8zbKYsU4DHC9mWq83SRqYcaprBZUjhHyY6ORZ1Lb68FIL6adJUNd9wo38pVT1pfbFvNmtpYC2u4dou8EFHeEQbFttX/5Bj02t4iTc7ZPJzC9PJxGESnUlgneC/W4rA+jRtRnSNBqhMGFGH1LVdZxCLuB7LlQEgzm9lNM0rTc5Rn8EyoX4qAiDgiwBn5nni/LU5Cuk9pVlD6EdIhk8ZLKP025bODNcfJfLmcNksdnmgfDaDimfHMLicVd973tOsVmNA5DNvsDTHSeSPfw8UdMVZ7Kp+ziOjCacDYb+SQSMZABfB1NgOxpmQgO29tg1KRWit5wwvGBiG5RFYJShq0R51w6kUOK3cqMFFq9P4S68BGYihcVpmn4YhyJPqLREX0pnCxMFMM+z9wi+Ehy7wocSDQQau4VgP0mwExtufJF9B5P3xHh0alN9FlOoEG3KZ99qxx2TNJkMyKIy8Ouyh+6ceY/40vg50CzEiTUvqR5KWWyzhCCtARtnHGoQd0HNiD+K+QPoXWEWx6kFESbuA7B5dJxIEfpNZT3oxsH5Hu6uc8iTFIDFg1FcoWAmZM8NwiS4/WB5Sc83fnzWioaQAQzMMFzypehs4DihtWEYIlfdYF1AjzvGpT2iNYC30lqnecyFJ4ZfASn3PEgR3cvzCg5teGuVQTvnERY3TlHkRSFeycu5CaNwdqClQacaiyiE8hmto+tFEfY/o3GiGLS0umwNunSJAPdeRwiQtbwNu5IlcZE1fVUr1an1Bp/J7ExFEfk+xM9GG2zbfK9rBz2YHlhwPEw//fTnzXYfBPE0mfuvnzzPlUG2327X6yyMvL5ta4CjBs+Lp2lo61NV9RPi5gLp+eW5XG3S6+t1lqVBCEzun3/8x3N1dGc3SVJwHSKvbcZPP/8Hlm4YzIcy04Pe76+3u93xcFC62m5fD0qfL8/n8hwn6zhIjGk8x7ieE8XR5HinQ9n3TRxlp8v97LmBH84u0qjr+vJ0+PHV1W+vrj7Mjv56/2Oa5J2+v1Qv42iEl0GRqnvH6eOg0FOjzMlxFDvnIBZXeV68fvP7q82r12/ubq7eXl9dZVmWZgnuTneG/tmDGtZHI4fJIaYoPFZ4fVuLFhYlqJ8xHDVBGNIBj9vSIs/sxJ1ydAx9fQGysWFGjpWjaI2ftTWyTyMSa+IY2Ch7kVtbqe0iIF7nHwn2QAtCVQBnr7QFHMkHvCEX/z1EKuhGSBYBb9DCMNl9LY40ZtFx2sJ8Dt7W/10y59Iz4GjAnf1tVcUYWPYpFiSA5TQXalak8IscNAbQAgAJi9mEmJN7aes1ssMRW0NY7TZQnHDEfXOWsBlbrIfcq+OLGQEMpI6NfHLINtEssdu0m1UoedgK4ruQ0uo2rIuJoy1a3lDpBvhaDacn/E7tvs+yWxYvyoTEl2CEHsmwlrPRDNhL8BfYcgffb1ogIG6EexFdFpwtBGaQ1slPhhtdeCtAY7L5rDaMGKN9O++zXwG4oANKc+Yc0KJHCcYi8bUcDGzw8CjKQMYJ5PpUCSAN2vOhETV0vxD9Q/LesmHg/Nv6RNlww1zKjBwbrex4jMAKAdVouw5PhrU1MrsZ8gQKiyjBwvQQOGI99L1umvLrw0/PT59ens4f7z8+PnyGDdCcHcdN5FaK8NIdXm1/c3316o9//vss2b57/ZejM8RxEkdFUWxnZ/ry5ee27Da7m+ubq8vl4eb6FTTk06BadT5W2/0+iGC9i5IUZJS5DsOCQedOGITr3apFeMkoPAESHXrq3vFDdxqLdTYaB3ulQfl+uL/eg3nbtnESQRMC2b88H2u0tZ6je2yS0zR08ZF4QQRRSV3pttVpFs7O9PzSBEGwKsKAN3vXagx6An+9TYzCgwRdCfe9Rg9th9Se9YozNgj4lerGzS4zo2nKLs2SogiVHpHdCQk+BoJasSzm6LNrFRRE0IfQdMP5BwOfZFurKIKJsS5be197jh+loWo7CPPwymAMjUuQ8mvLmsZaCT9zFBghIHBuD1Ewb2Fe9VpNro/TKQxlkiFti9tOTLvslATySyl6+vqkBD/seKgJp8HlN02mbRUi8UBDRXWqekVUD9Tgnu9dLjAzbzb5DCnyk+uKLFuHCTDL7uRmq7gq9fPLAZfgMBUrKOnaui9WaduUl+MBYmjfX282TdP8/PGP7hyuN8U4qShM+r6RIulUVZ17H7BVEwT53atXx5fn0/mrFKufPv77h6eP6/xVp8qb/Zs3b783ZvrTD//2+flHV+jZG9uuEkLsV3/lju6p+lNnnidncJ0sDmQcJt99/5e//92/ePv27W57l+fbLE8GDQAhf+IDY37s9eBrvvgWiYw1GiaE7KWQSgDfh417IQMcMzfX8dDqAdaFwQGZdiDycZBojyCr5cGxxrHXJEJIke3NAIHuwCEOE2V4ssG6bIeAdsvG0ZhrT5jleLfdH3o2HAgW8cLYZFSASBQTYEPYgwvFG08kezFwKIaGAx4xHB0QRlG9zm2h9QUuuQsoKelI5EHNVpNWFG6hCaj3EPgMyTLrYZxPTIiHhESgg4WzEUUlvk60u8A9AiNvkesLaZm3AzzeS79NZJKdU+JSwM/Ato1O6DhK+PnN9m2SFEV29+HdXxX5ZrtPothz50h4WdXUw3gK5TqNVmHiJCnkyadjM2hcuq06ZukmSwrPm7RBtoznJEKmgxnapsmzwgfwfWi6gwxknm19X0JaibUJfk4i8O+/fv3y5T7LwIAp1gnWMkorNSDNeVDr7Woc5yjAnMDa0PHbfUQg+NLPcuAijJmOh0tZVVEUO9NU5FkYM6iV29J+wERZIkgX0zsBmIQtuBFd4jmujLy6BiQjjILZAbm4rqpxHPe7nRDey1PddCpJwzAKx2EIA7HbZ5PjvDxXddUXqySM5flwGc1UbDM4KqY5TiReg3lsGpSVUoqhG4Ck55MEywoXu1ABQpIL40TfDpdT2bRnId3d7iaJo7ruL2UTBkGWY61flr2EGU+7zhwnueti/dI29f3Dj3l2dXN7dzk2MZZwUmud5XEYg/jnCwc29PvHq+s3Rju7XRZGsry0E7LsK9eZV+ttvgrLU9vrNkky6+jAOB+WUL/rOtf10ixSWjd1D8DgKqnOnbVkjGYE5HCEbr5tmjAMqGQY0jQ2xsSM7NO96buh2MSu69VVy9qLiyy4OBBIgJ8Lh1u+72V5RHgmOftomNVo3CQVDP5mHjE4b97QG61Mkoa+v+ydUIfhJUSQGtaiWL7T1ihhWVkQedDjAU5jWZ12ZoJ4KCqBmBhhMQSj6sckR4lDrwsERZzH4wMZp6ltwBQF1IdnB3gwMcovxOAwII/B8eSXeEhEXcYw6JQw6WiqHvY/QjWZoOW1Ted5XpaFcDYaMCoQcM89WQykLbZVVP/bgT0OBT7GSBT2fDFo02k42p3JiSKBHsl160tfXroYs0m3AQ4HD4bnOx0tl2TIu2GM2ZqLst7Ms6UGo172BYQ9dEMhw9QeLow7hn/GzvA65GHQCouwdQaS2sOLHiGtUYcqOPwn3riexqgPY855xIjUc2FqRbc2zk2jSGEdgdRBkzlGMO1gBmG9UF2jZegniRgnp20UcO0+OkwUlA6qW1u2YweoZ4DBeQgag0iJgCujMJF5gTRzBcmAJWvL0Yxt0zvzDGbMNJWXehg634vA0e5BlE4SEHencb6U7df7j8ILsiLZbHZ9150vL87sRnGWpKhd6vqYJrnwsaqN03jQY9d1j4+fZwc7zFXxRutzXVUvT/dBKDfbdYc60t1urzbba9Wr56cXGbiPT59X+ebrw0++8G+u3jJasL/Uh3l0b6/fj2a6VI9BEIdB/PD8j37gN2WlB5Wn11VzGY3Kilgpfam+9tDYK5uG5zrZJtvXzUXPhzhKwiBaF7c3t69eX//65urV2/fvr66viyKXEiE3Durg0GpFSMmfXCIW+r5GWAT+XwArkcbDyckhbncs2WGqwZKZjBAfzxHG9piS2piQxYsGXhFPbylwWWKmTsgHb2Z4cdD+YS4DXUYscU8Nc9u0Av0KLi1KnjFA4fwGdzyF3Hho2Xyis8KzjdbMFhwYg9qdueWcMH+Fjc1issMCz2PMA0JiAKa3dzPKf2oEoAqzpJRvSh471iXvhMqcb4Bs6tjZ2VqDxRLBAqU0zI0YgdMHy8HK4gqxSySrw4R+CcWt9e6jR7UAZ0snX3yBNm4BQ2gMZy1YwAY/MLwLZZMVidnTBqImxvpRULCo3aD+wyaR+Bn+9XZ+jcwo/CpKUJZ2bxkzsxnFGcjQKsvX/PYJc5ZnVUv8c/CjtFZFa2X/xYXIgTLt0JbKtbgcUeJZiTiXLchJmTB4nb5pmmi/gTgTUlV+Vcsknv5wPKJWkQv9NvF91pNsZbds2iE8gR6SgwCGBXHO9i0jixuA5U5AD4mPF6xocAzpxw5D+Dw9lGJzGEdkx4L8jmEBsKUo/SnxAGeCQ3po2cxgXl5ePn7809Pz8/F0eHj89Hz4sesvSoG1n8dXRXpXNec02iLRQPiv3rx69/bXvpc+PP14PDwaM5Xn46u7t3/zt/9RVVbDoNNkJ8PZ92VddrMD8cug1W9+8/uXlxdouSfQ2r771W8RRNyg5xpM43myLhvPm30/wtgdh+wcJ9nx5aK1AvMKiQULUGeax74zUQxwsVVP+MiUqqM4SfLU5bYQqqthams1cXCQpFIrjCMB3/ac69sNTDQzD2qGXA/j/PxUMRgaNTq6uEblRShDeQZwYc5XcVsPxqj9VeH7mJkO0xhF4CprDTiKhIAlqOs6DuOB8QNRgvAJJmtjYDcCugilVV4kloFkjQYYtYwzR8P4gUPyh2EoBEd2/jKOpmsGKd3VJqO2BSPUweAZ0GoIEMWMIhsFtzeneWQHi2Ek+AXDE+777uG5EgGMJBF8B4FSWrdqtU4lABZ26OFWZYvXcwBo+lKezTDf3V0Bu6IUvxdPD/3L86OGJhPNc7Hau15weHni8GJqqstms99fvTmXj8wzDl+eP82zWK2uPn/+qW2bQVUx+rJsf3WdREVZv5TnWg9tVVWX6jnyk2P9qPr+avvBmefj6amfHl9d/c71/XP1U3XWeZqPbj85yGMb57PjxHl0Hcfpm7e311evv3v7+9/85i82u50vhB5AlkNj5eADbNsmDGJnnjGuxU/J7sVw4IeRZFQSTg9AaBj4geBtTEwAYYZWCKZQFG5U8+E9RnPAHCbGm1OiyMAMVBozlE0QG9jGz3rfOIu3Onx7xnBLwemvjb6wQzkqyWeeZlZ8ScX4cqaSd4VfZBszykF5bYHoQfonJ5tWhW5PZNqSuczELGERcNoMMPuFWAIRySAQjFjLAv3OTBQEMhd3FidhnOVhdIXjih0jBBX4WIjGtV8q/Nl44azOwu700A3+AhKD5p/RcQxOI+/DzsUAVIALALnwwnX/k7/9L4E/knd/+y/+e6s87/omLzZ930/jcDp9ESIIwyKJt0BItu1uezdqFDEiMBgjmXB2PaMhdJFMvWy7Z9ef0qxwp3Qc0VgHAdSGZjJtcxknkxebPEmgOsXuYoSWep6aUk2ei/au1nGG5i4IJG5012mq3nG8LA8OEEmGxSYrL9XpdMiSVZxEHKKHwLtD9NgRAI3bOArBWRnBbPVjOOWcthtcZ+qafrXOgkiCFWGcIJIaGQmcI+LRmfsOyCFawyEDszFOI9Sr5nQqN9tcBrJr2t22CCK/bYfy0nvelBVJU/dkroRBIIV0AzgJvXGeq0uDmNQQSUTCF3EWI4TAcf0A0Hyk0IQ4ifAlSO/x4XC5HDa760BSnDDhh4dZjR7yIhZSajPUTdO3bZ6vpQyb+iKFCwdyP2x2O5rklxVulgVd2xTrYp7nw0vZtTpKEseZE8hKQU1Ayc6tjuN4UeRdTlXXNetNEdBZ5fpeU6MarqsaOm8ImfwwwoWBySt0RXjm7DB1UKMadBAIm3EXBLJthjRjyJ2DVgFgtXlqGiypEINDYAmakzRQ/RinIcBcTEGNYl/3iHmNbL+K6DzkuTdVb6fmdgvkegIncgA0Vq+w5RPwx0E5yUQvvEFYV8FjbQ8ONwDYE0TpcQbfGVhw7CQ4S0GIIgTAyAuCvET0/QCzAub6s5AR04ndiQowS7ezQbG2zrHR3rrXYSTwg56Bx/Qdxw9owwVPHAWCDLBpBA8WvBA5AKE5rDYZfLlUplmctOd5XT9AnIzHRmDtPMwEYyzYmwnVMGfMFnOHCmZSHD5hioGvH6m7PGgQp6H0EEVBHEeuM+MSYsnLcD/8sGD/hYET/+xR0UplHSyGaAAwYlqA7MBOo24AQheUC8j7QDybSOHDUT46QKGCwgfPHnSz3jx0mI3a19l1nfO5DUKRZljh4EZXxpcw6gzgrQFdCFhON1rFP4Vb0L5CGioh++laA+S00QoENhy4VPxyAuwhimPCLnoYQDKdsyzMwRSZnp/OYRignp0R/vHweFCA1gSeBKoXxmsEFk1B4PVdK0W82qQzhjUKuZpt6/uRFwSD0fx8dJqmTXMeZyOEv1qtVT8+P3+No3ieTFWd4UnOCo0ggrpt+14169XWGHV6+SpBXofJe7e/gW5TRNPkBzI6n47j1Oqh50xqrJtD17QI85WpRj6nwpZVV3ZvXFeXvmvcOdps9whymKUMwsPlU9l8HufSvs5WUUj8mV+kr26ub16/ef/29fev3tyl6Xpd7GPIACLmuUF7glcA2F6EUHou4pIZ4Y0oRTsYJMV1skp5WmWW8h3dCWpxm3c0t02VJOAt+56P04MQR9cBaRCECUTMw7dF9aMzDNBgk/zBiILF8bAgypDOSmaVL3zd9dZlQa4aV0Zs8PDQejboE3sbG85LA5hNZaQek9Yw+hmWiFtYsqFvxsdjU3IhOYGcemlKmBdqVanWRoIdl4viklevh3OADyRaQdsFWiGZLR+sPInfr3Xrgz7no7vA34SWmOhJzJWtnNMqYm06H0888jlRZWJDK4TlhVK3yT95HLCj43bLdj7UwQI/aD8KnIY4J3HG2sBANuczpzGsb5B2i9ecbi5Yna2bjls+G8VCcME3bSq+Hho1qYgjfJXfKb4A2gOpUaCzlHY0m0VhlRoWPU9WliEe3ZZMS/K6xaJaLjlPDCp3CU+XSOSzKdVwvrC6wpfzyxp1CTOkGZiJ96gLqbLyie+nn48UPyvTUKAP4fGicNRKQxc3Dj8rasDgk8QUD2cZpwJUiMHwz7MXwAUbPk4N8qIBJutrsXDisMNpSQWv41CWhgna7Phd11SXum7rsnx6enp8evn6089/ODwf+qF15kDpdhhVFt1s8ru02Aym6/t2u3qz316N07heXT8/3cOxFsXH05ditdvv7rI8Kc+165nD81Mo17ubN09PnwPpX13f+t7Yt6Mjpu16S9UUOg+mKeDGNNN4c3MTQJ/gg3Ck4LiWkaguqq5P++vraZrPx1Ib1Aw4Qg0gm74MGD8QRImYp7HrzOXSi8ALhFBUy8N9LaYkicjUwfuCJIMolBHS6o4vtRkHKbwgCnVn0gJFRVV25eUspZ8kOa4XvIaYn+ByR7BQ0PetFBEwmB5w3xidDzBZgMsV4gYf9QS44+BEMdbLfHnAodWkCajeYGEb+vMIdgUOOHxVEBfAhSFBHR/HMQzxg0IWUascgLiIRhtMksZRjI3lOExhiLzDquyI0Ayss3F2kISEhj9w59FNkzBOI5xC0LBAlDRNzsvxbIZpu1vprlfwg7lV1YaRXK1TFynzXds1SZJdLqXW3Wa98315vrwcTveeAz7+PGpGeas8vzmVB4B8Z/9yudBgDzHC09NPRbFJk00Qu8/PjxMY9Zl9fo+Hl8fTH3Q3eE4cpdHN9Xdpmv70879+fPkJ5YmfzaNTDn+eHRMHxeSoKNi8uv5we/f2w7tfv/3wJkt20o+KIiMq1umaVgrIQlxXPD0+en6YpIlWCsDjANxEIMexjFqIx9xx8dTyIdKh6tDu19Ff2TMKHfWIkgankHXcLQXWclLNmJQR40RxFqiqcDzBJ2IGiA0JY0chRLceBlXIpUJsD11yPDqo2EStNtErZHW8lEWA50HtAP8+WH4E1sU4lzFFo0eO2AzaCha2p8VQUzVKQx3DNbhRtsu9X3za7NZwPAJmC9K7dRJaBgGHZTxXGWRlL74lK8taEBcQC7tTJshjnGZbZdsi2m7ZUkPtQBMfKTURy4j1n9N98AyN4L0L9//wv/q/Q/HoGaNh5oXuVvjH40uR5WwXR1xSbmi08rwwWQVRmCFMxlSOq5wpOZ9PSbJKk7jvy0AmMowOx8/w3U3hBIIDrwvPDaSvtGm7Ok7jwA90jwJXRhjWQgbdDRKSblVVzex4cZxBa2dgDcLEvRuoX8I7hhLZGcsLIgF3V+tpdM6HBrEwK3jzJoOsmA7SAbPZZloNdTXM05im0Waf+d5cl9hZYbkHmhvc4UEAUezAtgHWJk4lcZRMJs0jhLfgAsMtonoorMJQzlBsJzazUanp+AxBtgyAtPIlRGhFkcTIwcS86XisyrJM0rTIM3g0RuAHgwiGUTBmpDtoDEik9JI8PJ/brquTJCFbhhFJTLWGYICJjpOL7OmmbIpVMTrz8/MxyyKEtJp5tV7FdIshdM5xy7JC7xbIy/k0GS8IYiR9Cy/NUtX2LJ+wMdM92I9Kq6osHW8UUry+vXFdkGaMGaAhaXvrZZDSS4vIddymVGHit7VK83iencupjRIZhH6ehX0LbZ+U4eXcFtsECx8Gg+JKhIPLuD6aCpwCLiSg1liCHgbuONYKKLtHpKv7noRJHQVl35k0D/oWen2fz5INVHVcp2003lvXjSIMEezwmaRKyLKBP+ayj7kOCOXTFDojIwV2Fwu9hWyH+HQP9GJDPiSQMDEmlwDkwFvr+3YuiOwd7gPtC784cLgaBOF9KVDw50ONhjRwtEPQQIIqgC+MywiBI2AawFO1yD2suyHoGpMs0Hqu646Wa/RXPU3eiNYVLgTcrqd74HP4FDFxB0E6ZtSQQGPtQdW8dVdJlEE8yIA2xXwFCD6IZoe+054PcjekL6iB580qtZUVDS+Yi1v1wqixtbGJGlYIEQIMsxSXgwZ2JUmDaeIZBGWOxvmDyShTcSeoPQHsplIXimLgNKBM0No0tfYFXoE4irI8pECIAdw4W63EDl5K/Ihj0bT6coap3Rd+FAdtow2cpiYMgXrjaeOfT5colDdvroTwj89VC5/t4LlumkZxgjKibjoDiyZ2fXXTNXUnhWjaE7fZSZZnSZwCfYaIhfpcVnESx0EYYcNvuGAPtWpmZ8pX66auf/rxT9MMpMGq2B5e7lfba6PHw/FZDYdAJAOSS0Ug/aY5NnUXxVHb1H7o+F5wvX/TI3YQ78Ls9l07pNHq88N/uDRPr/d/IUNHDWcfaNzudHk6VR+ln+bpZp2/mVzz89d/zeTqfobd+tv+xImKfA0YzP7u3ZvfXu1er9ard+9/EwTIoogioIB5n6L1xa3AxB/rAvddJ4gDpbE8JxfYYZNFLwFGsDPU+4Gsy7JruyTbQJBpM6q4YHcciFuaBtsAqN+xXzVEqmC6abmSWGShbeCKCzhWvju8FI1eUCX4NVwOsWsakEkLESA2Yza5zqZl2qw4CyzBGc4ASWxj0DNAeQiaGmtym4Nkp54k02IEY7V8+KItkoSDPRyuALmN1n3qIlqAOQikN6EHA35tyyXv7QABAABJREFUYfZaTz5XiHxBuOf0sXu0a6slUdTqheAo44dpDxobSobfCZWRgKKVlzgjc/GB89zG+Gy0HyM/F9sXLXs3Vh6WOW6xLqhAmOxitUY26p2Z5ozjsxtJbu6EDGw9BmMb1DdoUCxFyeJduHfEhpx1Ep4TRttYHSraYAtAs5EVdjFmG0vO3Whl5GtrlRFApvNJ0hrhPXYmaLWydhdnpeZLViHn2RZ/ELCPQp0EPiGlvFzJAVGBj41gOp6w9odo+2tO0+0HgrMLik7qIBjOYBeDts/E2WU7QLuwtamNTConTcEyD6jmclwIixZzJos9W3F61LdDlIH0bX4l0MXgtxBCw+HCYLWsmK0Q6+3NM1aWdsjYt11Z1afTy9eHL/cPf3p8uv/y5XPdnXXnzlM4O2MYFNviLk5D34s92T/cf1wX74pio8zFnabd1atNcZfl+fn0AACETKZJj9rUZeOKuciS2XW32y0RBk5dPU+My1utt0mya+uScrvA86Y4DtI0x02i+6ZuozhmkKB6OZzTNAuE3/fQf+YZQHqe5yilTqcuCjGSS/Oo6zBSxDdyOK83ebFaCd+rL+16VwjhtW0/jVBI+SK6nCptVBymFodGD3N/uZxHZ7q9vpqgu8btGSWh56BVCGMZpzH0k9y6o3NDGhP+TD2M+SpBVdkDHyWFH6eI2UDoOtI40VSIwK+rFi8RxizcWcNNCs8hJwOe7jToOIjqCUSAR7opuyxLkjxsazXPU75CDdP3RrXA+2mlyqpKId2P+m7g82lY2oM2eX27dcapqZooBfGj76F4DGL/fCqd2b17ddNV7eF8HI1z+/pK+uJ4PDpwqicAlbvO4fkwjj5Lr+748phlqesKM7qrdTgbVwTY1detLsuL0erh8eerqw+X0+nqegdbhzsPpq/Kehx76aWdrrVpjsfHNFxPTne6PM+ut929Em789elPvbofnbPnrITnZllUZFdv3v7q6urm1x/+7ubmdrvfTcbp2w44ICRhyK5HQe17cjJT17Wu6222m+W1A6IMg7y+w6wcuwSGt7o4bOGMNQiqRZ9mM0UHwpCTHMqjEa4/Shh58vAfcEoHtlUmGtBKee1pZzVWFtxCJBOmP0CDYKrnTaB240TFCUzLrj2R6AJwAraszKKcfSCdrZqJEXxco1mYsu3UlpgEMmPIK15OJLviW6wH387aX4T3xoJSLLULJdPgCsihPc8LAum4gKzy9y6yBqRnSyQNcvjIcScOJRvwZy3T6IxtxqqHMRbmWRyzTwxowNMcArpvdSJWCoFlox1jcaVJHwE+2BnuabKscWD/n/73/y9nBraraZXrz6vV+nB4/vTpH9NknaRZGq9BYWovcRwLP//hh38XhPHNzbs8zx3HfP3yUYhod3XdVBc6fyLBvXbXAWnujPN+v1mtsWqHpn50VK+SJIqxZDM21no0pjy3Fm9DnS/kQHGcWP7b8aWNE7jy+Ck7DULYRJqEZoCsHKTBQJRli1QdrA3RMwRMa0V2DaI5MBeHPrDFRmi7zaD1d5xR43KCUOqMgu/6bg3D3oDMl6436KgFQdLT3HR9eal3SBOOVA9lYxiDs48KH5aVIEz8y7lHZ+iM8OtAwDaFgRdIBndKv20B+BdCZEkMzhjG5Xi2hPAiCCy7GXQBbB1JBDW+P2ZJ2rZKY78h0wxhg22rttC7OlXdg+TV65vbvQygiOO8BBMTrcb9LmVdAuXJ+XyJU5iXThgyAe4yjMP13a481r7r7W/X6AB9wIulL7RRT4/PWbY2o7q7u/Y8WK4xwPME6iik7nhd1yaJ3O1WfTc0jULtG4fG4CLP14mUAFiREADZYVvrBCAc5bpOXoSuiw0wt8G+JJIYzzTFNnbfbbusJI1kIMozKM7TiLkd+nBvbiqUhHkRjSOPEq6mJsOwEQAOHBv4RkeKQUOIbSFw3nSAMOMdnlen74B/jFIE7EA83MMyNBkTpSGbBUw4mkahBGcQH+NZ0NL4vgtLIQoCiH5R7TIqjJthqEpswso0wtgmpdAARRAAQPYXc+fQ43FFZu2pEGcYjQRCcoY5XR6s6chD2DTmlL0PmRly8xZwE+QTQFdHcTAAQmQwcp7nuqy2u20cx1YsFYR+1+K7EMKDhBJPK7KMrOkYwh5ICJCYN89zgnhLMdKgLCROFk6kxq7WBslF0EXb7RM+Lt9X3ZAAWissF8Gyp2zbYOdbpGXNCp8tPvcokWDQS/TUVdlHMUbwNuqUwzZmjsFYCClyEIcU7+HbbWvET2JniEkUNKha6apWx+Nxu9tmWeKD5zZUJbZJ5KNI3as4jqaJntIkbNF5WuPQCKK3M0chllTgwikArcMIeSSqA2r1+fmxLi/Xt9cVwsdl33XgTon4GekIJo3Xu6urMBBxHMRx0HX18Xhp2w5g3kk5jtu0x8Pp3gzqb/76f9DUL0pVQRAcjo9SBufjKcKsO306fcrTfLvdXeqXLFlpDbv+5XLs+zbN1qticzo+C99r2kpP57o7R2LNMNyVM3laVcfyR1+0GO9MFed9juuGabjZb15//5tf7/d3N/sP19f7NC7SNE+znLomPPPo7rCfxKMbgVC/MEc4AqSoBlcY3FDGmLaCEXoJQKPldeltGLTYs8mOULRhAmowt0QmgU39ZjcypVlkg0lm6L3BMe87PLTWEQHpo+OFMSf0kG+jzVmSvi07EjNyvBGDgX13HkHWlhbBvoyBUf9DmM+UBFouMZKzDg1sfMbZtbZuvrDQoZBsiWROrubs9NOu5KwLwg5IrDDSw4bZFQI6CxrUlsWp9c3zt9qYQbzLmF9gH+XMhjtT67mzqworhvzF9WH1QBAR4eqxuJjROJ5YYvSsXpptL+bRwgcbCZAnzmnszwIHGptH29Ba0B9fPfxnZk7gf+x5YtePZJPSoM0uGAGYqHHscQJZETYh9g/ALAbDMqvGtD2etYlYMwwGT5wfo4zDpovf4/wLv95+iNycLgEWOGowvJPoxJAmy0A8XBMkXSHYRmCfadPPvi0Q2ccSSszrhFY9AXk55v08uyiBsTw6fF/8blAdAg3H+TdS5izPBv+MfTX/GX8FjBYDOk97an0byNuW2BogGY4BeZXdPqOoCsMAnxZVLdiuIHKbC1KuLCEJ47wV3C9c8faumKldJ13Z+iT5rI2EhXKIQJIXo/CMNlrrtiubtnx5Ov/08Yc//vDvHx+O58vXyYE+Pgq2anhK4v1+9burqzerPP348z/2/bTZXn///a800nOHKMbq/vBU7W/usix4vP8KA6o3v333PSNk6rp66TrYejfrXZbeOq7qYfzqJqebp3Gzud1tt+Nkum7U5jyP0Wa9m2bny+fPcSa7tnn39t12uwcwU7oBj/Gv918G7e6vr4CfbFsCnqIaPAKRJMn+atU23f2Xr67wimIdxxEQAIy6honOD2ToNo1q+z4SQbFOOTMFMS6SvuPPh2MrhRMnMRj943R4/Hp1cyOkbJremClJAohSEWGPBwvu/Qm2DoyxPC+KgiiRl3MFPTAPmK4bXBchK75whA9prgwg9tEKDhQhvK7rsyxebRLXcdtW9d1ALiLYEIY32gDenUqzVXl5McMICWUW+j7g276A78Bz3fv7+2EY37x9jU2GGk/nJ2d2syI7PJ9oj0w9TJzx9jetapqnYn3b1FXfdWmya9sKNJft2nXHvhvr9ikJd/jQtMLXoLXri6fHH8d5rC/t7e17z5+vr28/f/3Hvu1fDo/zZIIgfjn97Dn+r97/S+EHp8vjuf7pcPl5GDvfWTuOHp1+lVzfXF+9uvvtu9e/+fVvPhTFJonTKI2aqj8dLrBoQuOqQWYymGJwNIyXK0qjMBIdzaJB4MNijaMLAhzHQb4u3Tq+hFmDI0XMtjhAgsTJi0DUszBFkPbZ2ND/hv8Ws/wBVklK7emwtZMgZPlAGe/LwOVyFXNm/HbqNHF+up4IMH2H0IPyDRcZd47g1AxvMTE88MjxVPF42JKJiIOLY0TMvCiv+AZQob6DugY7q7fXCIME6RbHFDsEidA+zLywbCeHUm2ZD1pG+YyhvwVZUTpoPeEWby4ZCAygAzXhDpMBbVAf/krO7NDtYnXGz8fO9Sx4AqugEGYb9IqYsnGSyv6ZfkUcTDZ3YMEqI8VBGDMIQNs6Lwo3iDEE+LGfR/P69n2aZ4PuJXgVbpaDOjWO0/XVq17XWjdo+/FpSBlKM2iOU0OY9MwY+IilDCW0HJBEIizdIDRtdgMR4pSzercBkmVcgFSjjpMRvkD5Ozl9bwYFpnyAChi525dj2bU9+BZhJkO4M2zUTNfh+fF8oXsVhH6ciLpssjyBtrCGu0mwdST5zFNoArnMpTpRa/CIkxmudlAfGQaI/QOKXGdiYKjvzKGABHk0yMW22yHVoc7WqpshFwSFsjyfoiTN8qRrAV6P4sBxwNiNPAdbOCMCRMRS/s6aIZCwffv8QSrI2voWITZQlkcR0r05M4A0gn8g08QJCkOcAIxMEb/4aJqqh6+f7t78ajZj19bzVdHUqi6bOG0H1aEcAUd4SrI8h6kMZnQB6tRoGIxzOdWjMdurbSCD9x/enE7lALOTqcuSkSDSaB3HOUx3+OlgQ34+VnXZZ0WG2fw04RXDt+Kezk3o90macLY9+wHNNjwFYMNzzGhmnI/S7xsN1Jk7oSPxEHGB/DduXLsWXbpicDbzXuGS5yQMQLBpmlQ3TKMYHEewyGtbJYGSB9u363RAG72d8qKnYHViqw1rY4VBETUTGfBcfHueExcx3Eod2HGewEgGbw5/s+UcQU3EyB894ImyCAUAncehazHqo2MQUX7sPaCJdb1JSCDFrNq7bwGUD6O57+BdpEHC9UZHem5eRBrBXKgWqEgHPAJ+J1Z0djWBBdoInQlERBRS8nn2x26kQlisNwVwisAw+AFRNH6C3S8ExsyCHww+lyAKaJnD4+xOrkT1w9U2mkIMtfoOlGOAFbS2WDyQWqipDxFjhR04RdrQkUpg9CaDBxIbVBB0Ws0m381WgJuBUUEfkQwwt0NCg+siISM2wGORie96U5RGA0hu2HMCKMcianI91ZlAepJsD+BbCR+OI/n29ZUzY0ALtQP3IZDrEOvc97pYZ54b4D+SXRxGoQFWZ3B9tzodjhrBnLZ89qXftG0MzWvYdv04Q5/S9vj5TAYoWxHMYSr3m1WcxOvNBuWp71fl+c9/+up4gL48vfzctqcPb/+zvFgfjl9f3X7w/ZDRi0VZmr6rrbEtjhLP99VQxVE4z+bT1/+g1PDifQm9Ddou6axWEII+vfz8dPizkJMx8JTGsuj0yRHGm3SvnuvmMDuNo0WW5Gn2YZW+en33fr978xaKzbf7q70vYZxgVoKDAxePFGeWOGJdGaJ/sNAwjAO55AIHH/0a7jwzKM5h3DCkN8CuAZcYIqj+BjM4jYXuJLRxcjNjmUzTIGQAowDCwSYfomjunQyigW22OHTguJw9Y2AB1QOHsjStISojhm8HgwACUKzYD0oH6qjhp+HaznFhyrX7O4jlGFS0JIEvfkEyA9iO4r5Ej4bnCfJI9ifIno4ga+SVjCuWnQ5uS9J3f6F0km/JccZyBWNQ6iNjksHN6AMoirc4EHxE+AwheUXT42FwaTP3OMeEAIFoKHLasbDET8K2TFSfYslGu7KL6FRDAUhMkJp90+3PFQcRx1cIEMZcY7HpM9ianwIySCylwA6qbXqeXZjb3AIqmpDYxAgffCMiAG0FvEx4GplqSEU32hH+PBbfOT4TuqWtzhc/K8gZJof+EDCloRaVqGOQsEwpEeAphNMxoYdeGXyF2nh+QNM4uT+URiHrjIouO2yn5xIWID4ASNO2Fs0BhHyOKKDCWnLtLbaBa19L+sEGlz80G+fIXwn+JwxFiEy1Ry3mfWiouTylkAyfAG4HPHtcYOILYIdMUzLTO5wZCAfuAF2YJHGJEP9IbgP5Ig4alnnyRmJC2OhZQeyC88MXb3lGrgP8JngKLhQcYXy92968f+f+i7/5V1XzP7qcz58/fS27h0+ffvr46WNZN21dfWz/7fP53yZJPmi1Sn9zvhz/2//vz/Ps7PdvHM8EIhsGVdaj5+2lDB8eP49m3O7vHr9+NnNnhjYv1nGyCWRWVg9mrPt2zLKtGYNitR4H/eXrx/PpfPf6uyRbPd+/mLGNo1WSijgKgUFX5nIuh2F4+vi5KDbr9Qp2EuCghRmxr9tf7av6hKmUO3/98Z8m9zfT6MRZAnRk1wJ1C9x3m2YZNI0aMV5xHORp1IJy1wW4PcXT0zlLgqKI16vocm7PxwrBxWmYZgVcG3qQQQQfpULCGkIlha8aWMTg1UShgrJvdp3BDEmSmJGJu1kYzj7jlKCvh2pFDwKxAUMYAW09mimOZZpHoJICVOYLZgCejpDSoyExwC8nQPzJoU96T7dK69GkSTjCuYAnTRsnTddhGNQlrODAEYFqIZqy1RoQASYDA840O9Nmu5mn6XLSXdMX6zQv8l5X1F77UZxq1QaiaNvT5eKW1WNZtlo1aZo0fS08+fbtb4v11ozlw/3P//CP/x+MhpSRMhl0D+WnmD4//5u+75uq1E4vPb1fX+02r3/9699lWfH9+39xdXXt+zAv5CtEqGmQM/ooFPurlVZkPzohk6vAKfc8AGzsMd7VQOtG3MEIh6Mr3Cvg9CLYycrg4YLm080IUL72eNKR1oCsY0a9kPHMl5/niTEOM4EDiWOHr6QNGkBmL6N7vGlC4WrbQlbEPmLROZhCBzh+S6DB17REGozD7Arr2IRDB6/2SIA7xUeYBHHvRvG8XdyRTcaZ4PJ2WlQm/9m6imwUqx0koT7E+MkO8Yk+/iZut5sY2GJQi5KgTk8ykyOX78xSmynjR42K8xPdGno/61wAFArB2jaGDbFh/JdYY9rCUmtD/TAKJEonbN764p1mi4F23LoH7DWGX/Df/C/+zzIKjfZGI7VBkvFqveFXqPq+DfzE9cQ8CdUr3xdJFj4+PnZ9mSZpnl91befLOc+yKAyVUl1nEA7mA8xgBnU6X9K44NwdV0gUIbe6a3m9UAxDR/48QOwBbttopvPxPE7zZpPHSaT1WNftOExZEQdWRT1CopnEAdFY2I+VZSlFuCoK1wd+PU0CLNPB4XVeXs6e622vVvTNmzSDQsAY06taiuAaAabY93MlpTzhqV7HMfzN7FKm6tKSHYTJH6WVSPlTakEpDsY8PXxKs+L29kZ47svh1DRdkkZ5XlSXLo5lUSDzoO9UEMliFcMcA1Whqcs2SRPYReY5SQPY20Z0MrNrBXL9bl+0bWMGJ8nytm5B+krR5NkpdXmuhBTrddZ3Q9V2yAE3IDVdytqZnSRJL5eT5znFatW2TbHago1lZm8Wu6s8DPzTqeGHj4Hy6fg4mnm7vxJIxHLjLKzKpuv6OEqapg2DEIw+35MhuMl2fow8dK4G4ljOrl9XnfAd4TtxEhFzCo8ft9S4YsdhTrMA16Ev8AOA5wHzOQ5B3DDCSwOacxya0Sg1MsHSDyM0D23TW/n4POGyh4AW0l/Y64wGS01rrJds/WVVbYPBkJ3O3Ql8xQ6Rd00NB3lahGzyMTJH5BRhnpREQytCSDQkYSRV4rPh9B1vrxBoax1sazlwUsBticD+etrbmHMyYAeJcoEVBlaCGG0LDzSRYULwIyo2EcVgBTUNmm3IKRnXyaUW+IEkGdqQT7yjbEFRxpFQB23cjKkkZFJMurOCWIyZJ3KJMFafANHh6Iv/pZVQMqoFMxceYAy2Ruh51wxhDMn0SJMhjIoKkgj4Do2TrfDOug6oDJSwomRnK8Jqj1OxNMXsjaG99D+kILLYPBym1qDCoUSNVCtoNtDv6cHkOaQ0aQHmLX8vtH++72BATLIRCL3d2GuDDaT0esCvoevG+k76YRz2jaqrfprmOAu/zS9QvmJUy5pYCJFAkYR0yvOpHQbTtH1dHbMiixOk8YZBFMdxW3fjPJxP59kNoiharYquLavyNAwKDYAQUZje3byOomAY9fFw8lzvcHx6OTx4QF6ZvuvzIg/jaJxVke99P/z085+00lI6p8tDlqdFsXp+OoxjX5aHfn5yRrFb/UrrjmYujOyc2VXmok3ddd0wKeGkxum5wfOkI4zTQm/keXm2ud5+/92vfvfm7tc3d9fFehVFaRTFk4FfBWQCxxuYR8gLCT0eHnIMKlm4+k4QBT0U2gg1Et4SdGELZaZgo3IFs8eMuuuBlZIR10HsItH42dXQGAThaLAnsfpbqvoAXrY+Ww4UJgRkC38YgDXCknCxsuOBEqAf8fwcqJfmrT/okQPfpSGhhpMhiDMmX2h+KFBcNC502WNhQikL/4GVBZnWVmNJL7sdstrUd26c+CfC9CkxUsEbyWbGKgyXdRaPIJskzo4U8w7+FYvM2OoHrXiHXQBOQ8R+QtPBp5x/L3vcJe6B3EvUF3RO4hfDvs49/1JDLHqiRaTKNfySwmfHSVQrQK1qcSw4yvg2LVa9hUmA+BB2ZYvRDucGKwA7urIlgnXpgS9nV2QUKOLHQesvnYQolSb+GhySSzzZAmWxMzKWQFB/o8XlQRRAJoBay8KBmYWAE8lqYhekjY3UY+1oQeTW12dJ6zYXy7a/hvWNdewwUocnm0RpZGGchKYyyZgZGCSXYjbngUzObSd9eZx9fLO2c3hOhzCMPgtBhyftN1D7kmhvF75AYSHcBW8oYlS56v3n/TBmCVSo8nNmoBIJNPw0ZtpBMQXQkKRS/Q+Oy7LuZbg8U6Xhwf4Wo0ovCdty6vypoScux/UD5MR2KMbqprycyp9++sMPP/27tutO56+X6gIa5jgmcu960Xb1OklXbX2MIrnd3qqhn0d5e/srxxmkTD9//rOZps16HYXhze2radLzNMJIlma6N2metHXnuqE21Sq/9YU8vrzAu+EMqm/SLBN+Dp1R2UxTa4ZucmSWX61WyIhvm3YYzcvTIV/Fvhuut5u26S/VOY2Lceqv9rskTgdEd6goCn0foOaZZoS6wnbRDE2UZH3XOY5AJuFkji+nvMg362wYp67VQoo0BSPhcr70PUbtQgT2SZIiDBMHYc6QBeF0wmAIb5MJEYUTnM7nJM4QwWdwKfJnIPDDHAwFLNLqydldAHiOfIV5vpyPV/t93Qz3Xx7TPMZrq4c4xWC/PNcoF5zxfDnvtjerVU4DFY6yp/uT76Nx6sEycdsWoYu4ferK9ee+1ZPT+25iRsyUo8BZbTaOI+C2H9rZm6tLSfI+ATnj6M7i6fGH5+eH2cMNrk13vf/guu66KMzYvSBveapLKD6KbP/48kMznHvdOk7rud4qX+/X7672+5ubD+/f/ebu9essSaMohXAdNDusNwC28XyUGdyL2DMK3xqYdih1bNCl63uYnKoRkyzafe1pH4S4rLkxA82R4xgGkcMQS08lbXnWhcvuZbCyAMoBKFWA7Mjy24nTtN0gXbrIDafgaNlQ2YEJM3rYBlJzbuc1PJR4EjrL2cjT1YLx7ImtYBRaXG0eiGIQi/J2gCITLzRm/SiuEJ+LbTwTGKjbsnqIhZLFvwAvMb3hyzVKXhclFQviyyawW/kSo0EGLgC/KT74yS/0L8yZEcZGny0GrIRUkR9rPxPiWH65JnBqLEkX+JQAtogkJC24DlCk4VdQK2tlVwQi8Iu0XaC9Uv6b//n/dZiV63iqd+K4IMdcow6bhgBAP6esqiLdMDIB174ZhvPl2fVMmu5dJ4jgqfW6tqcDnkO6eaIyczpfOqQyJJBKW0435NpK92yu0lScjnXXoNIlEpCMbOHqQUOC4fvH41npdru+SrIoCEDUsDKMcQAx/HKBQjpJ42mcowh5DH2nsQGDCXAMItm2vee5WZpo2paUGqIoREcxQouIsDyQLYHQnaY5jNn2RME8znXTQ0AifGw2AFkCb1CAKAPbFfxIZr5Q/TVBGTddXW094Z+PR63U1c01LIulurktlB5eXkoRyOvr1TSMepiiGOalsuyKDPhKH+Fs8IdCCAdA4qyHZprHzXobJ+Hp0B6PlzSP0ziO4qAsm3ke0zjGTKsfqqqipxOxZlKEoGdDCR4YkC16RDTAmIoXYhhQDr77cC2l29Yanw93Yc+HB2d2t7trZKQG4LJ0nYki6UvooHQPfQV98H6eh03VjphHDuPor9aR6jSuIyq1siKxdC90zkzPNEhFh/Y8K2KbB6V7tA2+9Ouyg7qMEV9tBbl8nAXEIqE4DZBoP3kCmQTMa+J4FOWl07c9Mdxc18Loj6sfMWvg+CP/x/XdfIV5G8gowPej9UKVRt8X73UMRTCMwGJKIByWynIM/iHwwC+21hewud2J8s7RE54U8GrPjKnlAAlVFIXB1Gey6uraHoIfxk64jgs7JcSc+LtwtQhPKfgNBP/206GRgZcV4DoOaoj5BnG9gVeTLS4/TA81tDPDS8ATFpuKJTUa4GMqUe3VAIwKMqm7TkkwfuzGBQ+YreFgEAohhxUCnWevDGL3OA+zHyOyLhSeeXuau87cdQOSThIkEM7OXJ5b1wNPFfvwAT8jTAIwFQeQ06gxSqSFrI4Q0PZaT9ur3HKiulZFTEwZ1RhnSL4Svh8lsql6xo3ihAWDLEK7znUuLgJInaepawemGMF86GOQNCmlHc9Lk2joLe4fZVcI069QjFOfYO0QdOqitXCwVBeTO52PxzwvLufT8fTi+1GRY+jz+fOPriOitDC62ayTvu/SLM6ztQygn3cd8fj4paoqQDsvz4ghCdzZH/fbN+fzPWqU2Xs5PmTpepVfM6cLWaRBJKr2Xg9tFu37XvdD1XWnJFwr1Vix2DTrS/vzNEMc4TgWaRgSk+GkyWaz2m9XN2/ff3j96u319q2Q/mq1KfKdJHh2GXBgz4Cf1KB1WkQO1muanjF6tXnf2JuK4DK8Akw31mEY2PrXgsuW2tcKJn3PYIKOmpg+Aj4beOGsY2oaBoRDQmsA1PJSLjP4WxAtRp0k00RwfXqewTIHUCWrzrWcfoJ28FSAzAREJ6yA+G+/NV34eilSscYpVmh4ADRSWDjg5HZr2edZhiS/QtBrbSaBfaQWCeZkRsapY+aJX4fib6Tv/xv90o4JeBPbGAZLtcTo1MamW7YMbSS2k+SIFpo8ljrY7TMRB6hAqBCt28SmRdl7zf7IMJHAOohLLdi8mC8MpgbYEpQhzYgbIkQE1za1rFagTtIkDS2E0X8LKmAQBRZ6CPGz4lN+JvAN4ufLeDq2yZQnLeEMiyuSQRcex0CuahVU8Pgwl19ProHVjlqWD/8KbFDxTmGRMuLdXxxxuPxxk34rqpBg9s+J9lDisL8nMgH7V1SxQJrzM1/MhRY/Zj98juyxBmBwKH4FSVLI5uFcyUYLWo4/sgHRedpYrW/YAstUoB6YPINvyzwwDKjawHJy8ebw1/MbZieMj5i4Vvyrb7kOttOF4e+bdovGaKq3LB8Ia1Cf2h3KTTkssBMo5ARwqUsRL8Me7O9duBGLshaap2U+QPgYR4pQM4FzwUA5DkYhgxrNWNeX4+np85efvn79cjw/Pb3cn0/HyQGxdrd+LWTy8nTcb195+H3+99//tcHGIHHH8eHzfaOOWbJb75A7GoWFJyaj+/JyXm32nieasvMD73R8SNPN5GDOZ0wXx1tPOINGKF8UxedzfXV1M2hoLEXgH56OXddc374LQ3l8frm+vR60M086K9JBjfkq73tzOZ9cdwgiebW/wRxNjRJo9Obr/YPriM1mleXJ8eUETX5nmrbLsyxNY0XuAvfbY4iOES91V8OUkeUZRRyaH77je7MIYOqeJ7dXfZYlyIjzPCwPwVsCP3OepmKVIYmXhO0gdC/cIkZxopXuWu0jZqkexiaOUl8knu9++unnIPbv7l7Rhu8/P52b7uK73vXtVRzFYRR6nns8nB/uH11XXN9cA1vQX1xwXCGEOx4PimGJ8xCMzlCs1mYcnx4erq82veqAKmh1r+vJmbabu67pTqf78/lwaQ++IzerWzV0mC1LP46jTvXny+enwz95TjxOQ8jvq24fMCzynFe3b692H66vbl/dvb+7fr2/ugrCCBoHwONxMEyO2/U9kpniAHyoAdQDe2grNUgBvl1dN4FEuY4+CKHHI7CTuE8HJnxy/w0JJXb70OCgCWKAHiBS3NKD4YE6HO+HlQfggMIYy947trNDSA/bPCinuLCy1A+EFWPcb8OrFsm/MyEriJY/FG8+3nT8eRxyoeWzgXVMZHV8H/cdcxogCYBR3cJX7C3g8TawugNLwKJ3jv5emwZoF/DLHM6+odQg2NBXUK/sZIYC/kVBBh+49dThzOWs3rfRPZib2Q7TEjXtl0pxPtXmtO1ZGAzxYB7wQvx1duKGvYZVzn+DxnPYt9DCWMrCiUBsGZIO6K7EBAoxFVTK2MAeCA2spuJ/97/8f9TtxVKwfYAQlev6WZYZY2Z36rsqTeNApobAelQdPnD80zyG8LAqIVCsaAyxIJzj3mVgDDrmh12jqqpdbygOBMcPIg+bdRbF4vnxVDddnmFNiJdwQsDBoNB4OK53Kevj4RQGcn+9iyPhTJ71nFzODbMWXDOoNI2lL7HzAWI4xNMAOhCovo7rN41yJvhBkwSkh77rXc8PQzEY09Y9QxfkCCtUFwYyTUKBtIAROToG90pehFmOTGG4pkDawAldl12Uhl3TTpM176LchHcImZtIGMmKqDx3faddj0pCY4B/iIO6bCBSD4OmVcBmCIAZu47+bhQIPpobR0VhdL3b9thHzl3fno7n3W4XRfJ0an0xrTerQU3DMJzPh74fwjhypjGK0yhKLpdD3ZTr9XXfDVEYxIn/9PQgRBqGqYf3ytNDh/T23QodsjvfPzyhkZBxeW7Xu5XB5e0URdTUPeyX06w6EwV+mMgijwdjnp+qrIjLC3Kf2XnPaR6AuBjIgUMU4Xlt3Ql4Ke21x4ApA3wlpGWSQ3fM7N00i7pWq26IEqj5zbC4MsZx7LpRhoBfwb6PLxsTDLsOmmdkm6JI4sITVkle24OCMAy5CDg78EZfqsbDqA9viPAcGYaeD4SXAd1H9K2CiiMJhUA0OaOeuHMBWtMkSbTaxDPDAPja4LgNI/DiTwcgt4SPULgkAQ3cAjk5cIFGTkKBhtBXvGk82JA4DqIDzpW+p2dACjRbGrv+KIaH0/U92ovBvUT4Qa9dx7lcWh/+h2Sep6ZScHXmgTHggtIFGvYU7sZJMiFHCENxEpO167p5Ec5knfed9mWA9tgZmwp/bJqF9sCZZw/5H5EIydaHL9EiAYEWhFICtvVWBxH8MZ4vldK0t0wA9eMtx5mILC/IpWZkMePDApsxQFwHfIBJHgW+ezl1OMh8p2uGogix36aR1QJ4lIbL13Ww9fV9/3JuDodymt3r/Qrb1wVwiruHVlt84IeXgwwQBBxIEUdBEBIdAXbO+Pj80nZmGlWcxNKPQOqCx0+Ul0uUxGZQdXWZR103ulMdI4/DaZ6ydK104zrDfn8F1FMWl2V5OVcPL1/zdDOOKknW46jvH/7gjqg6B1OGUSZF0LalM8rRVXmylkH48+f/nwNsOpTRyBiQ2XbzOo6SwVwu1UPTnNVYzUzD++V/hJuv19fr1e7V7Xfv37/Ns9Xt9Xd5vk7TFJtzM7ZtC2IFpgmg0FJJYl18vH6o97MzS1b71l6OGwir9SWfh1Fu1J7ZdSguJntRoVlDp4Fprp5cAS8xekLU90Q+jjBF0BGHk18pLACTLEMtDGGz7eJwtiDSmoYFOzr5hh3jgJQTh8WpRVeerelnZwrDCDcR09v+OSHPVv92lrkY0zGCnZBTDGUdVzlWsmiJHJwTUw9KjyhTH1iji28GD2wsl0hzcP8w4NBcPFtv1beZq51Lwv0PDyGD0wmZtP/W2giht4cLGhp7NDFsaZiBbldSSIh34WBjr2gDCYkVJVHTZgAAeGg5BBbHYk8q676zuz7WIWgYbMVj7SO0GkJyy6Ui83UxWWd0Fb8G+2Jb4983xBR6P6tjX5DinGrZv9oul5CHliDVVykbkIVBCVZPbFNxlCOohroru460UB9bZrF9pYLULkX5IdtU+2W/u2RGwUlC9xdSVQMB1QzSNQzMyfzo7UISNTJ24Dh5+SDZqEYa4+gbZGSzy2pkcZByrG9lmd9WCnwJ7EL2W8ofISosf2D1JD7EDgI8vlhL+ciXiy8MXyh+I/bboRD6W2QGlZ82IdAqviAeIZbGmkNJSSAuFLMQfHSWJ4Gvk0v1ccRUlEsArrUpW6buw2Z22GoT0a82+J6FoCFZh4RmuxXniN0+6uM4Xi7lx09/PlUv5+Ph8+cfDufPl2MzjF3bK+GmnucHYrXdX0UyHUcVCBR4WX7le25dHYPAbdv23a++q6qjMwfXV7ee553Pz447QtEwCxHNaby/lC++F8Up/jTfda+u8jTZo/+curq6nM8nT0RI4fLGy+VkzLxa7bqu7Pv+6vqmWK26pn56+ZokhcQfkhGHOG12q3maXl4ucZKGkXy8/9J3zdt336tetW3tuM52v5kNppxmRO83zV2ab53RiZJoHHAK9X0fRjCBT/PYttVms/HcAADMoV2tN7amHZTeXBfVqU+yKAwgKn5+uZ9mvygSY5w8T5Mk+vLpKUyi1SrtWwwtm6YJgkgPdXk+gQ4QZZvt5ny6+L4s1utpGMuyXq+yMAxnF+tuxNIIUV3aEcq1prxAgBYnxePTM5JaTx+TcLVaX+erSPWqqi6ON3lOOE9YAR3PL5OZe922Tds21TSbKErSdFPWJxHo6lzWzanXp3Y4OE6JAaHcST/c7lZJkr9//dc3t+9W+f53v/2tlKAYWoUUT0s7gIYaHs672Y1TOeihrnrfXwwjSgPNMn+TazZ147kYEiQpivCmgaEmjKDD0z0pdKRnTdMEgEaIEGALJsHUNbKDD4uVcnlh2607h9fY1mDKbB91BPkaNGVLLigyD6zrDJ2YVaoDA6YGwpDwpxHPCw0R5/74XegaHEcRhGGjVjyfdmU2dphUMH8Ps3QB1YBDnTuZoQvAmZnJiGviUMYapG3DtxCr7EjxWy6OFWEQkYUzCwEelFniqPgluMYWY0yQWIaPNsnvWyYEfdwEf1lCNZRTi6eYcyzGwNpMQQsmtfxkx11M3QvzmJdlEAUByPA8ci15eLkB6bNeLlPWCt+cz5D50MOG6JOqrKUv4igahn4cp0AGcZSO46zmHo6LMKouepychOXyPKFuhj7B9YIY0RzQfZlJ6blq6igKN+s4jOQ0hZY+P4uxg4TSDQOkP9cl/hlbQXbE44R4TauZ4Qk/BDJYr9eeiy0GhrKuW9ddebk4rhNGiTOR6TzNURH6IMBDuXs5NVEiQmycZxlyEeXMwzBWZdcjk8CJU/Dr8ZEhNngCTgoPq4yScBjmFkQHmWZJ1/WgxLFcgDofPzvn5fmUrXLEzQf+OCDBxvV8wMQWFY2NOcQHL6V/OXXTbG7vbnw/btr+/uFyOZ+vb66ZWABg7OCMTaNF4IehX5ctkJJpOGB55g/03HveHMjg5vZKCBDwgBDldQAB/OTkq9Xz8x88f18UK04Shq5DNtc86yiKUEXhYkMea5bnExIsaiHkMOr7+89JVHjePCid5WvSzvCTk0JkeaA6EBCZgYuteT/Mx8dD1609F1WXGWYE1CJ1w7gBczAx36qnaVyti8lxkiLRaB1Re/XdiKWc5ydIVAZ+U/WTA7yTU136JAuiOOg7NShXK1BYKCSjdwVqWjCgQuy7jAwRF55koe7hyUT2nedVlybLYyZoAR/AkTwzkXxIIrt6iGMvioOR4XaQNdpsE84rg1BMAmYMDAfxw8JrrCFyMWEkw1gYIihRDgsxKzCu2Q5iw7DehMxiArqgunQ+qWJIeMMICeO6CDpVOvTnuetARrXLO9Bu0NWgrDHjYNlFBBuOvnRHAvPQ1SA4CIN5z50DiWx6z5vzPGKiC8bYrhO43qyGoW210T19KYSCmqFYRcL3yNdAikPq+RJB5xSBOfw0RtN1MCrgxyEtFQmEBdXDuhZFocC2E5DAJAXAwxdh12CAGoQo5y3UEOeRwGaga3VDreA0TettQoEK2l8+ANxSwNGBBSaOb8+ZojFKCUqdgYfRyK8LfQm2vkEeusa2OY6yPOuVqVtlzrjEo5hpPjRmQkHn+burHOJaPxiXnwzKNaWGuuk75KFczDjgGgZpYjg9HcMwNUY9HZs0jYbBQ40nXTl5XVnrvgni0PXzqjpEYfLyUilVIQBXtz0sHafTub65etNUj+fqKQqy8+WozRAHyWicXp2MaXvVQG5dPxjtJlE6zfp6f3OpXw7nz+PYf33+12ZqnW9QzcDP03S/Xm/22+tVdptkyV/9/j8tVrthUNv1XZ7C+cnlPOZ5djmcpjHDzS0OxY4ncdyzugVY0F5MxB3CBAEzACaQeMuEcNj0gWDO/DoPak+gojFP9Qi2Bv2ckQwyFjP2yRpKucXrugw4RzYCLmx+4XLTeQI/swFEZZcbDJfSWruYI0B3UfFZVPQCmyZ5DBc2b2Z0QVqjlkW/h9uE2+XlJl6QGnZxxHg8ahqJ6xyZxEWXFKeW+LssRMTqKCmyQ72uNcoFqg0XQuay+GXAgIszEADABRdJd/uybeFHaddW1mtndZo45LHJ8SbkpLPJhjMPBw90AVjZsvWmONnmENgrHoY3+wezI7JKVAiQYLWlcYVhfEsuAoWaFg7JRRn5k9Qs2pZhJg0HaG/bRPJz+NbBLhsnRizayTp+mrZDgxyDYLdfOsOZS2YDnTyT8azLjP0Rs9pwKjLVibQ6KJ3IJ2CGsuV72j8Zuhjre7Z5UKgKCfWz/RObL0yTPRuZ9W0DBqk5amV+vxaWAs6eddB4HlRJ0EFajDD/0nF2jDL0AgscR0sDxon4zOALNFQAt4DSCIsvC0ReuvhTMBzGw2Q3nvi/w2Q/E7uQ4OgZQlqaKWx2BUnFbG/RefB7HMEIYSXKna6HzCxqRJeSEde3dSXxW1v21rhEyCG0Hhs8sQgHxm6PWYTLKtGSdbGU5kOCTpjSOC5NZ+SXCGeckeJohz9ExQxFUfzNX/8rmBE0REW9ap8en54PH7u+//OffjyUPzdV//j4h2mCidv3k9E57au/Klab0/EpDGJj1I8//Knr2zCIm7IyRt/c3QoPas84c9N4/fXTZzVU1zevL+fjzx//Ybu+Gcx73X+J41Wcgmf++v171xF/+sM/rLYrVlNVr+r16nq3z75+/Vn43zOFOHHneHezl0I8PZ3MOL784w9JnqxWOb+N+c27d4eXkzJdEAfjHMVpDC4g2F1tVZU4ecBBvWx2m8FAjOYRl1CXzXa/1kNnDIa/QSgvlwcMQAF9CBrEiQ3DIwYTXoftU9e0SZJP49y1oydBv/j48SMiiMXVMAxhFB5eLrM7hbH38lKl2TpJk0E7Qz8p1XlecyX3xp2kHLJ1hJyDSx9EwB335cvQe443dm2TF+v7z/eX8uj6fhzdxHfvhgFmhKo80z6zHkzb993Hj//g+8HPX/4+8PNQ5qvV1Wq1C8Lg+fDT4cvnqjoEvjirjz7ikfz3b34Vxcnr69+8/9X7PNm/uvuw3WZJmg+9hv0eabUYQ8kAn6TGWh6UAZxyHuJGzTCW5w6WoiwiYhbSxOpSp2mRZJZB6iVpapF1+GQ8vBl8upDFaTsK0iOx9Ot7NRoomyzDnLMkvMRaYy5F7SVCTeA9Qtu4APZstAwdgBQxonKh+prnvk0ThRUfaAOqnlhMLotvKhUFLOCLNpyjKGY40X1nSU70AHMIDpyMPcNtHYhh5zKItFQr/mJlBkvpt8JrywazSaR8n1Gc8e/nNHVRhFiLN75ru+uzY1QrK0B/68L5uyzz+eHY1tPmv+Mbo6TRjoesqW1x4FkNvDVULzuM5R4nV36B0jNyEOlK+HgpouWskOcq0kfw47LTT6vRIJUbjQwOyP/6f/Z/Ae5WxApkddYc49i0neONq2JN6omGbs2b19vVhE+NeDHgN2RahH2r6nqIkhBXbA83AyQcrmM0klWSDO0H8DLSC+OwqUB9SVJRV/3Lcx1EUKf1vW4bHZGel6+jNA36VrUNUpvsyNmhzKxt1exMXd0EUVCsiiiULQTTXpqFWpny3AvfNc7U98OM9L84z9Fwno/1oMcYmWxO3+skjWESDTEbqM5N07aMrg7iJME+xsxV2aRZFCBdD08ckZh4joTvno7naTRxEq03G62wxBsGrBylDNI8Wq0QzdcS1IE1txUjAbHtd20LRnwRd/VQ1e1qFWV5+uXTYZyczS7XGvOkJElkGHRN60PaF8ZRJIQ7DbM2yheyaRRgCK4TpTFUnbAJVm9ev63rxpfezevrxy+Ph+Pn3fZNdVFBGI+g6VarzXWSJpdj4yLMoBlHZ7NbDbqBt053Xau2u9fT7NZNm6VJFAbFOjHaUGLKEsfF1J+xMW2SFVKGvj9jtyJF38GDJ6VbXhoXgnh3nmhbdxzgH6hEIqtahBHCOdzZDQM09wBk4VXAaACdkrVxwiSptTIygNUGgZYGgQdSQPKa5iEW6TwAgGLvEW4CeJ0FjSMQD2o05nKOMvTrC1QvUQRaqUVI2SMmCIlFRZ3qtc0wI43Qxj+i7FMK/QO4o8hFdYHTMbOM/HlCkwkpgXDH2YUoVPhdp7oOGrkoxAIG/LEIPsO6UsOAhZUlv5SXCl7ISE5mjtMgjrDaKmtVnbswEvkqc5ypb2HHmt25b7lwnGcvgIbNcUyxShADpYEmZAIBXXnaIGveh84T8l2uF9oG+2XP8ZIUEwVtjGqHOAmjRE7TWJX9AIqsj2KbLHvhuwkUeu6gYMvCWnWCgNOqDiCQFr4L6WZQXVoEwvCU9FFMQIoGaZ7jUW8LnFcQMBndx1JRBn4EASpOSyCbrYKC0OBxQBID9FeJLM+d7sdiHSMvSoOcNpqpqlv75xDM4BsNeXYYYF6wWN5Zbdvx3jQ7j/cHo6fd1arr1PF8bNtLEIrrq9txxKw3jDPPTR6+fKmqsxraIMz2V1fOONXtWbgDV7Lp1/uf4bEMsmFsbYKo42HkKfxY6Yvwo6p8wRfWXFg2K+504aLW07msKsi+xRSGme8k46i9QPfqrMGMW9o84WfrfP/q1bs3d7/K881u8/bm5lVe4H+R2YuETBfrRvglx2GYl1wEmNJxilrWfgASHWRm/ClYORlVg6wArR8M5SmdCWSxcnXgwVBnJ6yzMwcRZi2QGUOfMyOch62FBTfjwrCxy9bpTuU/RBkeuopvXYNNWoCFD64/3uv2akRQHJeOdptnXXlLeJtNcWCTyQqAY+KFGQqKms20ZHO4rNlsz2VHf7ZphDQrxDM3aGwzoGxc7kfcQWwrF/vH0jGyf7C43WVFt/yZ1LuylRWSch300nZ7tKxWllRf2/OQKGP3ftRYLmoiUp2o2IRLDVtG9ngAWlrYGpeWEFHbRRYForPB0JL6QYzhEeFjk8StKZeJZL+gQe0nbtHkbBnhX8EfjhUcRnIYkNlUUPv1W0XtsvmhD4WwFkv9XryITAyHLtTaV2zMDZnDlBQvTpglkYLwHjSK2HWy+/1G74SGnJAYG25mgSUwEdh13DdgzJLIt7BD2bvi9wbShu/hs7MuO1tO8LqBPwAarm8bV87quamwei10kouiFTcsvmoYSi1+fYLvAIUHt83Q8lnbJestNLcGQzsqPGeBgEx/xFwbH5gdSaNng0IeW1wep99+/7dN7JIBaMW61nq4PHP4yXIAjQExPT98R/kRMJSPL6kFhC5NOhpaCIg45uMnQGUvBafsTvG+UGVqKREWIc6wCitQ5dOMxDzrYrRpaMwd+cWm6yOwNAAeDrl5uu2aH/707y5V+enTx0v1cDo/H57qdnx0HaovvCkLXyPQRW7TNDhfjkq3zuz9/rd/V4Pwp7f7O0hdzgdwbEaoUW6u3gzkRr95+6u6rFxv3O1fm6FPkvVqtX1+/nQ6vSRJ6jjT+Xxq6+5v/+4/C5P4y6cvUeStYWMLlaqq8hTFme+7WbIRYorT+OHhUFf1bn9Fl4rJ8/RyOvZdE8RyHOei2IVhJHz3fDq2TZOl2f7muqkqGcbbbX4+V54roiQoy2NbqxCE6KjrGg/5uiJOsoFB8gmIdtCIHo/tMExKd8MAR/pms5unsWnK0+kpStLb23eH56fZcfb7vdLqfDz4vrfermH6CeAunaZRdcCcPDx+NcrZ32yfH5+NaU6n5u7te2eeH+4/6uGyXb/VSgUxNjYP9z95vpunV58//Ty7fd02TV2tiqLpn5A/0fdyTmv9jEEAs8devX6/Xd/d3b3e727ev/9tksQeQudgpeOwg4kjepQIqcKTgOwNaG4wbfFJuMDWUSMHiwNxYx2tPbDoxlYmbHgIOwJTikcfYNkOFtHww2NwjnAyy51E+ot19KISwNqZwy+rIbTLpUFxrQJtKK6xkXBUXi6IIF5gw/a6oXHavkT4lhepJM4lIFWlAPN5QrnIhRVOF6TeUzBp/Qh2026Z6p4HA4jRoDLx1ESHybQY7u2tMXhmADLLTqtQgLsKpx+JX/RvL8YH0mhoR4SOnd0UKlLAZDh2tTg0/JtlsokUlkW5ytGVDQSypDobDc+xFvMn2J3b29n67ohMW45fniKMKiU0mrZemwEDMYVNL6TWHWZFHHdQ3tF8CDqaXD5TG3LIPwrXBAdk+Kv+j//r/+d6k7WtulyaOErwmzEnQwGtlBa+SJJQ95reJKCuJoSqYx5vBhh4KId1uwZpucjFo75+ILE3TZIwwmrIHkDgt4LybDxP1DVEJNB1ND2TU7EJUB0U/1AghB4NTv7Loez1EIhwnscI7R9TmwcTJ9Cn+b735fPPeuhfvfoOyVEC+z2OIVGFV1XT9fVut15v1hgc2l3nPNUVqCppkmij0zSeprFvOxlEwPrhR4JHh3kvSkqM40iQHwZlqqqc3CmUSZbFMA6pAZHWRDj27bDbZ+M4NDVK2Gmewxj8XzjO57EHZHdYrRLPdZ9eyjxFxtfD88V3RRjNgZBKqwADMFFVZZZlURJheeERSoVC0D0duiQOru+Kr58fhAxlGD4/Hm/vrnzfaRqd5Uld1r2qtrurp/szEtt1G4be9avr00sDwlIojwdwX2avPx8eAxFeXV9vdxvVj5dLHUEeJ7Miqi7N49fD9e1OqzHNwyCSl1MZRfHlcpYizLJUshvpOxUlgS2+W/zcnTSN4FfGh6a3O8Qhno/tdp8rAPEDCANC2C1AGcV2GO9214Haad8QUPhJ8oUrBl4haNJUZxD+hvAo16jJ8ZzVJo2QYA7qKYGZmCMgEbUbtYaSMAgYI9NqTEdg5cdrJLj6H9RgQwSGYU4yRPwNw+D5jvQhafB8/IHWyAHgZBE5mMZ10N+iVp61wj2Ki85xkhjQuV4PSDSA7c7HrJb03tmZYIOdBxn4MPKB9GPNx26cgJVi9W9VhT4q5ocWRcgSoMUWtUCxij34ajDvICMHvNNembbBvMMhqsCZp77VQJBFyC2Ai7Lp8zwBXQnfPtII8ODBfAXY6elQ+9JPUwxcmJCBrSlKWyIJBigrpAuEOrx8OBZZeAHHgAxJP0oAqr6cGtt4R2jC/K7qZIh9Y9/pKEFb5jhT12i8PrBBO0kWjAaS1B6buCHPE9g2Sl3XiPnpGlWsi7QIbVASNpCQMXcs1z0zzXkRq2bI1sg1eXo64dP0/UCKruurshpGSM66Tm3WxfXt1vPcn/788+l89nx/t73Sqq/q4zzJ1WaV5qtLeTwfX/I8e/z6qe/Lpivvbt5Pk1FD3zbd7IyvXn3ves6Xr394evm8Xt0JVwyD2m13vkDO4df7HyeVNObnU/XR9yLfTYr0Vvjx8/lPwo2nWen5hcAVPBvSK7br29V6u1rf/P7X/8mru9e+5+73+yRKgyiyW2iL6hHS8TxJ7D4OtNkg4MgKZlhJWCkfqtUQ/k/rmLdDQQr8mIRhma7TjLKPijjywFBco30H8oO3ABVoTpwF+KXIYcNdAImKaymOVv6Bch91snXuYXaHIt0FlNnGn6DnpEeBeRhIm8Tu0a5f7GbGLnzY6uNyIe+EOmHsamzpvMw5aTWEOo77GSiA0O2QivHN2b98SVbNGicBaBxIUce3Yzeb7Pxx+bNZs5Y8NI7cKtEz9Y3csrSeEGQK2wZimQnt0Kx65bji2yqOUBb2Q6RuLOw1cl+sTNHqXS0OBt0I63hSi8BlxmNKOysBRnD8ovH4Jt1nC2p7UJJKbBq8/SgYnyAYLLgAWkgkwQ5zkRfSxEhjHCP4uHJDDbEIkWhUsZkUlpRHrBxn28uHhf6BvT0rwqXFtXsk/ERsKCAkiDYgmD4DEqoQaYCqBzWT7XF+SRqmVpc2Y8elMGTJmwlw7JM6ZVVRFk7H5hrdETaHqP/YgaP9A+iYIlVKc1E8MUgNtka73cbQaAnMYAVDj7eAWAuRSjBokMjFxt6KwPHHQhUpcabZMYNdXZNja0eI2DRY/Sl/Kz5C+1/5jBPEzxFKVPstcwlnbXvswGyuBiQ/RNdwzrKk3XO9aTfDS2o8lwa+QA9GpyXqtm8JwOC/40cxojSydkTO/uHEJqkYXwE+BgumYuDYgOoYy3YMTWzdSUA8jn3ycvFvbCONhDoOVpbNiu+1XQ/s6KAPx+c///kf7+/vT9X9/f3X8qSa8bPwAyFGZ4xcaPdyIZ2uL0O5jaPiav86EOmE2AKdhns/QLTa8fgYBcUwqKY/ZtFVvsrybIsbwRvmQYZR1Kqn2XiO4+/2m7qeoC0a6tGEszNU1cN6s0rTXZ5v0iytypfVatO0+vnxCTruoYvjjQiE6oY8j7CU68pp9HZX11J6VVnhAwmwKhj02DTnNE58OW+2ewcoTm+zy1br7PHLcxzHjjsdD+cwTKI4RBZfJFWvjNIyTB6fvyLSE7Crabvd7/b5zx+/PD1+/fCr782oP3/801/8/l+ejseyfP717/5SdVoPyp3npm21UpvN1U8//iFOg836zeVSBjIbzbDaec+PF8+Xq02CfD9kGYwvT0/39x89byiKq8PxPoy80/lZDyYNds+XfxJ+1I7PjjOmwfb773+1Wb26vnr74cOH25u3q00hPDCoOV31cVfjmMR6ihMKCXgKD3M4omcHPA8PYh+r50d+lQ/VJYKjYK/EHTsOGssD+nGkEB2QcrTeUCTJaF9mnywyAXQ7IdJ90KHZqQdJcqQlW1E6qFfEh5FgMmIZaMcby+7K3muLNpw0Syt0WLZqFsdl7dekcxHDgwuCUcy4CLhMwp+whIzTLEdMlF12UxLC7KdFJWLV8cuoyLZadou2vFmUvuM05atpKQbWg0A3O/4kOM/tGMUOtvCHcxBlmV52GGRvHHzYOItwO0CrRc2F7fesGdEFdMpO3+zHthztdjj6TfZhA+VRGFu4s70vGDi8kMnsO075LljWGGFBbhnYkCH+LOxsyKrRmX3L2IlfROwC7PV+aFvAbTHfUiaIghiZApAmCES3tfRY4pdbxxS1wti0IHqVzSHQC1DZ4pzWGmCfgPx0dHohnw3iwlTLGfQ4NrWSEeRh4wjtH2iKIII4RQGbL/PQ4UhnPOOEvgfHtMFiAt06uIjjNKeZWO/Wg+qlFGEglOrramBAE8uXMBBhBloAYivGtumg2+btRQXzkGZhFEnPkUkcDGbyYWWZE5BCJ5Ae+QB6ntNULXoVrGIcKSLHc8+nOkWCnEyzoGt1V7We5yMzlxgArqqYA960CHObcdjNru6VloA/oP/xXLfI46rsX54Pb96gLizPl9dv7orVLdaS/eAJ//np2DSXVbG7nM9pXmyvVlj1yHC1TrWekiT12WIdj6euhxMpCjPhe+tNpgBZwnc/TVAAWp55vs6RQ1ieB6OSJIWqMow8D1dvUoSH58t8xhE7jiNKfDRoeA/LuptcUVaqSDF0chwnxuIIBYQlhZDI0sD5VqlsFW93OXVlSFvC7HJ0qlOz3iZRLL/e123d5hlaWsIn8DT79I1UdRdEQrp+VarNHtc8FPvY9aFytclODNTCHJcwd0uew/OMyyxyNTpkOFyBghhGwQePikf8R4gDsdGCYNWmPsH+BA6zI0McB22lXc+J04DXKvlAg4liWpUpp3a01/fKPv+QFbluAD2nFwi3rgaEMrKckKHw5VxXEMu5DF9qWuQ6RKFA8sEwejBHwVlqC2AerLBBO1BeLBry8lTHoQxiSVjZoPTYVM1mW1j9MKLMeRDT94himgopPwqXmskiR7EpxZWP92a1yZiUNeVF5Hno9yClRL0OIm6axh5wR8IZnPLcQuIfhzL0lTJCYp4NN6XLMi6SFPeyuuV4xZNAdPBN95sKnRsTTlEANRXYQdoGPQMsgeMVIpw8QPam9IPIv5zquu4E8nbkPCNscL/JhPDO57a89EkSCAnV3zDOXQ9MNtNAwFCF+1FEnWKf7Djl6YTfHmaeDI6nl3HqoCoxzunlpSzPuAVD2HCBq3GcLC+KDRx607kf56rv2j/+8OK74cv5R9i+nV0SZ5/PP05z9XT64zAqM5aek8+O8d3CTPXsBINptOnGuRudoxBe4q1u9m9v796+fv397dWrD+++W6+3SZbY0L+mqjlqZRswcXZACVvbTo6LN8h1p14p35VW1ohaE8Y0WxiiF7NFfA+OHLoiOp0YJxPIBXroBDaezqI+udt2MYaYaIinw54/QXRVPrYjUI1a4dwiMGbAK+7dGU8RVIu4Qe0ugvEFTMigZsaGn6C7QAgSXbX4/5j6arssuuyZq7sQEfEOQkDMW4PBANyb8fo2I9SGSAKAstkaIdB1LDhp+4vGYTKTiKRrYK8laBnXHhcgDtFfy2yYU1csVYgVWULDGTNEziK3qOjz5nnUox+h45wnBG1byRDUedxwUnTN/d6S38dPELHscHSDKwsLNha53KnYv5jIOI5rKY61ubeWTol+wff80aaEfwtSJ4GNegArJTVknGKEiloBv5stnq29yDKfEIhnrQ8Mx0NpBekOKiROeSyk23JTYX1HtLOtQizQnKlXFqGJY5yCQ0urpD5xdn1wCPieoXOwyUxcS+JGs+kIVoD1y/KNZxFVixTPs532RwQt//OKzOo27S6SjyLAwvS5YUeA1LUB+zHyiexge2boCBbIdBpT0Gl1jXwUfxG0Ao4n0BQxjxB3lpSu/u/ECeJjsbtQPnJ2SwbJDMFEBEhgw0ZOLGM8uM3jVN6uhX0ZCaM13gKIU2zjz8KR3xRBYnbvbncJMIzQlwhRKEEw+AaXYA2Dzw3MXFzO2CFzF83hwRLniFLR7gOtZHRZdyK4i5Y/Mkup0rZZjhx88EKUAEQjkm4RnpFMMUE4SompHlHKojwbaPp1V6v1drP51fvfGoTdq69fP3/5+unh8dP984/3X3+s6pdueu56z+n9wF8F89z155fjVJWNECLNUn/tXmWvD+WD6mvddcVqL9T8fPzJ875jvnF5ff12t3rleO0uvzE9cD5Zln/+8u8fH3/87rt3p/KpLMt3bz/4btr3OksdEL+95HLuV+s8//495GNNOQJuOXuZ++Xrx+9//ZdVczodTtlq+/jw4LhzsdofX55vbu8m4DHrOA6KbI2YXEI6ynNlFCZrShnPmzbbNfw+ws+u877TVQnrivSdJF6NponieTJYsk3PPVKk8ON1Pn/8cxhmZpqatizyqx696ONmt7tcyrpvi2x1ON67vhsGm16ppjv1uu/bdnv13Xa/Op/LvuujWPzhD/9tXQ9FfrPZvGrbc60ex1H/+PEfY7nthnY0XRavZGT+1a//i3fv3t1cvXv9+rs8W8VxJAKojRA7Am0HUNoCNhbRd3idEXvmOkj7mqamM0B8R0GSidnxLqf6cgFk1RdAlyGxkBPc6tJFSbxeh7p3gUnjPrg3kElbMDNGXZjIzCR74K2EVVu4UFFZFSUfcd/HmoYkKpRq8JoLz3QYWNmcZO8bT9jumjCusk5lC0DhsHJBJU8TvCl4H6zdbLKIytlnE4gpMwf3wgdZZMlht+NFio98yLg8KDJ4Cn3bouPlXeZe1G8yHdA66ARsKfhDSWFYmMQcz2GwzO5oEZvYJaEddNohDidutA1/+/fTjE0v0EHYEDJOgnocsgMXazVEDcLHh0B1Ensz+++XFZw1CRO2yIrN7hWldDQoTTYHnuDAxXJsfxcWiRPWZvh86FeijhROTjs24vQH77yV6HOmjLmx+7/5r/5vcQIMgkbEyfKDYfIMHDLcFYxJHvMomSJQHD1sHvB0qxQEFF8r3pe8u9oeTEhMtiwxGibOSUrA94GV0yaM5eXc3X/+6vru9c2d7ztt3SKqGxWht97E8zA17dC2F0+4MagkjTM7eZ7HSajgx/Npe13GA0kqSQNHFa47HafwI2k1Nk3noryD2JKRANCiuK5T11jdYJzmeqtNiheIPOVpclWH4yFCkJcpzx1GI3HQNGV96eM4zVZgN6lWhbFk22pJJL4GuH8u1hn9dKhyglD0PdjHLVpBGcXhbpcJ4X/9csSdhtPIzu9lGACqphUggY7jN2ULtOkEVcn2Km8atGAGQ6UpikBrb5uaPFx/MlNaxMPgVFVd1xfhu2Eks6xQLQ6C8/kQBPL1q9vHh6fTqQrDdLvf6GEoy4tqL0kq15ubfFV0VT/N/f7m6vhyoogFFU+vdNd0cRLDb6n7YrU6Hi6e519dry/HSiKDG5Blhmmavu3jOCo2SdsOXdPHyEWVdH/hMU5zKMv7blQKngUZyoE0IQ7XWQMFYlBo3sHcgQLSg8TSZnnbbDpnDiM/joTdY/vC6xrTtj06TSAugVGxJLu+NcgThwBgUC3y0zLg+9Fu+fjMLYsNBQrAhgRpsQmZuKFCxzgBKI9riemLAGYqhWfVQs+RQQyqFaSncSTNMGqFySu0uwNUB2kOqQlOZUqFqFhAJhmEjjGsmK4LRWt5QWzjOBrfm/Miq8vWOq0BGgkxyGCc3KR6neRIsTDjdD6dtXGLdSGFHzK1Zoa5ztNqOh9LvBZxEHDr8ktuhOtgKYeePHDiGCpl1cPghxrd9YpVyLkZjx7fb7tOShmFQqGp8PoeuiuLMEVby3gSZ57rChhbKWRWBAwa+v9T9We9tm35lh806nqMWa+11y7PiXOjupn3ZiIDQhayJV74HEhYCAnZCPkB88ALHwaEAAGSeYMHJJBlW8505q3iRMSpdrHKWY6691Gg1v597kjiITPuibP3XnvOMXr/F639mqJ3GWVtEIDxW1c9+sAYQ0it5rKslcLew7HtKArg5IWdwBvnqW3w+FCjOzJHC+EKWMyCw+lb1lw1k+oBLO2awQv806V+eXhZrlZh6HZt1fZl27Z1qZMsvd29hsrPnpzACz23bc6WpXEPDePhef/l8cs8e+vV7bn50jVnsOXmSxot5ynUc6VV2eu2SNdZdvPp/h+zNBkgh740fdkPR7I0hSymucHLLWtwkZiyTsMlNJp33719/c3u7uZ292ZZbFjKUxUJJUzHlsylkRF5RFS2oHIVVQxHblavWrBw/KDvOqYSELt2Dc8hc4wxG0EghElmY0Irq3rySEz2DqoBDCPZ4cicysAzIH3hsJArdJE2GTw+551kuiD38rp7Qb2IyxXNMZFEjBuXbQabKhHb2RP22BGjM/h6EOoIKj41PrhyaK9yfXua4a0VzpgsL4y5i62m0LTFkye5C4SWybSVSyuhKJLtgRuE2w8sRRlv5hjYvRHdCfaRbHBuhK76IT6lQLlgJQK5PotIkB6ls0Yfjj0qd1bi4BJDmjRjnCeTQoNDieG82KIQiMKTbORgdRwQRIhYTGb3SU3DV1J6V/yEA65nXOfsBikxxe4OKzLZsbHrNhtJNlYQpXMZJcw3nIGiE1S9EM8ZR0ERjYhgv/ZXIgB0HCDdqJJiKjHB4hLiNCiNwApO1pBdT/wvP2kppzgplGB5wcKw1rn+FxkHcKdFT7IQ9vi5yfqP6mIZ25MGdB32y1Dcwf6Po2iDQsXIgDBTuuIc5oVQwowkiWkA8cpcHKI+5eCEIhHD/+OnKptV+FhQeUgtY5jvNu55ydkTZgLrPw4+qL3kJ8ZmE7xBrjpJo5FoZ3wuKBskSBAWpWsMF4HGJN8agSgQowb3wu8CKHzRcGEmiQ5cFggOtoj4rwF45uifpZwNAh+dNrpBQfcw+4EREewkRYhsCPJ0s8ucRaSe+CiGwfJ8qYxxU4OYxUU1bJnSKrN2wucyzIw1tnAB4C+If2Wax051VVn98Od/enr55fnw8+f7n6v6iNR2bIyRBxa5u3FuIn81TuNu/SGPN5anL8fSsr3lavH08sOl2v/6w//w5flTP16+ef97z4+67vLh/Xe96p4fX+7evk+S+B//4R/yPP/v/vf+g/3Lvq26d+/fS8JqEGIoCX7M/lA3h83mrePqqqyCKB61VVfl50+/3L15u9oUdVV1fXVz88H3grapR6u/u4Oc8vBymi2dF2l9GdIs7JQustT3UTD0ag4T7/7zwzjgD3p6fHTpbHds+49/+lfv3/01yom+zdJ1WT6HSZwlG8t2u7Ybx66pT+W5jtPw/uFTXrzmhL8NvFSPOgiLLIkdb/rzn/7heHpcLW+mafjjT/82Ct1lvr2Ux8npXTu8nC+2f9wtfxcn/ma3vd28f//+/a9+9dvFMvH9UKoUOsaoOZAFLxR9NNIjI8G/hmRiQDZQ+igvxaBHETnDixF4HsjMVtP0uuuLRRqGPlboRAxwDAfZJ8Ths0Xm+RxGCLJCj0d/B54rnBjeAFAmfAGyX5L9GJdjIwe1V73APOsRa0Zu7CndgosAzY/sA8nnxEADqzneO4I1AhORry9HbAZLwteKpxvVjNKACREUJALiR6lJwaZHtoIamHLMk65Kcg77hHBFySXfmxHkU5zww1dJuRyUQjCmpw7rXjareO1JfEEzxigjM+ciSQWjUyoLTL40D1WEfCCODLBQCXQhkwMrPnNm8pRAhcbdP/oycQkLh0ncClivATIPq7mAhjFdIkkYlYS0lDTTMMoP0hUml6I2kPsFfzpXtRIiypERbnZI22CHna2qVQWCv1GdMG0JUdqqGyh8stMEeC3c72rqQVN1RjK1uS7Dnx4nNsiT2DK7SD7QSvCvAZMIrWBumx7vVQDl/f650sO0vtnhvudsdbVZoEc/lk3VfDwf0gySNcdPu7YbhipK4yzJHBuMZs3zlL4sd7GMm6oD4RoZhvAFbdZp12ErArcDDM/ggkDHrqYki60JTA4/9O1xipNkRBqegoEn8oHZda1ejWHk6GHwPXe5irtOS1xbBm5nblmIKdQaK1CaD5s4iW0kgANAX1eg3czTGCchtEbjqPseGaOLTENYPAGLrwffdm5ui8+fvthO+Obtou/V4y8Hx7MaSD+1bXlLBsNdykrPU9fDGug43t3tXZpGh+N5mEY/CoEwshiNbc2e6xf5apoVLj8P9fQIDsnQdf3zy/No+bYbFavMsceuhVEqTvI3b1+5nlddOj3058teQUnlrRa5H/gvz8+n8ynPt1pNl8vLcr2chjGJoiAKAEIIwPm4HKt8EXdNt1wtXt2tJNxoEmOemqzAcn08013V6cFtGl1WbZYm9jjxaAq4k4Ly1rZsVfcsPbF6n8axrYk+YL/kB3YQ+E09wIkOmIvteVZT665FeaqBCMKr4nnQ9izXMXbRaoDUFD2GhTYHAFXk/s2gNuHqxinG9BIsxjqdL5MwQhkKx+HsIlaeORkSl4muptYWX4ceLcrkh9hxMaEYNZaUWeNseQEX+h4q6xFKTsz4fWSKwJjsA6Zk9f3oOAgi22zT6tJ6bgLdEaBYEeYjAByj1bHGue7Bz0BY2YhCr+1U26NugCg0sb68nIs8m8bBcxNrnpfrxLadptWMMwBXllD+HtY4pNgDnJqkOMrV7ESxcTi33ZAkQXVp8mVqcR+CwR5VgSj7BmLubUgrtR5Zr2N+Eye+P+B9d2xP5JoS/WnbdlPptgNB33P887lN05BnE/Sos9K7dT5PUw/fEgF9tdJ6TFOcekjSC4M0wSivaTBbbaexV8Ox7Gwu/Z5fzsOkqvLsWN79/Q+eZ223r/Ns5/ldGEx3b7e+56i2L8t27vt6muv6pHuoX9TQ2s4YpZZqrZf9x6p78Ly5Ui+uFZX68O03//JwVGW9H/S8P1Wf9/+t1t2h6q95CfIf18EzGERhnCer27u7d3e/ef36/W57l6bLIPQWi8K2pxZm4FgsPdOomEVre65b1S+WHc9zME5OV/d+EAFExCC7oUPEBZm2mMpPg4IZjGBrkck5VMlCNeBANmbA9fRiXWGYXx0BuB1hrmOWK5mYMkqUiBFR85u0AzFMwd/FoBHeDlg9c2rLKRQN33y8HYvpi+y2RtjHccxC8SE5bNYMEgB7ELreuRyj8kx8cJKZxCkSZCQ2Uke5yDLINRxcLlolekjMOg5LLVyz9HugEMdrIItCFvW4xXB9jvj3eO6gGqB94urYo6iOqkh68dhZiaeFYGv+WLSdGC7LIHpCkSQRH8OFpshhGX0gvzEVs1Sioh/G+gZ9BWtudh3uCMQlqiGOytHV+76nyG281haCtRShFDU9Bk+Db0UkC7xBpGO/akElJn6GulscfbTTAHkSBEgYuq4h2VbZJO7ivhd9KkieIq/Flg8tsEhz5SkShefI+SOeXmRq8U82qDju/MI4GBTQSjIwxciA7SPrCcYA0gLIttOE1GEhwKByQZVwdkwamTxj/DoR/cmsHX71rJYwLCdyzLIG9EkKe1ruzaBPwF9dJtvSyslTwTkgcs9QxxDYiJpEK6gA+A1iPSxZefiQ0cKhbOI3K++Ri7cEPyp+MXs8E/ghBDKOksE7xRqBOklxvVpXGSdhoSImBQtGY1eJ4phgTcrM+F3K/kHWrQTiSJUrL47ZYUKXjZ0sZz0s/4R6xb6SO20wAjjA+UvI5BUZKpWruC6ZLclfhRYOJEnSmwkV5KpWKnsS6h0PBRvKcYWRBT8qPDCu7SyL5b//7/+HrgeV0+F4bLrL5Xw+HF4+3//w5fOfj5f9MPmDKod5PFUfnw8/pNHrtj/HfppE8TR669XNZrfyPOdPP/1Xf/zhv0mj22EAj2C7vW368vHx4be//ttf/9W//Pzpxx9/+EOSAiL66eNPi2UxjvOXh7M1T4+Pn/Wktqs3WaGa0ynLct9xgtjxvaztcj3Vj/f17uad5wVd03i5s39+mOCCjMIQfOn7+x++/dU373/1XV2WaRa2dX+5VFV1Oh7OfhBEcdK3Y1asIB9y7bauTseXDx9+nwGw+eXu1dt5nk9nJ/RzrfU0tx8//tB39Wa7ez7/+U301wBJ9qc8L/L0lWXZh/PDp4//1HTPm+VrPwhcN/zpl+8nq+r0pxqV3dFxgiTMvv32wzK/+/D+rxaLbLO+LfKc+3A8BqNC+qFwlCGOE0szzlOgzqYR4DrXhuMdgGs+D/Mwg2yPghzyWvROQKcQ58sc+nmEWjtOgOzuqBbhkNpVSPTC4+ogwBzKZ/SP7Kz4eKOVQnwUivwhjgPHxRCQczNNh4UJeRnbXnTCcJfM0AGy2sHDLH2pzFYoUcbw2kyO8EOBr8VJt4y0RDyC495MbTCkEPwyZzOIqWXwCZUBNC1bUYRdvFbUuOPa4psIBpU5H67ebJkIAcYIBt7IKQ4vu2t2HysR/Jz44zhewcWBrGBhCDNIkwgpNH7MBeQcDtN5nDNaj76P7SbCxtCC4eyhlJqrHWJBoZ3g2E7MhySVmeHvtWsWgwLjOIT9hc8JHxYLA54gdDnJ5O56u6EKtWEJxjvuBpiOif9Ivkr+RZgxa+OtF/aLN03g/86TpXoNwMkUoIH20BamWVzXNbeRM05PHjEjIiztMPFdDQZ93yOYGzk8nPH5vuMHcVP3GmJIX+QExSqBKq8fhh5/lFQYq1U26BH43NHq+sZz7HfvNhP8h5CpeJDPJNM0LBAGOh8OZ8cN8gQJzuWlB6Do5cWe5jBcJnEURVNdttWlShHz7OGoh8IBpU9eZIMeLmVl22D1Dlrd7tZ+5J8vdVXWnhOA0kGqoOc5qu/9KRwJPByBqkfkHbEfsPYWeWovoq4d2rqahilJQD3yPPdyqdIsgCS1Qf1mW64ahqouHcctq265WKa5N85DlMRd2zVVv1hupnHu6n6y7MUyb7u274e+1dtdHoZeU0OnSofbMA5zukyxw8H2KXIc93Q+h0G8XBd9P5Vl23XdoHvXtV+eH6Jotb15pXoVRa4eFbcBNcIJlH68f1pvd6s85RGQ7J9PXTu6UBe61mRneeJ6blXWoCovby6XxrWtKPRiCFDx/rd1j6mkazdlq8d2vPTr5Q6Y0ziYR/ByPA8eORvhaVCKgr44jQ48nPTEz3AOgeNk233TFatUhhYKlmK49QLfUS1eXuEuoLZEhJ0Txc7Qs7IF9QQJik3b4c8NsTx0fTeKA9ezz6d+xELJzhaJ7q04gtrTBWIUfUx5biVKYZwmSDcH2ws9P3dd3/U9Tw1YQkqiqGzQm1YxGAC5ljwC5iSDUduW4PXZaWqQZkfkmxNvMI1pDlytjXNt7lqdpBABe57NsLgA/aqLz8fPnGmYF0USBJ7jWW2LfHqtwZWpypoCbug5odnw/MupSvDxjnev1vS9TGXVYYSR6BjOtwmKysjHYwC0khN6Hs0b9E+jqqAmE4lVKKtgwtRTEIPA2XXqq/uZkmwY9m17CuCehfG9KnspiXCIoKJC6YPVAuUHU9mU5z4tgiQPLsfWdr2qqcrLYXd315T9OFttN2LcGQQBjhQFzS24qNh/4NZyQ4Xm3E5Tf0qD/XMN147VHffHrisPTy+uF46Ts9neeUGghuHl5TEK4s1NNk5xmiTTrPfHn2Fw89OHzz84dng+H5IkJEvJqdtDXVeb9bu+n18OP74c/3i7/P0w6pv1t2nuf/qISWmv63/7x/+86xo9XbjB+/of27LCIltvV2/fvX+327wq0t3r12/W21dxmIAG5AWSu9W1ZRiGfhDWVWNNgWW5XacdR4p+HMFKa9fPLMuN4hTjpwRkfxbfOLqvKjqMWlxXsono0mLPhXrQ3EHWiCoJYcPYQLEfYcEPs4FkrRrQs0jH5G60UeFx4zHgLscszTi28GAQZYHkVE4rKfpHQjSjYwUKISsaaEpJhDZ6PBdFABS1I4pguuZMzAOnN7L3kdsTSEwpQ3GMo8v1YS2UXkiSNnn9GD6jQFYmRlzKoo8lg0U+rqGrjfNoT1jxMVJCJDHMgyAN5uteaxi1Y7v8x7Iz5MRUSnwbTaZMx0WtB5Etsz1lGatnPduw+VEMg/kLljImrhfQIDG+uwaww/qaQ2kTxIAehyRP/rEsKkaGasIALOB++YHFCkelE0oE9hosPig8ZcaEuMXwCrI3M+s1UUWiiYBXjfpSHymvMp++RgZLH21kqHykmPjOn0mcHgS+MmyJWx04MfgVIAUOSz8c1OiuJXURgymR1OBQJRMVcis0Iua3YyeBubvJSMQsgEVMGPr09kPPwq4NThIJMeDqAieqrK3EOSNuE8gzcf3hj6U0dGawCGYizB40iy9p8NFxMQmd4fUGfQSdPF2Oru0GMR4YzRZdMKHSzkq0IxfhojTGW8HROH4ABMnKg0pmjyjw+cDxW4AlRvw5xlBJTKz0sELdlM2syaeg+w6EJo2+Dj0zjZccmgj9HYWzoYLT1IA+k4sE4TPhc5FXg+Yi10XAmkwnWFgLjpS8dAw3mIVkBgtkXQkIlApcvNr4UVGg40sU+RuEZCTGTLOHTgIiZMwsaKpBDfrq9m6abxHZgiU5hqjH47Gqzx9//ulx/+enx4eX8315/tgq1ajHl/qn2FnPlf6vz//PcW6V1rfLX+22dz9//seHp09VXbtu/vhw3zT7NF7XTeU8WYt1r7p2Gp2n50/L1ep5f3/an29uX3379rfVpWm7slPKaXWDGQ0ZIZ5bl6VjB3V1suz58+fvv/32r5fr7X5/IIvIOl8+ughgtv/8hz+rvikWeVXV8+wsl7f5Im+armn6trssN+tpHj9+/GORbT58+92gpvJSbrd3wzAcTw+H50tVNiRudA8vf6rO1en86PtRFCer1faHH/5hmtqyPMZxbluRZY+e7/yrf/h/wFpneXmRx3H8V3/1P3h185ub3fvXb17n+TJJEvtroCjpRTDlCoMd7608DDIto/gQQ1IUctY0d+1k26PSnW1BumlZE1J8pqltexJcbd8GNBU9CdwuXI6hCOFAYZonjeGUPcNHg2g7hq2x9xjhMCUQBQmHpHlzTAHKHd4XEJXx27oepGS2hU0RJdYmY0AIzJyPIPv3Sp3FX1EQUzxIJUWOiBRcJ7L0QvtgaypE4Bh3xbODM4RvN7d5lHSCg8LXnzgBmC5h2EHhMA2geRGvQmM35d+ca+CAQuM6QzEOioxRgjrgJsjAS054sRaLuF1r7MtQikE7ZKTjNKeQ5UmfL7ZfcsYaJLOoRbhLkMAj/jVlDIc7UBQ1PJAED4afEHIPgZZJKqCsczEGpr1/0nidzSl31ddMLBUYVCt+B/Prcf5IYotY/a+y8HHAiyyFB34+IqNw/vwn/9H/wWF4tOs7IGr6bhzBKw8pGj4dCy0Hcn5RiYu5nyxEWGalbY9p5NMKjwVFqIxkwB0MCLhLinfbtAF+W3f/TJhEEhSLSFSjWLipsSrLYpFFcAjxFPLmusaejSmuloJrH9/w9maB6GeNAFClhigKlqs8CsO67voOKWgU5+Khh9rEQg6J6obTqQqC0AbspPRcL89zzpLB/Bg11i/rTYFkm2O5XGfkZk19j8MXCxbklgSTBVY+8kPH4fB0CIBQwaaFhggaKFGI43ubRmBq+761XLtth0WWFDlwoCCdUA3C12DK8hQApQ571L4fXMdF65oEg1Zdi0qNaCmFFIAkCiDT11gNcTRHO+RQlXhAlSoPx/s4WS2KHb/xLs0S1Xd1pXw/1Ko/XU5xskgAxbJ2N6vT4WUc7ThN9dDb6Eb8KAraulVQvLhtq3HD2WNRJPRVgoL/8nLe3qyQG9MDWmi7Vp4tAtdarlKkQDpe1yHs3gu98tyqfuR03k4SZHW3VWfRl9S3reXYq80iiRE4ZjtW13IvPs5hiKXzSCaHD/SQ05QdN9c4CGZr6vFJwE45zXNAJyu2MBz82Phf0VIK7Vr0XQNi91C+WBaS3ya4VXvUEhFUNZynWlpjxiFDH4VYObylLgYWGLCSuSfaIXdQQ5r64neCHnqeW/SF8GQGvqM1ZAAhTJtTVfZqGJMknClc5MmHw1e4TyBNYRoBpm4ceVrPNZCztu8jQ5w7Rvj7R6CpAdpqOxX6QZKFPLuxZtfD1NZdmsdt1Y+jjqLAsp3n/dGxnThKfN8rlojl0XrsO8R9BD6pgR43KpgKQ6lF4AE+gvLStK32yHukA0dKlqnroGi1sVy1VD93uIwx7+8J5JwnidDBnaRUfz4dkQswObdvdrNlnQ5l37fgKcQhZmt0iQShv0EapKO6wXa956dzWTUSOXg8nlzX7/o6SVe+7zw/3h8O964TZfnKC4JLeRx0u1ruHAdEonlyuvbQjcdRe4GT2q4VREFZnpMwtazxcf+DHnQabR0netn/Mg5D4LnN8Bh4+bl8HKxz3x/na14CtU1eHOdRVCyz1+8/fLjdfbMqduvNerlYLhZ5ksan4ynLFo6D+E2JueNOw22billQ5TCNi8WrOEpEJSuaKT+wOi4o5lnHSWLNFgdGOOiFA4l9Anc5AEsgZxn9t1TA4vGSykyCvOS28D2s2aXNI/2P8042D3hBgH8gqwMYA65ETECZRJvP1xrXpNBSDcJei9Z2XI/g/hkpozA/IGKkWp4dHRYgms2eWRtiBmFEYjTUsfqEl9toAqVR5B3meKDwQwQqoWZXXohpMKk6lQselzGTr8UHAgavkaEKi5KBdbi8bRywXzMC6L5AkykgGUltksRdcdld2S0SQG96bOoqEcmN6holC6fYvM+4wYOG02S5matfQGrIr59YqEl8tvRL1G3i/2Lepnz2qKsQTsXh8bVFYSYV/fcm0uKqPQxCd0Z4Cf3G4oc02UtXEj/n5ZJNP81TGPssR0YwG6+cTwlw4yLu6y9HwSisS8lqFxACf2ZZVGLJL/tDWULS9kYpkYzfGGIDQyQqrUFCKSR4wcQfy0JNPDGspUjIJJqV58mgJ6CSwdgUXTHKRLQcfNZlXSbdPfdfZNmZ8gx9v+pZQ9EKa3RfQka/LiRFfiloG63HEOgsx/MQ3CQuINmIqx6OA8ifgD8xIAQh2kkktDmlzViB/AbGmhntvci6xHHNKg2zaYmmFJuiaHDxMKIIlvgsg8mT/yJxfyb8Qyb6SJsUx6Y4CwTMwF/LZbtMF2TRzSMaXy6lpIziwKXA3wc/M0PtSd9h5ymKOOYWMn2eVS/qXb57/CWSfMg8CPiNB6nUmaMjEyX0naIZJkRxoIbNAXmBpRFGVvZ8OpZVfW6aU1mWh/PD/cNPH7983/d1VTXD3MGFYC/iYHnpf8yTm93mN7ZtPz8/jGNjO4MfJElwm8R5knhF8SqOk/svP623W62UYzt3d+9/+vkPnhfm+atXd+8G3Z5OL0+PD340F9nNOMz5IgA1cAQbebY6OLQnW8HG0CyL3TTpy+W02bzWehrG3vcDrTsUNlBalshQ7bRj24v1YoDxe9/2dRQldXOwJu/Tl39qWwxrwjD5zV/9s9VmczyUD4+//Pjx30SRE7rFqXo6nn/hkKFLgkUUuxlSE757dftut7nZbF4XxToIvCiMBBlkg3GlZZSDASD7allec0ogNCd84RxhGFiUvGJcgmG7w9EMLhMxiwqeQ/Ako8Z4Rs4uWvohsLSxJITKCToQ34FdmAwwbvZoCCQKmP8aZXqe5/mOj2JDtBSWL2xhxsmYBDnRf2AijGUgyb0YjdD6K++cGT/hVeKlwBGMpHAZxYmAW8y8z5y8GFfgL8I5F8HguFroYSS+BUgY5i7AA0KfAW2t8huiKGSdKfk6jGhhqyO6TcZkuT5+SHpozRiFb725Uo2CgCMe7uT5viBCSlTpotPGxyt0U8IycRQA0Q/HEAdU+PnBp+Spgm2+vLNcy/ExkOaS6bjXNBdeykiQhtDeA6EDCGyeUXIV0rrNvxpvdljkrlhRyUbCY+G6ThQhWZEkEZnnCBJZGGZisQbpzf7P/uP/ywRpGXCafTsEkacVAqx58ZPBoLRjTWEUyhlHXxxuFJG9BiHyjoGOgWBo7jtox5neBh92VfYI3hmm47GEwdQPsfDp8RttbpbIrsEzg+lv2TRtW8Jr6vvrzQYOKwasg7XIgRZxndNqkQKGMQ5+GFzK5uWwD4OUgZiIRmja7vnxbFvu5ibHlpl6EwtIw9bzw65tOWG0At/brBEA2g1jU2KSHoAmCp20VlOSBnCf6zHJkmmeGyi+IEBFnhsSVP2+07Zl9a1OckBcrGk+HC6ua3GlY+keY7TFMj2fy7LuwgCx9GHod213Li+uM79++wbsJLSU6nB68v3I86IkDjxkszplWTU1FIYx5ZS9UkmUJJnfVDWQlXH2cL+vLucgTBgsoc6XlyAIs2wzIUfRAaAVZwN0cRCOfnmYLKttmyzN19u1Vv35eNze3qhe1w1MXGEQUosC+qXqprKqp6ErlslqufJ893Qqy0ufFoltuWikxjGMQ9/DQ5nlUZ6TNcFnDoopuN2QxTYOU1M3q02G1bvnlnWLmsGzkeJoW21J8BSsd7giGaY50/IHDH+WRRwaQcnEWY5mOhO0AqgYWJOJkg2xH+iEB2B1cDChRRfhUHlBCoKNRR/CA+XGEm8y5ihkP2B5hfUVisu+64l2wHaXlzufbXBBkRURxZ5qtUMntItKBX9TpZBxl2K/ZCv2SEqp8tQtNlnge+W5qqomSlLbtpJYoKBQaYqB0PPtJA7xbiMwB6MgObCgkeiwd+Jcyi7PbdPqIIB6IcsT37PrSpeXNofu35/nIU1CpHUohQ/EdtIUjxmDHEaL+q6mbi3bTtMYJmnHngbLC1B3dP2gBuTqtHBjxnHKRlFhKsHsDQRXHE81sjGD4Hx+Xiw2691K94B9S/3R1j0+3sgddN2rMUlyawIRgQeTWizzIIwGjXreAtysHYc+CkLXC07HS9Ppsqrq+hRFiGN6fnoYxi7LFrvdm6o8718+4RZzw/3Lfd/1SRb3unp39/umPf/5z//G90IPnXaq+7HX+2P90RkWr19/N/ajE7Wr5SvPS376+V//fP+vAg+xMf3w9HWLF3qL5WqzXb69e3X36vWrzfLNevU6TYs0XURJxPWXjTm1KrN8q/AaT54bTDjx8aGxkjOM5nFSXVsBgu5EcRhLqUQDD28GDjKr6hD4URynZVm6NgyQ1w5CEOp0pYMV7ygmyUrDcVX209TkSnfNEDuMJ7GFklkdy1xMPVmrYxqGkEws9tFbiVcWpl8e/WSrsFY1iHcMZdk9ijGPTYWoxbjVRxrHAHS1AVjxIoA8RdL22GyBFCIwJCFpGO0oZ8n8/UU8ieECR5iCSCFoHtezZKBJ5yfKmmvzxt5RVI+ibrretULEFrbzNFl934uzzHijKckhjYTyUdHfCE7tKtQUcDThM0L1xLUvub3SUPEUE84h0WfshWQZLhRv1s3UfIo/UhpNbotE/CkKJbHoo52UkHrSTXnDX3GXZsUqrSzqEumXiMlhg8IWgq5jQx6VhkG2l5gIYOaCk3MmmkXm8XCY+NitcT8m2QiG/ybFfRDCWDJqjK7Z98rTii007vKv6AI+G4zilL+d2cHyJ8Scnutf/CQwnmlWhByNi0KWNYwQEfB4w6+OgYWhx0inyLqECR988rlGo/efvxxIHjz2KCVZ83EdivsHCwGWTZJvYT4KaWX5pePbw3fKrTfbEtSaWFQMAyTTLBTJ22MPfB2N83tm2jJmIJDpA5qBZwCfBrk4RHkRrXnt+AE5ZBaxTBlMEjOEWJyzjPJxIfSY3zLdpPKBk2WF70v0XaJhE9mtUYMZvReRLYxVNAJmPhUiAjNHgWS3i56NYmGRqwhP9SpSN0BCvn3ypAnElRpUmtK+ttMDRPsOwnHlK2N6hEwmJFdTK8pbCKeRzQaGpUy1Cny367q6PtZV8+Xh6XH//cvzl0t5rsr2UN4r4Je45Lbi2Mtd299ubzwvactJzadlcVs1p0FP79785mZ3+9/+3f+7yIpFcZcXiyhcVvWp76vFYlOVl3fvv3Mc93w6jNPwxz/+m/fvf3t39+3jw89Nc2EW8fntu98kSVSW+/X6rirPQZDoQXctIp2TOPW8FG3/BA9bmiXPT5+7xnp4/uV4erIda7Pevn/zz9e7xf2XLz/++Hf70w9FepdExTyHl+bL8/H7wIutacjyKMvXi2z5zTd/+/rVh91uEwZZni9lJc63CS0Kc4ARRiU4IdEZyATH47zYRyeGe1m+Q6FGyV5eOhmPkgQYT5SiHo2JL/SbyTb3ymm0fZKTiXAE20kiXgx/jrQti92mcMYJAWLQgMPcF55IUIqKQxVya+FIMQwTW2oT8iY9jLzKV40xRiHBNdCcIk/kN2A/JnnIcuCBf2+hW0Ajx+UfJZ2omSERnP2vglbGXTLJANURn1L8u7ibcKKKhBVLaKJK8Ve8ZqWISgW+ZTaTqKyATjHoKZCTZGH+lSOKXyuePr65hMZLvgv+R9JTzFeGAkDQKzKwYcSOqOBlxz5g+v8Xaahc5LT/YG3r+exIDa1UquZrLhE1OByTYZGpOsVLjUGIJHLJTyBqWOKsJYNB4Mz4/YGOmWA6EwY+BT+m0zb6Dg6RJeYV5D0bwEn8fVBVj7PvOwGy1xTP/tl1rTCCy1Kr2Q+CYaCunZcCbgtuErBv5Z2JHx2iUKynPd9drtIZtjTMRTulpnkulgW5q9DmVXXtuHpRFK5rR2PgOJkFJwwsWKe2iyJXdYpOv/GwL4MgXhTpMIwVtfDeiBhoVOHO1HVo29B2jjpbhKqDvhmLPj31dYdmLIiixI9C53w+p0kKpG/V8RgF+R0VsMLKT/e9H8R9N+SLuG1a6G0sd5yqGVaooKm7KPbLU53niWyPVY8tzQBAcD3ZQz4V5eWcZavlOoVNFK1RHzA5qq46DbW8G0S+6lSShAPwN2q93CmGVqVpOs3AYZ2OFz1MURjS1Q0prx8GXdtMlgqjbV11VVXe3r0qy44FcaSn5Yxo0VMcF0ke9l1bXcq8KNoGuZ/Lzbpvx1FPfGLHy/klSqM4zY77z1GaHPaHRb5OM5cZ66Fl93HkpekmzmLXcvbPl6ZTiG8GPWJErNw4RRG+O/BdIp+OAFylnmsLGphSQ7zOvp/ST2KdTg0fuzGK47bu9TB7ru2HXq/1gHyBGQsuzKolphNkwiDC6E51PShlAR5iXQ226/a6h6DOBwiRUY3YjKUpoKmqm0LIbOcOv6/h3dvOXNc9EC84fkd49GmqhHWTtqdRg8sCFk4W8iJHYQGtHSANeIDbRvmhj8fAw5XGedkAGzHmxGgaMZW3sMe4XGqMkCMX3WbghXEIsf0Ii3PTqHFA3NCyAGaahX7QaV21qq175J/Dd2s3tSIXB84Z17XzIh9HEJObpocKo+mKIl2skhy78bnr8H9GEQh3UY+/bBjiuGAdjQoviIK6bBCCB1q6ZC5brW77kiZv6tDQSHO21rXo37Qauh6TlCz2gaG27A4DdoS4uoG/3x9UO2B0CH8bas2+77H4d+0iT7IiP+73yMKynCxfTJDYQdRwOpWH/Wc/CJrmQn+ZG4a557nrZTHqZgac5mDbY9OVtmX7XtR34+lYjrNCOGyaIhK9Pbv++Munvzudnk/l0zAgxPZm8xs9dpf6HPmbyfZdJ3gq/+Fw//c442ctck1glaz47ua3rzbfvXv3frHYbFZ3q/U6K/IkzUdotj1ktFBcNw89vGmQ5g5tN/hBbTsuJlM+IuBI/kCCBU9wkY7Yy8XOcV3kUhgVBxGILDQxS+o1QG5+PKjBc4VZbOZWUKyRssqFm2QKYTomuWoGJk38g1zDAhER/57wGXDP4Z6SdTf0QbJCZGAitjBSu0mFfaU6iKUbfQCG95zoSbas6dcEEuBY/TT6owPPs+NqmDQkYYxXHAIMhJbCtaHpJwnpltg9gi5dBAqhWRUKPQpr/gz8nPmesz6lou+aaQunh8yzzcAS80hzhxtMmRDPmHXOaHIMPGEVM+XutS8lwJCNwTU2TdYk5q+La9vgvAVAMoyz50miHamk8mnzo4YBA/UNuAISqI0mFssrVNUm5Eg2PFwkjRaG6PhwyIjDe0ckD1LjeV2ajY1IgqQINLQWi+EdmElJv02RttQ2/Hb4cVHDyCE9Z1IzydgsKlh3sMITKgq3kUKjw0+JcwurYGcCXc+zfTwRwD/IsgtSIhzljIJAayA7BPlBTRSctH+y4HLdUVPFYGIn5EMGI5ibB9SLeNhmS8N04JDLwLxy85CgJzdpkGxgOTvAeSHTrhEyGczvqDPFX/Ga78y4YRcDePE5odYU3inrPQE4sz6m5RP6R7cFIxcrKR6PJv9AJjQUt+MmoIBI9LNY44vWFLpTEdNybyGCXvwvprcTBxGEcxgK8PMxOFPIfZlCwRAIA2TCHEQka4xMvv4OQjCUfAjh+hiShDnMWf5ytwOtPi4IKvWZ2mfm9zBCcH8COTSVv+ZduKIwbNAFpKcT5yfBh8KqwfeChkTMP/jj8D0gSmlGIBbzJKi85ZuJNF0IZayuRVZb3/c2pgyhY8+6R7BQ11iubyXJOkk26927vx7/xTzjpqjbsiyPT88f9y+fH55/LKuqK+1j91N5/4+Wlcb+zrI6KP9nP4vzhy8//XL/r3p1frn8KX3eZMlttkgCf5GluVJ9lhX756e2bWmCVUmyfDk8ExXmuG66vdmdzv7Ly/3p+PTNN7/505/+cRr7zfYWbw/nAo09ONZls93Mnf7hz3/oVIOp/eD9/Olf97p7e/etY833X345ndP9/unL4/fDeG67s+u6y8U2K5LvPvyHb999t9u+zRf5oljHIcQ1BJvgLJLHb4aYkNs4ewq4VEaZfnVezfMY+G7T9I4DuBe9MPZQj34UQJeN1A2P2axETxGLgmtCcEOWrYchDAEXxtEH+qCMt0TbPGKejfRgDK9GqBjE6oVXEuP3QLBCxiDHZ2xExDfHSRA0UTWAAwyPIl9kg5AFiIshASwwAP7A40ll+OwF+GMoK0VDKLk/lO5LB4a/vR+KeplJEvLIUREtP54MXoAd4kRPIlklIZDGNjaEvh9EaJ5HzJgMUVPQ6PJDypAU28hJmlJ5ZfHoUuQiYyyLn5YMLyQHiewlviri16Ww1kaa4TVkSBCg8rcRRwNvURxNmERBfwOrnkx4vhKuGOUqbSeXh5L4g2/WWIIpweE1xHGqvM4YDhrhgImQNfwwHiYGJwXoi+TOoxzBlGckgJ7HCbXBVJGIZBsqB+LZ+HkibA8+vnkoT01WxNi5AWMYzjN2ixD4A8k+BEPQYU1pQnnYz2CbpPqxupRJnDjeVF4qpablKkVQL34Cu25RFCdZrNS4Pzy2dfXhw3cSFjxq7ftBsUgv57Jp6pvbXRgH1lxczm0YugD5VQQlRnbXKUSBISB5ThKvrdSAB3E6HSo/AP0hLwDDaOt+HFV5KYtlcvMqxwIT90Rbns+uO29v7mb0UYEOItd2BgsSTCSSIbUZYeuOO9kjuhHPd5qmtaw5LyLXsfpu8ECkRURFXbdN09y93lnz9PxcY7bHXBTf9/Is73QXQcsYMrkS30sSR4siDQKfMEU4XKHcjAJ7trsGBoXNdgnrcAP4ius5XY0SKwjjeVbI4wIvtPYcL03cqrSiKB4Guy7r5bLo+rJu6u3mVg8jAEiB9fL4lOXFNFj3n+9Z4fmq6/wgKJbFNKqmrVw/rarLOM5Zur3/9BTFGfioy3UUhg18dNrxvWFo4jjc7pZt193fP8RRtlhkbaPsaVqv4c8sFiki1PQUIREONVk/aGt06nKwVjZi9BDZCUMLjm8bx5nv2WoYkWuovKEfsxwHc1X2cRpqqyPN3MMIeByyArsmrPg0ChTXDSbAaHSceHkWdag+cTYNFEYG3InOSD2e4yxWHYjD0zSnRYzuHbgUchdsp8XZ6naNtt0xjAN5SdB+Q8yAm7BrdZrDauX5QRDCQrl/uXCWY3H3i7cTGgl37i4961FYrvuuZVUdEDnF0hm4J4V+OAaCDwBXBTjeNE1q0FY9+34KxmkatBXCEuuqdB0E03WNYlw7eEK245bn8zjqJE7yPPY9pyzbJI/who+WFzmWb2Ov2YO0pjUKXzSnZtA+Jim8IvzAEaqZ5TEjenRZlmAQ+37PHh7ZO1BqzZvtehzH/fMpThBYFKLZZoK868dpGCeegwYysm1Pd20ceV4QTaMVReE8jmCKOl6ahsM0JHEYvrq5lM3xdBx0lKTp+VR2raqbtizrpnkKQkznXN/p2ma5fPXy/Onw8hhEsVZqtUlH1Y9edz5/mQf3ePwEuKs+4eWtTk1TN8N+Eb8Nw/Rm/asoioMkdK3sdPxS1r+o6WhZ9tPl/2tZPVMk0mJ5WxSbVf5mt3mzW7/69W9+f/vqdRgGgEr79jAiCBEXLfacA+CiTAAbB0cPyp1d3dvjaHUdRNFd1wZkv/shpBVUEZNnxvm+ZYOf1ranYE4CH65jFM8g+Rh7DPyLGKa54eyjlxKGIfdjCmob6FgQ/cd8RGF2Ef/lWDykRZ/DK4e2dt5Ghj/NhZIoI3FbIFuSy0huSCy0W3JXoXYkrw/XMFwCcpcQviHh6vS+y0KGciM2ilw5WfxBXDgD0RJwGgoaB7tWSQwjOdFoTXGqc4o5zpoX/7WZND+V7doTmCVYBEl5apaEkhd3jYGSQSJlUJgZy2LomkWBpg/Zw/jFQIlQfoYNibSLprwV+zxKHOwYDQoFYQjCuTMkQwkFFdkPl4wS/gPZD04hWL8kHp73N69nGZZzvSqCS3uCgAreSG7UpDczmkxwZkD0Z2nlOBM8hsRsXFmaKP8p5pJ2FMnBoxVgR8eShEwyCVQw+LhrqB3sBoLchCqCnBuxssDjJ0N+qQdkcygAbor95ll1g3ZwgmHxNUF0IItrAXUzCIGFKjsNYaIIZBNPvbC2MLcQ1jdahJHzbP5ylC5cgEkPJmBA/p+cLcsE3ZocEu0Y4MXtHEUVMOGwV8GHh9EbttAYiMiwHLJ/7sHkR+JYgbHyUgqNFNOiM5Rgg6/bbNGg4g/BIHCCoH3GnpAp19fkKjPQ50MIkCAx67TumEZaEoGwmpYtKDHogmGYydUQbSR+NmFhMhKbS0NRewqOCFUay04zhLju2UgCxMUnG2V7krySgXgk+u7MU82JpFTnFLqZcEt+NdzFiWBa/hm7axPqxXmfrAvwUDE4RCjv8AugXOZnRHeToHk4yuTugXRunD9Y+yu8+ZPLkRQ/ttH1AkQ4IhZcmPSO3TaD53tdhxpGMJJhGEVRvF2/+vbD72JMitvj8fzTT3/4w/f/+tIcL/X9/nAYhu7Ty/e+HY7WxZ5Dy4q2q7vIvZmt2vOjz19+QO1q+5G/+PD+r0XtnMWrcbLjVIVhvihuLpeH1+8+oJQ/zMVidToffvzln7pW3d68f3l5KRabqjoNaoxS53B4Oh7fBpHref7rzW8c2/388G+1vvhe/Mv9f+Va6c3yt4069UOdF96i+K5Ib373m3/5u9/97XKVZWlB/Sw+K5ZAaPLHeegV0gUYMCoMJDhSTX4jiJfeNLm612S247OXVDPPwywF+tLAG9ToBbbSI9UgmHkJ04GODxF9MJQF35oHVgWV/1BjhqHogSVGB/0Ed3QWRk1M1aOMg42H2cmJ2G3oRyhzHSadghOOGQCVilCMDwPGdvCqIUzbrONkf4XrA+O7gRkwaGp514jdlMwu3A5oZUUvwMkUTAfojsi8pZfQGWEbJmxZ4sgZx8p5BF8FnoGzI0grPKGY++D3QQ/sBZK2I1eQeZ7n2VYaT7Nk/VHZgX5VsGcm4cBmMKDY3qhWNfGteHnZMzEBC8QyyQqk/obvIH5K+Uh53Jlz3zB0cUGI0/svqTcS8sJIeluDkMB31CTXmKGryFcEiCXnq5kuyYiQK7fruMpwdiHihegA/zf87RMIqrgUOWHEyWACDzlgEi0JFf74X63Z/t/+p/93AU/PNIOOKITAwHB9v2sGpTDodVxsTnzPGwekBsRJgtfdBTNUKej0siyFeEPOMqjS8eehvqSj6VJWbdMgCjNOh7HrOwwSPnx7B9WP64UhZLOoDqt6RDJe2ivVlEOc+FGCPzHAiMDKcn8crLrCqjBJMDRoa7DnUc75rtbj6VziiHH99TYXufk8W1EM0yCnyDh5h5H8sdEC8puTgsma67obB51lQZpnj5+PzCEJPUSGQEbs+UG2DKtTdzidkyxKwtiy5gtyur3tbe5Ylmr1ZE2XsnYcN0uxh/Q9Jy8iiOWG+fn5eDwcEBcbxosiTxLYFS9l17cqAg0J6+8kRbPd1LpqzlXZBH6W5GHgu5dzBVWO5+m+Je4Pr0TTnM+XS5ouk3TZteVylXteKGFPyMNpGmTc6x6louMtFyvH8yC1qA4BUs6TaQLRROIrXr/bjMN8eLnMjuUzc3m5yB13btu+76iItvBbzTPWepYzp2kaeB7MjZ6LNPA0LE9tACUgoE/rbTqqIclCBugNEVFRZdm0HRiuQRjGcZhnWFI1DRD/XVsHAVbMwziofrh7u+kauDGxbFHAG8LVPGjXtuMkavAzqZDpOWhIEgTQztZ8PFSe66ZFZFjvMEb2baWW23zAAYH3RPoceXmxsMOZhHfH8b2uQWw6EpkJccmzGHZq7Pd64C5jTJUmxO7ZXoAFeBS5Xa8v52YchwIZqY7q4Q+GPHlAYR7HbogP2quq7nyuo9BZb5fPz8jJWS5TAIF83NdBGJz2R8Bpo2hgYHoUQxrN9D8k/pGahRcKZ6UemlLFqZ8kYdN2lDmNVXVcFIskyZqmyxfJ81Ol+n53g91gXatx0m3TrFaI9zlfmpfnxzhOl+ulY1t13ZwvF62bNIlWy23X66osdze3WuvT6YItCOoHFJu+b6dJnBVp1XbIhragCAg9P058oCNa3TYXB9hJLOP6Xl8uVVM3vp9FSdo0lerb1SrXWj093W+2u3Gw9VAfzk/r5V3X91V5LPJlGBan8mPfNhRFeM/7Hy71cxpuLs1zFq302MTRLbzMemynMxPZagCDVE26pr3IblbLVRDmr2++e/P619vNq7yIbm5uohD/wcjNYO/FKj2Po0rzNI4gqW0azQ0Ctd9SI1+n8nVzieMMOyuNApF3Ah1uCEaj72ZUSRq7rl9Vl0HNUQQFOCo8KVq50dJq7BVQTB7E6kbewokDFhqSbCbDCxu+IGr/WH1e4ewUqHBAKIAvUW59bQmuKc9GZAbBAlITIYRmryjB6Jg6Cxlf7kbKdSgvQRIpZ8NsRLDboSeE1wMkNOKVoKTLhJrIluyr9BQmchNZS18BmzjpIY3kk5NPgsogbpRyXOak0o14HmFFwlTDYIUx0zT+yQqOyx/69OQqpaiJICVstlF2kAojf6QRzKADwwUKf5f8QhE40fjEfxkfoDSZhrABnSGOBfwwQPBfmw8D3JQgKC6pRHRNABq7R0FliEtW6N5wcbDVwdyXnSbR6owOl3gK0kQ8Ifvz6CADkyGMgPUxk1BYI2y9zLaWOzq6EM1Kmam+/PpY0DGBQCk+rsyId/BHyNNCM4m4GYkkwSdPnTAaOkGAGI45U1BlBcr8DHa7I3mSnHHgbw/zM1cToh1kqw4FGLMdRWhmnEiiyIXrjN0us15H0H3EA8m/l0Tem3R6aVLwVSLGXUCgjm35kY8qlXMH2UdJiCTC6+HYFzGVuP1FASU2S1GOoSN1HAiXxCRlZLOMpMQzafIt8JLIstfkB5q2EU/7dWGBgpSsCJJLOY6Ae+oKBeVSBXGIQ48njds8WV+gh5Tyl95F2qSk86eXiNUesTd8GfiVyEaOBSe1ALLgRyvIfpSjfVofhegn1Ff23hgmmMAGwns5/hQxnvhRQeAQtBq2RqBxSNKgcC/4t4M0Du8hwbsyEzFLCoSy+sCNCokHAXHeCDedBcML208ysvEVBBHC2qF/Y0YrVlDjnKSoJfq+63sofse5+/z5s1Ll8/7T+Xg8lj8+PT/0kIBCGxt5i1Xxbp7cm+2Hqj58efretjCaCmJ3lb8pFos83Sbh4un5s+t6UZyuV2+q6jEMs/3hgMTzML6Ue47R6/LchGEyzPtF/s73vSDyL6c9Fac/DNbJtYIsvPOicbt5s8zXb95+u1q92m7eLhd5mmaao/8gho8RzYbI6mhgI91DZOF4uCnNxSsIfwS0RTK/w2oa02raNeVIkjwdF1ow5XhO3+EkZMYG9Iogk6vR84MBHyA2qxxJYNvGE2mEYYzPEedHAj6XwsYcFDTICG3LHFOCnTDzLfxBBORi+QxFHiYh5t2n240DJnqMuTWSBo7x7jxSKDvHugxvCMifkqLKo0l0x7Sb4g3wMe6hO5rn5zWtFOcSaSby+KEPFH+yPHEitaB8j58HTx4qtsQRbfJOhE0mgXiGo2SY8GTkCKMY56/4IC2Z4wgFCucZxrJgHKBdJyPtq6lA9JvS0JIcBt09fozhulHki897jbJJeoBFpcmWzoTLUy1oK3QJPCt51pDXZUYzdB7S9sxniXeOoVuLV1x+bqrKOZM1OiBBN9kMXwGyAeNdB2IqkaFS/eIMA55JkY/ieMKOBZIJ3HlpElqx3fdKK+CSJ8hUxigC4BdDaf5lILfANwPphRPhL0AgFeCW8D9CzSNJprbugUXRw/jwsLdtN4mTFF3h6LrpZhtY09zWQ+8M2+2q7/qmRorDoHTXdfNoe0FYLALHAWDDg5ADP23bjFEUuD5YFF3LlwRTExyCehiDwC2y5IRMEn+GXBUZa24Ieeo4DctFqofx8enZtoMAv3nsuVZ5avGZ4aHD86nU7HbKC/AUzLPdth2w11DhYYRuYWQ1RWHseM75cJ6w4dP7p5OH4LIojMJsspu6mTBWx7d52Feq02EMRL7nO2maFTmCMPSgOoXVDbyCaYQJBMIFbMcNusPxy+cf0mQbZn4cImDS94NhspqmrevKc61FsR4m1as+y/M4yhWC7XHs910dIoUz6ZQ67ZvNzSrPs59//uNysfUj93TYh6G/3d24tvXydNETsCtaD2kaWSPo/8tVKk7xGDgQ1EWDdoQQZlvT5bK/uXnteXbb1D7iB2kWcrBAr8ouCL04BmW0WKYjARNtA86+NY5pATxPHIdaT0EShElAKQjfKzkUuRaIisCeg85TTYOlG4UuuHXaBm77JAs9VMm4P5M0rktkGMaxP9tWpxCmh0AY1B8ooIAwVmMQel6AJ8TH3nLsO7SsgTPjw4Qeye77sViEfTepDldpEHijHpA+Hs0hqCojNQgRGzdUz5VuISdj2pIerjxc9OrTDNA2WC9V2Q1YlcxdZ213kLYpcq4CHytulHEz4t210vvny2K9iFN3td2prm/bDtOvIbRRUXmXUzuMpzDygiDGyUIL8jRZdV3pOVJ6qi5NsUzG0fL9bLK84+mk1Hw4niVEu9fzcX/pun6chiBwz5dL3wO3E4ZxFGdwWmqY2zF/CPw4AlzDcy2QS/smiuMkS/peYw8GV0YwjD0C8wLn9WJ9Oh21trtG+blb111TX87nNozCy6XRumFA8Ni25+32recHfV/P9pCvVq47n89VHKdNWw79rFUfuoHvBI063T/84XkPuu/h+OzY0TA0WrVJFN+uvtV6SILCsu0oTNXwVLVIV3dcOw6zIk8Xqw+r9N1ue3dz8/rV7fvVZuX7fhwn4ketqhLHI4fTmJjT+EVHCmYrEAkPXTClh8NhmsG8CWGI4s3BC2YY4WKPiR4SgJjQ0kdMWmfHRfocBAJKj2E8TWPABMNxZBlqiAu4MfB4eJY74z6BG/2KvGA8Ou4Kaf8kmwvQP9ql8F+usXImlo3TfaPuvEI/0Pqa4DZ2Q8TBcBOAMoKxdeLqlsm7XNKSAAF4GoLaWbE6HDGim8MPgCQA+tYMrAF+UWMZAn/FyBHlPuR1JhlouENG9C3UbYKfxtKYUUuabQk3PDLflBsXnRIFh2rUXIdC8ya5ahydyhrQxEWgmDbmCxSdpg9EKLAYC/HTGkEsLEUU6ZFXQb6HycgTC5RwJvnJsMnBKcVPlNncwmPDjy5hCVxxCJdEeFHSbLDAoqQRw1QH8qfZHoBsNeNqKbzBxeP9LfQFIYnTTizQAhKnqJT7GgkCmQKxCbZthUmgevC6pHZgdDHxktf1Hb8BPCcjxYT4hkl/MiRVPI1y5dOHxmKQDQt2iQOmn9A6mmQq/lUkFdJoC0V1RLOndEBaD+xthHvu+ZyGcN1kIKCsPNG5UNzJB55976AHz58DZnM5Lk7LIMTfGsIEWUgyM4NSUuqTaajDF80ShcHlroV1ko/eEc+bpXtAoKlNR1fiIdjQoFO4z+ZfU+iA/BJlua2VYmHkWfYEOQPfFAabG4CNPHlGAcxZijRp5qEVMxbn9mhbORpwmSZPaCe6YpZnyA/0AndQowsbIQaFQWCGC+SlmBpdfEfSiatBU8AmsSSiDzfUdtMH4hDwr0MTaY/RIl45rnQlSf4hlyUyAJVnQUTkYhU0hkyBNDAGkRHKDGwgQnWanZHhezbSWaBNtUk88lDAY/bkRXAIhwE0MlxBAziJghk2IPytHaIXvQBlNK7jIAThAzsbKLLD2Me1PU6nU0XfRug60e9/v6MYG4/f8XA4HPeIfX+6fzn9Urenurqcqof9n/+Mp906h+5re/bsMa3L8vP9D7vlBzUdJ6sL3LU1+qfN87l66vs2jXPfzY+Xn5uyubl92/et64xl+8V37cvlsa6Pempdb1oXrz6sv1nkr97e/dX2ZrPbvM/zLImTEH4QyIcBfuwVlja2XZWILHIVinuhoCF5C7ggVBqu68YxZgFXPSG+wEEjp1ophH9ietKPAaZpWGLTuoZvJUoC27GCCA4Uro1Q9zqeF4QYayZe0rfKYWi5Vhhes8/3xRbO6RK+JbxrYsqeYGmg9RrrdEwteQFQdeliTYf9O445dm4ibmR4jPQbNKzylBVei8j6DUEIGlQAmWGgxaFrW0w0NRoNjo0YDwJJNo4HmoTZqXFUKElxFJkbST/lKATvSVanEWTiIgQe1qzP2b3RiQr0LmUsjFYRYJXEpV4NeaJCobkag36a92Yc9Sa9c+b1JYs9TOoVJrSCe/EDDKjwcmDLKSe5GQ+KeADrOqy/sNPyfAiCtNLSfAnThfp2HFkiOHcAjMHwBqJuXJEk0Ji/Ou5Bs9PjRcO4Iw4I8LTJhEscnexOJTDWpuxTBCbkdmJPyrXi9TSR7R0DjZh95Hu+SeWBOIBz5P/sP/m/Ue1qx0j5wJdXXrpeodmzZwSLY/I6AOQwjmNZtlGM3C0yttA9Q52LatjJslCSFkF3HaB6d13ry+fnXz79vFzfJknStpXv+aEfo2L2cToAo+9M+8NzXfVRnNu2HaLsTj0XmxeNel35PpY8jgupQNeWdVPGceF7UVGEjusf9k1dVY5nL4os9DF6Oh0r33OjMMDGL/Rs121q1bZVEHppEo8az2QU+1kacZyvkFzp+yNewjkGKQXC9PO5b2Gfm5Mosic7zSLbcx6+7LM8SZJw//wyDvZiXdj4N2vf86I06pquLpubu53PASpsYD4gJVg6tfViscAdo4bLuUyyzMZuRKdxAD5LP2x2S9u2fvnp56quAn+x2q58FyzNXgFRcDicwyS4nE+b3W11OTZtnWVr34tU3waRXRQFK49J6fl8LlWv7l7vPn/8CBZWWnz6+cfZab/98KskzRQ2G03TtdOk37//RvUAKkBd4LsBPIoVgkWbOk4K1Wulu2KRdc1ludzO2GqeHGzb8q7pl8sU8te6T9Oo18NimeFxJ4vccmBmG/ScZYHk0natjnMcih2cYGByclQ8KVINm7LNF3GchD06JqtF3gNcLXg8IIdF2kyexxBJYhU4uh74K47jtk3XdtqanSzHFKBr+vOls6w5TWNIR0DoQsI7VrhV68OAZhfLpFdEAGtcVCQx4iUy+78R6gvHsVt0RD7eXAqoPM9v2l7oWIiB5s9gQS3ZkQ6HqAeo2FhgtVUfJX4Sx13X7/cXLG8xK3FSCCznpu6CMBiR4uJN1tQ2XQj0Pyrj4/MlTvz1dnE6nZ+fH+d5KhbLJMn7vj9fLr4bHo+nolileRxg2dg9Pz2sVruiyBVauOl0PGZZEoSRZTvH47NtDdvtm16VUrGdjs+BHwdBNk69bcOKB5bGPEcJuugkisuqGoehWCx93ykvVZImAT4B4IUu5Um1k+tbVVOfjqdpjIv1ynGmn/78D3ES/v73/944t/efPk2TJ+G58zwt81Vdn0+XPcO3EIeotLKdoa6b56efbHcYtVvXl35AeIbj9IG3vd399fH041P5956NYI1hrCYLR0qRbXY3r7Jk++71d2/evLnZvlksFlmGkMwoTihpxcFsgFowTrgwyPZ9XixnYAZoLZIhPZO6wVf3QTZSSl/OZRzHsv/hqY2UNgQODn1eFLZt12U1TVi3YkrKlseDiFduC9qoHKdramt2gjDWyKKgcYtEXv6P6JDgHce7ybGrlGqyVZP/COmC83hWhAy6kWGvKYVlQouDm65+Xh4SLMYehcNIjOS5MMGgFz8Jd1xX/7eQV77SFGWzBAW/ZJRx0cc/Cz0nCrNpdnz68UxJblCEMnumSsfcv+jlZLDC4gaOIUnivoYGsg27Dk3NnkSs8OI/YTtlFmVkx7E5REMitgLWTfKBcCl3hRbSUWY0OexeaB+ZpiAEX27U0DtC9umhi2OMPP5AA+MWWY7Z76GHdK4oM4mSksQ/I26kgBZ6Kn576KCkLjJbDsnTI35JXJ5G6GiiAjHDYpvEr1VknqZ/AAuRw3J+w7L1wa5PBhawj7IIGMeBQb9w3UjdIUXVdRhNtYLj0GCMGx0f3dXGQj0VHhi2l8LExCEmkkbTJlJVSF0ljZessWRFJ/tToX5blByzzaYJh7UZagsO77+uoIXrQ3EodB9suViVsuFAosZXoh8xSExuxAeIP4IjcBIseHCQrCCqWpj3DFQGM2yWViPWmF9TN6jUvA6zZZ1JfBGXcrL7ILoTZl3HhssWv5pqUk7/8a+NiCljKDw5OmJ7k12xPK6SwyUsHNpgTTcmMxrBL8K+FYQCWcRFxZ0GWfYStIHfysXrKWwVOQ3snqeHfJXypVy7Viq7ZFduhghmESrkHSH4D+OAwTwsx5rRflevIG2cxNjIV8lPWP670NZ5ArHj5U4NJG0iiKj6RlgHH28KpGnzgeOZxw7/YCb+eVop+pZEx+Y0dT1N8+VySbKoq3FdgkSqZwLbPYyyCd+FfMyeVTc59pxnSdN2iKTj/ThZdhwDRaZwvTV9r376+fvH51/aemiHh09f/ulSHebJnazatqI0WM/2FEUxCA66ha3Bajwn3S3eTnNbtiVGJ9YcOH4QONOssvjV69dvAy/L0sX7979J41WxyIMAlaEbwAbi+04YgdKKia/v4vib4GTBpBrEV+h65D2lIQ2+L1HyifoQzZvwP+yZhzZVyi42K+KzlWcWHm8WSGjIUfJAoUcVnx2GTL5jhAd0idgvWR3knfge2WKZb1Okx0JaYjql8YPJNEEA78LDMsGVHKK54G5gluSHLvo3OAhxjRimiAiJ2TLIslngZPKEyACF6BfZV8kyixHtQj9yQauUrD+jH+aDOI74eXzGqSOWTcxsjOBjd4mzl78dCUwivrRxrNEcCD2E6hUxfhRhEIjrekCQ4ON1bOIboLXW4wwIuWv5IYwVMKDi+5cWS85ZNnsGHMqJKf9Ihw+qrLIlU0fk0HLXy3TsqvUWMir2ewM5MzgUyZjhm8SwHE4n5ZsVqpnc74JAEyM+VbJEaPLR4S+hE+GqLhDtEX4b9DHYunPQ5kxCYeB/OIgZbTgqQWG0rdkPkdZovjB+rfJmirQbv+4//Z//n2UNDWIhSRKnfRn4bpRGWg/IWMYXwzMVz6UThoEesJniZBcTNRq3uAue5zgNPB+5CI5jXaru/vNzp9BLpPEyioJxUi6bTlgxI3RlbdX0w8V2grpukzj75tu3o9b759L17SCKzuey786v714HAb7Bsip7XTte7LsR6hPbenq8lJcySeLb21Wehz0Zjx4UKdhMCsWbEz70j2maUpliPz6ebMffrDPHsZ8fj2EYBBE0Wp5r7242eRJUlf7584vne6/vNqMe6qb3Ah/7cpYjtjMjUAF/nXnQqmob7DHqxnf9OA5nyzofKxy8BB+3bROGTp5lddU4YGPaWZZESai6vrp0zPRUeZGv1lnXtAI6bxqllUqKuGsUDDWO1+qxV/2M3Y59vpziKF4ul5fzYbFMt5vtfn/Z76sAyBfwAk7HUxBZrpe8PL34Xp8X8Wr1akBsABxwtm13fTt0U4ImASW+5/uok1sVJ5FSummGNItmS3VNs9vtJD6l63UUp01VKVWnWQYdbJr6HhYdxTJGJx+5P/74NFtOkUX4KJAUjKZou11FMXYhukeWlG1ZZd0/Pj6ncZrE0SR0Byia8M7XZR9DssuR1Tg2lzZJwySLmqqH8AATYmyYtQbjm7Q063KsvMDre2w2CMfTeJIluxavvt21qu/629ul5zm9GvtGY0TEnMlpntI8pkUL9UFZNX7gDb3Oi/R8roFaDQDbVEonWcBCFxRZ1euqbuMksiwrCoPLpdXDmOVhFAb39/eeH+RZAfpsrwLXDUL/dOqLZeJzflvXreu4xSJFgu0B/flqu5j08Msv9+NsxXEyjmUcZ6fDc5ZnQRCdLntrjvN8hZApy/E9uyjSujlXzaVY3EAwRujo6fB8ODzf3rxd7zZtA5pNEAZaa9cNy+qlb9VyectpTj2OVpZmsIO27aU+jOP44d2vXNdvmr5pKoohx5enpxHxA7u6rPuhmYchydIR7FzVg3IyN3UJ034ESedqmS8Xr3788e+qqvK8+OXw8PrubRhGH7/84XR8HJFJodr+qHQTekXoZ9dIG3u1uHt4+adpqvQ0AHgTOnGULdfL5WKXR6+KLH//4TevX79L08wPJCDQnazR4Mhx9KNikzpTWJeu77bNJcuWYiJVCoIixmfzkru6fEh16oIgpMQFg3Ne3BhBczMx9H2TZWkcwctHHCAP94G8EP4ONDMA2hSAZaXrponCRAT04plgjYhyDANgDi8ISJQ4cmPaJs2FrGpzNPN0v7JbaIn6i0N9HAfQbpEdIqZ4Vm0yAmTarMh2BP0AbKNJXja/9hqjBCWMiEMd11XQERELaZhg6NYE4QCoLBbAkqpE6qMJ/5Oym3xF3oUekL9o+ZgXLOAJ86UY7shX+KbUqFyGEEiHCp9pYbzn6IBCIBBwTfTB8o2WxlUkQ0KvQdVPPwRhkBh1yaJMsNSckhLwQnMbVW088gEYhLRMCjj4Wq6f4TV2HHXxCPENijChGgq1RXRUV0aMbDiZa0JPhu/bKAH5wwkcXGS03Hai4PZgBpZUBnBlhLeGlT6aW5E40mEl+YZs5+RTI2PdNMmMH9Bs7LFWYoKwfJziXQT6FZ8Gn3GS6ozzk/g+Q08RrawB2vAJxFqHx99swzMv2HQCKo0EVwwhMhkU6L9pXKQ/4cfI7pibQroWhaJJ+qWoO01SoSQaYzDDn+kKLke/QdKbBF8xqhiyZ4y0ZSegFddvwqWdTSABlR9YtzK9BjY8AijQi17dkZwO8H3ABhXyMEG+YqPLtp8FDccWpG5gtiDsU47JjVOORAfTXZlnBrsyEizl3TUfx5UIj5+TteOVvCqwTdleS/o5fkh+wKiAqRGAtEasipIwiXAmLEqE9ChVL2WDPDE4/pBq2zA5EagttbVpe2VYY8ThJrAZPx0x+vim4NkwcTvi8wR9BGgWBPNgiE+kPspQZI0QCMnXiiJzJnqgp0D7PPmB17U6jOBGGyYkH9AIBcJkEMbWNGc54qy0FqiM6A/BLPUAo0b6V5YlLgjtSkTpfBRBcbyOutCLyqBqmPTHX/708dMvACSO5bn+4Xh6bvpn6vwlazGdrZapp5bvZUV6F0YhvCCu/2r7q7/95//9OE2KxTKOc9WBxFZeSs/zkX7U9pvt4ngoKQHDmowJWF0UhmJQgugHclA89IGPiYxoKSWGVIwDsrjmsGYMfdh2mE1C1xlomYg7FpW1i3xzvDr4f4A7Msh+mZgAASAOSfY3MEwiUwo4ffrBMAQRW6bQDSQRZJCanjIKQewS44HvXRQZjA2QICh8RUT+mj2yODnFNkwlhACdOSa6ap5lO4dmB1IXhGTKsIBZc3hfMGK60oNEcE71tOT9yD806UFmG8d2i8l7+CioAMczB/5ngJAuudp6NYAUTvymNLTGZszVtVG2G/E1oLxX4hddtQZxadTUs3ExmIEIr1mgXFCa8sUZFPemtN1evYgGf2vZeBcgHKHNAb4b0JiM8Fsmo/ygzMngYtco+BraCmjK5zcrgGkZgiLygGAFhAWIi1icfTQ9GvhaHKMvg/uD1AaRuUrci9i1hXlDwzOCxHwZH4CoCCmy0ciY68bygtib9FheyiBEJx2iAXIhofSQ2YDQMATaINQijyN7njyYytxhclpkuelRTx1AZbpDYlhut0PIvyNj7hrLQqBn313yNOeYx4eTN5aG1eqtuXUc380s1/I85Ib3fe/MU7qMkCLf91kar1ZZvkwC6ozdcN01OVaQsB12lu0GoZtkQRTFmP95XvlyQm9G82sYB/kiZuIZbFpDR2Wd1l2nT+dDFOWnk7XZ5uttoQd87vGYSibV/txMkxVH0XqZUL9nV+fW8fpXb5YIsmxn25kWS0jgqqqVlKfnh2fXDaNVUlfKdq20QGJ7WTYcXY9B6MRJpAfreCiTMJpnq606G0tFf5xcfA5d//MPj1m+WK3W2Ix1vdGLY39rR4k3THPV6d3N+nw5zLPKipvj8Xw6PlnO+vH+QSl7td6FQXA+Xba3q3xRXE7nIBzyZeLMQZ4vpsk67s9+GC+XizCwL+dDkS8mSzcVbrq+U5fzyXbnIsheXu6DIJ3GQKt5tdpQ6TEulpl+ruqydRzn5tU2DJPyXMLpDroUiqu+033bL/O07tTxeEZz4TpdB76rNGPj6Klen49jGLuUfaOKB7eTqXmqG10vnOchy/E9nk8Nh99Otkj6pq/LDrh/tLtQ4CBCY7Dqcyu2ExwhQNB5fQ2yrUzIIfC7DPAQ9jpfpHkOq9X5WKNxjeIg9pu6h7l+tBUiUNCJrbfZble0dT8P+D2KRZow5cK2EHLQ9/p4bPIiC6Ea9Zqu01ot1wsMV3yMmpDi2jdd2zr9kMQxLvJhihdRlma9mrqGqlDfars+S9NxHC9lCSmI5zzeHw+HpxzRrWkUR1WJkyKMveVq21Zt19Rx5EeBs1wvyrI9ny9R6t+9vtPDTVV1fa/a+uIH0e3d615VYeLC26w7z8eBiLnXoPIoWWYFN3jubC005gvZcf8yzp1rzUGQPD0+2nbQd13T1HVTrtfbHktNtBaj1aGodmckMSa7ru1fXr5/ePxxtdjGcTroWfXNfq+OpyeuSy77yyelxr/7wz9eqodON0lw8+7u94/Pv9T95ab4lWuH++qf6NNSjjW1+oc0Wr958+vN6u16cfvm/bv3b78tFotptIMQgYLGviyWaSjJW2seoyBVkwYjzfZUB0ETKnrP7ZWqLntUt9XFsu0wjB1fUOn2qMYJs1KqniB0mdu2HSf4dSUy8avYioc3DCdgEHtWmuVd02EdzeeM/9o0y5IBeQnwKvfIj2IaKX3SvCKMM0FyflBPebZrebBySQot6/R/d6B4Vc2Q8yHVNjV7Au2QIpurKfZash4wTgcxFbiIlCEvkSNXVtUkPVDmxv/CWwqpcVDv2b5gBnETo88zYd1QHplcBs4vKce6EjWhHjX7QPzFxGHP8FVYyW24AAzkUWSrQpSWVoqEGIGRmBACznGxGCGqUqQ+uMO00taM6GrZIzGIHrkjklRMboWQafDbCZ/ya2qd6Oqkj74K2BgjB8gW5HxST3NjRlAbCib0XdKSEuzBoAXhTtNKQQy1QaWhsGa4GbpM7EPwCYDaI05RIklGGsw4UsVXxxsXeCUIkNDFIWwQRByOjYUiw0G70DBkKy8cGFQpJJ0I7hSLKP6vV3gr+enQ3rPE4JXHVaTteLan8DwYdIqk5DEAVR516olpZ6BxFD/VOM5o3dl7/DvJd+IbwW5HqjFZLAv2Rjbj6KKRKC3eUbQmklhgTJAmDhFHLdeseLSEIyWtx8B/zHcBtEMp5giKZHwYVNAY84ODw8WtRIGjmmesn+iBxVEJktnErEt8a/wqOD//OvwQASqSGwkynQaaFZnRh2KXX40M2K/NqqQjXDs986pecZqyh7x+RNIEC4p+Bq+Fy0yK2QZr8vD5XeMW4Whiz2SCSWCpYioP5lOyt/QhfyJ9zP46X+D+xJf9KhYdkoc5cMpgW/iTpAVgt08ULcZD0qi6LMcESirrlBktJjVjxPEg3AUPS2/eWbZJyGQ2DkKuasfB0rqNYr/r+kEPCj0JgHcMnEDyFlCrGqlLjhs0tUriyLKtHpIhUjQQD6vBbsCTRtg1MfeWNTVdh4AZ1XOvazVN7QUBSurJOrbP59MRKOI5dP2grk+jtt++/pXtjl/uf3G8fxZa3bH6XuuqVk+uN6d+allZo/d6GHw/SXGNv351+/uEscmnU/P48uRYYP45znxzu40TjFb7rpOxkjuDIwAoHZd1qu8nFAlDnLiIS4eLGx+a5/nIloSzDusaGO+HMQw8LwxwOSD3HK2gyKfHcexazSffq0vleKA0WTaa0jByIwzHx4CqEK0mG/obaj0cu++QlGjb3qBxsioEvYh7ZUB8NVzZsO5qDQSdj+T0WU+D7zlKazEnyyZfnui+x14RPSqWbFivYeHseQO4IiZYWIi1cpIZuxl6QL4nMEJjg4fNG+zlGEIjxZTDJonqtfAaavGSGfsc8+dkAiVHmejJydCgfGW29GBuEJPWwzzyGc+k7EX5b8FIJMASnsTYu/A3FJTuV9f1PCkNwraJPYC1FPITqBFn7aOmtqjBxnlsvMRUO/NpNMAznnUG7iteWbmdJ9qgsMvxhJFLPCdzSuUgvd5rYt7E35VKUfiNOQ+F5FxINyJRgTHYh4kM/yuhrFzoibVYZjFiEnGHAbtiqtAllgMCetTVXOsJkcAIVkXk6eJGkCmrXCc4Loz5fLb/d/+b/xwKt3FqqhaJV7lfn5XYMdAz+4B3W9bsu9xBI70Np7xs9hzXKi+IrVO6j6IgSZOuVRQTg62/f7k0dR/HQde029siX2QtM+4C31O9mm2318P5XOm+B9pkGTNrpXy4v/fC6PbVLVa+IEDC4u8HXpL6Xas+f3qpG7VaF2CRBOg6mqZt2i7P481uibi5qm+btigwp4/isO36pukHBcqWFzjTpKrTpera169f+y7WPmSlWXEMjV5TV5Y9ghNqu/NgdeCFuEkSn0+166ENnu25PJXzbKVJnGaRHgbQlqD5fPQD/ACcfeEe4S57Ph/OfujstmvYsdoehSYuTdy4cQw42PPjuanbIMZhmqX53d1tksZN0z49PQMognVotCzyU1nWtfICq7rUkFVMs+9Pae4vFrtPn35WvTdZ1n5/vyhut7tdednfbDf406vu5maVZOHD56fjfr/a3FjzuN0tZgtO4rap+76zreB0PkKuGs7YHWW3m80yjLzTsUHy4fHF9WKZ+heLMMsTaAxkCNfPYeijhRvnMII6UmmwfJpmiNOwb6mgdcCXQ5YMFWqe7xyPzWKRWvOAhWMYVLUi5H0MQt/zweMJ46A8t+IMERGFYDxJiIFKEI4SF8JOL/CgrkJpOQeBj9QNfLAYb9RVN80w6bk4uF2pabTCNYNYbSaNZlkYhHAMRpE/YqugAsR0jkBQYa451qVKMgQtWkjh04MeD4fjdreJ00j1+nho/AABlX6AqlF1ilrN8vbVre04T8/Q3+Zx0bZquyuyLB6G4fPD0+V0zLNFkReQa8JVit7m+fmBvLkgy/CzXi6P1jwlSVaVdRjHaZoPw6D6bn+4jJP23OHm5nVVnpWqdpv3SuF2nGcnjII4WuxfXsZZ5Yt8vV66jv/50/dZtp4nhPkw3lDf3//JcfymGXM0VzoIorapbGfO810PJsrUdhV3Vv402Y+Pf6SpeGz6c5G+Xm/eHQ6/fP78k+tboM4oXVaXc3l/KD+JdnIdfRNF+cPp7yfrbFlhFt4mUVFWh8HqFkWyyDeb7SrN8lX6YblaffPhu+3mNqS0cpx0DKyR3zU9Ln5U00I4kOkjj2IICnpUubC4ghKGEpPnG7sLdxxBvvUDHqC4MJQXBOglJvCBRiZDMs9nvJwfuq5brW7iKANmE3mPkGKCoAHJCXVPw+CHYde0HoaNPiJZUV3hj+fWCwNIWSmw+XKmEW6cq9AMYhIxszMdFTJmKdoke4E3uljbDUedPivm7AGwRg47bxFDcyZjhpM8C1EvpktBYYf7AK5R8etjYoo7EhlKIgsR2pl0Scb3jSl1iNJ90BALSdNrKHyiprzyKsSPMSMA0IUWhq2xCU6Q7wS5rC4YAwgwuYLgyaK4poVhWMowX9y1gsfAt8tB8ledpzGtsbv0A5/DZlz5JCXSjoV/x+xGpD+eJ5QIrEqoOmMBwZpbaiYTcWYyS0Lc4pgc8XT+GjZI2h76QkMTuSIEmDEgemGJHpQLFYc6vglKbKWxFfGhGbsKVRQGJ1zJjMaWYTbNGL6LSFsEmk+4NYRyyZ0YzTBs/KBBlcBlyT5m2D2Jc3jw6BcSRBCWYLSlSTKyCIDlryZjaiZowY0pfRQ6MTJOyOhnVyasAywOJctXmlDIhL4a2LjHQQ8jLSt5IWjOwWPgJAIv72hh3kBuKscH6KWFOYSClbYykWwBYgshPAzENipaNYxz1yr+pUzOl+14Wkbd/CdYQEm6xvgXqKaH6bVLYiZgNBwp6hG8U/aBBEuYBeaVXHfNwmK9yX9H+ivDPyAnxiR6SfLIbIPTK9nTJnuS+wKJsJN8Z37FMkzBwyCrcpl28I8zq3vT4UsaJL51oVDIdhGzlUGbJa24NkWaRY4R49GEvCcNNFDsoqnG08WVDez8INXNYQTrjewMHVJDzHOO6cAVEMp+E/pM2biaCBZ4jCW4U1JSCGVEYJLr+V3b8qJktOEIp7dru2oY/AAiTFSfeHQdNmxw0w7DuCgyZO124EbY9tS2mCMUywish3FOskSDGVZRL+pV1dlCIMQg1/f+5XkYhr7vj8eHIlu5Xvi8/5JE8ezAlq90dT4/VlVVN8ciu7EQEeS8fvPu/evfbnbLD99+e3t7Y1nW08Pjx18+fX746dOXPz7eP56rQ9ep2F+7gbNIPwRhXORba7CnUXuBe7P7hqbpLi8WxWK1Wq27ruckwsa1Pk1dOyzWcVu3UQwIQls3+SK/HJvFOqH82IrTSHbIjLlDPwDGhMz46OMyy/Nh1CAkYdZGkAGptsMQhDCnEFnnhImvOwRRIj5K4kwpH2ASGgCEgGFiMQh8C+gSCRqcvlXCd5F4btDIoT6Fo5JlGKcqwrx1LaSsQSd1FZEIMRibZ3zphjfNh1zeU4Y6ckKHUYIHdKrgZa7DISRJ9BgQSMkn9wKnIXIaU0WMM8Hsm3kIo9s0+k2uFLGeZMHPn8QIL2TaJV3ZNeWGr6EYp0nilVUnOh/K+E04LmkuODE4E+XaFWEJswQVEoQiUDQmx5L/zGVy1+IRlWvv+vWBt+ujXTbXFpbN0KkSx4Kumkbxq1FDZJzCvsIAi6Zl/OYUViCKXOPvzm4cCwO5V2SqdR3bGROBDEy5uDVGdxjnCYUV8YThZjPgV4ZocuBFMXakxlUh3np2/hYy5yavqToQLGM/W8InWp47tDcYV1hdO3QtqnPMAtF8k5lj2wwUwX+0gjHJ8+bAi/zQR7AKCD/e4XCpqmaa3TQJkiTMsggR23wU9IA0O8tyn5724zTHCdaJaQbC3jhOVVVh1tjVn3754fbm3XaHFK/quTkej31frTe3y03h+qouuzmJMDKD1gEg9HG0Lsc6isOyquuqy3Is6KYZwwCgq9FB2HXZJWno+HbsJEh485y2aw77fZTEnudfzk0UuWkWz7PluV7dt12PQ7ep9Wabj8PUd/3l3OJ7itzPD1/evnm9WKSeY+vBurnZDrN9fGmQAcGmX56/1Wo1WVOSxcM4vRwuWg9Flk+jlaS+VmNV9XBnhd6l3MdJAZ3eNPZtX1f9YrGsK6QLJIm3fzn9+c8f37x719Un1XW3t2+V6qNkStOYxg0XBDHLQkChNSl4/ns1dNvdje35Wqt59Pf7hzzbwsQ6TcdDxch4N4jitFh8/nhv2/ZyXVzOp9tX75M0tfTU1r0XeG3TLzbbaZibqlvv0jBAuHkY2k2DVy9FypzuWrxLQeDqyT6fGlRXgTtCJ6r9IIhiOJJJXMeBVdfIEu07tVwkcYIEv0kjlzyEC3QWifwAkCCKDP4TM+qXNyeOAyxIwYCeMVMgZj0MXQQSdAp5cQGqWKXHOA2PL1WWA82PqZiGiRmW4snqSiCCsjwOowxtJMDlKk2iUdlNjwZ+ufCJvJoul/ZS9zEkmfhT4iyI2rpuGi/0JxSmMKWdT+3uNs+ycIgCL/Cqi9dWNT66dt/UOk8KtIXsb6uqebq/17pp68s8vykWm/3z/WHf3b569fbuje3ah1OphsGbh6Y5ZekKRbPdxfF6mpzj+dI09Tfvv5nGpmoutmMvlsVy9dbzwqYOYD/1Q43UeLVYhYNOy3Pd959Wxcaxsl9++VSWZ9sefD/r2tG29et3v7Kci1bn7W7rWIh3n+d5f3j5cv9TV10cd9pt32XZbphVGCTr9aKp6jj29XQuL9Pnz3+4f/yhGV7ISbcD+1ZPjY3haDJY47H72VcJABEUvNhuadvxX//uX7x/+92/+Pf+O3d3d3maCgKX9CM1YEYw9ErDW+955aVRqtVaZekKPR1o1KhRfHiHvWkaXC8asFEdNdL5MlhEOJ9j8NCA/ABsirAjArGWp+SkQRtmizEPijeoYxWrmxR746lXKvD9YSRmDfNAKq8ofvODEE87hAl0VEDIBBqyycjWA0T4XFNQpk+7E4xGZh8g3vbZsoCYosUcQApJD5LOTYbxxJ/IvD30MHpA1cSiUGCbMssUmSHlQ9zssWOUHo4ECy4Oacqf0ICQqyEOReoxSb0XV57BmJDEjc4LnwKtcaJalWKWqzO8gJhl4g/9eveYlOErvZNX0WgP1oCLDWsTbh5NLS07Q7peHG+2Jy62uLliDyDJCPjUqXYVhCHuGHSjtL77rjaQQDbkUsQjiw9LP4F6U3OEwxaDXRDnOREmIl+kp9i6iIkC17XpYyU0CQWoDQsNDexf44+5q3J8RixwfUfmiSjjoKDxfAU1Gnpv/IaO5XtXRyX/JXwbvIZ9XsNSgQEARi0QuGoBrINacdxrqgR0BWLvYiv2tf+CfhUPjOau18Vs4so3ZaFBrxqFggbgJmsijiRIvbpyR+hVQ+VFfaVgZthJilDIZlyq6w100EnoMDs9rFhlnWWCDbFpYEAjWbcyrpfCjQY27OUMsPUaGye7BszGieRxYfsUmAgY0ZIYR5WabIDxXtnca11JQth+46PwKS8ScLyPY+QaRmyNXgCYFhjbBqsjCBTGBTP1jvs+wRgYTTTL6OtGVWSefMj5+bIzhxsckxHGMVOwbdSq/GkNAI/7Oua2SPvOUf3VQysUIMOdRYofFwg0CWHsyJw+PHh4XGiTkXBqWn8Ng56vhZHJoeJC3CkShmSiNKHZI7OUs04kpE2WBWzSlZco9a9IJThiEUGA+ISvCRGYn6hBB6GnOoxEMccQ1KA9B3FozXaSuRpCenx3ruskUdC1gxcEXYN09TBEfxIlIdRrxCVCHjUKPNb2A4uZx7CrVJfLMK76DjXnNE99fxmH6XTaH09H3LnVY1PrYrFeLXdpspqc9svnH56PP9pjoAbtTE7gR9X0cZGs/uXf/I/++d/+zftv3t7c3tJkg7xgPkt40/7qN7/57W9/Y82WGlRV1s/Pz58/f/wv/4v/z59++vtPj/+FUi2YKcnSs9M3N//MDz/n+epyaj99enS96Zv3f+2HAN5meRYnaRjGSYoDzrb9tm2okpAFNZQeHtwyXKEjmA6iwDD0ZgwfxWqMbs0PUP4g/9N1woArMp6l4zSrbvSiwOaOFEFTM5AHfavS3LeRkYBTIgj9IHSrElQL2DV7rMbRnoVzlLiqByKBNk6MArjdnSEpZbD2OCofX43khoPSPGgSsOBukA6QN2wA2gFHKsZJN40WxoJcKpJPg2Mf6BSqJgQUJLm+whzGh0F6OTbwAUbMgE9eBfaC8P2aUsOtPoTQ4CDQt0iYNiZtQsIU9hJ7NizG6A604c1CRi739mg9NF0bHk91oFMHPekeQnoBYErKJn4Mehp5NsqpJocVTjAqpiWIQaZCREVK0whJy+g5CNWQoFGcGDGaHI5n8QYN+Npp1uaoDnEsHMRYMlJj+zoMGiORr74AUR6NIztcPLGyw6eQRragmH/JXx1XDqOQkC4jYlM5rPmZoUHnScfT3jwAFBlhyiDfi3TCZkgllhNrtv+X/9P/I84+BzKz474KY+AiIR617K7l92ZZUQwFLw5TH5nRjE2DNx5B9STKdG2r+jHL0h5jelVVjeqH5arIiyRJYNZqGiQb91r3fX/YH8tzh51g7EVh5DkWfHEc0dbVuanrIEghys5S27KzHN6ww/6kh2m1XixXmQ2669wp3TUI806yoGu6tq790F1vlnVZW3YYRj7AoxiAqfV6Oc5WjRAFb7FK8yx4frzsD2UQIxUtjvx50Pkqr8oWnr44aBu82I7nlmVr204ch8UidGb7eKiU0vkiGfTY1M1yUxSL9PBSou1GHQbMLgIMXDfLY1k7d80Yp8F6m13Ol8+fHuKoCKKoupxXqyKKw4+/7Od5urtb6UE971/iKJ30nOZpBO7TCALNaH3+dG/NYLSocW7aRvdNFKYY3kzaQaZfeziU6+1NGkObh3CLqnTswQ3mLLsr8ny3y8tT+XQ8QdVweNne3GTFelLDap0GgXc4NF3fu/ZQLBenw6mqy8ViC+S0HoPIf3y6uI799sPu8HwMA3e7WzZ1H8Vh1w2uj6e5qbrA99M09nyIEOoaFqmuPw962Gxu/QBPSF21TTsGEaZUimEJtjVt1hlj66Yo8bWCjLvvh64HQ6g8tYtVEoR+GLpNoy7ns+d5eZE3Zde2fZJGi2ViI/wHDYNlgz6apBHYLkjec5RCQmOYBIeni4uojLhte9wu1nw5nRfL3PN81ev1TTr002lfp0V0Ol0Wyxx3MK5DyuKnOV8AJH16qbklsMPQt92xPFdKqSwrHAc/nh6muu58z8Xe0pp6PPooI1WvJqtv636NtSpqDtdzldY240TL8gzVaJKfz+cBv8MlDNwky6uyn0Z1c7NJ8/Tl6b5tgdccpzoMFx3Fsbe7m2URf/7y6eXlaLtdka9gp3OTuj6tVrdd1//w5++T3Hn/7refPv5cV8fN9k51thfOfdPr8RInedPoRfE6X0THw1PXXLqumazWd9MkXT8+fVyv31tzdykfHDuaraHrL1V5Op3OZXUerVqNpWWRl2ANltXaVuBaiUOCwjCPkRMVqyhB6sPNer1bL15t1rdv3rzfrG/BtvKcOE2AU7la2OlWxzk+DRC3YDHblH3fOY6TpksxSg2Qb4sIitg03cPo5VptU1u40SIR1LFCN0x2wQmMI6JKIqjQWblw1M2cK4QFzeOYrVLQS8DyEYgiaZaaZTdObVRFQoygyYpMSbpkbIf+B/jHIOzyA4/0HUzZ2QdJ12SCEzhvxO+J2x8hkAprQKyHJDPA0BnkvzgkysKZBpA3nT/m9xHgB85YeTJpPiS3WrZk4HUa/RWDE2Q1Ac4DG0WMgQytQSw4rJFd1/aRiECWpARni2pQIpyubgvoqRzcJYP4KMT6wFXe1XLGHRtrazNcMy4OSVOQFCMBuaC4NIIWNgckkUgPxv2FQD5QZ0L7x1jCAVmU8kUwulds/cxFYuOLVh71l0nPE76isBDZ6koKPFa8EhtnDGD83umllD0qXWrGME93yhxEvhAdGRBHAwl7XS67OBAycDuzDuMSTqKlDMiEv5VEvhkGJOeADsexKMGg5+R/hIUg9T5pMWg6r3s8DDsY+DsOeqIr42tMnzHQib1NvhoUV1xWSXiDIL+/KhWFGso6T+LsmEFM8Q8RVugA0T1yW0XZqskrN744aYmJiBTXKKslUSBLa3J9ftAZMw2MrQbtk1Kp8KtD687gKpKZJeWYQBTDUWDFg+cNcwo2UuIv4oskheDIqaVYHfGCBiHqEK6/MN1gOcifH68eU+wFg0R/IB8XPsey3qVW9Br9CIWU5GuZUQgUs9x40EzOBBHjaUTVxKxqo2Q2wly+p7Ag4jq7alvNRtd0wUL+MSZeecPFkEw5OHpa/AxII0QFA+O6ISJRp2r0ZpxB4BPBmIr7WKF38I/mopJPCMpokwMua+3ZHr+SXTUPPdXBuYO8KErscAqxHXVsRyktywrqGxD/0HV6GDSYajM4HHxOJsjiRsv1xjAMFP4hTty61gF6CfdyKVmU+3DVQ4NV9jSOKjUcj4+4xRzkwcIlZJ37Zjpcns7ln7t6Gi2dpZvN8ibJ59dvX//q3T9//ebNdrfZbrZA+pGEIWFrMv+SU5ddNE5IQitwXFPYjse7adr9y+OXh4cffvj+4fmnhy9P58v5fPky6Xi12UTRMo/uwtBxnTQKF8hKcrwYLLMhTddJmM6zjiAE9W3ba6o2CJ22RYfcNToKPdf3lOoDbPIpHximvEjBurfnKGRD5eNlBjcFtAH0/DCRMmeSk01/phPScahvUlPXaR87KAeblcjHfATxUYglCQN4+fCpUlLhgaGFhhyZCtAV425SPejTfJjh4pPXeZY1I0G7zKqF7NCxAavktu263EYqgw10glk9/8VYC0on812ujzSOLvI2sfUCMB9SGYgqzcHMbR3Xb7ig8UeAo0OnNF9ahnxoCsFQTpj/8OgUTKW8I9AwEx5jPPNchknaxDhMgQdWIoWvEPJI/2YAOEyVvO73bBMDKLKI6yaT79l1HGquPyJYOAvmGetj2sjPXHaGskHDX1a09fL4ISaVhDARexP9Ilt90e+gX71OV0XJCfsHOS5XXCcPDfFxc31HaAUG+kZ5w9NGoDWYrdDIDYwW42oot0GOSJpF9OvykOdYUAJ+MCH6X//H/1fV9VAC2OiLlutCK82HExe+VqpDjB7CH1abJE2jttHncy0BUxQnUAAKJQImQH0PIWXf6ziJiyy0HAdLmFZiCG2lhq4F06RvVVXqYlkslzlDq6y27WGoi8KqbGDGopbveLxMUAKEvPjtkV6UccAekppdpFZi1NGptm1ny40ij4HUGRZEWHy5x/0hSdNilU+IhWjr8vzddx8uZfXzz5+8wI/jKPCjKAjBIOFGqGmwKOr6rljkSo1PT09hEPluUCwTPUyq66lAC6Al7bp5dgI/SPNIS6q3Zb/sj+MwLtfLpjrHYZJmSXmpggg96GF/3O8Pu5vb5TJ/fjoiRj6OHMRoOE1dwXamO9XPq/XWsa0kQZNk2dbDw3NVVYvFxnas0/G8XMRRlKAmtp26vhzPhx5kGXe73ZTHE/Ck7XN1eXn99rdaA3ux3S3uv/zSax0GBYI+W1xZfuDEUWrNVl7kw9gvlnnfd8f9pa4q2wrd0N2sl/Nsl2UTR+5imcv6GwpqPVdVg0LXc9M0FtECJBwtsumizO8apFwc92eF6VTgWG6aQm3iBfCFNtAQumHoLxd5kgMrhAwfBAdMPRgosxfwTrPtrunpsgBe5eXpYFtOEGAYhp01lHKCtrDSNJowKlNdpzzHihOAVZtK92oIE+90uMzTdHu7HrHbPFqWu9utj4cyyyMQhvpB8FyO55wO5yiO+YqCCIpXyJqLVXI51qofYIqYpiCytjc3L88vWquiWIcxrmHbcrqONN95DANHaVx+no8k+r7DMWFNGpNyazodLlEal5fGmnWWJ6gmxyGMYmxphgFi0W56fv6cpkkQYorq+XNVHXWHILjVenc+l3Vdh0gDCU6nl/PpOE39cvnKccM//fCv1ov3ebaZLHU6PfzVd/+sLE/D1KdZ5nvu6fRsWXFd9fME7H6cpi/Pn5q6y/PM98O2Oyul27aCdWsayvr5dAJvyXGnJFi3wLWcsPJyFq4VdNOTZTVwxSOuJ8iyxSJ9td292m3ef/vhQ5blq/VtlqVRCESQUBkwDOqaECHuyKa7nGoIkGBnZZFttg2S8qovl/M8TcvVTsgWpnrkxnAYNMHTbpTEVXkKfKTDqx7BeoKCkKm3kGY9LwQ2w3PDIJyQjGT2PNCBo9oekyzm5Qr7iuj5ySkxCGLxo3etIuKPsijStZjaRzAjPDoM26FhfdBQg5B8SxEE2ws6bdBoEZpIJvuVe2EUiMaMZ9J6gwCHIHp8MYUZ3ZlR3QhxD42KKfdxuMuFJjFjLFVNjW5UhdD1CSBEDAxGaSaTYJFDintBGPtmuWQ4m+K7mD0P80VhdJkJotGJUEcqty5fY2xcaczinyM/sAGU8hKTFSE+SVAoideXgeX18jYWCIFOmARC7tyu0ezsvJjYZPLQJ4gwPfBUSd0wjE1Bn9EcQo2N1PFoZOhxx6pHQg6NxV96XYx75WGUaCYZbHNCQVeLoeWwYbjWJBzbStw3hs1CG5cVqzRjIjI3SVBcK2HZjKdC8njZrvA5Yejl1QTCOkZS8kT5I5NyxEbhThP9KTbD8wxxl6hGJXMXVBugxqEaEueYUuz7+FNcs55MmWaafDB4HEhpERcE3dgwznoYPNcjtQgEcH5/qIqQowjqKfHiEgzIc9hxPLSktFte+Qrmyb0mCkjTzdAwvrD88AcOcRgljA6QbE8TSu741KQho4z1lHzYZGka7AosqT5qWVBjIQSg04T96tBDQUiRJ/tqftLUkglTTRGyQLyeWAGvKenyOMpPy+9dujtyLsmoMHtCCptFDiBK0WuII74DpM+Z8AzKXCnN4nfHt53m269bBRP3IXt7mv+uyxDEz7IBY/I3/2qi9+aPighMDDXkORfmOyRUKED/Yg82vjDMUGTpJ+oMDsMJ+WGJLL4lqnaxtAewAJMFdICCPRd3FgTenk8oKMTwHG7qcR59dNHjfn/gP3dhE0ScbwtWiDXVdTmoyXbGyxkelihZJHnYVF3TNb5vt/3pcLzvurrtXrq+8f2oyPJ18T4tnO/+6rfffPjter1ar9Yg3sUROO8uVPrmibrOxUQvQHG70bFfK34B2BiFsHFbcVU/z1OvVdv2bVOeToeffvrhl09//uXnz1V1qbon3XlxktlWkUbLLE9CP8/SVZqunh4/JXmy3WDYD6UfQJHxNGHPz3W3W16qOA3bpi+wqIDWTBpg23KyRaQAtkG9B7oG1z0+Vt+0fBvdnZAnuanHehALPKVwuZCcbzgojo94Q5m08FKDWziIPBE6imwECF/IUnAzRhF0uT1w6N4wDD6FBloPfTdGMRpbwb14ruH0iJIdvPQQQW8yWxLNJG8oKCMwDOMqCXeCdFO8EQSaJRpXuZfpycXLQo8zDfYA2Jp/RxC+MnaROkB0mDI+EyqpnCFyNZulnMFCERkdyvQD/ytgdgOVtLiaUYFIRKoAgY11wMZ6jDmEdPohcgAdH2zllIHIASP/neeJyQiiOUa4rCZmRnA7pNaIdl2cswRsejgcBmXMDuY75U0hrBfPx08uIbVYBpKFK3Y6gX2L4gOJLwBWMYhUQlZkesVVL45t5qVxOingNCgmbNuKUzBZZJQjRnFB0eCC+1/9z/5PbdWHsRsmfpRG5blq6zbLUhfZ3KR4z3bTIIu5WMRpHI7TfDk1JuyTQhGtVRSFngdn16D1y3OFzDTLztJoHEekeDV111TL1c5D2XcaYW+NhnlCHW/bule2MxV5rLVOkgyTksBLknjQ0/lUIhEPp6JK03iCgXjc7+/9IFgUu+WKfy3PPh7KqqkdB7Or7bZI0qCpurZRDqaX9gDKMKo9ZD+4cxL7jmvff94/Pn6ZHWtV3NzcriOMdfH1n88dCSKHMAjW6/Xj4wNi5cIkCPwsD8+narla+L7XNA0mVbaXF5FtOVrpJI0ny2rqcv909rEVtZerrAIJZk4yX6MpnE+H0iL+1PNjrcc0iYLQp0LaVl3vhdE0A6l/Ojzd3OxW6xsa/Z3LuXp+es6ywvNAtFsuF0kaPnx5eX55rDukDvpO+O7duyQOq/LSq8ZxvdPxXCx28zRcLg9aD5vt6+VqO+jh+HL0QzdOo59//NnzvQ/v7yKMSz01jsfnix/aYRRcLuXtze64P8U5HIuqU7BZuhho2bZ1Ou3naUDmdR4sFknTDk2tLGsKoqDmIi5OIAnWSreNTtM4K7xBWy3y4afT8ZRnKTY5RYyGrp8LfkSWbYFkA/Okduz5+fG42S0CLD3mruv0aPUKKYIyd4jjUOk5Sf0GeSFunCSq11CKswDmDsTClKHpMaq35yQO0zzs+6EsMTYMQiYyDUPbKjoAq2kc0yxJMnRfUha3raqrzvPdvu1mZyoWC8eG9SKJo/Pp3PddnBR93wzDGEXxOI5xGg9KL1fF6XRQGhFFHNbiXkySGOh/kH6qIPbKcxUEgePOx8OLY3tx5K03G88DE+xyqarqMM5NHCWeF49j27WYYyRZinB4hK3BC3y+vMRJvFnuquqsFPq6IIgeH+5txDZumurU9yoIw2GwisXqfHzQ0zlO1svFbVXuu2aYLX08PSPYHGpGq+mb5/0vrW5dK3CsYLCa2epJ+49HcM9qC7m3UZ4UxSJfr27SOH7z+le3uw9Jmt29vkui1EbUUhLCh9lAlIs5kZyA0MKxJMTgqVhkCJTsleeHVxIGDJaYv2FzNWB73LasaewwikXmYBjK5G0MA/6ywrXA+UjZhtwK0h8h5021UqDipwojMoSFKy18Lx6nLiEQtt2UmqoSMX3RLMiyCjN24pk5F9Cw1/EMZuAp94H0FEmX4oewE/cdnKsoUq/gLqYPS//Aqk5ILJjKk2XC7lGKFalkA8DT5q5R0gcKJl6qdhOYBU6+sQwweOCKk7iuraTixF4IiAsG7NI/JbpBkwNm1mRo8qhokW0PnItCCSXMjMofFujApKI6gV6FmVEoJr4iCk0CFVcY4kTibNj0LlfemblmpYfEIJZ1GJ9n1moOiKayK/saXyv7MbnbxabIQDaiazh1Np8P+EPYm9FigGE5f2bsRq51gdkiSggBgXL4kqWLk4JDZtjX2CnTd2GzhjxFm+nh14E2ax0GKMkulB0IYYkxGO6IopZB1dUgQ7AeG2FJ2mWfQz0hyxiozUlJRRdqtmdGJSiyTZkoM06GBQ/sFSz1CSowJBJjCYWO1HxNDAbwIGS3ur5nWgCuP1FtyVbkmu9g3I/2PMVJLH2pxtyKtAHYUUyYuHyeRt75FyiAiYLAvJhLRS67hehoWj6E17H1RTPMKHCuoQZyO0g4MbnnqDIRuEfHGSe8wsXED8denfInZl5LNY/ui+RYrHDQywkbhtY3Bl5xHsRW+TpLMFMS/ugSJnb9QU23Late6cBlw2mcQ0yHF1y9uNf4aZjYAwk6l9wMSW2+ugddrC8kKoM/J94/9k9kJ+LvQvUvJgsuq38IX6lbE76ieQCYF4otj7y+fEldto6mlOTwfRzJKGZXzP7cvGvssEX9y4ONnwcX+1gHUeEMEiAMGuQmQJpA8dY4YGRABB0aZD3AdTmMmmJOfJV13YxT73l2XdWW7Q2jupyO6Bys6fDy4nh+nq2neahOTdufbRfJe+fyGe2HOrTqqDsny7zFYrtZ3u3u0pvd23dvvnvz7m632QXADvoASUCbBxm068IiwQ8cxBfBTEn/L82GzAhZ4F4BPAYVawAmxgIsuR2GuS+RyEyrm0bkaXXt89PDx18+fnn88f7L5+Ph+Hz41FRTlKRhsFkWq3GcivS2yArmTnVRkgR+lOVJEAR5niyXa9cNLqfTbLkMi/Yu5y6E0UNlRYBQa9/r27lYRsy6JBAFGxpclK7j9l0vDTzI+RY9gTDtsA7HrUc5LoKF8e0HAQR7WP6QvyrTNOJG8OiqXiNLIMAzYEJLZmy0QJvr2bSD24kdRponWOdCkwlZB7rSkTny0qLgJoW6m/ttvIlyqQmtVwxmGHjxXaVQH0MNY6umOAbjcoRMy9F7He3xJJTT2YMDC/5SuaF4w0p+nRjYCAuVC46zVwHPQi4LBSneFOlkLJ5dAFTP0BYz/BC/UIBG0k95dO4J2IkLfHRb2L9xk29IWXzyr6Z1rubQ6clVzeRN0UeYCE9uAs0AkZmEwL9BegCHmtAyharLz4TZTnglMYNBL8ecvesckZIdWqCNw1EERjIjMwNeEVbIXJgLZwhfoV6iwsYwmUcY7uIU2eYSBsjhqRldgrQepV4Y+U3THfeHOPKzLD6fz64TJike9Z74E8u19/tTHWGD2isVR5GH8QCMfGGAP1IBb4h4rjSLj5+/HPal40V92xdFBl+MFz0/78PADoLQCZ08Ty/n+nw8j4OaraFqDm9ff7PbbVzPvpy6pgGVaLYhzx/GEb5k7QVeGCT+4XhQWllO0NQtIrPyGetANFGYSdtWYNMEHAbh8XDRNZ7D87Hc7tZJ5p8OJz9wRhVFcfjm3S5OkpfnU5zEiHDQw+dPn+I0d/x4xJIzIOhzWm02+5dnC1qIuIUVyjkdL0WRyWJ3HMe+BZRptoAkjqJgtSgmhWFdgqy5HhCRCKkV5/PJ86PtzZZ5hu7Lyx7DM2dKE9Qs4M0sEtv1n5+rutaTNe+PL5z4JNh2BgGJT+XNzXaCGAA3Stc158sZbslsgWp0GLtO9325udlaVliVXddWUeL7YZjnN3G0aJuurpo0T+I0/vwRvJAwDqMoStPkfG67Fo+86tumPy+KW9h4fP/+0/PuFoOE/aGcx8HzA9jrwLaKS7JSHh5+yWCY88qy9toAYKs06vsBQfGRn6eUUQ2oRfblZZzn9WaF8I/EPx3rvtVpnkiIIkbpA8RLXTvEsX9zt06zUKvJISqmg1Y2kEW5FKNKd/oEkWcYA5AVhH7XdQz5DSCWwDlg9a0bBKFlW+W5bhuCejGZRs3dd7pVilUgeTCe37a17Ti8t9Ac5EURJ2HdNDPUF1jDwUFn2ZUHla/ro+9iFTV/efg8aV3kS9sezuenujkPWhfFXZRknTr/8sc/bjbvlut116qy2rvulMTZMDj3H/9MOpb9rJrv//Bv8mIdx2FVX5qmTZJinqLT4WOxzLquxXnU+3VVe+6cxu5u+zoKEzcATFLp7nh64vrLO1/2ruM9P312HOfdu1+fzy9RnFT18/70FAbx5Xz//Y//5TSNqhnarm7VeZqVa6VJsKjUfrQqx1q4FrYJejpblpWGu/VqG8dRka5vX999ePf71WK1WC6zFKPNIIQcGkeVY4+wzFmI74T+1SGAT/YymEK6iN41BMUvnz6HIRbLroXjEF+EZGdjiAjImD078ExYuHfnecD4RhoVzKQHonTt8nKOotRUqzQsiciKtwK3cIivwf3k+z6JsogHJnPRCnxo/eHF73QUhzzNJ9XPWPM6tBhJ/WTcbNhTkW4yy1YDAjXoUGRpI1FruIEMvp/QbRGBmEhlkXQRnWcugyuvjLotWZLAXCHNjsggjVrShOJSqCn/xMw7gfyixNGB2UlS72SdYjot8crj3A8CF4EajKVmPpjQAAVWKIu62Q1k2SW4fDaH2Bz8pQLG5y+Ztij/TW/JH1QyxPDZ0nLEKhlVC6V0/FNNGh96OkOIQU+otOvLehR6uWvhJd2m9MVkpKDpknEqpr4mAoDtgWyzpG422sUZVakkicv4F2M+pGIYxavhiCJUGisRGXXiA0BJLWsuM1n/iqXh4hP3royBZIZMIhdhKYbUxsIfKS7jQOgLlbwmS0IwP5wEG9EfmdvyUYO0wWgmSXXHeFp2ntfAiCs3hgtetBOu7Tsev0IUZBxB0LjI6l8i1Jm1KHQOfOmji6aamit0hleOHEpbkxwoOzrzz52+78nlFwsfAlFE+YkZCSwhFOYayIrZB7PKpJfUAgI+THxPQ6wLnkTHnaRjASoqkQb4HvEjG7QDvwZmCuOKwQXaD/AvX3dZbOGuEVl4+KETuwqOBWCKN0v6OnSb9Ekyzeyq9gxs33VHRAjT829BH8UejAGDBDwI7oLtnwzcJa+ZsFbMGgR3yYWYkUqbXvcaX4GxCL5uDy8+zkXSTTFDofTadQP6hyXOGXtoa5wVgBBASzs2UYHygcoAXvYGtkNLEBKhRMjggVuL10psqw6aSajLkKeOFDR50lGmo6khBV7DZoBlEBLSBf3KLQHpTdhQUebAbgFxozAI27YFA61iQ4r3a5gmjU30PJ/OJ637KMzbthbHWnk4t63uurKsjsi9c6Ze9WVZB348Th0gTM70y5d/rKpLWX1G/vB4Cf2wKPLlYnd3+y/u3q52m7fffPhutV6lac4ej286hW5kPwrUSSBULtVvX1OxRW1hViJyRIqv8muvd5VIXBX018kIFJVo6WXaNc7AjaIFQqaO6/pZtl787re//u0EyKxWWu9f9o8P918efrm///Rw//ByvH9++ScHEpKFPXthEKO+OiQToJfBevUmjLKqOoWeu96u/CDLC5gMkyz24B8SeQK2oyhnw7DvtRpwWAWho+epR24EYjjniewcrKqwvobOzrWQDo8jj6BdLIsm7mM5H7KnrkEwBpZ1sxF32C5FwrTJcc3gtq2yuzmEdBUfHBaDfMGRQxi6ox6wtsG22Br6wYdGF8N0PlRfpQroPAwZxZURmEi5SW3Blze7SMu47pfREOLuvrqvqR6Xb5jaaVK9+KoT8mmTVMk1LMb37C0lk9OcihItm8TYFVELCJXNOEAnfwXeMnPPpJhipy2DR6CpqZ8f4YTFWU4iDqap0Mzj5MHzgrdebCLmZpy42QPEW3wDYDJTtcvzQn4yqKdh5xSEj2uoObB/0NtL4ShDerDvHDwHYbYiHbew4sNVJMG6JgSVPmbHwvhGXPlyKxAKiSOE5xvlEkxSFZG2ROMYlQ5iXWfV6wBhfbQ1SpiwA1m7/b/4n/zvedBARhEEzm63bOv+XJaz5cRRnCThgAUVBlBNW4/DnCSB52Hlgj7V9YIQt2rXTQpQYDy1ClBE73TCu15dSmQyeI4eO4tJ8H1f5cWrOIykRx4GfTwf8B1MVpKFr27uphEKRgRzq0sc54GfWLP2XH+xyOZpquq6RigEsq6owHLefnM3KGQDplnYtn3XIy4DI8Nhenx41mqMkjzw7M2umMe5rivbsne323kem7oPwqAH5LPm7YXpJh6kAPSaBjsWvV0vgng6Hi5NMxSLlTXr/dNzUSySNCmrw+l8Drzlbrf0Qz8KfCgpuXLcv1SLZbZcxi8v515N2FA5g4XBK+NWAu9yqe7vv9zc3txsF67j1e0QR+BWf//9D7YXRpF9/+WH7fb9ZrNVfRPGaXXp+750PSwqkyRrm04P6gSlBPDfUeJu1rskTpeQp3qHl4vtWI9Pn8I49Pzs/tOXm9vXTY1N/tt3r87HsuvHogh938+zGEstNe6fX6apPe4fsmx1c/dhHocsS1+eTkkat90xT9MoyauyKi+nrFhTrzcviux8qW9fLfMiOTyfbcdp2365yauymUcr8LyiiIdxuFQQyDVVZ7tWkobSqAtxKIqCaRrTBLycIHK6Vo/DnC+ipm7HAdChl6dz07R6woRvWSwGPSRQTajTpcmLWPVNhMDWZNBT1yFvPU7CYgFmLLmFIH2IUJv579ApTZMVhe7LS3k61Te7hW0j6REi4U6xZ5ibuo1j5hu6XlnVGqhSPN5BGFKGOJ4v+9lyurYHnjhwyrL1fX/QXducgjhzbUcPzTjYSb7WqtNKp/lyhIW1vpwPLRibd5GfHE8Ps92vF++Pp4fnl6e/+u5fpFn00w//1nXDu9e/Fmys66JY1FrFUT7P9uV0dgMvTdeX8hBFnuqnxaJomn4ce9eZzpcDF/IW2Ujt8/FPtmN1XaN7WgXmy2gNthXxwKyB3bWy0dIsrTvPSZbFq+VysVrsXr95vVm92m3frDarPMvTtMCqPwgGrcC6pKUQXx0c1Sgj9KDiiHkbQdB1PcUGoF5KXhUPoNFyZqXV+VxiaOv6aZpRSWj08hyYiaXK8ehPgGW9H/wgNFp/RDNjd9SrJgxC1/dZPRvkAm9wlP4clKsZOKhYQkshbUQVIzASNGTG1oJhI9Y4NM4RIi2yN5uyQ15B0s/ItJ73GDZsAmsX2aGRcDDy1badruvZ7/0lk4DnuWFAywrJXDwytDNtlaBN8K+wwCUUEYWOSB7xxxnCoMm2E64HePX4u3BniMOdFEoz/+edQ0Cl1SM7BEWtgE3FYCAEFEq6SJPhPSo/o1nYkZIi4jtZxqKiNKsPYX6w/L2GvPFOMhJKiNkYAMDf3eQyGc4+zffISwWHA2Tqvtf8nFE3ECMiSi0Ru86IyUAYLBDeDF77C+ZeJEYjQB3ohQQfRzGkuBbZUUgZ/RVZJlHyuLkRrYShMuphqOB4QaLpN0JQanpkacmvhF4yzjQkTs6wE02VKahPacFoH+QgSfRU1MdCHSD/0AgG2USwgCA/hl7KrzHiUmyIgNNMAFhWuJ4lc3c855hA0+xnQrVwkQs/APQU+buTaTaOYmmT7YZUzuIEYyiFtLjmjxbsremdwdqacYHySaUPigpYWYRe1RCsnrnSdH0H2eYwJqGFx6er0LNgjKhBGLuulwVywxrO6KPQGZoFjIPqUoLIKT8DOoFNIjPlDQPdvHcS8CCwdZghaarh/kcy0rH1CiM/DH0EkLH8E7GUBKPIF4GEDDUQvARpAO2UEr1hXaW5KKyNHYleTZlNyNfN3pOGOjiOOODnfAE5xpjIzG3HNZ1RsbI0Zil8RdtcxaRmAykTAx4+3NhIiy2OPsJ7hJSLZTW3Ilg3y6MO5xhfLsm8pgzP5HUBW0VZNiSXciph/4l3EuoLbdGWD/tfh6SEWeuuKjsWuVbTNBZOeqdrUT0AS9bV5bkULf7peBinIc9XszvMg1fX92Vz6Hu7VxfVNaN7dGDHCDfrd9v17vZud/f6zZvX3766eVUUeRyl1PRyTsGv5N9pz645cVww/zuZN9KTk81jRhhGGW7IwILlkMHG9XcznR93TFc+k0lTlLdNZM4i0jaxk19lChzGSN+Fxgktlr5cTg/3958+//j0fH//+cv+9Hw47Pu+j6LtMrsJowj7FTtJi8yzITGD+GsatrubOMy4pQdpnuwMuipB95g73eM+4uTMml3kQ/hwphl8lATW8eQUwTPN5bClkzOF7oI/LdYvwCJ0aprJbOSrcl0vm3xLSY5hv4G/OdLYFR77MAJ80WBjHYf4ULQlUItwTAAMNX68CWHF0i3D44HhnUZ6BCb7/O/DoPGABSFGfVrDwWg4lryHejW6PooEOP54cMlGS6jOMn8SEbLxlvNU8rHIQogOMJ+sFiQsVNpGuM2BcaRBj34AubxECAorLOT+pBw5+OUyQSR421xnwjuVOSxT8pjFwT8FElAD6pRVp0yH5cGlaNs8aFiiWhRHwFurQPeS1lfuC1lKC3mLaRk4gTH65IKdt71xW+P7QuOHnC2Ov0ghNomjV/wU0Tg8Sg0x7nqVcIJ2pU9fF6EcfDMTBc7PcRqWy+x8aqx5TpKI8oyhac6jtnQ3nE/n3Q3CD46Hcxx5UeAjAqtWruNHYZgkVt/hj46ySJ/H/RMGP/uXz2HsrTZvsixnJoaetIM4viTSSrV1cznfh9s730392D8ddRIXi1VmW8g/+PnHn5frxe7u5vMv97oP4sjnemq/u9nabtH3erlerh37+Wl/OjXj2C7yDTOR/Ri+VVwYvms/H+qyqgFbinzCdp0wicYRBrmu7WfbbrrOgufV7UmEd327rM7r1dobwqpqEmY/R1FQX6qn54e7N7e+H7T10Z7sN+/u4iCS43693eh+7FVX1dXCX5Tn1vPdxQosyih2At+lIjQIkGWIJLog8Cn8xahqsch9793psj+fpjBaqgFgJQK+4CXLkujDN78pz01Vndabm/3LmTanKknCabLu//THvFjf3L0u62YYK8cLF4tbFCOjriqrrRU1ikMUxF3TN+NpHqfyUoZRXNX9/efHrm0tz379+hvHmpGsPVp6GEC4GdLNGnlrxRJMGqWGbBFN03Bze1eXtepVnOZth7PJZuJ5VsRpEeIydq0oDVwH0BqlRte296fTer2qG4UWdx4/fX4qlsvL8dz1seu4TV0r3a43q6axIuyWVZYF1jhladh1ury0CjmQKPTrpnY85277GnSpcUzzmLwsjThUCE2rqrLybE6zJIoQs9M03elUFnmmxw4wZexOYTjDtTsPjuXASpcnaRZ1rSJue5pG7QdzFHtN03OXOxeL4rg/iiYhiRPLVuVlX1Z9nq6Ab216aioSy+4wXXURznNz+83z40910zj02bd91eu+yDbr9e5wOIIMqY9xlHpecjofPrzZhmgg/a6tkiSNE79pX7QKJU+561/GeVLt0PWnyRo8zzvsn/N07XlB0176vkmzwnXnXp+rSlXN8f7xizWMp+q+1UfX9sc5mNDUYd/uWJljhciBsi6WFXmWP1il78R5vtxslrv1m1evX+9uXuXxert6nWZFFCdAejBSnECyeVBARPdKETD+F0A+KijIpF3Xi6Z5cFyfIgobuD+RK9IyZEwX1lSV3TS6eh5sH6Fb0AdSmUNVmHSGcxhdi3cc20gBwQALFxXuGWEmS6IUhpAseQVAh+0BmyfPAUJ2hCDTmwfoMyElo93GiDFkHAq+8jzADIv+i3nZ+FehTmGrJnlYQsRDVAD3sRLjbKhavJaGCSFOAj2DjETWfVe+MuUt/CWUcAhZQfASV7M3a084yMRbhToKAjC0b5w40khkoA5mf0SCBTSm+PchHUF+vJiEpIIxjD/sdqAfEd2o7D1ExGginG2cSDQIyk7W9A9fI2jZHYhPw/gATNC85CVIcSwuQHZWtJdRSijqSseyTZI6DHBiS4SVDn6/0QI42IQeoS8iupCfjNHyorAWowhEO2TP4E/gbtn8VaTrpBp1wneMCAnGuOF7/VrtGWyo9IRUwIrCVBKhZPg6W3Pge+KSM9I/flNcp8ifAOnpOACrIF4Us+WU+tyE0KJSM2YOqncMuo2JCKJv5IzY9BPUspr0Zce1yG/jsy1lzoQ9D0bOTB7kSgnPD8Y6eKeEh2J0tsSomB6F8BYbibcUD4nXhUUQM9klUJiDfUH2CxfIvEmsGg18XUKdzIBDdqLSNaJvMhpUyHMxMLcsW/eoiK0QXzG6cSakG14IUHtwd2H6JghNiaImw53GGgD50Pohjhy/ZAbwDsN9BE4Kyo5HkugiKT1FFctng+tzvACkXyDvW8pfh2ASBoew8qOYFm2Py+hznG58aFFYs5NnxCL5eyRq8P29xtDzPTIxY0SzYmcgayJuSieFgw4ptTKTx+ZBCDc4D+XfF/gKhuzy/TGpbBRkFM8T7GXN6hXzd0zJexwA3HXM6MBm6B3kp+W3JmthdAIE7BqVKU1cpBbRFUmxI/TJKN3BrhqZ3I2WbxyGru8higb9TFEpw0TSMGnb88vDfVU1cRQp1V3Oh2mYk3w5jFbXl+NggQquz8OoT9XHS/2sx7NSne/6t7tf37292a23b969ffPq3e7m7WazXSyWVOjgw6HGAaeC0soZJddEHJXXvbYMAEzo9ldklDmervsKunavWmzpqDmfEVE4jzoTyMFfPH0loBoTtBxbUkSbNJuvLaJso65KURrk+HVyybEoVuv15m/+5m/E5t113cvT86cvvzw/f/z48+fHly8vh6e6bGdvjv3b3XaXDxvPzT/96/8mTbMwyCzPjwimWK924zSuN9h6Rr3baQ2eJ2P9KCWwfXDLrxARx+o7vErAUxOi4wdorvA/M4zBtkCc6nruD6ntn2dbDZPvM7oAezl8PmHohiFeTExRr5FCJGDB4j4MbqN6SoLdIPL6TkvbJb8nfH0cb3G3LAQibGI9LKPMAe7aTMaCThbfSRSFQSR3poQF4QLlFE1yPdl3mWZHBiuyY79ir+V1GycvgrOYlmZcWggOkBX3BA+bSX7nTE4MhPya2QxJriZeUwNYGXnUyhnIxpVIXabdynRSDjqCTLlQovCeM0q8PkKM0yM+GcEkwwRIGTZmo9iYk6HdMzjBc+X0kbgFOXEppQEZlbqZWUBr6OANe4gzYQ5SJdAFYylw+U1Ow5VRJKwdjs5B0+GTMPEIIu1MhoHQfGh8m6QK847gF+Et11l5bBx7DpNQM0XCD4PN7uZ0OEVxCNaF7fZtHUVhWsSu7SYww3jDYKlurJsuSaKm6p7//PM0j20/OnbghOHx/Pz0/FJW5W77frHcjaNK4yTN0sDHSO1cnabJ1rNyBieNo7pVTTWuV/Hqm+z54fjTT3/Uelosi/Ppl7p2VuulH958+fLl86cfN7u3UfJquUwfP49w+i6h6Bz1GOWJ0uP5pZqmOc3D5TpJUv98bkKIF+3z6dI1ZZYuHNcO4+BwqvpeB6G7KPLyfC7LZrXZhEF6PlwsJ3Idr7r07tLNsqQt69PleHw5b3aLt29ec8Yxmji+dnBt7/2Hb37++ZfPn3+Oot8FQdC2vRfYi1V2Q9O96rESHKfh/Ydv/BDjma5R95+f83xRLLMsD9WYLdebcbK///vvh3747e9+F0bR+Xh582aT2Pnx0NZNb83H58cHx3dubpZREHadEyeYy/z04w+awjPsAKs2Dt3z6djrYbW82R++pFm8Wt6WX36Ko+V6d/fTD39kKCUqrjjNZnvo2+7N25tPn56/fHlab/JpDrpGb3crjg91mgYvL6f7+5/DMOk77MtsZwrDaLNdJ0l0OlVgvDhW2fRPD/vFIouicLXKaUVBpm1WxPky7Lr5dGz6tp0HxFcuioyPsQtL2+fz89M+TrIR29nA9clqB7Ycq2vXA+Ll88d7pfUq2bw8nIpFCoAbqnbycRGV00Vx7nuhbEGqS5MWGOqeT7UfaYZbqShE8N35VLmO7QXBMA1l2YxqWG1ymSByHAIiGVvNwzDW79//zvf8vFjoUWVFWp1bx/bWm0LrBgsTe759czOosamU6yW9aqapruvJh+lrzIrCGu04Sorl8tPPH6vq2HeN40U/f/yn9epGz6Pj2Xm8wNR50s/7+zxbJPHit7/92+NhfzzsL5ez69VP+x+LfFuVfRzG//Jv/4OfP/3DsX3opyqLF/4c/MM//ddcmVjd0A7Tqe2fE/+N43jdcIz97TQ5vuU2Y2VZTuLezrPbTD87thP7+ap49+vv/ubbX/1qu31TZOsiT7um3ew2SZKqHhYGxwlgrkRBiYE9/pAIwyHarsYgJliV06gZbnUYz/p+qOpLHAc+w1llRDcjFMFDvcXxmOcB8GvbTprG49DLwoeZWuRGc64n6DBMEztUaH3fjIMVhCFG+QNqR7hzpjkMYklZnGconcZBasoRcifaDDBa4k2QZpYXuEAUaLhTiE43pSoGFDh0ZSl0DUKgx4lBcjB5o13RsJ0QcGdhNQh+PWPHWUgJj4SacwCywYTjqkSC6iCl4GCPGBPO2WGwFgK9zOPNdkbc4eLtpuGb+UmYgKLAQOoPKhUqJzm25KwUqwwb14kshWQ1gcKOYADULpwI4hP4Orlkt8ytqOzBTBQ0U86o+Jx4OgjXlJU811+iuyNh1RSl4OCZUSMTgWg4QxVq3BdYieN6w0CUWUu8sq7WGqZR4UOF3Ij3OmoIC4UCyIMctWL1SrHrYFmwx9kI18YSEP5GkWfTuMgNL6F8JiMbX0QYQE0Dn6c4z/B3lcwn057NcJERXSdSUYkPcGmqMYsD0RDiO8E0F9NMFhq24paAj5FRyFg2fBRCb0M/CTg9/qksdQyqkZ0wGlQNeyEeZPoMZYwtpDuQrLkHu+YUi/lNqiizWhNYw6g1vnoklEoDZ8YEE9fgEj3ALa8kxaHPwhE3Ij4E/8x4b9jjfaVxUtkoIRZGGjfOPZaJHIBg98XWkZRw/PvcOUxYHsH8I58zxo2wDtFHZFZ6+MVguxNiRdmV2Ei5AKYFiJF3pPlzVRgyZXcYzPgjSWBd4ztkjYMCfJWVJvXSUI6JDRM8EozMkd0skkhRk1vMnubKWvAFg+/hD5JWGRUhjcYBsEMGvEBdKxtbGbUwSQxFJOF4+MihB+THS0cfPA4c5/Abl9IZnQUqQ1n6QWfuQvRJ2oJUnKJ25hQSbaXMWvDgGB8mXxaEzhDmzgaPwtcBij7TyECk9xcEKz9ZoF6E+oJzGu9I23aSh4IUPlrCIKBQPehkWDLjP30/ICKnayXQryyfHc8P/eRSPnz69IPrZDoZ0jS7ffWmLM+PTx/P9XNZ7/v+ZZoSx+1DLw2C4dXuzW9//R/+1W9+9/79t8itjRPIMSiiBqJHrK3zqBU3+DyKhHQjymLcG3Q0fV3ZyZPCJbkJ+TCKerOHueKCRfF+JSRJ1/cXCLKZURrMlYzYvlImpYAWoIVs876u7v///mN+W1fyFjmyd5RS5hoZpygIP3zz4ZtvvpEcOKV0WZ/2h9NPP/7pD3//jx8///yHh79TAyYa01wv8/eb9dt18brI1gfc+NU//P0+z1brzW3Tllm2iJPg1as733exSWOkOxjRmEVaA3a0QtsixAuPJt4XwFX5Hg+D5QV4/Qc9VmUzTqAYWAnS/bq2sx2ESWgCs8nSHKDOE3GyCxqbS1pVCJt7QPWjmQN5Hkb5w4C0d9e1KRQkhQmymVl1GMlEsX+N0pTZKwX/GAHimASNAXbxMQx9ka/IQo/PsCyrcZsYfwVTUjF5wVcGdXTI8K2rsgPnKuXZoigftRocz0WfacEEBPgFU0OvoQhmACQDEXF9Tzz++l7JRo6zD0KwUcXgric6x7i1yaeETrtvB2IaNFNBMbuk0dJG4YSM2EH3U6tHWc96MYoToA3J8R6QFUdvCmm6iLXj5nCaQTfFmHr6CyBA7l8huPIRRUGFz08KD6BA8BXgWtZfH1kMeiZGPsltKPRpFmaSkmQaSAECezTUwQg4jvrl8T7w481u13bYWQFBjtDIcb1bDUPftKXrJuu88Hz7cu6Qr+e6z8/n77//t5dLCRbF7jYIM636rgEdKIoi38eu7NWbnWPDXg8uSxba3qKuGte1s0VyLMtpmtquO7x8WqwiXN6eU126cbBfvb3ranXcHz3fi+K07cb9yz4KYOsKIl/PY5Ev0yTqmr5rVZj4cRL89OPnponXm6UHCRnS8PYv+3my80UBauJLmRfROPaz7XWX3rLn1Rqbq4cvj7evb30/rC7tZFuu7zZtn6bh2/ev1t22LC+25aRZpJR1PFXrdR5GXlN3l30XJqEfZMvVzf74FATppC0/4DMXeJ1Wh0M1jCjiqqqNtNc5CiIZzzsc9o7nrldZ5A9d2+Gr8tJ5Vs9Pz1Ecn61j13Za26rvprlL0zxOCj3Uu81rax6q6skP4pf9z1pD/Rh4SRSkqi+j5bbrK93BJGDNThSGz4cvZdm6dp7mOBS0nuI49l0/CKO2K+umbpr+4eET+ULecf8S+PnpWMGcWCZASg6974Wr9Y3Sk+97Sey3na7LDkLZCJOi86W5VG3TDbbTXE6XwIc7BZiergmCaNC2UogbDoLoNk+6toW60nOjxBvVuFxuRWPiuYC+dJ2CrsD3wiic57G6tKHvLhfLc1ntXx7iaNHU7fZmAeDVDAjSpKdijbXw4WW/3KyQ9YxZCDRHiAB5GQPf0Uhx3Li2gx8RY2/b8/wkCT0XXmqX2cT746Pq29tXvz6dDpfzvFzeQBnlWcfjZRhVnheOrfu+sW316u7dH7//o+rHprlU1THw8/P5YFleGAVVeT6fn5fFetBW0zZhEEy1vV2/1WOLD6Q95tmybk63N0lVV0m0+OXjHy6XPaJgp+h8Ol3q567Rt7s725mV6qIwb7rSD9TkWP/mn/5fn7/8cGk/ht7Sml09n5TSvrXxXH+wKjXubWtlQbiv5hlxJmp8sWzlOe5u/c2rm7vN5m69/R8vl+tFdrde3qw3K98LZLLf9Y3rzBFyDkfMqxmZReQdmgJEIYNUYWxUwHPpUQ8jKmyMijFJmnH5WVmWSHiW5VjDoLuuj+NEFlziNLAmGG3zIq/Lchh0kqSujemyYEjQOZHQhcJV6BT4/8MJriVYzlwmreFoRiU7EQwoWL+rKR8xQdeWyXI0Iol8BuVZPliARloobjdaECUU2ii7rnc99ZYT44rZGZlQV5Yong0FlKK7i2N+yW4WOA2lhiY8ixxIzuyNUg0/nAelK1sME31g8mXxQ8mYTkSAkrcOCBpaIBzc2NfwR5DhPTMVLCI5qMwTE5gIbWnOoxNG4DHs1+DyQe6qGXPLzcdrGTob28UfxKk+5H/oxa61kUy6yWUhrVIMaLhR6B9DRS2x4JSfce9+pVc6LjZRUGyafRKh1VeUGWHvFCRhnyTcTNzBYu7gCs78R9xQ0v4Z+SJMN1f1I9eQxrPPn89DPDdtDOhqzEV/3e+Z+HWORdHHo9Q2MQ4o3Mh547CXbLqv6Dxxq0lrZRr4YWR7isedmydBvxiXv22PyPkcJ49iKnTLnOuScSfbP7NGxGITHHyJXTKTbWFCmoQLfhkCLJX9Etib3SDqP3yQ14cXfyPTy///CPuzXlu2LE0Qsr631Xe7O93tvIvwyIxIkQlklqqEeALVU/GMEBJIIBD1wE/giScegB+CxANCZKmqJFBkRHhEuPt1v81pd7P26q3vzdA3xrS197nuCSdTHveeu/dqzKbNOcb4Og7FpseBR+m02FgwScMC1FXoBzDgP/ujCoYz3aauqkGNZiUbddQ6QVsYJRD7TnwPmoMTKZjJxyScY6FanrEJBCY7nC+P6hQRqiK0qodZ8DrwAmgokY+st2gjwVshJFpWsqwU1TgtVx77Kwqg+LoA9sj6Xn6YOKhdJF91CKDqZL4IKBylTi4LeLwzyMZ4qjCKoGVM/DesDA4CY3N/7knYRIc0w9SuCIJ0S8ZODKaJMGlW65FZSycj8RW1NY0Q2IARUDBfWOb+Ng0kHqhraYdheBVhkNSGQMyjAudhGiN8VmD1CDNeKLiEiT1fUkUXUZ8wFOCBCztwsh8G3CSIK0uXH8P6okiKIssQON7t9+s0Tk3s2wg+JX7YDvdSU4PoYbPN6zrPirCRTnkZqao+n8yvvvmXVxdf3by4XsxXo+F0Mhl7rgcSmphrocEFxYPiTCirm/BnhnUpYYXxY6azEsORoE7aftiygsHt/unqo0rFYyR0ZT38R/x50of3Hj2fIXbCd1UQCMiQg/pvnoSxta/IOiMSNyHKnF4tSBsUhom/Zhoi8TzxEELNjikSVA9U/iMsZGYv58vLb776+X/6n/4PoiA5nU6b3cP93ebDh29vH368u/v7Dx//djiYw6ewkhXVCdKwUTtTc/bH/ent5scf/rhaXA0GE8vRfX8odQhqp2xDBeAbvMRx1AIQxt6JtIO6qpGLiL5BLfJa0SXN0Ie2iSj5sqwqIN549BU1zzB1ZQluG2RstmJZBiU6IEvdMHXXNcoSBB/0XUCieJujx43JGWi6KqSYAU4UR1jXyhAfUpwVUVGwY+QZwj/IEhNDk1qtiPWNDBW4dtWdoamKocOSlPYZ7AnknNw2taprjgvNGMOzmMARKwLdEFmVwFYN4BOkvJCSkW8cE08oTaGmXokCBVgRDUEv1M4kuie2Bc05yagW907CB4MeD3gm0atREMktGYMRDZaUhcJWDVstNoK6qckyTTNMmtWStSaNWjB7I8PdVkKSAjldQa2A7hY/RlwXgjFoqsExquilZYPvEXy3efUL9zds1KT3E/NB3AOcFW0r4b735jdMnmJFwxlFx4yc3ApQ6T3cP/i+b9rDIsfptD9+6uRit9t5A09PUssa+j7cOxVJ9b3xbrvTVIz5i6yg/G/58XGnqiPVyAAWxNn64aPrTgeDme0aZVWosn6K9n/89k5V1Yurm+DUlXllu6bjal2nZUmDPL8iPUUb1zHDAJZTg8HQMOB9AncRx9UNWMiEQex6fp6fjqetY1uX1wsy2c/jOGs7ZXu7MSx5NpvKcn3/8LFCMFcyHAxMyyYrETdOc1UB61KSJEs3gvCUF0UYFFeX15fXF9vHA3IFqsQ0Ea1eZEUbVkPfNnXgu7Pp2DRx+w/H9HHz+Li5++brrwcDJ8vKKEI6n6y0ZZHj6Sqru7vw+oWeZfl2d1JUUzONui6SJDdNX+qk3eGoG2Yjtw/rHUZrYCK5u/22QyB45l3MFTKfQPiJpOTFsSwyw3SHo4ml+eORK8vS27cfdvtYpoA0XTMWq5u7+7eObbfdtKrAF+ra5suf/ywKDlUQmeYgz5M8NhVFXz9+XM6vLHgKN1kaB6fDw/rTcDjNsvDu7haxp12T5XnT1I4DGpJt20XWmIbueVi5dd2Fm+Nw7FuWcwqS4yGyLMMfOsvltKkqRW5NUy+JIRcejrrp2KZlYNoDG4m8LE9BbLt2FITIoZckx3FaSa0RdFHYHlIy4ij2vRFoKpo6m/udJNu2JGvqYjnBad3J221yOm2rMn3x8rVuKHEcuq47HE80cG7TOAqbxtZhhqkhLE4uoZDVDZhe5lFdF+PJHJWAotze3tmO4w/sJDqWVRGE248f8StVXRSlpcjlbvf79cPJHUzWm4c02t/fvx+NVrvDCY6UXWWZNniOben6vu244SmfzS9kGcBUnqZKJxdZvllvFEVZXrw8HD8+Pj7a5lBSyz/88b+2nVlk7DXZtEynyBLw5pTqcf3Jc8eH4+PxuE+LvWMPqrILs40iKXWTlV1kaDZtxX4ex50U1VLQtmrd5Zo8dKyBYcq2NRiPpoPhfDJYXb944fvz0XAM0lBVWaZnAei2WVxN7QOluKq6bGNYCA4QYlSokiPlHRzGWRrRtHlckH4cbD3Mh4hQrqOdrsFX1FVJ1mkeiPq7hoa30Co4o/CeSmw7tI5y0/kDvyzwakKLI0FrJ/TYKChRm8IaB0cTanR29uNSiahykq4bRVlLZMtBgeBcG7NjG5U8FD+jY4aNxJgO8lmRRkqHPhXLGMVink2acRAeiLHZ178U+MzCciTeMMhAinRwybj04IQDzkGWVCSAUY1CRlwoMbh1EtUGmZqw5o1JfeJrs0kXm1KS5TrAa2huqOZF8Df9JRmE0CEoPOIpD4dKexBLyNFe7mD5ze6cdLSQL5igs4iiit4QqAWEqWhj2LRaWK/3FmGsfiPZBZ09skyB3HQj6LjCiQL2HZMUCfdg6R15cBNqh74Ud4eGxOydwjFZxLiiGF9yWGN3FOpPCLxgGwbB1BJ6J1JWYy2JPDm6ZOT1giaE+Vt0+IHAp2gaCmi0qEQ9Igav4Hb1031i1IDoCAlmLxPqQ6CYSCvUQWy1kqVID2NHZYY2+bg9J9QJ5266h8hLIN0Ia//rEqNy8UVRU4iunvor5iwRAEyrqelQ5kjE5+Qml63szsl7DbpEQJEQzGA3PiO3qASw/gkYFJEjdPBTs4dFoqgK9ItcvradZmoomwgbJitIGkQLxakKNRxBnAT5wj4NVRRTWkXFgKsrimzUOIIGR0We+LTk1tCoUiPDR00FGqpIMMYjGLlEiBuKTmwGrFqhRITzsw7nekIbuVCnaD2R+IJfL8HKpJQwiAbJpQn8C4JGsb54jEWqRVR0jCxyekpLzEbd0MkwFp9H1RSdDJw5Jpk6TAycqFBD0QVBLwGu2BrIGQ+uDIwh0WsT6Ad0j11qSJVAICHzfxlN5Z8EhqChHqR2gmY0+M5VAZ9G2jTY9hBSZKE+ovYD5RqAhU5GZwjonss4iEJhxE/aIXSlyLZG70rIp25a8KUDAIt09yzLmrqlFJg6DA/IlzOdukkt2ynqQlaVQ/AYBscwvi2LIisDTGBtazG5mUwXk+Evr6+uVleL2exiMpnYlmEaNi943mEwFEOTIFR2IMmTwJICAwQTWNjD0pBFYC99iIfQIbOhbp8/I1o74d1EIuNetiSe017MCuyX/1Hwlpnnid2NG4neuaW3h6KfxMHGpFBiGguDRppu8EyEgBc6sAQ0SVswHTeAomhkRZICEPx5nICDUm4l+DTKimpMp9Ziufjyqy+oZfnPizJLkuRx8/jh/bv1/cPj9tP9w/tTHG12v1Fa3fZG88lrSVHXuw/b41ZqqIvoalVXNcmSldb3R6Ph1DS1tpWLvIQ1n4XrzMlSugPwx0SgX1PhdpRyjTUGBFyHW0HTSIYFBgp101rb1tzoFEWdJAWTwCFCyYu2ldntDGKQssbhjNAjDSnK0H/SmifATYc7NJGoFcm2dajxm67Ma93AfCQHzI7OUDdBE60iNFQMrHFUbN5Uhokts4RuWDIMuJda35AAAQAASURBVDywvAMPmkrZORxHgw+BPaLCWQNtERiRQvNOSFpd8SiQfZCoAxSmL0SMJJK5RkRuWgM0/2B7ZFoadGCzRoODVGSC+2SMSOo8x07Ik1shg+ARLuazdEVbuekqxJIpIHMSDkmsFkKwREArqXOBERJBlgM+AUtSagXVTGReTQbFBKOKraMsS6ak0NaEjhdqGgXtrm4gy7cqgKQzSYZKIeogOXMI3jCtbsD9qCkrpAvKkpZm+6YpLMsuyiwMtpZttG0xHY/JXK4p8+xUp45jSx3UR3l1sm29KlRkXyf1erM9no6W7U1HF1H0eDg9jIZLRdLTNFS1Eeoks1leLD59+qEu4+Bo37x80w2qNA59b6ooRlVVw7GvqOPuTh0MXM91kzQg9bLq+VpRxIftrqyb+eLCdZ08LQwYUNppnh12p8FgIMnt/njIC1CKpbCaTWeri5WimG1T+QPPcX3T1E0DC1E3jd3mGAbYi3Xb8IZusUuzrHt42DSdHsa7pmqm0yWgbVMvwqxuwVnlGlQEyCJNRaaMdf3xfgcPUgWMVhs5ZGp4jIfjmTt3yrpQ5M713PXDOokqqWvcoRVEgSTXy9WylbTdYVeWSXCKs3zy1Zdv4H8KW87WGwyqorE98/LFy+N+m6alaXlJcnIsx1C1xXLgOHoUFYrqNPJJ7mpVNlXV+Pjx96btd5Jyf/uxqjPXHUod+NyfPn1IouLmxVeGqQSnYDZfUsoWnM4RAqbrk+k8TTJFkXTNzcOTM7cpb1drm86y7QpxDrvl5UVRNRPX2+5Onx7ufXeQJPl4MiHKCvDt3eZ+NBibhrG8QPB6XhaWaf7slz8nnwwMJouyqPImy6vReBQEu9FoqOkAY4/7E7BoiFPlMIyr2tYM8/7+YTqdqqqKjBAf2YNao6RRWVaF7di6pZq2k8RhXlSWbRVBsN/vDE0fDCd12SZRQjihPRy7x8MWFNG2DiPDsOym7bI0l+XDYDT7+OldFKZZXsVxcLFaamqtKnqepWEQHcNHWfm4mL4hHCL1nOXb7/8xr4Kr1TeW5XVymSbBcDBuKnkyHiiqZtv27vCJs8jXjw9SrVq2FWXbIksxUm3179/+h6YtUfoYnmUO1U4/xOsmuh/Yi7yJknRvJEZTq2kWH+J35N1kDOzx7rgu2shUPVm2kJJauVKtF20U5xu0sLJpaZbn+K9f/Xq1ulldLMaD+Wi4sEGaNxXFQKegdsfjY10qnjvSDaMscq1RUTMSzVzVIWehcRBYm2A1VMCINMSyylWLXBuSbGH3h1Wm3mngS7Jcm9ok2iJ1C6nosIQy4QNkmEpeKgN9IAFIEV4XRPgj8jwbaUkawrXBpKXJFqvSqfJV1LaqSu6xJOBJ4MqiuOTMKPZ5qshkFScTz7Y5cUtYMDbkTwDPYhKAofbKC7JFgc8HwZU9FY6OCdbmSS1qPqoUhZUF0BviwmVFQQQb+LJWZYUKm2iEvfiAnQ8lnFdMMySnS/BqCL5iAw1S2sN2j007gC2TC+A5f6JXi6CP4l8n0zBGIcR4m78k2YfiM2Nij+Er4AWyOWGjdq5qCHvEIUCIGkVCM0zKVMw+j456YBFfrEsScduAbxMfhvlY1MaLPCJCS+HByuQSkliooNtK4Lq1HBWI3yGpCXm69FYoZIzB03rhRMIGEqaOASx5CwntPPf3pPWiTpOFcJgZCI4NlfhYyM/SFERKEPWd9Cs0mYbbHkgv6BXZQ0iYqaC6I5NGUS2S0UvvQMqKSGapClcMvBrDD8I7m9PA2IybM6MEi4aAbhoSowPkfEXEzIDzg+oA9AFh890DEIRNUW/bgc2HPrmB6I9vOrO1GBXBE0tEw6arKrC9SFYitEvPAv04V0CAymcvWapcgbZRaLAwzKDkBoAw3A6T9wmLykTGI4dAUhwBI9k4AEGnIPUoPTV9Cd1baYChTbU+Fglkpl1T1iAiISdQ1QxJqrCCTNMkc9E2zxtVJeIlVUfke0RR72y7yTpMCth4irgn8SSb6vC5zP6fBEKSiyAMJTQydEHzxzGHGOjDIZZvPgt3Ga4hYjNnVHJ8Jfw0QBdhM9VOhnMlyTK5i+aOllMT2fodbSxRznjN4mMZhgFZqQaXP3K7EUF2CHFp2yLnKA4RKE0WGtjrCHzQOOyLdMWsFCVVJ1kjkiMMfoe6UN5VtE5H0AISg5EOCjPStikP+wBRY3AbSZsWH0RWINvTkXskHU+PQRQZlmZqzumwlSRpc/yAFqHODL27vJ5cXXyxWq0Wi9lyfjmbLV3PsR2XAAt8SWCMqL3B2RSdG13lZ+I6MTTqI0CFscoTD7NPnyfo7Kzf44kEm4sIIxvG6PoujecSZ+rnE71TtJT9vIZFWWfvFp4WcVTG2dxFvCw/NZy6ytMfgRISNHS2zz3/1bNP28OGwh9UBM312wI3k6yF4B1E1RTHcmzDXs4v/uIXfyXJUp4lh/3xFOx3h816/fD+w7vd9u7Ht4e0ipqmGzovZa0zbWvoXowHK8MwN9vdKUgMy8rj3XR6VZaF7VqOjXxdVS3VBPMgAOyymlV1muR1k0tIwUVKrW6aKnJr4R2jqAjJ1TWRFdl1nT0wupoIjQg6IhI4jeRqiJjxmBgmSOxlgTOZrdfgd6ErGUw9VGCNjWz68GcjeTweasNSrc4kTz6CznStguMkcUKhXhbbbJnXBsAB/Ic8KwgrJjY0eFgdaZc4b12uCthdEe2IBavYpvq4HTonQZxh3xcMkthhhSYSOAfZmqpBidOg5KBlRo7HZw9iHP+YUKviyEPcV1nBU5USoVnzzGAypEqgfINzZoA6Rrx5clEmXzEMbAgIBI8AsSVd43kWS/jQ62YUIMiSZRJ68wRSM0jxSAzwtkIIjcg8JBKIoIsbqD3gFanjHzhjk51CcQpTJqFINgKqIGMqDdAALDwhn/6f/I/+j4Zm265WVUUUbRx7ICGnMrYde/2wztLC9Uaj4YXv+7qppElUFKFreWma/vj++932YNnTpillufMGY8tybcMNwvVm9yFP66G/XKxeaTrsaF+8fHE67jabj47try6u4yQOjqcszR3X9wbjOMmTaBsFe900louXlu25LuCCDx9+SOJwOr1ZLGaz2aAscAMs10ROHzgqXZYl281BN504PNm2ocjq4mJhGnocZVVVaroRB5E/dE1L32+Dumlny8l+e8qyeDwZ6pp13J2GE1+VpKooR5PxKTzFUVpUcKRYzkfT8aBtYcGSl2XXtL7v3N8/Hk7BanERxSGk1ICz0+Vi6nm2rsu7bWh7Lg0l2/XDrayYA38UR3uW1A5H3sP6k+N4l6t5HOfvPrxfLmeL2fz7H35MC2k6HtTlMcurvKjjKFZl+fUXP7u5mW8fj00rf/HFKo6j9fp4OOySLB5NFnEYrx/eWq6rKtp0cqVr6ocPv/uXv/7v6aa23T5ohn3Y70aIx/Dfvv/h+ubFbDT7dPvg+sM03md5PBgsonhrWV4UHi4uXs6Xs+16b9t2HAe67iwvxkkQLy8mTaNEcVpW6eP9Zrq42O+2nutVZesNh1kaJFG8ulqeDkfHtZoKx+JoNDJ0wzJxhIJy0NSHU3h//0lW2hfXr7tGcVyk04DiaxphlEuSfDjs94f71eKqLKI3X3wxGA6qvAqjkPQGSPA2DZzKhoaDvKybu4/v/eHQcb0oDKsqt2yv69SirOMosB3r/vbTZDJ3LG08mbedlObxKThEQWbbDhobTZ5Opvf3t2G0dqyh61lw0FKNY7CRJZVMX0pN1afTm7rKqqqYThdJfJrMF7vdZjKeh+F2t39YPzya2qDpcnZ5dp2xpFWkna3zMinrQOp0WZWC00HqlDBdF+1Jbv1OKuo2w9BLdlXZ6mTwUztJ8uxFU8ek2Whluc2btQQdkyFJqudMp8PVYjkzEAn0+tWLr6ez8WQy9Dxf0808AXNdR1VBZvAoTsCPZ0/8okrath74U5Ed3Mkl9Qxcr+d5VtWlY7uYWxNTQsO4CEkEIGVAAYQjE3UZOJOsZwMuRE0XNiLE09PBCqcKGrCxTBzvwrYZfOpxEh1AM9T3RKvQzmcr22PyIUE+gZjNlQUkzeytLAJ1uQAmPIPEq0gBZkqnsL9jv3eqCYBpmJRgWwC3BTedaWxMrqRqGmGyhC108JIRDoccQ8TGM+x8R/6gmJoXBZIwen4ItSic5kY0CU5Oo1IPLH+yNUPhQkozIpMBfmPiZVfkpI0TpmTC/INr/L64EDbloqInqRupEdjtA58cgkYJXA722Sfvb2E0x9gXzkwsNSAPXJmjGibjNuonqTuF/kclWzYyIkOXSDxSaNO5eqUUY+qByTpc9KiktxCepAxlcCvDeeAcCk76gXNvhjaPU21w0tLSsMgmHlwzpNBSUL3Q0pHCDu0HGj8qnphVyL4yhBMytkZgGZNXqFkgqzcYuqF2gaukSMoWgYtC/k4KQJIa4fIWZVljPNSSEywTNYUsjq4Ye0sSbimQMRoqkx02N9DsrkmgEyOQfRNOXqO9x1CLx0pkDpAoiFiImMABn8PrU31DbjLnEpaGGk89GEmxCVSktpSJhoxIcp/OtpD9d+iT0PGOug7bPBZ2tm1XogxDB8N35HPzQzzf4OOJ9g8toui3qKKicTuKFYahOKuQjNfRrrO9Ci6yDsSVNx9ajDLliiO8AV9ZU5qqS5IMolmq56DmpQwrNkmtiH1KsmHwNpipq2rE2GQhKznF039Ck1uVtbANNDGCgRkgU5to6eMKmEaRIWpVIGymRi5QPDACX5QNCZuygTcgB+Q1HRHhRQhEW9dodDkWpXfO434GmwamSKjewCQTnjr4mkSmwjKgNHCUmjViPMUFZOp41wKuZD2wwKlIaUwqI6h6KOOTSGjQOjZlWei6STTO+nSMDNPI0iw4Jk0neQMHbql5LamNqjdZEkVxlGd1EK23jw9VGzV1nRW5bevz8bUDuos5ng1vLl69fHW5XF0OBiPL0lVFJ7K9MDdhWBKMJDLqECA8bKuwN6JbPjdFfXeH5pC9X3/SNj1r1OhBfqbfE3A7c8SftHhkpERM457X3T8UffJIv9GcE0B7u87ew1N4HT8JBdkgioSvvZ9tb9TZJ3GLQNezqczzj8+BouQMzAZdYvTTWwRT6Ar/V1ZKiB2SliqZSLMbEoI3+GRknxLhip9uHh9//OH7Tx/vdsfNbrM5BOs4jdR2NJ5NXWc88q8mo2WWR1la5GnqeMP5/DJLt23XmNZAUSrHck24gypkjEmaN0hhlRr1sMnRsromm7ZnmKDDpEnRNJVhoCHRdfSHqFYJRddNBU8/5zjC8Uu1bMOykKxLwWaQpVHYLMeD01SR+nJDJ0oIHXB1hdmDrmNcXddtWeBhNizQ2cSgqutgzoyOFCC2Sc0kH+4MDJO2raGMQaXMIQll8kXXgc1OQweiHsiyDqZ0qyn4BzoF4I9CGTwiZ0YG80akukOxQsZFwFFVDItMGxMjtj6uG5ywnJvH666uhQP82T1Ig/ieETych/icgs7CBqScK4ZDAaFoJofggMreYIZMDqjkcM4lCh8iPMSkcwxfnKzI8dEZ9GNDKfKjQmkjVCr0/2m0hJtLHr8s7McZUcOyVbZsw9CBTsMUDT9qGKdTsFy93O/vsnjrDewoCk/BzjJnnmtaji13SNvUCqluT9vd9qRlw8H01au/HI/DY7B5/+FHqDDhpAYzlesXvxwOL07BWtPNNIuszlUU9Td///+W5Mpzh5432m7WYA1VZZYHh+NmNL40LdfQBqZVVE1R1YWj4gPIsjJfLv3BVFOgHz3sY0VpTsFejw1FxnbT1MhAR1YYLdCH+7XrevPlvCzrw263vBi5ntu2TV5A4tVKVZLkTmIbhrLfRJqijKemP3YPhzvfm8oK+rrRZCTLulVVeV4hX1ZTLBCpu+yU3366n049w/ZVVTucQlTWVBelSZoXrq6rh30QnAKvngx8RNWtVhf3dztZlobj6WYbpEVaH5rtZnex0ssS44TJcDafzqGOdZwo2ux38Wx2cX//fZJGy9WbJDmiXzrE+912NJmHUbpebz5+uO2aYnV1KUP0XwyHS8scbLdvSzevytYyrbKpHz5+BHXWw9kjKVocB0kSRmHUVZj4j8ee3GaK3KmyuphdKwSp7Q6bh4ePRd6alm7Z7mRoZ2kZxUlzjw3Lcsyu1QwLVjfT6TyNY3/oB6ej5RhXL27KIh8Mx8fjFmpdzdrvT67t1I5lWghsieKyLFpT1y8urx3HDk7h/cNWkU3Lsg/HWJLVLDlVVbmYXxdl4bhekmWQyZZp2TRpki0XKwoAMD+9f2da1my+yuIMPMOqtmEtm9dhEUfxaDJC41FYbSUvFxee50pyvtl8NE07zYO2aj0XMan73T7Pyzh+jOLQttxT8HAMahjAyGoYHF+9/mUnqafw5Njm3e2PQfSp7NLB40pXvbpTT6fo/dt3w9GwLOWb66/BWFba/f7xlH6M861hWmWVnII7Ux8prZMVRyBOmu26k6otukxpJVOSfE1BBFPT5Yg7ByOgrbs4zSsk28m1blquOfn51c+n08lgMJ0ML6az5WiwRNg6DNB1yh6o2hZqPSrXMDzjjbEl72pS47TwakBPLWu6naY5F2uoAmkqjU5DAbFWll3Lxo4fx7lhsjUiLixgjKrpNLKyJAYXWS6SdIeT9IDfwu+LXNcapW5MCz4tURAjawrkF8G6Ewx5wAXk0EGheTDnoGOXq16pFsoTaMywZlBf8xnNg0CyXRbKJdr64IZHzDEhDBEHAx3tBGDKpJnGi7PHF3EaUTUS64v9oLE/UgYxcqFZtifqBepmCAKgOZ6qEI8HG7gCSIHT3s4zXwKCiOmHHYiFeVwfq0ot7E3wl4aqk4IRpwCGkGQnICwo2EuAkipYN05wA4NQpHdha0DW7tDFFeHSJNoRtMWeeohrBysLCnBnViRhdgBPyQ/mPMQmtUBHgluSXeEsRNUuYCaenFISLLfoiKKGDpOCOGi/5TQFlANkMUrtvdqh18IVhn0rXuWZ2I16ApLdA4Qhm3iggOcQW67ZuDViDiFnJfNJyRQtuSO64zloi5iFZEPGucwwXQHlByhlHyLYI2vgvZL8Sa1RJdBMVKAKDHmKkpEjEDC7xq9pxH+liQYU0Ux0pPOcO08aFVPeFPT69DwSiEQfnT8Dkb4YdjsjTyhY2EGI8AdyCuEQXV4EREvi3L+esUbUStEWMgsS0xlu7AVx7smd/hkwARO5Dj4q9IDgeuLaAFIUyX59Hco3glSmpGrrLwuzwTu5gSkvB6sIqE3gnACiNCpZWdhGFT3HBaN6IrNWtNVgeWGKBN/q2rGt2kDhiCqQtEjUTsNBqmtBVyakWlgmaoYG7gYExpLp4GaUJZMCABBXlECNIlVTywLfjA16aU2R+04B9RF9WsD+Vd7ApoZcy3U4XFAL0MBhC38r9DDk+iAcB+HRSe55jUq5W6TwgZyPcXVZ7grwS2UZ6RT4YbnT8M8qYtTYp4cvM3Q+guKIj8ayTbrMYDWIVrLroHAkxS8evIQ4YmQpBEpLmriuq5tGkmRl1ZRVqsit69t5kR+DLQ6YPIzCQ5pnx+M6T2PFqA3DGAys6eL1YrW8XN5MZ6PpdDEeTW3HtkwLnhy0YQOSxq4CaiiLmXotdKciKFVgbex4yeJJ3pafNW1iHZJvM1vRiCkEkzv4MHryyexZl+dI0r4PEPnhzwG2p6nE+V1ooCLweWFPL3w6yWiJY8rYjEdA66TQ7FMgnjpGlgJQvyf0YE8moqInFHdG8FTFOKvvS3muKiZ34rl4spDhNE/OdCWvfHTU2KbajjSI5HBD+m7f9YZfDr/+8mvg+XWZp8XheNgdNo/rx9u797d36/X9H+7vvz0la0Me0amh3T+OBsOJ1GiWkRqGvql2iqJ67jBJj7ppaKpmWJoiabpheapRlrGuIz2rKBvDRKARjSHkPIflgaEbGEN7EOR3rVqWTLYEY9+wUfHCXYxIE7qJksS00AMRx7KBKZDORHHc5oa50ySp1XWEiKRJxWZ7aJ9KBLlp0IxQUA36L+wPzOSGlS6aQJCWMcqhSSCTZlUNDs8iwkHcDuwTOiAvYfLJLsQ8IlDQ/6Btom27j0WhI76D7hqTKh3+/DpLLEDqqXBxmJlcNzD2ZwoD8XrJqZNOT1A0ic1OuwRMNdmyS6Sr93IPjGwwqJVhMkAT9lbuanwkbPLo93qeNofQ0MuqRdEQkCa4LZyWwWo95NoSzsntNAyv2JqaqheaQmINawBmmbtCVnMVDIHJabyR/4f/9r+8uf4iz9MkSWkmlc9mq+n86nF9V9dlXXVZllq2axjmeDI5HD6tHzaa7p7CNey4G7Vqivcf/jB0LnUDZoy+M/fcqaZZZXNIk0DTPccZNJXi+fZ8uciTdL+/7bpmOJx8/PB9VSqn8FhWqdSpi8ULy3WW82tEvgR3FhItw7LKbq6/HgxGZVGeDntDNx3PTLIwPB09f2C7o7u795Ph6uLqYrNZN61mW46BwMrs7u5tkeVAFC+vyXUjx/xPVvM8LYt0NJrphpVmR1WG1s7xPNt27+8+jYbedDJXNPArQKItSipV2zDODrudYRvD4aQock0FGyo4HlXDapomOj1MpovLq8vdZp0X7Xg8MS3V1PUsr+M4cTw3OIWb3b1tOTQgqx3bn04XaRZeXyzLunz77k5T9Lqpo2RXFHlRFqbhXF1+mWZxHB2vr19omnI47NM0CePDwB2uVi8P+8PhuHYHkyg8ZGmoyJJperZjaRhSWFFwTLLDcLSYz26SODBMb79/qIpsMBr4vnfYnb5482axXCZpfnv7ab/fSIrxuH6rqornz8aj+XI1cxz3/bsfR8PRanlxPB4U1T4dt53ULFZX73/88c2XX8P4S1XDMMrhc2Pbjr3fPZRlcXl1E4VHGyDt4HRIVUNpu2w8HmE2XNWLi9l2d9zc39V14w2GqoIQCBy6uFahbfq2bR6DfZ4lNzc3iqQejmFVpRgRaWZZtpfX8/EIds+Hw9YfjJIkCYOjYdptDRseEOo61batvIiC0zaNC88fhOGjYQ4lSdtt11mej0ZjSeoeHn7s5EaVjLarBoNhnJw0zXSscSe1291m4I9fv/l5mh47uArFqgJWQ16lwfFUV20Q7rCp1XIr12m6jbK95w1nwzdpluIEV5EbmWel42hBujb0qW8v9sEfyyqGf4xilk3WShkyJRzHd1ar5c1wPHKNxWSMRAfbmXgDpAJKXWejrgGLhqsBMC7yoqpzw9CGw3FZFlEcarpu6FYPdZCaCPVHrWlKUVT0MUxSXAiKFLl70fAPfh2yP7DhdUndBLm6kbEYo4KiphSpM4qC2YpKEUBAh2D7S+nhcC3rbA8s5yzLq6IirRThBkCBakkG+5wkcVTnIXQUTujUmGhNDZssLivhtkLBAuQwARCvD7PqM5tIvdYKt3fO0xaa/zNfTpJgnsEYTlN1VUPh8BSpzNYmNLwUIjFGRTgrnOsS5oiKOS4VaKauNh3UDoTwicaBXZLJg4DOcWo0BIDA9Mw+aoszJECD0cBsqRuIkTCBE9UnT/axR/O7E9oDMiuHn7OSCkl3tHez9wPhQuTUQvIGArnwFsJNQ8hRwBPjpo2GhKyZZEs/UZiQW6bS1jhXgGL1dQzXSKJqoo6ZjENlw8AQh5ArtpXmwSS5rqERYUs8VEvsB0gOomzQx0gUWYEL9wyy6oGTOHvDsGc9zh42A2GVHQN6hqmRTatE7ACIQ0SMIo0GBJWRLibJFam66n1oxNyeKlN6caEAxBQb5qKit+TkaboZsP1giUgvfAdMjbwGkouWYCpScIGo2vkb9hN9kaokYBD4HHASB614RurO158QY76wOq8Xhlt5gEGtGHkXUWYjTzfYta1PlaLmCoN5kn6hdGQvWb7i3MIJ9ZQoZCkkEMxuTaMsKOYDtzVYLTRDpjAJDEAEEC+cJxXEKsL5ALgxZWAyqVJRyEWJmZNETCVYU/iHcyQmkurJxwtLheQ0eD2NMsEVmARy6U/WgwRAg6uMYGjyiiVyAaHEqi6XcI2HHxS9mEBTFAXOE02DR5uhyKZpdVMtC5gGYx8g8sK5dWGvBP6IOqRHJENFtrVKvZ/ELG7KjCfXUg72pBULDB8SJr7/+BmgHJ3UVA1eivMS8X1L2zag+KPoGvKUEqQJSZKJziosCssCHop0DdU0SZum9TwbV6NqgyCyXbMqK0ANLXhZsEyqSw23GzBB05aKbCRxcTruomjTdnKaH07HqKqC2WLs2mPLMWbLyWqxevnyajadjkdzyzbpepKZhMDJONGAnxXRn4jhSz89OFN3f2KV+f/3D7u5MGsOI0L6Z56n9Ogc6Zz7Ten5i5+BwXPanmgvOdqFXoR2ZDTKtAuhlWI3/DOz9KefpqebsrMuZmHi1YRJC7tf8B+CcYRYtr8UTzxSTKOoVhZy5f7z9x3vZ8xSnnHyl2EqMKvIepoda8aIXyr8SCkQnEcUhJDT9cNPl2Wdpunj+v7Tp9u7+w/360/b9XF/DNI0b2sMSjxviFgwRZrNVqZp17nmOl6rlGkSW6Yly3UQ7l17NBgOTdMajS6lTvEGJqwdodOuDQv0ItM0LORgqTBxwU5em5Q6jUeC5Law4yZqNFEu6WPLhM5pgMSJUEl5sOQXRbO1riIZLe/uPQSHU4NBMHRWqmLbRk/gZQ0tQ7VAz8hEGtfBspEKWJV45Hky1bat7SACjeyfOcOTHE3gAUHBvEQ34ImqhDvALT92KsPEMWAYCAHlyUsFI88uijNghuTPJOjxTDUh+xnLAh2pabs8h4KpyCpK5Ab1hkdvJFZht1dsPgZlMbK/WlU1pLAV4wapg8EpTkND2PjyfB6jbUxe8JFp6o1PoWlC/s0UFQzoBXsUsB7ONQOOyXzMsh8MsgTBLEXOhEF+nHivqqwOu10YHuI0HA8XWbm7u/u4Wr05ndaabmw2d6vVm8Xy6vvvvn379o8wcm+rm+vF3UMsI+xLTeLi8uJXruP/8ON/1Z1K332hqu8daxTna6mTFrM3vjtt1UxWnI/vv8/TQO7kyWwehaer62+qqli1yx9++EMUBXG8d1xX0zpv7DftJAwPmob9cbu+T9NTV0svX79CYm/VRXFSgLV1VA9hU5eDoed4VvExkWXnfv9WN/Q8TV++eSMrahTuDUObjgeHIL398Mly7eXqKssg0jsdD10DtKup5TTOB8OBrhnhMbl5ce37VlG0cVzkVbG+W+t6Z7veYnXx8PCJHCyqwWA6nvptU374+Ha5vLq8eXna77Msc71hVQff/fHvB6Phm9c/Jy0m5hkNML153ZSGYXVtYVpGFMaO55VVu9+HsqS63kCWmxOUkBdd2x5Pa0kt/IGfxWHXKVXVbLcf86QyLXc0ms6X0+NhO1+sbHv48ePvXlx/LSvtx4/fD4e/HE8u9vt73dR8ZexYo/1+3dTV8uIiz0+lJvuD6XazAXY0nWmakiThd9//Zjicd4g4d0eDeZweHNfZrB8VSXv9+kusMFUL4nw4UGfz2f54fLh/QP0FUb4ZxVFZFIOhZxpaksTj8TxOoizNg2NyPIY3LyzT1quqSpKgKsOfffOr4JiGQbZ5eDQt19X1LI7nS6vrvMfdVlMMRakOx4fqoQ6jh+n0IoriNMseHzdZEUpNc3X1er68jKLT48MPdV3bzoDcPhzX8Ux08lqZN4fjzvG8JMrLOmjacnV5XdV59lhWZfr4+CnPi+n0yjCM33/7t0UZDfzJbD6JkyBJEs3Q2rpyPed43Lx+/Wa/Pf3hu/9Gl/2qKnTN+nT7g65blqMNR9Pl4rqsw7v729fXv0qSYOBMFm0dplC9w2AEveinvEolKQvKSJKktHw8Jd9LUq6rlm/Ph4PpxeqLm8ufDwaDxWrmugPfGyAUkob9kNI1dRxn4emxa5vxaMnDV4oBVQxD0jSzbTXbtlRVgqORpe93B5I4A3vhA0eGiT/DTAhXRTcN9gJVtA2o4W0r5VmZJok/8POsQvZuSWFWpIXDdqlhIkUzKsApRCLHTkS1ONYDKKy9LwXzB7IEjgWCxMgJzEQ8ABR/VpEBUqPgKRhvosYhlTz+lwvYuupqMFpZD8MOHNiYiY0GtAf/wuQN8qfjxA6hryJ9ER/ydQHRlCbB166kkK4+LPWpCuZLCuIWMaZYTs3lNAZvDQbslCbBOe0ycfHZsZoTgTBdwACTvLnaGu+IRpbaYDqwhK6DLQRwVBOHo+9ThesMd528m7ORvKJ0tgUWCvMqAWyxvpH0E9xkslUaykl2m4DKnCK5aHLJk0iis7KTpgzTe1oe7KVHK4EKWWBzCLLj5Ayaggp+JofUCXd79uMmqh6+UiFVlXAJA6eUqYZCmYT+9FzxoG9nsJJ1IYS5IHAM2ZVASBCzQeW+CDFn5ipQNZ7Adpw9UMEdCkagZBnHWYmQ91ELJzw2RSYh/R909dTLsJ0/uVrU9OEJryRABdGAkky3GXgX13CkoMeV5phA5BoTcRHXVgfoyy6PJBHBHWddGYVk07ckm3YSQlIKFqO9IoKcms8+GoG4voTWET4G+RaVR8AzDU2WZMx2IMgXzEN2q6eOlCpvgm6Fn4249QI8FKCiQPnICYTNYElPxMkieNuq95WhPQPgIdLTYT1HOhAunYVTOesk8X012KMLy0sCB0kdJ+sGdCxkUsqW6DQmIACDjFUQB0zVCQUhomNq8oxjC0m1T52PDqIXOqgSwdAgkEOURHZ5iob6sswh0yjyss5rTDyQMkyxWST90UnfQiAPD0cQcqBaJKClfpWJoBUCpnVFaw26m2wLQR6ujYzgH8wU6ObC2KN/BEX+MnkzsK0RWnFdhz0N0s+QsYHnFNHwRBNVNa2kpStLCEUtsA3hEMeFL5sojIbjAW3a3Xr9XjccxxnCFstAK16itYYJZFWiqavqJg4PaZq1TV3WUd1Wtj2kDGs5Tk513qRw996qcrdYLn/9izeLxeVsMplMx743tCzbMk1Nh8Bb5Mmz9+sTDixIidTvkGiw3yjPwPi5HxM3nbaRHkcT/73H8Z84nIICcbapPXdBDPoJFrH4TTE5+5Node4MhXcu/TX/DY+1RBp1b47Vj0HOL90TpJ81YH3WH4ei9g9XHwL3pDmkAp9XvkDuiPPAaRN9/4n+inZTQcQVtOrzhX32AUQoG1NOOUn0GXxPez/zYsTE7UxhJUdZ1pkrCjyDIEEf+d7A+/Kbr38GRjw6wCRK4tMx2G0P7z98+v7737//8F2cnW63v1Ukw7MnljEc+lNF1pu2ms+nhmmlcaaqehgdP336ZJpenkeO405HC9M2J7OJZdqA0PE1Chy72BO0uuqqMuW+hcM2icjYFnVtmnBZl2QYq+UFXHbp+YU0g4QMsO5HYhC4BpRwILOXO0tABdnHdkxVBTkC6n0OlUVDLiiUOKYx8MJNSeKcPCnQ73Nag6YDoYHxlNqhNpBVCPBIVd42XZwVJgkRBYVEQ3aCJGH3YDoGc1Mp9qkri6ZuKh6SsrMLTa5hTlMC9+tsh/ISMSRUohDhz8OJ67im0JbDnoBNntlPDZuA5Vn0pUHdLwpE2ZCbFLFF8DE0Q8e0iAzOpKquiJykYLJEU+8OJwyxHVCqVYqhayY8c7j55l8jb7lOpdeh7YsZJkBWZQXzpoaYFFLbOoYltZLm2P4x2Epd49gjTTMnzrJ0U9PCiW8Y2vXVa8Ma7ve7FmKkTpIcSYqy7DQcjBXFLDNJK4I0vU8TnERlJWXpaTRcyF2FzVY29se39+vfX65+fdhvsjRYra7qsgiDYDSeBMH6fv3dr3727/7mr/+Tx/Xddz/883b7Po13qi5Zpq8Zmu9NdN0EOCZJi6uZaVmnY2gYVhSFiqqNZpOu6oo8OR4eJVkaDmaKoobRdrd7nIxXeVZMJoPh1cv9bpsXhev4V9eL4zGLg2i9ec/uVsPR8GK+DIMTcu5aCRHesCKUsft1dRxFp1OQFrlStrKsT0aj4XCk6UaFbJssDok5RmZRhmFblldXdZYnx9N9kkTz5WWSBJY1jOOsaXK4+MiSbZi6YSmS6/nmYRdTLak1XbfZfNAM2bHcyehSUrsoiHx38uHdH0fDpeO6YbCrm2I+v3lsHjDglum5khtNs6VO/urNX5Uw3dkXeayQcaiu6563QuJ9HD7u3k1GV2mcr1Y3ZZXu9ifPGy2Xi83jOs+KtpNf3Pw8ivaOO3Acd3+4v7p8U+RZUVWXFytVlR8fbhfLm5urVZHnaVZGQdDWjeP7XVueDsf9aZuksW1/0Wiq4w4sS0+SOM1Sy/HKsri7/TQeTzzPd+0ry1GCMCH3fNVzvaaRXMepyurd23cXF69ng2lZV3Ea73Z3Q3/sukNV0x7ub6FxaUvLkFfLrxS5vb//kCVRkj6osn15OUiz6Hg8qqqaJFEQHgaDVRQeVLWSFcOxvLpO61KK4k0cpRcXY8u2FXAYy93uY13lktRYlrV5vNUNW9GkLO3SJI7jb8NoH6WnrlXjZCvVievZUXR8+frVwFs+PPzo2V5VZqfTceAsmy4P07s8q4sqC/OPpL7jKh1qY0myHHM0n77yndFwNF4tX0+Gi8VqhQBDc8T7gabppLOSYM8NuExLoiDLI0WyHcuFjRXsmDHu7RAJV0ulbFpGntdJFAxGY1yJJCfdNgKpBAxGeWC8Qmh+hl2yJr67yKDD3BqVnuU4TMDqWrkmnIf8ptnsHWaWxI3AoJE6KZJQ9/nLfWw3C/HZWEpQBdFI0EyPyqyah9nkRIz8U7jDy+wv0ttsn9lo1D6RLSDlVZGcjX29kO2BAWRv3KZCt0Owx1mCL2zYSHDVYOaIdkhYHgtYSZQXrLSnfbSiPg3fWepgmUCib+p1WXhB5WynUwYOQ39w6SdzBUaWyKeZwtzJoxlDROoQBPuJELZenobtva4JY+xTgwU9n709ua2j3yHLeETu0mdjGQD9DG386EyoW6BOjxRAJFDniyj8njkYFwczcAzCLjiEQOQQgPXaGygIewXCGUUCFZcs1BydKxEF4WmU4Mw+KFQ60qiRBt4C26QVAkccDo3FrBrSJg7hEsoNDl9Ct8bVP0WD8FvDY41cvMnRnjIJqSpFzgHPI1iaIvBWZpRx+gK9dMNeF5RjK0lKBaEmtey0XAgiw5WnR4YyiIE4YRFqGIuI3rHvoBg8ZM4e0UGhfxPqHZB9iRvEZTRf2zMWwowgGMbWrPvnHAWJkGsY2PEInCsQcZUoul1qZJOSwc/8Nkpj55Q/ngoTEH2GaFgWSJFYHPYtIsXpyeJGnFeCeApoHeZ1Td5FsKSjgEdEH5Z53eJJbeuypihl+iJMkiIWNOtyWUeIp5uJdiKCr49JEL6K1ERRugAJfTkxA80eDJkpJRwDF3KVJBdZyZQ1dFpgbDd1U5qqzT4d6C5IT4XwkqZr5Ip0gGTRgr1FrCzbNWgj5c9BdUheMc8TKmWCGih+UrRwXS3n0LdIWY47wgJCRQa+h9QyODHQLIm0c5xbLSly1bTYFtlKFrMkntZgb8B0qazRBFKYJ+Y7bWvbVlWQpQq+AWwAm7YtKhhodZKc5jl8gCQAmkWZlGWhFCj187yMohONlWD/EyW7ODwE4d7Q3VZK8byomjtwXXswGbmz2WxxsfA8czabTMfo9cjjhTJCUDvjwldlSVsaE6xFi9I7l5zRu2dSN7E0n0xLeCMTG1vfMp1htCcjk+fonKiAzy0QXzhsPgyMc9bHn0Jxz1GyJ7Du/I68TYvxhzjySMolPJn5Jzkc5fnHOzdg/ZijP3XoV9hMlTNOxe9QW8nk4D4B/jN4kzdN6jZ5xvDM3eVPfrL/q7NzKIcYPX3jczvN3Bnx+kynZmNfMpWkswAWWcQzABNE09ThcDidTuTXGIPmaXEKT9vN4+Zxe7v+cH97t9k8xkmbJkGSplmRvP9ojEeLppKyKhkOHN1uLFOZTDBMv19/VFX7/vFOkeXxaGXZltzByNsEvGwslnOIvSXEvcpd5/qu1LWGoRY57EOEzZhaY6oLoI8FZtjwYBOldyY2LuDoRCgQ6Zd0zVtdUXE5KACTGZFkjYvwORrH8HhUsJ+J2wLlSkeG3iop6ziqE8gKcyMRAoUUQY3nR6QVJ4IRz2NlOnybrqNIG2SQlnQL1SRNweMoak3RYOxJQQ9CcQuWMoFwTWNoWlFi2wT2oWPaRSungpcS+zHQvkmOa7Vlm6SoRjNWQP1IKQtisoC2DCUZbcYA5QSBkxxKQX+jMgyVDPTpYFIg8R1oJM4Kur74CsQE4c2KkWFYMZDLOthYqL6wenHoUtmDA/df/+X/NM9S3TBtZ9i17XQ6qevMsQdlARZBWRWnII6iY5qkXdcNBmN6bipNsYsqzbK0KNIwedRlT9e8tNqNByvTdOWuUVUzzU5VW1SlvJi/TpLw8uLG992yyDRNu7j84vb27fff/862bQ2YrHuxusry/P3737uOr6qSqdu2b8iSrkhqUSb+YBKeUkmVB/4oOG2KMve86c3NF7jBZfXDd79rOunm5qs0ix8fb1++/Nl0OpXlxvfcqqnf/vjWcezByH+4344GU9uR7j5to7gwbGU89OFmkeFOff2zVyitSxztSRp9+PABs9amydJwPr385he/VFX1cDolUSJ1moliW1k/vD8dj6PR5PrmtdQpRZWHQahqmqEbgJVm81YqP777Ls/y5eLmxesXjmNtHoM0yxAyjcVcNVUbRZFju6fjerm6GYxHb3/4Q1kUy8vLLC5JeFIXedp0zfrx/Wx+NR6u3n347cifvHj5y8Nhc7F6sd1+ev/u95KqXF98YTkjz/eTODruH+7Xf9B0fTH/+tWrb+h9b9M0vbp5EQcRG9s4np/E8fv3vzNMJ46O4+HFxeWbps3A885D8j6SL69eWoZ+OJ46qbNMOwwj3TS6WjoeHqN0qxnm11/+paGZeZGWZX7YPSZpHKbRYnHz8vr18bhxPO/+9gffHw+HfhgGs+llJ+Wbzd4whq7rZ+lRVQ1Nk0+n+07uTuEn17rw3EnV5LLc5Wmh63bTFYbq3z/80HbKYrFU1fZi9WUY7aJo29R1kiYAaVTp5atfbDdb01BsR5Fai8jQYVGm48l128o//PC3RZFIraFoclpsTX1wOu1ca2iYlmrIXY0YgTTB0GLoTz1vDAVg20RRVJeZaXphfh8nj6ZppGmQVznhCdgd2AJDU23LsIb+5XxycfPyxnX8yeDG8Qbj8dwyLBQoOso4w9Y1Rc6zIs9rjebiPBQnxbPUICspb9rSNC3Xs7G7UGYL2wNSIpEoUj3X1GB1UNV1hx2NJofwoAMER0xxqvFoNsaERRqvayRjou2BSA4tj4CbuslSsOn6sFpWHxOihh6MQ4fxK6JpIv99duDo+u2QRmswjmPdmuCw0BHMEiYRg0CfimRmIviIGxx2z+ZCQDe0GuoeocYWBgnM5RdbL4NpaF9rzPVZMCVKC0oiq03ToIkX5C+k1qO0CHKWo5aSmWxciPPQGuUjU0TRmvb2lyQUEoEQdUkyG1wd8pTnkGzWDZCcj0x0SCbSs1iJsNo3gXANwYdFJ0kU3N7oTQhXuKkAJfXMo6MocHK2oYEnNxhEmzmTrwRnke0kyUKGcusp1IvkZ7qOHytKZqOdG4Az+MSoBa4seZOwUw7jt1g5DK4CAYAeg5QWZERODD7Rk1OfRpQt5BxhCRlwaMSVx3kPBAkFbD+3Fl6XgoaK454E+oSPsR5G6PZ5tfCJCvqiYuhQ2/dqOuGqTZ13B0CTLgc+IzdpJBYlP+uOYpa4J6HTs4/rYHIdJCIi6llUnE+krJ7UhZx3WqlEx4JRODm7cscIdSKZCIDkzF2lBG8h6NhEmAdotEoL9yGOHuEikWItwJHmHh7jABgPUChUWTTAhSjgu584MLYmAgy5DGI2rABqqATo7Q15HkGWj4yQc64GCwUZVyZuLVk1IMwdHEvSqvHCo3VCQXP0yApoAmMKfmjxNti7aUBOLMi2yGCgwrl/bPjOqVxciMASsq5Ny7Qt+PS2dWtYBmbrkOZ2ZQEUrMgLUraAS0/WnIzEyGWWm6ZRlgWM5m3YIFAYGvYWwzCgllFV3VLytEIbKUH/A2aVws8jebhXrYZ2GhsLgjtFsjZ7JcG8njYxsiau4XFJpVJv5iQYBFgivPfGMRImYMlD/WRF8yOy5FWLskmSUtdVy9G7ujV0Kr/ggohbgICJqgpP0eG4kyQpK8qySNHslmUYnVx/iOtR53WT5FmEl9UL19MdczydzVcXs+louVgsx7ORbbu25VBGNXpptgtm3SFvFP3kSfQafV/XT6/OZiccq41VhNvInlJCmXYOtqPVwxs7O2oKl1rac3iXPvM/uScTW2m/x/GIgk9MJjn31rDnTo/2B2Y7M3X+OUomPgyR4PsEl15TLX5d6PQI4RbMFNKSPsf6mGgqXG4Ft/W59vXMY/1Ja0dDN/oRbjVFE/D0+elJ6VvKP8Mpfer2+n/lh7qnzPIeem6Pz3s7HZ7sNSqcTrH/9LY6fN59bnkqvK9oqxdOP0F4Oh6DzXqPDvBxszscD8e9DIc5LYwPaRKNp7bvTlUJ/t6T2cwA1KZbli1Lcpweq7LKs2w8mTZtizhlBN/qI0h1oKyr63oyGXBied21SZT5A8cwdfgMUQ6zYcJ7VpFAx+ZwEZ70QqdODYtu6uCTk4kuuXEyHYPCVfmGE220yErM7ugh0nQN4CdSaoHRUX4JBA4aqKd40Hg5sMNZhZBYTrERx3VHsnmCwTogbLBHwlpK87KucNCTwzDdEabXsANYhzqHs48a7APgJsDug2LVmLMtvH/okFWRWgGxCiXOY19FUDz0eHRaE5YL/SI+CZvJ4ZgoMmzCGpTPrFfgUB8IKFiyQYYISlk1QKdoPWO4T7NyRFtB00g6e5oI0+RIAoNBSA9axzYR0/Dm6t8F4WnoLjVdt0zbcT3Pc21r2DVNlifb/e3D4ydddbMyUmW5qnNJ0n1vZChG2WZ0WSEx8syl5Viubzn2KM9LQ9fSNOISbLF6LUtqHCWj8STN9kWeXN+8GY8uizL5+OHth09/KIr85uoXrjM8HO8Gw4UsVVkSqMintxRNMU3NdSan0zEMTx2E02ZVF/P5hQZ9V6ob8nh0dTo9hvG+zOFcaFrWavVK1Zoo3GVxMplfqZocBVEY7/M89/3ZbH4BvrJhvXv7uzA8XKxeTBfL7Wbt2NZqeVl38vu371zPyQvYXZ2OD9Pp5YuXXxVZVlfFdH5BcFbxcP/JGziz2eywO56C0HYdRTbAR4LqtrBs1/E9oiR1WZKUebO6vhgMHE1R9ofw/u7T8fhAgsaZJKlhtHPdidR1Ny9e7/cPH95/R06JxWR0oZnOev3jYv7idNpqmj4czvf7+/3pYTJa6LrjuLauGmGwXy6/hltrnc6XN7vN7ePjpyQ7VGU+Gl2sFt8UVZjnJ8cazmYXw/Fou31wHE+SpCgKirza7D4eT5uBN35x/avFajmaDv7pH/5D29Sj6VRT1TRKF6sr08ICNk2zqEr0GnURnDa27TV1vbq41HXt9vbt+vE2S5I3r/8yK0ugZ1KRZfFmsyZqSXd1+bqpu/v770bD+eG0v7j4qq1Vy9RPp13VpmUearpd1uloMDUNb3e8vbn5evf4ECVRGlWKLsFfpLMcz3c9q23zokhrmFDZvjc7nh4t2zzuovFkKbVlXpwkCaagUXywHJ1SRvK8SEajVZaFSZzk9XY0WFm6j48XfBp506LK6y5C01XldZVQ+pbUdnnTpYqkt0DwmLgIP23PnozHI8PwFuNXl1c3o9HQ9xaGbsqd5HpjFz68lq4Z1DIx05okbZAk6ZYJYhKEYUxlQwWG/UVDgjNKC1IrVTpiPQ3a6/pzhEbs4CFLjeNgz4UrN4qks5ocXCxNQ29JRR2nCaMyUxUVmTcwlKOUG3aC6DrbMVlMladwXuqZJuxFcfavZ8NB6gQpuq13xxZFJRsSoJelLuVscX2uTYk/Q54NQgLGJ6gwz2JnS1FqUKlP5YRCUcMCXRHpZ0SmksjaizQwkFTx0U4cRYxpe9f4FpJ1VcU6rVi+JTAr8abn8oNxPzacEGl04kX6agmbLud9lcQXZcUFNV1nESGrGlgTA3TuGS2K7eOIg0LHFzZgTDHJdUcgXyKMjMMJyN8CDUNVVeLvYQMj0lT5E/PN4FKbEviESZpAqLjMQo4z0tj4qjatgsRYmiPS9+Wqi72/YDum6zoR84hOeRbBn3MVqEcn8RsPHRFqhJQwgfBQmdd3FDAHM3VVV1hugZcji1Qu/NhxhWV+5EuGPrhpmqJAf05m+hh4MumRBaj8sEAOQaMH1pExRxQOA2RHJOiXZLlBkw7wTjmprG1bE20nd+k0g6DfYq4yjT+FSQxfPbZvEauTuku6V2RbCn82VrpJJXTzLC+h/GZCuTlHvZcI4nEQiiBYtNOIgZYVU1g5aw4PKf5BRDgopJlkghNlqnGKFgMXGGif0ZazxJUWFa4km8dyOy2YtoTLMY+URKF4iLjIZac3Ik/yXRBmntB+kAEDE0d7fIKj0rGxkIwHRQzTUBn+YIeTIocFMZ4U8kPF/kSOQWwfK0ltnhWyLDuOiezZitKo6BHSNECgRVbXZUdKYzA8OYSdPYgq6Dgq9p6hJCG8oWPrLFIG21yCFXBdQzRIIQv41Fmako+mGkWnupFM0/I8t6I/tm1UoCEQuYuiFOlLCc9IOOwydQ2MK2bhYrpEfrBSllVpWpgW5VRSeBdSlTmORlUMskYs80rR5Rw6vMLQ7Yf7T1F8xCg5KkBsBsO0aBs5jE+2jRjSNIvrphqMDMs0bWu0XE5XF6vJaDmajKdTkGVoeogbRTM8mgaKPp52kGfisT+rZPtJB/XU0YnWDRMQNrPhDkqkszCKdc67A4qCmeBZ8MzMhCeOCQt1OSiQlMP9aSFepN9++xFGLxZlqZ7gRvYq4j//yZ8Eb2ccT8Qw9EJrdukQP3be59k/Rgg6eXc+h1Wfuam8t3OKg9h/GJnk7yKk4zTwoN35zCQRIl62BeZQGdqVnrLhn1kyk0OJIHv3nflnTXhP7HxOdv1TueMZFBWbEGM9omkUV4jGUrgexKhoqrpO4jiM4/3+tH3c3d7d3t9/2u4+BMekzKVWRh60Y46Gw4mu2743NS0LOZOy5LpekeeqqtjO0HfGtktT9TyO4r2LYlJ2HF+S9LIqJ+MxyJaa6jgmVGSweDGqqoMZEy0LSEPIuA2MHHafpu9Lo1WwpXRYyHC7TowPqhwwNSP+C3s+81NA0zqMApnMTzm9lMiHKJEaKujePJmmCTTW7LCMcWgAoqMGiSyKari2IN6MWRuIZ4FRE1ZIVZYKzZgc29INMHqatqtLDHr4hrAJNasG6qbqAGyCieD5NlsQ1VXDyX6kb4ReBpo6ht7Bc+lFB12X5wUXckgnZjYQyjbcQhUUTWQ4ADCsiI3YpxFS9BrmTSSukXUN2YwqiDnUY/ZDHJrbKpapamF4SssdKOiqX7oJFkZVrOuP+8PHJC6brtA1Jc+jAibvha3O3IFfgyoBN/aLxWuYixxPMMO0RnmarB//2bK86WgJfps10nU5StZ11VnmQJKUu7v7sjwdg23byH/xy/+O50PX5VnW/fqPmmyMxiMJJ10ZJ3vPnUyWk8Px/uLipQEPGP/1qy+Lqnn//g+H8LZ+jCajG9M0kyRL4m9Nw1otXlVNFUVxHB+DYOu548lkFhlSmef+cDiZLY+n3SNx+eI07+o6kTdvvvj6w8d3p+NxOpu/ePXFxw/vT3E+nQxVtdquPxmmZVuuMr5YrV7mWXL38cc0j8Po+OXXXyuwiIDmczjw6qo6RfHpdFBQEihdXWVF8HL0tWWpp/3eskzL0suqTpLAttS86u5vPwTBtmnKNIuquhyPLgaD6Wi0MDRLVZWqKMfj5cPj9+Ph3PWG6817y/Q7SUrycD65qUpw8KajS2LcAat72H+YjpaT6awos/02/uGHv0uS03z6StP1JDu+fv0Xx9P24f57WWm1qfb+w++93XC2WCbp6f7uQ56nrjecTi9lSZkvlm++enP34ePm8WOZp46LIaJhOKbhdl0TnHKpKxSldRxfN5QiyRVJsW29qdQsjbZxsN99mk2vSr/QTfV4OhVputvfGYa2mC1UtfX96f39j20rO+5gu7sLguTm+mdRGsiKsVq9OIW3uV559moym2+3d4Ohn2Tm99/93fXlLzTdtrQshpNK1anK2w9/Ox0v6YnXHMfZbXfhEQRLz/M95yLPE11VTNPN8zwrjoYpn4K9Z41NMjjZ7T/tDw+ge0nBKXpwbC8v0rqpsuKhrstWyp6oLOIPKjDbms5mi9nkeuiPHdsdjy6W85ej4ci0bcu0yQdBLorUsEySi6hFnklSWxQ5BwRTdX4WOsgwhC9QrLQNCO5kVoJitAKwTCQGEWvbSBJFbbLmTGSCKTV6PqHeKfIS2B0gjd5gDv8LpjiNo6DzJRMUbBzEV2R/SI7igY0V4pXANqxBBCfeAzhRJJkWqkBqNMnJk8mD52AlDO2IaSKOK6GmoPIeW5JQFVEoOc8eyfSF6mEw758NmHuWGrHBqFVTIH0R9vGYewFrIq1R2wqLZNakYa5FPiW9OQ0BOw2Gh0SYhdslFfrIl2CCBMVXEIJBHh+6aSJbiuPtnng1PIQjrjxQQiZ30b0gfRpTJ8VMGXAqfgWZhgoYp2g1UNwLbEhka8EnGmpA4VPHtiuUBcb55Eh/g8UoNm/ChGFSU2I8ySN84WAH7LcD3VGwQDkfjH1UxVi9v02kVKykCn6OGCG2MqYY5HN5dq7jYTM4sCCxEHWTSklRWjB/FSNGbnrovZ6mCQq86M+lG3F3qUAkpRilxkHdhM4c141cWTmSllatEFYQKNZbXCow8ARrV+NDjJUMxGokqJuVNOiZn9d/WGfMfqIwQeJJIp5Kx08VZS13cJmk/Myaih+un0SJxRN0rtzOUwOBcvSZYNwOMXiFlWCgG9Bh8IbRA5x06cBmmPS5gWHvPEQVSp/vTJ7+KsyQiEVMukoGYOndkNxIZGOUPig1a7ATeZET/1kQeQX82Nu+s5KNWiLx0JA0kV2LemiX/7eP3xCGsRATYvvBIwbRL9F46Vvz2gNrEXuQJjjReBgbqWkqRVURXVRXiiaB/0wKrzwDOVMInyighe0fNA24JXtwVCX2oLKqYRwqSZZptMhBySFhQZADPCoaFIuaYUKHXFVNkRe4C51EW65quSZgPYHMU11E/bgp60VeSXVJgeoa4n0oo88wrCqNqyqvSiPPshTGaErTpLrm1HVlmQ68AlWpQlJ2qqnGaDJRFS1JArw3MWs1zWi7mrBH3HcwLOK8rqrhcKDpWhgdoyiuqyqI923bDLzpfgfT/DzP8jzWdWO333Rdk5a7NI3HowH8MEzdsvTh2J2Mp8vVYjyZLufXi8USZ5nrQR9FxwGL78T0BdItPFm0mUP9zSvtuVPIZyTGJ54kb2s/9V7hB5wXJC1+Kn7JJPD5S/XUR+HgeyZ7nsGyzwma/OvMeaa+qIe/+lHg09tz0tlTMylWrLBR4URKjv0gbRVPrNo/6WzFUUUbgjiGmOT+9DPnvlFIC3Ge8qlEwWiC8MkjSGGD1M83nx5ltowSj4/4CgI64pmp+GBiRiIuBlGEzwnwT+0xf83zCJYjOlgrQbNMYcosWC2f82aftXzPuvf+xpxbXJyZeFR75gIineDcMhi9uHmBd1SUumzjKHzYPO7269Npc3e73e22Ubzfbx6D8JNhOGTVZSobeTF7qWtu0xRBtEsL03Hcpq6mk6VuWk3dOa5TVjliRZC0CoJ6USBzRtf1qsDRhqqBEHiQooHjq5Ck8TwX+wuGLPR/eg9kAM5IQq/KCjs8e6EBLqvBWaaeEOG9dYuvR7MbNhRVOQ9JanPAapDgYiLF9l60HquiBP6oN5h2tkqel7SbKmifyGSTHOaYaFrDd4UsT6yBaxiQMhIDqk2inGbN8CqjoZvQyxoGcl00TTEtzbCUCrsRpNPImzGQUUFtJzZoppqbNs1xUNGB5oBjlcw56QhAFYQDgoADSUGssZgG0liNzlISggrmMVo4SBwxfyJWC+295zkOe89gyJs1m7puj8VHXdU34V5XHZp9MqUnVyQ9L7umwzaqSgNVlzxnJIGm33SNDmgCzPWqlRJKKpYG/lRu4WsOZ5fslO5Ptm0dgk2an5aTr47hejJaBNEujk8QZcq1oRum6bdBWEtlEO73+21RJKuLpef7p+B24E2P+1NT7+mBq4/H7ekUJFnSeHLbvGPbb9ccEHdtX1Y1mkPbI+SkS6P8q6/+UpLV9+++r2r58volIjs0PYt2RVEdTw+PmwfXnywvL0zDtHTjxYuXdd0NXPOLN1/8t//Nv3/YfG87o4vll44z+PGH38iqYtre3f07Q1devf7G94ae57Z1O/D8unpnwJNL3jx+DOPtbHIjS9b33/4uT5O/+Tf/3aqoNtu9rEiWaR6P6/v19zdXP18/viurwjT8rpOms9Vh+zgcDZvO9IeTOHl3c/31avVi/fCxKsvVxfV+dyfLSlFmYbHLimg6etFKteu4x8PjZLp6dfPLTmqOx8f94X5/unUs//7xj769uJh/mcTB3f13pmbJUncKdmkWjifTJIlPJ7j1rFYvsiwpsny1eiNJxWb9sNl9OJzuZ5NL2/Fsa6Ab+mOw/vHt713bG0+uwmD/+vXXda3mRXh5tYyiEwXLJIrazmfXpj3IsizNwiw5ZkU8Hl+XZdZ2+XG3vrt/KyvdeLjSNfvFy2/KvEyTcDaf7TYbz890zZXlNk73zS7RNSeJo7rKkiS8u/tBkpQkC/MiUXD1LNcz0zwcD1dJlCTZoaxKY6j7zmTgj/IyvHt4pyum7/vr3YckPbRtWpaapED/QAnOpSQVMFmRbElKyvjQG+HT6EWxbGM4GI48b+y7ywvYWC9MU/XtKVjUWGea4wyGwznaBhwVxLaWGgjru0o3TcPUsiQv4DFgiWhmrqup+eEeEoUMD5GAY3DkLpWvCACAv7iGPCQ4XpYlwmfI+0Qor9C71XikkXaILU9M/vmVecZZM0UBCbAtxaMyOEgbAdTPpL+SweaCiwOBOn3yApupEcOe6jCWkMElnZzKG1DVeRMSEhDyFAfrHckQ2Ilgv8mO/hxo1nbgmsLDFGGuPLIH86g3XROjZB5l1RVc5Nlzj8lpLLQTwjo6EykWRWaAhJk2bGjR9wR9a0Rnv/CWJ94tECHsoeL4Z5iLmH4A64i22s9veUZLRTsCvPugYcbHRBBTP0zlaSDZfQoIFFcMySikHKMQeRa0EFuJqnaG5oT6DOxE3KanXGm5gsMNt/oc6IcFIAwbyTQMH54usoRwbY6HBjOTZ+fYsbGgqeSCCyLejlhnjP2dERtmIoGDRz4r+FAw4+ZEYZD3+BfgSNT7bSJjk6BfmrzCEIi+O5nI4xKR2QldRJJvSRJZzPAElKtSdprEE0fWijwlh1BFNeHhzWZluCDUupG8Sog8yYGN0vWIXQmRJfmocwHFighRxvXQFH6QhrhgtqCxpygmGhCItpf6VXjYnpszzsmgSTC7rQkRIo8fBGUHp6kGByukOnYtSJ7nnECypKPF3zuvsKqFylkNAkb2TYUqhpiTIsOdIycouxkWbV1dtxoXLhgB4EKxqYkEDo+K/yOUSMDYBTGX/GxUsIjwxCEfhAc0AlwXIIMgF/AFRKckWGQifA/NPIi4vB+Q+0BnGFhvEBCR1AZJemzoj22sk03UCQQRgSiraVIFJ3aYJyFoq8xZIFDUBbF80WKTAaDt2IYGKA8fCk6/tdlKjWlhP4FxDhGWoiBmbnNR5Y7m4tEEeyhtotL3hwUPzcmnT5Yl0zK4XqcJOrRzOvzOpaboLNtRNZOM71rLtRVNSbPEMT1F1aq4kBQ5L9IiT6jAVpI0IiqTcF9s2jZL4xIRZEbbFhDDGGaWFrKiOpb9w/e/1U1LkdUoOXXQ/6etVN033xd1GgVJUYWaVrdSqevmdDq+9BaL2d9c31wMh9P5fDUYegNvoCMPDb06L2M2d6oQWyF4lWKvIW4wf1MOqX9udvIf+9P/gCD/g29GIMNPf7fHjHsd3DPnTKIz/sRXk59QkXD6uV6OPpvYi0meJEZjZ4JI36qc5dX079jWOI2n1xbSvKzXqf4Z1Ot52/MkLOQOkEduz9DOc+/KfSBhXufNXECaz7upP32L/t/FDIrbu/O0iMcuTAw4K/1EOycoI2cf3Wcfm59M2uY4S1O4wggJOO0XiBZ4uvh/eov7v2e66dPfniHWp19CmgJVFA12VbI/wVRxOB6NJ+Ou+xmgrbYuqyxNkuPx9PBwt364+/DpYxjvoiB93P1R12xJkrM8L6t6OrwaTSbbR7jKkSeC6nnWeDzA/qGohqnantXW+NawhNMVELkNAPJVVZdZhVMPPQ86WwVhGgq0p+g6MLKqSi5x0DuBr1HVJWgvYPwpGnoz0yKL0a6D1yY832HxApiLTklyhkMpBVPNrNKQ/M5BKWBF8vlYFRB4NLD/pCGZhPB6RaGmTnBG0F2Qh7lcN4hjaRupaErIoWERDDyNH1tBvQG9FQ2RbigaTJjlLIY3JxyeSgTW09iTDXtwADInCk7p7VnZKHNoISolUivQmBde2tA2UuRg20olIpHp0tEKIXkCTfkJDMSAjDlQEGtzwLJY2G3X2oaJhfBf/I//y/3ueAgfs2K/Wa+T7FB3WYeWD1bqsmTT/DRVZUfTzLzaUt2MysS1VnWNChgCGSXXVMApVZuN/DGI/vJIV0fH4FEzUUwe4w8T58u8zgzVgfedKr16/Uu5Mx/W78g9Mgqyu4G3rMs6LyLH8SeT+Wr2pm2bMDrqunEK1hIOU9XQ/Q7YSJlmR1O1bm6+UlT5eNxsd2vbc5bTV2XZWo4bBFuuhGSlcc2xaQ+qOnW90du3/xycguurb2azl+vNW03Tf/mrv0qi0/r2bjgda6rt2E4UB+uHuw5B3kFexIqmuvbIsXzXH7x7+ztV6v76b/5t3aiPj9vx2Fss5r/7/W8Ph0fXGf7w/u+Ws68uVq/my9Vv/uH/VRXxr//FvzudTj/+8M/L5c3l1c13f/xHBc2hvt/dKao0n78xTVOSqiRKDdPwBkPKCDFWl0upkf/+7/+9ZQ8URft0/wdTc8FUyWPsp203m954PoxAVpfXk8n804fvfvjxN7Y1iJPolNwNnYWl+4jmNLww2fDjPhktyyLPqrgs0sXsVZwep5OrINw71rCskjBeY11pyotX3yxnXwbRxrH8JD19//3f64ZqGqPZfNk28uFwPxsvNF2bL1cx7otsGoOma03d1Q3j3ftvsyxeLV/c3b2tm/p43OumvphdWLopSbpmStvNOkkCSDga5fr6mygIvKGtyPL+8GgZXlaEhurMFtPbux+KsmxrpalLSa7zOiqrcjyYh2HQtrXnjmRJSdIUjFAMPo9leWqQ5tRIkidLyB+UJZ3kdqjbe28V8UdVbFmuTcO/XH05Hk4no5Wu6ZPJ5Wx6NfBHrufbjotRNJ71DHYGVVFVWNuW48sk+a0KGJMwrzrPosFoADfkpg5Pga7b2FWFlQi5KZA1OVI7ySoKuJNIm+00mr5QyUzGU0iIhqQE4zEO8GHFFEuIGTJiBA+CmSfZN49phTEgYYfcOjFoQ/x3Ns+gLZVIVxKeJQzUQFEQ8rDzwdNbmNFJT0okRuH4jdCnMEjDjDjE1wmch5mTT+cjB7iSjSRlNNG2K4OnLvY4Pm6FWAQ/Bo4HJe8hZ6Ln1Ak+BqzwIFCEaJ3YJmdZlDjZSPbAHmvUXBEPTYPPMhkwiMHtk/xCB27QUBKu8PagMxI9M/L3hOv3k2yP3P/YDVmw7LiA0DVF12CsVJU4bHqfjP4dCV7kxhuXhH33e782Yo32/0LzaXA7EYaBup8MUSUOeROMPfpD7EWSFdEKoV8mHRK3EOx32XMyKelayAUJxSXXe8YQBKcR7BokgpSgpVO32wfl9TkHzPSjxBrwYWArSLSWc5lEluWga7JGlVxS0NKRD00jQ7soBGhctgpmM2IwYMVZA+eBqylaYOKO8jIS5Z+CjpSjvihUgPyyRXAW2Y3SQqKZAj457gg0VOT8USLplTmWAuQUBDPcQMCPnCdPlGe+XnzlCOEkWKOnS3EBp2uKYQI7haN3VRcFpFjsRHcmqvFXFcN1WopM3SE7NcZShBSqd+4TQHdPJBMGnrTK6CFFGDG1jhxU1xsj4p5S0pdwnBDMWJKi4UohaggcXEoVodEyiUZEg43f0QFa0j8SYAHjHJDGQY4Es7SqLUuDdh9BbSwu4iwTpBqYJjhVvE3hHQkulFFZAq3F7KmpUYd1SP0qy2I49hVVS8JQ1Uz47BGdFZdSB+wZhRG8hnCbwGB3XYf69DYKM03VOqm2TBPJyUXZtpVuOhzLbug6+UJhiK5rOpkj0BCr7RwbVEgktdB1IK8aFKPQSaKSw19TeLoankIanTSbzfpxs/YHU8ceSFIRhvvj6YCHEf2sDi/DrnPs0X53mxSHqi2TZO24Tl01cRpXTQCj1850fWu6mC1mL1bLi4vV5XRyARev8cR1PdO2kH2HIRoZPnJKAqbv5FzRt0VCRvREaOxhHKFt5s2ad45nfD/uZ3rrSMbrxFCG0gwwj+H109MIP3Oq5DdhmW9vvsIAGLVRz+jqYncXn1U4vHCR/qzxEIKoftLw00h00aMxCCmMQJ++EZHhn4GWAgDso97p2RR+v2ch3DMYjXGPJ+EfXrFH789fjYv1z3xonjt8cpxDz76hL0QOUsJk+Sxx6P+r2CX6WEHiGfKriS3ljIgKX9BnbqgcsU1QDYdPfOaGyt/irBb7ibVp79TLIu2nnIn+Mva+Un2qITe6zFblg7iHYQU4yb0Md011hViI42G/3e8eN5/W64f14+PD/V0a16o2JIluZpqTkb/UNVlTXV33hpOpoctdW7iu5w0GlGtbWYZlOSZHLxC7Fqd8VZa6aTZ1o8NcHAcQuRyhaKJx4TlQEcvRMExNY9oRvibB/oiNAcUGIS8gAYDdUsFGGw6iJQq/M9LMO54CPBvQnKpxLSGmJ2VRlSWIpXWFaSZ2RVAocQ8xFAZTQHNcq6nLtpWTOO9kGfsNDKg4cYdmhbKcRKHt2DDfQ9IbIMmiKG3HIsIWa0exHbEHAfE48EjmecFy0F6F26eS4KMiSUKDDxZ58WHSjmeFpX5cHGpohLEUGozOBZGExnDiACJWb2Mamglj5E67XL189fJXrjsGsRAUxNPD+v3HDz9s93eH4z0kbfkOLlXwGqEkVHjFmp49yvKo6kpVctpWJ7bqhha9uT0dFWlgGXEnfULeTpST622+S/5Rk8e6dd1K9SnZ/v67wDYnUtuallm1iatPTdWs5eLq4htKJCrLsphMlq9efbNevzcNM4wP+92+laLh0M9TFBzH02NR5rZtTCYL3/dlpT0e1pLa5pU7HFxKXd12pSzXWRI1xFop0lpTjOFwnqVRkmxVWUri4I/f/pOqSlFyrJri5sVXQXT47T//7Xi8GE8ucITV7Xb/NlS2bde9uP7Gd/2uUzab9Xy5iuJHx7UeN+s0OaXJqa1qeGw6w6JI3v/4283uvW3bRVZmWVQ1uWlaVdkUWT5x5sfgwbbdX/78X4dJ8OnTt0WRBPHuxeU3nj/49P7bX/7Fv3hxffWbf/h7zRoalnt3++0pvJ8MLxaTr5L0d47ldZ30uPsuiPzl4ovwdCjz8scf/9FxrZfXvwgOsRtOqjI+oYWTJU/SFPMQfHJd39AdRdY6ubMUxzTMQ1Dc3X+nqIpn+1G0V1Xj+uqLLEs8e6zDlub77fZuNrn64s2vToeDYfrbx8c43Xu+bdlG09bbx4+G4Txu302GLysY/KzlxjxFu0bu1g8fkiw2DXU+vXbdse9Nbdt4//4PcRyOhovLizcfP/3u9etfyZ2im9p2fT+dzT3X9ZyhWw+atrt9eN912m7/Se6Muirz9gGUV137dPcuqx81abwLHizNLuqs6kJJKoE8K07TnRRp1EoRUs4lq5OS3jxT0iR/NFjMlxeOPVqMrl+9+UI3dMfxx5OLpqrS5DAZTy1nIEsQxcpSl0IBAgDEsPSizBTNLFOYCuRprqhsFaAQJaSJ49xxna5TkiRPkrwqus7EHtTrI4TwAEIdGdidGAnBUwSJotxjYB9oJE2lrHVyWKIwcTYopmzZXjFAxZ+ACSHswxFC/oQ8JuRkuVaum1I19T69AJsruWcxOgZ3+7qsULSpStlWbHHXYTcURofc2hGPkZsWZtYQu5KwFNZHUbneD/jxpDXsdcJRxRwsDHtNekXKS0YJjmqNiQ0ENPWwHFrSuqkaoBo46ckpniVSfAABeyQLEAkhZqi7dGbSc7lBr0g9DE/42Nm+NxZlSI0N3NlNi+t1VVMMVaWbTnUGye56ag0KZXRWhIhyMEOfKMWQD1NkGUhlLxZyPISzCDMVkWbBXRr+Eh+mNg0d0Xyw/WTXurPnDDfw4j6jhKZql+bl7JfzJPUn/iS6X7KJwcEp5G7M6CRAFbgYFRyY4sgk0GI4S1hUAqbmO8h+aDC7oAlo12ncXPSFFAOIdH2odkTUIl1G0EWoFKFvjQkEua0x6xaIQlU95x0R7VMECfTZFPQPjYKlxZlq1FWoz9KQ2UEVv08+1Aq9qCDziZsLoJhUc0BlBW0VKhEFrvfUgMNRVTjUi5pQ5G3hbGdvRgReoLVmwByTEVw3lHdcl/dGPbhZFXjXnaZjRemGzhRWRiTEbIALYLrcjJFSWjitK4FPM1W77/TOqiE66fnCI3iXYJ0GYLMYbch4BvGv+OGesUyPGi1OyNq4OsTKRFGhymytidUEuAAduMAEUNCg46qpEMXthwoV67RBOACWKJtTsRM69wJ9jha6bq2T4yLjx1PVUBqWWSUpkg7zBvwNUz1JddaZlikranDK/aEtq0Ze5HlQMviDRsgCpdvxnChMFBneyv7IlmQ5TRJiceHFdUOr6ibPwJnXTTuOMhnOyHaaRIoseb6f59k+2bjuCP46JTrGuG3SJIJbMOSCRtPVSHMw5TA8tI1G1j7V7Yf3eR6NRsOyqhRUObUiG2VRh8EHXdOrCrKCPAsUXSrLzi7N4+GYpA9puZUk2dKGi/liOvN8dzQZLifT6YuXX84WSx8xv5auG0SYJ8IFlig60TxN+VnlnYQbOC6zzxrdc+t2ph704yoBxPGuyEuLHlBRtp4brr4fIHaLcJ08E6HP7cpPMSHm14nWre/fxNrnYZlo0MTZdm5j2GPp3IA8UTjO2jJBm+w7o2fve269WJHe+7IQCM9plmdBAfVC5x97opeKZviMfD/9N55V8V88edL0oSbP1Xp/AutRa/QsOEH0fnw5eA72FFwo2vKnrlKMh3qMVSRVPL81oqXrr7QQC4gLcm5B6XKS6liIF84jgN4l+DnISRpdFnbSYccEwt7oVAiJezU++zOd+97+bemfQG/puq5uS3ov0zIvrq4ur6466df0GZu8SIMg3u+Ot7cfHu7v94dDku7Xm8PpFFV1MxgM57OX48FMP5oKJoSa43py11VNYtsjTUUas++7hmWqshyFqQI9jgXva0XtanQmEnnW8KwTEdBIboaYG24FmHgy+QdFUItQ8xauE2nRYkfnYTQXAyirEGwAxoSOYM+iVDoVwd1d05bwIaaqpkHaO0/VySzkrJhmlk0r4dc1jby7EZzQOp4TRxn5+2Joi5/E7K9wfXs4HmqIXMeBKjlQHccR8TDE9AMDzbIo4JJsKLoG2RfmVpJZ5BXs34QLNOlfcLrxCuCoY6gCiXovGDsdPJ5xzPUmTbChyjNYPBC1hCTZtGTyorQoe1AByULS6qas4oNlDlBbG5rn3Az8yYubr0zT6bri4e7jH7775/v1j5vdXdGkdZOAJtMFQXqidWbVUmXIviJpDdYljlG5c2RJzYqok6Sh+bqSs7zeSBJ4+qpiHrNPtj7WdYipbG2kI+6m0WQtraOL0dVEupBk3XHstiuRDh8fR+OBpEhtLZ2O27arDMMFkbSObcecTi4cz6bk4MZ1Ruyg1XTyaHiRF22WhLKi67o+X07ev/0W0I/iOq4zX7z64cff/sM//T+uL36+mN/EadBU0nR+6XvDx82nwWB8ff3F4bg9HO6qqlqsXjVdWeb5ev+HT/flq+u/LKqygP7b+fVf/PVmc4rj6BSsT9HjfPLyFz//N4fDMYo2RR665sgwnLLMr6++NHXX8f2mzXRL3x8+0L2o9of7LE8ce1jXBYlW9d3uPivj0WC0ebgPjoGh62myy4tT2xZdraTZyVAtVdHS8nRMb/1m7sVD33ce7n4YD1cvXn+z327rJjd10zC09f47CSif7XuLKDV0zSiKBMozScnqqA1qXTWKsg7SB0t3Zak1TPN+89bSh4/bT5sNmlXXM6Ns063bOIj9SR0npySNfvb1ry3bePfj72RVydKsarIsrk3DqZrGsWU9N9smjbPg4uINXFOKRDONNixu7wLDNKbTRdtKp3C9Cz5aG69IwNRtpOYUP9qm8yC/rXPzGK/rrKy6jIRgGOhUTaMrVpoGcuuZ2tzRpo0cF0XSdGBpKpJtqdMK9qcpUdrwLBmqPXCnF1dXjusM/OVy/Ho2uZgvLyzLcV0TsxJSaEhyWRWx7w1UzabMStT1iiKbps6xM5atqqqdpaUCyrXZ1LB16RQEdtH5p9ZVyY1EXdR1meumCTU/qiJhyEFlVqfIKhjeIhazRo4Uz5bYm4T0VOfMJGJ+kRPh0whW6M7JgRDdFwewIPCaJGes8eWQpYZy2CEwE2xP4r4D3GOWnPAWI6gEMBEYiWDw9ccUGU7S0L7DzifqV1YEsUc8a4qE9J3N2WmYRsE5gMvQ+1E/gf2O8SEREM7zpt44RJx4IgZYuFl0KtEURRWKj8UaKp5ACrIsY4yoxcWMTfwCjWB5ZokfVnuQjVDXc3wZR10TroHtoi3gsyOqK5qKs1ztbGDAXtlgynGzLSReFKeuqqAMUmOBkoBGzrgmyAtoILYRU2u05STSVgwT4r8arQteC7l2vXCOWk44+sCCmVKY0CRgXNqRzIA8MFjHSIm3AFyx+gRzgwsFPuzwvQghhFErcXR740n6VwGQcmo2MvJgwk93gVoDIfUmOXwPJUidKiMCkumKuq6ywQy/c+8JKfwASWCIWp8iEKmPAqtPsK54gNmCYiS3ba2psk68SMNQpRJoLE/ThUGeqFjhikqp51icT8XwWTgnCmExJaAELblSSd6mSASLg5NM8RYEutLyEw6wIDgJJqcgc/ZcYjqomffFtg/ibZFbUgFFZ/BVFBlM7+3BwLNxBR/z/K0YCyQvNXoTIp32HEL+B/aJEHlQNIah+Dg09pRtIIbWNAISLCHOnUe+H1SQhhD/QPjFdAH6Qvxc9DUil+IUwQd3OjjosD8F7TD4KU3HHaTFCN9Qvq2S1GV5Seu0YxKyjJNLk+QWsLzBjitKLddVXqqqmsYl6i1TB1mrqhUNCeOq0hmGQ3sAiA62bVMCYeu6DusebUevqzYOEziyNKgvQUjPW8j8ihRxBchubuuqyopCkuTRaBQEUZoEWXHMstJxh7IkJ0kex0EYPg5GS1ky4niz3d1pCjrPskgc3zUNW1W1rDg47tC0/bqN6jpNizAI92Vda6oWhftjcA+dtXSQpFSRB7pqD/3Zz775ajr97y/mL64vX15cXC+WS8exHNeGPywmy1BRAqrAxcM4htpllgDzneMNhG02AVT+KWGv3x3/f/95YjPSXO6plXim7hMsZeEQ+wS59RYff/Ka/fs+06PyTkv8eXbTF2oALmMFaMb7+/O2rYf+BCfzs6/zHFI7E47PX77H1QXv5OlX+g93jlo9m51w+/kcQuyb5J/SO5/DYk+GnGdjlb5bfv4rn/+np4/4kwv3+b0R6YVnrO4MBn7ur/OTO/AZTNqjPn2mTi+M7FvFXsT+2Vv3SYZPq6PfwT7XeT59nZ/YiT59Hf4V6JDPX4qmArJtOM7Su7m6/PWvfy7JWpHmQRTffry7f/h4e397d//u7vYPb9/FqmoZmm1o9nJ5s1hceYORAsdJrUAQWJgXIUb6repYrmmqw+nAdUYwtDPR72mGATdOWaamCIZKoDkqTCcBoaAqK9My2lbK0qppixo5aFKaFJrRmZYlIXMGPGwoybuuziswwFsJm2LZmXDGpqemghKwqjgASjIRJ09iQpy5NexG2y6LsxLEptx1rKaBnNa0papA3eCDl4eNt+3gZNq1ckUjZswEyUOFKAk45amTxEXl0CwIki2T6KlqUVZFjh8TCg2cJjX8zxv0loatwVwlR1Ai0URRsxH5Ax5vEhwiENxi+RYxZWCUSgIHsoDG8BgaE9s2bdsgylqHUI3/3f/y/yxL8L00bZNkf12eJ0Gw8+CgMszSuCjryXRR1t3xuN9u1/vN43Z//7j7MavivDhGYVzWT6AKO9dDmiSPFVmFiUCnN1KkyMZ08Apmi8XOMxbQS+twd6vKejKejIbTx+1tEKaW6fj+ZL39/sXF1zAL0TXLdt69/f3AnydpIElKmgVpfjR0t+6ygT1VVWs2XUlKZVmDuq5Gw6lhWLv9abs72I5p23YUbExT3+3WSLIqtaIJNcVy7GEnV29e/rooimOwW65ePq7vrq6uJUnL0jgto93mQdNNuFhDadbYtvv+429O4f3Pvvw3s/mrqmrG49HPf/7Vt9/+8Q9/+KcwejwGj6bh/OoX/0mWZ/f3304ml6vlix9++Mer1cuvvvn17cePRZUsVxe///3fvf/0G0U2FE37+Rf/tq7L/enT9vC9qYzGw3lZ5+PR8sWrr959+F0chSN/libR5vBxOrzJq8D35nmePB7eK7Js6pZvz2zLD9LDwBt7A9+1x4477CT54e7d4bg2TOP1y6/i5HgKd4qkn8KDrpqL6asgWW/27+aTV3mWy5KaF4HtOKPBtGnLwWBuWpqumdvtJ+CBrZQVUQ2ta12UuSZr8/lqu3swdXXgj3XdHw6Huma1XZnlCeq/ujNM++2H362WL1VZPZ42YbSv2/L1i19InbzefLCtQVXV++CDa09N3UmS1B84cb5xjOFq8RJ+M0kchaEsd1G6NU1HVQcPm9/Z2qyRcsdTqkJzzNE+vM3qHany8Gy4lmda3shfjkbj2eil53qD4WC5fGUhccTT4bFAJrl0FkAHrChFlmZFXBbJ9fUraItrmPmDWlaB4QMLeFjl5oqq2LbhD+04jNMkKatqOJpxMcdBaujbmacmSWmcN01lmqaOPN1eug1eE4gKpqlZFmzrcZEoabftM4jZX5vDtTDEIjSAigbW0z/FiNOWBEoVUbNAP2CrEdJmiBfhbVqFZROK2gaaKkAH1B+do3EJqpJBK6XZP2BJMfql1o56APwlS4Q4LJUreCavsyCdPA/p07NbC2cTkCUgyQjZqx21vgqHfWCY0FOWUDOKryNMBXoWDZWczA/kNpNV9NwQ9kFwkgFrDgQWn/EKgnqejjQ2qRYjbpKC8GBXwIXCApT81jWKQxB6xnMdzHuuAPHYoYs2YFxzvvjch59PZlIMYg8GibFG/INIh+Mmh6VTBJwaJqC/AvxPts7HGfZEuCEvaKZzCGMPCpLuR84CGmJfEwXkEyByOG/YAQ2dHoagZ24PdbXoDNpOJMk+ffSeDMaW7vRlyQ6RKM3sn9aTtQiOE6oSGUNbQpOKoq7KhlxSgHGhpCUPbu5VhG6BXoEzeTl8gvFV9MNkMNM2jWUZJGHFu8NTm6KHqUvm3FN8cTLpQVNGvByi/lGmBT4wudQ+VWn0uACKJ961TgJFnIIizZwn9ewcQRg4sRoZhxSQLUGm5JJCpXrvEIjr0A/euYoWYkPq9wAC9713r03iEQvTIEmMqirQm6kSRk6UaMKJCOfoJ+ZncvuHGYGOFCZmYZFJIxtykrJXBJ8IvjU0J3gcSOuo4tnl/MSiBJIloAyQCRsmu/LHaxooHkHMVvHWNMnC9+KI+BKuBpig11g5EBaqGnzJifEOrpGuATHT0JyTbRJjtx3s1Ksa5py6oed5XtdVHEWm6UpyEwQb2x6hjLNdSWqKonEdF2EGyINBNcD8KE2FVWaSlqqu53kRnsI4bRzbkGVEmBqGleXZbrszTceyLDivyG1TFWkatV2labYim22Xy4r8uP7YtvVidXk6BBShUYGPqsqOOSmKNC/TOH88BfsizWGtrVZR+tC2eidVvuNBx+G6k6U3m7yYjhaua794cTObLUfjkWmZGlYFnpaurXHjaH89e29AuMveTUKq1Q+ZBLj3TGInOpbz3tXjaWfq7k/7pTPZWdACn2iEPdFSCGifN1RPLVaPGwjXyjO+JBA80QWRTvNMMvvJm567gv5Nee99jmGdCYxP7y5A/j/585OeSlimCjMqfhyeXviMoZ2/i0BOyH5MkF3OjVXvT3Nub8+kzV5Nfv7BM5raX7QnXuh5b+GLLFS9/YX6abBDr1IQriw9kM9UnZ4d+ue9VYmQfzbE6vmr55GW0Pz1zFAefZ455M84wOePd77pfZfYT0vPzf7Tx6aP9JPv8vxS9o5B7Pjd29Ip2ItwkFGToxLxHqG4dZPmxWazeXxcb9bbzWYbRWGedHkB2GU4vDIss2ny8XRClPXS0pUsC2VZhVnodJKESV2nvgfhkmmrjm1RrqYmdci6NAylaaUibSS5Ni0NhA5N3W+DNEktx5KVRlMQ1aBr4IGyVgKZmZpsWaZhmkie0yTLMmlbbRRVp5YaPJWW4nbKqiR6TqPrumkZsKdSVdOkA76TNRPmVfDhQzFJMCPrBjU1zzNV0YuisCzN811sp0qXJQWo9YjIw8QPmZ5lSewb1XaMtu40TcryushzxyOnHFCQ0GcqspzGmTewTEuXFTmJEEBflY2ODyCWHwf3lWUJpZ/OhwHm7ojWIwdsxM0j3yJ32O8KznkN4mqaJgaVbvvoD+e6phmG6g48VVXC8DGKVdt2g/Dhcb0xbRAYhv70m6/+Msvy03G7PbzP8zDP2yjZKVqzfkC0elnHWV7BkavbS12tSF4Llh1EzGH+FhoZqSnbUO0GluabqlXIGYZteZ5VUdHspXJUHnOp1daP76H1bNLJeJVkUd3UmmqUTdpg11YWixdxcjJU2/Xs/enu8vKGjmTp+3e/UWRz6F02TXZ399E0Nc8ZnoLNKTpIcvflzb+MU/3D3R9s6+i5o8NhG4SnINoeg62hGu/eBZ1c+c78cFgXZdE2XZKdPGciddJ6/+NXb/7Vx9tvP9z9oe1a351vN4WmSQN/qClyW3WePW67brP+2HTNbHptWf7bD/9UFllRpOv1h/X2XSc1o/GwrNK6zVVZ0lrz8fF7Oida25gXOH7irm3zMr2/f/dw9951vKKKTumd647yOtYwLLEeot/Wbeqas9XiG1juNrnv+kURbz784S9/8Z/pmnIKY9cbFUX2+uU3hql/+PhPURI71sxzJm1bbg5vNdgmaYf92rV9z/eqOnAcRzdVKZMMvTUNw7VHk/Hw7Y/fypq+Wv3F7777b8fDeZblWR6dgk2UriV7Lss4y3ene9+eFFVEwzWlbTVJ2bVtvd3e6VjcatVUpmFutveLxUpT1arKLGs0kS6C6DDyZ4PRYDa7ur9VbXsQp6csQXhuXH6EXlGWg3QrS1rRbqvy2EpFdOhce6RL1Ww6Ho5eDf3pxeILy7Gm05llOp4zJthdUdSyKivb8bquBhQGo16NfFLwMPOWp+nayBnYzsrUTVVXuyyvaoya0CGA/EaWuGqnG0h9ybIyz+uiajG2QPnUkJIN03f2lcJMCF0YXJ4AFSJjCjHTfMKhqaNDrKpb9nqiST+nJ7NQuz92CGFSyOyxD60+E+rE7qwQgUqnwAPF0GtIbYRlGkMPpPYBpsBUQDKAYaADVEBy+wU6xD5jhq5KhlKVMvwneiMyPtPhWs7HD2dsU6+pcXaT6HUws6fQdUCx9NW6pgJ4AZKcjPJXI/sONAcIoSbLCeyw2NPgD0ie9WfPFc6xIVvFc4vB2UTCTJvaKlxzopHSdxHRpYjqZqFVL6KrsI9znht7oPWnuiBToSCD1Q23+lQ0UGtBAqpee4L/BLCJ3lSnPVQoJUQNRB+EaXtIJ0Pudt8jnOfE5D5yzsJmDI34lSyS7AEhtnfmzAWSGcCrrCvpYrMPkEiTp+KewF5Ii9qiegrrg8kYJaHR9xRIFREUDUODkqnrSlhwE6mV5Gvs88rkEQE0sdqB0EuQI6lK5UAKbl1UxCpwbgI1b1rfmvdeDueg9j5NkNEvWgxsfvKcNUZdMVS4DZ4iuEJqel2XisZJRz3qzdELOgLQcJ7R2oQyXaLo27oiumMvDW15yZKYsVFayG4ZwqaxRdVQdSLAa3oG8XP8lBHoS081yl3kOvKF4pE4umy6W8wjBQVIP3u34lvjvXuTBk7MYhIteQMJnZJS1TK5unJgYL/YhK8fguFEh8aXEJNmjTLFmRdAfSbRjciTkzS7wMaB5MOZjbIRepd2utdge7IFIuF44vqAGiDRlqhhENNiH8MiEbmUpItBbi+WNG4LZb/JLSZWIu4PjqMoRMAINkxMyuqm8zxDkTvT0Jqm1KH007pOzfK8leQ0S2F3KSvBaa1qWhBsTdMtod/bwtTaGTR15Q/GXSsVRWEYRsdR5lXB6zCNA1W2LMfQDa+sMl3XLy+Wigx7vjDY123tupbjjvK8etzcaxr8Ehp0rPBe//3v/7GqClnG1iwjH0yNw388JVuinqeWrVqG6w/Hw/Hk6vKvJpPlcjGfzceu7Q8HU9f1DMswDItun0i/wSSJo/AoFJIrb7TNJEXFPwsi3Zn7d07iEjfmWZfz1Gj1/Z7YFPqY7yf46alJ6ruS/rfObM+zKFggzzyke+pbnieAn/vA85DiyV2Tf/hs/9h3r/TPZyfJpxh0kaounKXPTMXnUNJzk5Xnf8Tm0xs6C4JGn5FwNp7hWc7nyRDie/UiVn61fuzyFFxJXcq5036idPZtDx9wz1VzwqKG0Fq2NaZHgwki/X4g7nBPlBVn9Dmq/twRM7mFdNSsdj73WsLNindq0VDyodATUno2qZhpnhV9fbsrusGnK9mrPZ+u1Vk32Kuyz3OCJ756r9sUuoZzJ8y8Epomi+6am3dYfIjgT+GPSq14A/Nfmkx3kmNZX7558+UXX+DEQ0YfSF9hEEVJnmVNniphEO+2hyproyTallnTVJZlpaoU53XXVNPpgBIOujSJ06ZVNeN4glBWlkJN0/I0LYrIHw7LMu1azXb8sqyLPJEkyR/6VVmnWamokFFwCBbmQppOPue5rkPNy8wInipiLkZ+CllWgR3TAT3Dz8hyVeDLWTrmjPhLw6gRLQNCva7rCBqtYBZA7mJEpFLk4dDRNM2G+knoJCv4dUM/YrJQABOi1rINxM1bFPGCThk8CwrIxNEFUzFyhcP503S6pnieCZdgHrPiMCUdATXfiiLbNpyqmkbOEZhHsczYjhBLaJiqP7BhZApFYlfQ5Ff+X/3P/g+6bkudMxxdgc0FUoeWxHFR7MeTmT8cHvb30Cm1uuMOuGLskAKXFFWkqarvj4PTTupMTfPKOoui08P69hB8iMJgs3k8BLd1k1dVTj745z9kBo9VaOjKVFWlCnFkSlGdZEmXO19VtLoNFNlUZMN3RoY2KMtyNlsckzul8XxnpOlG05WGYZgGmtIkTj13VjXluw+/xYSySTxn0FR6mgV5fXTMkaoaQ2+qyPr99ge1Mx3HQ4Ru25imU7dwyRn6E1VR3t/+BhYwo8Xd+l3TSNPJ9WS4UlT1+9v/6mL2jS4Pfrz7/6iS+rOv/m2SRsfj5psv/6Xvj77/8Z+2u49lk8zHSwgPmkrXrcNxg/ug1q9f/Iu37367WLz4+qtff/r0/ePjnWu7h9Na7tSsOWmqMhu9DMOTbQ/T4jgdzpuuOp7Wv/jZ32yPd/d3n9AsNZmhDasmLKrw1eVfx0lk2+Pl/ObDp3+K0kdFUa/mv7Rt/+HxPexD2iwvwtX0zTG4M017Pn59DNeH4F5RuyLNDdNZzr74tP77KF8r0tAwmuvlX2qKGwYPlu0Mhj6sGZHBN7hff0TYoKSu928VWb1cffW4+VGV5bRMxoOlbY7TNPR9bzia5GnWderxtG7lXJX1/eHRcUZZlrq2G+VrqVNNONQ3WRUPrMtt9I722oL6CKeuY1nSG0jy7FYqOymGdlb1PW9g6OP5ZDWfL1RdtrXxm5dfjya+7TgDfx7FaVm0pmnougFwQ5PLvGng1lvqILZaiqoGp9PxuJvNrw1KyWNiTYR5s6Hrqj/0kiiRFCVLKxBrO9m2ocInuLyRpDaKQsuyCaMzqrryPE/kgFMkTE9iwW6JmDxdKwsMfsiiXyGchI6SllIE2J6QOJ9t2xqmTnxIAYsxv1Oi6hwfkmo4SlY4UyiFMWEHT0vM/lFyUGIYT5g4u5M3cn4xohASOkdkMZHSLehweC1CFEm/QzYhbHyC+XTTVvCiMIgdV5PIGQZZFAghPN8peZx8hKmmBEke5TgI8ZjGIQmH/QCRNsaUG0rLEa0QW8Jxc0U2woKDahq6quNQrOuO+Pfk4sC5br3RJVNY2YceYzlmV1JXSqx6sDc5t1SjiNUyz6lLohaKQ3vI/4PDn1QVUiV8ObLXp4Q0qne53Kb2DcxDeGFBUNd7hTOcgyE/l+xdhw6WYc+qrPnKCiPL/shkBSB7tApJ5LnfpTvEw1Nw3XTdNNWuadkWrO8PRef7jO2E/0fZ7hTkfS7URM3P1jtYjWTFiUTssmqrohL3EYMJLp1wcZEcQSRAxna5WmH/EOqR+eph8ElaNKKAsrcGsF8KVuplNr1dKrpiMdckVZ+IG6EnsUbYN6XqUqsLc34dF5D/lfDbXh1HQk5F6UyQA/FShqFjWsH+gxSESBalgvrEuCWZFwkrTorpY8wAhym5tQgkhfvn85XkUsyEkw2i4dsGkxrOGRflDxlC8puQLxHbJpEojgauvU0CPvzzGbpgx1E6H7DfFi0Tl2ZCJSsae6p7hVO8gPoJHqShVYNwdiH5FPJ+YhFTgIYC824UppzRR56ZpMEjBBiEZ5V6ZV6xtAGxRLYGzM3edCXPIRQAp3jqwAulKjQnMqdCUlt2CVKULk1LcMglpSoLZGHBpg/cAFVRiqrqGkk3wT+vYLFVAdiU2jA+ZclRVfUkCRTFsO1Bmp4wXtGR0TgcYPQZBHvPnWl6p+tm0zRpGkxn15KspkmC/aqq8zxVjUbXtCwrasCYSorzICzKVOrUJEnyMiJnneQU7R3LLRvMUuu6GA4Gvu87ju157my+nIyWy8XV5fX1cDj0/QFyLHVDg9mMeMY4WfEJ+Ol1a6KHO8u9PgeI6A8ByEQm787znc96nj9tfkQWXd9CsDyP9wThZS+IALQfMkfgJ1Ce4CEz5fJZE8BKUEHTf9aA9XliIuLgOR74k892VhqLKZd4Nxg0PcfBzjvTn36/Z6//xMl8ZqYlwlJ/ciX7vvcJbTzD4M9f50+u/59/6+dX7Ok/9ejXOdSBnheQ60Q/KVo+jm18RosVH+PcbzLkjsvSb+a9u6mgRPIriP6NmdLcbT6/5p/lLvR/CDoWvr49DnxWIZ4VnX1v3+/Dz1u+fur0GYH1+cXkj/o89vAnfNvnTjM/uZh9j/nsOvcLrjdEpcObHVkFG74riiqNy/1hv90ejockSpvgFFYILs6KUnI9dzYZZ2lWlpnjjHzXKeukglcngp6T6Cgr+nQybiqwoizbB86W5WEQdnKjaUjAxrPu2W1Vq7ruuAgJrGt4AuvYb0UqK6le8L1A7ktyXbfarrbB0/bY/82CKBcbbUm5oHChyslUT0PYg+d7/FxweYCMKZxlWFXIkJGkhFA+zQDRDHqCHrQ3Dd12DVWR8qwoqw4R8HVlmCapgaA8MmwT3YMiGxQHVFGyTYntDhUCg9t1VduOCdsqQ5EauWnrHMROSIfOBBDDxHGpI/kZB8XxEGED+d//r/+vjjOI48JxxvjvdO/SLD8eHqbT6epyleX5+m6d5+VsfqHCg7sriuQYrB3b1vSuLLOqzjXVHY9Xuu4wZ51+/dG0zTjexckxjaqHx49xtkuSaB98yrKI4jQKmGtIlibLdRdJkmwoo6qNOvylJEmlLBmyZCmK6ZtLNJltoBqaoy3SYmeantrZQXZrWf7Qn7alnmWJpHaGbqfZnuo3BPLkZVg2qa5Yuup47gye8ZqpNKrtmlEURVkwcEaSpORVjOG6rMdZMBtdH06PeR1qMrmHadX16lfb3Yd9eDd0r2eTl4auKQrUC5vdXdtW33zxrxRF+eff/tdhfjsaLEgs5dxc/fwU7Io8K+rkZ9/8yyzNNttPX37xyzTJ7h7ez2eL/eHhFDxSBoamKZZlOLPllaareZLerd/5rr+YX9+vP+q6leQ7pTWKOsqqR10eu97ozYu/tp3B+v6H2/UfyzqQZeNm9fO6arfBH2lVV5Zhvrj8y8fd+7JKZoMvWil5PHwom8rR/FauZKUugHRbUqfYuieDRSMtJl/4A9dzJ11X7XbrrIgM3Q6jg2mabVccT3upUyWtsHTfUJyiDi9WrxHnmGay0gXpnaFbTdMWZahpVl2HXBbpilm2IVPJqa5t/oSjYuDhcl1VNUfe5XJ54eDPYjG5tGzPdQajkdc1WlFmeREwnJXncV1Lg8FM1xxNk3XTYpZbU9VxGjqWPZ6C3VoVSHdMorjrDMexm7pTqOApyzKJA9OybdswDK0suzxtgOXAYAkgCXG0anJ+A6pGSVCIxSQmJ5PxwC5j338qpyQKwePITnJjJFCC6+YKbuzY7KjKZ01Hb8/F7BlqA2j0oJum3rUNEfDgdEeVH5pD6qww/ke6qCShA6GxpZAkkcwdlEja8SkRQTHhEYwCtwJAKQLEheaNNn7y7YSiDMAakdzEfPTpUBGuzwAVyXexP/fJHpC+FA+GUamzRQPzukRxfI5rY3ohTm52Ia/rSiiehfscAEhic8HWkQInyfyTXTGp3n+We0QsEpozsj0gZ4j31DXK+CZLaPY5bKqaKt3zPFXM1Osa0W0GgoEQrEyvIIN6yt03HQeU7iCVQNKoIqe7wL07R1QICTnVaZZtIFGwqKqS6KYcXybMNDk4grXgrPk7Owf0RCiODaJWFrAJeN+CtFlVNfExxIPDL9ITnDCbY79X7rHZ2aXH0DAKhMWpCs8bWG7AOYaHioKX2LQNKdTOBSePtIU5aH+O82cmE3+i7HJbKFxpqLPCQUWkXC4TuCtghjMnKRHlR0G0A3kIERr5rEyFcJTCZDWEZZHZTT8I50gTmjLwIU0OZpi7UuvYwWUUkwWsQ0w3hVMCo6fM/hKrgzh2GC6QFwmND0QmBW4YwbmEn4OHrDZYXsKwhQN/VUBd1P4xFkbDWlWXLdOAVJC4rOD/8t2ltXrW8QgiKK0eyozCc4EHH5ZuNSMYbLNGsU0kjSBvWJKAavTkctcNvjR/Kh4c8M5wDpVmCA5HGU15RUIZPU0q4n0btN89CosXJwPPEosWTSYUlfh42OugbyVH2QJMh0pRpKIEd90Aw1MOTkWWFZOp13bScX9UdZNeSTZNMNuLIicVIrBZqYPbqgbiUxEnUV40VVUeTw+u7ZumHSdBFBxltdM1o22bKA4c2z+dDkR0x6ZsWU6eJ1kZ13U19ldJnNGQKmgrKctz3VCqqqzK4nDa6paiwVlMlbradg3X9lzLny0Ww9FwMpkv5qvpdOr5A8t0TNM2DUOSZN2QgfBzNoJQvtG84FyFi8XMjcETY6BvpZ7S235SHPfkhbPR4mcCsOceHtxqnKGVHt0SsSpie38CkZ4ahp90NQy+9Q0Mp4FT+8rnr/CGZRteUbULN85npM1n7p2fdUd9C9pvZ2SOwXBmL8YTwKFwGuSm+E9Im/RK7ETBdmPPmrQnmOtMeuzpJ0Ir+ERc/I+0pj/tl/5jP/Onf/mTn4TV9rMkw8+ld/3O38sIn72ygFLP/yK+heBgc7d8vry9AcuZDvrZ5xfREWc6aN+YCRjzJ7dJtJf9pi18g59/ZV64AtzlTkxME554qv+R5vP84XvE+IwO/unPiOXRC+x7yJN5rZhIiCxQDHTpRVAMEMWlrLqyquIwisLodIoOuziAI4senNLT4ajIhaRIUZgbpjYcDMnHRdZVyfemcP/VVct2XM87HY51hfxM23ZsU6dKQD0FgW6YSZzougH1YNOaloXGsihM0+46yUA0aG3ZFl9sx7M6GtSjwqI8raaTyqKUZYT45XniuV5RNBbeAOuZp8awzcPYCFM9VVccG/bC4HDqSpmzX7fI2ayxuQF7hP6ZNNSw4mw7jRT4fEWp8JANE5/CMLSqaqqixBgOLDYHji+QDpLUupMdFz/XdV2WIUqexquolJhlpikgspL4oA1PCYhmqqbnZSpJXRBsfX9imSjfIf/TjLIuyqpyHHc4HDftNksj1x2pRueabtX4GSw9Mt8bq6oRR8fbKJjPv/D9UZlXTV1blrvfv7Nt+xc//+uyaL5IfkkxGlZaJIfDPgyDu/vf13Wa5ckhuAsCsN2oQ2BXfV7sJcUYqXF+r6iKpQ7lRjlkH8o2knLFNcetlAdRdIzuqT3TR+6rw3GTtfe66gyscZzvq/ZkqnNVHviup0haC8FhZ4ME4lRF5w/HjuVud/dFEXWt6/njU/phHxamPiuqRFLysmk0yQzCw3L25XR69fD4SZZV1x3N56v1+n4+vbh/fPd3//h/v5h/ORmtumNlar5p2A/b9+8//dZ1PeJw6nVRD73px9u//+67v/O92WA4cZ1JW7dhdJfmwci9QmRwk2iqaqn+JrxPy+1ysSQHjq4q8pF31bZll9ar+b86nray3Kb5/uPH32XFPquOrj4vmtPbh38vo3O2TH3gWqprLuIgco3Zav4yCLe2OZwOb07xfV3D1KjqYklSJu4Kw+yq01TX8q3RZNBJXRgdwvheUeQ0D0/xtmmSTXAcuZd1G7WdVGTHKJNsbVS1YXGXpMWGK/FOKgrwdVVgCXXEHDq07C2g9v5WqqrsjUYjQ3d8a2E71mg0m05uXr36wneHlq0XaaEZhuMMRAGPXDI8Jo3cFmU3HE2Ox23b1MvVmyIvCP5uVAX2vqoilRl4TQg4MLQiqwxTb1vocjn0i+Oq0cEpqmkqUP2aJnn62ZJUWg4yQ4FFkNM3mIiqVpaVpmu2ZymKnKVl27RlUemGiUxnPskbZoGiu4ALfY5drAV2Ab8B+EMC6hF7rCJJBto5ZFVh56tr1L+UpgBcjH4GnlEoZ7HH1FVJFTPYiU1dqxpkwbB3JzVUD2Q8CfEFKYYOYhmMbZUqWxoG0xUEGAN3PvJcpnEU7D4h/YX0jhGhnv0vhtEtNHhkT0JVLiwZKIoNbDlU5+wcSMUS5cLxLVdlsGHZAYIYaGQVT6BXvzMiGLQn5xBUgjxlYUHW1MiCB2ZFeAgROciGhOiUgP+6Rpc01NKsaiODUKwtojrwT0IwAx4QYBJR/VMKExoSdNfEe6A/bO4Pj+QeN+EQKvrwOKRJJidSzDj4QpQy7ILGxi5srkWIJTe37O15buqYjydUJGSFz5qsnn6DTZlPSdb9AKAoaforKtAnc7/zic1RgZQhzAmwoiAkaOis1BA6ybqpZYKv2X+SzNz44aLGm2ErOsTJ3lMBYZwIoojT4ChCUWgS7NYh/UNRZUTcSjImnhwrj9sHhoDgIxO3VEMAA3z44R1Nnq5kvlILJJGH+4Q2APeT5I6MIoE7UZ0qTGe4cyGojkIjMVtRDRnJhKrCukNBdBMlNGdaiCB3aoXRtJIjP2toaShLSXRnEL33mJUBjkE6ggetN6dlatg56Q4NOvfwaofBIpF51aoj21L6pPTWdJcZ/EQfS9FdFHrJo1xee20puNk0RYKFJjWLgI6FEIecAOgRxNorcuj6SxAe4ZhCAKcYKKmIsWDSHYGmFm5fkcN4Ft8dbuM0BiBfuJYcbnD1iBJApFZOSoHVDbcn6BLRlHaGiYGZBPe8ssxxgGKk1rRxjJFfhRVbG7qcxkldZ54/ik5pXsaD4ch13ShMJKk1bbNIU8uyT8Ghbjpd93e73f3DOx263HLoTeumLKpcqqV9u8+LHI5CbWFbju8Nmy7e7d6blhscN4fjYy0Fhq7mOYiag5FpW6Y7Gr384meri6Vt2+PR1XAwXK5Ww8HItR1agWDGksON2NkEmipJRd5IMl1nuApRvAOH0oiUS3bOEEJUjLkEN5Nib1pcPFGTP6m6nlXVtH3xLYSPr+h0zmh03+cInP95a/GZ1cdzqR53bk8425nCxw5+TDIG+4BJ4WL2Iz73ub0Ujl+CpfK8y/oJJ/BZSySatLPYjAFJkRH6zFuLZczs9PNkQPr0OryrfcZIFL9/1jEKVTndjb7l6VkMohfqD6w/BffOLc1z7PHpt5614n2DylslbTXnUVr/gc53SWzCQkbxZIrzuSKOUXRY6TKi3mP3PCMgMgEbcT/7uM9MOJ81UXSC8LbPITGi32PDzF5FzA46Tx0aJxL8mTZXXIpnq677abpD/xnE6vsza+C8wp+Axicc8Cft/Zl9KnSjCJHDVydHMYjxWL3Bymr6o+iabBq657pX15cy5tHomOq6ieLkuI/DKNhu9vvtcbPbHPa3cRKbuj8Yj7aHTRxlvj8zdW2xnMuyuttsPc+Fkk6uLdtx3EEQ7GzHRySMrFd11dSV5TiOZWuabjt2AXJWMxgNXNdGuChqM5BEmlaB+UpJ2UGSmmeACYu8Qiweeb7ppqYrehymiIlQQAcj52GUW4ZpUjmHvpRiEKUiR7IxMWVUGwgeKij0hggTlfO8lqqmrGpMJlW5hesT3PVkzH81yzbMpoPdoSynLaacmo4yA6oNHNnEmaLHxXIM0mATtYomfXT2wRQUM9+yNm0LzeT/5n/+f9I1oywaTbddZ2y7RttIWVacgrvhcDCbLQZDL47y+/tbVbN0w2Uq//7wyTIQSds0VZIeVEW1zIFjryzbIV5crKjycGSUZZ7Gqa5bnSSfThtNc0bjCw3JWiDUVUW4vFi0Uvnx/bswzH94949RuK+aMsp2wWmblcfzSlVkR1cMHMk432CnzLWupczKNpbhy1842qJsU1lGaqrr+EH02LWGIpuqYpumpmLo6Jim5dh2lidpmml651jT28fvuq4u68jWZi3E54ehc1PX5cBbkBUF7WCNOhot4jRQJT1Kbx17MPRv1tsfOwlDZkU2NBPxa6fkVlMsQ/GyKnXsAZrMttLM7tXVX3377t/neTb1vzANx9DtxWJ5ODy+vf0Pr6//Ks1TWYGPf1mUXdfswvfL0c8auYLY3RznRXq9+Mr1vPXuj5blKZL0cfvPWjuwjEFSBorS5tWOcNFk6v9M6qy8/qRLY8eegKwr1ZbhhkmUFaeijivYAuVdV3RSKcutpji2NtPVoaS0WXFom5KKZ7WsE2JmJpTlWJZVbmqDrDrAyg/X3JZ6jm6Hf+gLhGd/VMmdTue2Y5n6bDV7YTm65859dzUaThxE8FqaocXRETzSugyCo+dO2q40HSM4xq47sSyL3beoJZDKIhmPh3Bpo0CSKi+yPDMt2zItppaFQWC7RgO9HJ5CVVXiKIY7Xidr8FPhm8gyCXRQpqF3XZOlZVGWhmnR1FxsT1yvg66pAS5n4lOFrMhS1wxy3SCjNZq6E2cMByqZ14F5xYLankchAjZNi+OhYITAckGmgRGqgMgCLh140ycZFfGqiHTXtlQFEj7IZHEyYwSqw+kuZ5adwG3o85O5FU50TO6R7Y56E9xRXa0JeGSBE+MGdM6JJFlulXqPj1aHqqqt6cMQhY/qXTpv6qqlRkykhzF7s20aw4B4uuf7kX08Fb2GZRLvEQZZnP50li5QX1dj9IQmBt+rqtBwng9aThCqyxqxCoZOvoUUugdzKsAg7BaCu8M2IIAv8LZlVYPngGk3UDvhi0hAGMifFInRG6UKyRP9M70jaRRURTNNNKxliRvXW6pSyhOLRPlyy52m6zgT2FanF8lR/Y3rz8clrKIVfCoAU5RNxKgUH70CayUyBuE5fRvflwPkciFqHXKx6We0bQfXk89dB9hwn8EJjmtjKia5u6JL4ctLJwWWkKooloWYtaqq86KqippUc2graQgLdxbuSLHYRAfGkCBVkFQRn9EOzGBKYtHoBipk6HE6YM4YSoA3xX0+27T2CB7n9uKlKD4ecY9c3Jw9J3iSrSmyaag0M4aZHBuEchD8mVn2xLMiYM22dFozXdPhiablI8LuCX8m9xvR3IERYNCXh0SOr5AQWZENEA8osFRJ6EhBEbIMEqMkof+nPHbusQmvoXtMUCGHU1N+ILnv9tUkFML9/lNB7IvMEtF19w8m2ZAyp7RGdiIHu3GND7sasiVtGiSSa6qMGEN0toLEzAgQKR9xnYqyzJLcssxOwjjZNHXb0bH3aHJRYFJiWmpbE4hK/pMt2Q+URSUpWpHnlOSUFHklySrxH+EsV+VZlkV5HsmKlqXV4/bT1eWb8Xj6/fd/F0bRdHKZZSGME8yhqpmWDb/w+4c/SlJpaOO8CuuilZUuSaI4DgzTzspdUn6UJNgvk9trNxx5rj+YDK4cx7m4vJxMF4vJ9WQ68TzPMkzPG2g6k4PYdgp3mNKo+o6asLtz8yBQbaENe4bXPU1qRFfSyzV775A/b+74HMkR/5XtDRmMPbtwoecHwHvu/IRS+RkJ8MlKRLwOyXXIlIhmFthXiXSK4pB3ALFExSs84XY9O5SZJtSt0TNLIO+fWDg+/1ZPsrRnP/kM33mmRxSWzk9o1VlY2A8Taa4kIGjRVZwbNv5f3pTParRzkyZ07OI0FA3sc7D02ed8ajyeX0wcsp9DXnyWMaPhuZvOZ5Yt3A595hbzHI57Bnh+hozxvRA8yc+6pf6yMQeDP9Wz6DwxVTqbmZ3jNvovK1w3zxJHcXPZLoj1Hb0otH/Hc+Anv5Dw4xbW1nTy/aTbF1msYnBANrrifj1bD8LEuE/mIAYz0yWe29J81gfyMufU1H5+0c8uOUPjiXfMnnBMNuFjhQe+PJmrkQWXxUkSRuHxED48PKzX90lc17lyDILDaW1bw6pOpS4ZTxYDf6FqhqmP2jYLg52sqNPJ6nC8lzrdtPyqjF3Xu7x6o8qyOzAdewCGpC7nKXpC27WTuALRq2nSJKEjUg3Dk+sMi6Y2QH1qNEUt8lLXtdHYA0VDkf2BJStICj0fmnCCIP1cU6O21qBIxiFLkygcyl0r5RkkeG2nxHHkuR4RN6ia6hrXNS0LLBJM+shCj+4snYwa/lVVFNvWDVNv4JWPLAHyAtXKCp1h2zWWpcGrhkZcdYsGFgRU1xmdgsc8z6XWJiW9pxkIOOwa6eHho6x0tEtIRRHJVQ3rrVapIMXSkiTWdfvq6vravlnf3+ZZxezrpkHV0rRNcDq0rbzf3WV5dHn1FY5/yajKEhSvtsMREW0t27h+efMXv55lWfXq1c+3m41harbtbna333//D4fjOsvDJD0WZZJXWVXHn3cXStGeWimXpFSW1Kh+j3IWest5nudj94Wlj3bhp07ONXUy9qdpnluGbejmp/W3s+lVW7a7w6eiPLrWoGiivJFtbe5ZV3kZyrKZ5eFs/Ga+uPrtd//eUP00ix73fxi6U9eYbI8fgnid5omm6hfTr3an+1Nw55hjUxuk9aNrDbMmbRur65Sw/NDmSVW2VVWpihJlD3nh+s7kx/e3mmJ71qIs6zjdec7gGJzS8mgbjiobYfLYtFXTyMf0R1XST/Hw8fBdXKynwzdN3QzN60PyQQEXTm+kpAMoChJSmKwVeVQ0uSR9TMvEt+eNVGZZggKurvP2oEi2LFUkquwMZTKwlnFxuFp9HYbBZDRumga5CkkiKd3YXxlaFET3VXWSO72ok07Skd8tG02Xd7jgNZFyiXwo6abmuK7vOCNTG1qmsVp+8a/+5l/PFpMiRWBbFJ8M3fcHPu9Z0Noi6aLZrB+LKh0MBoZpFUVT5rJhuJ7vNmjrpSwrVa2t82QwAPnWNNQij8jxFh0ZiLv4KZDEDAPTnMPuFEbHrq0c13cdVzfUJM50Q66bxlTBfkZAAsFNEv0/w9LwGNC0G/slRVqJeDPCXoBMwFsP8Dk5IlH1RmcGe9UTnRL/pCGgAL/dApwUBSqdcziBgdo34J5hb1RlIoxhEZd4EGgKI8vILMYfXNJzhQkaG3ZnVH7EPqc9sB/F8WnKIitSnbUdLA3hUYHpKxoNAW21lOpyTlQSWc/olDD64dy8XpfPHvBiV+4LCFjQ8Z6PnpYEb1z2srUJeUtIWZLDLwEtFitJeC+nzDPAHCXJjrkU4bCBPq+sN7HQDIV9UNn1hMSN4lBnDi3ZDCKrVYjsMQVDu9gzVnF10DP0EVXow6mJIgyKsnee8Dd0rWSpSigKmabCo0OgAcJ8T9Nl01K4woYcSQzTRdYDXRHwC+kil/DG4LMSA35hhslSPQZi4Myi6YaMqRuduZwHIcxJz5Sbnm9In5k5gWwseWZnSYRVYRCIbpPqeASn9nwgIZ/gLgjhy1A99pYBbHsAEoFwrxM1Sl+lyUQGrau2LFvT6oE2ISPCNYHWHPNX5h7jsvOEQkNXyT2UqN3wBHUAzE1Tk5B6D2tI4vaQ+I3wDwLYG93Q0VeAY81p0RI8x8ArJuRTxj06W9g1rVxWoBxTDQvNIHV9jNBQdpYAH5goKxsG7inHmhPdkdSb4jki2zWWGBI0rWBmBJYvv5coSeERhGeQ8UxCkrk+w5mNHEQKqad1KyAiERdJ9xIdNRMfmazKkhZaKHTdsJXRdEa4zcLRl+Ya5LCit4Q2qxp2EhpfoBeFYpCVsWJJUF4HHpCaHAJBHECJQd0IrR8ZI6oOqcXkDayEQWA5LqKA0kLVgO6WRckyMCCIql41TRqDUmFaeltjBiErtWki3ceyrMl0FJxS6PQ6eMyckrjI07btwmgNe+QijOONAQZuaxpy0xTeSC+LvFPiJD5st4Vl6bePf5+ksaUti+pQY3RYmaovyV1ZNLqhvFy+9r350J1Npsvr1c3LV1/Ml/PxeEIpxvg+9MyKHRsNNJFlWxjECTZyj+EyboQb3cuZ+7HAc+uLZ6Flzwp1tlo8Y0YUcCIeGaHp6//hqf87+0w+d+ci1eiTsLr30hdVOBPF/0xowtn9Ukw+elSNtyk+SD4bt7JpBLpfHt5xeI+Y/XFF3hsm9w3Y+Y36f/1MryViu0VKeC8d6/l7hNYImFrq37S/jhQ1+cR1fHa2nf+FuYi9uwgbVkHoy+4s/VPG9E7BlDhzpT8DJJ/RKZ9u3tPlf2pC+DWfhzeIX+/ZH31j82ckgk8cxectzU/+PBNe9uJrFtqRhqF3ZTvvvuS2RXsKTbeeN8O8ifVE36eF2i+YM9sY2HUvtn+O1opmTXhxCzCP4Of+xz676z2IKbruZ439cxnqM0EgbYwkFGXc+Nn1F40zH5WCVdp7mfPmeH7SzuOS3lL6c6cZ9jYjZoqsKI5j+55zebk65/3keRmeok93j+uHh/XDY57Wv/n9/+3Hj98B1ZOsof/S9dWmzF1nnhbHqm5de56cHqNw73oTSR6UWSAr6fX1z9pWKqqUILI6y1MZh5rmusPDYW0apj8a5Fmq6nZe5MbA7xolyYsiy/2Bl6alaeiQ2BGZH24AUpcmJV2bJkkyHvxqhkPxwg0NbuS2ktFzSfJxH4HspYAUijkjNNs10ih0NU8bzMBrpDhoulGWlW1bHNvcNUikMHRQ8SsQkkTuLhRA0Bx1ZN7XlIUEC2cVfLEKIhWic/xv/xf/F/Z4P522huYtl681Q6vrNk/yKF4XzdG1hquLN1EYNJ3qOENyVmgO+x3VzfJ0hknbYX+6u/tkGPZkPKeBd5umaXh60IxuOl3c379N0liTXdebO+5oOPKhW0uzh/UPZZkMhpPZ+PoUbbO0VhV7MBj6Aw/s1bJ6XP/Yde14PNNNZX84fPz43Xr9IUuT7eljnidFlbZS0XWcD8GByAw6YS9WFcPR503bptXWNeeO4bVSAztmSS6q2DLHWX5QZStrH3xrBbVA09qGDeS3lS3N1xR34E8UWT0ED+PhpWP5393+Pzsp0eSRq92k9V3V7XRl4VqjOAsaQGfpcvjrpimzIpWkqqiD5eAvNvG3VXNQJBc8R6nV5Wknl23b6sqgk1LPHsqyfkxuF/5Xp+Sgm5jLFmUmS7qjD/N2UzYnR181CLGSfPSHpSxLtvX/Zeu/eW3bsjRBbGm95dFXPBWqsqIKqATLaYsALYImAYIOLRI0CbRDiwDdNtqi2xZBOkT/hKZfjQarurKysiIzxIsnrjhqn62W1sQ3xphzrXNf3qyKeHHfOVusNdecY4xPrcr6VNRPrh2i10Ddmvdj55sXABKcwAm6tja+e//74/nFNCFyy4uiG/fDiIfAMJx+bG3TT5y7djwtF7dNm11t3+/29+PYFM3ZtYO83oXutmieKNncE9YeuIBj5F9eXd6BLDMmb66/vri4tq3FZn0FFYc1JItVXZbLdXJ5dVMWxcvuqe9N1/Fs2w2Qv4TjZ4TUsx6Hvm6OtmP5Xpime9vyHDfue3O5XEBFBVylgidB22wukLNkmabjO1ma75+Plu0tlwsA3GA5I224aSuOxYTrpWM1VQHmmoXYTZI82X07ti1MEOMk9j1kKINIXHdlBacQiwon5jHWNQ6toe8AHymNO9le4tqRGSYOKIpWM4LYdxyr7YYyryFeoprZMA16/YFAdjbtsKn+5OPHFut8qsghZCLHS6Lq2aRAQ58iPpac8kzbIdSGA1jgHNTG9vSaH0hjaD7FOR50BGXcRlvLRDV1YqGPcz0qoEk3xPgSzx2J7kheVU2DS+lQIATVl/x5lBqQEAn6eGRwClJeVxNLFISUwQKzhWPVlP0gWPFkkMjWmrAh5kNCbBI83/EDfKO66hGLzF21mh8rGRsTWqA14qaXWIWTPx6CjykM2iUzesTUEDVRTXOJLSOB7HhlkjRDoqnd7RS+J3KN0ejDMOQWbITdc8sCJ06uwyAP2AvqQOoF0BnSEYXX5DxcdCx0QHM0H8JpgKT1VYV5G/vhiDREFRgYJRD1n6SP+PxsT8p8fSY9wiiD2gx2imk7Cu9WdpRyUnKCPEs9CV+iuHIB1tTChnyOLBzRRFnUvQ/wnkWLa0MTis6TCmgyKFfqOsoeIINUMgHDSkPnQ59TLPwo+Y1MXzwXH6mu4WjP8At8dEA1xCpoG/BFHXipIVIFPqCGmRZ1npbIKUCfjP/j5YTrT0UzWacMBkBv3FCeCCsRjvig6CeXLwyCCsh0l0ONlDmfNLNM9XR92/d9m2MwYa3JkKAuN1msSLfYNBysNMfxYBnKlq3IZiPZBHPtcPVQ0lGyBL4vcbqJ9Y1+mBL6cJvI0I9QBSwEdmcyTfAqgRw6LvZfYSZaaAQh5cdTAwkifVRy7jYdtIWD42F3ZgMiIMNg8WJv8TBSga0L+vm2K4qSBJY9AG+ydT0fz90wNnXpeVaSbIqi7Npmu70IQi/PC88Nsrx0HMsP3LZuvcCq6rIujd3LPdQVx5Mf+OfzsenrLD1RAsfgulFdH9vhXNZp3ZbG4DTGE9WisHR27dFz4qurN0my2K4vkzi5e3uzXl9vVpeO61xeXS8WCbMwmKnAjj2CGNDNEzMdAkl5iKJainnaAQ8yUJpKka1sM6T0nwAH3j8nHEnADXEPVi4mai7DHirKBkOQHAUGUk1Lik3dljBa9cpGX0I4VBfBqB3pe2Sx0d8yT1K/He/YiuU5sRynNxLUCBMKwmToiaRtkO2uuH1imH2u1Jr1NhP6x6+oNWY6f+81Hij5OHzx+frwlsvdqbZI+aKl/AUhUNDUL4Rqmn+owh5kdvha9vaqSZvTO3/51V7//Nx1U7Ml+e20Mm0+C1DN9itEUZpFdVoxf2f6YLIORbLItl4kbNN4rxDCueRgG5Xpq30xDtAiQ9JR89BHDzRf/QztJ+LQM4uceS3kI9r/bB76z8TTzy8gI2/KyJRfSVjlGofUfflsWdL4iTOZFKDN/fAci9RhgzMQVZuYT5MJGLiRZp76R7JOUXZ0Ly8vu93ucNo9Pj3sHncPu78+PHw879usOQyjERo3o9WHsX979RvgYL63WPqhd2Xbft0Utu0lyfbHH/7gOk6Wpk1TJ4u1YbiGaVxeb1xn4buQuXm+XRYVEgGSGFQjtF5ej6LRRMvWgtCERs5E8LrrOqv1Igx9mpdSkjOl5jY1rPHI0R0tTJxEpjUWGWpj1wPHLIndIICAYjSGpoGypq1723Vg2dEPZZlttusgIP2g41RlNYxGlTc86DeIjBkGThAFGL2RQqoo6rbtzf/7//X/U5Ynz00sIv17bkTphEOWvoxDlawWdVUfjo+jMa6XX3luFMcQ+2V51ndFAFZsTIWlfTpmwziGQeI4dtN0aXosy5NlN3d3X8dJ9PnTh+xcBNHS95PFcmkYRnpKX15+LqqXRbxdre7S7N51kyjcVnUW+GvTtMqyatqT5xmbzRWOTgRitFl2HkfL9/2yrE/nF8NsPn76/rB/Hu26LA9Zei6qDM260dAD45qGT/xDrHzLuBiN2rUXJLavTPAbjQEdY09CJM+z1zD4MloTE/vYMhfdmI1GZZl25LxpurIZHwyj9axbGG4PLwbeJYrdryzDs20kZS2ju+fjj31Xl/3DdvneNsJz9tCCgpZaZrKJ3hX1senL2+1v6+7U96Nr+4vFyuyDvz78e8cZIu/KMry0eLbdvmnzcXQW0TYOL9q2Xy22L8fncagsy2n6oq6OoLmOZ9da9mMGRMgM+7F1rcSB92kReuu6yZN4ey4+ER25oYvQkeiOtxLPMNhTEfCsllBapmci2y127GC92loYkydf3/3+7s1tnETb5Z3jhU3d103VdeMiXoXRoixzKrYqsOmaxvVs30/6vn/efbAtb3txV1fNar1paxCaDQOmonl+2m5XrhsdDw8QsHWj58bj2PlBsFis8OTyyBkWFNZikbi+nafF6ZjWTXV5eWEgxJaq9n7o+ta2YMnTNn2elsPQedC92n6IqQkZi/VdO9Z15QVuCA43Kt267oqsRPXsQYvFUhbI9oTCR4nAneZp6OOCiIiUlOX5bhC6A+Dyti5h7Yg5FBBClIMmwrIodwvUModUJBIvI/ng1AUOXe+TYy+PkNsWfgSUqeJIUBhsYFAr05BLWJ2U9kD2JmpkS1IrtHa+7zqY2Y8NtHMi4OFYczbABH0OmdAY/OBVkB/YEalSig+G+hBrRp+qAyETTMtZCYIOh8aizDjiy6I8XZi0Se6aoJzZ+OQuXCgw4cKHanFP6SoR7UfZjgWBg4qZjGdI/YmugJOLmWZDbE/s8hCVIXgU1iaAZPtOYtCIuUmoY4eyknzgCGJF58DpczTn7eF9DH8+tBxV0fQd4sWFTKNazQ45rcSUg5gKH6BrhQAsyeuoFVBRkQkyHzlUfuNbY3sn1xPqDMn+xHWJjUmKSngYkmqR2kuqyfQBCB4mZdP3PbA0Ot+I5YhXFX8QGr1z30ujQWrb4BODtoJJjOzgyuETuH0UqDBgWsEgLfouqh/JsZQgZa2Gw10l6x3udpjLineFBcuIRDYLqgzywhmbuqbzGLJIpJWoupOaaszs4XAEYdjQ1KB4QMBJ/5ZAY6rmae0EAe4mSRjMum3ztKJ6FXwb0kXQYhhBnqSPQ1+VnGn7nlDBoYeonRmY7LhKRpejYcD3H4ca2jyciCzJFIqdVHtIkiQTXZq24t8i7AGN+WS1oOxtUIRbDsSKKDXwrfGOzHrl6pTvElN3mUI2DgNtjJ44vKNIQ/FU1zVhwJAZI6iqhbE4Vzi0jYiXLI8quKYikycghG07WhbKHduxa1wBA7wEtPT0/OHWg9FqOyaEKwHAH/akJecbUA+KvHI8aEZe9rvjy86wrKLIXNvFGnYN30sc24JGuqiqLsvz0uzt5WoDP+TT5zw7QY44dIfjU9OWhDZ0TV9iA7LMosw8NxzM3Me6t+Mo2myuk2i9TNZvv3q33V5fXNz6nr1cLKI4cp2QMqmgigRpFqMBLC5mr4prjqqyBaSiWQkz5URFqQjAjBnQ/2DzJx58MLRApTz3xAok08EqryRcqrrnzlHEu0pTNivDtZWLWGvwaEnIazMwih2GldRTmOS8WvXuSko8cRGceXKI8JWpAPhNJszTTqWlZZPAW6W58ZxOdSIkCJ+6sonCysa8Cn2S8G6u7MURRF23V2F0woSUrk+TFNjeTBS9fAmVTuE1h/RLGZ4iK064kw5UmN/Z12+tu1AWb0wN2iy5feo6pq5SzLc1O5RAJNou1H18xbD94nW/eM3XX0SmqEwq0b8tHPupGxN6J7MeNbImUl6Fgr5u+YQSIy87i2T4okvXZHuVaiufWv0nkxok2JARbtYpKL2nXo3T3Xr1NwqlZOMjbV07uwav7qQihSqVoKJQyyP5CqfVQRRztFPr4af0E6ZQCOFJMFqOQWf3cbSCUATTpCjL0vSU7g5PD/efPv/0dEhfdsdP2blqqmax2Dw9fxp7z/Ys13d8dxkFCwNj8bBta98Le8NYLa88JP0FhmEukvX24jKOon4Y6qZpa8TZhGFoW+PLy2MYJkVxcuyQKNxDGCcBClok0YBx1oKKCatSCoQwxqEqmx7MtS4IPc+166ru2na5ghFoFPm+D00Q7eo4u6jy0o4OY9d3YeC7LihmKCaIKlQUped6UDoYCF2jcrFbLhOkBRnm6Zj1w+Csluu3b98fDumHDz+E4ZLwAIyH6irv+sxxvMXqAqHh+11V5q4d80jSsb3j8VPXN2EQZPnRdf04TvIcum4woKw+ThZllQd+kCTrwRgWyVUSt0U1Nk3e91HXDWWZO05wsb15++ZXpmXU9Uvf4/CwHTuJHds2bTvMijJN98fDi2X3i+SybYu2wT0No+jy4m69vrPt7mJz2zajHzjb9eZ4Ojy/fD6dXk7n8/7wcM4+1nWdV+e2O5OtfQo+XV/TpuZRIpMLTa3MDrq6f7bMGAn3ht8bVQ+nE49K/Cprf6S20BwNp0GzZ5CAkLOR22GsfOvGGt1zfh+669rIA/+r/enRMNrATgajNI1oGIuX/A+uvXKtuO0q03Ct0T6Xz67n900eOEne/th1eeRfdWPWNBkpBMKur58Of+iH+pD6/UhmwfgiFT3JWPjtsGMv+HYETFwPaV3j2Uirg2HY+/SFvux8S5LWjiR5qHAMw1snby8vL+lUC796+zfD0G03b3w/8Xyrb/rFcvnm7o3reot1lJ+L8/nYd/XQD4GXgLDaFW3b2Q5w6rrKwzCxLP/p6eNyueWy2HN9y3CJdWdWZWtjaR1p8ICHc7O52u13jhuAglz3cA8aICXizK+m6egBGNO0bKrOdrzY84nNjOk+LTZ8kmQdGsjc4swAD85FltH3ZCmGaRD8Xi0wqF1U+9ZYVw3sNMkNiYs0KtOx5bmQxo5BiCeNeiqTjfhcDzgJ+dlDYcjYARrOpgPtCi0Qykmy+gT8wFne9CUBNXRcX5JQT4LjiHlItpyoyDv499Fza8BEmHoENmmgJxzcNhRSLFsi8h95G1G9TjF3ANsIdODJG22gUABSYynhacR2pLB1PvTbBkkMtHcDJ+F9ljK+4L7BEJkcUARzaauAgdiMBBWKUYYQ22DOwScNG1iAZURGMObQW5jMUSlHwRIUHsBWGcRHrWvQgGGuKEFkFJDKVpborQbDpXKfcJIWtPXRBI2cU5uIswPmGz0U9dD3FZ/rlmW7rvjdsZyaoFbTI79mwluNsiL4DhRddgsRO02268TUnXobrkDY90WKPNj94NsBWCSxAvF5+TbzGSXR86Zh0jSBbGroelJihBBc+Epy90uxG0BmiEuF1aXVj8KVpRflWB7DJAgXDwvVW1hpTDSVuGEVCA+MEYsKIZM8HSDjUfpgLFaiF5CMBDVHwL+Al+loSL1owz1lHFpIEeiUssCv9EFCBJ+EJBuGhUhMLAacxpQnickIhm6USkLaM7sH70X0LX3boggBQmV39E1bSDfBpqYHwSIhMZPZQMHFERDQEgHtGc8LFpHn4ash/wBNA/GowInFAzUizshxfSYeg9FNRFhW59EmLmFg3MfqdHc0jCRfYYISxhuM1dhklo0V2hkdmJacKsEwERNz6VCXIQr7qvTdWI0tVyXSh+NjwsapR0oGkPnBNBoMq8HKJrsdx7Q6tMwg8WIZwOrJgMMtz426DtZTTTfUVe26bts2ZVkFQVCWhWGaVVEHQRAvwmGoH6qy7+H6XZZF29bJIjFNN0tPgR+0/fnjx7/CBM8yPtx/v0xu2rYZzTHwItNyhqEaujqr7m0zqau6/DEry6woHynYt7Xd3rKNtq8sI4jcxc3dNk7Ci82b9Xp7c3cbRfFmded5AZLNN8sgiIl+geuNiycsaoofw1h37I3WYEKiVI5YFwLuq8pYWeVODdoEFGi0hMm6quKXwEXtGk+lJqtnRd1HKL2uOBXWxC9OKReE6ut3/1LqJuomDUXMpX5EnMc8QZIb1GeSVozpIbrTYMHdBG4ocgjndvDQznLAkWaq3ozup1xVZMXq784W/zTikW9NhwMBy0z9YExaASySIE9flvc6Qd5kOb/yqtEdGX9gxjrRldJvMxI5Dy3/ggwpV3nacNQbacSJqfJKFiv7pXAaZV4mHsJzV5v5P099CNAzZsvz3GVCC7/ENtUIbt7ETP81kTwnDxi2wWR2Bjfk4+urqlsbbq6ovZyTaaVNZf8wkYSri8ZWq9rpZ/ZHs5U5DIkc12geRFsraVsFyp712PRVlMoRzw5r72fPnTiyffFeasrBdPc5+5fCiuDNJm+kMFj++oxDMhFfdJI8xdAcTvbsmbfZX6wxdf25M+TGleaA/PzPgFwc2ayfIe69ZdnbzcV2c/Hdr77jfaBu2uPpcDocT+eX5/3np8en86HY7T7v9/vD8WG3/yu31MPY2uOy6MvE37iWvV7fLRbbT5++j8LEh5FJtL16czg81225Wq76pg3RAT0b5rDZJL4fWZa9WMRRaC+WMYJ22x4aH+jcjaZqQLaoIaQyTRep8fBtdxzX8m2KIbJQqNFAE47cLWUsNV0NxpYJn8KmzuHx7vs8/tvt0iDwur6tizZKDD/wLeTy1dAIGEaaVTaNSVGmOY7zcP/pnft1lh6bJkci1tp1PX/ozTBaDmNwcX2z2a6Xq9hzw67t/RCUDHBUkPi0qKq0qpuybJ/SZ8uMDKvbbt9ZtocpfDcEQXDOHvf7pKmLuqr8YJWm565rfH8FMglSnsLVamMYThj633zzN1mWPu+ehhE5hpg+utjtr6/eAoYaHcOobAeGb8f0UJXN1ZXp2EFVlkPnjUa23z8fDvc3d1+9e//d9eXXVV1VVeoH0dj7RZVV1fF03tdlcc4fz8XT0HXnfNe2eYWgWOSwsQs23WY4jI1GQCsmAO/LdHp5dCvXvujHsh8qWnW1aXiW4WTNvWNumu6HZXRbt3k3PI/w3ymIPt0X/T0wQDMmq8y2H+re6NPMrYedYfWeHRb5+VR+sMzBNqN+LNLqRxN1mkMdaZGjgSPcCae8Y5kBW25S5oEWAMxGb3xMyphKwqnIEMk3RisOLv0gsC377e2/9hx/uVy+e/81bI2CTQd/1/58Pjou5I5dN3ieneYvfuD1Q5OX2cJe755esvQM9pqJ1tlxjK4xXG/s+up0PIVhWJZ523d5nvbD+Pj4sNncmYb5sjsuV6uirCjqqiqyJoqWQehEi9D3gvyM1pHqaiuM18hAAwphuq6bZwWKYMuiqM2GwTcHEVKsr+FOxgiCcGC6V4+My6YFeiCuuEx4QM03MKHZdEyjA8Wrg0gPBELOeyZ7TBpwmQMYhohaRvpz39vDiB+jKQlsGAT6ALhETqD4PBjQe3BuhE6XSIn4FlTaAl+S5GemepHujoz7uToE5NJ1Vt+DQsn7G5zcRY0tdYl8W3RK2AkQR8ZVDWtnUXBKewaVczeAVUDID9oddcIB1rDxNfD8Uzozi2Jg90dCLBEQCsFPgmiNvoW3J/d44jdChzkNpIFGUsPG/BZ6ZRu0cfa0QAorrImouLXx9gOaebrspGMjkicpXUl2OEA1aNkUlzcOrgMQksw3TdsFHZZNYgxqcuilwCAVJhHZwqIFtkfXdw0yy4HtFUsO1PHD/4Fw1WawII0m00JETOEFLeigyIBn6B3Xa7u+LpsuBZuCHD1I+iVmG+hOmQgKP9KuA78CJUXXtg2kUwjoEXyYJSjjaFQl7FiZY8MCDHpoyaWGVNnUw2OiQaHGKHbR7ajgQfiNElZJbqsQoVEniyZNGmM6TCntEPMIekAsF7lAVL1R1WGZA70DNUMOEAO+JKwuIeWbtOtDD9EdW9pwVcb02hGxbwaaPQMrrW0g7eNKkBRzrLpkKnIHZJMuFLxb7aEsanjDuIPrIjqCjWRwm8RQEUdimhbGaIRxMCIcEtkdgokRntlhajNYlQG+H6l5GY03JPUchawQwGAh65gWXTE8INgW6ILhKeYOjlcjF3+ccstwE3jdBD72CE2i/HT4nwxkwo3nuWta5rGKPT4V/FLk8QNigNNr4BfhRkMmM2bXNaT6YPgKWDGhgNixIM4EBt4ZplX2dVk2ZMsGOwHHsb3A5+G2jSGdiUMYt4wLa6MpGwvyVHTafd/vXp5dTNHC3e4pjMPRvCqKPEtzz/M2F5sKrgKl6xhRHJrjcDw9vLyckNDg2bun++x8yo7n0RzS+sW1/LKG8XLVfHLcLggSYxwDNwkC5+bN7XKxXS/ukjj+6utvkjhery7jJIniEAUHGl4sMhIAM2iM9dMRQG9iL+eugx43KXqFV6bjBqTjkj3wlZH9DGORWp4fIvGMpYZ7jhFp2IchOBXjqAvu1+Q96Wm0yzztwLxf0QYo0Lf6ba59CdUXJt6XWBZbNipUh78p0VDn9Dn5XSbpcvWsznT2MmEtNPllyCPJmlFZvaoDmZRUoullPEchV9pmgzggbDSifkcSPITCiudogtfmJbiyoJw+vG64JENV0mg4YP1V20DItfySNnr5UnE3/+tpYP3PaeeEd0rJuxqfnNVC8x8V8bAAtrrZI2ktNw9MndAjn1/2ja+dQjWIN5msMnrGDbzIEGicQaNGMWPSq5LHiiz1l+vMfEuV5sogtFqE9Fdq9qeuhm51WMNMCUMYNulPznj2TGQ4PRSaJSuPiHoQ1Hf5kgSrfGF/+VI05laDi/klUmXKjM+sP9svscTptv0zAYD6CVV1yKvfmq0lVQBruJLfGs3WQFX5aGwX64v11hi/Q9o5yEUjMkTrJk3T3e7x5fnp86f7p/2n3f7huD8V5aFsi+P9D8M9BrGe60X+pWsHi58v8jodrNYasNtEwco0rO3l1cvz49u337VdfT4jIRAmcIGfZhny+hy/79vd8/1omFB5QM6wPj69rJbraAwjO/Zcr8hrx4UFQ0tGxl1vVED/mrbtw9B1Y28cuhAB8y6ZimPNB76bZ5UfeFEMf+z6WCwWPqbG3RCECI4ejbHtRj/ycIQ9PX00xj495+f05fLiW88L2TOtKGvft8+ncxyFju14nl8Uu3N68v3IxgFmhOE6ideeF5iokoO2HvPy2PVVGEXA4jBBj133riyqNHvsOvN0aiyvT+I1ubGbpul5vpuej3l2vHVvaRjvO3Y8mh7KAxfmYFXdjEPn+civvrr9ynW88ynvf/q+aeqqykxCVDfb5OVQWrZvWc7j58fBaDaryyI/pNnJr2JjDEwrurn+m/dvEb2bZSdAnz7cK4ahf3j4XBblw+7Hqno5HA9lnfbDeQCfpKDFUxMuo+c9ZtO/zJ5wJJb18sjlvVEdyxPJTVrfuabSrWBh4WC0w/hErbLbjyWqscHtx9zoB9OJ0vrnfiwdewWbC+QTovYgPmoPDrH8sQejGEbfNR1qNUNiq8oW9hrEM22E4i4CdxFGyWZ76Tqu76yJ2O8tou2799/2nbXeLIehXq6uHMfwiJ70+LAvqsKwzNPpEAXruk5hDhvEHUL8wuPhkOdZej5blrdYLva7x9XmrusBlVRlhVLD7tPs7HlJVhwWyeV6fZGeD1mabjZXdZM3TU3xA30YRa7jhGEYx5ED9SUBa7ZdoalrLdtrGpgBwM21bR3fa6ouO5ckfx9hadPCGpELNZyLSGHDVugAacFWWDWQNjL+37VoaRzHBYPRtElQhLbKMx0m2nkekawI1SEnTMAfpgPeHTOzWxRdA3wWiYjYNXBqpyBpVsqhT4Nmr0aCAvV7nAaOel4ly7GrBE09hT+jpm10DFiUzdLiVYcOYkN0g0Rjo+3cJs83zkgF/QJlL7MibNshEh15Y4opJ0LMqW7kZDOcFd3QWSjwZY2gZybHddI9UtqycDPESouMITHSMUbkOhB9zkZMiOzOsoGyYwfRBQd4wbh2U8ONE5Ur6W06RKA69LIkeesAAJLDBCAXsvuHJwebUKE3BrgHTp3lEMMNZh6oF0EvtNA1oPyFgdZoUddK9otmN5C3J1uJsl4CKNrg+Y4VuH1H/R4hrixGM4gWWJW1Q/FlbdOTDwqWEF5ZXAQYREM0BvwzA2esWEeH+Ecb/E8xIjd7Mmg1jK4Bpkd9lsLsxBCFc91FpiBHvYrvYCoWiGwWgiuwRCiHFbcAnmDAtcBHxTyYKcAsjWFWI11JmvQTu5JQCHTLrCTkUg19FBY8KVrJJRIKE8txBjIXhYhUzE4ocmOAwwcxdgHXDbhWQOc6dM6w/YeJKA3cpYbAM2qCl0i1o+NA+Yc+itq/pu3yLAcqi5rFJ7mj5ZgISnGRioYhAhIXkNQIZJiYsPjj2dZyQUr3rmsI7qubJgwDQruxwNA6jTCTHOAEg4+D/QermefgLMYRk8oGtEbqPXjKQN0AWVmKcSLjTLDbxRAEDSoVBoTi0kMBAiecixEqiE4P0QcoqggIoYqb6jZSVzotFBc03aCbIh5rNJvnRBPTAiRI38LCnaXxldwFaqlpzeBauN5oj4ggH0FMKpruicLrxsViub1YUZLF6AWuR0+9FcMp/LDP8rJqurYo8iCI8yItqsPp/FBV5zBcnk9PXd+U1ep8OvVjU3/Mzul5e3FVleX9xw+D0RVl3g+1afaGXbl2YtvGah3+7va3YbDarP5Xi1VyfXMdeMFmfWvbVrJMwjD0A5Cd2IqGrcCZFs7cNq7DQCngqG34S4kHK31T4VKqjkXyeejXpcXiI42pTK9BGFU+ThWheFcqHwuhFivNEkupxfFFimXCUVkOyARSRvAYIWf4ROljFelRTeJUop0QTlVJ+qoM1Z0qc5IxTeSdXPWiM60aV9LiGkU4jZivaLkdcxaYwYrORAm5teWMEB0Vy5Sdo5VRhmREzNK35R9+0UiTWpdMNPlCcYn9C9xMh6yoIltuI0/MxINaHiKFZ6oGmDXhCpdUHYUy0Z0bbDJayG3qK2Nw3SLyUa4In1qDIR9M2WBO/ExeG8LtVL0TfxbRHyvP7VcNiAKjZmuPMphZ2CZYliQwEEanX1tlkcvC5l+eQthB56DNVm0UEkqqM3uU3asuGtQpo1ovvX4UOeXL7D6h/L5uo151a5Pb5/y+zMWQcvDrZ2fWs8rLKShv8kHVCkZBwKdPNfO4UTdFxrJsNyRn6BeDBiEfa18atQ5lLDRJcDVRVhFA9av0jKzygJesMXhKSYiK5yX+crl69/49f7GqqoqiPJ9zaJXzw/PD0+eHn1/2nx7uH172u6xO92lkYgzr+uZyNJu6yVzPKz8jjPp0fhzHMYxXjoMU0Ovru8PhmJ6OVZ2XRd7Uxebi9vLitsnPCGAnEQpNIqyqRAhq2w55Dqp8XRWj4VRV31bF199+BX6ohyAI8lX2KHNrLEv0KTBoINpUlqfIZm5AWPE84VhxTDE05+1g/p/+9/9NnKxNw83LXdcZm81bL4i7tjsensv6xTFN147bvirLF2NMXH+zWi1cx8/yl7IsV6t1nPiXl9dD3x8Ox9PpUJbtZn1jjO5olN1QeU7YD/Xl1dZ1g9PxfD4fDcOOog2FUWBK2lTp6fRgGHUQLMNwDeGGi4ON8r68riuq+mzbdhJvLi7XyTKuyvb56alth/S0P5/K1XZNQYp4Hh0Xk9dh7MvqHIWL0F8/7T6kaXp5+VXX2k3V+tHQdSUIr2UWBM7V1bdFmZV53fWtZbWOvczyMsteivLl48OfPM9r2/Pj48feyOBSOHAzNu056h8cxZx0KDrCo/+c/+H1N7weyfCAdmomZ2kHGly3QAc1ON1Ov8KrzwC3TC9ZRBemaUfR8s3tb4Igurr4+vLybntxWRbF8fh8Pqa2Yz0/Pm0vr9P0iPQByL3GZXI3jt3FxSYI4oeHD23XFnnZ9p3v29vtG8e2f/zxv6yXt1Ty1V3feG5gAaUZHc8zR2e1XnteeDykceLmaRZEGGM7dugHYV2V6/XqeNjTk9gFUdI1RpREfdNZDropz7OTZcwEs6pEyWiYVl03JgbYY3oCZt21tYnadHAcp25y2wmHbghDdP9wnhthwEA0K5jIhWEQBAAN0jMUhkjGIwlZ34OkPgyD50EIOxpDXVGqCcz0ceQzKsKEP2rBRt93PBjjwlcQmqse8B9bcSCfuR2QL0xTfBLg9VXeOfjx0TScAQZ72LxYSsTmE6TCcru2a+q2aWvP9QE14FXFasL1Ua5RBBYKd7RcDMKDQY3Wjps32wGhEUAI3BfQzRI0SefnMJDFAfodSpaHnwRaBBb08NlMF4utU5AbgWoetTJTwHkGzH6VNjXJxHEFBQtixaql7o7WnNh8U5gVsTaJWWNVJRi2oCiQDz4vUPA2Oa0ePFtlGU+/zj0Rk1AIgRmCKGCxSFV3Td2x0bzIymm2PVAtjvEPNerZuaTKGNovotGidem6FrwHzNZQz9VVC8quwxIaHloD3iRkiaysaECIYByxXUAzic0SVh/ofVw4ioAV2dRQZlKxznYuLLIiaAWxAaDds3quJV9mwFOEblAeHXiPsEwk+0QF2epDk1cfdoW2aYPAd5BFMWLpIIauBahLCQ1K1o+QBnZzIJ9CGQ1AUUb1DY2NQZFAPEDf88on0il5z7AxDCIu6ENSFgIJ/JiETHRj0DWttukauE0BO6L4QarpewxTbNvqYauL7TSKYyx7rJkBMj+KJu8ahFaQ84qLMG4XpjVgUxO9k092rjPKshgHq+uaEJ7UIcJRyCYQ8oXRLPLMAV+Z/pYFMBJTQRw5oq6y4o5mPmzEQmpXorva9GMYbVCVhtRKhO9xsUtxHLbNIwZqFUbP8x0HjzAGDTTrMSEGaBtcCtAD8K16jMncwKHCmHWbCiohVAOzQOR1ctFHlRDeBd0dHINMKDoQbEiVMtBCopBj/6R5EzyFhjHPyvtPH9P0cHF5VZbN8fCy3lw4jpueT55Hj5zhrlaXafaY5XXfNVnxMvZ+stg+PX7cbG93T589P8jy58PhKYiQab47Pp6yl9CPTLNvqhMSeLpuvUwuNt/e3V3bXrdevl0kyd2bN6v1crO5BifJgfjQoLwWqqnYal9lSKCDokmWkA8Z05inEyqpmeYvq+KbsmcYAiJUmWyEmbVBMYEsQsNP9xiWqXHO7OxTrRf9p/phjVno6pyDGycQSpo0lBjkazwzL1H8Q7JKYiGxIHTMb2TsR5fg3PDIPI71YIT/K09LwMKTHm9WoCsuqFL06cDuuT+FMpDkeREXxNyWKGMrLCp245DX1XxI1aDyiFHZgnKDja85mXNwhIPJ/L0vPTu09Es3OjNfDaZvyjauECptB6pfQYisfKdkSDI10HpaLV5QPA+TTyxt2Bw45bsjCUC0ZqbPxoeT5tMqb2XVj2rJmXQtchR+ATdpPu3MLkT6K6YkSNwBTguRx4vtMX1O+VQMLilnF+4x5IGY8GEaNCqTcEX5pAXMCavkiM3eKvyvdJeupJM82JPRhjxWvAkKY5lv6uQxo0lD8mByr6tMreVGU5nJtsK6e2RuLn1aVQawjxDPRObNrVpXaj3zx2ZNvgxUBeWWd5felQ3D+fHXC18u/sxPVR6cyZKHPjIVSDNwUkJT5hpMXq+m3iU0K049Moz98nRAmwKwr7iyaObTpwd5vmh2+6enp8fPHz88v3x+er7/+PGnw/FQ9ynU58ayM3Lb8CJvHQaXm+VtsoryDL6My+UmL4+G0Yd+uFpfj4O53V6t11dxvOjauixaP/SeHj+Mo/H2/d3D54eqzv0gWi4vXNuM4yiKkD8NxhN4aqBfte1Q1/VoWOT7YjrBmOWlbZgX2yROYoiVeljqY3JatjCn7AfnzdtfxYukLEtzPxyOxxbVcEPW510YJMvFdrkI8/LQNlvT9Ek3hKLddq047svy5XzMHSs4nj6XRWcg0AiM1J4c5Jqm6bs+CKO67CycpoHnucPo9H0NEZ01NE2FltRBUITjLtL0YBidY5vrzdvQD9O0pLBUM8tOx+PJtN+RwsltG0i8bDeIl4Zjh58/fR6G7uJys43WoR9EcTL2/el8Gozh5vrrMDgMRrs/7uqyurRvzuejbRsXF18V5W73/Ox4Tt2cPC/a7w9F/imML/b7vWkOb6//tee7bdNdLP5N2TyiOnfyvu8P++dz9RF1nggC59I4Zg/Xsy6O/3OO0WuEUEgQM0ImP1160wcpdIT4EFZ/NrIQYG3gOUvfjyI/QSHeVZG/8bwg8i4s27q9fb/d3vohSLlFlh32B9K5jWWRIaPOGHfPn+JkXRZZVdrL5UVRNE+7P+9elotk9fj0QxxdbLY3T48/LpL3fTd2bdF3AJQtp3cc7+7226fHn8omW61uyebHyNJ8exGaFrIy6XkIN+uroe+Xm0V2wqTMAU4LVVgHb0sjS8+O7VqD4dqDaQYd6j+kbVZVY5p23ZSOg2SzcQQrr8izxWLRYASOtsL3w65HZWlZKNqwp3XtOAIzHE20c6TfBVOFrERB/VOAConjyRKTwBKA91Vl+D4smGQTJ9IRM1zol2QISm6HNp6nqglCn03eyeWEie/YekhUiwxqhqfAQ2SgrAPqYyBPnDMAho6qRqqp5djgrCRoVplwR9VD08LjgcwULeapMTWfukCjJ4Ic9iBYQnUIqbMRDkY2iYILSp1E/RUbwOGMhMuE0/bNOBhscSElGvk7C4mItCFAD4wOLSgNkEyLIBQGwfDtJOKTPOdJBzcMDoX/iof+yGIJ1BY4F+lQ6gekajAXl08HblFMy+47ZJGxmyUfloY1gh9gU/gEPiXSC5Gr2qI6cRxP+TPiYeD6gWxUqdZEk4wmA5pK8cvEx+CQa6DrRi8e+ubQNuPg4Omq6pokXlg6dOWZBdFVEEd5FPSA5g1WklTBsB4MZok0HaQ0eZkQk6CLFXloGrkZo2AtCgDAHzZoFTYg9Spg9jKtiPImEPPI5zmH3KsiGF2ZRZxDGDE3reM5ZPSCIxLTDeKe9TCYwRLhww4TSBfmtEM/VhX6nmQRcIsCNXknToP8mfu+9W0fDwUaP3RlpC5rq6p2LMx6ePbP2X7oKulSkxE/oOF+AAkWqDjwdANnxAD5+DAMeZZbtMbKsnYcO4x8aD6JEglCu+3mVQbcrvV6t7d78nbHl4LjjuP4uImDQVJKAMaYtZCNJxSo9BK93DhJOoJcEaQAFbGA4Q34Oy4Z/OKXobs04ZPGRjfIMaeNg9wysZFTGLqFcBQJ06Dm3wEKO5hNWXL9Cdq2Rd4tZK1EYKkMkcmOUbALIn/2DCoO6M66pm2jJCR1lpGnddu18SKuqxbGMYaFtFyMrAbTcsJwnWd5XlS9Yf3w059s00HQU1cly5VtGNBBGK1puVn68vn+L30/xElySh8/vzh5lsbRehzLfqwGM3g+nnwn/up2c3V9vVqDnnN5cbNM1peXV77vby9vQhi7oTeXJAxyHSUDIeZ7k8EsWay2tEuTjQDXnNQFSlko2Alx0bExMX9YK6+UFFb1D6jypV6XxHOahCobEmpolJ5tEs6NmIbwx+LajoyLvrR3lxgb9iwSwqf0V1weCwY1VduT8eZkyKiBYOYG23A0IdEUkXJ1/c5VLOP6bNDFgxP1TRWjXKEes35OuZtonh5n6alvxAEJE7hB0zTKkrUJUSH7RLLen5RYDIpKDhzX1mrOAmIAz1QUBW4+aGb5lnw8FdQ2MfToLdRrzmA3UWFRV8MXkNV3Ct/uaTthBA8/wUyEOUNQUklZnSvsCPkMihgxITbyCQTaUmJKdavUpWX9hQS7q8852Z/MTEeZEsxLhVjxslrkt+RD0nOs/EPoo5IfMjcDUx33OshdyTuFGjH3elGpdGoeolsWMeXiikQj26x8EyaqphALvi1msLP+ZtaiSz0pQSDSNTGORs2YYA98PUUUN2v0po86tXOc3Mt8GBbUaSr2zPZmAkVV3y6CWA6hFc8BbZfN0gBlmMciUpmZKaotXfrXtrrSzUn9PI0G9PvLGp7dSpMfIV4GagFz+SfkG5QoXH1h6+PrhkVLD6Zju8ulu1h+95vf/Na2zaqosqzY7Z6enx/2+93j86fT6fzp55/TvKAW6+XHTw/DR2hlhsFaROtuzBfJdesvdy9Pnh/lBYxHEGXk2SCjNWFZFYYxfvz5w/3nT8vVqu8tzyvWdzdxGPm+SSJrs217jLMHuGBmWXo8v4TB0vfjMYUU/O3dhQf+BaP7Vo0s1a7u2jTNMO/+v/wf/zvb6ff7Z3jLe1EQLhZLGGbWVZued+vN0nWcKEnqqjifz3leDJ0bxUvXdZs2b9vSs722r5qGzGuG1rESonoGhmHlxb3rmYhEtFFsD6NtjA5aU7Ny3bAfUPtW9clzvc36wrHdpqv2u6euG8JomZ4zPwijJN49fzqnT7bprNa3TV0MQxOF27YvoBWxk74z8qLsx+zy4nIYhiRcbLaLRbIYx/FwOg2DmeXnIi8fnj9n5xcbxLEAxFTHWW/Wmw2iBbL8cD7mQ98+PHxI8zPU6m2X5c+OG33z/l/VdWlYbRwtxt4tm7PrWlWVff/9H6v63A9VM5zrJo+8bd/nRXOirDMi5yG5jh8kfsb0fsqLdcoqVX8z3zCYw2Cziahj+Zerb5aL5JS+JOEdwCXXe95/3ibXeZU7juF7flU27VisV9erxXXVnsfWiqLVp/u/xPESnFjPf9k9AwmL4jd3vxrGznbHKoPhSrRwXWfZNgXIyX5UlWlVp7aFmb0xwpfP8cw4XICNifoF3P5hMPL87Hrh7vmxbdsoSs7n/WIRXlxevX3zhjfkfhiOx9wYYehi23ZRoD32XIR0w9LctxFS4rtFUZ6OL2ES52mTLJbxIiDZDGz327oOo2AchjAKu67Lz0UQBxQhO5KYjazeTYM80u0gAuxTFSAftm1fVjVMx9l+EPWrRdl6I6SxAZzo0AFgqI86XkTihPg7rg2LJHKFNKCXg58K/Tw5AXIIXtc6pI7rQJL2BiR1Ip7BCxzTdKiCH8g9ryGcyXQBB6BGr0sENjg0nqe9kvOp8cNcghOEiN4GCiD0y+KGgnOMHCBdF8HoyGFDQ05GPpxhS6/FPEDXZWNPG6YyfKpxkhfZ2yF6ASg6fsJ1oBvqyGyJ6UwyTSMeKbmn4PUdF4omDrVTs1ESw9BhAB9OICdoKtgqkPMD2KeU5IIUH2wigRRxKRk8GMlEnnK3Ye3bKh95+KBw4zcORg2aKHeVPJLkJFnDAaZHfh4EalFedqtPCEprbb3AC0IXnadpV0XN0dhkVI8P3zWQF7KPJeYLiNOARx4R/cG4g2EG3CxRW3dwuYjBQceMAKlfTQ30BsI+6vc4nZ2C6Q3Pw7OJZoNMEclDH9eQkrJA58MrG73newQVoqtsK6CykjslbDKmcUKX6NAFQf9Clvd6mg8ORDvYLv4tIDnHcn23bxA6MsgXoaqPAmL5sG/bvqlwZXyfAuipwaTeF6gwngdE7dVRElK/h3bWGMYKzQgIlGwmhHg9w6qqwvV8hgI9H0zQ0RgbZE4YRZ73CMZcwe4TD5ZNSw6t7DAYQQjYlkF46kspdRK5guQZQ076pmkEQTB0KJFgBG2aTdma0I2Dg40ZIgwtXS/wkMMxDr7vWUDIiSqMJwoDGLJBgoQGfrRE4GTHWvpaeA/21cRQA/MOPFb8sIgvhEEDCNKrs1MuPe8dokfoH6oSV8U0Bso9B/OWIGg8LMSrR69tmfh7fBA8C8BWcQvqjpzTxuMxq5shSUIyR0F2DvkuoKpou7ou88Np33StZy7P+efn3edhAN2072rHMZ8P35fVixc4bd0cswcDzlguWA6B49j+Itr6gXtxcbVcrYJgebG+2V5stxcXlm1fX9x4yBvG3ktPhIW+G3JI8o8h6yTCadTsf6KlGb+wzmNvWAEzNLikcZiZLb7y/Jglks/F56xVYhtUxDISaYlrM7b0ED/J6dXw+miIdcgG2a5MXEB2+xA5HPcSgoxxGczh5izPI5mRxITyt1LfWnRWLEMU63zacLlaZUdE+uxSxMsbKfwD13LiBWJ4IFASt8f6DzMP2bFTm+ML+1FZc4jijkIXxd9F3kUwE+aNKy3WzFdT6AP64lNPI8AURmewBsaQTnxWFCl0xv9E9UuHjCJmSBvA9EjGxqdkBV4Q/NFmPaIY8GgbKs4JVLeMDV9Yti+Db87MUM0/45BTz6w5nIpgyRjUxI+anDzR+HEoro6jkEEMN+qzEYDqCYVHKtnoWmWnXFiJt0lh2dJ9kWkVb5gTl5KeDWlUdEs69bj0mSdUb64GFOG30trpeKF+WuE0reD3EvdGtYAVSCXdF7ewTCLQMxexS6Evz4JwnmzM5H9zkG3GpqTnSHVrOnSKycAqA4m/wgQWT3627DLNPTzzliUNgugYysJnyg5Rd0RDJuoV1cd4/dev/lE/wq8Uf7OfGNSIQd9Z3SsqFrHcbiWghUnY1BQSJYHNVWl14UHCnJvWHrwUmq7Ii91h90KREfvTw/G4e3rYZUV+Oj+VeeeYPgSAGB6FdVUl0e3N1bvj4XOcrHw3yM7ntDhZ9rhe3sbxpeu72801RtZD5/uJYfRZXnCp8+c//+fL7V2QRJ4Vbi9uYXffDVc3W8scq6IMIh9Du8Gsuv7zpw8wEU1i5/n5gwM75o1l0/gfICaKdWT3de39/c/Lxdax/aoqyC7/Yhj6KI7KovbBQrVcx1yGiWG6dV2Yg3k8nUCD7Icg8ILgOi+Onz//1TSNZbzBhQClKnBc9/Tw2bKDEJ5vBmQ+w7DchsMQBn7Utt3huK/qLC/oi1eNbW2CwC/yUxAs6rp/Ofzku8un588UEXGTpsdhbJEY3pRJlOZFwlWiC4ZO0nZNUVaH/a5tyyI7BUH0zTe/d8Ey6na756ur7eXFrWUcz8fj5dVdslq/7D5/vv+0vbryvKhqXy4v3/tB0I3l6VBuN5dtVzw+fMjL/SJZVTXKkYW/XYAWaxtOe0p3cbjs2nZ3/nEcWkot53yI2dNDmeazJ0q3eXrIZ5lmGHgbWLgZo+8k5+w+KxDXm+bHuj2ZlmsZTt2cx7G/WL17PPwldK5if9M2zfc//fs3d791fe90frm6elvlZd91WQOlflu3ll0cDh8322vHCt5/exOG6yD0jN5s22o0jexcFGVhmdbxCCKQbYeEsvuuG/lu6DjQFVVVU5bnummfnl+GoYnjNaR3jjf0/jgEnz49+X4IyMUZnp8ekmRrmW7TGk1tVGV5cekd9vv15oJcGJozWnrP80PTcOHOTwSTMq8Gs0VwxRI+AW6IDsx1/R6UKoQqktIFvoF93xJEBSigaVq4gNtm21lVlVPyNZqvrgXPkOS58OkcGjSf4zBEceh4DmjNaDbwqA4dYJPRGIMAyeKcBF0jiKIOIt827bZD0YxYPBiENF7ocXI96a/avnW6vvNpqkI2mABXLbj6EoRHjFCey9K8gzN50A8IlogNxeFpJoEiAwitAHyEH9Ei+xg8TBDbDKtrGirMyHmM43ANMnODisr0CE5hPbvl2OS6SQ0SSkbANmCOWxZqfDQn1E4YiPvTcQK4AnSKi7M/nYEIQkDj6HQ9RVBAEIWpF35RTRMBQ1l2D8InCniKLwN26Uc+b92u47UIDof/O+b09N3RsgL74sQelCPUZaNsQ98rWXrYSQGZUl8gxxgdRvYoxjO8xbsBGIBdC4dGNKWebTZDD59bWi/o4QeIDIeR8hHh3co8NFBCm9r1fN9CPEZvIDwDflEGeLCM77EWlCfm5BSKvoKNOKqiaRorSWzPt0fDBh2NKIAq8gG3qRs6jhQnVRosZh0XJwZwVFU8U4ojzGDQtJBojb4dewAgj576f4fMLPE1LaSco9VhSzfoQilRw4UrLPHFO0R5j6MZLyPSIbITj9G2hEVT8qL4yZlWgVQf3EPHtmk0ABzboNC8YTAREUvRl21bOUEEUxZkzTnk9YmrP8D7x+cRPzBhTiN0bdNDd+qCHNtZPhqhrhn6HngVwmXI7wVkyLL1Q9y1jvT0YJZSCnnXNGCb0lnvBj6nbHRjR5geBJAEGuOC05LGNtp1QGLbhgYTWFqQKTKAL54UZM9K9xIiRoNEd20N/SoBe2jpCUXEq7EPjgHyC2Y9AJVo/RQ5MpfwlJJdCdiOw4iRlm1lRVFVbVWPbZ17vl/XZdPC28l1I4Sr14glty3r8+c/1lUdRaFheYbRPD89t119Sj+fjg95UV5sb4sifTr/7NtLyxySRegjfaZ4c3Pnus7bd+/DKF7G26vLm/V6HS9WjutG0cIlNiYJJ5FSqgInRG1HoS8tVXv81IwjOQqRPh93kvB5xX5T2NLcCGESmDEgRWYoKsf5lSMjE7pm6iBBAlQvxzgBGRTSPqzZcTovQQmi5mgS9n/G7izQKGBjNhOLTWWr6oiYbjrF1VBrLX0gT23k56k5IcK0MHS0gFClgavifroyCs3ShE/Vrc0KXqUEAwl2Ur/x4a+LZgWzMEdAVZbyERh8Y2oZl/vSSqp2Wqpwpiq/ykWgxhMzQdWpKrEf49I0/qHulD89Nd5T0ysvzwED8gY6CZDZgCyDxGyO7aNZ9oyOjSBagN3socYfnj4i9fNs3TSr6bXDhzb9l2ZFUmS4h6F8QtoNWU4plsMCUsnHnrRkur9lUZxahmKzpBoh1SHPOkP5DFrirjVxCjhVnZwK5FUDI+MVZVQE8CyLnBohNgjWTwZDXrwm1OyPQ+31itaIn05QEBUej02UKnVKneWf4sJDM1xnT4eIlRlemyVPqHnH1D4J1qb8NflFxNNVE4Z4r1QBfVLacn7mBH9TlUNrD+MYKX4HciAS1FHPHV6pnKZuXvpbipSYtJpCLZCCSHSw0s4p77Qv5lAGWeKzFl6rPeWEmAS0ao4xnwvw/cW/5GBd1IQthRzTjoBz3bBdd7lab7ab3/z6t6ZhEdzXNzX0Aefz8XTY7w/7x+ePp8P+86fPp+xcVufj+d7z40/P/9i3mW2skYYQRrvTXz/v/rhZ3ubZUxxv/MCp2t3Qxg9Pn1zXTxZr23Grrniz/q7K62WyvLzc0hIYq7I2TLdpxrJAZnzTjKEXh6Hv+57z5s1vFovIMOy6aXe7x7quHLts6jbPDyOqAbes88fnD3WdW2aY5mfPDZK6q8q2ro9ssj8MzfYyCcMgPxW27aRZiphVM8iLbjS8MExsOzBx4nue55zT56oxTNOrm9Y0xxJthlcWkEquV1vPdzAn9peBX5R1fk4PRZEn8YoTybze3G7fFmUQeEvH9Z8fH/76/d+XdRWE4dgbaXY+OqNptEWVLaJr1w+PxxeTCEGH9GPdtFHoOIP7D3/4n+rmFIfri+27v/41z8pjnpXWaFbd4XD+2PWWZy2q8SkrzkPX3l59m5fHuoIjBnmzm2WVNsbuUFgU6Idy/VjZthk0PRLY96msTdsIXctbrq+CIN4ub33Pv7q+2mwu4mhT1VlRpI/392lRn7L7qsrScwoTFGCDCAkkFWzUDRU5f54dczXCNNKuu2eQ7voktJfwCDSGl/Snuukubla+H1qWs1pe3d5+8+HjX775+rfDYDwPn47HZ9e3T/nBd2LPNI/p3nSc9+9/m56zshhX6/h8OgAiq8ssTYuicmw7y09dn7R92ndIbM9vqiiKmjbrYSdaJ+uwrjsaCDR52iJ0yzUce/HnP/7RtNvV8tZ1o7Y72Zb39LQ3jM6yYsMc2rY8HcHM9FzPss2uKy+v16ZpF7nXAEaoy+w8gkpXwXIC4LXn+RiTUw61HcVh3XSR5x73mRXClJwcLjzTMPO88D23swHUlEVtWE5TN55rQAqKxgYAR1VVYRj0fdP1gAVG08zONXhZtmW5qOsakCTBUsPh4pKQXyC9Lk9bXFviefdt03XW0PaxCVCuLCsa9rRwUkFwRgdOpmOVRd+1sD6yIfJDBBal8oKKGUQ+OHCj2fWd0fQuoC34wvf9kOcFQxFSYeEEhTbLGswwQhsDsAe/BkCj5wB3tTmjjUE7hrOHj2SjQ/2K/D1xGMfj0/Wjg/naMFjoiAjbRBdILCy2fMdO2Pa91WsiEHZPIntj67Stnk0CSQQI4Rafd1w9Uj/AuhlpNihbAqARTA8Nw/asDhFqjdWbQeCzKItslE3ERbiO6xGvDHVIB1zFhnyUs9opIcBo2jawoV8GtoYKX/N8UL1DHzGMNkcaUtGDRoXowSYKepLl0EXqRrhsFWXTtL2BNEjfNs0OfEaVvoWrbSKvhTX2Quh1WhcbNzSibLmO7ZUaV8ySfbpWPTlogIEMVRhnH1C5Q9as3TgifY58U22aR8BhhREF07QxFAMTFQI8z8e7913foEHqKU+Oj1eU8JQ7YtZYdSKC6hrg1wAVHbTBlJ/BGd9IbPMcSByhAPPMquR/hexTOB8RPMWuobDKMca+hTM0rXrHtvDE4ctQG8/etnXb2YPVdmNkmm2Dg7ypAICaFgLioJ/szabJqR92oigBamwZcRxUdYMGI7DSU1FWFWSJMBTC2hnGdhwwpHA9KztXZYmkVHTm9EasuyQYCrAe2k2u+zlWgQodXGP4PBvV0MDuCcpb9BIkFoaGk0sMwj7JGQhBmvi7nqi8eVFZFpJFHQd7C2n5mHJM9GnywiG9JIiFlmE2dQv01TLrioD8qnEsd7lM2q47nQ7DMNR1yzZIZV00Vfd82LmeFwZhVWZNU4xji1DRrj6cd1VdeeD2bBaJP5iHN+8uXdvcbC8229+73v/ycnMXBP5ytUqSRRBEcbwgNSCsOynEBf0bo14MRbC8DTsYWPUCLrGLleKLEc1UeJmcIcZsE2r92WiE/5KqMcZ5VRaC6HCUogjxXKpaZa9UTePUPDqp1QQCoV5dlU8gs0p5OvFfWAJH4ypFzuLtScA2mSuJDYmI5VR8+TwlT8eUibsILRNBBZm6xQHf3ENwFoI8ZapCJTcgZSqhylnFBpxhR0KDZINGcmudNZ8g7ui6X9hkUg0TnkMTJdH3YlXzK3KXSG0Pd9ozmpzEn7MIeHzVg/LnZb49gagTVVWGY4yoqD5G8DoFuNLn52pXOh96Telk1J1QTaMU+gKS8I1kmzJmVSqu4KScwn4+M61hbTwONnAnxXxYPg9jjVyKE09fyJ90PlI37kC8wQcf8z6Uqw2vHwKBWfGleIK8amVcQXsc2ziyJz6vRoVIc+AKIXtMoVSRgHJ4KQnrZKAiokbd0U2AOU1sFRA6DxhX5EIZ/k+aNI3NCrorEwQBrIVAqtorvl8sEOELQgp2hfqqFpS7WZmiklGzauvnKQ6iaNVBiPIBuUMiN25WS8rfzwIbBC3nZ5/ThmWiQWAusUII46QfVtY+jLvixwkKFo2fYKqqfyWNOuG9aiQgjz/dNVBL4BqJkY16TaoB1CRADWRG6eUVz2CGLf8SWpQ2UjQCHFsvOyrGfPy40faD+oMQe60P5AXJ5IDRsZDBPY7D5fbS/g4kBba2a9s2L/LT6XA6n80hfHz+8Jfv/+enx2NaZHV5OqentHpMq0/Gk7sMr7u+wRFtLxAN13XXF9/Y7pDlu7/++b8Evjfap1N6abstiHWd77rB6Awo9bNis928f/erIHD9wDf/6//z/3O9WYZBVFb1588fzufUdULHCfJsb1g9vARsr6yyojyzq9s4mK6zMhFIj0MrioMojO7efN33xum0syz3fMrz4oj8umYMQMTqwjBKFqvn5w9NXblu1DRF3XTGmMDHA0UO7sFyFb65+7rMi7I+u/bi6fnjOc/7znCssW5SNLhecnFxcX171fdtmXd1U1VV/nD/0/64S9NT11amZV9dvIP/R/4c+pvV5mocxg8//yXNH9quWC/frtfb++e/Pjz95Nn+aDZhtPZcq2vGOLz89PT3gRcvk6vD+QUh6XDsZEQun0UdfPHHdK0Y7tmhnywWgb/aLu6iKLh7+y6K4ovNmygKNhcXvocQBLRGng/gRZ0BbKid5ee6qtI0zfLyeNodT09Zmj49PWX56ZR9btv2dDy07dj25YBukHWDJjl2tuwTYxqBbbnj2Ad+4gfR0KNAXESXUPMPVtOlZNzno85os9C+9XwvcJdBENZtVjUpkYIWx3T3zbvfZ9Xz+XS63Lw5nk/b7fVqcWGMfRwvOEcONXhjdH0eBnGWF+vNRVGkdV29ffsujjeGMfi+s1iuHMc9HY9F0di2fT4dD4enAaLQ4PbmqyRZ+qEfRl6EzgdyvLKqu248HdOyPKbnfLXekCOI50LPue7aLln4ngdNIKrotqIqzeUkURgA0vBfGccDD7Fso6o68Jcc63zGvTMtOwxd30MB3baDZYI0iXKzrgBTm3ZV5V03bLarIPAGrG1ygxyMqq6LsmqbOlmsTLhoNCWTM93OhZON09QlBIl1HcbJcrUCkl52o9E3TWUjkiVZrSNQ8Fq4tNdVUxWN66N5syyrrBuL+UiW5XuuH7lFVrddE0WIQqGICIiLOnR49WKJ9UOFjl1XwGHqCgYUHoLIkBSB/AnJmjDBvjNNECbJHpPZfRIOSy/rUIQ0vOPHoa27htYhQv/wY31TAR7Bm0toITw9u4Z6FvgpSoIWpQtagoMNRteCBEjiKMNzoXvkg4T8No0w8nmTbeuWkrtbA7xKSNGGHk6tjuv6vks6N892zCKv8zwbR8v3QselCpKqe/JEMaI4MMaxLrssrzzXdTyn7zjDbWjq2nasMAgo7BtuCmVZIbWsqai79rTmkURKXVkUqJ/jkOvVtoNbLB9+hIhQFI1jBUgtQY5kVbVl0XQNBkDDyLxWPMxAPgFnOV3TZmnRD6YXuHEUMNuKgTvTMjHWadpkmfiBQGGYdlQNcQI93KsBKuW26XzfDUKfrXEMit5uGvAVKcwNyM3YY07huvAyIbdMyrIDDRPSONuiBAvDatva8z1CdYwoCn2scJxAsKJFln1NtQGxmPCXdeD7fuCR4SoO4JZ0nn3bnLN8uVhSaWi4vt3UaPIQg4mW3zoezlVdw38Z/pGj63nIFXDtpqm6rvd9dxEnjo/1zMhkT+dcVZbjaKbpGYasDpFd6ZLEUKmHTCf2A3fEwLKybBeEVaoaRO1CXRclo9DLdnDm5Jw9+guedMJDxrGtMIINNUxiqT924UDNHTig6RpG2LhceV7iRRAeOThgixtBFPhgBID0W5Y18G/La0rYWdMoBysdHk+d8bz7iK3J7PKs2L08tlWz2Wz3x/uiPhb1c9cZjhm33SmK7cViGboX8Lxxxrvbr8PEN4zu6uptGESr9XqxjC3DSuLERLfpceKFbdDFIZoWp4mAEw4+gpa4aEma/m8e2Ov6HP2DMAK5dlf9g7YREjEP9WyksCVRqDJZ1EYR/MOKJ6mrYWmudM2tZ/YcH0LVsOTgqdCUGWCoNW9UPZIK7hXdTuheGsrRX1LIkHMKmWbEzfPBxfOTqmHJQGMLTTGYJHG1AiEnOusc89HAkZa3Td76E6io1WnioDjDBqSf5LvAdaMC7CbjCvaz0uUsE0GpBZLYIemwVCWtgB1taDFdeQVRIhxCNZ/gm8gXoSOBXpaLWh02AncxAp34t7ScTPXtaFCJLamQWe1XSYwVJpMrD1L24FJkYI2YCS2YWxy2zdD59bJ8pPtkWocS7ilBmZLkKV2W1OuKS6kothrZl6un4TtpdfSKfb10OZwTNktfotaCb3FY6uS8wFl8up+HKScNGr5IIpBrzK/GMCEdNlOs3KyF04RPfiRVe9MhC5Ws5pjxy/d0tgNMTEjdkKunTJaZ9klS/Q8bIE1hg+yupHB4btEUuCxwpMDI+hlnjqs0q6z5JniNBwA0gBLbtrntJ1/WiYGpul19m1XchQxl+HmdbXXyC/q1uOYhHQSNqCY54qvafVQoOjsDvPYcmnkUqU+qpy2zwHodsjXhrgp9VZ9nhnzqGZFGWfllycdHqLzavLRDGd/k+em4P5yP593+PivSTx8/wAIze6mr+ng8Ni1qbMsI02ZvGkFkB2EUXmy+Kat8HLrt9qbvx/un77u2WCze+36yjC8utjdRvHFg6Bx62bk8pS+uF643Xl21KFvdsGnKYXCP2d7347ub7/aH5zTbQ7M01L7rdN3oeP4whKPh7A/P6802jpdlnVMYtHdKd2WRX168CSMwXYxxSJLNqX96un+0HDtKwk8f/1xkBcQYpOSJk0VdmmVROa7d9y95fj4c90V1MGCiGBmjfagP++MPj88Xjh1eX73phq6uizxPf/jhv7RtfbG5tszu4/0fby+//dW3/wa1iG0WWTEYpeeGcbTIipf75z/1Q5tEC2v0bcuBlMK0jtUuK55G0yibU3OsuqGifq/RD5trJ67tB2GwXC59f7lZ3jmOdXv7ZrFMri/fh2EcJeEiWduOk0QRGTmCEYVoBmS4g1HHs0JarRwLgj8ADoxxtdraW+sWDpOcywxcpe068ogrmqY/HF7aut+fno7py+PDQ3Y6l1V+yD61TXs+HshMs+yGfBzHvCpy5AXiT1F/ov+micjoGUYdGYtFeOfZiWGNADBN6FEcc1HUL0jK6ut/+v5/RBaWt/zzz//+ZvPrm8t3rht89+tf+55fluViuXx8emjrPs9P+5eHw+FTXj6labpaXA6jeTy8XN/c1WUZxZ1lWFVRe77z4aePXVu1XXk+nYbVxafh43p9td2u09Qa+nroLd9HwENRlFVdZdkhSdY//fj91fVdGMTBYtnUABraxm4743RIz2leFqc4WdV1G+PGDav1Ej2ea3kBakZYCPZjnlWua7Vdl2VVXTe2a3qe4Qcxqm4ahzdNX6PPhF+taViAmi1nHLqqak7HnWW6YbRwPTc7n20X3MWq6Lo2WywjsN4tVPl9X/ad6YN06hclmGxd11RlSRb2Rte3pt1FcQLSLHYs2wusw75GjQiYiWwAwX/zTGMIfD9Ly9Op8Bt8unEwYXQE14q+BYY8VlXjByhOXc/umrGpAdd0Qzv0rWnA7QagRA1LDBIQ1nXVRTFMf7GVcEC3IdsfejcLpbFNDTwWJAYIzAnEdk+AHyptazDqBj4FIFvablNUbFJCJTIFqsKOHlGhXdPhG9Is1nXB+4WEElpEYkypHQ+gJEC2WlKPjA7jTuyqSIXjsS+167iPowFBne+FzHptm97xKJkNr1PTRKls0f93nucPhgGcysG0jX1fO2Iwez6Yt27kBoY3lnVd9U1rOWCk+03TAD0l6xTfDxwLPT8Ff2PLqJrGdhF5b4xmXZfoLaKw7WD/CkMeuJ4g4QAvAhVEgGknwJwmiAKiz5nob6mKQi839Iwedx1UYI7rmfByBruUx8Gs/hjHETnaHm40FyVkIeIRi4zzMFCfEyseRQj61QazDLFMGMeiqPGlTLT3hAEbtuOA3ep6YK4CYXBB/icDIRkHg7eIy1Y3tWt7yMNrh84efWIqucQXNau6aRoovCMjzc+ObXeN4XWe7Tpt1Tre2KZoxC3H7cEeaUhuOtLF6dAE4kWgWa/qxlHpwFKYwzYWMl2bGMUt4hicrq1t266rzjRrz8GVDAKvpRwRLj3bFu47ZQXiNDIYhzFOYqKBIW+jHygN0uKes8+zrG1rwwwsy2rarGlaTBidsmtaB6ICbzTs87mowOw1B6NyHb8HFdwfhuF8SqPIixfJcX9GoO1QH46Pp1OK1tSCKLoomvuHT1WdhkHUj61jeWV+6LsCYYN2PZrdMr5KVoaHJu5utf5f0PTvNgjdxWIRRq7rYA7ICSgsWKXrQO6v3H3R00jMAqyRdmTqr3aEF/xBC8ngNCNoyBdqHKwphE+Qakv7/nGnoHiP2vmAnzImLTFYN7dxfGW2odE8zTLUoBPfL12wMpTGIZMYc6keS3cRXDKS06wgbDOnfvF8otKfyWjyOaj4E4dB7d6gjXAROqooiIw7qX/Fri2qTmQgCjkusAOexQnoGANhIjCYgEObCzVx2J5Yf1ygcs3H4XZitqEcLGhsp/mxumCdwvR0y0ofidDNV/ojuadsFKSK1Pl/TqXtLH2B7aiVjwA1YFSOW2RYIeaQ4g8iRFJspK9z0Saa33RnqQPDrkvLWK2laSjANllq7CUXgUOMVFWtm1jVNry2hNHNH0NtRAoVyZ6E17HR07QspXdSjdWrF5yR/YhNyARDznqlwl0nwpPMWyxS50CuYEO0a5MjtMDd+h1miJpY5sAHkaYJuqWZniJRPE4xenL7VFOhxxrEcxHSqYavKUtWDXSEQwmnWdWfSI/NH15Qek2TFDEee5/i4ZyNJnhDmH8GBsomXxbmVWp3ICWp1TzYmUmqvsETOKlNZaY7op4SoWjy2tcdPU2gYMA2kxkry2XFi9XNGP4eggJF0J19L/2NxhkNgf7M063nH2wSf84mUBL/qA1aWY4x42C/fmTVi/CgyEL+luw/smgxFifUneYMfKlc23ICfxG9vb1+y96ExMkC9ynLTk3dnE7H0/n8+Pxzes53z0+7wy4vns+nw/3z/9zQ0fF0+Ie27ywzXIZXRfVY1vnh8PB8+JPnxub/9n/9f3NdBC3AuPLwUBVNEKyyLGdhxma18Xwjze49L/C91ePj56o91iVsNpqqNW0jjt7EsRUtjCS+6kkjQOir+fj0YRyHwFvYjp3ES8cx/RCy1+enlxKVftUPze5p93T4iQnHhmlG0arpih6cKKPpDlUxgthjOG6AkKNzdjqVT6MxXq/fLheXx/S560/mGFdl344HE+SjdjTc2L3xfbvp93SDoeoaUejW3ZArMxW+ee48TcE0As8KF6vlxeWl47hX62/DwL+8uVksk1V8tUhWcRwtl0vXDZJFJPwN2tdpIihC3xF+gHIM0H0irfaM3C+ehPxc82+gOGYePzAcHp6yfooHZuRwJWGW7E/QNE1Zlw1alENV1Of8mTx/0ufHx7ppng4/I1Mxz/YvO+ARxkl9RXQgphHalu3Z6+VqDc5PZ3V9YwxWWj8NxuBh1t4WdbVJ3g9jGfjrd2+/NYfQc0PDbq1hU5SHh+e/GIbXD6f9YRcGF5ZpXW3e3919Z5l213Uvp0fPc6mpGLqmqbtTGKwsI3CdaHt1WRXlarVJkkWRZ9e3t23dZdm5bavd7n61Xh8Oe8Q9JRdv3n61XIC5dHERdgAEjDQtDvuT41ofP/x1MLqri7s4XplWt4bP0BhCKmZ0UBXaRVkP4/iyO4OkCjvW+u3d3dB38FDpe88P66o2LCsvCtey8yxfrjfwXKqKui7DwHXd0PFc33PP53PbGC4SQ9wszWE2WJyubq5WywXbSIeJX1fd8Zj35B1alk3Xml5oE/LWhn4EqwzPbhHvWY1wqQWuAvwMMfFWWea25caxQxgg/HaXy6QqKqSAsdALWrtqRFu4WK0iP0ACRJYVlmmf0/M4tHG8IS0ik23IQdG0srR0XQD/1OLC8YKiCMwapTvCW+IojmKPEhr6tu7Jeh4xgwA3KNmbtYUIG2xay4YTKfsjR0lAnwobawuCK6iwi9WCMr6xmquqLfLaBIEboiA+eHri56DmrpuyqFkD7fq27/s0GeXjnzz34VNqBqHfIHQUHV2WpeM4BkHk+n5T1ujAYTYDM36IwPo28H3b8Ye+9TxcVYpeGGG0g7wyB8Y5tg2LFNhmgCzdtgB8KHigxYC/H4ARYpG0dV23LYxVKLTA8F0fkKPjNG2HoAqSBcKGhGXqhtU2SMqGjb/r1nU1Dm20WFJiouGjS0FTl6cFefO4bdehE6AuBZZA5FRrjEYQhRy9QGwq5Or0rVG3le95hOVhJkLzL0B/DUI+aE5BVh+2afpwD0Kx4sK3GS47GNVhwVVhFNcN0DTPcymBAKe658Jtn9AhOwhhNUTkXFHI2o7V1n2cBEHotWXth5Sr4JgFXJFw34+HU9OUMHpB9EKw2VwgF6jp4ghk7boGz7knmmWZ11WVm5bnB9bQQXbLvE0azFhh4I2mVRZlUWSW5TdNdT6/nNO94zi+528vbh0H87UosJcrCHobJLN2ru8O45iey7wobNutq3IchxiDlZB6WEAZjmO7FKFh2dbplNHQB/6c4zgA7G3bIMCcZRg7xJ5Gnu1E6Tn7fP+Im9+VtuXEUVSUaVmWh+NL31deAJi0a1LcZyvq8TGiaBFbthkFYeBjCd3evYkiz7bsy+tbyzbCwF+v1pZjBV4URBKerifEBMUTigJvIQYJQbpjLp85gic8qwWoFCAscWb0ReYl8Aljs5lZKa5IZqpfkraNZthi8yj6H1X7qMpGk7uEzKV0L+OXIijhieEFqOESUxaOiESkJHWwuivjKpy5WIyZE8DO7ikCQOm2SkAc+mf1psoMQ4YjhEVwmc/+p1PqKRkWCRuTe2MBIyWeG1a6mFuJdligA/wS9ZkUFNH3FHUzdRq6B1PcWCFYMotYOwSqTk9zwBA0KiEQGoyk2z1ZQ0sJgM8jzhBTuclGIExGVb0BqRA1B29mPjFXAzLzUE4EVYYy3AHzW2ZBgy4CnTZdeTVjYniJWzTi+euYvgndFW4hdwscA8Dei+JTJQo5yU5gfS9fQPqfCu+VjBZ6Z8hrGckhBYF0d8y6JAsr7H6mVqOKn45wC9l1g5MMlGBvWnvs4iO+lxppoZ/kvm7uJ6RmHFS+kwmnNhFRajHcI90CTQiYFokBe+eKT3fLbHAyDUTIaXZykQG6xHMEFXRAHGkKHJvlYWivFLbxxNsxkAkJGY8OqahVrZe6GgKZakMXvVxJ20+qS6x22NsoZqPuvrjxVzyCCV2lzko1RWK5o2FN6pNnKSa61RFckSZZYuJNPaQShQpIOx8N0FPOlq4mZpzMbyA6NyBreVlhnrM1q76PuIdK4qnIr9I3YjOU9UyDVKXyVYMzPSF63QEzcfSLhpCLgdnVZk+yL36VnnAibXM3Pv29NKWSukz4kgx6UD4xQVg6BY5eoi+G70yZnPwQkdKjJx5TWRan4/F8TvfHp3N6eLq/P6fnl+Nz34wfP36qq642jqNxMIzIGQanqtLDsV8t3/t+0LZNnmd5mWfZIfCTOI6gDOnM3hzP5a6q8n4w9/tdej5E8Woc7c3GadqqPdpldsKmyoT1sa2q/On5Y9f2SbxZr64vtttk9Sb0o8Xq6ucffzq8fO94xmi2EGI1zdXt123dP778tFxubu7el/U5L+3IcYIg+enh79PjR2scPXvrmhvDQHltICXPGTqvrs8d1FIcXgerw7z9lLf8P7/4Y3puaKKeW7qOmyRxslg6jn+x+sr3/Nu7t9v11fbi4u7NW9e1oyjB6IUPCGbpqiOHh6D0DCrBJnH9iZyMI0QRGmS35reWjRUcHQrXpo7R5rklVC4Ws/d5RxEeDrnOSwCo+Nfi/9uWlUSJERlXV5e87omzDYONjiRhbdudT8f7zx/TNPv4+a913ZxzIJlDb+wPLxTzle2On8mWvZnH/dWdUEcP2T8ZhnHKf3rc/yfDiPibLIN3ef2I2HAkENa++Q75Fm7SD+Off/jP7+6+DYIoS/cX2+vz+aVtiygIPz786Wr1q7R4vrn67vbu2k2W1zc3y+UiCN/3XVc3ve2N+13jOMEpfa6qJooWdVOd0xThwtjtF6Zlp+fz0FlREqan02p9+enTD0/9s+tkbZtfXN70/ZAsIhhUDv1qvWxhUm8gOxmtkx16YXrOoihoW8T3cfHat53veXVVl2XRtKVlu5vtKlleB5RYHSdwCgUv9NS0SIGu6jp7ftq/++q9ZXlpmrV1xUxdBtkKSJcq2w5820nPaRyPfuCXVXM6nV0P1KwsPceLNf/80JdBGFiOV+RFGIaG4YcRmhPqQPq+c/Ky8F2/H6i5spy+a9u2PadFUDsAyhAeCv0RujQK5UMeOWXc277jI77CdF0UMXXTuCYMPNqmN31668EkvxgJWsCFosB4ptu1DW4rpuNtF8de2xp1gRkEDGGYe0MYmiiX6mYk10rotOCgClodTnbAYxbbVQLgInyyqRs4HjuWH3hUdY2+56P0Ibk/gkfwOkNbt67rUnQHGIwIKLdd6s0MMHqryu0pS9AYMAVCgArUfLbpti1MOpwI225ZlsMYObZTl2iAWXjWoA2CjYqNzhP++E3ToEy3nShERxmNYVk0ZVG0bd23YJx2VufQzM22kDdutJ2HAPf+DOGoHcfRAE1vGwRW14P6u1gmnMcAj00XTWNX4lRFAmTf1SW0y3hZYmtYo0HDI+zWddXUVWN6Dtm0mD2RdmC42vYGhjswvOXi0vM8ylQgIm7bOpbp+raYAsDglWxMLcturaqqsyxvmxqzHUppxBpqW9u0/NC3PAtE3QZsRAtxEaBGs28bC6+yNAdlfbBw8VujzCuDovAwebTHqt4XeTaaGUZjtmmSpyitAXKdJbps51i9F/T9mJ5PLsi0puMFTduXp3Qc+/VmM45Wes76sQp8rE8E2ff2crvl5eo45ulwbmK3aaGdO5/2ZdUsl5u6zOq2dhyfn/HLy0tQdk+pYZkuSB1N3zdVnbZ1f86e9vtD05iOEcMklbZwx3aGcWjaLM/TLNvVdRsGG8sysuzcoOPPi/oUBSvPx9fxQtOLPKT1XL51nK3nB7eXd6v1ar3aXN3d2o7j+x5ORorxpW18UrOwxQg2eRgjsbRONSJMpuK6XrhqGh3CVm6bDitXsf8TkXtEjCFn9nBmFOSpJCFXIhvhZGLEr4GRWcvENQnqJH5fYdOpn9T8T2U3L3CH6ta4ZJFUWEHplf5MUxMnE3aS7vBr0niCz0E2QBdeKr+AYpcxECEvzvoW3YRMI3aRZnFSORmL0hYjPClxJpw6oNckLva1pwoSf2BzxYZQsCciVZiI33CII7hy7slJjlYSSMB4mLJcEX3j3OuP5m48nFW5cqI7wO+yjafq1qavqTSDHHpGFjv0H3C1YAcmSGSpUaFYO+X1ouwqRNdFt48zYyROQ5AWgWDYB4U0j9pFQ8GM0tJQW47HhCzEyAZsFovHqLNSm3E3SfWHir7gz8G9oQjt1GfQdwSuQoI7gY4t4wBNA6VRAqXhcB69GL+w76SO2ZAbSvger2csNn4SBbtmbaRuaanKkgjryfCGH0Ft7Mkur9w7kLpSmLrqi2uaKLlcilkP1/084tSpIqyG1axmurM6v4UsbnjcA1k9IUw03+GcD2EdzxV9Gj0TD1UOoyC/N8V01nCWxopldqOEbHjKFJ+T0kt5dK3QbE3VNkndRw0Z+TnpjET1MwJK04VmmRrb7LCxhbqbc3xM4D7mZDLar+FH9ZBqpaQCB+kZF5tduo7Y4Ay2YZMlN6Muk2mtbDXEbKKunjFMXv5sMz7qiA563AVimRpdlQavGApqS5HdemJjyr/i2y0DMoXk8WyILiZKI5TUlEgp+R581M4sYYm5DSqwOJEqK2JChGRUoiSsSJ2l8RCY1dYIX3a8neO4q9Vms7mc5lB089LsnKXppw8/Hw6Hn37+Ps+zY/rZ/N/9b/7b0ajiKPL8yPXMsmh3z8fj6cn3/BqBDvVieR0lwSJee553OHwcDbMq6/R02h9f8vKYLJO2TSl3Ogn8NUnW893zY1GfAy8Am6pvoji+WN+h6HStMFid031T1Z6z7LrqnL0YVgf2atcuoqvVZrVe3dR12Xftjz//Q1Huq+4AQb/lD9DYe+PYJ/7StB0wpFpkJIAnJnkyvWW6hmn5dug5QRCGVzdvHNfarm6Xi00chTe3b2zbWS5uQj9cLAF42KbpBeDZkICfRFzkj8f7OMuYZXz15UGiaM10T4iugOXI+AbvSGo4otY3a9w5XZrGinq6oGchevGL05F47IK0o+eIkyuu3nrVA0PxoPRA8TwAjyK5dDRthXwL43g8NHWXZ8dz8WwYztPDQ54VZZk+7X+mQf7hdHwZ4GRz7vuClnD3zzbPhuGbRmwY5jdv/jYOVlVd/83f/O395w9Zeq7qIiufA3/R1S0i3syy65r1ajt05sX2vR/Z5mDeXn/1+dPHMEjixeKYPn/4+I9ji1hhw3Q226vDcXd1cRtHq6osbceo25yqGs/ox2P64LpBFC1sy/vVb3+HSHnb8IOgb800S13PP+z3aXYaxrou6zfvvrJNO0qWcCS3jMUq5qYCNXGaHY8n1/Xz/NT2pdHbV9c3kNRFYduWxBKNztn5+enzzd0dgLoGj9licVFXZ8vtPDchw31Uz6fT0TK8KImHoX96+Jgg4gQuC2WZJ3EUhGHbDYC/EOjcFAV8SlHhGk4Yx5vtoutaG/0eLmvX98fD2TCs5XpZFkWNtAm36xoEUXsO4FPHrUHjxOwNRms4V/qyLIIwBk4duFGEoQZhPfA2qWrIpTiOYgBB2hvHLgx8x7XrBuF7w4A07b7tbIRtWjBKNIwgADAC1CV0G4gG8VzUZQ3/FHSVODr6dnBh0I/YE4qo6quqK4qKyZlkedoI5gbLRLS1fd+XgIwwK62r2vdDx3Hg2TjCxqZvez904N6E5n2oG2Y/Gn7o9aNVlyXUz4EL8R7opnbfj1kKtl7XNZblBGFcw+/RbWsEipqj6YeuB4dKp+3aqgTXAWBU1Q5IE2gdxwiD2PcR82E6VlO1eVYaplGUmesGroN4Og8kXqQpIuXPhHNsN0LsB10rxd+R+SGEoJEfkc7Q9cExRoRd23RlCUNXzhZu4H9joMGMoE3FDWHT1W6oyvZ8zpjeE0ZRVdZ4aMlrkRRJUnbQYQ0sFCRVpMLXgRfZjhUESClAn489FG+UprAPQpPjekAUuzbwwyiKghB8V4AduINdXXYDzVEPh11ZVIvFGgC4YcDP1rWRgQB7kr6qytFESGNVNVWVuh78HpNktd1u8xyBNK5trTexOPUZY9uMZVW2TXs6n0Z6DuN4FYZBXVem6XguJI4s0HddL0vzrMwO+50xjlWV5lkxjEYcLkHudayL7dsgiF72Hw3DuLx6c4DP2Qv11bbnxcvlhmxWYSTm+Vbb1c9PnxG90Jen7HOWtofjC0XwgUjcNIUx+pEfdziMkuVqGXjBMllsLzbG0Huhd3V9ZbvmcrFZLTeOY0UR1gYEkEnCOz1XkzhHYS4sEg4u/jSSo9shXVgop2+ef2s2I9e+kx89g0YzoZHijUjlyqIgXTdLl8UgEv9hH1IES1hgGlNTNJ0vWhalApo1j2tCBWUUPeUoiMBvXpkxgEMWsiwOJLYlWfsy9iVf6/hAAAEAAElEQVTdKUuHgbrDmwlOlRYnPdIHEOhy4jEqFhbHW3Nt+gVfkSse1HJzop0W1/HPipsCviZjP7pEU7lkklkqgJLKm5ECTrNY+Wvq0hBeA3zN6cLyeF5XASzYo5wDjGAE3+mp9JOvTJoOrteVO5QUlEI+VF9HO0pSkwmzLHzUKc0eOzC5U1BaAw/5wSeidp2QMKoRqXPD7Ih6xwmv49bR4n/gP1jVGt6ZZ2TPucEy2JZ+g+iLmvjK64fhIOpvtfZMSI+ciUKjAKqJSF4g9o8WjI21iZCYtAxQ0FH1hTJpJuqjb6r0TuwWi45R0Yt5p9WrF/MWrqcHSgOjoQMblakHShPzuFHhdTXnG8t3EZBc7HO0Pna+dFXj9SqtHuMDjZPP5WH60ulIDM7qUNMNWbPae3PqioX5NT3XRB7gr8appNzFTT+jqQEqzm56dtQ+M1nOimOPvJFJ/mhsPMY9vEhqZyMDNXGQ2yQXSjOQdR6D2ls0zKuca5Wyj7/ma9xVzzMQC8ytERAO1Bv0w/PxkIrO4+xQYUjqqdiMJ2y8ZnhOfj+gHYFXb9uYu6lgQJkIUN0yEeDVjEJ9BbarVQyF2e45MUJnmufp0s0VpPxliZEuImq12/PIQO26CrvWj+qcjyC2PPR6EntiGsRdItJ+N5ZVbv7bf/l/6Psx8peuF15cbuNk/fz86WX3MI7m5/vvTdPabN5dXd8FvpckoR+4VVU/fH788OnP++NT3T3btht5F+vl9XJ5afRO15dNm6fn0+70ubfO1Ns3yP4xQ8uyF9FlVRdFs7cMuzNK23QJNWoVOzYw4Fo5qFjzL9qM0bZgMmpZduxvXMcK42S12jqutV7cJdFFGIVv375zXXO9uY7CpR/YXgD+GE2i4YTAUxY+Oglqo1gznVBJxyGtWmF9fGEaO4dsJRWEbhNHn818YJU6WeI+CS1UT4UsI6b1KJNmvpfsNa8ml8RMoDy0+f3WWgz+uNJ36qGK4rrIl+R8SZnzyQ7Fux5eCM6ZHXFTx6aDnXnbNHWJXmF/2OX5uW26+08fuqbLitM+/TgO8FE4HV+6HkYXRbXHd+mNuq0pWMhpQZ2VeTA9mySjl0QKjrPkdQxNHYGcnm3Gw2CG7so2g7Zr37/5F5vNtWF4l5e33/7qm6puDvtsHJuff/4n2Dk6zvHlybLHuu6ur74xjCFeeN9+89vQj/fHx7rq4+Xi8f6pbiG/y7P0/uHHN3e/QhBEmER+0g6F68CwwbK84+EliuOhH7q+cuDtEvRde3f3frFYOR5sLSzDvb/f1U06dP0pew6jzXp92XflenURh0EcR7aLr5DlRV22R1yTZvf85HmR5wa3b28bENvgPnJ1fTX0xvNul6cARrquL4qyrqEvXa2TKAxwC7CCoH8l9CPt+jaKI9AZ4MDSBlEYowB1LQeWjBlQ3LHMMlrRIHBalhnFEQh7YsYImI0lMIPRuo7XkckggRJQ3AkwYY7nY+4CABw6eHuasBcCBN2Dzgp3XdiQghpMub3jiC4OmjCXtOMDoiMoydAFEkkBhkzj7PrWD4KmRtIalwtxEhnm6LlOdk6JRgglDLGo7IaMRIhf6RAm1vsetJHnrApC8HVt1y7yehza5XLhgzOMhdxT8h3MP5sanW3VIPVxQNY2+IMeuHNh4NmOfT6nFtR6TZHXbVf7HhR37CwahoFlmZ4H8K0ssWD4sY2S2A/8qqzaulliTEDWNhBgjnledYCehqpK4aEULklS6IEfY9lpWiAAw7Yhv0RkSFcUdZIEdV2btpeez4vFIooDC90dZsAExmLS1DQNb3dlmXlwewrQ3uOL4HOOcJRtemrnWjTGbpFlaZotFlvTGKIocFzE3xUpkgy6oS9KWLZwVzCCbVElySKJF65nxbFPJThkgbT7d+f01HXtbvc5DBLTdOuqXi63oDN7TpwEUeyR8nA4IUeurar08eGzYQ63N++CID6nRTv0Afx1huycOeiT0WpSln2LBAgbUSjn9HmRLEzTWqwSx3KLNG+6rG7T/X53Oh8dK2oQ1QBiiucE8SJarlfwuvLsusF9t2zD91auFR3SbIeU2xc4V419FCVR4vddm+W174S2P9pW89Xbf9kN58GskvDWh2euFSfR3c2t65hRuN5eXjsO4FYwPEnvSlI6PA/zHZ7wFdWt0bZsmzY8IgmuYfu+KUJqVjEDiZKWQ4tbpOWjGoJIj1LHwEdK15rs2P6aNSQlCycrkDsRm/5RQU8fm1M0Be/Ajiq1FPeWM38C5YrB8rLJc2J2uJoIxuB8AlUtvbIe0c4iylhF2TaKDTpdEGKxkCcI+1sq5Q9R2KhXUfNMtjKnjUUru6iUkSZWoRyTRFAx1+YJY/PySxfueu4p8Y9aTMScUjqsmbY31W3S//CIXZKg5YNQGBezJcl9dvJyVBU8X3xGMMlKctaicK/BdDjOkhUwZX7xVduo7gUxcYWdK062QHzRAmHvRhfdtaCmc8/GGjdNMoQdBBuH8AmsKwZFNGIQRDoTlpJIMy+QkfJfEV0l7yT8wXkGMX1weXH+e2mkmYMqhmHcvqLNFIIh5EyaaSmonW4mFXN4Vr9ili/3RQdL8BMjtm0Ti3hWAePn5U0wjiRLUCnPOIFTtx+qBJfbiuNYZvRirMCavXnLpy+nWt76reWbzdeJQiYFgX/dhLCKfpJu8tXreQWSEwSpCqc30TdLIxC65ySNwITwz1u++Sxp7sCkn36hyOKb8siAGjZKHJWMcmk4dT6Hbh21ApMrZ2kdZw+dFL2zwQpjsJKdIEMK9QPzGdPUGE+cdhkyzIZEEzSnbyjNuKeJkp5Yve60TQ2VzJYPJ7hqIF1en9vUKRBCPJbgy8bmK/qRn1927WervxHrn7UVk3KKUqT5mbJxFuAh5slaisz/8/UamEkixSQZzz5IwvKBWU2NfwenkdvVf+W7i2YoDHNYLa4v1m8edz8fTj+MY3sqnhxj4bmrzXbpYrYKj5K2GU+n8+74YzfUjuUFXhz7F64PV0nXXlh2W5R5WZzLJu2NygIcBJGbBTcCYMVtWwOvw+fLiSKolXVETAJ4Mvr20ndD27Hfvv/aD7wwWFxtv/J9c7Ver1Ybx3ZWiyvPRSBvGCFCDmNpxyclEoOnmCsp9zaejwkZYK4f5bGBiUwzRO4K/XfyOOLNThA/lgZM27SQi9WDK9Sc6SliFyCZC6rgSGJgcukwocb0jFPir9ovCDxkb3rePeWAkckgdaqK0qIZNsp+l/nZ7M5M1h2ccAzffhARsRnw2cOzEGq9ZJYmOzK1hTQQxfYO+RMRHFE/1l1RZl07NG19zp6Gfjyd0/3+2TScw+Fpf/psGOb+Zb8/PFujVTV51R/JUtKAYpAKEeWDyvkWvJdFphGM8Mvxl8G79fJme/Hmu29+W+RZmZeeb8Ohph2avv/h5/8Il9Yus83BdRIDZvfmzfUbw2ifn4+2PV6svxmt5vnlw3b1VegHj0/3m+32/Ve/69t+lazfvn/b9e3HDz8kyabrmr/8+T+5HkIwHc9/9/Y3y+Wirsp3b7+Jl9EwtGWZPz3s4duen+7v/2pZPo1OhsuLd6vVGoncdXFxfds01e750bBMyhQY0uzwzTe/DYOlbSPmbbVZb9bX4wj4tChTxwm7tj2cHpJks0g2y1WMCM5F4vmuHzh52iKWcAQiAckaGJTuMJirzXIcujiK+7Er89TxPIS71Kja/dAvy9yxfctylosI2Yn0CBV5QZQPbBawGqmqeLFG0hpaFyNEIraTnjPE+zmm79hlUXctbDMRXk1qK5c8lUAc6EgIx0UhPhWC4V24L5pdbwahFwScS2aXZZ2lBUVUG57n9oPhunZVFCNksmFd1yHmL0bbNlhUrg9pIygBWZxEgR9SRDytPvLN372c0uyIgDE/bNrGHG3XcyJy/mzqvqkry3EayDbh1TmMnYvEjiFIAsd2XRfkyAHJjXaJP7VhWikgwcKF7b7v+eHQ9ckysS0z8O1+GKqqy/PcdmD+6Qf+OFpdh/FHGHo+LIvtIIAUtmm7qqyzvAb/zRhdL0zT43q1DUMYh1LDSQPmDvTvClLPE1xliGZi4Su4rmdFUcBSiTyv2hY0odU6hoc/vFXAKPZcZOcEUWBZhh+4bTtUZWOaRpbWTVNWdW5abp4Vm81F4EOuuVolohcwx/OpLPLc8YKua+uyNq3xdNyF0bbtS8dykyQqi8JxrDBaGaNZFHV6PlT1aX94cmz/4vJdGHrJAkC169pN1QYRga7jmKXp8/PRNAEhJsmiaqrd09NqtXr3/n16ztu2i6LQcf08K9P0aJhg/ifxsm7ypil++vCHVbyNFutlvGnb5uPnPx1PLzS3haCorcuifxkx6estGgYZZkPnAna9wFvBSsaNvv7q9zD0sYary3dJHJjIe4hXqyUph/3FYuNCiOwliwVgW/BgfWamSS4z+ZcOpLXuO4gmuPyVIoKLfkosnMK1FKIganvKjMRhATrZxMYkOElCgad6Tnj7wDPET1gYVhOtiFs+zWdTiJ8iiUgZIZw9pfhX1bacOPSLvJkLXMN1p/gcqOKAJHMcziJlqK5m+ARTU3kciBMvTpsWaPkT/YMcRmCK0wcWVRhrreBeS4wjOWRZooLBjSYySSsF2jOm6a+KWtGh0UFJI2r1W/Mh7NzXUf4LAyROOVfGM3xc8xRVBp0yhifCtuCBmv+GN1c9D3eeMyhmoBPzdaXLA2KW2fHlw8UhPFPMGNTt4nIW4xiwsHRpplvbCVVTfY4sCSVJMw0KpeGznpScNs1TONeFCgjGV6l35JZPfpoTaaismKp/hfcSuiwYjmY2iQ2mfDDhYGo+28ymdQ40iWRJFVhSZc7unepykEEkIJhqGaWZnyvNtM8hSc7wo2DbkvWLXBB2neX3hXaXZ+6UKyktNzumqJ4fWRfIZJJmka4UP1vqU3DrqJsNDnQhojIwHwRukj2mDgyY4uxnmLJeRWzCQSJDwt6ZIaCA5S+8UqSMVC+IJpMODYlA5BVBmDnBuXT7mPDPaxgZSEglBTNC60I1XEbCMBmvqI1Ivq4G6HQzA4h1mj0oZ17FPNZaOw0kzIXKSm7Kb/RKSMldKLU6YvJJyLBSeMoARb6p2k4xQGETVCq2xcJ3MotRb6S2TQZseDsS9JLMYPjKk3fqbAsaFXopPHz+eUyUpwGEhtGUhmsy6mH/c85lMMk1TXjNckO1ISpTsWQdzjWBM/daaQeUY5ZsvJoeyHivkoxqXh+zPGZrWB8T6hoxN1AtaYp+wQFrmq75HtbY7s1mc71cXKbZcTTal+OnroEtSm9kTNL1zIVlOVX/QG6WAT3hXLiLmY9tXvXjYe6Jov7QBmo4cbSwbAjqFuGFbVtL6t8sc/T9xeXqa9ezr6+vVxvwajbLC3DVjNEPfTldaRDLPHtu4fgQVVpM8gSU/YKloWrT5KUpPAEtRNDIKj2Qav7BBnn8XGmqDf+B9IikluS0SYOQabXJPqW1xbJrS5LPbPxADzHch6in0rvk66kqc+7lX8wslVBq0OtwH6hmWlIBCHVYc/2V8EMafRmrwNKKr8Y06FUUAoUlKntjjQ8qZcicYcxvKznZHAlKyxJcNZT1w5jnWZYdUCXX7ePnjy0YldXu9FM/1IZhH/e78/lkjnZeZ0W9p6PIzvJyMGoZSFMVOFtCEBAaRkgfm5FhNBf8D7HznesEWfVMVV0QeqtVcnWxeXf39n2RV5eXN998/V1dl/efP682i6ZpHx5+/unnP+9ePtvOUNXFzdWvBqPLs2yZrNxgrMv+7vbrtms+/vTTYLZRmNxcvTuejuvVzXe/+u2792/vP31ynSBexmWV/eWPf/J8aHt2u93p+Pzm7TdJvLHtAD41SWJyhJcVHA67Q5o93P9wc3Plu9Fhvw+CcHNxE0cYphh2B6ApzWG8aw339z8tl9vVah3Fy8Vy6cLVBqTGMq/OWT6OZp5nbVcbAwCi1WrtB67rOXEcF3ntOKbnuFle2PjPsirScRgQ5xXFfdeFkee5bl01eVkZg+EQX7Rt+zw7IIfMgdO+73tRBFCVHrqhhtN+19RwtIPWh6YpsI23OVnBbJoOSW3IlGvTPCV42x2Hwff9OPI5cT4IgfvBcdFGNijsIjusED9wzdHyXM/1kB9tYDAx1k3dVm1ZlX4QZNnRQ8D00jT6IAAX1DStMHTrGrq/qmrqGiVm38N20radsioDL0BbCzvWDu2iZXUtNIRFeS4LdH1RvLUNM1nEQegia45m83Vd5kXl+d7QDE03ZHlqGVYUR9yGJovIca267rqmLcumbTtWTo/juFovYGrS9XESIfl9NE+nrOvBjD0ezufTy9B3YRJcX731EWOIEzdKADB2xK2tKlh7HvfHui0AvQ12GAWO5a3WK5JBUqVDBglZltd1DmMez9zvXt68/WqRLGy7dzwPsXuUll63reO451NGLOLidHq5vL46Hc9ZdsRe15vr9bbpiijZjgPq+/N5N47W6bQr88K0YOAUxcvT+bNh9XVVnU7Hrs/XqzeW2R+Oz03T/eqbf+N44Z+//7vI36y3cdcVu8ND01ZhiDiNLM36viS8bjOMfZY/W8bYGnXgJMvVehGtu74tmuc4WNm2ZzvWchkvV2vYjjvO5eorz/Mt09xs19dXt4Y5uq673d56vm+aQ+ADs6UNyXk9WjMZW5bcLd6EqRPS0cbaXUM1MJzroCtUGZfO65jJUESp8/WUUB233BRNPz/xlIhLNuM8cesyHzZOo9kZPEUmIpCkqZk0SiL8IBpRDrBWlbQed2vumcyG5VSS8rHHItRqFm3CQUGdHE0oXRP9Ip2LoG1MjCyZ/auSRWMdujJ7Nb/XtZQ+l1h6x/2RdHo0B6UWlF09xBtDT7UV04wvkVxkhbzNfdK1qIYFSzyeh5WlGqiTkY8W1SjFoMQFiJuI3FmhYynjGW6n+WrP+H663OcalC6yAu74hNUHJUN8TCWVVcAMQ54yq7MeePI0XFa5YKr30potXj+8gLnXEoWVIKhcDEx3eTq7CdLkFlfPWJXthAB38/U/4xNJON6syufOXJyBVJunP5UwkInhKV+CflggEc3rmxSMs1usbW/41rB7i0Z1dP6E7gfmdiOMPGtCnY40eP0DU7WjgECNfmsjSsmf5JxYLeSTvBdRn3JC7BTUNsO+vsTGJ+9+xhU5AZNot9zekPFGZ9mOhnmVFlQ3UfJofAE5cmOjcSeNb1MrKM3qRCOknocboblEVt9ZYPv0N/hFpbUVBFkzkKXJQQOsBGxfEgHUt+aIFF6QczfgqYNSdxNUSZrFCEt5DsdpnFkPERTpUbgSCpQDX0YoDxq71ig9XwDGx9gax+AtHZsDv522yteo9Wy70wDptO/pAFiNCgp6rExf+XFQqJBwPmeOTdO2o+gMs3GP8WpESK8jQxMl2IZlgopq5G2HvViFeqDuuzY1VYprGr3pBy02Ddt3YtNyPNcrmzT0wqIumi6nInui6rGWWJ80iOYjHkMQBI7tWabte4s4gHRqsVpeXt+6rhP4wc3FN47nBoG33mw98kCMgpXjWb4f+C46Oqj/wTvHw09tCe40XzBZN2p/mVyfZ82+YOL0IGL0qGDZyad11p3rJ1y6XlbeK0It32Ab2VyKLSmzRqXE00tcWbewB7GqF6ZTD+MWNlWbPfmzH9P04gkElzUFfHB2gk5HKTleSOAJb4oy8ZqTttXrTGSRyQjLBBhFlE41l+WYJnVATNCleku+sNPnpB9gmFtffF5kuJIq1JWPXuKWwFCE/w2nzbZtwwdVVULwM5IVfl7t+xY78+HlqSgq07TT/PBy+LkDSd18erg/n+A72vd9Wj/QWkesMAnVVBCA4RC1qSII0aH/191c/N73k/3Lp2+/+duL9fUPP/6hLNNklZRldjzdt6A71oaZg+pvuKNRMq/YNOLAuuqtQ9dXkf22G5tFeEmNrvWv/sV/9f7rb02jD4NNECE57S9//se//uWfojjpu+bzw49Vk4X+isLZgyCIDBRQ3ThaUbTo+9Z37dP5FPjBV19/5ziBMdpXl7c3b649xyryirLFm/M5O6XPxz3ErnG8tG3Pce1Fsg2TmI9dNFAGskw83y+K7Hh8joKVYVmb9TJOkrYZPMSIjefzOV6Eu6dd29a3b95RikG32S4R6TNgTgwrSNyOIcuqroW4MQjjMPKzNF+tkr5FTRQvA8Mw87QsygbMS9d8ePjs+yG8RkEW9DhXwHLstmnrpju8HInZ1VECtVHX1Wq9aWnJeb4zDEYYhmlamdBZQPkGmxbLCMPABO5nR1EI99SiRaYc4q3b0/FcNaWHVDx/tV6BTdqNtmvGoX9GG1OOhpEskzzLGyRAGNvNBYlYkE9NKYstR7tWddsPwxmxL4e6KRbLK5BduzGIXd+JoEhE1lxl285iFf38w88VPvl2vdnCJQV7lw3siBZxXbVF0ZRlsXvZQxi8Xp2OO98FP9k0jIvLtW3Zh+ORe9rDflc3JwTlOd7V1W3X1TYCJzfwQaVcYQ5wPezPL8/74/nZD/wwXJTFyfPiKEyCAAEDURQmq/B8KsZhyPAnBU+1KoMg8r3AHK3d4WcoZCwzTV8su3OcwLWS3eHetb2qqqMo8f0wDJNxsNbb1XIZF0VpOfZ+v+u64vhyftl/3FxePD+/mKPddNnYwtUpK46Ix4tjP4TR0e75qerOlgEr45fsx244RUEyGnBdtmxnEd45iAZtlovlzd2t6zmmAXXl5eYmDIOxM1zfu7i+tG1onMJwgdmfhdg7H3GZHo2QLKC8JAplA0DcIDXsp0MBxRBVwJzspGhCIp6W8kWVZWJvOCd6abXJXCYx218n2sWcVzMrAibym64GtGviPAtL4uNU/cEuAfOOiE3/uTJjPa0WySgQht6IWiXsex17k8jJpVKkBBZjxj6rgXShrGR+4pE4qyNVmtnELiQgQkbUEivAPiIC9EzTaKm5FcI1Kf1086DKeKnY5kXh60OWsUmRhGmtnS5eNTd1xhObH4mKvqPQPH3wibuG9Idz1ZAercrP6pBo5VCC91VuSXKn5j25adpQMJN1nrrI2hxVWj4tsFTgg+gwxemXh609zptp0an6lSV86oqBaKgnttpRhulKE4WMzS1nfGByBAUgphAJzVaeMCjsunwXTBOZOjPiq4ZndcMzuyOK7iTtzRRx/gVP+AuR2Kxj1OjQqyZB+Jmv6o4Jipk9vwr6ZrP72cxl9iQKU/eVEkwqOL0GplELW7bo1HUYZpKcXanXWEipJ/uakzt9YP0QUYAHmDVs9EKPAO1F5MOuIWJNdpyb/msuMd2+qb6ffwudVKk6jUnNxa+ifFDnzSr+qA5QgGtdec7WPEy5BQPnbWciGb7atZSib9rrdMOphx0ziFjAZd66JPF+Wvea1yDunF8ouTjMU61TcbjRutTZ8z5dTB1dqKdgk7upbMVTcOm8meDFqYHr+WRO34K5PFLPvL74XX72Xy8b5t+h4dct+vym601JkTNlwquHAur6T7pBTc3Vn1O6XJJVzwc0Uh6rHUx/PGc0qtHwy+7eMMKiqQzDqds9rAuDTRAiYtu2/XX8xvM80+yT5eLy8tYkycrF5ivPCRzPuby8iqLYMNpksU3gljE4HuzJUSZTDDEud6fGggR2s7CYO+jeNJFlbHQwLWSRr56YKgRWUC/tPzVfIPxE8chN5rTTJqfvL18g2FsLI2V2AGgptVrfbI4xnWqaPKPGcDN/JDlzpAFTL6dQR73EqMDTFj3Kl0URFdS4WIFs9Hnp6zBZRTPgSRogUybu616BdXSCyk9M46u5+EGJBXV1AocgvRfMz4fZBVZ8cY5Fmu3vNHrpeBZFonC236aOFy6ELY3saFuHVQS+BX7YMJDsTKwD294axluG9wk54bkGSDLgEZpW27Qd0j9gt5hlhxae73aWpi8vz2TUaVRNcTh9GAZE1WVZvnu+5yIpL6u8/MkNivvnf/ews8+nl7orns784RUW/eqLItZwNKx2fOy6g2G4ZffYG1WTZYNhBE58Oj0c/+7w6eFPv/3dv77cvj/sn/7hT/9D5K36Z/uUPTR9GbjxMf9om9bl6tsPD38q6/P15leuE39+/GM/dJG3CoNFVYJAaFnu7c2b7eXaHI3TuXh+PJTVOVksz+nx6f4hL7K0eMqy8+3Vt01bF3kRRKvbm/fr7fbjx38a2mG7vRnHpqxK2zK9m4UJamJzcemvVo7vu3nZNG0NBeOieNllL/sn1026tnp8erKMIFn4VZ0fD/vF4sIwnNFoxrGmZ7MPguvA830f8x88v9R3hSEMQrKsPqWnl/2z70U95F39r777dRAGQeiXp/Swz/f7B9Mcl4uLskrbtgiDhWXZaZbF8SJEoPZg+5hOOTZi+gajOxzzLN2v1xtjGJDA2BhD/xxGQd91UQwGbN1kLy8ny3L61ivN3DDHxWJtmD2y0RzDD/yuh/SCTEcsGOz0le2NgZu4ntt0xm6/61sjDKKmyYfBhBSu6kkMjEyOOIkDL/Y91/UdOEZSZJ9hWPvdYX986pq+KNIKhq553/lB4FfVyfOcKEjCZFFX+X6/b9thtd7++Y//EMdrZ7kMI2e5im3LcV37LrnOs+rwgq476M3jIT2ddrvdU+AHDw8/Igm9R6e0Wm5duJCGRVGez6e6KoIgef/Nb3D8dvnYO+vNxjSGU7pruripB993Fqs4PeePj59cB+rNTx9/urx49/DwkGU7w2x2Lx/z6uCYkePaefOw9n9d94VtG2WzJ7aj2w1V4Pptg/OzNcrByH1z7YXjseK4CDfy12Gyduzg0rzwA2e52m7WayLMf5ckm4vVGzqOemr4V2EIni363tXW98B8tq0RPrRi8S1bEbYxDuNiZwk9q+IAeKYhoPSEPS0ULMYAGnc7WA6n1SlDQy4NWSM99V0gFeui8IvBs6ibJGxa7XhfqsSn8kXvoiwJYzSMR+/8CjNP8sGyWOWv9/xXr/PLP7MaVOav6mX1FJXJQjJXnvAlnsLPoBHTZPiFOwH5zF3LCi42wlXMvInQIjv53O5ff5epDtYRX+IRStmPSj7HSmyZDEqlNf39LHtNI1e/xAGkB5gJir5EfvgF+RdVpftqzKtbRA3A8ivPNVc6O4H/EJCvCn1lA6Os1dm0zyQmMHeSE+t1xoKhVvfLJpas+KTrkG/HBgyzPlkX7hjaksJO2f8BNlFlhlb7cPoTcXe0bEyiC5RESUpYinMiup/ufLgwZ0KGWIPoCpXvO4sn1bx7jnXwelMo4ZQgp5lcip6pkBz1ILBvvi7EpzAJScgQ1F3iOnT1oerR6ZV/WfdrlZ0GZk1oGsQQfxYxPyE8GjCZ4ZD8sowEKAI2d9gqW5KuAD0ImBQgVEk/MoyozMmHREqUx5Pf1HHkYVT2pHOkYg796c+MkYSCVacORG8RWvhHd40HE/TwTykFU+fzylpipl7DgYuKV+tap7R09WPi+iB/JZlP8/1KHoFZ+oteaVrAyQD7vFHX2eWq55N+bP5wMdOSZnCzx0dX5vzcaQyD/kGjzZpRLKR6pkEobHD+A/KRFARizkYkuAUai9FsOIVw8togRzv1COiJjA4X1dM6cRSa/nAXp/nS0sjMFaTqs83DITR6pQm30xY+w4cmOegEw4oViOCTM5aybKVqjjA47+5+uwxv2LUySZZv737nePDl+ur9ry+vriDd8bxFsnJc10B8FkzQOAbHhQ8MBOEdXODYKJlIIy7Z+9IwaTCNvsIohTRlfF2MnoKYma1rOyz4xt5lk0cQTbg4IVo1Oarf0KPO+cqW66XOBL5mmsA5/U/+iJ28ucoVEi8jjBpoxMIWxviCM2NgIdGjdiGsjG+n0rlqji+nxBAOxrdU3XLdRqrnk3Z/m0mewnhWLbm86HTaqOKGn1JaLlwazOYcdJtFLy65pQqDVO7VPF/UbmNsI8bYBDOCyMN6vlmINRZfdiojFPFdvSJFYCmzbG4gZbHRqIJsR6l8oK/GnFvWLkJAKZ9KFPP03PTg2VHDiiA1nl37rgP/QMsMA2O1ivmWyPBfnj0ISBDnTW/V1jCARax21ebFuSpzKDFt7/7zTw8PnzjyZLd/2O8fmrKmOFezrPO8eeab0kG/l1r9gi5jaRtWP54Mo6u63X/686Nv3RT989N/+P/5zrZHcPLzC75GbAAkHGBkQ1vHz7t73oxOWdyNRdPtTGNht07T1ZvFm773Pnz6PgxXw+Acj+l//sPfde2QLKMPn3/4/oe/69vWMPu02ntWYNvOuXgq62xd3/3ud//qfNp9/9f/FIdJnqe2bRZV9s03/zLLsiDygzDqB0w0srQ87HPDdM7pOc86Y/QOu2M/ZB/v/2ga7jdf/94NgtP5vNsfd7tmfbFcLtzj/iUIlo7djOMRT6g9LBexQ9I6rDnHsbqe01D73snSDE34UP/xHz8GoX91d/H89PD48KkqM+J5fjAMhClebG/DcLFcrX2YNIae69qOBQN/0zynQ5qmx/1+v7//8OHPUbyIwkvb8p73T37gmKO52bxpq9QLhqqCJePlxW0cR11ntE29XCY+mZu4jhstwtMebjhFkdd1s395+Kd//I+ObbmBm8TXddmMllUVWdPWju00bWpZzmZ9u1ptk2SxTBbrzcYiUfEYYUU7jpPn1f35yfMWRbX7+NOPf/rTH5JlGEZXeVpmxa4o0r7rbm/edmjZjPVm07Tt89PT5ZU79M+ud+O47vPDi2UY0TKi8UQO2dvQp+csy/O8OHInlKYvablPq08MwK+TO9o+rZvLb572P2f13nPDNN2PQ33xl0tztP/60x+iMPbtuGrLxXKxSLYfPvw18AFOFnWd57vnlx8jLzbt3jR61/Isu7bd/mqxcqzcx2ijvw7fJtEGW81oRIvFxeZdFAYO7H+sOIrevP1mu131Q+dYThwvESJiw3uQzj1s8tSqsfki0HV0IAZRGOgwYzqlmFAbJqIdiGDBUAMnJhHzdkTODwclcegNDYYtmsF1yIaiugH3g/ZzCVCSAHc1Z5XjW9PM2FdDFVQTNYg9CZlgo8AW5oXOCwvdIUzdgpa1sL2ETqVTO6I0P9rPbZo8KyOQ+RR2AqSmwkmOeVLmcMiyHNv8XsQ7HSieiyNbBczU0zT6FaUM5y2a9nu6P3wUSlPBH4ywCy1cYoVV9wV6Q7ipgKg87NcsqdcOBPoLQeXAViLcxItQRwa5nOv2ywGiCqmSD88dO876mX3I1PHOCtlXQjJlts6hdtJcydxVlTjzopkNQZTYUg5j8KPIGZ/Te3kuOa+/p5rYeKVH0oWdIhBqzx5pAtWCmSat2m2Ci5JxFr73BfTBNCU+FpU5pZ7k0oBVObjyAuCbNSdhUr6REuczZiCkYLEhERImhto8CsEK1B6eSuWlUawvfQ7Vl5Kyle+RirXQcLE8pHgTeti5hODeXT/IaiTN/ec0jn79YFKeoFCx+N1hdibdGh55je7q8mYaNaiWUmeGa+Uq+R1Mba0CgeDlhMWsqnaBRme3Cf/QtC3Zik7TdtEG0g1W8K+C0DXwyNGRU0fH8zCeJOjiHmmfvN9wT0sjdSq5hZg2F2jhSs4enKnK1/8gWRfkJMRhPNyqqd1DyI/yIqKkFaWrZSG3ScpStV1A8CaFnDj9quzBOWlCbxgTC3/2NEkWBSVnOJNo+fUvq15H6nqFkmlil+6peRoygaWvhhcUkskoh+qnB1onk8+i8kfhCQuvW4FGqZudTZRkG9EXXyjEevRG5TGl+JJRrTyhkgLCuY6iK5ainXcxdv0QOEVPrIQ0MaOy64dLEwN5JCHPjmJwCGotoS+qV+KzxrZd87/7f/wPUbxwoFzEaB+lHsW/iEKMH5apYaf9kY5tzTKXa0HXjwefervUkz9a13ybVKrP1JLKB5we1tm8bjo2VHeveJLq9dQuz07Iwk2Z/atXkzYS46kIGc0zUHMsdVJ98fCIkH8awChzMKHWqO8luk10GDzImwn3aXpEDsuzhv7VqGbG9tTDmDkjQRS0+qPpF1EjLbVxqFmxukokIaBTGhPx+c4tJ4oauKr8IYbhadqoYXW4e/HrTKMbHCby/tpMfPbESuYEO4bPRY+zDXnSJBDgSePK6Yu8HvpxzaH6W3XhWc2CuS3Sb3nd68dP1I1Cc2WEgV8Jsik8K3gQ6rouy5TQTvgEng77pm5w1ICaaR2zx6I4MNA7jub5tH95fuQhh2U5WXFsurLrckj8+TFDWX8qy4LeSLzae/EsHZLw/dXmVz/f/30crH/1zd92ffH9T/+xbasoik7ZiYSyHJbIDhaeATEtnCwulv8ir3ZV85lokhehdzmOzuX2JvSXo2GGYfw3v/u3d2+uP334+Q//+HfL5QXlz5WW5SwW658//f2nh3/y/ejm8le//fW/TbP9P/zjvxv77u3b7+5u/mWBj2pFURIGETYB1/nm23cXm8gwrM+fn9NzPppjVbXPj/dlefK9EDKt8tBUiMa7u/tmu7n+8NMf//DH/6nuM89OrrZvTcNcLjdv3n57c/NmtdpUdTV0/Xa79Hz3uD8/PD4+PT52ffP09OHT4/dNV3lu+O273717/5vlMvnxp+9/+viXoW+vLr9aLS+NcfQ9b7HY+kG02Ww8eLMgQj30A893y6r78PHx8f5TVZ2jxeLH7//w+eEvVXsO/Pirt7//1Xe/L6vzX/7yh6YuDvmnumm3y6/e3f1ms7l0PXezvtxsNun5eHlzNQzDDz/+6XR4aRo8Iy8vnwzTOh1fqjpfrTZwFGmL58PHATk4lWclC/8uWa2DIGzatG7Kvhturu/6oXnePfTwgIWBre9AivlyeKibIgoWdZ0ds6ck3ATewjTtU/pSt5nJugijsawx8Ne2bUZxaNlkmWI0pmEkwUUQLtCekcTcdswgDFerzWKxoOTDxDTsJIqTeK34e6bne2EYLBdrtq03bStwozhZsIgHADPYa3qD1LFL8pBJ9SpIhExkIDiZiloY7nOxwvQW/YJKni6dg5I0aBBJiImK9Kj00jO1kno2BwdxIJC3cWmilHlyssxJTXMmz3zbn2k2ZFPVkptZWJaARTMITmuZ+LjgSbxU3rMMA2k/WNpBU38921ZJdzyl1jRLVTGp+pKvGHlIir8Yc+q0b4pUw5Op2CT/m9zk+IjBzoYsgdn5SNI/rfrmG83bYN/3nKRCUy22SJg6U13QKBUW0Qz5ZUErlPEf3Rgy/tZ4CH82nHEYJnKKH1sq6q5sZmAwb7y1D6d2StD3cbplbGrNZvRUCusroJl7ej3Q0EFke3ourMb98sccOnhkMbLxZWI1m7PMyjW+++wvxA0GfRNdp8yd3yc144z1On1CPpfV51diMBqCMEmMz1/1wji2GKKcLTym/bIjKL0aqS14AquH+33bwLyYUjs5CA+vj9h0cAgZyqVnGV8HsSxiFc7Zfb1AhIJ0zXmGghTpilZJaZRFOR/oI2pFOLWyD4LiRs4y2fQARSqEX0rOZhWFjAlovQnrWVn1qBAO+kFNItXKndkjO2loZ2uWeh6b4pUpf0JvLJraqiFElc6iY/0UxiS3GTeCIljUjkEeoa9LXDWKpwJ2xriW60k2P6+eSe7eScxMna2U8tqacSLLzh/kefWrR1f8N/puavhEY3caoVXNuexsanCG/U1fTz3q0nigel9NKOVSmdBosefVQRcSE8+kAc0o/mLEoId0asOUbYFnHGr7wqXo+5ZHG3oeN9fOzfo0Uz9DWtv2C3qIjp1AbTnXEciqUZd3eqGZFBZUCLVjq8OODx3C/5X3ojqDtERWYZZUiatpkXi0/HMXWT6mJivqw/EX7NOpVMYP/ff/r3/PgyBiZnA3L9Azf335mtPQa7ow8xZO4WkKpOIfnjVEU4emqnz9W9PKVldcOwtj0jLbprWubLayp51IuzxP26ucI9Ndkp98bVLy6nKKAcD8j+o26QgXwzRlPjsnOmqIfvpstGXrf+YvPKNJaMsj7vv1zEkLi6kYotaECi+9lPUwctIE8i9zPLdelOoicNspH55z/6YZpPosqpVTTR2f7tziqsBWNUHkok/aRXjf89wIkh0ZZ07rRO0lejTwRRuvB4RC0H19a17pMIS3y8m4RFJXnHBuwrX+mNe7iqRlCJevDy9CHJFK+s8xVihWepjIkQadnReomONxM4Q3fd92LYHSdLzBvKTqoAtsaIZJdgt9n57PdV2SLgk/2vf9KTvUddb1yMyjR43iXfthfzjsdzuRKVEu8DD2h+xzC8QQDrRK2m8Mg9WC+TY2bVvkqYFENK/ra4TbUhzlxeY7z7POxT0ZMLqGaTvGIom3p/yHsnlUfhVu6K3qBqQ+8sl9f3v1L87p03J58/U3f9N1TXrMHcv59a9/9/bt5f709O/+x//v0BnL9VvLdHa770/Zi2sHRXWs+icCNs3IfbdabPfp57p9Irps6FrXgbewDOvbr/7t9dXdaPV/+vN/KKv826//9u72q6quHh5+3O8/GGa3238q2hfqaS3TWFwuvnL9fn/6uWoLwwhNI15Gt7ZlFNU5DBaOay2SpWd7p3O5Wtx+9e67xcLf7Z8ed/ef7//M3XtRZ2T/c6A7sd3G3yRRsj885N1uxF/6kftVFPhF8zz0xhJk9aBqjtvVu6pM71/+0g21a/mWFSb+2g/8LH/q+gZNv+kbht2PqR+ESbJy7MCyXICZRj2O7Th0vr+xASQefHe1iBDwze0WubePq/X68urScVzxYjHGOFw7bmQaxiKOXdcbkIJoW47hOf5itZJJHz0UgRchPIP/Ak685MQA6whKF8CC7IgvILs5SmGesMn/8VErm66qvGXCys5XcvCqQosiqznhTehb2rhSCyRmu506HYS1PtsJZdtV78PACBkCgc4hTcXkYzlzBME/IdFeKdf1ufW6NJEqhNsznhPTkys2booVM9kDzJ0qv5ihqtrrldH2NHua+YXMpCN8WfQ+KgXiDD+k3ZWrMlVpMf6lpqLUX09lwXQ26xaaZqxs2iGVEaM6rMqY2h7xE1CnJ41k+cJO7EcycpiRiNgNjw9Y3V/xF1HVMAxOO2WpMUkkaHapswEU5ibIiOB77Fk6U9NpdhmltNMeOMPKqPBhJw85A3WDPR2XWjaDBgJgiAnzCbW0VaetTQelBJlxPslnjuw60fNAaUVjkS9rxGl2oMExtq9gFg8fKEo9QUWKktvpm0eRyrhQM3hq4oeJ1H9O6dOu4KoZYlCXeJvSccndV676qogSuYo85OxGSxeHHx02tJwcLehEZE9IauYp0HwYHer95PNTM6kCv+dCJlXJ0AM7S5yTm09KcyJySwelMVl1N6Q7YkNy3cy/empmpeZUiKsOUEikM6eG+Z9pdvW6pFR4uJrpaIHlAH6BKD9f95h6aCX4zEwqNk3JufU2X9nwyCCbG2Zh5E5OszK8mI2tpm/N+xhIH1TszUtNfjuSYnYzAJPgIMAYqFi0F5Fsv5pjPcPZJifPWTyA7rrVBeR9eI6tqYeazHI02qaYurpHYjmiAIlqciR7PDc0uvP8Yr7GTAG9HqaN5ZXMU/5RUDL6zKRu7cUcWLZGDThJDzm3iTKk89dcRwHb1ZQQAODsb+YCYxGASRTnhN7PjX9l0KBUuFKxS/M2wzy/+Eay3dLBgmuurqoquaerNLcOIsGUsAG+fN1XwJWMJqWB+u//3/9hAAnTguhODLLmeLc8t2ojU+fBF039a0jti++jGms64eZKMHqhX7Z88m8564cD6KftgJ+xOV9GtAczAT5zwNU+9LpTVQGoM923PFqaqTy1TNrbSg+5J4Yu9XLMeZrfQR3QN4kNDAu8VmXdNs3/QOTg2bytmJOqF1dJ7tP/lFQZXgyvWr55niM9oqgCVXo7znPYc/PGqtyWFC+I9Y9qzv1ly0f7FBow9gpWTa+CZrUeQw9OhLE93d2pc5t+ZloTE+lcXOP0LvlFy/ca+FUll2KlU3kn11bdYvXkD44yuWLa2LQ5qZdT7tbyL8jUWFx3DeKm0U9RGUHbqwwyiCxkWqwv4lv0alrMltAmBu1koiVeDPD7xp4HsSJn6lLUL34M80t++uqq6JAxgGpPPhYkcKhTRgMpbVmajciY0vICHPB1Uz09fxqNFq6GkOB6Rh9UbTb0lWUhP6Cu+yzNqQ0ZfNf3guiwO2fl0bQGy/DwAVHRwOsyDJI4Tp6ePxblnlT+8HFpu6ooq6p5adpc73V0qZELQjw45rfwFNL0nIVtw+W/6fO+7+Ng5Xp+27V1nSOrk5aimu5z1DI7LvS2taLFAGdXY+zUg4C385zFxeaNbXkudVBtW4yIem5ld0LYl+xHMCBHXIQThQvPd+IYSQanc4qIBuShuzK8sBzLcA2roeoUPOowWl+sLkfMvyE6xcoZuacyPN+P4oh/khOQ+YF3YEOFR8W23cAPeV1TSBJtAlAJ0SmonOxxO9k+G/Ng5ByqsRz1hAS98InCYMUsmYfM7vuOA2eJGShxA/y4EZJvYW1QIJVwFNUxpkdePGPlrUp5Oahq3rKp9hEdkT4meQ8kkyR57vQDyLsikiEBIOj+EZdEZ3mpg485S6aGCkX9L2wdHjOB7U+B3drqes6u/KU+XlsLyJ6mzgG9A0/8tHldrreFWcunZ238Z4p30zvVrG6Yj97k9BW4Su0xZC092ZAMM/EPswRnbFUNjYrRAjPm5D1kbfAQSo9EGSySqZyCJgAb8jTKcUDpVLiKfFnNTlRFnoy9J82EBj7Ujo7+Qf873m2YEKVS5HXLJxWq4ozxLSYuPW+RUjaRcFTyr5hwS5W3WM7M63sNUPC7M/9Qm57rZoNdFlWjpEAMVerrl+XvxraHfLKREo6nDKpyYE4KC0yUPhF2xF0PYyhyoZSqQrV8dLKw9EP4jfPxNe/hHIdLsw5VJNBVndX09L343Bf6kJauELo1gBj9BerBxBYaCSui5DT+nlKF0azaTt936OskzY9WlLLEpoOSNgpVHEz1kowAXvWns7ppAspwIyYSE91xZarH10pjhur4nupGNUAR/xs9mJ23K1MLoZhWX/wrPQqZebrMAIgJEZlAvNn8aIJkX2MPE3ON/4aPafqcgjXpdk8hdYIU8m6JwK0pTkDXlph9zKsdPUJSPQgZfMp5JpuYgw1WNSl0TKjxn3xeRRaTvpTLVJCIZ/veXPunP7ryxdEAEe+9Mm7QPQO/vmoXJ6NI9eG5BpCoGGb/ztpC7UL5qlXXS0jP1/QCpmBnGluIrRT32NIfCf1VnndNdFcPpWrn9P1VcTLDzDBZffpXi0EH8b3i9M6fAh1Mz0MYtf41QjExCKerrcp5+jnKFxY4WkY5SOFm6yAmRCoYcM51m7VIr4Lv9WRqNjfRqM+cso4fdtTSwREr9TpnuJOcQL+DEm0zuIEaSI89lN2qimd95cokJZ0+eLiFUP3ZpKjTpA49MRXKu2A6/P9VByjbkOJYEo1F32CBFBWvY9r2Z/NGlTSgYpH06FroQLo5kf2FjytlycozbL3dTAZWamKugUJaQHRfFRzPDt7cgTBtl2R1r/t0hZ/O7iK6OGn3NQaoH1t+ZOg2yXxdOEVERZ7tYHrflDALQeqpVBeQEIwOvqrUSYqJrUQFcqWoHuzZJ57db70Q+c4I6vlqHidPOZP1qY206Nkl9qn2OJ36zylAQisM1QCbtuAZNYsLd5a4kDOeulbsjSsTAf6CsgTBiZLZEzXmNPzGK6Ayp2Bfvc8K8x7NHn6LXsCUwCfIM4TeiQap4+WqVAoWeERMmgenqKXKjCMfxcUcGAXdwzBK+BZIQcAlOf0zBue2SlzhGleFX2HUR/FcVMawC5esEmHq0frk8p48IaTP1r7YvFmrWCGWYmL9YmZBtLG26duubpuGtnTxg8Y5NBowg+UAUEVDErAIqUWUWCVhHmqgSLYHnIIt64VQTQu9lquCgGUT0geA7bhxHArLq0NXbCphhybF8S9iVkpviSeAuGZ4E2ACVHHyGiPN2DCgFOM6C8lr9JuoC+kVuJiVsCP6RnjS1bWanTGkW8W9wqXWhxAeH6yKns5vvAO9K8to8f3brhGqtUw2aNTSd5SEK0oZXiLShOHeOTwHootMMLVN2ziKDDIdIRMIDpLCS2DyqtmVWDD0xVhaQFvVlMlGBHIF16iZtWo51AH5evPhB51IZWqGynaIenucuhHKSGDNrzpqp4Rr2U84m1t5YXO0mpLYsbJigt20lEsXpjPLvsmBkDN+dIOnfDF16unkq6y7CA0u0cEvBY36zIp+Tm0Y+2GI+TORlziviTsHrsEUexafRP0idwLc0kibx10Q42Mys9fzLmljcWX4QBGuAVWWug6XjDLVJToOCn19NWYmH5L7Sjx06ahn11CVy3QBZoU4g1vYS2hflT+6jGMzE2SIMWFSNi46VeVrUFNEVvKUHCDWjtMgT3uu00OnTf+VWobnYuK3yQl4IrQXzxjx5FBnkHSzeltjWZjcMHqGuCXVbUDfjmDQIUuNiwpZ4gyNy8fQEKeKQJwM3iQCgfnAJMKk74m9mpXDvM8KKM1gqV5RYu0oNQwtdL7bMlNUIx6aq+kCbDpUeYnykaPmjLS0LMyb8EFoo9cu+Qwd806MuFQquggAhJcyD6ReJxBMJMxZWanJkDJs17eMdh4aj027/DQu0f66ms2kBx+82HRDor7fhCqriaG0Mcoudc7QxmOra3p95ZWv5jw3gs8alkRO2whfZ45EVFUtu7PyfEEAAJJ/DISK8mKmf1B7JL2MCnznAcNMl6V5bOxNNSD/CBdEEVzNvusdF27kNLXHUzMFREuQh2JcTU2OBCTQ5Z3dD10CqpZocgaauFR6V5TnUVnFsB5bI6KCMcx8syRWftZiiTMKz9DVvEj7oOIcnA3I+H2nDUGNFOXD8pnDZBZNBlF+9bMJyCxOjHcrvbNxcuko0W7SpKmCQaaHarWo+8XNkOYbqqCXX7R2oszUkxZFNB/6judfVPXxA8z62unAkkWgTTcgIFdpGQr4nd6u75FnqC1kRfCpuuWJzidLQlaytoHh9+Mqc/448VNBrSiNWnll8WPGcKokE0xeW9NjqTcvtZVL6yKCTdZySIWmRddaUMdVnjQvOFg4jVGVhPM3VRjp6wpk+kl+KcpHUpWmGg1MG9Nsx+SoRpGKKZYtbqPqf7j8Y1qFQoho01f/gycrZLPJZE41e5ZtTrOB5fNMDRJXlfo7qushOBhPamhkLm5FU9tEr8ETLrksEyiPGk5ZnCpTUG5SXtn1ilmKHDPYqyRrmFs22rHnYyH90VUvqmolNhqdCYP43k/TBXWjp71QLW69y8oLqjHPJMvUCa3qreUHdXOobgpOQzJ1mHY4Gf6N0C5TTYbmecIiKbRexLsaPp+hviyjVLMjJslQgpam4fDJxEN01FJisqu3YIJc0H6ra06nuGrO+U1pEIOlD6oSmvsegxW6dD2wL64q0Bi3mAbJALXrKMJRLKZgQyqJroCV8X8s+aA+Ew6qdCZiKDg0cmSqvU/mr13fqRfhjofXnywPuHjage/D3FIcjPSz8Prec+MhwbhEAZ4KdNnGXpECpm2UbF3l5sr9ISW0Ko+I2SLG1+TCDIhPzx0p9paRVUBhBLATNC51FaoZesZxetF64WVC0pqZVxQLpPh8pa4YchQaN4lvnk4fkkKHGz7ZZKjk5fqVygmZHjNsTkoPcrBlfrVUEgpPmLo7ehTRNfJKpTZAbXHyD5JGo2XNvBdQE6iHUK+0zTqPS0nHZZxOWQJct4g5skIUqVMVIxbZflUDIFgfwSaTY8cwbXU6vw5SJeJd0IIX/0PGeVhSIExpWjNy3s+EIiK154GUGrLOavFZSBT/PDEbOq6cdCGkJ/UKW+A1KR27AsFmBH96ClTdOU3E+2HQ5g3q8KZTgHdQVumo3NYJmlBzbpzZkgf7qsxVH48mwNI6qudPi9xk/5W8dbFrZ9qnOu7VDs9Xfjr4Z/M4dWowGYZPMGnN6EgjZ0p1WAoVS12X6XDS+BsXMZiv0WSEzsTZFGZ2NtOOgEOGk5DoC+vIO2WKps+3qUCUfUVH4SnRmbR5nACkxr/02SR+etrieCcUAzmsaoVuUtcjhDR8AtAK+E0J2ZODQiACBZEJ7ZUfQmpbLId2SCCrwlYdkAOEKRKFFXW6jMOsUEHrFGqvwLHXBimSLWz88qnXFbo+SdVRy1wL7mipfNJQPLo4JPwQsVb85eCDQp4OGpLSI+Z5PIM+SDXEp/11NJ6moFT6b1oYjrC31OM3D0NTUIm8oXKd1etBVuzc3HUOYswiH3SrIAWnuLuTBaDuBjXTb9byTEnZ2NupalMVlIIC+WQmLjAoixyCQrPdaeeXk08/v1z647fZi5VHgXyveEo++yLSNalnXPo9pgXRs0BdcUdQDO82SHKUQ4vpt2rjV0WFfnLk1CBHAglpkPNC1/n8BPHDPuvDeRYgt0kr+rSplTIRlVdgQGw+EZjdJtrGZZP8gsRHc2EhkcoKnwE5muvL/5MsgNTeAKcMuY/iOaLWoUBEc7PKOchPBtHD7JrLd+QRlW7yqO7SYwLFklAzKfUJReA6Q0qhRFX8Aq1y5PE7PQXSCOgHWeoiTlWhs8/ms88k+yXVcuvnTmP43KGIGJLfTjFE1NBQJRfN8uq4ncHqhiHbiGm9cHnZVGtezMtwlBUqs2dYbaOU+Dkga2vWpag1pbAwebJ5RKXoDKpXkdKBZ2eTk5qGQaWrnMIrVG1DhtFqUKdGHmpN6WZLfDV1jT8tCHU1dQ+De80WwPK/xdFYZofihkzhJHioVIU7X81y1nPlPcvKlOspvs4SLDtrYqcebAZwy03V10M/0vpvdAOsZ6WqWzTJRpz1IxzUM5F+9S9J2yrvortwfanmNKov/qhvxF9wIrsrqE1dcl0zcY3LBiccV8VvwFGE/HhYQnal0m8SEFPtyCtBD+JkTjljJrCf6iQmnaTAdKZIYSHcaGqoeHxO7oI8ilJ1DkHf4s0tGDqKU9pjp81iGiSIREoKDn1Myl/ykwNAgNAYNXWWSGI9pNBeM7RE6Dc4fJNKIaYi4DkjVYkJQiCOB6TbzeZ0RAfli4BTh5RCsL8ngIQtv6SXI4TSMJR5lAA7XLvLzRVWqvxrxYHheZc212XMQXZkNVYQ1I4OD+5pqaiez4mIDdirNlvUqqiBcGWkW9ftt1xm0o+SST3zvnC9OWlKb7IYJKDiw7XtEM0HEIxeEM8sCV3QQBJ8hFWAuYOEYtEqwYaLug1/R3ChAOXiZTKNnOmDE1pCeLJcUHXw49uR/7788uy5YeBFVScSoSNPAz9QvBvITi4VOaeVsmKNOMeqKJlj6NwoCkA3SWWmM3JiRmnBA5WnTD+jXUPofMp2VzMnyLKCK2bl2MFKWnX6ExqJy0s+XvSsETeaUA1J0JkjKno/Y+ct/XDzjIXqeGlIuRZk6ZpunjmSeA44zCrIactS54A8keoInZQYzNxTDFVN3ZRX0LNnLpu4GdPlplKgic+HXDcQsgQbUQQhOeM4sU8tIa3g1w2t9qGROlVxctjaTmgJVGZJ3gBdUPrwvIkpI3W2OcTAWu1rzFOXdUXcddJgUyuijht6L+IGY1VPYjjG0Viloy+sHtLzmagtqRVIRZU0D6qmCeErmwQ936PJMq0Z3mvEaoglakqpLuwAcQXDBEvKaVwULkMFA6PWEpsPMwpRf9v8FEorS+/CSgLh8AuFm3YEaXfldOKKxga1HsueSSU4sEBewLyDC18a7ggqQtMimusbGA52A2xseYvjtSqGalRIEE/cxhY9w45lz2eoZMbSmZc3TCYmNaMcZHLcqMpl5JOW2wPShvGHx83lXVEOHBoP4nr2shS0uJyTQ7lJVo2HjlXUgdSvfVb4xJRTepYMrhnOCKWcwxS0eqfpoUp0EOxOfSI1XGBUVkVN8kPEsXhzVGpWLmroXv5Z7348LJC/pFWo2N0KWYJ/uGqoVX01SgaK3AQ1j2Yyl/zoRJ2lBYTBAZ3m7KmuMBvJFhf/DMZIJOGN2wkmaXP+uz1HWRXzkPH2V9Ys2sqVDjgm2GsqgTahUF9SRmCSLanwW6WO4HqYqqCJ78dzNyl1BIeYd/78lWX0LFW+pvvOUVwlDVDLmlqPOa4jBbPmuxFJQApO9Fe04+lpoNqf51Mtgb+YTKj51oPaqWaLQRp3GTOJyaw84/j6vFvSSuNAAb5IWi05gx9YJkqbv0MNdDdQkSUsJMUpFYnWLG5RkDrthyTHAZY4naQy/lYo6DTnZHVuR2PhaXhBqZDIKKZnkBTFdJVAnOBjnl6uU/AjXwxbreNZXPi0WXMipBSF7OFJu97ELtDAjtxV3uY05YauqsD0M9WCnPd8ZHJnOt3FCYeFubeckTzD1+xQVUpMLb5qzshSieszHdUqz65A4YLqChZMXsYTwUv9oU9Ou6dgVlPjNb8+ehPXDbdma7PA20bpKaLVabCk2M+TQ9HU8c16VBl8KrdfriJEJqT9M9VH1xdXP+rK2lOUCzy9UNGus2OdiyQ+BmXz1FuFNhXQJ4F60nSZpVskPtuBgXBhRO5KztCjKOfSQiFmyvKL5pT8tbi3n4beMzCWHzzlpaZsK1jGQwczDwWU0TkPekWULL0HOgGhBGiTOqr1BfdQDGChI+r7rOzOZWyGymDiAumSRs02psJbY8IEclJpzCQq+k0xI1Z6X2JFkuUAH3sqikMmrNiMqFWjeb/dNaA7knkzTW0VgRCVAWvyldZUTntFKSa56WRWpnVQVNiTrbMAU9pdcHocwI2k0dSsHycJKNl1YIXbNosbsQ3pURLFNOJJ6NWUi+446j+45jDhiiAittcTNxK5Vkpo8YUlo/DWOLeDdkx8AoJ1ifHCx1gH7RB2SeKdqh1Mle/izU1DO5GYqpHQbMQDvJHgGr56vPshzEadWIp4NjMhkGAB6cSkphfDxonFxAeDGl5MO57eJ9Qkgl9cTzTlv6cIVOE/y7OjNw29OymISag7+CEmzoGMKigEd2LSouBCsWhW2mvdpvJmYFkggxG9mZ5h+nFu4pi6yS8q/1bZP07XhzA0Wq7wMVK7ooiJ+e4IGXlCRHRAnOZ8Ts05/SdqYoXWfHl+qbWIMQkjOeIFp+AFvYVpdwFCcOV24IxVczS4qTAyPI07pQ+ih5fJ/FMKlpzY4oHDC37C1mnrleYSH8+k00rPtlFicq0gakEepNA8jScvEgDLDED2XKHxPe2ZZNnN3aW2Z+ANH1ejY/U4rwymEKtOZlZGTyM5qbNVyaLY5ixTly5VyDuDaTp9x0g7taS6cyAyoXxlkCmQ00iLBrMbFp5QSYINUDSK8ohJkpW4iTBhQVA9vr8kg+cZj8CkdE16vBrN99hJjwC7QXY5ZuFJe4O9grYOBiZasFJ5R0LsE7U0nFFBdQy+Tz/AdRYLgowS1JpTvl9YkjxKop9BSSh5X7MeTz3wao9WCboyEiKpBY3n5bmQzY3CxCZ5j4KmYZ5J0RpyhPJGCu403SzMFNQJJVgucR8si3dRLcGSsSnPinUf+HqMTqeVjOyV+ytN0eZSUsb/2fBMm5TyhkNCZd6WFRKOjUKTk/HI9Aab4JPeQSC1X47yNRgl0qlXPGTqlhlJwb1mtJDGlKqUJnhH+9byZJyJGMwiofOLBzNzDqqOneb/Ytkm9jSRa2qAgSr1yapP8B8F+Yq6ShkpSLvCNUDXdraLCam2btQlOmYdrD+kGTXvk0zLnLVkQhIWmiW1iAxPaVhAAFICwWjdSIfD7AmauQ2YePDKnvQ4vIuySOcLmw8x29SKO7ZgVRZKGiokthH3F8KBm/Bh7op5yfO1mbmwTpiY7vxlKv8LUdyoZgAyoqPLqtakUJUxVcJ/09JldgYpU+lX9GbIx6aMzuUVaI/tiYQlYjE5zUm9IgpJoqZ3qH54YXMdwtx8Vd5wZcnlDhMFFESFEcLIOk4uUgQoJjsfkfYrnFApevBpHLoW1LXjWSDTAVXYaDnjhJYoeI43Ju4lJx0nB/ygwgDzhXYGuNRjt6dYWw5V0YtAoVqKNKgtLQU+ljmB7vTUPZqUlIJmqRw+/dTPTnZ9jeRTaysS7fFIjzFX8OJHxLklygVLdmeFTmi8WGm+Zf3OXEbVI6w+M1s6izpCeaKCZaGUnQo7xWEwgwQV3sm/NiPfKstNeZ71VIljA+XR019Zf1alltTXUJ4QfszFxVszV2lKLOJghW1MJn3iuuvOHjMt+ZVnXl14/ohqvil7PYbWePiVRn7ym5nOD+mmtYRPTdTUpIz/ZuKucpIVfRd6bhQLRR+TuqxRTFEljBRPVNrE5UrScSbbmeLOSUyu2kjU5Iy5e68o9UqURNeawonoKZgJrHVrKG6r1LbBLoYwYOKCik0oPWdz33B9dLGzIr2jHFdkii0LUKpDuuz4cD2rR3iBQKGnUCm6KBK/hi2chn6Mg/Hckck29NFm2xxItGo6yLwqXU5PPEYtWVFDO3Uj5KORyZspuB6BG6iH5KwSLbVwRgXSkjOeqzJstWwBRRAUxmFU8CqRjRLM0gVBstxAR7X0tHIYKKxscOi40mNYtfkpyqcMOyTIAGYM+DXMxZhwIj2JzEVoAMMhRsrjTu0nuPJyeZWWWVw3ZXqFVl0NNfj9qQVSrJWZH7SQt9UTyYMA9RdMcpPOUNNvhLnAN0T+Rg5X+fBkTkvgkmNhykx+vLp6k2y9+fZBRRObuEyBbIpsLo2Nenj5KSBQn9prOVP0p2IgtJ8TJXR6kp6DKq6RPqTVkagPl0nsxEtdj8lELj+TCAqhgJrcVxHeei9S4w+mivUg3yirSS3OkRJLgQnybM+4DnT0qtkW70TEQCYupxxoMv1Ss0Kel7NlS9fRBvX/5+tP1CNLcl1dUD5Evf/j9i750B+BH6At1enOe+6uzAjJfQ1mNBIEwB8JTbHecn9AxjHO44juhZUATGH/zs89h8gkM80gm1mujrbqjP2MCVCsTVIpASCHVU4yBY/d1HGHzYU4fRcDhOl0H5L1Z/YhMXASYAFSjJXfmVRDUZnZuJanOzkRAqgn9QB0t8tibVCtXOfgUcjVo1HqfgdKm23LtHRXnVq4+hKvPTU5yX17CoktHM6zMxmzD/TdI6+FzbCFx8/rd0LN4/lv2QHMbybL3HetrRMAjZrE5UEKIXYNIuRswPk+277eJx5Nh3JSOdKJLGCMYXMU+yhR60afISROg3AZKQTpQE+tOiv3/TLp4TDqzLT0ONBCLbbrW/HQz/0xqUI9QrAO1bFStOoAWcpt5sCyPoqBaQ+3f0OodqubLLQKFGd0XvU0x9SeXUVlenJpreuFT+iTdgNOshrBoSA2sM7PObGiOYZdpAUBftqCQvxvTNSs8ZXWjC523qMMHn3IuHMl4Bfbwot9ZUKrkwRfvZvtkU3RnoUXarXSxVsSPzkvV2tlrY/NwB4rI+yG5bDgrF6Afo8A7YXZuGFXXSpecup5jHGQCkMoiWAT+J+n6VTEQ3cRZEM9T/v9fj3uT/djetwQXkIIJ81KFGjYKa3d56Ryg1ur0CYjuTLn2Aj8kII3H56S2QCUSmQZZmOcBHnSPcaKqPw+6C3xrgkPTKLWph5DCEs2oq6hv8r6d3FLztgDzlZP8KpCEA3m3lGlmShjGMUfMOYLuUxoXtQrTRajHT+7Zz2k0dott8cRGaM77wdbGd4eYRUW/Mm+nGicHlzr0WvBNrns/TmmBV0cLCNG8cZoy2S5bTOd+DfB+HTjdJbvjZFayPDhxXQrvJ1LElAFQjpmBZAW8UofyQEztU8AfmzBDuhFpP8jLvh+JVQvSB9maeKLqVCQ89sNADFfXTjv7a9Fb9rQIbLIUnLpJSW4HsoBjy/XRT3Kx7jIXaxljy2EGiUjUeuG9VIOT5rlGHipbP4UeM6DaSwpUiKi8xrQVKtQM7Kf44MxBTyrADcaDwbs17mBmZPDXyMSqZPINmBdNEBvG6REZ/xB+jdHcD5k5NxtoUyTeLaAaJD4zeTu4nh0LnV93OAlj/v7Z2Zni5MzA9GDJlD/Ohado5OORnNnd0KD0nN1zFatEk9n/2LEV+JHVcfsngyd3aEPwRYIVsSDjUXtgLWx8it8lpJWs1sOVUCUzr44HR4wLzhIslM9w83JFmlmFBFEG5fKEzRLso6fhoJtZgQnw7hrZs60fp6zNmxKxr2L3XduEDM/WS9QWOcg2yBroxFnUXNrb2ozU92igTzYjN5D9CjYgoJEb18RLhJy6cRuPMG9OA4fcyhO5gkgGyQoBWRAH5qNLfZQ5fHVbp2Z8nF2ptjefLTIrtac++EQ5ZAlUyFQLTRo+kNUy6i30IKCqTBlldNB0v83qdTzMVzlwoqcAD5T5faE9qNkLToGcTY+t1QFD0ajrCZa7PkMqvFzK2BxOThKlCjXNI++LoKzBTQAoB9CDe38qV+aOLwGhkHVgyJNN9WIXpxagQzekyGUKsAhaMDFHeymbYZjmVlQ+xPLJp2FTgPHqD4nBJsKCvE6FpA9t5jepnBqXccZaBQHytfGa9EHZ9Jxb2M2tb/3+bzPTqLhmTfON6DMvj8xPa9TdDlvHXLlKnj6hBLg+S2rXV+Lf4eCcTT1zhT1wIEKiy8l9PxqerNzL/KmmsXmtpJ8npQ/qD6wKGiYO07I1FWbL3aikj6smCC5C4uREAnqzPduhZSHmIrNIOpT/du6wLj4eAS54IWoZiyMBx5jwNmYcw1Dp5g5nTWhJUW2ufznS1/IlBxRS4p6V/VK+7d7xQf/4/lwUZrabCq3phmeDJE/WbdqYs5mHUasCvGTsSBj87mzRhANBe0IdXAF4ITyBZ99tWmpZriZlbfn/ft52XYZbgzsR5Fy9P/b4Oomr6+fgVEswmVZqgsD/9Vf7a05vlzTT7NuIEgKHWADYweJi4zggJJTJD+eUkvGO4tnK+Jr5pt7mCQZgnmeBt1i8ilan3BJRbYyKWJV5trWXTV+2zJpurtnK4js3eMZHIkUFGxtbTXKTTPlPXhA38uI+TRpCWgd/ZUgTk1+CBbWjeJYt85mmYninGecb16yXlNkvkEiK+cFBMS/bTH5cxIDw2mq0mQJimbFxloUh9MDFM7kY7jiZ9o6VRH7UnFmmJ9TDNRDH4cqQPbgVDkSHg9tN+FVXk4dxJb4w6Z2/XJ0Z7H3L9FPKcWyGzyCLO2kstYq0C8tcPNCDgE5Rm9V5L2xvX+frBwl439lpYfZ8XFG3jSiGzeQwwVqdemIvxOOby0JOoqS06Lkny7HY/ME6M0R7KGxqv2e53MInY/Waj+j8HlLnVge2Y+0pWxZwtAkyv3bhGkrJX6JAXA5YFPeU/wz1L2FuHehs0BTB6b2IVfzl/khIs8iLahLBY4maC22esEsIT7abQU4vZikdi0R9nHV0CIWMSBj3OZOnoWWFyqzeTmuxMJn6JoKE4/Pa4Ootk790XQakxzXHJJuI5B2K6vc7zqztAsFLY180UGkQnm8DSl9mvrYilaXFpeiJd+/Xr9/5ghVybABPVC204E7GOe8X6162YCwXgBZDw1S5TrGH2wASEpBcdR5yoFjXQi5LvVTnZFvaf6G6RxSQd+3Kn4qguAkpuDWmaktMjowyrJo2GdEJmxkt3pY0i4MFafo7iqPVDVoXp0viEet/qGo0Siz/YSG80PlywXGVOnxEhHXfzkMe2Elb3vGEqY0S5o4AKeCNFEJnA7uIGRSpBJJBX+DSoiY9M6EcUFpTFcNCpnPzmjSG8lFA4tN20CUMGa0k7DDIW20TA3ZPSgBAAQ0HbbuSoUhOJahaPZOGMjEYq1qbqfDxLaIikcROjqnDg1Xp6s6hRTXtuqpiEZlKovybacI8thX/5y4l1iao0Aokkqvfl1K+iP7i4tDlTzx0DesdhkwaPpfnKUJEjks9Ao17NydQEED/J4+2Z1Vo3izW2XegGiQdgHJ4E58yr/PbnVmlqdt6ezQDlOLYoEzK0LFCRIiZvl4lasVuNBdgBsxx2B/WX2b94XhEKLcVK3oiDYf6kixqBOlLTHdN5CigC6Kc5Pu/CUk2TkiD4MQspYqjrTTTQty2vDznpYmgBG9YtMNVl4uBq/VUM6YU3m835/nP3941NEHEuCRIZLjuRhLB26Pv5KVYwYz/K56cs3WiYIas+v2k+X0OT9vFoCoYvJeH8VggSpsCDzniYesgwjKBmwunucp1q0iZpHlmngEY4JW5HI+KYuprUnjRY4VYW2umHYcdPEEPnPwgAttStS0x39fqrPfyEGTdnEFPQSH74D9f9ssVIxMGugEjuQMHaOyHl1NPRoW+ruBh+bUDmzHhMBITO2zVWUgCY9xT9aw/vyY2sK5X9tYvETkpurwPo/797WdFJqNit3IO01DlbDTLW+LGJGCr4l6H/GRHpjBoXeAZ1L3OMa/Xq1AGCYU+Qg2S3bKKpuL0OjC4oESaNahpF+BY5VzuAscYeTcfhw7WSOHMo2Qq46q+2Nhb5JP0lQ90TSFpqmuz/I265ysTPbdTUEJLHy9K6E8vTALoJkHM4qhXca0fvVb7vPHukJP8iVT3RdOAQCa7sMlrNk4IAAg7wodIIAzHd0DUyBpayIRD4skvPTCKjwZziWfI0KBNcB8JcOrW0zaw1Pk+X07Xr3Tz554DYyy3nTQLMtV6zqDO7QoZjWWrQPzmutXbp5VkHwZJ+aZ5kstyvr5QjTfhtjRGWsVpAsY9ydtyHg/Oggqqo31nUA4n1KFnYD/93aOmp4r5+S1Ar5npMCrz3fYX+4WJjVnCxn5vhakqYhSxvgN+n/zdatCiT6taS4QbXRxGwtdjoUf3OrIndyLUj/GuPNE8HUwJFPyN1dq0gEoO30Dcs/1EOO/dtQEZdScZd5gzcOOXJNhGEwpzblv4EfHkiny0lySC9HDLEyok5L9vxeJMz4nMFqoYpkl4l9TPU53GXV0w6dx5StPoYWtnPdSJ+oCqhmcoiufcigUf7mEtJW7pMU0J6UF3TTiXDIc5DFUcDIQhoSELUAtU38uXclTEW+v3wnqz+ckrzFOIpbn2TK3QtPga9Xl22EFu8E7/MIQ9An67C1RtDPigmlsXaw27o242oeWs3CdgxUAhwVgK9UYHrYPoVTUZXmW09BTKadxRgszQZ+MDJ0IMwzAjwhv0dq2WGtmS1yIjjUtcodIeOM8FKlQXmOEHR0GYlHOYzcc4sZCdyrgpDszr9cIaTB6dtqedx2oi4XX4xw6DahNO09WYo7msArapnGLLPHS/cOKYDM7rDrVr5QiNjJ1E0wc/rHsyp8QzwnZpKCPk9/hxkPOb6Ud6vqGm6DWkVw/fFYz1iwiQEitwGg6XGVYS42aXKV1gsOIbO6TiuuQ1lpxy86paH7l/H9N/kwNFeJMcMv/xe6y/+nPXyF+GngtINuZh9viHgu2mZVNBj6Y/H6TAp9MZn+5+jq467y4nCxADPt1AiZuj9vn9f15TD3w+khqVsGFrDgYuBobQ1FFQuTnkZrjUz2JDmDZltirLKT6vOUwKLZfTHcOBk33GCiU7Xn4wzimJIDT61aBKJh4PAVozPqzs9hdFChoD/kIsE6n6nS3xh4IBqs55diuyHyOTgJFmtGZswoKBzXoAz4fqjBlHDVc0WQRJ7YaThSsfh3qcO9BqCWH2REgU8Tqa+W0rCdGSJU4WUkeLD7/ij0Dw3UamojzwuG1ZlBEocrkxduYPVZLPhGJDJshrI3yM26f22vkmkGIRpXEvwc3jwNHSOxemhGVlWhdGKsXV2LqTDk//tZzjFkkBzCUI9V1ayBZr8nSguhydA8ugEvT5vATYA2bFGpdq8ckeBE6kyxFy1iwW2wTmdSnnXqYCcxLsdBpjsBOjzNRAxZze5HLxAnr1qx1Nw+UjsNv/2gCVk6tta3aZMZ+12tfCXjkQsHmz/LW3vYSj9sI+2y2mXM6aviyIXD4ezw+r9HLyeMDcXJTd0e2A9Jf4M8yAfcp9Qzo1MvS5asqY+5b6jXFxs9nGmeDsJw2p3SPIbMsqLGr3PLpQgmMKskPJ82Dz9A6PwHcSBMYRxawCzbmDR6aT/oTnmdr1S7NPeeH4TXUq2+Mlzv3+ziISjNJVA8MlXMrHe/RLnAY7eGX17gdgdv7dw6wecue18IwD/iYdjyMjU0bSB7nywFbniqTvT8fEcZ2t/aJcxo1tYkzisXfFjvJWILfdccJ/tshuAKIAmStO+UBnzRwdMzREldmuxh0xGw34Oa8NKxgWvEfD576bXCmSLoSrfruspsNsKUXHzGOJQ1Eq4wtrj/4bBTzy03nNfHZkBsdNr/lHLBZBCaBALvmr5upnj7UZ3rBM9M9SO/LUmlMp5s6SaepLMmjUlMyby7s7Cx1ePmZEMCSjVXjK2xpbWAnY2lgRmJXuM6+lz6iOvxkEnwNTeC1qZLx7SdjSGOW8B0oqG6ZDkoJ2c6orFZyqrEYietzHewYomKSU3UODDvq6Zm1Hkc47XA7v2mfTKnUFlYb7hcdjt3lQ+gla2cy28yygwmwZ7PhgsO1yTUAuydDjTnNnS5r0OrnNT19u0pIGzYX+u/f5JW///01887fRfHmxl40+jW04JOzC16vt/Va2f02KyEvQatltJjkp+7AVJotvbQ9EzQIG5JM2PNsJQQ+R+G7Z+faortGZ+5g0/avYeyu9k1loNFPNhMoktXY3U63OzzwWBYFr8V6bkHFOSK3aXwbFijuC8EFqSgo7+P0ZbWJtN3H+FSftAwjtdYUd5BF1847Cn4kphNXgcmje8lu4WUIYKtJTjgVOV65q6JB7Oq8WTL0GJfHom0JwfR+OyAHehhuin7X1ql7ThTJFkeHROp6LVIAmqKH9WzfzoLxJrRsrkiQzpOveWwfltJ8QWOriV1xC2TIsjAY4me6XbDehENm2ESRSKueDIPECNLvHkb651gG7TOIpf3z8yuLo/sTgno4DXivHcTm7199oGiWW0mJqRVb1/Fc8fdMRuIz2HNi9ByORZQWqRCZrisH1xIBADh8j4jXqLXMng7IQol/cCuoebyBYv7p60VD7qvSliwLRrFEDT0NJpWDmuKABsc1+Nu52R0U9DxJCi8WiHrJ98/nNbYo8vjh12WDEeEWQmjdJuwSk5sqFoU5Nl7jdihlGhfAYgKFMMYxTrTUZUC0sWSYf4ZZJ8PPTS/IoPTVOsfdV5HlXor51LD6xaq+79N/N5ZKo+zSYM9DCns5oPyJYoehxWITG/NhErQL5sOIYVxnBuSzfjjbJPCKf3Llvh5SpBpVNy4jrtUZEDfJINxpyR4p1HL7fF/MQt5wEzjqr989f+t0xecar5W0kCfRTwOJpnHnnrDJuRZ0qeknZ6RD/OKzZzLmKCnbtrUrFZHff0F+5KGI88ca0dwZrbSaqR2265ZtKAGtXbM73MMcFjVRy2YKez/l8TLb6RbALcqqNydZccZDZSSqH5+IEFQm6ndgUg9EP5u5l4e7mnBV4O4d+bnREroLntnznWNgksP7QJwGd3ykuuXzyGcOB8dYJMDiNvqWascTOtL+emmG6uU2qQUpV1E3XjJ2zaWIR4vhBzCXWR7yRw51GhKjUl9blHJRRKpO9uvi5qN8wh5GjGnU8NpdxpN3wSy1pSTRcVVtyTrIO87+sh5SzDvcZ04zYtKn+tP02YGouhATcWkbDOyXIog6J++3IXbSt6zS5njubRChiOAOvSIUc/1K6otY34XS7JZ+iZw/56g7A8ucaavKT8dHKcEl1tXrgtBTeK/2AA/mX2pXetsaJiRmnq4/mcov+q/w4wDv9WMmaId4GZsWiGdO4avQ6zHe4GWN0gGGWb19rHYx+PE9gyB3IGfbpYsvUD8t+iL9QKmYzsJ8ipSSmFPQr5PuTLSeybbqgQnBxgWGxtntXONEgkPHci4eUlCuaQSvif45+Lh+axGNdLbwdWU45tfTcxv4c0XJWLd55VCLxmJ+j5np5h8jfanV8uKU7MYoYoj1NhCTpPQ0RymO25My8+XcSik/b7bsv3+SQW/CmcafIPbpgIQi6zi1/+ln78MHb1gKEjOpsCgIrUhNb/sNqL5I693vUMZxkP5C6EXy7lRgHqpQ9tfr5WfrsrMMWI2RMCDteoMCJoI9vgUORwo+XX6m0E5YuWseO3DnYxQ4Pk7npUzVmpM7g4ZZgF7kLuRCm83iCcbMAZyJzOgsd08jI3NdmrZAvDpq1jLLo9nD5s2kAtr5MnZAL3nWmWpH8EElHpeVHT+acpgXvHQqxxi6SMEaChw4k995KM1DxpVj6eR+ciZcyzkbTHaaJ6pX6gaU0XzaIxLNbCffcN+ONLDIxEcdunOENipCTApKNmMqbgEWk8gzEXTqFk/3lpxDD8cYE0HmjNX6854PxJLmF1ZhqCuUWG9bMbYV22cDzrJmeyjQ/I9Zjmuqz1NisKCK2JN4CZr+FPASg92DIrH9jaiVL5ClB9M57k04MrEzYirfpTLsrPKOD3cz/+3pkc0FPKhlbAQVAQDAmHlgdgg5xB58NrOZK/nBLmU75wFXkIrFGI0ZEv5wkEGJ00IMwwa5oaqn+gERey1Yeio2QuqlWMk5My2S8nm97v+Zud/mnKirq0JPnx5u+0Sexxh1DPLIe2YubhxW2qZWLImdIySoaIqm3TSqDXvFeJa9Um0N5IjehJzVY6ZVxYVbbn6NH7hImii6FKfsi4iJBRYd3Zk7q7Mo1xZU3q4dkReLjJM709AKM/UURm4/xAQANz9BQ9zXsEBdJ6IYbk1evQMLrsxuBSTYhFtFIOuBpBZG9FyRbcw8s2p4KEdeV5Qh0zQy4OT2nOpjcrDdqPRDVFyFcsUhUFwsl80MD8MuvfleM7v2eNjICCNtCN5qqoscSgOYB4SakYlRPVjOR2UpeQVrMscNMWfpBmSQexgVILcfm4qvQYWShGFrhy01H+ZizwVJNh3Nxakww8OHU6RcCJ45nFh7CzvHUGJDQ0TQhmtauZFAUJxcSxs3Yr+1Sc+t4exA/whmtRNLDabO1hx97J6khrri7BITkp7yPfHb0soUblayorSK5Kb9Kikz65Ua3Z/jSRXLw/IMAgG4jVeKqF+5FRjYFQEt6LOe63DCQELDz3Lz8EhFlKfZqgSTlqm0967ag2+rx4e5Aq9GKTifcVPRHgVsB7koWQcrdMoDA80oTtxgWSXNnkQ9IEKAA7aqRYzQ6JhEOtt5PFH0G+ZbXoJ6ImB4/8qA6pV0xggqCijCU9zHKm2ZgrYEdOPFOpzy/w6GQNc5GRm3Z9IS1XP0hhmT5qemQFTPWQ9+45ctVo7I1bfIW7GTbBjaix1RH+dw9ki+LTQrZoN1NgS5ATc2eawDxBXP94FxehylsxO66MIrR1h0MQbrif2vdHZaQGHX5aGl7ki/DjpbobWSAFO1ZKai6R8yupqzW7ReezP0GnqPgTf8lJUypnV5OIZVw6rVNAbbfJ2ZCSCaMxqExwoqz3HBk6cLGmBkozmhSbs5ZV5CxlJK2opaoir30BMCjZa70wKKLoWIpKhj8bbSIAgZ9vZ9vV5XDlinhMVmpOlXkjzvOLOApPSQUojaVURB/Qnj9VJM21fj/f5kwMBjAO9J+pVuCnKmiREvsmgwmCujvPDNmOAx4ElgSt/q5zYANmPr3Lum22M0i70Z0TCphEEBVVeF4BLvsEeYQVBuJMb4xCJJthk2yQs0zJJm6tTYTJmwzgfOS/KY5HYTOHEV6dkRZsBk4/hFOiipFsxxVtdcdQyFAqwa9EBmqgpLf9tHnurHjapbyawplFslOOetzgro3gCw1rmtmGzmOU9yNBE6qg1OBtBhGoo+3ilInuqQmFR1tzaelQm3MOSNhwT01cFPNyDdNJWgPIgsOhWV8582yqLLr7pObT26+vRHXC14FrYO48LkGT1iUaLxxJYiYEGmb6S9XHjWPZo1bKCurlKrQFhbuPxLEgWZ+OIkbFqa3S95x2t3BGJtQ6FTCFD1fwDfn+us50x8ZmoWA3ztTIh/A9hi0braLOkE07gniAgMuP95v2ZuHkilHXPn1c5jTxjZDo8nO1hP0XQtdZcq2PfLgSK4rQOpMnXGYFhxVH40TdyYzWW35UubBV3T7kMQAFUSqMygm9aSV6sYaBzJx56KC/fUe2qk+7bpmgc1oCOhDvpnr0E+CeM55CE3g3AhTg4xK6CYI5hpNet9YlM3pxCaj6EElxWrh+Fug3dcyIJA8dG2oF3vo0hG1bFm5k3k1BU9Snu83J+jBU793sYRtMEtDi9JQ/wM6UiQafhzyBcpKKph3iJkRw646ej6vzQr3mZPgXFqEdsrvoU2hq+PVLHO6Q2Oai25hreqwa6OJikBHv9i8QucK75EoNV0kZD3EkELJ4XJwrOmPKBibNOGrD0DmbASIAPUdrAczgUtGhalTx4H19G+9JCTRJ0ZxkGSdio49eJYgwz0EFeFejhFnTj4Dm2cRWfoHJrhkSkaybUm007GpdNa3zsrNtSPtIV0LWEYmVIAviO52lAzHp6WoXPqcZzMQTF8vxrMMEbdLkqe/55SYFi0iXzdJWAav3Pjh9yOOe/ptZxwrTxjWxTmeC4zwjmwF4ASQySmCapn12GWpJT+/bT18fkhoL+nxbmxSurypLWhCGWyoFFuvQdP5Eanfbu23Q59OHB/4NdsnAK+t9tzSsfStnXoDD/sPb7rcw5+3q/v5/Z8/vt5fGciVAbCpjDA3ETWu0qTPm+lWDNFwlpiwRStrNi9DZRpyyQ0eVEAOe7PB5WtHnDfD9y802f/+KtwdFLkMCk1rSrvwPihLdPoCIJnTFuLcL5DU4+pPBklnxI7RnxHcGy/6zDkToclJZiVJEH1Al2yFFLOERB9Ah2quf8//7SPt+21aE6TeP0//vE1OE1ZkOy0Tb+qjWsGlSYPECr/6p/pEd6JT85Z12s6HlUZqak/PydLbxJTOdb59v08/RLDEYEZ2PpnEprgT9A5JG9g6C2QyGEL4LovJuPe4Ww8i7bj6VziB+4Zgio9J9r4DU64C5R2yx+yD+14lFwoCgxjyivc5BOiIkLzFMh8wvYagS+mYNMUr7z0eRKP9HX6jgz1GSLBaM6NcRXYFWrKueEua1CCWsSOmsbjTYGxrS/A5L/htHCFaCaXnNPEdP6pMweDQXVUGziwkADdcBLoaHeT1iXDjGQcNUvm/LYVg9JeJlTzJAeIVf4mjzYPlg4AHLw/S4KaATsEkzjoh1ivsXYdehrmg4FetQvsYw680HthCSfOik0/ztJ3HPPgtHSej2PsLBeVK8pc/tgjQTF8VXqWpj9oJQzqPLnLi7brwdH1DsJsNt5cDsvRnBA3ZuSFV5fftA3TjAu0TXQGQ1RYPo0yGiRJq2z++HPDLPDs+zQwNyf4Jk5nHI4+Vo7w/79CZSUlCSAy83iF45duBm/FDzGxOh3y5sJuUDWvSpYJywA8J2KKZMNNla6dyUj/M6XQrSQARKR0SvCe//7VTC953/8G9iUUuKllcOcxna3nmqo3W1INiu8CaY1vl4IjDZH2SRwPgWjj9QXj3T8yseYx3yUcFlpUI7XusQGieoD0UEonSeaAHn3C9ss9sSiKfRP6buf4Gafp/8xeubRA/eF0nbH4XLO30gRy0gXJLVC7G5THcKaYY7NJu3bpRY7eYjtiTEBMyNe682MKXzoqsYuGKqKnOkCcI+VRRwW2LMTIFeo+dNa1qb0rZG+WhXrJjw1co+XbHZouNV/uSRReJ8bLTDKv8QbBlgTHMoHUCzF+ZZcoMzA7fWchxCgm1t+w2dbD035LGYtIfti37B6gLVHYLnn91IWuEPKOOnZ8aReaipYgnVE+fzZvU9ZsgRHWaqBUOhYWinsGhuF4K7f59cMFpNMR4by2H5lAeXmNaeNloqDPiK4FolYBiMatfafJd3bUeA6a/RcDFqq99/tz++bHRsqva/FmZJVFSufXo1y8LHd7RaZLgLKOHsLwz187IcBIx5EEcn0Zh1OzfWFmaXt0oc4Yjy20ygLlLvMWOFlaU5/Q2/s1aZUf8jmqsYj/jeVXFV91X+SxlsR7Wc0RrL6UYyNAMP38fbwOzr2sFL39Wza70XZj4VkDZwWTGO64obGr4pNPYzCjor14awzh37VoTvSDnADM/Jgk4hnpVDf07SkLjZ6aewZNZmDzTJjxpjIIA9a2x4/L1KPtbBg19OOsLnwp+3rm0ZdHxOweq0vt47CneXlAmT7sodQeR0UWwTUB3M3srr139VoSQ9jjuWfab8bTHRWRoTA33P28lrPhnkP6fvEVyO22CRsrrbT+C3VsFWoQVCu2c1Sr1F9BWkC7SLXBsHrrYSGaxSZlf2f1znM+2qkHHPtRR6X4LosM96c6orgCAeLyn7m/5247O9OJvp+bOdOxsTG3nOpZsPjh/GhHawwByCSyJ2DdGGLpcDxT12YviFjPwTOksobTVq6Xw7TUKI4620IgfAowMXvTETA6h6I5m/ORRw7+yJmEWEtUaJpO+opMwwSs9mIOC9NDhOcRJnenxx40WgzZcad8R8foIcE6CZQams4RXXKAVo8G2gHKewqGzMxCc+KLHeL7LaUK5p/F6kRzhKT9uH/NHMjq5dBK1edSihG7rYR5+GN0YWlHekN+7VMFV7+FG6F8NCEiBDyq/bcrBMjeTbKiV+oOpe4o8cdD4bXm1blVuDM8jy2hVy1U+uV6kQdnxk569eImGSYMm6fYFW3AtZVvtsoG57vsRSFWbZyOlwyvtaneE4meKkxdYkz8PAhkvl3TG0Tq3Ifi1yzFQZwkGFhW/OhS7sYVwtMxLBGDJurVYqP0RZoSIVKruAKcZrLarvf7z4wgagjLBk0kIcMn6to8M8wwH4Vooi6N+pF2mTRVsDSDy/TkJbYVffCSAOXkblaaqRsGO6DH47IhrvIUuurEhaXxv+m5SNRKj3osgc5AHZzLOm3TDWwlI4UoZfwKA3vC6XRuM9pRBjB5TO525TGS1cVz/3hQLCEFmgHytYYsvJQ6o7zufFKERZ2Jmo9rF7LFM6eXCb3Eq9Qyh9pUG2TeXy3ax5bG2WQA2DwlitWzjUhhf4AZida9U0HkBSaSGOu11mR143ZwjN4ZPfwkmzT9D/LtAuCB7SttDP4YyoTWKrUWVip1f6AsWSBJf0pU98bf3jL/kxrp3M6zJWUbIzuWderLTHNzgWYoMyVBk1xy+hUgxhEDORxt2JDigEStTerE2gAcZO12nEc2xvzpYKBmxdZapDFQK2G7moSyn9GBjYbJCmpOfwdJIjPEXEpC2R3rKautK3g08HzEEauTdxGB6WYssD1+fdIIEZHMdUwfwlNhly/X4wwNMLsdPKjxvzHAK7FDLWjigWv/upmfyFM6jw3SIGGuTWsttcRT8aHQCXUehWhusLPcqH54155uP7SXCYxKEF7TeBlotaRcu2nMR5FTcRYHZcvsevfuZkSF0oChI3ZwiJwtbY5tJY7HUdzGHSekv06ezFrxJ9vTDqU3VHYgDItj99hQOj+rcaatlJCQ8Sd+ezE+q87zfaIh7jo2SWcckQ0OYq3lMYG1p26wah9eG6oDMNLwH94BzmE5YDFXOkrBtru3peljyBDvkLZi5Zon1nBOjBMjt+kcTpRygWb9UNibizCPayLCZZ6Sr6Z1dvvDpxLXThctXjnh18O3PIGErP/552xnd1ZvaWJzlsAP5y4a9nvCVjjHtl/FZ9rrF6hd2vfoMnP2c1OLvxpJ2aMvZqicdkavfr6fl4dpBGnxD2jCKvlE6EnZum3IRkVGGaADODfZXtCEsDzb5E+XfncaGcG59ppz1mspo4qO5Be/GZQo7Wn0a52zr01O1ncPe9bZgo36lGYwi07lifkJS61UOxZzKOYNi9NYB/BLJhiiJzISz+KT1fAxqI/Nkrr6suTiOkAt2gcHYrT30PwhNoxuQZnSnBZBNaJdNnhKR7aaXwRE3G1U+kt9oLdWdBF7IDxHBZbDgz38nHg68fo9/jckEZrMw/CYslFrdeNaiFEY8tGQW2NuMxDc5t76Pfd/SGhoWbn9m/Ewxjj0049hJsQxvuQBAw5oY4bJkCzQ/GpPC7WXwvv+/Nd2dAB4Fz9lMMX1FBzRX5fZOzSpYv2heizpzY4+8zTY7pMEWcHPtm9iL/kjPLIFFQFzJuw+QhobwCJGsglo1Rs6BK3u94+t3LbW87s+J2Sa6noPsMLke9GChMEp1VknO3jphi3NJIQEpBHGZ7wNtY8O1YCXl9h8UMWONLdEBAuuhIcd5G0syVaR3xSI5zzF5RQh9spbMXGwDI8raqO+fRXbpFXrLyQiDZdUPPseOWVzP4kAMWk4Wip3PZYj/hujsQEaVp1iP7pTzdk0XamMvXy/RxAbJif36HwOiKN8B60W7dzMCiOSLANNMwZnqwycvNN0bIWUOLrzVAZW2EozqUQaYhzKGYcDRct5vKWMLgo9WnoyP1AVmchl/es9iEm4TPXjKG2027SH8EHNMODXrvINr4YF3YRY16FtxRQqTcEFoeBU0SwKYB510gg6JXkienAa6TLEY0yAzrWxmgtDjTSaDIlioR9pk2/tNU++NxPfYJM/0wzdvCG5uKZvTQkxJbtCTc8tdkFOPLMAUuYeJgJ9hAfCSP15fF2rl0uLab7RsZoq56hC9n/8xqOmVxvfqvKe+aY1QryWd4uR6zlMIgmj6vjKGEbfFwY1p0yasTgr0giUv7BWLPKccenQQ5FWQmVcEPS+O+ia+MOtEkdlBTZCfqxOOKR9mJ72+zswJQTvYS9ifYxAC5+Yu5xrGJq3iWSPDz/w/Ptux/6fCxiUg6c+wFKCGf/p4lcSPXS+QUNS4SRVNTV1RijWAajmrB7l7m3enXn4cm2JIui/5oLSh4/bh1j9hvOiMIdG4yWU468ZLJisVoNLOKopJg/TAc50ey9gm3cYuGK+uKRDuOVr8fQoZDeNlDS46h5TjIuQyM2AYwWxbE2co/PCWNSdgvMh/U5/IpR44C0X5Byp/snI0zZHFwLpTWNsMUfSbkm25YFyL9uuG2upxuRU6Xt6a8rS4pAIcZ7Zdax59vBsGXirxa8/Uwe7ql1694MTz5CGeAa6a1is93EGRPr1ZtMZL9ffnUutSbX+WuBQgvV5bFzQUT9oo4zdKOauGB12C8jeBZjCxXgtUxkuxO70uIqYxgOzCYWeJry2dEtIv0hTTnDUDowg2WUIHEswh8zRMtLH+fHslks+6WOASbswM7Vnku/QLlM1lMP4yFPjG7vArS5WVhO5ctI1sRZvFms5o+V69hWE4KvEy88Iih81w/aOlIiHN68hs03E/a3HbIM6VgmGyemiAzVprkmkCnBhWzuAHl4cK3GUa4K5TVd0PTfc5XQU9n1olu5cchf7GpULEv5YG2v6W/maC/Wpb6RfgkzAEZP7i1VwwXgJ4YR28f9rtuqxeNLcyL472xG+/pkm6v1fE2379qY00MmhPhWZtNehqJftLNHk0fRVKIukUybib2KRHrkC7gOUKAMAHFOUq8Hrc/kXsbKLLpK5CTIZjaqHrTMGZPnxmMHKNpIVFSGDYdbepuiDM1DvD3uWAsKXIvLnyebp1SK/VPbA4W0X7wpqNyZ0NCT7OK2TZCQsLjEPwkLygD8WI5sH2IbIhAm/I/d8vHKm1o3hJ1IZm06ZAueBctM3e9Gt814eea01aVBftlOdfzJY0sRg8OkwKLL0II6Y0K65HbPbRmKaTF+xCMIz1YtVSaP8FNA7WH8cYsO1ZkBlEkqKtOKbwRWGenp0dBjb6DIYI+hjvy1uCqayZwGlTnD9bNhwI9XkzKPzXSA+N/mNVFufs3ZBaUR6Cb3tgMdFNKTlli5YgEZ32C7rxCVHYzkkmPv07V+k1JR3Zz/ci21SugW0tmleghBPjYDJxoFPtvWt0qzb7Z+P1yDrJZthq+uGZ2UaANjHxrrI3bOEnMfvabet7ErFQFdlNZSjP36EycASTVkt8fD801FNtGTligTtmZqHNa4CEVGwMJ99gxJFfW1p2RmAwzsq0cMZxf3+bzFQ3xkV/eJrCS8anMMgH6cQUovtRbRurhCahLJwAH5lqaUcG6U+DgsxE5RaDqeVB7LjJWHHv/zEJTYyXHrPzSGq+EijXsrLJggbVvCQWIdK8hPVb+ozIY5AZKV+zR5YUc9iPY2US1RDl1tTKFIqp6vZ7MLhbTIRWw145fg8LJB2ZH0r9Evdo1WtEVOPp6YEWdvclUYxKV3FPMWR0IazUbyB3Cipne/r8liTBG8q2BlgOWe2rzWPa84gvPYOPUWU0qLnmNQzk3o7UWau6v1+P59qhNatpEpIfZnI9iQk4ZenUwKfaKAfJz+CNjUNKNPqykdoxhgTCtfRIGUM9XQGheH2Liz3MDOtwX5aE9KH/q+Kzhs2g5yI7sy2uBSZPGMTTYPaEJZ9aCK6eP4L5RVnZp1idHrvWEN5I3vV8poaV7pyaiTrTYZhmt+sYdyjdeRuQuEkj8nqGFK10pcOo7Eu9sYDEQ5dXLQppTNpNqVkLJpAj3d7NkRXQel+oUzqA2rR5WvhOL6MEJl9cVA7Gq3jk5vHkuPae5XsMDGyfYEyOv4G6P/5Z0GC7BM2RTxm/Sadso/7fA+bRQRNc5jUx5KSS73dLwpLu1eybO+8uWLFWxOljPSukPGALylt+oiRa/KFYbTqVZtTx3KADHWnGprJedjEpFw2JfM+TgzCF/XA4we54bK5jk8T4Y7dN0q3VhCvyBoJ4l5/XlwNmmet9vbpRCsXIo5vKNWLdkaYaY9/XqzeKUdpNePAMxylNlKnIc4xualChQTB0zYX2mWw3nkyVh5ZG/TQOILKcbR7tZHCSiRvTlXNsb22s6KxE9cMUQE7CDJ5Kc8i9kZF6EnsGxS60H1wimnrgYF0bwgqWX2M4da5ogoHjGDcl0GXcdMU21z0GEzxNTNNLikexlYFguWIntbSFADiPimjVeM2jJn8W4mLIfBJqsRlt5jeXnBzmBUc5ZXZckNsonS1mS5y9IaT/drlMlZbamDKw0a7niRKnHMPJfQ3jDY9Zy1saxY4JZmxXpqmDVvfHVzpJh4cdUAcZjoTPj1ER6YzBr9q/11+hTtRCcQH3eRECoUBeMjYEGFtGOcOhqvh+dJ/SluNfFYxYoOvAAsmAt1+3r/nkHk/ap3Tm4Dvk2m32ShgSUc5+6+wZJ4Vpz7vdFH5stN84piUSMaVmnnDCzWAnFu6VfMY8/qpBLIaTS+jdXYcDvxr0gLdfoz13ZHPUYo0xRC6Z9C7bskhtdYUS93jnJ5F5ehzfz792FnB2F+5QASdDI3URwMKOtsPbM/KmVk6xqJ0ePSwL4kJCZZoHM0ZB4oJ5+65yVsPT8ewutJR8JYN1hJnoER9xxQRtX0Y6eHPv78/ntaDmLZfTD2/1akD9TqMN1IcjB4XBq6tjZRjY3uQGjop2HSstzypPEcrOUSuQDoE7o/VgmrXRUXBWsgXe6Gp/icu8TIXohk5n7H5dK0lbwZVZGSoO4e3oUN4LlH0GlNteAESt6E2tEhr4WpDBWcxOikwmtlHob0zLSwBDdKZV366fshF233u2N6Jc3FRtjYReDixZacwTacoBN3gjO0k0p17v153YU0FIvNCZBGniTz6FyCwRE0I8LgC2iNn0ZdopI+jr6X+zLLPw7dpNpI2TI9akACteAaVzZjTqMlhooTMn423hyep5BcnM1TxPqdnjO6mdR+XCQvN/RZGMR4UPi2oXfmuKGuSeen8HKkKx9DuaU1EUAoXxiXhyE0vP+pyB9pBitZlnkYSBnIh47xoqoHsdokRb8/uJVOJ8XpxSJ+YQPOAR83YvTmLm8N/tn3ECQs8bUZeG9drk3745GFdwQgwt+MtNHKvbv7w/X7/e/6bmVGedxe3JH9+gTx6cZGXM0Rg1hl9kcIZaXYukO2hvj82sdctKM4T8Ch9LJVI7+rAGKkAC44H2Q1pe8Ndwi4pB39uxx1rLky4UDPzc789tf6nXnBrlxpI57WbVad1of4HjrpMpS2KNh3UM6V/2mAPV0ubxS9VdzklHy+JF8aIU7PiKC3O6q3LmEQfGQnmBtP/YbUdiGx2Qm2mvUnKZDMAGzoDsKgnEOUEovucfhE93xp7aj+M0TXTkv0u+Glfnqd5Hkfrtf1oTPQiWSGbCSNpyYfFsA08bKdRZxNZAoLzcxJ6VLn6o5lt5aDJmFRImAx7CSk59YlLgkFhO2uIPiQ4CRMyEvHX0G9OOw+35dEkEXaiQ3LffML4ENP8GJu26vAcn3HyINMnVlNR+2yS+CW9FG/j4wUUcEWGt0d0VOCOg2je6GmAlkV6Xsig7cCiPm5QdLZElNnNQPmzCEQBdRwmJDcfioVmxCajsh9mrkw/130w5kizBQdvZimAkyG0zIgKcBf0V9rmouF5Xoj4LX6xjP0TFcorM34bJsyUA6BZgiOkfp+LJdpsP/uoT1XgcijrKcsZxcqNC2fXU9qt204wQGFRKy+JnMqm9q4VLP1+eTSPjjQ4Yxpz1K6jGvd+78okWuaZys+BheDCjRNmt4TkVu0Wdwlux2Mfe0k7K3inJJLWit2jPeeBAyrJd8QN4WEPazKnzm2rcSg+TtshLZtosYAoRj9X+ZJ234zGquNZqmIEjnbcyRby4om3Z5718JE8UByw0wn0OCum+dY8DQLEdjC2HxYOytVRLICliYHvQ26cktCJBTi9JxqTF7ryM3/SqHCxj3hC/BHQ6lRdWWnDb55MMlorSHPw+cHyawpWEYEqZwFW1znnNioGmE6Udf+rwFFAzeTOIGhu/HKmcNYEcYMPb4G++4oFQN3R0zwgT/dKn2SHIgK4Fku0qYBNpOO3lo6dN1p7bomErXsB7Ofi6c61tORQBAFzfdwRXjV+2DEwhzE4R01006mjvGt6TPcYDbDuEn1EIzJrEUqdZCgQXs6LDSmWvN2fzrx90M+eYZo00LyRR80YE/5l2hh0PhNcHT9naLuslIEnXOgF1bUFAivZ1eDs5YQvmL/8rDC9mk7X564nSEPmoXlJnTlY2IWEHAqnXRKakQeAGoJdWI7twBBPwtKfDZVaYpOp7cdKPXMaU1cTVdiXkzFpUtYMbUW8nTEGU4vvobmvnlPXsd0/Gk7+1dI268QdG7Iddp+fvcXMP+9oIkajvhwTbn47t236ZqoeOWrGlMEmU+NULSMn7t7XJx0mibXcX31Q24dD3RTTmKyx19A6bWcWvX5wCMAF4e1LxpwAVAmeQZ1JFRSoZDF2Yi4LTHGypjhdJLJVBNVaKIvzLlabDdZ+oZkQSBakAmUMF1J2YomWXZlmVxA6b6QHLJgJ40pgzM6w1ka0wMfn/nn+5x9EP/2alVXnaNQ2QjqqNBh6G4hHYu2ZQzbLOE+BaOAnrXhmeKYf7+QbFBGpVzGrK/dy2ZXahTPxgoMARsyISXEJittWeDQyHUt9EbTCs707LtWPX1IDH2e75dJxqBVCx8Z4khz25mWXdDx1k0U9SUAugoP7WkeUzNhK1NRd3gsSpGfbqCAsHoZIUyOolwv0dK/Nr2SQRsicPTUSiAYaS8h+fweem+A+g25qFLJ6MEe/FvrdGAl8SXa9VwJmpW2YT2zXSIljkAmdXT0+bTXul8q5nSjgKLODq2yunac/JRAIa+CoratMbl5HUHvY+PpzjHpE4QGjxqTZzfSjUdzqPE9wtr2iMFZsUx7jK0MydJj5OO27S2wpXod56rCcndI6VqT14GpNLXuFZjlZSZA8Q6LjV9KDmcFaPlbnkQY9cpHGFKlF3AHWzIjzS3QDgaakifvK8jV7LbVHvjFFr9NoHS8BjY4jrWOx8hx3v5F8laUpdMdNcyqTjAaSKqAdAxhdQDWo6iM8vJCogq/RLpahm9PKIXv8vkj7BM6NG5JyL9oO20s6UPNeu3OQC2hk7ZdLI48x0N+KH29RzOej8Zq65wjzxhkf8o6nHLjUFIo/PN6ZWGrzYp09g9eVioU4rdiw6zbslDhlR8xtA7Sx8re/J6dWUK45Co6+VvTQCQG0sSBfZsqWY+2wVF/vkXqrpTWBezpXc3eDNGtJaNE+R+mXPq1Sys52YxufnGnOk3ZIjLdr52o6n1bAPNBmLdtXH4Gj0mKNvsAGmgHmiBYmlkzrlZARpt/8X/cAHfRxJ5xjR/W9030tIfquV2WUl5jNBgCWp17VDrnLbXmuh5T88OP1uDxofnvKpvLTCtfECErJxqE9lBtIKTEcS8iGPYgYf4WOS7WVVzSiGiNBOXIWb6zz//UB2WXfq2C3BozMpIDhWAZHNyAtAagucVaml7F35VZNyuhnckk4xv6zHWkdsHDtD31EjXgTfZEbYpmVlCmcTHGqNokmoT7E4545hVp5AdUbYC61smm08jxXXQtbFIA/gEVTaeDtApaTclEb19nMkfJwlTHK6YzUlLBlIhxxKBa3s9lfb7ltRRmRvlmaTln0xTicVbgNjkGAcuKwK7PIU1wSFClOvp5RhjAb24bkP55g38xsfOaooM4q0msDaMlaFcWiTMRI4tuMpnOcOdKj8SgpfZ0J/Z8KBeSUZAzafQKw/M1iQTsG0mQDD3XJ5OUUYGJ7OtnOpLG9gqIh2601S1UXEjTB+VwBIFGQkjhlDRSl7fFbwHpVj4kftPbtLTDUR5fIzj1S+VALmcoJCI4Bz3dGBUVV4cXgYKvBCkC7Uz7OqCPF4Sk8Pq/XiMrmAUoroaR/tvk49PI8IFPoXdt91gx3ctQERVqWglTGtd1eXEHo4lEsreAMe3SKhcL2PW2WH//5PpBVpZI9M5/lyBqSZuyKMYWv8xVq49xdkxDRygFWdyrDHROt23mqSCTHblaj7A4+XXelMQybkDXQR3/jswUQ3KTW6UjHSkLF0uv+XQV4JIVpE+cVHlgzC7g/rxLq/XnNE1Bf2LyDZbF9Z17pY1odQdvcMJ+STKJQNRNqja/b0YiU5UiZ1Tl0iUnAzM6Y6m+mGVBjJx32jDEyN6uDvk0O4gUqqYuLeY9XUScj0zJ76SkWTzlfH4ILBLcK19pts8nuv6XYzHepLSDP2GF0nPlMq7XW27sZStjBq7Z7PA8npguU5czuk0exl+JUFJyE8eU8JQeVLJevfzAHIpZguSauJIwEQuqfBpJJy2qjN6xZwl+bbIW1eOg2l7dV46x9RyQVvq8XfSefYpwB6hSKpOc4pN8hO1daBw0Zg6AUgTuqK0NmDn6B8A/9xwyUM44XelOwL7ZMfAUkG+V0JSmesidHfWaMXrlX2UetqBdvsIty813vG7r8dpBxuThKZDhb7Y7SLqMwalZGEWUOmO/+8BiMLhNwrsWyxkZhfKTdV15ZmnVtNJkgnmlUnNYVzgRj65FfmQIGFUBOzFgLWsOY2jzzRtIunxzj1+fZhvtCwmBAFPNpEuf3TDpndDvWUrehJAbVC48wuI5+CSbMruXjomr4fng9MfV+Zt3Y8/r3v3PyZUwtOr05XnFocDmL06y5zfIXFb72Nv/w404eAxK0DmEmB8scdi4uBxbQZ2bx5qDDT2O0H11Zk41Zt6F4udzC1Es9GEOS7lK66hvcUVH7PUwrDb7yqOj2/Hs2etafn8n7mDm7feQFm/gbfe9Cv7T2nO3ZiSundUKcY5q6u220sI0ZvcW4KFsvEoMNi4S2IOYyvh0ciaHv+B8bsG/03wYIBATt4bfDoJf99E4sNxfszOnD6twgsT37XeEhQYRf1m8FjSVue9vq4RveYKM6QoaZBLzYOqmJZBhG2WTHQj//oSsSZkr/kTzYmKUWDT26Zrle7dNYrjRYDxExOYmUA7INTlgP8y8u3R24YtQK0YqfmZQkbtJCgM04GgrYcEl+3jpMc/px2IVCy4CBdjAoFxe838Cn2kCSmyGbBV/K+4dLhisy8lSX/dVZsA9r+ej4HwulAAf5yM32DvAxCGyV6sTntuLUVeRUDmqePjML8ohiSRjSxMgfBmMNQJdFwrSnCwdzjr+mpOYP00Wcgur9ZjAL3irmwTJZUWwdzR/eVotNwr2iaudLWR33kYL0hsmmzoXpARWsebw5KQhXd+cE1/DGwzaSJpDkD8JBwgVdhH4iMqQKqlPbTFdnVaVTTzH6Ar6sDFPWVNiuiL6L5BuOG8ekqBrXHAZLXurlKPl8j1wKoFxhtotnTZ535/HXSmQeAkf0Os5qkyXgTuGCjFONQVYa+M8s/dHOiS5BZoFMIE4hWvLx5Aj/diUsxIJRNAy8DXCsS6bfFbsK/YutTQznKh4SXihOUsDXghgrGsc/h/FsDQNVYCvZV35Dh/8YtjqbfBwlTaZe9zzbDBw1HeotlfuB2ts+NJGkoBKOZRuKt+XStpHjXkhhOohJjw+r2GTI7oo31b/cyomskXrJaTULT5BlKGMNei8HW9WSiOdxr8l+EU5ro0ElCam8THDz+HKMWydzMcMOmgnew+mjKszAeXNicFN0klkO8JD9moyNl/gavPBv/ngeYGwE36Cep64Qlhb4zD4rhtOMXn9AB/dTC/AxB6tHeaukE7ipD1wGikaSQH5FR7Ri6KyK2WvjkU5u+gyYR6vKEXY9oLg32FBdXsq3V7kRSUfi3XroNRNnk8gOpNE5IHVYTAbv4ZiRnSWLPK3knH3GKjCnTp4Xs91Sxph4N+HSsTipjXdRKI64tE3KNarTQBrUfiCfQvtT8ZgnYwBYOPEsmkNwzGOaYE2OpRrAbUw1D3FU9h29X0NA93mToxck3Vu2+oHEV1t3cGJ1HgiVhgCV06uT9zQDrKfnt9vXjbIZLwueLctlGTP2jaRgrEY0g7laq20MJvAF17ycHwlwYQuXXIshX5MWjIkuhVfPcIg92pNFxUgpUjlzDO7+caIR2G/7AJcikAMmIorpnLljYy8vxB73p8mIY0asLtph2nbiwescdYW69fnqPHmVuPr+qCH2uN+fz+kt44AVnCwKATKYaAzALsKBIYAKPjNBjjLJ3WaxEDTRjmteSIYmuQF7lYBOQL2gzUo1C4dKO3nH7qiYJ8HFlZorS0xqZou7ZkcMQJPtDCiVd5yo4TN/pr5iLIy1QrbWUmOYiZx3mNliJ4ztpKCDaxuXo+vwseFJMZsVzwqbHmeq7mkxRS29+d8Ch0kReqKTKhmqNLkihs5ktEu48rMwoG5tc4oAChfMa0+W1/Z59hTis8q0bBpe1wEerfhROHEjsjcpMBtQbni9G/OFMnAcpC9YyXXmQdQdTSv3KGtsNHjliRTZqySNPhrBN/J5JF60merwFv0eYlfmE5R92grLgQAbKtsOXE5vbQHrf7S9bDXBGlFUcZvXs84DD4JeUTZYXZbxWoGhbDPR6SaS74uNU3Jmhz5JVewz8tBeltuTMi/dvw19jX4EBDufJSIdJVuWNtIUjhhnfkRX8pOld7S4S+OM/aVHsRPGMiG2mork/am2l3OuEHo4jjtLDIp0x8XK1XIc0m2si9IpZ+sx1k8cc32N0kDqF+QxRI7FHGR7pD5xQHp64hRI3m6biMOUcHmtZyWqC7qINBK9wg+2FlIRz3VCHwTAQfpehlFoQ5c5T1yOC/ierhuf/AlWGvqg3kZH38tRpbt1f/PhQ/wHb/LwensWeCVk3l6XWXqVPWrpySdb1VUcboV4zff4617Da/j+83j+i+CWIBpjIWp/TGUtT7KLG26iB3WZ5U7kmvxnrG2dKHZA0Qw4+fm+n8+nNMjUyFEWd95pxdvEFXomAYidj+2fEHMCk/WflCXQ5n2gYlNyid6BmA/LnDyKlrV+L8cPKGHjvfAb0S6ppUO3I938VpjMbJXltSVFSkZNrL3MRg/v23CNCRh3eoyw4dhOxzHHOLTlDLeCICBsMikMJDIfSEy6C7E2jJWxzKR478EdEqanrZ+ckSl+Jo3FfmhzVnqnnpx5ayMCYs5QW2edoCOlXXTSv2oM0CIgEAuvzytMTN6pv3AHjDn2lgOO6w8nM2JBGzQUfUMFyNnuOZfSxjjVCFItGcGv2RJeNUfb1ZvKzgXN5+/P55NZArkl/4lDZAIZholbNh4q/MvVhQ9FDCxpo9l1d0KM+jfV1m8bJehN826IWpj1sySccABChIPhJNktWkEFFvLebvfp7frccZfBfImmvO0t4nd/+7zU7R2CWe0BCwKdWd3OPKiz/ZnaHPoWpfhUxOoD7BlDmdpocmz+6CJQ5mhLew51YOucM/pzqYNmVd0HVJ4pN7v3U3VM3eeaasazsP50czGp25ajsLH7jzokU2HSLn0/n/8cec4OstNKkFQiDb2a8STOJASlu1h4nUMjcmY2Qvktmzi0pHCUaeCMsGSbHAXo8pfCc7B5aZh3puFlXfLE65ifhNw8kPQNIqW1Sa2VseOmGF7tPKRY1jmtoTI/yG3YEVGx2JmE3FFD5zUO6HZ/vH5f5rrUDCtT4sOSQvngScLBkIaEPAjovET15FKMYaidVb9HQpXoTBUz5XjIJLwnOMxxvIj5MiHPTXBMnGMyZ/1GRxg1NOSL4NoVS2m4MhyLNb9fhcl7lJ4Si4N7ZfinGJUCSoLVHoV+XCAYHXGO78vuIoY7FFEwezEz6S2374+d2eg+1ULszMwmcbqAlg85pYveaIyO1ebKF7XqDtYI4KdPK2rbcCODkATI0JacPTA/fdWt7ik1vLku1b8ks3eqn7iQqNsoD7qHNwJTBTab7WGvkw/GLDjwlqNXOIb77q9xePsjoz1loIRC/XlyH6e7V1SBPn9L9L88kAtXRWdHzJj8LW19+wPhipugnraeGbn2HCYfSLFL9scal5HM8/6YOc0vd6WQcjvauMxLPTaNxMjnwFLxsqKsDfDH8F3I2M6wPI1Ju0yLfDK8qu49JzMPe8+2FCNkOSgTyX+K1ESqOsyrmS0RWby7kxvkmZ8hBw6n1OsWG8xF68V26mKk71qJH5s+3i3QNAtz61nvmaY1NywPuqm1Gm8plEIDDrCnkKWp6qgk3PqDiARqWpvobKe9AmuotuRGDOJuJBLc5+4IHDjycVbvHzVMHV+I21pFURXoqrdmIsxkWNL78ZS3kzeRfno+0CMi439mDF0PMw6oQIT2uT0Gq4RdArdW/Lpo3cBocMHdrNaUJpusOFGUOL/Kw8ioXCiH5mDff1ajktrgwlUP3m80HsTHnnk/xEy2/VDRvpO/JXq4pG/QyL+leLM/lgiLXggDXTO5e3oro3C5ac5NVZe35+32eWRqq+Ou3rXiXr2mWTTHaZWUqUGncxG73fyTblFVCzT/2pkuGWRtd/4k7jR7J5AwHpbyp5UYCcBGa5uRWKAu+mLGLqLNW7YVzmZeaezkFKX2davRV+tVn9TlQy2nG1k1ESb7VfstXZbCCvoEvEC9pS5BSiskhYIjrVO+Gaoz6qdQOplj1KBPwTNkNt6NPOaOaIRP/SqSvxryxA4yCZiYP/23EOAZfdRYFEg3h1ZO+p6jbeznAS7ng65M0Zy0spLSzeJMcsZJ1jKghzEftC8o5/nmvGGyZO8eY61zwo6HyzsWhd57rHxCgxgvmcpCO9zDvhZr8oepKbFcSsYB2AVGP3e7PylM+Kge81CQ22xBLrP/D/4JeUQU3MdDA8M2RA+kE3MRs4Dz4KaDooTH/9gwJpJ9VQ6P54Pz4/EYS5iTHYHIMZF6kX2p9aqQyvIHiGqWiTAgpKQ9j/Ev8fKDKqY9ma6FU0/8Crya6V6aQzaX/BxTRdl66f/hk4mGGFgxZ8aRtpXd4TNYIqSgNyqZ5sc9pzSLb77m5/b+fXlsQLOoiAqwROueyb+kfVchHv8O1uT1FueZ3RAMCe9/KZYEOpK5rYqrfM4CS92g9vPwaZR0U4vAAHzP0zANYqyioeTCgPvG7AsSWl9g1xTnuNuV8pelgJDNuMZ84LZKstvmjJx3+LSiAgMNbyJ7qET15ClbUpDPWxC0kQdrEMjOKy3vvZ5xQhIqmdQjE4Tz7pxZu8LxrrGxSudHdXU3g3SzQuGClm9pbK0cdAB0MXQ99LNSh6sOpDesPVXQpIEseOWc3u029BaObq0YYvfZwjHR/zvP7din8wu13IDMzOb0WgaLsePzImrBKBuyLLQIHzYjOplceVYsp0q2Z4rjbGYbCBIq8ZjqNYG36G5KzzxSgQ7GC263p1XE/gVS5wwUPQ2o8km+u0a2lTQ7b9RzRkh2vMGLZOg4Ysadx5li6c2XM+MwM/LGJvXliggaubwiMq4QPOPoxLAtUfEpEIiwMOM+uUvY9TThmXeSvFET0Of/mprhKREaiMIGio2wV0k5daADMhUcWLor2+dOKfF9Tr0dZ+qi+rgjpGjbvAJenFWjBRJN16ED8NFUDarRWD7qRB5x6o7V0PeURGF3q4u8gnEmAF70uvR2YsWXIZkCFzPVic6BHwUiL9njxOZOgUd27d45ej4O5Ofyi5FJU4T1GA91yBgoC0aZQ5adlrp/0uVBFShODXyW8ckpG9bGmQTE0e56PtZklZfJcanMYLLPlR4lzswkA02dVcX1FoOQh7O7nOEQ4bVC01Ie5T8ZQXz7rZHxCK+FNF4P7QSYTs1JPMkWSNEbXVmoG4eYRNP2QkYtXgYwHbjB1X8YieBlmcDmr7XT1q+/6AwR+3wkXnLHIykV9RUTLLWuDzi7fIHFPTM6aGgjfw6UnAhy5OocyLTH9Yfi2euTTKPxrJWyrDE4gcal8jGTNJqEHyMTif+YtA8xaBsvDmscoiBQ3fs80liicZdONMZlAyJwwil1rr1nSgBEt2YHyBQbzU/LaUJFkkSec3CIsLrr4RRl3rf+IcCeQv1yesPuxfYsR/z5Cjrqdv/ZrDfMFLL47wz4HQrVQEi3x9M2tiz65yTkUB8Odd+8GjhyeRDqnpG8kTfiBq94VH3dZ1pLhGI574bg7ugh49pWp1jNFevcwy6J6HbCMocJ6538UzepFox7rrX4cig+dV22xU5Xc1d229FHqCLjtd8v+V7WJAF8DgIPgr5FyZrA+rbdkHbAdDRmFaUXl9kv88XTHDcsioQphpDZctOIh3tJkMu/V55w7Jk8+CYFSWxW+of+xMtdel93GFhhfqAuvYLL3m63p5wGGtPV3gVLjj1UZWM2n6l/Y4lqwUI8o7lZUcR4UXN5hLrZjOFCQEu4aGDm43AdSAhVxbUFXpaBEnt3mWnaLDYuk4869JqirMzMWbugELkSg7uaQ+ahwwnQ609aiMWasDCMrRmDF+qy0ImcGNPJokCBp8U0jW17b2QdY2uwLbzvd0Tbbk+PQivjHygdj0h6Dg05WxZ5PI0slSM2rMBTIqrqntT6p/+WENSPu4CyBqezTTM+1EqtYYrc7/fX728Q5Qmy9/vsI9PxnPzb90Vu+x4KxNnmFc3MZWdjcme5P+cOX9Nb1klTOhGv1ZmEzJFmZMLkT+9f0cflg5fjHF686Vh+fd+BP+fom2Upz3d8uTyP9f0KuA5/0Rj+TAch1wk6Gw+Jxp9jureB1bRWVllEkEUOysaP4ZuNFh2eOznTXJK5UXPk8I9TQRgihz/JAhmAA6lKHk+FaDsVEVCG8Zf5Qq2V/vcc8v+IPlQuChBc8hKPkSRBMesR2MLAMp/QoUA4UUH7CVqkxUCTrMepn9n4Szp3Y7hthVXt7IkQzvZsqKTxiK8VnmCSu/RMoIAA2UkfYIhv/q90QBS8BElb+jjC+t/3/JGNGa0Qm/sJhJxC9+B8ZDMqjcugUUbNFi+PKaUGuXjfjWO4hveWgFollZV++Llzsna315uexRawI+jjypaWDQii8Z5zRJ/ks8xl23KtR1Q2aZ+8HAyIaLqXZ8tpobtU0+/ZV/Cpn+khkiDW9Z29U9eu86XQl0h/PjqoVq3hWSHCUUywnc+snjF3hRKn9TNdoBgwrU4PcSQ29O2bFcIhMYrFseOe2P4Ulcz1svuoDXI8xELxUIdMJpnEvguxcW6DWQ5RLsRNIZNh9ZZkKD2BLqk2/Yft3B4Yg1VVK8CSnNgVe/D7lGwH4hpTpa198iMXWV3c8oy/f2TaJTHhkYkf5fwUNU54fGtFuYMRRtwBG7CzglMZ+il4XPgzBkERt1EEONu2o727B7jV5n78ruWKITUxU7Od56RWSEG0/aKtdz+fGRGEh5buYFgOrznXGm3ahHfSGO2wZVIPFhy7oJmVgj14lieOhvlrpqXr6Ao79ZQC5ezRvw7z+1SXokAuNJkq4z2VPqHYlFBXPznGGZHGOAc+ChsvWsgxyyCAN1uGUbHoxlo0R9gNuAYpqcQ5od0QJb8/waDkB6jCrLFYFd+OyQV0xc1AIZJi7NA1bAauT5JRp4ivo5Ul42Rung3kW+ORkrtU7fJYOsDOWthRIrn+VjIHxJaqapN/OQY5pfx+Z16CGHNy20h1qvt1DQbbK7B76BV95vrtoOQXAwV1RSTeljbn666mnE/YKYqxHjrYCDEE8UzH2RRRiV1yg69HrTiQpMMEd+8IMy3l1SEnpu/UxGGFeHrhnHy11Z0ynNVwVM5n0NsYyFSi1kra71HNUNgmvRkipxO5iD40ls1UASF1h49WilSHBtfBiZfR6dkVV5/wc7e9ip6iiK3Elqgb0Qqn+qKCiJoiFbFFma7Ttc+l41LGFwzbteXsixghMLyYYZFwO92BcWNj8QnUt3Yem8lX8xYds4n4TRBN7BOnHBALi/CxqSDVi/K4UICTJIgiNJgWsXPiI+jOV2uAoSObRtdlhMiLjzw0TyYj3RYzFpkbWQjuRstkcDBdzAzWmWs4j2oIObX4G5vgOMIVgr2+uij4gWJvm/7pTWTPZ6VmniHxKoOtKhu4tNTzJBepjyEF0KYw3dlEJLXD/OaCaeTa3Rv7LGfdHQmluB8FZgge7U8ahh+nEZxc5+29bFqDPSWyUkKnNTa5hbWnCcbZNeANzysVA3k4mfenIr7LCc9WRPwPm0SShdhReikZHC3uq5Kg4320xhIC48Sjvanrd7MRyRI5HNPA9y766A8S1CUIxfq4q54SIlkuvibyd12oDGuY/NGBC/q76LER+jnawgEGHSfwIam96XAkuY+8gXSijZPLFxVd9nHILj/SdPC2+TQIVKHb4e/iUEporp3MGO0q2XIZ1aTVOpk0HvOsDPJv2s34cvCjghHCua6zY1lbC1tAX+Og8ipSQAyxzcmN6SuM5y7QdvDCUpCHeXi0YvzG3QoYu9NeiRwmslag93goc4qFDm7qVu4XU5nETbRDnBOIyDyaHGF7HTkr9gwuX6DaCfbEZxUQd56EgIOczFTmipY4tunTV/RrYpgRkEPGk2rDQcxbyUnUMYWVyQQ0z3L0ctl+Upqt6MyspsgLHB+bjFSD59lFZK2Ene7FY2kDs6L43aOxfIhLBzhC0DKw5cNPkqH2XqdJ9ElFqEszH6xSmS6/A0uZ2VtVH+lFSA6Hpx79TL5ZqYLDM7TMDHQGdsnnmBzb9mOeObEBQjKNoBY4wIfw6zJ6nTcugHV7BdHQhlbz+PyOw2QsD9zS1NljYKZjGH3bU8mszXigbJpsYl7i0i6njDmGDLOyLGwhX1f3g21kNFPwx8wqToMCVwCM1DLRDBWlZ30auvq+NR0qEyZjgEEv1FxKfbvGfJdxIknXaP4v2CilV1IQOYcrbhziUssQGqgqKBDEYNsJhGSmVVOjmKKn4yyTdXmSCZmXbpsHQXEZtScRrDMN78/raaJs+++1h5AUSLmpiF1hxZ/M1aR0MFozWSpnCqGc6W1tPQlz7JyMVQvDqRspU+ZeJgjHMIVQZj15SazOUA5+A9wa8HIDnLvgWnnZ9s9Da1LGbIom/lhFm/eHHVcd1F0Dj6yycp1MADVHui1f/NirFmn3KyfGUbE4QwjvzwO8jjfi25SI8Ts50e3x+v2Fvp6msXcxTmDbBoxpZM9cCyuMnn/nxyE7y8U0UbEljod5EEsOc0HiA8hmjEz/AOKbOSRu0zjBX6oREX1DpkGmODK3ISLVELuKMlDHnx+e50ZnuwX6z98xj0mTPJePkaxdc/VuMUkv4Ap2HXQck0GGix5aCGmZsARPZQF4knNmZ8zLdp0dW9jR5vJxQ8F9S69Wdd2U5QpccAZIVfm67oqMbEDxrTnaRmVeI+hqSROlXScKuF3g4UVu0EXFCpvcXmEZ8mNGgBV+bozY7/029XpsoLCEyT9zOEfu71awVWfhn/qtcMDgdpPCuJqBxDxsThm5Wh3/4BXvaRFK2I27gANll0uEtj4Molw7h2miVO4pmC0xD9UEf0+X8iWZ4pmiqLtcIVwke9y60AdSHG4KqMDmY7YRrT0lS3V3GkBFkLj1q8Mfj5ykMVE8+112jDZQOYNwQoXC6i1OU4zQ8ZrQSUiDN4gv2gy/GcPVrjARUgPhS1bXNTM1gK5KQgWyvlAOZjpxQaCuBmTSVoKZp0Clmfa9NPTTL33PExQwdB+/EO0dBYF2daOLYCQgLWofELKD88NJH3s+U+iKwZHIFWzjrYWQTouWtS6DgRm1EtbXizgnuil5beNrVlQzwcCZgdbAKUS1o6Y94l3ACPhOljMlUbOw3sdAzj0984PvznNOFWuSKnNJ57unqt7cFdaGxQCk7rTmQw42eATgloovJZAJPJ4duMPAWbBu2DInpc5pmYPkPjELQH+D0HwesRxu8lgICEq85BdWKDrhKyGkR+9g9gVuyCLEEXEpPDbr8U9nQ8mbTfzg+wwRuXSugh9m/rhhpm0I9NxqVuTft1Z2ElOgEx85ebCTbf/cppF7fMYefun10UL5eKblBQ31z6BEaucszY3oak+oy11ezU9Xm2tZOHQFqztIRG1uEWiheRl/1II8trfdceoooluFOxe1TxEvb/wfuwiZWwHFwUvSTTa6albTsRko7eyJEtR1a2+KUUaOXO7RhMFYYZO8Okl1hbtZjrkql5fimQ05AaE20JsK09wt23bCvUHdZEZYf799XzacSNgxYmhpKyPmOTsmjdaA6YxrwqyDSRV5NYkkJOCANbXEMAr5eOitDCcFeVOcKTymwyejhwi4QdaRm8jgU3OFIhG7BUXs79Rr6csQx0L8Q5ZIR3eFqQzT2kRF99JpBBNpbdbr49WdlG4Wqnqsj0XF0qH2ev9OXRT2jZNYAdnvEVSV5TTdIRxx3JT1srIOu5fq9p0R5JBB2n8ow3H+VghFmIuHi42eHvXeHGcKMmWBksJkdmVlW97KPzP8gz5kj5nP5zWe/t2tOJDR8BR3GxPIRoxYgi3SXINxrcKE+iDpQY6YU60HaFenpcZk99GWYCu5yPTvxn4CcBLuGtADTcst9LxmmcqzdQY5EhSjXkBjbZZKZPPu/hgdnXzT84RTbHiptOQ9P4fTL38VJCIekB3I3GF0Rfwk4nACPZOl9OuwBuwa+ECcqUFBOgE8rmzgFRk7+dhKgydwLSge5nZjfI0LqLWtPxx6A3nDBYwzqtYTvOVi5JCniHs6m0Irm8Ex6OfRc+Yt+zg4ELshRd6fmWfGBgmMoza3qSWZk6T3K9Z3Pl/dKmCdq2vV8UxhQcSGR3422fqckBO1jBb6YfisjZCMBrGGnKh4nP/n9yFWg/t2sa+lAtNoeVlTCL7U0W+WGvR9zT/xycKhaXQzGWiXY4zscyTT6NfvKlZ4HKd2gdJQ+EUd9KSVh9Jc+Ku6rsmlMgRq7kXHiU++s2VWKYvb24Vd2f9UsuaQWcrlri7KQr2DwLr6D70M+BXqqDh6PPVblnC0iCd4UuJUTamQ+Xq/sG28MhLTS7YMz62JGZfTeZDRS+T9Hy3jZZ05Nr1ebQfnJXQ7LdaIJ68RsrQvitb4zJ/3MNoG6fjnf18uDIp3sKmghSxnfiMYPQqdf7GwA3GPvx1KD2PmNdp3aU/SmT2BvDsVjg42+zRkTGrxc7qCmcTB0PDjrTRB3i6hA3oWwD5n20bNR8k8Z0zr/j1dub1+NYZIWAaPQ7t9RiMG3fRL0gyG4MTAJVYQ9XwTTmwM0X9vMdUZI6yP70pjL8AxTvv3lLCyE1G2WazP6CYnlnEEEQAUPjBaN8NmGm8/BYB3azvVAaf3tGIBpAQFBq9bLwg6w0aRxJgaVJWugTi9Gs9gxJSytAL2CnUgpzjXwP+4nXL064Ow+iXDFt8yht9LgXf8F9EEeNR8CIgr5vV2G9ItqZ5HAXa8fOoImLS1l+UpVHrferwLbOjFc42JDAkL6LRTlR5HiLvu/kW3z52doI7WFXjMBr3Dlg2eoMgbJP8WnQZeWNbw5fqPAVnALNkBRb79Lw/3QFaq1HetM1NFlCIQpghBT3NbCzDnj/emswYJPmuQnbCHleZJVWoW7V0ZCJ/FB/GMOssdfQfJEatE0cpLsRInuS76DU3sdA1Q39UkXO3DQi5YqVEOu0akIzMbVBsRuI9I5gapMHBvKpSoeAWaGi1ucx8LcDblYPZsNDFdVAE+8FtPmDecH18Jr82d7LszV9MdcMbmKjET6nrIGdg9SFTp+kLq1jUqT7CKWT3/lgd5jyGe6G/eL1tnHavUciAw0vV09adYPwPBU8wxnPnzLo35uniZbLhXtwwuaEdbWJCMeSZ2lXUmOoltCIQUvxn9yWw/qdSO8u7yf5lqlyDbwwKM8oiHRy/BQs2Mi8y0zGyMkkCgh/iZJnNoVdKnfeRW3Ub6XSMUhQXxFPFn6ow+G0S+AAiU9kg7sqC08XJm5fkwIliGDZ3G5DSyNqQQqEHDc6ZlNTgonsfxETuWkHIsxf2xnkqJxFm6fQhdhEcXiQTTcHx5e2E6QmY+CC9Hbcad7KGZsYYlCwzoQJI2fz+HqLkm5STjyvtXldcP7yba4y8ht5NRgryf5fopsnCofJmgnsDico7AeaS1vIgwQSiT6OgYAEUYnr5J4u/Z8Pz2enfSBlQzyaoZ9ZGTJ5gggoAmD4EmXZFlYdMZ2vMCflHcNEgPUkamiljNmr1zj+mszo27LbuDz+d//HO+p0XGc6x93eUTGNZXywycVdZxM6S4M/QrQF6ORv+wwg2zh+YBPlYgt9Cp2y1xTVwVlgEgxknBeQusuj19oKx0KsVgtCOLk6eOpoQ6spNJ3eiXd1Ms/pyTqr63wYB+QEVvvMuPjdvdiJKQkeJtSOl/1K8L+KcrdFcPh0Yjc+bajTZmnoOFwv2tWmVE4y5UL0ICcXT1GpZKuiVlO/X8X0+z8WzrXTMhtfYAdrYUpqvvJo9ubkHX3PlMmOL4RHOAFjYfszV7Y0+xUqc31onfqYmXMUSGhvT5fJ7jEXdxmrvEGE+foy72kuUXk3YfEzARRuL5iR2fBt9DOg1SWI8N70MdAIQ0Hg5NSFCrwkjVb2zB4Ja4+Su6ki2hMiPE3+5RHGy3FEgGV/6klP7NLkXAPDQJrLhelWn/xtrH2Moza5L8Owxtub6HjbpoQtIb2edv7c8m+NOzSsdTOE5xxget1Ao4gkWbazDf//DUdXbOJ8DLctohZOvygg/NLgj3jvfIo9qz7XL0Bun8u2ZUY8OVXeVJLDmtMQsA6UT45MmoF604oFx57qmWbNluGZk1sKFnCtulLapry6WcLDqaKXhW/0wVL6u0WT9270wXKvceYmoUtiN8hVN3Wl6CnIjXll/x6jUOVdTWop8cUYzxuZwTkB4RCRhGGUueNHhVYjd9SXLRhHFF0eSql1OopXDKBrRTTsq0Ip1rwoNy2dFjrwtggWdLd6ZGQn/YCePXjPPnrz16rmhdMc3Loglexz4+rFFWfSgNTITcbaJEUwtYGY9pNw0fuF//er3HRjy467bjVrIRl7ytfBbzQ3QbjkKVPCaeddBCTVaitPPzNJht/qpdXuwmBTw3kicFSWILQ8zUNQ3jpian8WgNwIfvn2n8jHriJukFUZutMi1AXO8ayI8iaK1ZzqXS/3SF4xVCdphkt8HZMXAhcFxkmUyQUktaWZvV3cfsGkwXKeMsf9tltThMkga8mwb8Ij9tCVn965kcKxD9fh6DDhsDEkEjvVVScNq/QvaTO1Ibu0fnr7WuCYGMzGwsiT/Snhwi7gfF43SaZtlcfhrmdm6WEJxZdNDoNbBOCKSi+dF6hOafn76g6fbEnRLfo4IXa01H/yTn5HFCMajRFHFJXi8xn6cn9Mzhv93LY4/74Hs8fv6T7xKgScM8XckuubT5CLz6nPvtMfBmQ3+KUTgpJiKGFQVVKhJW1x0ugAyDnjbLLZm9TSr58bS9rHYy7flkhng5sVxaUOXftEUL8zugFTk1r0onNnCmBP52I3+9fnmAtM8Y6eZY6NZOVuMxK2XBJlS/wTlzmscUyj97BZ8tHBtya3LFioM4wMLosmOC2ZiXmONIW82tx2hRMzN4rsusJMmpccKO4GBdp2bz5Gag36YbzShSaW+oOct7QjQ+sZqdEsrM6DY7OMfpR9y/MzuADkqZufIh8Al+BRoWlTimjmVpmsnMixmPG7OHsqg/3+doEDNm3pZn6u3ScvVmTbnYxtf8hkcO0MmKq2l1EYj8ffCzijyYMOVcokPnUd4ft/f0N0fRNPIG14RjW5Unrgok8P/s9bEnsZOIFrd5ggfWuLCPdIZ5PRRVqRUG68IUYd8BtMnCRcCcOCUwzrJ6JZADB68pRV31QeyMB1XaZmb+u6fsjT0+JgNjI8ADXCb58xFuO5efUyEzcXDOj4Ue7UqAA7d7I8J0OaIy2WneLBWj6R+3l2bZk1AKV3Ou6fH1NBkih7NoM6O+b4/nc8DREN9NU7Wd7jF7gTDqdbJTvPQ/8sSLXOdk5zdSiVuofSJ7IbS8DkNSVKYN1c3PNAKvh/gE3J+aQLCqKgcdU6JpwXBV9BPgeNzkKKWvNi3b+AIjxL2pMjoMuqyGw7qFWyhbiK8kbXRRMLXjkPACIYETp/f++EfBU36OxnxHSmHKXyRzE1aI/qTCGq2Wyel+IGF1bdSOYfFZPIgxaHjKu9N/9Z6ZuVHy2BRLj0P1AALaIf57eKzFDNPCrA0avdOhOkz/XyPtPWEGya6NF7gQ47n4NtXM0ADNKv3mpNhzMbkD0dr1f0/XcNzNkXR95qPDFkrYIGV+Dul+23WJIM3vt3++D7NTEKj30OpwwRqngaWNKT1mao26Sap9XA2iscaun62hHcsGCfyY5OmUWPDGHWSMZPv3QrTcwoC900wxH8I70JbzZBJ0whbQr8nWtpjokFAw2SkJJadTpVOvi7BYA5FgtXluXs6bUDQ0aVIfM6qb1yuF506kJQ+VksoxefZCXmv8+k4aRetGTxAAEIlh9VYIdAtJMaFAa6Jmtx2KvEhDeWnFVuiKR6DmDRukO3VdnVrcm1/tZQAshltoD2g+6vgv/Eg2RnMslKRtoDi/1H9rVK8r+NlHa/TobvlAM0pyPhfbz+GhQQ8l+Rv+ntMyxiSmkDOPkazJy1t4kSfQHjCGIagPvEfbdwkjKEgxwSRSw+2ceNnAAdX78vhcakeR6Jb7FxXNkIGrLOq+2F6HwWGpd54jYeK5UWIzQwLNtFUJIALpDTZsLiWMreXeqQKgtd/efd/13Pt+5Hjl+8ys1M4GiMjH4DUT6vR6bVo4Tyn2b8Pkl6fAOkBAXq67psZdypaMfKn9o0knRF6lXxQZVZiZr9/fx3Oca+NNBf3SizMHJtozwQdYZs0PlxC+oJ6KTA6hgKdBxvZYJ/Nx+mMPLxp7PmopouKkqpqQOCRVfOeSu1s1n4hOzDQZl/rkbj5Y6LpS5FDCqWSyb51h3+pK3HB7aPqxKSEHZKkYZKylonbnkDz2ecJO+gmGlfC39xDvwCSWSfAZI5n0qYVHyiNMnP2C6HzEbcu5+sSNgcb2XEt/0yFClYP4sdK7HkHFkHpI/v62oMANO7FI0XXQQP7bKYyZY/Vv9unoLfJqMCbImEOygpZYnrIgqSdd6IJ8bXJyPtZd/OdUyFPwg8J/fkGRCv+5lZ7mCpLdgqdN11tQeTurh/EftdDH9kzuM7gEqa/gZgkPU9eces8GqlITHNTQ1h1t/dmsKGV2OE3ecfdn8ALtmHL//c/T/G8v19kSI6dVjMuy1pbiwWTpylkpc8ypTOdzxFRmyKJ+eHqko6hRJKSGnSKOR7g8K3r1eEj4jfkX0sPRGr6NhITiwc8uA1VswWKNnB/KWXyXJKLfxFCJDDXkl+aIsnUhfoiqpDzcZ4ueRpVhmf3VDBM4rm1cgw0zXzuqXQBmHwDIkEzywWylwj90H3ZHpSyx3iwN94HrdPLnc+CtBEp1wSkULxpRVYk0N0jogUpGtpWb9WhjB5/BfbNHW0c1bXESAyHtLBhS10UHfVA94s+WdMlZYMjo+bQepUR0P0miU/rhIEX6l/fr9Xg+MeNxJ0K3QsJPM2G/lCxWs8VzvJnbieAnIgE36Fg0cWC/zWTXH4EO1CYOE/Po7mZJDEldlhvk92KDq2frR4VfnKdqyluvDY/DHFlFEbwp8ZPBzKLkTBqERYRH/4WZ1eiaqAeJS2ZTnizvNd/WWUARv4Lgd+Jwf98fRaLteaiqnB7MEDNUwhmkCtyQ9QBJRie0qncaVIa1DU0CT/TtNr2Q9PHn9H4sbOdnPt531btW5Ebm6oN3opDzsABQsBBFmC8oC5HJXqD6TGS3mnJLnCWGydj6BdUcHUsOvAsIui2mmfapFvfmsemVpeQgWXP5V/gsPi5c6phMUl2kC1VC4cJYvsGDwWt5OShh3BqcpbUOAm0lM3djAIN7L3MhUzI3E5+K8o0Oo4gMTg1L+eOWYIg5GlBppKEU+hAjCrsOKW9dlvs9iZqUHNGZh3kkfgSpRfc0BRYl7cgIaYU4eBYOV74RSRYTXwPlJyZ/hhQTwdHasvnvPP65FIQ0g6jCsb7K0PY5JuOgEOpR3X+GcCWLJSOFcYTdUaJuoShfjgojtQr5+t2j8A78t/r/xpY10V47UwSx6V1kUxzNK6cbOh1EPd1gIIUzPUOv1fesdis8IRx2UGhn+wgVyHgnn5sKUDY7MGnGugCACmm3Je3bgrnNd5clSyTWXq93V44U+wzjMVaLDm6O/GF5GMlM9Uee8upMKQ2imNZA/7QrzJoYqTZttzvelVA/sznMS3KP+mF803dvqZvWLq9Tg92ToeZq6SCJjAAj3TWt0hwvRKOl7jAU3daXUsPTsmaPb7opiOr7ePw8nw99xiwuf7XHjWG9/HPTGGDHW8WKwUbYceeRoTJ29La2F1JxYp8Gr6Kt8h3SG9/sUdS7Tu2B0WwSY6qUrH4FQyL/FfXLi84lvQZgDTpgaKPAkH2rmuVzyiyNIquRa4Zx4BXldywEvOJM2ZWH7UDGTl2bPGeYcvJ+dZO5LT8EYPYTXrd1qvg8BVoT9l90JiQ21qTpr8ld5vADVnFmEtm6UGkVAi4X14IhL8V5oI7UdplCKSDZomhodu+vct/DYS9mTmBpqGUrp8r4R4zB4apoSdmgSKOP1y04MSAFbJN62gFrx3grGTCZsPpeTLDxrlaScRAdR8sNCShHHgHieCwJFuqseCJ0HTh8y9lS9XP++bzmJdorkwcV8IOOhWDWZvTrY39OR2fT+ViyW6G1kW5fMQnPVzddCKeVdOSapoc0SNceEN6aaVum5jUMXuCsyzvMOTQ0EM9lnvtfUZCFb7fbfBKGWQ4TtgP5jO+FD2+R1UTPcJDLsDibCvLSbHAxOiIhE7xF0CDSKk8ZYG9n1wWEwFGnq9vuhSQQW/Bgab6taUwVD8DF6w3DuGPSZepCcW/UO12LE9UbNvxQyDbJlY6T6xd3cuISWIOKnykf5g9lwJWeiAmiXvb3KzyJZISiHDd7kbRcarjdH6o0J7kf0UV+k+LYArxUSqEdabjc2sbUv64xC2fLFOTxES517WzX9EuXtBCrpu/E6KfRL010kRdRipscsYFzgjJsU6DksHV0YLW4nGAyj+igCWd99IJu0Kx7rnpOu/s4Y/l+lFg41rxvM3prav9hCk1IWRHg4/FPGrf3003ISQrjhhfmp4Ovc5rDFiyX1HZY0PCA2QFgpys7cUw5gTKwMVbJy8Xl0DCLnazaJAfdDPMqAb4P1pjLTOaYCWFtGJ7tFKYrup+gfMLSE6oUpjluDVBI2HYNlq1T+UvYQ7f5/Z4if4shpQsdt41BnfsG48S7xNSABpPlPsRcvU1MZ47Z0bgzRW0ZZWRdzP3zABivQLI5k3grtfUEeamaLUrBdkKTDHcXTEvk31aAtXLZmd3TKJTGS+dcLWaPyp7sJi4yZ5qb5R0M1EmKckcrB+SF/DX3Apb9ZCSzCCW9dtjREOpVwnJyRtQqaOQ5rdELnqvLmmEPGrsUzzdhunStrbfcviiJgyDc7tUF5no2VkvmO4ybdhEiVlEg881p+BmxAwz8w2yrrDJUNPcIyTZM8GNhBLPoemMVaruf1jzoTCBS2g4us0l8j1usO9fkIEevInS+U0Zx6x26svRzR0HHzSVOnlADhgHEfhLkndPY86nD2ZLLnuAFeS5t1YObaunyTZUbfR47YI+U8wtzjALaqIqAJ3Xh/LvLoGqHyi39KDi2ze0xYCbgL1DhdXD1WbXMxJb0B8vfOSs0Fvon+aKeWYaf5meAJLz05vj2jRyhLbNVY8mWGQzp8Cfh0zqSqRLmfSmqqSKYQs1MoJhRCL/b/o24duYFJO/0ae62cwoIWUfiQXqMHrUUvFirfOHJiWMrQ9aLBWLZeuJ3KLKB+/gQV7IqC0Qr4qICnQclnG6bLvp4m2HmpFLjkdEa/ysYu5zdQenDx83pfuKPOhPVgM+Lzd1dvTRi0hqHpNZIUp1o4KTaLHC2kw24751RYU5CXM554hQ8dl0gVXfVeVlAyerfmnkTj5M0G3IYYvQ1ifB2B1sCZRXrbhilA2nLLD4BD2HKZ4oj7XoqsNjehm+5F6CXbkqhF1jNpJfAOff3sn2XERbSRf+DdVIONt2+nudtkjVUzIo2TBmBV8DQ9wVH8v7CzpiH//5Mw/nnYdMQL4jIExJ1oaya8R7q9piyXnIS0g92j3q5XivSxYQcO3AV12HjzSACWWNlNDt7ngTdXHP73ZIP2L9XgR2/i3lwL49nMELvPnMUM4kRcfAz6UD7xV8s2gZkrZvtI01qFTSiwmEbiTE41QN7GmFElRSO2dki8N+jdSCPOXTbuJ0WtRZ6YJf8LDUiolXOwTymyNlv8wmUlMDVR/Ho0wkn7FucxLJbZ5lH/hcoC6fgGcmibgzIlxi2NHA46Es5my8YZyeR+rImvGSHVX57DMqV9kJq/TamM8SoEf3MepKW4I+XLKcwanYdaTyeIi7RZCXEbPecJV49CXkKc+dsoLQlKzgS0aXHs1kQAAkuuLHQ1Mep7DcfKQCJaYeRhBkohcVuO5+0TFXWhkgHqp15ZfUQ3w19ZCoUGMFlN80ob97/nqnNX6jChWmhGWN01nMhzzeCGHN70ohQU9F6NrCWKea2R2PqfxtKRwLUk8nCOR+ZOq4VfMYAzbFbuX4hiiiV91SLv5zPTubLWIqmnFvDM518+/yzbYleKEcap+lUFNHybaGYtit8FZ0dw4g+lqhjllLB43AEwB6vXdFZjyhOO8JQ15YWOaeLnCNOaDpuozmMuWn4OPu8cjJ3Uyn8qUAaQFpxEeyKI6Y8E9ssbXcN1T6wHJluSjKdh5MBESgvq9EuqRH/cLhUMdzMMvGKw5tQlnqvltOeNOOhvxvJ8tztKTAMELflLEmXS6TJvaHK3DUw1/LIn+fzOUFpm037gbVNr8N7SSNLsPlukhRcBhPgEuSGNxhQVI9fpkR1rmwjZYuKz4/4vdQVrUAMecYVLThsEZ9YRoVCcmnyJ9WIe3sH/wR+c7vSxUpXZl5QS+KTv7rIMU9CaIhVp3xLeKcMjCQJ64fYjbCIQnwReJ2HB8lclGtmkgIQLWNr3gKzSNQ6HYv/ejM0AbmDBXSPOhcX2hZDXpACqmkuwFlYhMoTc9K63x5lPBgpYxxD3Pk5xjMdkbRN+y38Xb7x53EZNo5sn1jav6bOz5OV0jsDXZW20sORejbLk/JpBk88hsGKHSOPUTXKEkPsJFyQpZ2HULlCOc4wYVXdeU1l6dBlceuZj0f9J/EP2CXE/SytI1Jp98OAJQil7ndeomQYqZK76zEcgpir5klNmJJfJlN1KuV3XQtL6WynRNEk2Oh2DtqiX7v9LTLt1XTruFWjanOPIglAyNulk03bVglMtn+4sgs4p8upwqOKMqeBtdGa9y68zFdbbzxVpK5GPKEhI+8yTAhP4NPormCuvfgTkMsCWnjI3JOf9/P+fOFNSulLx9thPEkIhUGPg4t/iy4y2yNT+DbVMC8gyUeObDsOKeuFBhXCAjKokFGTxBK53u/XpK8ZO6HVpzS0RqABuPnao58PlYxImOZ6SIPFyxppB0O33FfotDuZfFWPdAeZoSVv8ma38zQ93E/YSt6LdowSzdYxqmKyRtQoav8c44sylla3K1rDmF5OW2y05aJTESt8ptEOOIEDRtfoBawJ1scW4GQJUYhqPxTe7Tlis6vJ2SRTAuGK2j+JDci3r0eHwRR+Hu5lOyMbUutvTY6w0KoipvJGORi0LXqKObCr3jObwIMmRI3uPLYQCVWJZtCxM9LQZecnnhRQrSJoUDj+KPR5WostItK7bPLn/w3mpt5EhyhA4CHNBqJlF3cw61nzbGrqwZIkhT11dsKbybfz2xIo3iVFMzzDmFHVS7LvZ3i4mRCqw91e9+tOZyd0J5ZwqGEg2aTLGXqRbGlzF4ck/fcDvQZTv90UjaqkQM/uNB/kHqdWbjF2zwz0oEsfYH7+eqZOY0By5F4UTiwYj5eJbqEmZuS2mTHqoWIH7yLjeov0aKGJLzjMAK21WmwF83WR+Hj92mP3Use2yxAw4/DLJfk4lkH61CfS055PiEMCOsTADAwRzzGz8GMoH3d73rJqZG/seU0kOppw3m4whSVbfu0MOGCS3biTM3075eshBRjjgy6Pk4GTIkHOo4VL5lFVZHIcDyCKV0GT3nGEnqx06fDjSiJ3Bdv9cdAtopzZOK7X7IaR822SqvD7yzrU2nKRb1MTOfgF1WsfsS8lJlfrLx/Tml4/5zysOYgH9vN0Fx0KK2PuJE8K7a2kUJ6Vj329PERo8Rtgw6nitZfpSdhouLD23aOeyWXdDOU5YOFQHoFxQmZ8aSOPTsznVhZwJpr4lmOkLciD7iu2y3A+SZLcHk4oh95eyKsEyPN3aHxsJNTg9mxVmgmMZ6iQzFsy3vRKoUaKtvmjvZT3fGxRZEVlTgGvB9fqSXZJA1CXABaIcr/kSbCe8/NN1eg+LWic4ybEoGOGWszGGqe4KaeqPrU0Dsut6fPbRspvDbUetd3PfXya/2YQW14Us1l8jAZuVT001Un0wMnsFw5labnpUesC81y2xZDSLsqiLutsJfR6Td8XpRB/hcfV3Teen8/RFQu1gSVF6ATfYfEFyPDbJvsMIAOpIpw0BAY6egOaR+q1gSjsupQ3rQBzucy501nBpO0ITkLXT6JlYyRdGT1ASgc9VQcWnpJTYR3uTUv87kKsOgHWox9yEDW/n+Fu8enKCEKJOpZN+pouNHIYsaJTEhhuk7ohzBBZjYi/k7vAt9LFX4kP+tPPd+QumTAK3uevqSe2FwRKEJTDlnj5aWMGs37OrfOwvpZF9jRaGVgJFjmB1xWODWDI4DRHJ2dxEAQB1EqoRFpuwwfkor8CPoJz2PzR46Ei/9j+LtdD2057gF0vWjIjW78TZuPdpSLHgwphCXq761aEyKOQzFYr4N9ZR8YasM0A32eDZI4OlI375zVEm8p3/bRLSUw/yrkwjaMU3UJ177d3iAKEMk2UMTCr3izaOcMJax1nwCghQQ9fazXVmzJbaEdmv+deM5pU6y3yTJ8oelMJt7mpdRrCjmW/JAmnWrDuPjG9raz72MMG3SIvJpLQ/y5z0n9qS1X485mbkmgfnEWDkn13AJpsCZs/jX+Y7akmfxZaLFBblpGZOFAqy58jx+0Mj3zj+aY3qKWlNWSg8zF9aTRupqkfiJ6uc60f2SwJMoYACJjBRifbM3IIvnIUOwJ2rZkyBz8ze7SJnAjSlk/17pynO2qZVgsDbW22eksspzc8eswRPCUY4zEyZj+5Vn9I61VU5vugouEzCZepQDSHHvrzfLYNvF0dEFCr9ualUasU6rdYuaOHQLZcvcxDecwqmwL19vv7cppSoFFq5unV3Cd3ZTQQLpGCCrQn7z+fUTQ5js+e3PKNQzoD5aBEkqu4r6UCvc8chiXZSlY/SfCotFkNEGXpFLYTxVmcepicKcsjSff87LgXzKw7RXP3K9IOogUfHyBJ1SxhMsFDaQCDkg63BkEsAxMyxzrzQ0Qj9/E3DSg3Q1zmacPjySb8+P60iJlLdsh5v3+nxZqc283Aw5hBhqn36TPXpiPtbFzpDmDe4AqaZpxXLHpxz1pWMpbLt9vcjbaWt3sIgWGcaDa1MYvc2XwqhwUX5wIf0bXLbNGbTshRYCYnNL6UzzBvhQ2O94lF1SRx7hSMsMG2qPhT02SUgwgN+fvwQt3MIMl2mmWijscogfLB2TCUwN3Fawtr44ibfPzQdtYT9nrLeHEgVtmmCVp7vX47G41mtQSfgV07LYJsrN9rwdHj/pxWla1vYpfSnNYdZrAg8FJfhloWs6aYuPW4P2eEUN6kNAvuz1dagN69mJwdotK4c276vc+IFH+v8BRXA041AMY0m/XpAG0CWxX4ZdWmUbAA4c4I9s/5ibvNOjsLBua8aBkdxT7qKNp1KAyDJYuX+k+xDh+dKijC+/LhysBuaQ8zfgi/A/oPbXjD+cH5kJmKMRppT9BuCBmc3ZjPu9kaKIb14rg0mPpXMmld+S4cA2dAdId+Drik3FTuXIlG6yJfmyvErZXsxuTOmARRSdRSVKXBKwtZjkqhcuGmMhIaPLjO8207s2tzDcZhb3LCTBAIrjfry1umxZqTVLLkcH2pvSEded+i8nevoEE1z6Qh1KX5tpJIvhgXSK7f810vic3owaq8SWBuO5xZoC4D5xghJom2a98hO8HjsZvd0jWIZK3PGfGUbQN2PmcYfoPiZZimwnHoZ1ujyAWnllmHYjCnEx9rXuxJdSu/LnxUcq68QS+l6Vc4FnMKeM8651THo30LhMpt4wtaFYeIo8vrxw7g6rDxaTZcwfpIIcu0xtwyNzsHr1LPnOP4u9qdmk92iNhtp1d7e9hup9ZWKm+UGgFhz3UbYPRiwPdthHn155KWISMQ+iUJzj6ZMTz3o7SbMetTezyIXiJ/rdRCdqcLPZHQxSFBIESkVp4CE3O/CsYojHTdcivFLFTz/fAx8N/HaqVZ2lY+xvR1EJTZahFjMgVs1axTIJ9Lv5c5HHNgUg7R2cu/cq2h+3Xg5GL3GbSLcWCaoRtXNTFljiH4F7oe8U69ShcJSmfs4MiooF/9i5ZZwT2ZlqHUhXkbN/tUnFoxHvvB4LKUPWoDauwW0IZzypnjUhG1OxOVQqQ6nP9RfzsulM23bNkZvEv+dmCR2+CCqc4nejzpXIA4AQq/WJcfY9hIZexHWsf1L3CAarKJEplrkmFy/LBy1ezQlXz7YC1WGVbquDA7aYedx1Yxt2sIBXSqFT+/N9UarMzlGWS2s6tH3wy8czDNbAO3AUJXN9/dY2DmFp9qaXjY4AnH+2vGkthv8TXxgqWZVrthKFD5VGRTNmToarswaBSZFDmvjTmLbv25FJ4kpU2zDC92w6/2uDFI5MgtPqRTId0CsURtRWrG+Tk3qdZV8btyBzn8nPiTp4jCXP7wPlh0CuKycyM8hWQKxP5JJpUK72xXOkHQ4zarnZohqPwG2RyrfpOkkIru/NF+izbs/JmbITLBd2tILRTGuOeVhPmdrRjils7mEpGTUSRPPa4soL99w+0OKNkx6R6dAEYm2MVUu/091Nj7DD9dfzD3paoq6n1r1sWdE7FmBkuTyGiglVHqIX3s7wpSdJGdQM4RwabzdSoPO1h+gHyTmS3ehVL0cX/9/hLsMp2m/kAZDzrwW3wy7GU6R6x1t44Ojxm+N5fzHh6LJu0m1xwJWa5ExfC25mg2qo8BU2VA7rS4pZ7fzSc8Qk6GNKlmq73fj/GDZ14ZuUtwcyZq2gKbWcuq+vJ8/NBM5TXn1XSS6fROhyHlqbNNBhgWuOLsc4dze1kQkCa9c5zIiACAAggqKf51OHZmOTpYAlQE7qy7TsLx4qKLnMdj/rPWbaZ0uKpM8mBnc4zX5soGRWoCKF53AX+gnYNImfTXebNZzTiAwy+1NILuK4m+MPa00Uhwst+STWaY5+geI7tKCpAV6EEviJD1Cl286MmMgrHcE8DvcFqePzEWAmmeZFM5lkLrHuAhUKZ9tcQzhOjA6gYgYjTVELK4anoOVA6thUw8xMt3Qpn0+QDtUur7YQL/sSAMnNP599mSPW5BP+ZMiQwHbI+Npx53lPiZILe72/u2XGXy1fqFMNRuRtXHlOOwpXPrmkGsW5HBijrRaPs3yRJDluXt9qwcsbhg/yRo6R/J85ro8pZpzbwzxu3oGR8kqK1g6QPYI4S+TTMBdWTS7VRJ5kmJbNc5GQH1OtqvJJGr0oGu1yxNk18PRA6/2k0Ki7CEOCp9rJ1m3B6Vt7APGLcCKrvNaojA/toP3GyLmT/n36Tpbe2x1vzr92WwD3AEigWcIOw8+i5GLB1R7sR/t26KDybb01YFMYTQa3HR2wg7qMjwr9oBhvLEqkolO8E2LcBORzBgqgBiMkWaYME3zUY1A1Zh0gC6377JY5r5Di7mBKsGxUHsjFKFyqcdfXqt9bKNz0IkUZEO28ix9W44xi/bpi9K+eh1ZGvp+zwTSKsy5aRPBFoukr3en8YgehV/GkF+fUrTh+e/eOUiRGMtJ3Ommr0nqTL6aiTdcUjHqJwF+aEke2Rlma7jY8fGDM4K0r6m2wNRLhXU/NJ6I7Wj6Uv92lYtu4dDMHUepmtpdI7l8FT1uinYx079NI5IRWJ5gEr1D40z96i+2dhzQEy1ciEzSDx12TtL3o1qgLtaoUlKIXe8jqMJbCpQ+O3kGA2CfgVkL/7RoYb685c8F0VDsxHPDvhizB6ccY2jYtCq6dpr9J3M0fXvjsToMjnPSQvgcci3jV4w+p6YmYjj/e8pAxCsTGzOaZnZg86X6mVgPye4vX5yNV4OKgwIHn3ckvVmMw9gr48FFPHeXrtApRogHVZDCvLfGky3YdqYfaDVgoToLFyKahU/hUeQlfrPxpWOg2fPMGPug13xUab8NlkHqHYNtvoZrxuXjfV4lO/w0yCgxTNagHbf+hql8p808Q2Z07X1fP60EZTBkU+Y26Z+vZKMAdVPHmPwAKv27YorR7XnmGk0ZySldalggLx8TED3NI7dE5iLsIUu5BtBu77NUBoMRL3pDu+8JsC9OAlp3TMxLzEZYhttyflHvgXsG7aiY+UUaVIijQ/1tMJ3aKEQBkg1SFPTEplHrLYGcgEvIK0oUtXvdzCXktvaCtCOJbcXl8wJlFanoWJPenHotPfCV9o8h/DvZySzneRGOZfpQx3LQSAgc1QZk6zI12LA3nwpjn+peydEvj9jtqcnd3/OVIh5f7+4IiFsGZv0IRLEWsPprBpKejfHqG4M1mwJ+DNqqcEFeTetSjDmAV8XfJVkwA8v5mDMI2pm5tNUWkRRcsAXixpu887cAT2u6k86Rcd1v6JbJnwqGDgD80FIHwlWSTDm1H3GyWBWYEDnE9U1sC3l5fkuRJfJj/XwiFwneoy3kQFqUh1fht638XKo8lpRAOVzTKziyxMCeBrn2QK0M76W77dwwRyKxYVKmg7qkwiXd4BlqxUahELpKD7fh1gJ7iV719FDy0ucvaOnc6CqFQ8PSElzhuF1PbvpRwUYQuRWrc82K7jd0z8tISryBZ6Klshb4foxmPQCyxuYbWcyX2egzRJ57U1fejoUR05jatpqpp2nKgCqUwrGTFcQzT2FOpQNZTNSyqWV1DPydBsWrED/lrURMNExYSKeZql75z5mQvxFwQLCpL/GJ8kHyyKSBsHPPAMp9eM+Hkh8KTEHrub2LaEpYiJKvsFLwD7OISXGjK76RgcCkLKO2cC29R7UgokjMQxevq6gPjicclz3KIwYGR4Kmlm75rNHDXJP6JjVNZh61Vyg6cT5g/J79IE9IhLoQPwCBn9nYcsBjhk8nVHUSWKCZggm7R+6XFxkg5QqQhoSzRibnpJjd0dz4pC0QvODW1TaSM0z8vBDPveRJjNFwyb6RRchTRPmVE2/iEzZCmdPafVU19ULRHFjsNLvgrepCsoCPziPAsKUSTnGTuVj9M2bLo8lu3JOKSj0ZQeGtrfBoV4j86hbz1ihUL80DhQYNSbDQKX+TAI93lovCy4en9cwL/0TkAfAuCMjKcl0uRIRNts2xL25NBUKz+do5nzAlYSBG16Joz6cXBYp6Uipp6g14uApILPYaLdhc6CqThgfzRJrN1yUB9MpoMDW+AxOV7AvTQLbT5zq+yAa1C3Jm32vhcsBmMIbcjs0LEcPVEZXhgfSMb/XXu+mv9k5ltlLHMV2O3fflSRGZfr7qG35UjII6MENt6mraxpWPbmPNk/kEmYRFYbPUJmPcvrP3lEiigfdFgJpCU7K+fsSC+ThZzjDE8RXaisIrwqAgXCLnKYwpcPhC9paqz230dbosdxs/3kJJBRW1obYVcD8GvnQhjWzwdw2V95b5JYmyoZll4PSTkvdnk4VtGaI7ycaJYJk1lxocGFrOAuHD2qBYGgneu2q2Rxv5J4SgWRqRdPTc/lO0WwDkxmJJpNYvWSqyWDsuqNRjIGllwgzQ0J8poyhzuS+0BEQ2OSEww3MtpCeeVrlvfM8x1VMcv1SXZlM8yFEKf0E/6lVJZ/+zm33m4HnpQ2Tx9vFAa7vGvJnBIfz8ZZTmpPtUyfhyU4BJFi07XVaeHKRcoLxSjKNs+i17lN1ILWqwpOuzu0x54NKKGX4putXZ1VjSVVHqbsn08IU9LacbmRyDSATALKV14i5PU9Gljjgl/Bj7Lnqpca8Rw+jatKLVWPBOY8dh1QWtArbQO9yfU4sqwQjWPKN8rvqUCxrohfXPEMdo5NYtw9g0ycXeLJofoHraBJDB9qEXUwioFvH12dqNmGJJc/QUhame7//PJ5jz/2SV+GRN8uELWrAY6A8vMqxDPb70/FDaqgFZUuhMZOF32+zTSdzsIPqUK3VNV/tLpP3NX7cJVCBKs+fP5+DiaQL3RQNyAB3SpeFjBBEEeHYK28RtTsB3clv7AvLJE0yUoMC7gmwadrr0kP+zLkvlr9LRW9dCkj6yoARplgT1Gw/qw3PU6UrSI5EjssBs9aLzk3jHkpEhuaSxHNinDcPRixjH+/4aW/0mBUrxM2p4gQjZoN6d6WmSagFe1xXqCQPPEPG9Mf4EBpq7i8io8uUHstaIJMY1jFCaVty16m8dJ0Lo9KkkiNJiRBrJ7ybkJZhrHY41DqTqZ1CdVNhZWvyOqUTPhvKW3F+8+xDlMEthZ2KJoUyaN7SJmlokEGgtgbaFzuA9iGnxDBzMVrD7eWE4z3JiKy+1MX6OdqhqRc89HHL2vDD1OxvHhZmmWZW+rHL93yrblK7KLtA9PLX1OV6VNsdtJ42uIbPHbPyf96v3+AaVFxOpZLLHShGziafVxAl6IpA9oB3FhddVAt4rTBsbbazT3z7f+AW4Eq7XjrKDeYs5uhx12I0UebB2UfGAz1og0/ebKg7UiBpKwxtHmxM1e3hXaj9Dvcvc1Z0Jip9b6Hmvzg0C3ks+f95faP8bd55tM7ILE9UKOUdbj2WBikb4b8NImRQADAOacNqwYLe5qzn0cf2of12LWBvAatP6LZh/FuLVn0u0gr3Y3DVyxACkmvkf3mS4pWYy7OpCpHTdj7y8A2P1tfNzIY6Su4HkGZvJ8rVJwouszmQC20RpsrHDp/BglbwYrr7fpfdCuJ5qCt6qyiq/SQbE/B7zkbndW/XZ3MqvVhDJqw1FcQ8XI9AqKWCx+jtZQjkbDR9IjVNNCLE6CRFb1kn/i4/NmWSuNGmj5b3nVzvYJj06ZQ8EqDcT394g9pZ+h0zOjhYnY8w7cnhxxzCfNp61Pi/Z+/hrHFF1licd1ku032W+JOyd5RcIipddoYHF/mc5NsBURx6aFP76BdVdRLyXnzvOBZ00v8GI3KEtDde0/vUkBCPbYINHK+A4FsWCHJm4zK2//FioFOHrttRJef2+on4rEpiL9eGDG9U2usRbjElErEiJaJnehlsr6wJZ414SgltV92jWgzClxGEFJxxP66/ADmDd4eN9w9agXegDidGFM7eSS02l33/+UqWoyEbJlT5cWCL+ri7VM2Y2AgZncCdSoMsOztzjuL3M34q7julI1lski6M/QHRM8QSqJKYiNrALQwbDManRsohyvTFDJHQUzuSVtRQ1W5/atlIpu9SmK5elY5BB+JISXntYsL7MMqlUOBLWggbI9BOgTyOoONOlvgB+gt/l2M7NjvYFlRoxDg1lWclhZHrmBF0frapfiP014GYnDszGlJx8cme1JdUBEVdYTiAOl6cOL2+fwoiDL40emii7cvQloGRZc5Q/Z5GLAbjUSS7zDYtG/NAGUJ6hFWkAyNlnHXFXHsMLerfap6Ic91tR6hVb/T6EfFq+91S/qiqOVy5RnmrjZOKKMGRnFNpkOi6xjk90Lej5GeNPv/z/De/JIqgziE1h5HFo05MHiryjP2T4jttyEMwh05ZO+nnMpAQZFitioFY1Xi561TlsWSctRr19h9m4DsTeWyh52PL4ej2rbwzL3Fe/cteCyRMBrZ0+NGE1IZ6/c5ZO0aFRx9syXkswFqTu1U6YJcJab4wh5cMfX4L5x3gfJafVItmpxyULDYmCj7P2wVB4Ik9rI8SQFhDoxpKu7XisdP3OflCBc/9GweyW0vNEtErGnXEM0lW9RonfbR2fNeoOOgwPG6aAbjwOVXfArtuppEH09tMg4LjL3204Wz8u38/sxMF5Wgm5Ep+kuJg3kaPiYZ5tMqJvaYP4bC51ZAXzAgQpW46pb8oELZFWJWL2R9xgGf/6Vgy9BG1koHHmr7EhgRDJkiwNhMWbz/z30ygYuiooDGNAKKJ4AnUTtTdovBATtZO2ApSw8q/2oM3EZgnsw14ufz/JCCfn+9TcZZuuvJqmlFH89m/wfUnhqSTJspumFfgshmOOKKveQFWZbdrL7ZmuPR6vh1fRn0LVJ/PceYGonfUIc5S9ZSE+Ssglw8l9qyoZz4BPSSBQbLqimvMZqpodwOiPMG7X+PsnKkwOhsUZkJoyjM2kfYRGae88h2cPDvKPMC55IW94WLQ0DrT3NgGuEtDH8Nn4/EGexhuwp2GrPdpcoMQC5OZkDMLpPceMdw8BgIuiTg3EfQB1ngGlbO/ChbCqbGg2n1OBjx6xro8Lv2lRjT1nbNo9ZMTNEoyrdUjhJHvEPBihgfjm2QjNYnqmRmhSIvImWXMS8H/yrWZvGggCQCPAD2rxw53wAd0B676iQgmG9HBH5tZ9oJkjMQ6qQrBnDgp7uMOoHUwVyhHrrpkyZ9pWpT6uqFBWQEh8vtAltR7myOlGsDVzCPKkPvimwKfHW8nNnKemkaA+IwIk4jkEt6VvX9y1Ha7EbecY0dzUf2DMhZdrkn7Yedau86sCH8RUg7BfMmyoGDj93K8kfpiZOOXrul2tMGd9gddmDXGrsGTU9x4b9ojg7HvP/fhwcVG0nQOz4xxS0IOaukBRoaYM1q+es7TA+64f66Omaaq7JCYRDSVkQ4pZ6PFFQn8Lmebo7n9eT6fD7yy6tWonHYnkYZY4XDnRNvMOB+sijk5VEWxSX/P0ROmieNHap95lQPbyaCB8cIZPXc/CLGx+4Irgk4Ta/5tkLKhdGbaBtbTX8LSifZqtshjmL0k6yPxE5Nk5kKObCkcGuxTcRc0J5vHGqkIbZZF0WK/gXXqDvyh1Ia8UdboGXQrHqOxaueWULdp1rs0uH3fv7+20deWmINQwdzyPptwsp1BRaxi9IEkdqjP0ayb7MPQDEyiO9KkLjCW51lZhZMS0KgSwTO1wTwKx/z9xBReOTJJMTNlKFMirJazTnIqCye74HyP+12W//b/2K/WcftW5WUrp72LzZJhFVpyOj/zfo+yK6fe9Tb9KiOKfjznt17jugteouzmZYKWrVDzXD63Mdvw77leNb3QGr8w1sxO1hbiFdCm3yywG94NpaIDar3kwMrD5LRlBlrFhD21DOGI4RPTSL8jr+/X7+/j+RxNfKD9MCXmFx9jVwMxw+CQa1EniffH7d9/5gz+7//9NzaYv9ACeVppY0oLhF0BnEDJNmQkKG2g7Zijaoi76VAerKIxZ5J3blGDxlh9LyiGkZ4u+Spg/SdmisNPiPwm8tEIn5Rh/DzmkNMpnrFmYta5NeGbxaELJxRXEe7heRwZLybV1Bxmkk1PLp600hYCg6HzBieNMqwzAfrpse9yW/Xmz7u3wsodXZ9zZs86PY0PXhs9ofWvo1fS2be6ylB0KkZ05yY7Agc/f6mUlua8mJFuZ4LwgdFW2XlMqOEQhqsG7vTuFaKECsmkpsVVY/ZXXFiJlCPGdlc3pXWivNS1ZajajRPWU7K65CN+ONNxYAqtVylHdfPAzEzdfgZUt+pWewZstq3VZQMqJnZstEnhOP/XoKl3HRtZrzLCxTyZAL0OboNNBN5OJgfSmAZJhtRRMmThmUpRyDxcmcLRlQt6V4pOouq6Ahg8RTOrYFlMPiezVZeRwWd32OZxthuWwkLGmRBy65q69Dj+vGazrGsdtKbjmcZxvii9b7H0p562qdWXiDjnZoVu+Vg/Uxt09ZLkWaA3I8MJT/Gd4OCswE86hboncUX4V39vaJlqZzgk9qsxQDbNNW7V7eGd51W9lBAjp1V8YptdWvtUwuWo+VAKnt57RBe59n4cOLhziSZp4dQ7VqdDo+RRwlcs/paF1PQq5FGtdg3wKAXd1w7eTzt1prY+bfl74Kwk05gz8Ddw+ESjVWJpaqJfJGb0ebAdOLmwh4cfT4gE1zM8RxplmU+zm+/jOVNGankA8iJlo7v9ab2b4yNUTGyFaTngPMdouO1KeS+Wkm05ojLhoahqQEhcq8QRpYlwbGQ/a99ToKLlpaXkgE845c3tEg58PeHYJP44qzxViJGXZ/vX0dpdB1Z7jXRK3spyc8atvwdTw/wzB4HioXBhLimgWw/ahTXARQTTrEGRM4HM+22sxtgpAmPKUZIWWhyGpE0S1vweeCwEB9zjWLROhVVEBWZVRmlKiEIdDDuDTeTqfiG+Zj+S4lOwdlR412Amtlj6Ra/03+kTZpDSTQ88khpbiEMPzrM/XKlplSvDY/eFd56yoYzKdAUAcdPEJKM4MOh59REl7fGQn8REc4OZYYQYQSto8DpgX17CMuvXozs/yppmQ+FXN/Sp4Iak9FI6OUoRPvwQ55nKFXc57R3JmtGtiaFZGJqmii6CWGeTXJpvnpEa5Wb3pA4MeBiEefGkoXKIYCwdxRQSvlvAZp+zrqxi7UXfxq1dojcn3wGWLycHjuzyoFDbEnpPKY4TMi22iJRE7+YPHaqaVZtCuYuS0kjRtm26XDAfzyi/qgHN2RAcwkOkrH1cr+pze0yi5m6M++q0dpeRz79LVifqyDG6pLEilSqUFcWF7/M/41lvQSkDrHaSq2tm5VjRloj1ZcAGy5AYWK3qNPyTg9Kw565gUeA3S/Km5rMeCS1HWBIoO4Q2EdYtjbjdpeQW2eMgPLizn41Ho1ycTy/atTY1oyV+cTYLJQ0Rxxhi/f055pq/v+///t/L3tbN4VKOhjZptVgH4uWpt6GY5qedOGZ4q2KRmUAwWw/rQr0Cebg/Rm7UTJva0uTuHpl+1s6kzbNqEPAPAD6xnq2e0tGSZecytfyWbJBmnE5KFnIOhGmq7zP3iWTTDa6SG2POL19muE8k4VOJOYHpADQ80WW1OuwQa+HglMVU2TYzWzXVxoqwAJHS8htkqHQkMiRHH+Sw1kIx9Di6L3Je9RPEgCf90Dbb3S1X1Z4jxlenJIChAjGpdhPBSXSQ9uzy8Efmf4QB/Jq//dbAGufiR7fDcNJRhWSTJv/nlJhcu1Sk4RAXyNz+MJIYltagDC5XMmgVp3Xe/vRqBAlndYjqPccSvOXGXpYT+5Pkk+FIsYnzt/NA94x4K2VI69hbLh3ILPqDP9UaO6sgx7dluH4Ufejp72/SqbzE8S22pzVRYHPR7zwOYug9ECT8KLrN453W9NTQJEuW8jSWcQ1XRt9NcOqJ7PWch8qFLXZ2XJJhYsM6uJRGX3D2DF2ZC9UyJS8+cra6iTgiud20TKH0u2gfrMYiNbOjP5IXsj8yu2VPnjkuGfG83oEEpf+Z/xHXml1ZmBhwg4ndUgnkNV5fZRYAqgOpgyp+y44+fpDLnn23lmlsZmW22fhNwltItLrrkF5QOe8pc54dV9XSQY3p8Kg2oX8SjxzbHourUWA21Qg4tnbfVIM8Tzjw4rasiMizQPc4dX1iVqTzFh9E9iFzhTYD7kJs05+RZeln7I0xbJFiGeQ5VJgZYxwT127kyJ/MddgeuCtlDk94+/PHcQYcDcVRR+kWfL1qS/qgSmiWsmMWpFchGoKJIKy5bvMDlLehjXKaIKfTBh/Y+f2y+1dG4ZqqE57ADvsuTUCbwXycRjqiuQQ0zIUT0dddCn1q05XJM5wLMco30R7FdSYX/Nnw2uN12mULYJaT06rxIzrwasg5bYRwMUI2g4Wx7c2OJvKIWqx95/lJFiopHJCY4rfkcJUUWHOwA68kkQaSzjg7EcFlbNEcJHuw3G8zfrBs+Lxe9X2RfGbNDpOkpcFHFxQyGmeil1APNv53SVfhsziI2kQFwugRb1kYOeXDBp+mdBp/psgpvnvQnAx+uaaMGqLmDUnVDuSFMVh2kF9IXOWOxnJL2fozU8tFeqlWRIeXyW8JBUni9MCE9DgJNjMV34L27CVR0BAF3+TQOeRbmoLKwoJNGfXwZTnlxWKuhxwL2cmP92u2MaWCUyW7xn/e79cvTAH0ObpgR8sD7OGhks2LQSyRy+c7CZNsZ+ZnPu7n5t6NwevQUhc02Z4kCrMnoX1S2+x8DNbfLJ4dCCUs8+X0h9Rkyy4stprnYglC9HHRAvDDADFMtOdHHgO1QqgDyU1vgoA+XCHEfhpYrxJxmlWSS1PIIcQ3KjMfK/8ei9NM/gdZl4kjepiBG6X3SBXxer9GVeZA6vu0hCWG037X6os0n90KJIWToHEZsswZNn0ejGqcYeL+7xeUWTc+30ooqiGHWSGeqjfphVgfKEy04MeXIZvcUjEtxRyWpoV9NEfYxBvVGGExGEgTIqV/jtwuJThDq5E9wN9L5z52mpOOPZ5qB9FQ8ZLAwYXScFnpZsBwXhqj9KSXUtL9W55n8Hq9sNvCsSY2Y5+fl/gqDsJ2MCLnUdX9eD5xf2ZB3ZkZkIhtJgPZkQ6wCPkCrAcvz/QdJ7Lz6HIOTTzJGTRZwvS47T46PdhRavzcf57/PCALhpsTxTHHWdvDlAD+nlGXmPv7eb8GuMg+jeM+dVTO+Nt4rg6hfLAwR2CNkv+MX66f1mtW9xx8j5md8Pq85NpKOQHZg3biYMYNobrZNFVI4YzpUjn4YzThJm1zJ2dzjx74wQa21sg5pCTy2YZ3HQMOSeAUyWSkfwk/5/OdPfoeMDBstCDert7hQKoWsn81o/DSMdWfODRh424G+OW8M8cSCdBUihOr27uYhuK811qYIFefVnemK0+IAgI4xm+CF7i2iRvypHQ9wn2aJLP0eQOvIFbkkX36/yGUqBGF96yArvhw0H+AUzdiOZx4aIlDHZc22AKhzEoCDC1AliZDinynTQqucLZtFkFDYHo+Rm3ZIElNF3K+38Y5yla9CI00VDVnoZP4IY48hob1vd1f+oKQnYr9ec6bTsN5fv7em9CRWqkhQ1ciZ+6ogb5fQgfQqvOyucSHqeDtOnL9W18L+7GdCUtHJ2fsanRiqc+ko9uMbgdsXSWDUAWMEohmp+PKiw3jrCo/KaOBA8v6TekbbQ5ck1c6Zx76mhzLMdOilTRkClsoGXafzfpwNz2UKOUjT54hdUAaL0JjLYOD/O/6X2exouBbwjIGf2OYwWit1DbiHiziMKt1iDayoCwghyrSyqi4w+BmUdMyo3KZVdCCy2dTmpzsOK/C+eHHP9heKJS2KQJGmoPp9noPprn4YfTgRnWNF6dUjrY5/N5GyLRyxX2dv5f0XYY9bFjp4I/WoHbrR7DXBBylOsN6C6tfsmpdmugBjrNOlMV2+vmRpyWUmdUJpz0/d27fcn+a9flpqxvyFrEStzBN4FJewkPPJj8AJ+2OWdIvxkZNOJNB/4R4D63V0POx/nr7TLBcJyRkKQ5YtP7dqS2na2dCh5iuT1OZkjPwfCw2Ex/r/ZocXPtMG07L3HWd9T5Ah0Zjc0i4uoK/qfVzijJ8aGpOCY0sIxHeHRqc6G1IIq31qWuWZ2f8P0giUZRbL2166Wd8St3SEvRkdw7SUnwnTiwYrq/m/uposre5qxL2I/64k0uMSa+hAb9cQDlM6bZ5q1TE5aK3QPhqY7KdHilrA2kiQkpdtrOFjD725Uvho0j7ka06fW/ygRxzsqyxp1CgUfv4EyS2Xjx2qv8w3BNyQb2zCKk5ZDXpIopWRjvZxkh/Hzjq6GS3vZXpjEQA+60ZzUA+tCDkdkXs+ohDunlTtMGq9mmKtT0lssICtD7bMjkxh87nNRGW+DRF61irxsJiK3gD/8kJ8I7PsGmf4RWWkrUEzTzGTikJs0bOiFbGJSHY6AlfxoUfzIgfphp6Wp0y6angibgIAOGE8U02cH86CHqCJG1x96WqljRmYdIedrSk9fr5wX08Eymdr/RT2LSVPgoLBBXipBP4J46+YjQYp2sjPW7ZYD7umlOz9LmyPuh5nebpmiOHgZ64zn7CdBdHEzgfaIEcZnQ5Z8QRMBeOjee1d5/NUmKA6ygH3l/1xkcK9HzOr/y+filE+5bTzQ7FJZ4nZOOKZeH9Liw9u0ZmL7aunbjzUu1RNuxyXcCAXTMpDkdln52v9+/ESXQpGUCVPl2OFQ71DGKxvS1ai04+/Lw1pRewzdm8k1Lb0hpjQH6g1yllNstuRUceWJMkBWuBnJlBrMwTsgAGqxsnGH6Mlu/6gECT4GCJ8XGqy2TC6e6eiVH5yYZmdij8PGqaEnQdk5spUnsOj2ddCI4VrZ5Xb3IICM/ssmHRf7+fkRTSMyytgA7Z+NV73BQcUMF7ijukfgm2RDbPZ40UyncxNtwNrXBrWYc+uQkF80LGQBnPNxGE2P1RkDoA65nb0loXZ+nFjMkEGKJtFbZUDcc5k5S3OS2QjilDpRC71ytiilhg41kuTYNdard754QXw1bi4dHThhtUyokHeTt5cYaVJLvlIltuL5lVV6wAl/O4bNHSy8Ll5ApeE8cvKZPk8m/m+AyhmYiOSrB0BsaOW7I4KiQkVz3XkMJS0WS8IXzL5B1sLVWk9ME8XzR9nIRHjcdMn7ZMraCZnF3bTF4iXB1XP1dEIAQ3na3zvZoae9oRhWPJNdSUKNIm0aDS40LdTXtWZYuGggYJcRgxctJKAKtVQxsidfvOpeCNJg27vBcmq/EOdrijndImWRZ0pvVq88eB03cTT1pT77Qd/O6hJGlESpA+mXoN5HCuvhZj4Nwwk22gJnq/cai4kjLeOg9fQ3oNAtJ+8Sl26AQpQlym5WnLZCG5lvfUkhCsGXXmyDnLseqgCtTiRPPxfY+Lm7zE4JmyHGhxz+w9e4wz0ABYQafVCGsFpbUlln5LEsUw6RCWbzCXoHQsNCd2PZ/Pgaq1bN4znUhUC6TR5TipiNWEoaYBGyoy4pxcxUBt2ECUcRz3fuZ2QI1MJiuMki/H5mX6R7gJneGWtcOX5lSyX8NavLpMhDEJ69Ene6jL0p50Jqob9xzfYwbp8vrAoDRRMLwi+gAfeynq8WCxLf5Xa85juZ4CdZUkMaaKqZi/yaxOj/xZb1W3E9ObCBFaZ+fqTaztZ7Jby2mrIjG5pXOjsU8/w2q5C+yN2A/omcJRV2zzXmv1Zx85mVfTJR6WLXYA/JWrxEYPuun8h2wFVP6P7d/KXRlRgTVLyd2toGoUHN5TOB3b/HU6kZ5H5Gk45MSfhb4iHit1RtC0QiYgiOygKe/H/ILP+/VUAJ94amTLatELlbRasvOshBYM+bOC6ayf2IU0dYNALOjO3UmmJy3qv8M/OH5MpMaZPSw7UA3FGJaQU5/6U0eNY9Yfrds4+KfmuUZc+ubJATCAioqEj7X47CAHIWXk7L+E0J6UPj0dPsKOWKGOS03cwz3hOuWE5n0/SzBzXZ9tZaudfR3bGmBMNjp/Z2km6wqQoTdbT6HWOYaM05nBGieAq6rNoRFotWQcTQJlgGPCXtgFaT+mVezpNzCYTfAozoB97dKuAm3i7tXHaWVmLCjOhx1rk461cQ+KRjGFeQvd7gH5KBbY0QErPF68dtACktjpj1uomvf7Gf2ebEUkMXo8n9OjGD3k45RIscaafoUz5Tt/R91eGoaaGhBpBDl78IkuZF4QtW51aFlmvPRJ6XKEuBGaMj5PVIm1UcbILuHRpwVrMkPOYcDZCdxQD4w3kaVIkOXUXsj3QP0y2IDbnPRNAFhg/B6Efhlk5DDKmDEV6AFLSQ34zLwcrVU36ycWjM3aUGsOxsphFdONyL95HGjdrGPhnRW7Kuz5Jc2Y1OzshimL9V3E15xpypqZxNXCQF/xz0MEPIbxfr89n//UsnF5Y//YlAoi+WQfZWcfqNjSf7Cx3dHMYqzG6WcOJI11sQxSDJlxcUhs9EdbE/75vkUDNsbk0519FCpyH+fEkMf8M8/elBUSSgdAXK7/HhPHseBEx6+NbIatDV8jAFB2fQvspFMlHrmsDx+yEyFSqpg/VuvFwRach4TsGG40dVdGrhd26YIeIyOG1MlNJLTmhdt8A/70zIe0laV6X4qFFJR9j5RzOSZcl2qRTH37eIzQy79hhsIxr7UBdrBwWOgG7xvHSCEu6vEETXuUK4exATP6tS2bQ5U8XuMyzgPaHDgKIZ43/B0GjywoMnIt2N8YCwWY0NAIkNaWlFtretDdVHoa2d2FEETJnDfDHAhul2Gun66HmoQ7YqebWBHAV6EUJZIZ3KUZDZhl/7O4kiyd1ZWVg4BGDXXkAKaafvwodsy+0fqZOis9fzCI8xTDOY//GzwoBQ6DfJbfaCXVz/to04GeujLpSstjsOVPowduSjasqlol4hv4W6DDfywuySZ5F2pEzDv/U8v61NeTzMkd2z/nk5MTu92kS2SeewyHcrfw6yBCkMVNZfdiMtCsZsNJprBatn/R0cVgc7ay/UjidLo2BHnyEWAIRKj6I3PUgyFWKLcbedPjTCzJ2pB7eSVgBtYL15PWT7q7O0xPOuIybIc40I/mzGKU++wdY3NQmASuEzoWFaKC+PYJu2uOzISMBFdDbeE8rmijKn/VDtNCHeOcMcy6rceJn3+GAXjvukp1/h41E/DEjc78YzTJM6OV4mJVRYpvNoUSvbt+LTp/3wrUzrO/J3IAph420w1vgul23T+v8CacchQ9aQ7KmncHS4uA9i82OnS25u9nWk+lj/FFhloCJQqGyyR9BMPvWMo1AIbv45FpGZWptZi0n1ouU23Thw8oKkwlJIH1Fbksm/FNipWamp6J0VV9BFO3JMYLvFKinCFGmo/Cj/iB3mZ4holIABX0LkJhCl6SoKRff/7TLO8xujlIqpbjP0Yafn97UqrNqp2CTORoQmqIzrT7zTZb9mTM1AFpJlZ4ia+I2n/OE+9TnGsQn25xHjDj7SJSXmXBhb3eTttqQY/Fxp4KrYLjGMN1y7CbAyRHBAIQ4csG/nks5A3Bsk3HK7iYdAfHHwu0YAf6bjx5RR4bJioYJepAFRCDYw2YlRC7Xd5dnQ/wIvBO1DgHmSaJr9zUyKO3/EQiL7bVqsoVbOpEsFHPDCo5Y2rSUJZfsiYOPbMS7EuJYB31vA3EbdL145HfxlMFpbRgS/ZJkmE/+t//Pp7/Hk+TxU0fMg4prD3kA4bJdqCNvOk687TOfun5cG3UjZMLDgnTxG4azYl6XvnDr8aYFLhrPGbwFm/bBMjyNdjYIFVJPkxNowMzVjTzAOofL8aka0tGYw9N9/DOgiE1jAJ34/2QW86YR0e0YPikX5xd3Z3msYozqGBrZLzLPGZNshTzu2VbcrvxjbKhguzOYrDja1sctDmYxzUmEOrhsmeT9xvj8BdwaaEArMZNS1oQgJm/avD9vO03kdNIcgXqAaqZ9vbZbjIb8BaaJN6DYAOXZmDjkXJBX8dsxrBeZ3+5Bca0SReElMhutJ7VL2iVISsRwD7SlCfuqZj1ymEPqmPuYFI86Kiqt1zgBEln0v8fXgjOFwm8cx7afCeDZTEoGp+9iA324A1no+4W/bfkiohYmFRBUyK2YVKPXAogJyNHWUoiBT7rpG12x1h5Tr8u8y3WxGsr9nozBIEqtmPCwhzzfzInUpOwACxllUmXfRsoqEZooEgiME53gbsu5IW44ab01bviAdWzd4e/ZoTU9wxltcqKv+JFL1fFQCWQfngU4EyRiiNFegfuFJE1Mk7LTCLKGyx88A4IrX+Bn9gX297TtIUUhBoLExNXKAaZXmv9X8cLlzil2MUUtZxrw2F7D8XdA7VhJsOi2jqdlqnDl9dAteueNUtS4BZWxoTkPwP1kn9TicVT3VHIrFG/HRuKIDsb8rqt6ssJn8nu6jZrfZJf2uYn54ithY+IZ2Y1Y7ttvqpiGBw2bWe/Gpe0iqcIrYV46qHlnYT6+PoMJfC5o8zbplArRK6h9r2K7IcnO727OMckJbO+N77oSuXbqzyGR1hYIRxy9oaYTVOnkVwqVZCRsopAxVY/2xr7LTmCXmxhGJNcvBeIwgFNY8xso5Gql3ZnNLgOXTobD16Dju/0OR29NboyXnrZa7m8jagl4fCiKNr8cpn2dnSKCoIM1KWpQ9E9ux2X/n8Cd3AfNwmdCXjcC9mw54d3N0VCr7xGobuy9Joj4GgFezkVTUh5Xv86LB1BQhCmmFmGR5JtExe8UiTmryeZS/rX599//vO9gdewTuYng3OMU97dOwUdh30ZqExd/hVUXQulEIvQDTBIHHS2nlg2+cNhxxnyJGPzL0AnB1Ve6W4q4kwrcb7hie9uNagD11iR6eVHNzLyV5ANvFewx9K6TtJnadL87dNAIOQjOSQr8Q05x4HD67VDEYAKtUgtZ9VbcQefllrrlvb9glGaLEFtiucM5rPHGSMin0xCQKcQLzqxbGdjVGRfz2FcbDNuMVU72b2iFIqUZPHwEcR8eJ3JEBY1qg0MLp5vB6YS2A8AuQlKP5k5P3M/DI/b3zVguW3GLTPjgn26y4Q2xJBqIOoUW+wr4p1XiafNn239sEoG7/Tw8dQh62QjtiqPPY0jm1Jo0jSnifZSuvjXzC/8W+dU9SkqUMSLCB/aAbTsCZdwihp0Idu1jsadZEWtl0ixfZDu1xTLuT0+ckm2p53TlMdzUjiJgD0iiGEhatODxGSYByYL96ccKZUOujz+hKE39aRyVvWrPMNgWEbfF7qfgY0JnvpSgQD3OaKEEsWmWVrKaVq50R6Fql/qyNPI1aRrJenXqQKZwCW6oFl5WmZkSKjqPm/MBsjM6q6nZdWwHXQogOgXM7Zlw2Nkk/EptilQbCQ8BUE1Yhar89HRymdQaqZFkxPrpY8SKqdInN9KEmAyAThv9hdjNcfzXC2sGGnaJVoxXZ4WyT+8w1xvCoRqk0qaEBVF3j1C0TKM2E2GrbiYq+lZnbgAS1831YsZm3ZUgzoZigFi9NevtGIw6CxSnlXnixMZUEmnNVFjz8vUP4c1eY7bicGLFBqRLxoFOR3fmN3T8p3fUccS0QId8PekfErXGUIzcUMrEENzaJ/pvysh9FKXinIqW3tTPQU69ITe5MCyHI5I5BVNaGTqCFLmINLOsLHE8GFIeGRDVBQsLQiZ41tJ8n69pWSmoWPM1X0LvR3L15v8zVW+ROugU4A9DFfvuFSzfl0rNlhefRPG88goLXJums8MCYtKJDqR0lLal4thXfWQTsozVzPVBaGw5Adp6QPtUItArIpPrkkiPvU/38d3VFV2xAdj0kozxuEsIiU2+Y00ofQH+ZXAjn7VxoNnsw+QRL4awz3IAplbnW6gR6zqHpvaauUj3aGBo7YIU0+ll5ut0TLVqKG2PxaNxJQ3vbt5da5tWHq7ZciQqIjmUj3pe3REPJpZ76/0i0pAt3W+KZ/zyS8VbCotKLB9NvIL0/V4SaVyn8gpgRQh2A/Z7bKmImQppUj4VXAWlAdO8MVclK5GymcSD77dODFjxzbfIFt5aYiiL8GE4gjEanfsUwS5k2YnMn87uYmf3hw6FqeLdD8yUakr7DE+0jrpkD31W89PxBlNg+v4SnaxbamGQ3N/vH6HO2e1S9Oe1N3Q010Ic5BZbzr3bq6sFsH3MxL0FN5wZOekDjf9bghPkDp5WqbX4OAfuUs6cP4wRKcUhFb+IwDTVZiwttb/CY0pEPioUB+nHT3cUSR5KznK2kjb5bhCvt06cxsBKP7oA0XG5+Xll5rqpo2ZuWWm3wYc3wt1KDBKW9RHV/z5vIaPRqikPR7W0kb1Tid0rubR2bbzbQiabxnOFDEh1ZNfPhPj0nOihWDQ0DfzUuTvAWTnGM/wBVD4TPx2BTVWACrhPIq67Iym7n6GKjIZT+/evlI1JkaQhuYGneQonXV6HBk8QCkQpHIrrmeiN7JtqGez6Qp9+VOS+2sTXRK1cBijztYhDkbhrQhlb2eAP9PaAQ53Yu1JJC6VgiD6r2jN9J+AIja5zhzthMsQLVZ5FLQJuKYf4lQ6oOms3ZmJ6XePbidzxlJZeQay638ftFIPWuLJ0YLTFwNDvVgNuWnAF7KWgmdbDeaZ5Agvv6h77/pPvXdjuIwwj9kg3mRpnWUSYKQUi9wjgAyOBQl2/WdN1eDbwyny6l4fMDcQaGXkeVfmhPInjf6rY162XwPRdAFEXMSmpXrWPIeoZY5R2vxf3A5DEsN0dI2hNL5GwKF7br4G2BS6IzOj1udA/V18Rf1FFmOYo8OLqzFdutR+xCYqThtdHXYn0tWqJYod5KZQoT2y2OLAiEb4YalihpGrrl0eiIXIavUP2UGGYNkCPjDGKQiPChVmb1XgwZVCTJBLtZL+jDBxXMj8ydkdalYpplkqJ/e920OOtnYiCabAecoQldjkLq6pD3oo963JxHHKKA/zD1o+8XMfTlHgc3xi0gYHSuwi0rpyGiQZN/iDTSAA/oemBHqs8UqFuL/3ryx2fCabMmq7WEsoF9vUeTIldJZdY0WLRdCFtNB9mJC4xuLf00t9r3vGRu/E+BArKLRkJLqfW/fYzBnBDlUk9kLt7Ef6n1HLtkGSMUwS0gPiDRX9mGWE7kuvA/Rh/0l/MoPLrSOnh6yFZJTHbAhfl8ucvGbcKmyo1MagxLQaZ5yjm/bRaPdlxD8xLo/3CtB68yECu8ZMyv5jlnp/Po5kjgDIXzJM8yBn0h/NDEEtRUynA5cc3uISxOq5znIixm4n0ksOg4aF2mOgH/tGSM6gdAabpzb0BLCf289LqzSB2mtwaHI7FiGgry8wSbz7qPEct9zpeFKr/ExbnX3bE6RAuWShcdqYqrTRO68lCB8jFwABAABJREFUOeJh48mRHboKddE8ecajpdOb1VyqSDp7qDyP2FEYji+g/nSJxdXaygVweYLhLKoSnKX1nTxpCPTPmW1lBlbPKKZEcLKbyDINVXtZMofOjIP5D1naSBWtw3btf2xLO3cAOAUPOfRFaiVMR9y7oIGf4nDfSxkmIfsk0poSaYdJ77E6h6ek108SncyegPvaFbUykCP5drVHF05jr+tpbAguhY1AyTkB7f0GIGOxNjW5NCB6MzAk3YmJK4GFoERXmh5+WabADe9C3QkrnNtQ8mqyMEHpor2jNm8+Y4PVZAvU7/pHPiqdTQYLzy3J9sOmF7Ft6nwdnZnGNYg59xEZOudxePTkXqRDTv/Q2++I0HDdZ/Ce43/yFuEhOMgFQi1hgwwQIwPjxfQYXfQ7zNatGidku0NVkJRHo5IyGx23/31EW6EdeXtJdPtPPjJPiTkeCJ+XksOarowrkX2XYsg+iRc6bjA8peTmMS03DXJ1wnjWP14ntXq+j/JWbjGrftybouZBuuyibtQTPhxj9bRFBRNusMue7O3fCC5mtJhPrpI8SQP8JOODwBGDrI8eDVlbnaI8Bl3v6BWjL+JDYyYPYzZXzDL4UWL4shJO+gmzxw4ZbjLtJGp9NayuPjG4b3QF+DGJIzOKpGlg6z148y1pw+tJ8p3/tZyAd+mRZTaRWo5BxKy+MEzVQqKc3TQMAfn/BlmT9yhQsZ18hMgK/lzIa8hvygWNvnhXJGpsHJHdKpS8o9r5f/8TaPtPldv/rk15ltT1y0YMAPE9uzTndJDF67e3Y6bWkBzijuo/F+D03kjnY7Q6vY+cAF1Z7ExCP25IeEM76UxJuDzUxoQpZyYs2rG4qlziX2kz+XFCn51UMdra3Xs+TUXs+Pe0ANll1B8/CEv84Bp/d+EdEnNj+1GkhdRKN3RUSON+iTmkB+ChIGPURrKpcJOYgichoh2BR6ylj388p3683wdbev/Oi4L+5INQjRFpUDMxGdwXxri4pjaZnM8OY6HZqiImY2qcPVBy+DAwXuXejj5HT2Gqpswv8K0X7YgXZQJIHrElLnRQK0c41mRgiu50MgmIogoGI6N7hdthj+lYyde+TgvJ7sxZpCnckyN5zg7wvxeEOqhyFq02g08uhQ/AKzes7LpOAr3kHG+xNUyDpeMx5GcYuCcgd6+PgObXYSOZrL7KRdUxqMqOYB1CDmCyIUNzK1r4Ybe1hATdvjOSoqrkLsaXFeVOrOpPDHHZo/+axoIMDiFQbbVg9tHDXSyM5yFWJUlzW+z9+lWjCdPtcbrIgJwePpm1dr2UZT+u8G0DBl26v2EEh5b6+4ep2xrH/5F5esd6NT9wbQ9J0XIUwjeW8sMJ4hjPtv9zMp2OPmUpuPZhI9GsZWYfegrCbFJkeFoz+gn1N+i4Bsb6c+/iYDlGtBSPyJz1tE4Kvqjjv+mD05TZ5DiruLLYhTWvF9D2wTYRel577/WooZWoqGJ4XnOTtsLJt7vfviBi+tvHLbmuCfKi4EYLxS+w3teylDz4dx2mwoNyncOREE6vzT/1WsSAyO2kSRlXUGNi/jQP8HRvT+O/70/VP0f9ZvdtCKvVB1pHFVCJ9XqETSd23oNWNuLrm4cG6LLSVEf5RsifYxmbA0YgQCKSFLNnKlHAUTfFaAkg+UMrtxeMgH2dEovwx0zjHWMbEI345pHilRJ5IS6IDJDjLe1axgfU/yRgx0txHnUWPD6wd8GqV2HmoU2O9oc1U6wFuY6hvMRkIhYy2PXgYleRLSar1Y6BodIS3Rr/gYygoGdx7s5kRZeaNlBmtHZ9STssqg2cYyUIzOoEI/yJ5T9ny18Wgx3NjoFk7QH+2eeBQXvmt8LOTvXLb28uBY8LpCwA0z49mfZtKUyTLtaPa49UBdxqTFY2AfYaHnGp9AXpCdmmmaEZWPts3IO7RKPbhKZp547ZXuiHNJXSq/wxnnUfeADXC3W2RjFidrTayww+yQUvJJk2G7YuDCbpXrcwigCTdHThTzBujozCbzU0YexvF8Uip01pwkGYPgGWXZdVRJK877SH1PzZ0zooN69LV/EqxVeQOjlNqtSaLFDlifaVRrxYhEpqpbbR0wcOUpsFkau5T1dPNBXPVcxX0AlWzAIPExc2OBmOgrPnxyBhJkCM9MGnyzbS9WrrnXzu6cOG+CDLJx3VAVCzN7yqdiQXlv1AGIuVqqONukAG2z6SzAaE8RLaUgFOvIz8kPf1ZeceKLgz6XnaEEYK8YKj9MGajuujMRBtBH4AgzBwnIE4dAosx/VRKTSEvXzCkejZbuGgNPgaOgNHxyZXEtDdFtjsxw7zxVKFuuH7HRjPw4XJMCZFs/9W3lTaQFlFXq0Be0ExvfwjrDLMGQc8m9Nw0mdjuicwSOe8Ks9Jgn4qM4xsw8dQjMSJsqKKvMMuZOQNtHVuclczOhisPO6zEOeUGKntk+zHJd77Nep/RR8tRfKiNh0KRIkMBrdb4LafkKew643Yjj9aFI00nUGCj3m/433iF81R2J48+ZZOGCvTXRhIOAg86dPCod+9DlIBAFSZPfakMbCaleqNkFdn1we9VmW+Fgd6rdg0lVecatz/TXo3UnL5budnvpp1rxhFPl6ykw9LKHPTd61RAQeSVwijWqUMmb8wKzh6ORRxGTUJ4xHrGkxxzaEVBObJClFJwBx0EvOSb6Dc7T6fOX0g9Q2LSL1kN38Ow25/73EkYHI4fQ4vPt6g32SaB60BDBCkM2c7HHGgtNzm2wWREJ7jbsipqwEHqDU8sNEbMFN0KaJ8kuBUwBCOQNqRGraFDwqe1y0bW08lXZjdT7iCzKCtoMXp04dbpT4DS2afBdQym++5s2zXIhOJbL4zTyAA7VqXGGBKf3WIAwxRWKk2VTdDLJbd6lipvLmmhQNqHBqcNsGM5jhZOGT4LFEaPts+AmMTk7kRLKCL3A6H/+LA4g7tSXJpD/DQWTDzIJGPwRupnu2fcumg0t7IQD9tDFoWXgMIew68xu9xiIXBiytYyFFatp5Tc/mg0K1y5j84eUFeUuHbc5RuhdIDAhIlQBnwSySDStuBmTkeO0aMNXMbBLCd0srTLU+bMV8+NfIUYMdYahhtJzaPcfAW3bl5qfyQAbzCYji8suP9FrE63lrFMt6mWsjqwd0z27J71g4ZhI1e/L0dauL94cDF20nxuRiAP4umCnov678M73pvDHN1zhPRW+g6xhlLPY2YZGBmvugDwp3hC1j7Z31QgEuo0T7VfRkIdsCONJZgKaxyzJqxgdgfOTFSJMH/jInEbtZ5Uc0DB8AzKzhtN+4a4qXn0MiSTKOuKVewufYdbd2dRpMugojn55+cw8PNIkDQyjHlw90tEcUy8k7OBbgtwLEqdhODlpT98GbFpDy8fHKY0m5FbU1AU5fMPxz1DXyKeJ5X0AgkhlXvTD3yew/meJsGmqwF6G87Cua7dp13k3obEoIovWhYBe5MdUTVLCWLzJl0LqG1mRbuageOJtjt8/k+n8pzokcfNKetl+maHoXuljjzF3y33uBc4rj3habtfKCgrfJhT4AwzsEkuLmRRbuOeCg+YEoGnw5cuNN4719ZIa9tywFs1/ygMF7lWuVoOGIMPcDTlomxYSdwRZ0P1gZSz4N4QvtITg0QfZp4FUdbErwuf+BhBfmajBpjSFpii3tQAudCjQtLhB6oJIqmf0RSjxOD8xPzVHLGAHvIe3A7mSQJ9I7lPxHhhKcrnRBJSZtQfolltGTsReTN4VSeOQiZQz1qn3HPoGdFbRBmOepE58WpBnnwh4FalM3Ey6PpuLSHIvD5qVYRXR4sIsNYLsDfLzQS0hSLtU9CpcOEsU5u+o8Zl5nTTrYAKrV9mrTx7yjQAoIV23BzoAOC+wuBwHskwMrLg0wXxSeBY2E8wcoZOFNMvPg5MpyCQ0ZCFaB39qrUgR3xuQ1T/PUeo/xMUBl7NCWingo6DBnybGesTkakdA9VTnNzGCI8OQHdIdNRRDOo7gJBV2nwUkRESQXHFCAnj8iV6xz2M4iWkwkEM8Aa3TPHf2cDdVic0Ix7xu976tLY5Ojhf12kFp4Wh89U+5xlhmtf4rhP1uyO16Tacz1UDHrdCOQO1CXFj70YJIM2XjuDEYcd4ToZIIq4TJHsuTpkYGmtOMVxlkiCXm8nc5kiC/Nv1/y1pc+Pjj2wovIrsxd1VU6ruDP7cXmtZgZj3kuIX4kTIEHZCdQXkIXmRWTuiKbdiqTq5htzTNkdyzQo8ljY/kpJUFQsxcCR34d4JpPTuPcSMELo4VwTFnikjteGpXwaoTkkZfGkCuxQfGxnRhCvx2X2w18j6eaCxGVtkcQ4MvEc8zDRgC3i4zSUYi8eeSUkVoCX2i+1RPpNjhqK1i0yseAP66VByUkJzig94HjCzmJV+F7MITKvPJGpbRM+cwoYm/t13I4WxPCrX54f1WIvwgwa/znOmjfU0DO2HIsrJ5TM3S3Px0tqxeec5qnbOV5kk5amODMq0ge95Ctd7ZeDEmfLgy2fi8qCOTpgCI6cM8met+34DDiz19MAfPCBx0Y696glOmkYk7tiCxNC0qh3NI/KPsJmVE66r3CI0SbAR5sYgZht8RVFa0Jf0+4AmkH0PW+misQ858iEFjDdvge9H9jvzEKUxajeZKVuSkBJETz/wwN+MtkokLEnExiN8v/laEVBcDAPIwwNttD/I9zEHkjxPG/btuWoi71i5Z7H9njOQxt+KPPWUyR0wAdzNrodAbBQ5Tg7l8EC6zlHVSkDlS+6ernJgGA4Yv8kBtOPCdM8fsZn/RwI8BU9lfw4ywyRINay06+FiPYOw3wlJVAjmxNRPxkA3PIyk8OoTkjFckQQULFwlZsjA5MxwRyhCbn3eQJkLW1elyDjei/U2WGGxK10t/Kfm8f+yQi+K0xmm124BidDwVcqivYz7Z5wspguGO5oeN96pDaEo4schk6GQtI3s42QN7wyHA2pilZiflBWnR6L8rMH6M8MHns+x5YpvmbqRf24ZEM6w5zzjBaL4ZlLTZ6nHoMhrfyYLu9hOnEYPK/xsp4JXd7BSQMAE4X/q5Yb1jTcFqfjy3Mde5nnQKu+k5zvNhf08zmo47yxjSbC1lHzFviMSxxHqv5nHDvdNRpj9+WUpy6siVkq8vgBJAOPIMHNOFMcbaAUQhnoRodUtlvYI9Oo02OcqYdGbnzQSdS86nFqtkmjcd/BwtvQ8nW9xU2P0iZkt0LfaQfl0WTuLak3L2DPrTi5mfqIHXz7sJl/GGkckIZXPkO0vRCmJNj4HrXGZNj4TTvReL9nFKyR1wpUkJkuC6X1eg7ktV2ZX3yOI2VhmNrtMKamKjW4BgQvh/GZHiYOtIuIWRbPfwOUKtUXAx6DOzfH3AlkFjOv04sycmfbVWsEQa8eW8j2hzdgtT3ZlmMf9Vlyz9unP4ADlX8g4zcYgryB091/ZXazG9u6gS9h5LizBJPbt6eKrfQkvuZ3eVKeTGH0jH//71cJ8jSIBgif2QS3z7DGHPdnNQKGPZ4mF2mAgQkMogbZjAuB8TSoPSRX9mtJV+LE0DV9n+kdM5Ba1IKJbxZ8DzjtND0WpjpjNknZx22MljxVx3AhKgqeJmmyy1MIU0n592jZo4fE2pAVkSR/k39J2z+rYkVKCWIkqbavSE2Wmtdr3mIIO/fGhWY5eYue1k0BRLA1HFNnPPpQc7HZjHgemT07VbuB447Qedw1AIrPc19CoIJ9FI8YnjO7vTgjte/jtN97J0aF6CVAQaiVaJT2HpjxgydeY3za8hjmT2ZCMY1fNXyCAWtCoOR8QX94Y04ojc1mecgPoVNh4HAboVXLZ8SWdOIR9lAu+gWk5U0bmb5QkA8Sto4R2+rk2PWhfG7QnrlbYs5Zf7UHyI4xTHPbIGwJw/6SDAbLcdkpnWn6HcBZkvT+0fRG+t50lk4MH31v2+YIdDKny2s1HTw6gnNJ74sE7ufz+xJbNkjBe0zKJ11WepziQcOpeiXJwMIRWoAvPKtZGFWVLaMJdMWeYmZI8gTfn5ep18LF4i8S48oA/3oROWI2Q2DICtSv0/c8LzIRqKEivMEKFtVIzBub/FQddS1hKDBca0zkXebNLPnpRc/GSlGfn7cnkDgC2h4YxLtFbNjJ8M3sXu9fEGRdLtJ17khWEI1+sHiSWjgVZ552rzQb7yTFREF3UGox1hhzxYix2cjujNFawEzfcyBC8nQ1pRcXTaABIwCVNRss5H1kMpfpCyqGkld0f5UDWW1CKmhoDk7rd0PixDGL2ov+M8Jyki4vJE8bZmtu8ItR03IT/C7n+GE32/wz/AgfuiYP8wnz/rAB01dn6TmTIq2btw81z/aU8U60GdgeNFFPiemgHxpY0/QEGgwD4r/sigkDxsmDcyQts2g+A2kY309DvOcjmrr1Z3ZmanH7wdXIoXYkOT17q8Mq3hjbstxVUJR88+Tqy6sNzMEoFOq64gV+lFDYmj2zcVJ02SjBUKOPCX7RBF1XDrM+XWQ4wzQAxAgmzuwYQDwm+bdAXa9Z1I+tVcNNwNpDCYNmun2eT9UgTLyy09+nEciGx9/PY2Blhx6OYOtwOw+uB8EEgQo3OILxp9BQT97xe2y39WOP5+P1a2wUuMeEu7Ks02oCt9ZVVw29LjJVBccjl8qSZDgwpxNG/T7dnQM+WKxqmHJn0b9c21kmWkZHNb9GOpXjFyHQH3TPBq9imZrPsOf6pggJhc+ZRGRHM8zY58NGObXdKqwXQAdxNwlqz/+/wbZtvAaw3GDbE7mXZvk5VDpKuJOLK/C3Q9iUWE7A7BCjshCaW86APEaDQJWd4KdftoLHD2MhTcOtgPn+YyL1dPyXvg8ZBmnmAogBPNKCB5bjBE4CQO8F7E/TRd+jZH38+5fmgPNO2kQOnAd87NHrHaprlQvzQNdnxSMQEljL/unb520k1m99WwQwyUPkzmJLY2NtIsfRT/D5VL7uz/f5n/+YKXppLq29WpQHmsd04Ga8dLEk9cp1R1PWPZ7SWEL1Hqq/cQFZm0DwwOtNtiRUUMnJdGPzVTEH6SLEsJs0ejyFY+y/3C4HGme+kDAh+1EdO1xlmydu7ItXhI20l/UW1Cwc8BRpWVKbKZCyn7JV6fWHwlEDEp5pzr+qklKNYd7zt3/um4yQyQ0HU490NqFMHDhoLC6dx7TOODZ1v2cfHCTfMmHcHqTLlQFlkJ1cCNI7cNFidPSIeEcesYqypLYec7/C59bt9rZrl44iylQFL4bStwLcmDpjK+i9NV+fg2M8JQAYfQQm227l1g0WFHW+MjXJUZ/npHeemaSvNNrck62B5tJz1vYQYhESLlOl4k94IMobAFrEXjtFEcf26IEtFXOd/T99H5d/94fawe7Y1GxsR6370QHO74rre4zs8334ffmMVo5pG3vtepT+uYvDXTFycpdD7fPME3tPB3v0b9ZWwYtW6Xj/z7/xeMz6VWOZ4smkryMhY01uY/MwwFQLwhMay8uNKwFsahLJVEBQnOY/1sNpMbmmeSo7vfmDhwYyOzZ19QLliDIUYxE/8kWQ7iboyTW1CoWg52/F9ldVCmvXhk+Pu7nM+VSNgHJVT4bsYbIRPyfm+KrG5fVJ1We8tc8wQyasInbhBGAPY81D1cI0vgS0Luma7tSo8a9GWv5+tOpdBD5c5NFpLKeDfUEuH6b3maCvVZjrw4FKs/KvGEuj2V9Z6fHXa2iGhyHNEd9OyxN2pTwpJhVSYjDrw6QVK+Asb2WRlG0Lm9e7Ut6egjNJpbzAtvI8FqTnNJjm5QNnlC7SZT2ejlEE5Kj9j2ywcW8ZKztRbWvO9QpWdW1nZtnFZRIMzEZyU/bHChibvzD4hxyyb9/BLUK+0KA64aZEtaNtf8h/dvItVc3ltW7W6r1aiUSoECUMk9f5bxKkGwuKEbAp9s6yjKc1rRHTYWkav4CyyCnTkBUrrvkLz3jId29WTl9BuprdjJK3EKk87y4YNNM65UsUWdfQBgURd8rGzZxBsQD0JwyLdn7R5LiG2z4IPLSjhWhfpena0qPJgD1OBJ6sk0uqgaqxl0KWVAeuhGddMURw//4AaeyrM3NKbQrB0+pYlAScSqxZX3pd54im4UU04G6eoU6UpkyPxVlg48A5hPjq5A2LIuQIxJJkcXsrWWR6jEalfApapmJWocpoMrlLsQbByGcVFG36oZ4Y4ZPTeoBGxqz/tpUWhLsEtpg62LM5oMXh88ktz/vDnFABT0WPaVc9rITkCUlMpzClOQvKzM9hG8OJJ2cqa8aUbbNzqnhMdwhmoHlEPt5gbwNXp5tatNOjsuUxuDzNslLVxlDjaErH5xMT1++FRrTCf4sGxagJ7usDljFHPFLZ5DA0jMF3wWB6XGVl+2ApuGPvbEN4cXLd8hz1TbBblxMwinnvaKgGSXrKZ0JV2TgptewSxUx98Okh1zPtPpKqjiHSoHYXQU77n/9kkCIrF8demQGhXnB/b6a9Hc4D02I1x5l0f+Lya0ZBJMNOtu0WkA9pv8G6JBdk2XF/rNv4Ezx1O8yZCrTvnr7fN3ZH8i5i4uqMll6amPkPlhiFwRj/l7biyX6ChTv0YABtpqKewHP7M5kVwz5q/Wh7ZlQeOTuIokJJSmxm/VsGOa8ypXtyIP1IROo5lHpurYxHO1cjFiSQM5dUJA0llBEwaHkzn/Zonug9RcKnbS7jk85zyrFcwItjZh3qHYwd8ZWMwgigR7csy2bODBCONtgUUM2Ky0CFmJMcZ2Qc4tYqLXWbLhbA0kwN4WtWCqU1TQPOC9DkF/+n0wvHGnE+vdYOKLmZRygvVpCWjeJ9fIl1Qd4uyUrECnAjU8ao2XLMca71i/FbYoJJOMmkFzC/aFloz35/hhdEGKEFlpRlncy1E45ytMq9tLye/2bspyZUeUZSVrmGZCYFzLUaC89o0OY3aUp4iRrcJTy6rwYTt4l/S9wmNAFvyFaDrBZSawKfJexfNlOAEwsu9AH0cO4ndTXBDBg5TYageZhXpZOsyXhJFEi7/dzE/pjtqFF45DQUO3nGUy6wZ9CLKix87sq5B2t7Tc09yT2qkJ/v7fV+NVFxOgXIOF0Yz4RAtFYHOpFr0Iv+DGVjuDFcWHg0PkMPNCY5G32b+8/Mcw1OnOlNxCkSejfcqNNcO9uTAi3hiTKo76p6lUSbERdKT3SmrE4sfrJsq4bNZt7UENWVUd4oNWQ4Kq0nbG9Rty/akrFANYWKkMyc+7QvdA1MkfILjtEE+8Fwyjk7N500w3yqq53FRTnmbIr09RAXHrJQF35zojgbs3CaBz9tPwfbjDyJE0nuAlsa0w7NjfLJVJFTxAJMP2UMkKNOHvUMs7XNcQ+IUyvrVWd6StU6OB87c/fQMiYWM1cpksvmNtmbFE72XNDoC3d3KpQAyUL/BkHrGI0j2DcHpRCRQO+Ev239uJKNLRaJY5vgfoDKyZLsQ/bJAJ4o7T1Q2kHD6zB2CwcCEUpnCFV7dueg2OODxTVZzehPmNtkRfj3O0OynqZBQefhUPJNAi4wYYR7wnXP9gF+xzJJkfGsBvfxVOJJLnmqzsFowZSkYDqw3kVpelvT0TzftJc0Ztzuqt4xoRVkygesjx7l1QsD+/rDpZrfs6CxFRnaQnf5cMuNJ2SbA3k12EAo/w7da7tjIH9MqwxtEAeCMddqO3oZ/d1yVujebrfXf1+TOwFsoNSk3AJhtZU/46fRvE3fJf0iLyaMfJh0DMkALa+E8q5fPW021UiCOPBbMhH48rzinNcmU+HDlgP1tP2o/YltsLTR5hQhgFrZqZem5FU+0XaDMmtRNEW7JtuIonnw7cd+sqZXOQhQp9uho77kRfL5X492Nccy7w86iQgvk/qIT/h8MvyxmEttOQvfkrAfTya83vGuvN2GBz/PJ0oGq1Pa5mIg6V9E/8zOC/qHViRs9UKgD6lGKmwGvhEazEF3qTJsPU8Rn4axpdXTYg0qMaM5z7UczC9pclpS+ufxZGa0eAg+PDQA6vH4ud9m3poWu9iP8y6mkJg0YE5uzmflVdTM8bDCRC49gVAip6eRUSqyZqnds/GbMoaxBHDdf5sh7GQTLoGADHAS0oNtHb52G7abNmHJdx/ePeEqcu3w3+D/rNkPBjgqkFHLqD+m0rgGP/5xBt9zqpl1PFcukybxHwRrpGBwbCXPkDVJO/R6a8y0MTVuF5ULg3gfc4d2nyWZM6rSdpB7AUgMBNThdqOLzMZiXqVhzT0iocuDIFrdyjg91hFBPtl5DZNcOeHOpoer7i4/r+EKCGQTguoAhhpl/0naDT/LVskZWNhrEKUJ7Zv3HN3lPLycBTaaMv6pbKNwU0LEzNK1i2lOh1Nk0rKWK0/9dYSUAmXbB86JaPzRzzOuT+Zf7IwYYhCtcI6MoSrtAZwHQoXq1CROyOXZdq933Fy6T+V85q/tWJCjp4PdaBk5fqZz7nYISlrby6TL7dfrwaCuiPAKUUUdCNcJwBziTABLnOoB5+1Y+MR3Y30+bHDMb5jO6qXQFStmByXl9+1BR97pgDB9lykVyEGTftllLp18akJ74YEy2O0JmZA3tZEg70cPfYlRvMnvGctubz2VW/GloskoJpWE0JyJ9rjOeEr7RTXRK1tO4q69knbj53yUJ4enPalIy1iaihV5wNrXPSEd3+ZXhkcj/9JMDbHP3LbyqI5qO1i+WWvh7oamHPCdonY73OYck4kucOlr1UtuwMmIkpMiExgRa5nX2wC6OmScJmv0tRA5VZPf0xQMOSL4EamvWTz+Y/dNfGnzga9XkBNz+dw3Y/DMniseDFZfKwdbeI5q2pbh7jM/hTYH3mjav/eHT2E4UI2ecbLZRvTIw4x6hDU6D9OceTPOtEscmxyNNb5VsJEIIg4CdkiCk6zVcJTcR1uFwt3dS+blOIKRRvuy5m9Nm2q1L0nY+9UExuC2ki4t/vjQ0FFdbSc+SZASPa9YIwrjPdbAawFCEvkERgqJRWeP86zHivKYWRUMuYWAbVNon3rrrkXdAMUp4dX9Df5q9ORO332OB8xKgqh4rjDHac4wHJU36R6/f94zM5DQkRBtj72fsUry7Cgv19DyPSDHxuykaC4CDQ3QDdS7ZLZ7nqofxSTAjsASA7ln2KNCuXFMArIcDgZ4jGDoiS450P8Dz3Nogt7bnPTnmcryQ8lw6XJN34LQdq2121Vsxa4a8TCNdEhxR36tLg2yTvhDg9hecBgjfIY6Oc/Joe+vXyWEwZf5bsA5ww8eXhznjhEzaFKHd0IE96qRNDIr2MlRRGldxtDYUMBJwGytu8e8LvuwrfcLkj8mJT4ABRReHQIzjNjnQSJ19XUbyQ8GUJ1Uc2XikmfYyECHY8ubKjRAaQj6FCfLGptUhzuEWn1sVlLdeNQ2t2FQpLSFGs1cy/L5E19YZgbawwU/jMsJpX9lcobq2yIQ+HDmxPRc4A6RbHZ4LtkWYEf2meeH3sD3m/cSlU4iYfuCeQ7qYTl7mPToOY24gmeZ/hf1V4HErEZPxJ7nM/XemOzHw+P7HP/GHxnEFXZUvSe2QHq0PdLW6NWPeOXI7du0J5EuPeSiNELg+XimECiCga0UPNmxjRWpODseTU5XWSflnHgXGx/yK6Y2jiHyNETtegEB4T6AFlEv5Rd1JjuiPSacLRgIiTsC9PTSEjQVPeAC5bDNLm3UUdDhSIcQvJEftAjwIp/ZO4eA3ksgxE6IFiEA2853Yb9F43QNsbiqX3Ef98GJOp2cyc9iL9kLTO8mPTiT8VyYldyAJ2qMQJ36TAPZ3r/ZGWc22RzxCDQ+chK366ydkyCmZc6eM676uhEDr/tUxyuIkQO0MfO1ZMasUsyKr88kWEP2crzlC7y4kVj+ZzKSDDDnFWOVDISHDS8ZEnPDj69cuLTahPjUk+4fTTDjepWLAHxi6MUNotb22xsPNEbJN0iB8iT36rVE6Tcjy8N25Jiz/tmgkCVnqRD8cvhGvNaatu97XFCg3EWPhAUZcNlAsmJLjzTDZQSyZjMmp7FeQ3dKHPYxchCh/brDwir8a7whPBFenAs3Wz4e6XyQnVVmRA9PI0hq89mGMuGQ4ZjP/DZsy4bT9yn82l+hJ7tqJIYns7xcuiTMClaWkQugYhqw7JoJDm+J+iif+Z/PeZ3yGN7W2rloNWZa7r/tazpXcdcrI0Prk8RFcPEp2nMoiaYh7Ib3/T/naV7TQTG0dXANDsSMNS/RFzm04ZmA+hBwKagL+uKlGG2c0fXhvTlbhtMd7MfdMCcdlggVdY7lI9DBX9xnGUBljh6Bl4wcumB/07mZrTK+70nGhtfnqqs9EBqM0O3MH5lgJX9ojWnKsbuzdmJdj4AokDpJO3pmfOKz4A+SjnK2OnYoLKhobBYkskjYFWhQFRUXJRGMUobhEVBjx5Pxbo7P/qNgT+xHInmyTZKfpdeqMreMPGE2LPrghl7UnUxm/vuxKCYvgmib4JrRR01xexwnIJQFsxzDvC/ORHdjD26ztzOJZQ1m8YNddwDel8ZpaJL7l1uo23dIGaQ/ri0Nn6UM426ECch1Rr0/c6Bi+UaHbH4sXm4Ki5cuBj4XvKm1qHCGHTpA59Qe7g1btuG8NSpUbN6v+XN+Ye1e/+TPt5/x/DAV7XDQpF6nMmHVHnVLO0hnqz1+MrY1J2Yd2ZD/qhREaZHGIjLrr4N29TNxD8sJypaYgQHP5/ujqX0Jqim6xm+RypcpmQI/vm+j5mK0Q3yO3fFKOMIxIHXtg0vNYMRdtjypK/xFkLU04tAV6pnU/n0lya/mMu1l/9JsH7/vOHE2LJqGANAkd0cjQ8nj5fBGx8l95yTumptm0MWLzmblB7KefyP2HVPsEuxIxOxcksbBZMRHx/kPwSgTONttsIbQ8FJ3Uc1IL4E+GXbRewU7adM7+QQbxYMIxjHZ3VzzFSKsdLQDG8vs7f0apxx5f3QWrRIi11H394ycJrPvG5vCe54Bw/c8Af77c3s+Zna5TXfC+lPZ7wxGjW57ypnmqomFlKMudTowAK8YjnxKLFSLCm3v9/i1eJr26ot5Y4PQds3Ipms1D8kv/G3MEMcbiPjrYRJngq71iVnwCkk0rcD8TaHh6gz3/e877CDjIkTgGPxQM+YTMTDWSy+aDEwgsE8Fj08NzYHv8zz3z9swygVPXSB8/mtI1KC7cniqlXU+zUdOkYg8GiWuKi1ARHMMJ1kzcAkEe8JpXZ3ph7Aqe8ehRfJTHv10OKN2Oi2HhGeoahq1dvp9PQnP2LIbfC8GSjbnd5uQeMHNZuhzCKk5lb/rEA3egFJhikhOnhkMBQSji3R+wI3rtZ4T2Bp78mTSaelODvchLvSm99QpI9Meliq2YpUqda9Z4z5Ggh9DJyJlsbEEs3bakiMQ5+mG3QdQorEHZsvnKNx24R7kaeKaJKY9YMCXzqH30oRoJd9Drdf9DXu8/MxJX2eF6whOY1FPKciULgybwcsta76IM4zvUPgAXQFSyW09S4ASnXYo7aGMn+dLOxz1f5E41h6B2nVVUGD7bJZhHlZIJTe+mOFSTjkHoxDXLUzzvUasUdCefQ5U/X6936/fx5g0iBY1LJVRWQOrb6kwu35FHsPx1FE43+VWDMQWYJJoDLIh0mrT1QkBfOHgVcEmZONJBp7Px3//79cCoenAZNlMquCpYQrjJLUqgtz5dIsN3cK0dSfwICaHUpHpuA9mIfTg25exbwTsEs81d+feHMdwB7IFgrhQTbnAjl0EUypSXgCslKKSoepGCeYuUtgAJlg2PiHrcddAUZ1VGombUjPlSma42vaMpN8lRCx8Zp1zkBBNlKEpqo/nYQRTBfJEzIn3rFdAkI3dPY4Gag90oLPUEI6wgdkjqtSHt9Nw4OwTED1uEVKoBTh0v8MHQaIq1vFkaB73l4wrJ/IC/a6lg1MQCVdSkSy/0q91YbyEL9dpZiiQFjqr7NAOO6lAUTz278nYVIe60TvFE39FdS2OJb1M2awxDnF5IBxVpLsxIfdSt0HuhDyxrDtZEeKr7eUsmYMakTahUJ4THVTKIFxDQ5Q/b9HZ3G97vx42Q6fT7tMqcugdqBs+BW3GTvgYmIwjO3ies32PKn38e4pfxrxKk56c9YX5Ep3zHhgGJT5ts59JFFXSRC/PAgE9YjRI13aAL7BmAnUi9+1HvqL8f7FecMytwjr8LjsLNqz4Hfv45yGrpnKF2EZJL5ZD2R8kSYgUTX6d7+zcshtca1CZyY2YfMQGadCCrUDg5KdntkTLhib+/4gp7YZQKqx+i0Seb2EMqyTIYKhpkUX0uAjT9qxgSOvRSAaZdxbhQxJdET4FEii2GiWS8SOVgJkrQCyqBXUUI4oL58W8H9O3KJUTbHXBtoQE3Y/rWq2SFgDCcMWX5kBpGh5E3WJwUzbbFS1jnQ6lsv27JBSyKDLYIul03kV5NcXAUmW0sZQliLnqNNBN7k1fNF29wxySNh2mZ6a0DfLmTP7Ha3O2QXwCKnrS/xt4VhycrBx5+hujFEFU7ro6vZIjvl7MX/d2nfnUtAlRdZu775FNpiu5ZPWDFcBa+8ScQtuDWeSWut+plP5QK8X5rumsxeV8Sl1s4g6W6jyEt5a0DEJT1Ot/MWLQY6dIqF27mvkeVDQI08K1BWscU2LZUn95n74Eg0434UA0uOOMroNebJfTPGTu842jprvuSUyZd49xXNGwxLhyyoP0+1Cx4RtXLn6NFajOVEntDvRL1aaN+90bTwRWEO9oTdM/2sIlj7IXbno+FJGlXxu49CxX+2HYVtTX6hHqBWLWqU+CETHtF8LxxYWnWKBU1KPwSEsIwNPC5v5BC9JYtkney/mSXo4Hg4GJOHD2NlcRFQWLK+3YomyLMF8BOZ+QEYLjVg5KwcVc2RhxKNlA9+NE6oxbPmnfx5pu+Bt7mICZyRKCXeE0iDyMkMLQMJtTtJ6E3KMfMN0rw3+59AnZT1M9U1Txlw4M1hbKvcJM4x9Y/ZD2tXvCtbYPlhMFNw1MlbR5LAei0ziU2ogXzZBM5pQMz+dEbHIr9zPY3Ays7X34UQpT5CUiy1SPOFQak8wDih01hjMzyNsrKfXZUOaWFVHukTTse0qYz9Tb/TMgrQg9DC0YEvXJseX7Zj3YkrruFyXCMMUmyRgfbVHo+zO8MSWUQ19Gwgqzx/EqsgK6iDx2urbuKwrnjTLfGws5weOtnmRt2BrK5lOmUssR7f8febYu/8QrmGiQXORA8O1b3EllmhWkqQmdxBtkRbiJujcY21a1DnjSHinJs88sADhbSpDygmotMnyU0f73jzK6aH2W2lqFbGEFIKek/1i/+JzVIFcllt4HcMcy8NNbgwMiZRCpShmcftrv36FBMnyOuOGXkiyDuLk+Q5astSU4qSqDwhhx16Vu0+jMSMzGDZTt+AFeyb6wN4Hb+Bknds7RJiK6KW8CQRIAPjkRnDi/f9/hQAmBQQ0XxEy72O+YqVOK20wG8gQrpYvGROCYzD3OKXYskgMr9kVn8mGajXTSJIxf/T+ZdmSoIWys0UaxaTNRTb+nIWEmMETbIrwnS8jhkSePjC05QwLiTR/oZ5WsKlJPLQUAzXh7JIOyz6sP4pvTamglCW2cVdM20CCis0eR/9RRH+ujJH7VzSa+cLAWHTvlfw1+/atw1BZWOwaItPMRm5/PBx9//UjiGsVzgLocfjjnUf/1fHdt5vfiynv2t4GJE3sKu28mvTzu99d/f/mMoczNP8N18fodbDIdfF9MgIo5M6fboZX0frttcmR1BR0CllOR6RasV9R0MkVsTAvDOnO+rBZwazrXKwm3yQ/S20zd5GKPoauKPmOCol00x4ngD9JtVwK2pjW52gj1pI/RK09naOxlmzOrBrOa/MctitRq87ABnC40Woa3nCj7kSElwghz9PVkx6kWZ4xyipkEKT8EjdWuVjV7r3Vo/GC8N8J+Nv8hNvIBE3xctd4L1n7ErtB0AfkYMw0zlDuNztzVpbg/nku+gqcMEIqZe56WmYS67aEKa2oCMwEGWlP7TfaqsybHA8at1PvY73bAGtVmddKEfXfG3N8bA7GxfNH71uTJxUqP5nanDEPzM2V0huZlPoqisEN85Lck7iWLImuN4RcSmtBg1Ebz+0KmZToug5mSGE6EQNtWrkVYJsZE9S+zVoMdNFC4mbbD94KkIKOlJHC7MgEAWNXQu5a66JoDmkwaocIpJS6vvfDYn2DFIdPksEmB319C4UKkTotwzUEbyLLRJKUOweUMjgwmPdGzm5RRUyU8ZChtIyGZa2rg1EVJxdQriBkDUG4XAypHfdq/GT8FIyH/D0BnmzCRZF+bj35WrjGoNwDkOYz1UuRGyxxtY2sxGT+HIdo0xZvU85Gd6PK9KehScMYHad9eH10eud2i3NFJsQWThlW6yGhsPFleB3dh1i0E+KMxlQaABlS6DaJ2hztdE961KRjqHUchhV8f1ooGBVP6nAW5HiOOmIykeM3gDSbyanZR2mWm2Xn3sOVpMdBDWCqNczICnS0Tg8V4JZlJzsL0SZ7x353lkDGHnrS5kbn3YgAiE8PnX5QbmHrgIBcdSxXrqdy6+5x0FA5lzyZtEcgy+i0ChPM2n+POo95lU5QQu0SbTXODf8nWpVvA8N5tnkb6UUH30KUX4fG8rTTS5/48h3Y4rl72NMfcTbCATKhXTpVY724h+h3+0W+6QOR8XlH+kGk3ZBhFZttTrrNuLy2atnUxGp1lyAAVTd6zKaVfRk43eKH64CBgQBrHdstq2uQt+dqR5bFCMZwadkH/3MNaIr60ABsEv4lmG4ESPhihC7YuOIMN2R2hYZWeHCvvND1qPd+xR0t7rdceTWexbHs3YByTTtToEaJQweT5Eo2bItqpIVTmUmcl3p9bezyeKiB5wm33JTgXd76cSvtdSbwWmFKfprVnn/vYqmUwUt+X+5EHdcPhwhJfWEWHXiZtxnbSnBXEGf4kRqX/aaQu/bfz7sJXPSo6/fOYeOjgySXxlPnGy+D1tHtkmAa2tmlsUHxXIm5zBfSmwt8slNXubOFuUvq5pBfI9lPSqnjMDKw7TxJNNeN1YhuVdavuK2kD6a197+PywsN3w9DLHToDD8cjrINSxcWIVmAbtSnN4DDUJO88EQ9MLSytcI9JnDh6thjxDRLetZF8tT5TRoaQtwi97eRY9gwb8k87YX6/nrHsOJVGX4U9yRG77f16/DSYFn058KnOEUfaY6ajDI1q68VjI5H1y0aZI9CedurUKO0nQncQc/PFLjHeDQJrKGTbgTLyUWcI5IMZr5n77UmPxVCyKd+UkhXEyA2XU/G+mDivElTzQcWkeow2zHXWZFk0xG+31+9vkGsozsmg9DNVLjXYu7I3ew2cEl5W4w1u+BF5XpU8aHmFOAvIGmRaswHszXOi4377cHYzIxWUyDmNfia9Uwg6WSRkVbreAGBzwMjEcC8IR5Bz9hG0hHCxIiacVj754vL9vGIT5MjtMz5hEyNbugnqmwWoeX6f1wz0JMq7NoCiqWrcycS8fRWHM7pnSjzxZ349W1aDZawb9pQ/Ccy2cW9SuVWUIZhR5WayDW2eFmB4FFXTk5Z+WKY2dLHv2X1cmo4VKOSg4XvB1ER2rSgLZ8GTvYUASMo27nnGXtpcvKhSE3+nk6tFtLkLIiJGkAkHYdnQ7s5Bbag4C2E9jVpSMml3deeRqkKddWjybB9wOUqEQ12wxZLH26RcCO15MELfs5gh0s0bIapVUmlg4aKfIN2RGvDJOBP+aJC9KJQpCQjqlg8rwCafZfE3LQxD5qiiUiroh4gB8UZ3Mfb9uT915Vlp7iKq1YPZXegfdU7aR0uGBnCeAN9Oa5jtW3HzgYfN41H2na3KIFAL/ByXTVm7fZULWWCPyLblnBX6YbfXw+gCsb2nPQLYKyJdJs5T37gon78ySXjc/ItltPsXl5FZgcPaOH2eWwA6GNtvwC2MNOuw6/PpUYQm9lq+i3MO+PkPcf7oBl9Qc3wbLkNxzDLasIoYKQ82xT+9siBnuRIWbftNvSpqj5ZVfTTH27SF+tmNMNxJd5qApiLh9bo/ns4mTQJorpBPLardxAhoXmNvNS71INtGWqjla2q/4WLm5NknVcYBnmhwaKDTiOMRDZJvl6kARK5cRkQyK+TzeM6VZ1Sg8gexlLJ0qSG3uUSwDOEXYqybfFRK7PSABT5HaIDj62PcqhKMpMvJaCKrIZXBYaKP1bXXsRnpUDFNl7nceOOnKtiOU2wzk+8r6+DYnSX2+/ueQdMCiTzN8hQa+UVbsO086jinWV/KFuwfc54+azDDyNa18sKadQg4qhhfv28ZOwTvqIg9racGVXuBtBN0SbrvQ3GpK09Fhg25rYh87lTBXlQogS4qGFjEt+vpFgzUT2PTY/NxLl6gdag64hLb01JGwsntfxTO7pce6GdnehkI6OlV3KCTHpP9DiTUWZ0Zy0moD+LmJToJ13QQo4I/VUHw6g+AogvA6uKeMmfNH0N1eozACnkU+XbH7c/ocB7u96CpOQvULAnLEzoNrpAaGb6bv2YuDSefwWw5YSykOuCqNc7P12Unqo+VmLDrJ6HfQ8igMgVAco2X08y/YsB6/d5ghJ5jdenEkD6ZzJayqIf2URtc/tWlYKiSTXEEAR8dairsgEnOXnR2aKzQAHn7JWX+bavUqKJbb+Dgfh3bDZ5tt9eWxeC6QCgdl8Q+zOQGvgeBJmiNxkRUywklUmyWXP/pYRA8z+q5jT/u1KU1FdmxSliTbd6v4Un/3H5+f393ThGV/8xs0Lp/i+YaEo7+UTtTePqZHi3CG2juzAn49pPAuvabcVVxX/iM/K2tpjWhMeX5KC3xS/g7IElBZBdIIvuOZFE8mVgrezEOVcA4RNMmNPPekB4jbpignxhQk5LEGW0MUJpIjy7fzKX0HNMK0w9ow9r1ROIu2xokVDsK3+/jvT4l3MhNRcGkA+zuMrtVfziKatL32aVDs3y/37/jQ/t9qmp00KD/1KWv+V69o8UCo0akTXQdkHUeeOWrJMTYsYDbdCkoZItgHQT02NptIZV87Mwu3eAaVft4CMepKP/6xEBrS7f/BE/YtAsQykVbTcLJjTKIk9xbkkFfsbzF/qne9njDajobFNQznN6LzU7pOIXUwKtXhbstk1hh8T4UfsDh/jzg7Ii/5z50arDVBimA9qMNtfYDl14fyOmy9q2TMcVz5yarJSYyqjzQBWWlQkm3If3dtSvNMqNkTe9r0Te07ygW+CueDJko/diWSlkAAuz3hoF40unh+z9/vtGOeIqZxtF3NtFfVqcDgnSbx/Nva4lWdm8081COc6IfmASUJwGPJceN2MsZKTHQgyS4uPjoLGAEqIfDqhM1zMnjsoCLKxR0PjQgVA2rSitVp0eHlnBJCwLLUvGK0mbq0AIKdcFAqqLf75lH/z//pEXT1d5ISBt/s8nSoY8yKClvoPGkaAFw01Dv3DAHVeFPPeNMcWSoZzIErxxpAbDqmOZban68r5HvemktZ4dEVP/v/XrNs5dBt4xb9IEsQjy4l7k0/6JhdK9fgbn6oAlc5lYY18tBYEaovtqdnFBmom3WpB9Yl9S6m5M4qqdHE9dWufsKvRXUex+Il19WY8ygefOIVv5pShc1XcHI0X9Ag0q8ylI0tyqXl8W/U/MsyjU8DR/49FVK+7dRs0fW7ft9fD9jcDvmAxrty81uHkixPbZJZwYSRIT7UY3tlcZhumzz/Y0RR4TutLnN9AkZBVqmnP8JnAH+n05/mn76BNED51C+P6mZ4/7fbN2NVvPxaHu2PcKMRMxGk73kXWQrUccU5hC7pzEhfAyF+/Ku4w7y/4ByWGwNYmv2UYjjGwoSed1eTz+cJuo045ifcQ0cvGVOnIuhA4WffzB4U3x6Oqo6YG/DR1pzDqd9tjkUZLxY6jtEil0DhaGjMtIxJHZOumZH+0um6A16zQcuN9jtMwzweSePfyPuafKcA5RzpYH08PO4nDg223SOKauaFlZ9mPtofFAypWcbD2UXhs/lbVuxQ8d0+8FGRu7BWlkNF5w037k2EDkH2q7cZ7Jz+dTbMCA58vG++A5MOxO9gTNVtj0kaGlPM/JHDrzsw8FLJyKoY+I9SlvfTGgPdbGW7zRCkH+DxMah9cfzFG4fFL6yosG0Bkwwh0QdmS4UU/xNV3c1QJzdyNgCz6owybGcKTAbBl+msr1bJuloFhuthIQDubFjze3n5/X7Gm6IOjA+B8xhs0GCN55k1rGD0SGhbg/7omWsftYV4xocleR5JEN9I0749Vy028RHNXBEV8yNSWdSNjhZP44kVmaCIUay2soCANwRWfsUs5B9KMwp1iooD7eBKS9ypjo4U7PgxewPOZkLz1x1qxFYgT7kPC2WgZXYdvL907l7f14ajy5hTawUYXnlkd1HOsw8BvvgKDeQhcsghZANHtMnAfpRjjibcYZyQpb2wOWySZdZMa5FxqlHphJMlJBltm2H+3UsOPlF3FOxn/YrUYNo7h22iTnmTCvC873SmpJG/O82N2CaWWR1vtR6w3pGInco5xbokbnAeSJw3lK5XdxuASKNfXjDpiFelCm5eayWHSBdqW56UwA1BxtmXwaVIiZnRGtOEwziaLBmH1mdQodwt5fH1uHGpxUCk5aqzIITaEXKOagEODmoeCdmaVCNbgd2RAQzvpUU/x+b77WTRQ2ffEAxuQzZquaI7lg+aC66t3lIm7iX8fyLYspUTByhTvIjkcgeI21SWmiGxbaI4b3n16LRskbkcgCl9dT+7Ra9dISP7K1QUd57FGqKVzwf9PHbTEiWx9hJHwqx/tppUdndgYJl75xeCrFSWegE261U18LF0fVmRwEymNjf+W91snAGSAOZx+HzGzprhBxMVU9Y0hazVpBVjWO1EwN6XMxCAYS+CMCy/BrtLb+sZVdK+jStkk+UTRpJIAu09IpKVaP7isa9fjYITWOPpGtAv6qp8Zm2R8wcZ3O8lPhGRaHJtsVwcfMc1lfTZZXij4wuwycmjXS/QAuNiRBeqb6Ftw2GixeIHeKnKhCZk86Vo0cA8oj0KjNKa7pqBuznyNSpqCc7DizO4/1u/QK969BEecyXv1uTovg0E67ilEajo2nmfKYajtEJT2sxZqBxfNOdeyW0BmtvJMQL7L7qv2ILXzObSmAKM9M79PF4jKJuwj54WJd0i8KjPmdaw9oRwz96TL5XB9rb7fWeE8q+dMtuXp9ktSnYYo5tlD3ey4vqZt/ZHW1LoZA3NHkVSNR2CW45eFnHMAleese8eRZZQefU9XHbEKP98Xzcbu/ZcrQCUxi0a6TVEkUlTeyzlu7MHWcUcnFkE7PqjMXPqa3LXneT1dc4SdN/uIZsDU//pq5Haq1TWjlUWrowmjSpPBKHCkDcLufxgSmjOMhxMGpzUae0MpmS5pg5B1ayhcKfNkFI5RujoBej6kgIt/xz5jkK7W69TmPyKBTcGv2NfrPxwzzAmHqzqYGs3epHYWRSBgxHfWFv5GCF53zpbk3Uc+apxwK6dikk8Bqz8VYQrstIzjcRTUUKK/rTE3axyFJOwmi3xnOLlECyR63ZoM2OAN0WP8X7aFoQS/kgoPt/pwWrBGICFsnxIcM27+4CKtE1mwEs8irUPDrJmf5Nw2TYGoKzt1hXETwGuVy6Z4QxpcTMGhLWOlIUOd2ykAihfBVLNHpOtCED+cS3CmvmuHvbmep2DnruEmwn7Ygsh0q3r0qnmRgLA1XWKmeTXeeglh2PNumFz+d0L57zqJE56YRlaNt4JTuZID9JUWfpv9cI4iu7bgQOdHXlmS9HHweUl+HaIfJlOtsnMBsHSR6j7+McKN8W5WKDJOu32+flSIeYQDvBCa5VsKYVdZzLphdZFGbke1Q3IA1ChaFXDWtmS6yM3TTynK7LjYHycbvxCoA96MN4ZDWm1PKV9cQKpHb/yCRzanEzJAU8GI6Pb7ted4nUXvxTomvSetvKZITOlbTgMdVIp77Dx0V6sKW6W5HhRJH/heoTyqXaDpl+VvhvWXNttrFrVUGRtPX8Puodz9fCQMIooyc2pGg++1de9qj7MsUbSKjFQAZ5Z8+qcpzL/T6hyNJPKLDN/Aklwe4r2jQ1QywOn9IM/OAJT50cPUM0UX4r5P0mJNPznMu2PLMtTSXYcJhi3WExW3qmNgmQs5FNguJ6V+fI1izuzmQx5yUwfpd82Y/QsIFWcpteOXbTJ2QoVu2/Fobsj5+t0gKcRSdruwdoJXcYgLnjky7t2bJRCLTOWOq1nmORZR7/pGOlKQBwcHZvKS6UmvD3n0z2BqJRwFr/sZObflwVIT11q49HOVv+woc+fyEVw7mMtQNb5zApeweQhtYC+J1VlMdud3cuA0QyoMlIItCVSR2kGJJroR47pgPm6+YBvZ2U3z9ECX6lNIEw1DO3cj82xWRdr8Nf2MDNw1tyASrMPicg5y4Fw0VU187jIwVZLL+NxL01dNoBMuZA9xGQIlwjfHVPbtTLJ2xgEK0/UOBA7Z9hSWaexFBFpqu2QmJSYoE7Lbsrvc+t+/TPJwdDtbnirM2ODB03F9lc5WkwzlS1tPWdS0fS3xwpyrznURCn/Mzi3R3ul+Qo7LLLLsEXoqDXYTTzvkv/OyEngo4NPuUWn7s3/Ib2p4M+JK9JyYQibrnul7XqxkME3TvurPpxDgWlf2CL7cMEIz+qSCpeb3PlNpBcNBWJ8RvyPWKWsmcmZcNw+/aoO8midHyVTTl9ENagwd1D1NZ48dpb+TpdwapRr4fvzoQxHa1ejnsKp7wdQw6wFaty9VAr/PBq8slxOapF4wz487lmM9TjRf94juMkw+48OR3cJ9VY7fo0kTLifmQFLmRPiNH7eKUPcx2anLvN2COtJjFjZbheCtW5mjEPEw9Nz8syw8OSF+1Sh++nh/x+y1rPBGxasXg36PmyLvM97Tp9biqiMmyEU5KjqhdbBHLytyBTOAqJmD3cAcbT2zqVbh64VRtXWf5+zM1/ekdt6AGCHPwacwU6W34PVilyBw7bYHJ0bpe9h9skOm//cH/SH6mCp/8lfiI4rvIlVPgGHOdjPt/vU1G03RLBPAKMt4FutScAbRQUKWkEROWarDYxBgB/Zj7g+Zx08Pe/v5bnbfdfu+31GVel++Mhf3x8asSmUeh/TY/Po8/jyIgjT9dlsYFYzwPNIDTxlXk+ptA4z7KUQqMuVbLx9EhrC3xjWt3lu0nt5fo5CRwIDeV7d0dnrc7PjDhnUplnhQ+i6QGlTODtrCovkDGBe/2Ob54wqgmgjEaVAvxsfzOeeJP7PftBldBNaTXLFEtZSA3QK1uwYPI1jz5Np8MP0y3WogoB2CGKz4O+36Z7Ds3T8AGkjuwk7TYP9XK15pa1BsGbvgxuZLuXFk1dNB579Pl8/40HLucBIOVq3hghML/wtl5fQkQTmQbUWkKYN7wfgs8bFzBiXYnqozMg4j3lknMLsoOxbkct0zGPvj8+v283W7xVqS0yXDsxX2N4mpT31WPYo5pQRRH2m4vgRLLl+mVlLakHDie1kjSwLD/ObHHQV3zrWsvkMMa5FsVP36BTLB0JZMCQk8OgO+2oLdqX8dTzpiLAMcKV96OXARE6BgPpNeU0nscQz5uYDRw5c0nq5UIvsU1vLoUZ8Nfn6H7gjd5/Dk2R7RLd3IszOMCTf2o9VwIjwL3ORj6IhUe+GE8UgcTTnjXB141sJthuFLfKcpLQHAyGOQ/dSTuMx5ZPE4wjsHY17Ck9fy/Fq8iDX0zWCJjZT6FJ1fYdJ7qKdgvP/DY9C0Kb2xBEZkltXOonnCVc420ioUP4/NgEFm6gKWw/B+Cv1FyjPzLsvkiO65BU19CYmix7Z2kaR8ndI9hVn1/K1LHOdD0Y80nObI9JjnwSAnv13b6fX8apm+2veyE+80JNrNBGmWxPS9QGq5hDBlERZ5vjDry/CiUCCrXr6ZoVtUKSuTp/BsUN18COx5m+haeR157tFi2et/jq+/srkiTec+sNU2EkkCL2A7Ty7nXQ9TOEssgy/Mw0AlnBzYia1p+aZfovOTkNbdd5g7U/8dVzU5FeRwaR1wCGdkrK3ni3ZoIcxYZzAIAsgqR3XywfIpy2sGdNcbo4U8VvrtaaJNP9UvqU7RbFKbHXM1TVkuQgDjXO9FcYYo2JWe7nvk7Q4CfA5aj22G5w1MRp6VCBa/+g5T9dd46tEKbp3hebyOSbyOoy3qnJWCzRUOk7G0Yv2B82Svb5HsNXMxyyXbW5h+GdjkmaR5PbQwo0X2nDFEVGot/jOhu4UNr1JIEc2WzjrMY0L8ny1AmOn/zxbDr4nh6FQfMq38N38OnjXhHATVRiBjq1BMMyK7sjunRqj/bhcyBppmImDBeuSriD4KYv8pKlCVnJfVbDxWhXC07DojGEX9G7S+AwIDjGoR7op1k/l9h+qOuZVdFqYq2GOZXw7SzeBuIQklG9cFP2ZtMZLk+24GYVbYbPZLjy3psdMQ0oPczHfdz1jPZkD0ZgzQRIr/v1VEtrIMrVnL7GVjyqcVaIY8wxqo2GbVS+PTPOjZZmNtZkfQiXk3rD7OZcXhf68FBk7RHkU14BpqzcJGj0bSIc1395e/fb2gyplVnLX9P0ZEz1TIY9Mfv9Ky8QX1R5q8GHcpIpNmER5S2/OjOM85Q9xDkn9fSGmBOR3vB23RssMj+/zius5CykDsDaZJ1Qq5cA3eMz6i8vlGwHI4BxBLWvjDE2eghuiMJpLwW6oJeFDZrzMxPrSQMLF5B1JmZvcpyAu2e6gEaGnIWkTgo3C86tNONvbYXnCFr5RpojfeZZvr5HxbsMBC5hLVUxfUufEO7oeqruenYfkRMJTcJ7Ty8f4UzIcReHwxanQO552e8au+QScXLrdER9hMhCk/EfRjYFrWlE8kiWXtME9wCo9yyI+I1aGJY2crjeE0cERgYEMGaZBKoGZTlHQTwPSWdbNJaGkzpfWyFe19MJPyjdPu0wwUsHwW+uvg4sUU8h67tT8JKzdpZoTJC77zLl2bgj3fiz3ltFr5myHiZtPq9uoSUaSJUTsmhmUiV5nWAPV7vahqBsvYLXIb5f0I1YK3PlTlLnvRAcboObzBt003Vd9dIGWdPnqC8sQ0lSs0KC86QvdarttXQ2nLTVK4/6yqbi/UyoACzDYhh/NnjSsqTv3Yd5Un7sl0fEzzgH4fP8x3FDW0lQseD11TZHUh8yOOzL75fx5739XHaDrejBsj6BKhZa4BHJV3T0v/9ElNJeFK8vx/EpAWq7a9pEjRW87lC8+w9LLguJoHQsgU0iGwNTU/YPXNkS6Ogl+7KTO0bSQtK2uKIK49hcwUxIa9qnxoEnIgpnF12MaBMcNHYvGDON09INztNqlaznInCGF4JO4hTmwIegdBOWVjNT70XInk2nM1KCKPtX12yIDmnKTh3xkX+T93BtJjsFpBDhTeGEqRVuBfzcPiIpZXF7UpjSgs/hfCuIlHZi2XAB+8FAN3+wymCRblo0SA8iMT/5jVqkqkWTOLXd3YwjGUSf0lFs94jmq51nhgFuGF1LokIlx431TQivxoaZIUoeOFteVuRYWbR/Q5gBLD8Tn0D7571fDEMzAyPnKPEkPuROexB9uYGT9AwY1FQFtQqYqcjGZLAHB5czbpIHuaaNv272Yq8tc4tdw8SJ6lS1RcEhvtgWibsDFmbaLQPUBgAncHng9zjceFATFXiYAl78XHKnyKzyigPX/rQZ5+NvsQaWWSzBbo54uHr+iK2uQT54YnjadYttXeg11x4VI0njIn6mX1f6SD4lruThAXioeNjOAUFyXBRW23S/33IaQHhO5XGOc9nAhgccSU5X4tOaQqYlk85E4L+4yhevC0r0ESm0/jTiHfyyyfTnOCH9AUNZJMlLu2yCoWVGzzonLfW5z5HFD9rK0ZLUgonBMIPQzngXRA/qgBwJc0IwMtfIWc8aK0bcNO9rh40xgyFtBTs2iQNYvbwCVMfAOCduwdOpa0wY1B52jfH7q6JD/9lGf4OUvjC5sglLeknvt5wzzK3qQrItRyw0WxXgKh96HRqIZTQa6UFLQAQ8KjreHZJ0B98pLl0D+BeYEBC3nxzt9VdkcoQ/7fmc1vP3+/33j5GsmhlTFxnI+3sNbcHrbobOqXVZfBGWcHBZfE4caOTrUIzEjUFcJdZeJgYnUP+9ZHH8zwafBeAQ3ANbLXTYeGHXEHGWWMsydcs3LM/0Bjz2QYsu1KAju/IfN4IvcHjOeDGp0pN5F0T41fYEcXAkdu2HnZBazq6B0u3U83q/vJmfkY6gJbnprUmbOofT83F/Pn7cX4rdq2NNU4AkFpwrp9Odda3utoltj+NLfOw5JEJ3/OvUgvuw/tXFbKTr7fsTREz290I5WDRBUi5NNloxx1Ft2omrI2gMPVRR/zhJbfRMZFd25Sg61eaOj1eqHf5GgT04OdSNOzsG/gcDV0vecgybOttERJDaGDc7pQaAD/w0//v5zPHcSrumwliBa5PiSXHcETeVZGg0eM7G9XyixmROwx6QUQe5f8hQIJlVBIhN+6VDkx63AvM+JN6fl/+8wf+APybltY+R0a+j+juDKAMjjIAubpohzikRXMkTT4ICRSlVQ84jaIQXxYQGyAV6U7yIanyFH8PNMUnpMC7xGwJAhlkaxRwvIjMejgNyUVt/AbAxSxfzLLxzcqkcwTYqWDyucH7K2Z1ADXKyMNp6k2a8gtbVa5RNBFIjhgfsSmsCisym/5HmstGxoa5uimbNomjQmKNyNdiKIZNkuhxthBHxNZJGBPjnxg0dFklkoa5tc0sXcIpA15WAaTqiDnGOlVQ9xiuRITjPxlSDelixOifKDCUd7VvHWyc+xdz6/ixGP/wIZrfENV2/JyOMgxapZTxy6Eyxgxfnsauabi5giW5GcDTjUdNZZemn5wAYQUWHpXtlfxPGsS3N3HNkEFyWETqo+2QURHqG5brTveUiJIic7RO3vblkRJVpBHkonSDVrNGvdKei7yF8lgoKNcE8+kqAeYKQJoubyzHhsILJQgPNTXXE0A3EhMbbWt1aR9d5diPfw93ER5KP8Zrd+WrHX8dtPeZe+OD2FChqq65h9W2yl8h2gW8qTA1gAYgmmFqJQSquDEHZpj53oTWhx+ShfB5akyAcN9ciDAO7eWoxHZvMRgu2szDKgBUCkU/GabC/pqe8FOKef+LSLqZqU0elOd0WHlsqp7ZL/JL0A8MYwYXENz+5LY2byzEB1Zek63AtH1l4+rGZ2WOkZdKnk1OacgjyAk2TbPrhesV3bF+fm9VHfbTNxoIOAFKfn+UjJo10GyiyF8x+uJ49hm63Jy2Kn5/PDFPV26INLQPFMyHPv01jxMOCJUXRkc3hDqh9BP4ye5XFWRuXmFqOY7ZGX606uyNMhbcCZcbNlrv0z7CieA4+AFsh8H+zZQ7EMsSQJK/PIXNmZ862zHwY9LIEefqYpfIjD1XxQNodSWP45nYcCf/WPXFbYZi+EvRyVDpOhz2d3Ps6Rl6U54dqv0gq1ottf5UvgdjXkFX56B4rvBOb8zzGjdHGnc5Xsj89DYKE2eN6rMqIGDRWPLkydPPv1+P5NMfhMRmebMNwhlFDpqZAbI+EbAuoJGP4vD/jAiKagmsWLquwtLCKukdFcqcxOTg1xxFEvtie0xoq+UgUArx6FWNVdOw3XOlpjqVlESEQh1F/XhHcnEBGfARVOT/T2R25RZN1PopZEeleORYEapDHuakI3/vPwy0nQxWsAe7RhcgwRR/3Z51gynjE68yFurIDB6uZMKOFPWpTnUMDKU4By3nrGcoRGzx+foaYVAb8MO571OjAQNWT3Qt/LP8EuVINKs5RzmZ5Z4O0xvq5EcQWEa2v4NZHLJcmhnkjggIupEVxOsz/5H0kf6F4oBFBt3azBC423Pn+N5nxz+f+xV0nTieIKj11Wrocj9Zt60B4ZDLxWppU9eoCoBkPq5QTmMyMAsntX7uqxBCi63oyPE+LEmFXoAjxqdMgVr/E8qsap5enkVx+ccv8iW4Eb7dxfgdtLSWJELxcRLvCKDVx4e94MkXl0bToMwZhGVYSyb/6k3zYGdlcU/h4mrPLYGgJ5w7s82rCCWdTAGceL7qbu4ydbF4SpwxTnn64drJFO57uQF/DZ216XfWJTSVk9MUbnC+kEut7y0WYKQIM0UN1H9Sh8oDvpgTc57+U+uotv+3LQX7PcDXoDku0sxzeK9+6kg1zK471e0wNs89teKT/aF55QcINfjxy3LF8c1rBH9qXLhlZOgDw3zbhy4L3v9SsiG9PuPiIRr7eJ236bTJYHiPQQF1sNZWB9cARoJGwTaZi5mSsVkzj4vM78xJw0ZNRwB+Pnol/WKZFdeUybcDYbkiA/q735/mUl5V7d2Eam3Eq4yWTIrxcYMQHxY/1ayyOHGIyDTN1TgXCdatWUtT9gORva86oxBRsfYAO9bpTZPRTb+k2IPFlVmGsI1Y+u818VjvnJrssLMfEw9Rjh1kIBvYOrPhGLPViGNHWqoUoyDaEtVNHkPgW6O9rg8GRbWwFWNlYT2irepk2sgpiAGJ7bI9gxMpb2vl9vX5Hmn9/Dlm3ejYn5LDXG+19n06cGbmt7r5TJqwpJA6Cy+cEJt9OsB3oPbax5l6Kdv62AYmXhp/GUF+OetUqMM5NxnWFuKfHrhStjpeGoTUx0oi85tQTuKwbPQS9KVmD90X5cpRAW6Jju3DWjHDxhoCZtdotbPCbPlw/ARdD+KtbY2S0mRKGscDp3CzEisQtf/kcjHpcMr752y/l25i8sjI4a4DLfIDXan4fIR2k4HKWB0lhIJkNDg8/enwp5OngunVd0/zPqNBvIuP//r6e//k3OJrrw3m3HNLggM5kF6HodGNv8IldwbIfOsAZmuIZzgdzxlerAwiLBDCmngjtBpuGuq0Of+VuABpTnYztrrKLIk/KJP0g4208hubqKDr0y5xkW+DEsbznaQ4/QvJF0hag2MgkNGhXZ0L4XtOTyQiS2Nl5i465fl0Ttx/liZzQ+cXDvi/nZBJKfTyNQbTrpTFuvtQDu+5Y+9euqk327ZqKCZt3wPJnnPTPUIHdZsniGiabL1JZPf+NLeTr/yRC0M98Ph93llifR4bTFeKugrJzwb01SlID3VQPOaoO29AZIxGZVzuhZKro5dXQGHEB76/EC2HZAmlP7ZQb3oU9DcQCv07iDrQ0YW+mFkTuxc7P/YxDddeJfDi0GAh5nRecAQ+nXQREOyk5J708Do8t2mfOC2Z9Ao4moE+ocli1q5FKZtrRMzJhhk8ElhGzcJSkjzFr0ZmgXvTjvxJSppktox0GnuBJZcupNZS/39+/v5kwvhjRz0Uyx/GspXZgffO2LTrksXnKnJ9tm8nNA6KHjMI4oK19Hf2MqhPoszIa78L45LA1iXdLFkfNnPp22ghX/9xeG4ZsZUbJemGois6dTp0XY7zvJX2ZL8o4Lyna7Kxj2u4xMuY4SjrmI31I6dxCW/JTCxFFPB8TB9YdsnAsp9ES2yiDdwMcSIcNSBQxNNWrBBIVkxc0MksX7LfvLiQyZ/5W0lbTOGrPAFw9HLfH4pPB/KJE13NbsRIg9jBbz2GuuCwRijb41gOZ/J6T5tBg4NWZ5iH3JteOcc4QnbidCk5wIPN5AZao+PnbiJmjwk55gXi7jvZ1t5Yxp+PMIiicNv11xtBfr/7zHFBXSNjHRcWuKcDs2Vh9SNuPSWOCNYTbE2vo0uhc4njo0+3n/nx6nEC+xZkq/+62Rfv2mWBuWVyesSKGr0EzP4dukBzIKfXmcKSMxSxbShZAS5XJn8azjlIwybEepkAwZUKhXJJDQgnIyYgRlIgwYfr5LvJCdQ2PxzOjwVw+odIZexW73VZ7dPrN5HWHEEidAuNUl/T7f7+PET3Ml6Q8aXTQsSWaqM1NjjZLSR/p6pvxYsdvi8mTcSmsDZr5eD7ec8yRJZe4FXMa2KreP+cZdh97xxcW/+QtGKwWxbakzb0CdDTjUXFSuN1PtE/J4jBXUkDtEoMG0pzaCnHE9u5JtrZLWK+naBqRxXyBDLxGlFYWQfBISZrPMW79fseUPbJGb3NlyJSiH3IkXEmlgXfFlZRDnI7POMlZwu1Zi/cfKPq+EyvT5BToM1cexR6kG58nbGCE2fnd6Em/B0S4kFdbZndqznKRUsWRQ241XhAhE3t3d5fnPI/r5zFzcQvSjTDk0ixgxPr9c9shb44pJr+c4zQCWV4iVZ2lravcm5rpqw19HopoLUlc3NKe8tbr9AWSkJ5c+MGW+FNRLKgQr7+b9PYYcxSLJNtUpMEYUn2CbBb5mqfnAD4sv+1WoNKYFVggNZx2ypNpGWO4rX7SdXz0DchttuHrO9HDfD4Za/qETntjfx7gQe8pc8Ktvk47c7I6TMJOyS7MJvWavYhiqVIylzkdDN6EPIJRmaV8ihinGxMHt1pQhzPjQYNoZ+WymCaeaAFrLfbcQ4Lm8jgOSOGBuAwlLdP9HDJ3P/Rxv2jL8v3+VWqXWdIZ087OgY9Gzyi9C5MEfHya0F2lXEC7HJAAVDlxj7Tg0A0ff+tEzdG+K6mgNl7Mch+KRfsyJbzu6e+FW2GNQeqcaNQ9CH4Q8Nv//X9enTt1e9yeqsVBpzKpWXFqWT3C5Ob3Q+UKwELbwC6Rw5Y5j7HcjufIvQVXS7+uwQm2VHIqT10nGrdscti0jJFPIUuZ6+QGiCKE7PS7zy0eDJrb7wvxMdaUw0YAmR9CDKkCcEukmFx5+T4tISt/rwOLw8rrWurgwZsnXrhA1X04ZY/iEltId58eD8280qp8PGdS5a8mKG5Wle2NXG2SHJFCmVM3a1sOH8xiDu1wPZwbdPCTqNaL3pGm65A9h3I2Kf78zPv9NttnhOnhqHsNOWOBKBpqMIwXoPMlRWiqku0WjtO+yRYP3p1qmzfQdc+HB4JtFGHrX21Lji2zQ9szS9pKfUdXIkuyVa4l84j5rWq1kvCR6wD5x7/H67mmvrqTbUwFJgM7k6VuEIsk3MdpR9oXhpPQhLwzaR9Z2nV5J4Ic00Awsovh7NFFbBvTcSmCw+TlwIvIclw4uxW5Jn4LpLbPmTMGm9UWoLMSPPBT864MRyE0jVUW680YUKTNvoxUqKEwtFQwNWOKEHua3++DVMVCN9ZQeZiz1zLzNEjEseRQYKaresYz0xFTGuWmLWjMM93T0ENlzoSBZQT1wyaNTPVAMRteR8pxXKA2DJWtEK1bGcKH7s7bbJxUH6rNQu0WNPOeHgIj6wKRTy+OgdRhImxDSf+mvoeRQbeKkkoScm02xi+SlRQXW4UhWGcjYR41u8MIXZLR9XziI8iwDc1ogQz2J5s4RuENSjbpXUkb7Lg2RcX4lftR4Cc3JfOfbkoYuKRwiOWS7Wcmkmt+g+jImWrgH7Z5HLdgrp3Moeh3PcUnH+70vIiD0ZDkT31pR03LMawTl0uxeUbmQlv0PRC2j+7k2TCpfNsy8m0fdb7q/ZI13YTudlSmqV9nuNB/5sNN98XQ3KrIo1FfJI9V6oahPpYVqyegTuOsrvbOiTMMJLTfzdIA/drt/OxL4mSsbZuaaHECzEbQi1gu2AyinT95//xyrOcod+dTE6urGAWDrq3Az+0zbmAPEd2t0hz5HLpNQBw1wAcmqA17WggeICRY/8WUXY4mwQpzsbHLho2lBam8NPND5sWNMzcIPwlRX2WO5k00DXyLwLqs4/bUHbTzu3MNxxitnFDbQZpLxCVEC7q98/frPd7jQxp6eaYL1p092+x+XEXJZI+OnPIfwpPCO1rjREi0BPfnBI+nqKlP6QSowPe1mWjmxQQ4ZdSvyU21KjphDH+kh0G7OK0Lc7VboSRhc0/l6ID9savY9ndO2NdLc9jlfRUiFc0XK0X3EaWV/vVkSBVLE84UPRqTIMknB7tk1+nJxB3W6jYKTbddwuUqlVDhV/siA05Fl7BRFZa1tp/F/HJTqOio4/xvftkYOHcA+Pv1KoaVcR0iP5vBVwAimiCoN/f7UBBr3STqE86eOYZ9hEdGMj2QwHk9WUPMKFXXeSqtsjyx7pmvdpfXTNvo/JWfH29WSHwI9CaRHgwBNE6UJuAfBxMwv5iaYK3J0vg+jY0yucvWzHpyV1Dwku7uCW1GEfGMqaBzls+p/2L/lOqCEY7NfLhaZY3ezJNEKZdSlxhkpEUMqUUGtpY8uYDdZDRQPAy8uQIPzqk8u3IvUcxLUaeuts4spVEO7jpT60ihbkkz71JgfHCz/v/y9S/qbSxJjzYqkZR77v9m97RFUvsJ4AUiS+75NT3rs2UeqrIy44BAID6D6I8+0ky7ss2eZPbUOG75COWO3fFUpYQFZzLIbAKJ0kIbS2gjEmYKAo9QYT2zxUHMsCuYCBcmddIb09I+X+85P5+ft+fr5VkrcPYy+zFUlRY5J2T0jlJn0NzMtBrOjVoNBTrNnEwSJ2bGcV/AH/FODyEj6WA3bcazmKamt6iePJYGXTCvE4zW6ufTpjjHShoKM0FoeE9NiR0kWe7ZqdwRQ8abwdCjAgv+FILNtuKsUfOBNSJ4jP6T4qhLpBgHt/l52TNUY75mIHpizMBsMcF2D8TxZgomxh79ugVoEi/K+7iKG7MQ3nLziU6iDmiQJCnbFgthKJeIa9lZ7Y/J3E418lmeEiOQSaEKHyVADxOPHCWRN+fMVURMvRgapfRAJfWfobIUzyIZg5ymyQv+KDe/hT8PEci5isVgE29YUKGCQHKEVkqEyuGIJkG8pzuIOD2vSyKk/ZZHRh91HXAZq0msiAYsBen0PJ0/NQCzwwnHpzlT5IgiQgQTUvc2TsMQ6mWGOpbOFh2SwHqxTdMYzQr44nGbOxU2Dc82DB5c2dZZHMAvXues3P1zQDcNe3wOzSzdnmHy29HFGAjLdwBFBzM5YcCaY/BUZPf4B/rB6a4/WoE80BChXXbR+l+LNjsUAL2l5eBAEKKwSkqCUV1IntPCuKCER8YI0CXv2uyI9jgmKABTAl2QKA6dmatLFlhggjoegrDK3pUHOgmfBDs2CdWW52voIcP7iHUgHo5+8oHfx6HbBqqFz7Rk5ZB+MF9ft9dTT86OHNbx7OSJdzyLVb+kzDgJZ7ycE3h0VtGSdVt0YdETwLXrUSqIWniyOPOVER2de29ciES6G140ocmRuWyn4+CDJz9/hoOz1YHUiza2Ln+TooArvOA1U7CaaKefGffq7SoFB1GBGPbrlh/lperhEzo98c6sOLJ5zoUPnSpLKghIgaB7phuRnG9LWJiKa8VbdXHLp0IIMf0/DLs4z2sFAYGx1FH1NtVImqE39OWv5ufPVSM/ZNfuYdTIddhH6GpoQ009OViY2rAOvghi5g7Xcpoi/9Yo1MFnhqh5gJBrJ4Hcl8my9WGmOsnspGpn/qLI09aQXjl3TIumAujqAVPH2wrsbmxMsVRXEgHwvDt5rswpWolL+3SEP9Vgc+9Lvz3LnPoo2AY8r9YGlzbiGFVsOOuNHVnbR+ur7/fH/WEm+yZIzcUR1s5ywbaYCFZeNuP4kHqy3z+kEMhh4BIIAsgkb9TrZCWQNmgrtkp3PlapdvldrZkkhOhsrSa7LdGlyTaQKLUW34x5hhvWXINLn2qk6kEoWdbYygyH9aU7Ynu9ptoOZ9nb9Cg8Rsl5GwESQzMfk3uYMyZrAm4C2yu+pFtAz5iJ6sCKaRpOWzbu0/7Dgz79pky1Ru4/+qUQ6AOuU93Bwq6WBnDfxJcmEHvkQhWT1G/mhgGqNOXJOv2QPizaHjokGk8Uy7RnKK6z0FeLEsTT+tK0rqUgI/nJp0e35Tkaw+swTaxHICBNf1y+qQcoOWwPLMGOa9CgvZgj2EpKIiTHabb4n7fb89vIJcInub2cFD9peTjXfCbdUceQuwqHQaSWpNg+dh28ZVk4ZpwXknQg68GdsRcCHQccGsWwz8/X99NtJ9/f6igwvVuE7GIMW2s6dXaQ7U5/Quw0nX10YVribMBLDR5Z6CpacQj1UosQZyBFG/emkAsAcGK959f32+35+jv/NyPdZtUU0ktomzTpoE+oBeusknrOBFURcVrclvB5D2Eaz4S9wYiwf6Zn0uOG+XC17nhXL/HiSCtTo3Bt/K2xOeC1wBZS6mvxKv1BlHlzQh3TtDo3JMPd+Xxrsc9CNT7mkypcT9Zms/CBYUyEiC/IKVyOvlPNWu2TabLqgUhg2MVHE4X8Ig7MWF5Sr14kszlgpcovpqlgvR7cNasa5Ht5Okeb3+qDuX3OCI59VVTyDV3OJzlGGBa9bclRXSVj0x/A0TMSxyfY9OZEikXA4KIwA5pM4bITKnpkZpF1QpWmzsi1IE9B0XmHJ40vMHYMg8K8kNK5DzMHn2/1GYHBJbq+MwRKx5usEABktqQFwExsowgTLomEN3E0COfK/jrcnEKfO+xsK3w51nPCG4JS2ZCmf2bROXHqNAkAy5YdEKZGVpOELX0mLvunooj7ztJT+Ko9Mdy5MOvmY9efM/fmYqaMltJgotBEi0GgSXBS2TthnuS12UEp7YYcyICNncTTXUZNXmQifpGPIhLTzl61MM47IGYoYfF3ZbQmPy07krueeUuOSdaEJGF2FAabu0M7hyPABQRYSvycT0gxpDAQOxVqSiSvD8JCieWqqM8jH0MaI99euyhMChQYcLMdWT4CKkVqzmdIGdNYYm9YXoWiU3nktOQYrbbGA8pT+lzrLJSzw0EMtERhQN+iu2ZmHaJTr4/714zzmjyBytv23EChnerGVIC7917PlwAd7xDPFJc5UhMXa47ehDFfpRMCSooMz1yp13T2X8zXPiWSARtzyjsRhgWgdbee+sSIkX5+bhrElQjWlj/Y2VrzTW4SoF75DnGNli3YoerhC+yuXgCrH77JUWgS9LNTop+604kglTVNwhNN/hBqrIl0hGs+zw2NarKi9Y1HdgT5HOaC9wSV4M6vqCaogS2Hm3ZsFKU0l55eXj8RjdSO7P9hl1S2IcBOnXYPzocKa/cJmtRDZTBroHkFMA/VNUqSpKa1udXqEbS38LCIOmvqnWlL2W4fFFMz26OLacg140AO1DKfbqfD5PjL+OjFT1kQTyarWGhC8iIXP++fh1isSxUtEsmxPNnMaCjDyrUESPsQTILRADqGa72fM22cfO0Qlh3b9UkFvyQTcipkpmB6+JKcv6kbsBYgY8FDD1uoXtbKlYf5g3xCEAFrJ9JToYhxAtTH11f52T2Z8qYW6qjiTT4sRQ/VVUxZUSn59vG4f72eEiyTFUONO9t3H5PFaW6cK/Oej8eERESzCNDHqn4fsNDxcAClFmiZmhUx0Ek1KdTauJBjJof1ZFS3CGHpTCv4QXpH0vXx+ra3GORjWrHv95GuoceyZ7EM21Aj1snmFnAfM5SeOrVRH9MEzMafsDJDO0z1sJYJ6pyx0Eavo7QxanFeQ0VaP5FUAfsXRjX538eAiPGX1WURb0RjuIwAG/x2g3hJYlHTDoeKQSOaDPh0iY1iiKp4GSrkhgE58jnweSiHyAKToyTaoRluIRWb0W3UWGnaHZZak9zRvp7mE5r6nErK7iRkFN/Dbe5qLcgIscBOcgzYGj3N5zTluoMCArYTXNy2z3gELY/gMjM8ieMFfFpcwyzTTGxbnasY7k64MPzZFd5gFBaKWftiLgYxK0MhfvQQb7AUAV78aC2QO7VknIDY/dezTXxuoZvWie7nPZIRjBdra2/DNk/6KhMvJsTICGmICW5SiuKSghanmBP7AJdpAf6NiranSYXoMZ4Dac0Gm0lESlQ2woNSYdIetsmJMU/FeWGY4Yi+iv8kAIsqrnspzcSOEgPlXzgatQaK87Kxz2eZQRXJJZwrjtwCBjl0uBxgZ6p1cL7ZTKfllzbajAIBus64GXlH7eSVeXBwvMOgkiR2rzpncfihkukeOs64bI/gbclEIebuSm+L4Go+06MsHuTNWe+jkwgYf2jiM6XWRd0xPhPExqYdM1Qr6KLMk/m87lcUl4QxaLKIaS/XGibm2wipKVbcrmUeCj5xuMHPU0COQ2JvBjXjQltUTw2hn4/fGAEz9b3TUmFbYwm4Edt4yIk2J6FPLNGLP1+9DxpeM5oN51y47VyKRU0vuoSlZJkF0AknXb7rz8fPY5rFbm7fBumWSVRlntt02zRmLgX3IYUe2VpMfatsB8glKOf5eo5NK9TfGTDm9Fbtz2NTTNku8yDpXLgG+lOCb59xgfIkzBN9hUqGmLnIkIBYlqAhVdZxnve6ulnOPMg4lCjx9NTI0poDerCcux2lkGQ6w5NtRI/5WPTUjL9G38J6kmz7yOA1EFo4O8UQd8HMI37NWOay5sRHSOt3EhgxC5K3tzZmf1g+J75GO4SqlGfHDz1BtHYngVFF83lRZO/e16psDODvxo25yUloJ+6Cj6p7cEHYq2FRDDJ5CdhHyyaPOFWTOF9+v3Xb5JaxbGmcb34QUOmSKdGSnX6/HvuAUwmf2ODmDnT0pf0LZYDobDFIUyyYWJAR6nfpl0G4trkRT3HFKrDUllsbx6rgROucItoCftBKP3TMVcwYKosWXDJLShaydNpv20wbHT6Egd16NmzkVuGYOJpSkmVaTEHfEeK0g26kBzyW+IwMGCZUurAx4x4hfDzrQEltTZh8L8XkfdLuo206/vOeKodKGhd1xWXKoV0xm7J1ncjCy66Z9uYNZeykKYSnsrTOhoqygedikwlhLSkRpDTVIpp0kxMXuHF91NnrbEOf2baZ8qWZdWrrFgIFIn76DgeKZwFi+xwSsdmYDo6YquqS1V29GhfoHuKO73K0NtGhpXXEIeSRT+9W5r8ZFZ7Z4TxmWb3q8mUng4JzdzKIQbgJaRr5+eKNNIQrQvdgg8Pkips5O9CXkdeQXAANapLJRFzWFS0QQ68UWjijGIjaTu/Jz5MyASHLYMLwcKu6vlp+xVbmdrf5cRnOE3iz51+jAQCdJAGWjLVaCCAN4qFYKAyu34Bso2tVKXu5ZmjYhvFKFgpbRU02IfF0AKzWAL1jXx+qdAmrq5y0wxQxqCh/BU2PHEXyE5oHJB/GpBt3PHJMqL/Ycbc5zOL8t3EPSu1IeVla+uOdxAdwRbwCUJy8g4wuMDz17UPE3B3fvlJ3mqSCzfxAcYOIS8Iwokzh5TukR+eL7Rv0fC0zpQjYfTj50hLb3H9lDEi3zzCGdAbNr+9fo0FlG715L3t2eMUMkrJlJDg/uCqxE5o4WzX5iy/xYbG2zQG8LoPA305jW0OxuMZ0L5selnqMewTdgWZIoQVAmDxm7Z5kk639OxvcIkxAFRoelL168ccOMzfcZB7YF6to1SQZSK5E2SOALuZpKgHdR7RRedijrNkyeeYiFBq2FujjWTCyIWwqb2qNCUMLa8dUk+h2Njhp0XG9GaM+KJHFeoN8w4d3RaGzfyoYlXmG5mus0B/tBqSryRidCUyEJ2upUEWNRh507MQMiSokDwQtS7zWYvT6h/TyYZ2jXJokfLAFhVPPSWkQTC/mKBknovosVuAtBAyBwJTDT5pHr3VqIYdASHZl2EoHr+/gc0YraAsLXvulf6d/eSMMESDLA+fzafnessCWf/3BDotN1knaOL/QZePaqgGbkECZi//V/TO3mQTw8fkYRF9s270tii1mY4LxMTo43PthggTzalnlR/m56XOmp/qyJ0FVZsKUBcbOHEt3MmuyGuE/+MAyLdMA1tA0akgN0p2zBI8f3ymnQ0FyNJOVQ7fEJJUbNyv6/MAj8FBwp1XoseuwqAdYquHgdBSxabuI/iRlkBUkMXN8bkFu6uiFI46/YN+tGMO6mpWcbthnbzVdprIOrlc3nl14KPs8ylzpUhaxVAEJpSVN3IUpqkEFomIphHAPZ2topUSeeHVnisYpUSVz6mQFSFhdz1HzL1XCHqT9XeXeGUYRSCQd8gP+aDs+DsWs6QET8vN+38VnLkXEADTiIipvrPuo8I+LqGpN0eijSqHwStCubDNjUtsotfRvJ2yhahyiNAeo4xGXypx4scEr5xbScKL4CejmyGc0kybJN2/O1fLPI29cHSMT8og26jkd4dBgEBWuny1H2v0mSvm5PW4Ttuq4HY0VOXe9wNQnrVeSIWtiC0fERkYjmEsIRGAWrMwmojuCeNXyNs7MH7eNvz8lakrN3hXLjGsuh/Vwxt6kH2MNXW5u/6UirM7vI+y3k50/Sf9dQGMq/pYHyKS/bIpWnHDzpqZpb53ivV6g5/eMvXYtJMTRnYoOk3cpspSzUrOUqrVr+s6rYk7iuqxsDidzN7KpTe0OyOkO29OcTHfaAxHydgKF8fEWpxnnD3FZLT1I9LKbEIbx47Ojdau39K+wL9asdzPMMXgl1HZVUAyDK8zLfIh2MJEny98Um3GAzqDtVcKPCVqvHO5g34XfhUuD6F86OP0p6mVvwVuWg3wSVfvSI8YMTbVtv4ylSDhrsyaAOXwkAgf99/EYO9iht6LD0QgxNziVtINoo2E8HkCfDfIeniHUJQG6t0mJFWBqeFtVE1JsLcfs2ms6rB4lkB3sY+yqI4qMoKtdm5Zmium0FgaShDxfj36h6e4ZCpxv9TDXMz9msMxAiR3CQU2gF5w9juK71oqwUJ+rENbPZZQFUnPL+K3K1rUxlk7X9KPqRMzyVpi31fWSGEn4O2hBYCWj714jsrpeFItYCaim7lC/vVcdIDoWGV3vUk3QD7D0pWfDhBoqGTR/hIRGwsI6ZUsaZ1MVXFgOcjkVCZ8FkbRDXgJoMMLiivTTRN8TRSJpqd/f0FasQlXhPmZUCPNn7XKmeEnH0lEM47AopQC/aWJtommqrGE6TXi0qugWx/Ib5iDE2E5ukCw/U3Dceusi+2abUaunDzdFqzwC8dXB11BMEaca20v5d28JkM49kHq/eymFi9MyMJJ9IiBhvHo22efZYdakqX3vPkQTVYmpSBv0B6S6xMSFcICPScH5Ax2qCTWAsbKwDesdB99uXxbRMa7NCVIsa0V4N983NGekqGgsMB5JgcM1iOdJQdWOIuMKggGL0WB+VOyYwEGo3YGrPyVnF46+7mOkquZ7IzWMk0Oya2/blDALXxnzdkPOCTekOEDMnYjzWMx+Q1AhvhN2KJ/jpUAQKRj2yB/cZ45OSVBC0135+Z6Hq+lVgrEyRNODj9zwZoFSnIVoRblXl/h8nrzVvYfFlrzOifGJn7X5nkLZMSkLo+f7eknYaa44pZZo5h2jtNrDnCB0WtpSBZwhQxlBhGKN46KK2VtTMW41Xjx1AENvMoVdRPdWFQ6gkEI00vrARZMGD1qzTLG5NeMzKEOUlwGSnSfozqz6fZvW/PnoibX4jYHh2/tjcr643uQhrcAfedTHz72UtFxiUxepDWVUr1sIhU+ZgDVUzPd04Jqa/n6+ILI5czN3PgNvJuxCSUGIsXepucTpPch10vuj3YljocwfE7X6JRk6XvxlqEnK3LSvHCQwvxotPUy4WUvxMhzva/Ze0VbsbSNM6EETuLt+1OacdpDt5fo2I02aBitsXixVTnpy1NRs8sgzMQ/fksKeulHXyaVgO3+EcjyPRDx6OZ4NljzGJpr0bqNQG+GR502xRod2/F0Bi/nnmSYw8+4mo3m9X4/7V6JmnGkq59abbQYUQlxaimEWyMFIKp9gj8jBWwOfbJ2zmfo7PCLs+KbZILZZtaRPy15tRb2YOA0gPGGFcxpjXTfYIKRuIb7Ts0V1GJxxJOlwwMdEsiQJtCbfH1PaITsfmmRn+FYODpBCDLvxkaqrXNoNl2np9ypESHnTvCPsL1TjwFYYr/vXjpYKu8bll62dti6QWfbHt/t7ODhHARSpMWavx9XzrQNPMLf9NmnAxJRJU7o+wB60/6VS5Pc6FLt8XSLguPcNJ2zbbmXYH4SNhC/F8kT84B+KIRHUlnDVvzpc8GehJQM1UBamMvmhYXhstzyihx+sLvxuD1NQqOoIOsXM+VMtl6TNoBU2UEqOrYkLdV2fyrKckFTbUMLcUn10ldyjxoovsBbMr4votuMcT8Gb7eG1Z2qia60+0i+4u1t1ObbQUAKeTyL18k4o/nj16dVpXcttuopFXOBt+EXiS+K+MzucD4CHheo9AStEa3ihbg3yQNVoLSQpaIn18TVVbGbyWkhoyQ6ekjSPQE8BOVI3D5Fzdndqgngea+MfB0/utQwvPTXh5DkO+CNL4qZlK/K5bug4aaYwq7/J3aqcd3czz08bwb2wz+ezzRveuo6Hjxk2ifwPfPHMxFqmOPnuS3lv8ty79WVZ4CrPuqX4npEVq+N8hRfNTRXg0FVNA9i6u45JyDzcE2B2kM2MYFldXMhpQM66DRoeW9mY/VGaDJPrjp/ZTzp8e5Y/f+Z7pu1hltmP5ufjY1RJGMeb0EGbqm0k7nkOVYLPXc9jNx82VBCHIF9H/c4lHSKis0IS50SAd4ha7Wty44JuXz/DFBjiXTowmjSGXnGpHftGD/2xWHWO6igBmlmQ+KP6KRpLQIBeDe1sRGJ02jBd5cPsE6UEViHSgoWRcU2HcKlfZOS4n+h/OvoR+OrTERyOY0f4HEEy3Rz798iLdH0Aaqg9jBX3+49ndNRh1E3Q05QIaG/Tl3FU+ZAROn4T5oLH+5QFTLbPOreFfj5CkRxkIpUIZmaSb0sG5mIQICaFXmRHEGpPDBjWE1gz9OZYR0vRoUIEvj3vpTvLHRKvZ4AGmP8lYrFY4TMBdvthRsuadCvBiQQAOkEqWVOnn9sCuzfD3aQYPf1P3QzYJK/jfYhHJQQ6iqCRvGJUrr6mRQA5E/d/7KMPbTts3D2PQSTw0GarkoTkCP38fDzHw06Pt+nHnT7J6AW68QEiYCf1nB1tL9B2wr05t7jp5dI3XeQ9F4m4NBmjWkPTJlC2lJLu0Fxjz7vnewErpur7S8/VBSc6jpWzhf45wGfiK2//WgyEA47QkTe55pzouma+i9Hqx4I1PJtIKOm2En2uvSULSj0t6J0+oKas2+w0fBiLVCxzLQQ/WY4WRkK5GOstjHiivpiBKwa6Rm3hBMezPBASs57yHw8/WGBZfmYqmcHGHIs2b+gwW/u8lDfOmtsG6xg57cXihsg1QVzSWOzfb/HTA8qJ7vr4Cyn+suBR40lHg9630y8sIUt0D8AdwIzsZpp+2vXk3YXSMbz8FozijVL98YN/jPoFkWKBUxO3dLfBRw1wZbYb3h/tQTOzBXVzTut18SKtFRzVql3mCmyUbxDyIVXjBZVT3daP6IsXPeE9gWidkT3aykxpwk9COBC7XBLMo6pE/ZcSGiYmOgeofUusfDbxzYPUd5jVgkO7yEi3u73kUtPNuVLe1XOrdqc0aFnFavDNRWIOnr3v7v1jqWKmzwmTPxoNRNdpj1lGaQ/xwm2vp6yla7GNxPz7IWTOVPoxVRxiqGjWQriHBpYcTycKyqt6Pl0xg/s3qR7yaLVkVhp0eccuBECSBYR5b587t/z6fnw9fjRKIZ2ZkfDBbDK52ys+F6BLsnuz6FmOJ3c0CcmI5FiIJfUiNwnpOjUqkIcohYCy3egwNgnTDq/bnzZ3yLSzVpWoGA3POOuc1IBpprzOFKQ5G3LtlILooYipWjXqi0xIA27XB4Yl1Vo0HA9rvR5kRaLhvMbj5sqJN9Sqg4mit0H2CRceD/2+w0L8yJh+kxFzd8GzzUV9ze/7p1twlx0k6Rc02XoXraIfja9w/em+mzzcjN6yqXuzFhddux5fC33gKJ77RA6Mb/YgjWTHmV2V+LgFP4F0hqQ3tYPF3LC1LkRQp60l+O2JDqKfDfKH+FDaChM8b7ty6TGEW2meydWhfWGBH9xNZ7sSR4aGoCXVSSlDoOVTXxn1w0rgYCJiGzcHw4wQA0iYgt3bRdZGNbEbSRhGje8NtOIxJbVhAaBXrCuMBj1FEhlMLeY28aIaErKl68xj/2294mDvKi+gmiBgnq07UfBroKGfCR5UkSPRGpB3NlUFWnzXHSzJoMlrQcwmRa5nQYamTIFNoR9TuVwnuq4vg4ZTdjPTi0jKfXRStqJHk+DV5YniEWc/LS2fTOUmbGN6OPYZ9PM4RbufA5CLJXhMSdljuyNnAd1VDNa839Vx9q7YEl7bIvwhal8nLaEH2+P1DIyndXmqA95pdlIjsTxBeivzKfdaEfHn8fV4Ds8luhfJQH1mHCtW7V1I5TDwBROY5Rx+ATfoxhX6eYxONoes6NoCQ5pqzEAdBVkGvgt6si1O04THEWh+cliIo4xopRB08AnPuJ9wL7plCdTT5qBM1FOagm642EvBzSDOcgP8mLwN6eNUN/X7+fVnOjmbm0DotTHRHXbUKMEpHYzGPn/1FGiWQtpMSpF9T2+eJbsMnbg8NpygUKgOrSA9dZIC5pJbPXVEcbSLWqtYD7I0Cof7IhTsE0nEy253ahcw5CLw42JhCEFxasjheHdWsGbirrBsdoU3xVJMYtU018kpt27aeR7SPH2404aOCGgzPnSn+Ib+aYNGKwhy0sFEPG3Yp89ycWdTwybYstU+UGL5ovPXXC69giob+r8igHRXwAn38J5usg86XVW+GzUK01J0hE1nC6/qIM64fGplO5qwEASxqbQ/tTE3T8cUC6xnYInGt5JQmQnJbbRzu37t3iaoiYAR1UvHQndmB7DpWUwFoxrmySrTZaIoNq3buSb1BXGSEQMQEQXJXQ1iMt3TjUI5vWFaZk67Oo0qO5b5CRH37y5xoSZhXHwA3FkLbb0tL0EyBvcqQR40SBLi4IXJAJ2JRXYpz2OwXg8hkeO/+BjY4UV0RM5LiTVUCtqF3+pckzL+6dsSbdj2waaYOs/EBy5MP63XojbQNactvqcKFyWby45pRDK8/L32Ydt3kJFlLTYMchyculNwSqIKsA4JK2Tp6s41C87scDfL2einW8AH2MhIoF/p2otaE6i1isqNP/xJ7mcxLSUSI8z/8ywQt9GHx8+X84GB66jZGlKFYbn9AWJ5pnH/8/Pj688fi2gNOdM1ep9Yq58kv02rCU7XvieSLVGc84yN0WgRLTlGCMbpVrDxJI9Jb6LNVTE9OpLL53QyyTjDVuOKPG3RGJqvtaBn+RG1TwZiY5pBTAu3qnF5/jt/UINuWEl2Y75lBshc6VgpQGV0z3ZnHebVgqs+WdaqJb2MiN0aHHS6nGBLMitMFHEnYFanOupEMdpCKU23KKfRlRkTepEAhETTF7e2AMHVHoPRHHHoHIlqqdlxRvCTgTlk2psL2S6F7JrV07ZGSLArx+NwYyl4BBopoChiAJL6eiW0aTlCR9y8Ra82n6BZlGfk+wnfTRnvGV+TRxGEcWVDeA6BMzoxAVCg98zD2Mx/4aIWSiq9KPQkvJmY4rTJGWf5dGfahcyHkwoKWQuizaZDIuazTVOg0DAPDDmkeu5NNf1Ru0VcJFwBOpCLdQqehpJ/VVlmp3Z4/lmiwWT1HtZwu3++nlNLmbFaiUqb+cdZ80TLIjuM5CZFSTW6zZLAKWYNnSTA/Bm37Vbf5NF5WK7cOOv0atnVpzIWn52APqJWxBbEsuXGrPDMhm6FUGGYHsFlwhGq1isGmGqAo7REM+6bwB+J0jzcIqr6rVHMwHdL+JqU5FbKzJLWvUzS9d9v22RmBo37urtK6Y6mEvcsmsWBzkMjtzSh8D3t60o+t1w2PJWBBjwuwi0hWRBqtB7naXxnQgKEZKSLEC0fqkwdN6rWQTr5/WE6ywWV4Dk6ghf/BauUWaHh1nszt7Nm6b2CdL3dsCkp6/jxelcY/z/46QhO+EEbrUt5AQ03R+hpm1LzGL4NenaUOexGx+hpo33//X6IRDbgLAXACX6N+CznWSbi/rDqNQ2KhtcNsrjxzSq7/Eb7+qmRiaz06I6hq+mUltTDJyJxY7VG/bGJ1qIahSJaTHOgNgrDjgRaZEiU2A2s5klpktPAsDyVEnNSfcgpA1A2Vs4AnETCBVwaESQQLnATphcog52f7XxOcNzNlpcrNESb0apOHH2VR2WGU+mKE+CKCtfkSB5VYPK7cJ9YevrzwYLdfZbcMxQAQwkLeg6PJWWbWP64Ni7yk2rEkDM7EFpQ2vT9iqDh4baRYdCt0CZXGFq0o4AUHXxCLN3Fa8k5akaatk2fw3PyXpQm9Y5MnmnQhWpXBNkqeFu4pHOPpbyterjdiga/nZDf+UOknjp7ZxUY99+OF/xHeMBTzZebcLxd2ZKjOtnKpXciQsYeR+nWBRnoadDMDSQqjGR2z2c2Uyl3Kb65W4PDY5mK0Pw2e+xPkIYjrVk1oxTZzIq3gfdGVfbkKB+Cx8fnz+PPQLnKRGASRqt94bTynnb19ZZAYuyGkgcbpZmRgV1w8tbqmY5NxBubQSSrSUXcK++aJx7MqayXlFYcm4bm+27H0qgJJHonlQIms0NWuhRcn6c7E1Ck02CkwQ3K6LbnyToK5chHKrrOJfBGYx4qz35ICKNXXY1PajcIvoTxsGMG7ubDoC8yBnGa39zZGOWz+e+DmWkO2gjivX/mvSDo4sHNsETWUIjxzVli2v8OjkQgeIVHKURXw6P1CwZ8M+ak0sNYC2apuX0B+lv3rUQRg28lwrVjU4gwP8/n8/v5VyLLnQtnvpCtxAQcZR0cdL7NBg4/E4goItduLg/0R9DJuVOA4oOceU40/YW2Nr/TvArFU+k3Ex5UzHibzolTc1T9ZWgkGDk4ODV5fjhWRklSNHZGseM6ePSuC9ub2IzwrcewuBgNoLjOVNiE0yImkoaLtlRLiwdIUQ6L94lJjT5P6FtiJpV+jkSKsVtDXeFDCggvRFDME/a1EId/aibK9oOpBS9L48c8Eeyo5VLqF3Co5rSA1gwfWxRc4zBuoYz9dLP3UIWnmXZ4EA0Fns9vCh2zJzUaB1M13yhCV/feWeZK5hOQo3Fq+d5thcTZJKuPuIVlPySc6Any7tK22uHJsspXb4ySp8Y/ksbE9B01ecJkrY/0ISaIHhF51DUWAA2+GXnbo3nbvD4vMsphVALaNYdJMZaw+FyuPVl/kz2OJLoRqYQk0wb49mj1eCvOBazBcu3BooBL9De6v5rvmfC7Oxzgn4ccoix1Swd6DVITrmsXxUWB6ppzjrh/uQmH4wZH83ACT1nEu1kg4f2awE57ARFaC128Xk/LfrBYcDVjh4fWHJzqrM+wapNslD5olMqnKWheUezxhhRpParRsVDCpBhY+pEyHjmAS0lYBy7pf3VbEWNH3YsRIdPVcUihppqHXhZHZcROFpdsiS89CD0OJagnz98JALTMOH3lJKnbz8ttDNrAQb7Exfz5NylBtOdzGPvBeb+/57mLSnZWnTMtovq5Ajd9UmjKVWk387KHTJJQroHcfL7mPZF/DhsGUIuiWjyfb7fj4+GRAnOEVl8U5gj6k2pf8e56KTPwaF8PWDbX7DVsg0wOs5dgN8ZRx9uSKfFquqkL+WUbRFmAWwtUzZlKfo8d4kmF9Ud4gFx/1iet/gf+Eix+ZSEIZFLmqdnZ+2IoNKxAkVi1axkjnlto4TeSpYlpazRin40KHQyDXahPXZKghMCbeWRl2mdnE8L5KfvQd2SuM5YmrrS1xEwjHR8oLRe/hHNDPDlfQXlOmom3RKJoLUpB37SnxnGE9M9zQQW6bVzSjnXkdoRWHAWnkgnWrHsR/HEIbFZT1OPxSfPGJfP30RKNIWfEBE7NBnAtSTT0DDY5KoWJYdTh44p+tbMxdcEZmty7iwhOS2OrXJYVRxrikTfuMchSHpFrI8b6942oukMeX5OSPZ9UnlzQINB0TXcbIkWfvT+Y8RwgKOreHGqWNFFs6KZLRbuU3wAqyKborXcm5qp6KEbNBrLdJRzqzkw9Bq+GzC4OMt+nFxPDhYRAsuqgXiIZtJnN57tdzUbc8uIFCAhp077YkkazvNy9qbYzNkOBnRtvgjYa851LJqTo6tndR9NP8bLGDYPgueFAjfjv18/z+/v5VKZOL82CGvX7Oe81x5sW+9k5Qcp64wd1zI6POH8SpfH4A711PopHO3aoCRG5vo12WU0OwNkQIpgIY7CBYWqPr4e0yMaqDmQFh20i3ef3BDd+EAkhc4K2t94I2ZJmVp9MBfem2Z1O2bsz+vX4UobpJklDP1H9gUWpQzCRFhheFlBp9nv6XXb/r9Sqk3AzLhBT+vknk6TnYVMF5zNJhs1cikUm9IAvdCQYS2v31zQlS1bTOIidY3isHTg+40LzHCIYblCnxCEbDams8lHwq73SVpkL+OqUFLiqlxCaXgUbIGwPuv/aVr1kcaTgczaDdif+UpCkNO6699Z0JGI01qP+eDGRRdjnIdbuBVabBXF4oFmImF911tESdyTpDu5RhNoIxuZRx1utLB4suToZvc1Bj8N/CwVufibNOSon7ldBiSCCJdcN45LeYjTe3t6WGwQGs8tPtUCGxjmAymPoJCM9KJkr29hVzVqXRD1hR4keNh8P0qfMCiQgje8/s9RNgfIoD6yzKkSAwWDlMuiNq3yoOluGX11+ZO7U0om/TCbXfpBaZnClFksL3R4ljjSumLl3el1ltu4In1M/RMsprLUUfoIC8ZhuHXTzk8y11HTm9+/H15c5+84HBAYqZHCn5eMmaai07mjIO/QK9W7p+qveE+En56uMIROABfO35mS73BlRp9EOKjs7IwrR7njoxhx9Zd6raM6HNct6ulJ6RlONEIZCDA0n/MbEEjGhNgVFlo+CSdt59hbAHmS4LtBVTCXRZUqlY717ku0jAuO2G9GJTZ4vzREQqUx0ihTz6/UM+JH/5yBQYSgZQFqHL+FcF+rEzX1XsrWwkdOCJIkBCHt20CSquROXO+hRz6+wlmdj3sHTMeEwhloRsnqCmP90TAQ64z0zDMnE+TDLQzD20WHAASSGzZt7d/XyfRVNrDWIHP2ECsLonhZ59fZ2ndiOow/dcRr6Ja+3Iza1eU/8ozgf+CKbN8WiPJGAy5hRtdvYTVsDPAGG1FCOpkr3NQQ3N34EDLR5Ngq6mIX1AgHGPvJEGHQRLHK4hAzbCIDlXllKMr5mXQt6FpX2qKFrSBJhWgZmxNfTlESzXTTTQ0L65RnaP7wijQz9aHWE6MUc2mDBCFMvaO5JdOOBrag/M3lcddFlxT9A5GCwQtyQ5ZikGxF3KKKmMe+Nl2z6BOToBrVQ6n/D9Fz7rIx37djNZfF0I9vcR6DO/NrNBjs+KbzAnoBpq6jDaiVwZYhTV90GQdaB5Qu+tQHP5G+jF/j5/Du4kEb9VaHOboCKijlpO+2dbBSUncrCKcuWs9L6vbf2hlwh1NkjFDEtdQQjjTq/WUkVwual/hx/o4nLtLkwcWv7R8OHBC3g4ayOIUqSoUNM0c8kGCgxTQdy0CRqOo0Hw+CSbvp0ZNF1OdsqPX5zmaMmCBBO79I+iFyPEbt0xVCzdJhXQqaOyfP+MaRKOX7UWdJN2yE2Ui1zx50VV83/2ZlXZvbHssrum+ZhlFFuIxLnUS3eWInsN8yrljOqrk4YtSKBWPwU7qHBwklQA4zzTLrXqJUgo6f/+kS4OUGgpuXFzXgZG+3T1IS8WQyc5MN5633rKat7aGg5g5ItLIsJMwrp1FqnYVINiIXqcKIgcAh7HsU9uneOioQyWLY6zTB6IlRGjtx7LuGgy7au5dsrY4bEoUQ11PZ7lHybUeMMtgMKYOUudz438AzTE7h3NHbd6g8//DSTIVtheRPoUJChpuRCsSRM4OGwhYJKoTXYTqoUK1EdOFyIU4UAHKqOJs+EK5F2slRZmbbaKg1IkD/KlBKxqf10pBGtbTD3oul/4rF4hUHZmm4eUisnYp2YYOP90JjnQxAQtqhpHuHxUlU/vfMtqwI51ByhIciheKjwGpOyCB9MXrDaQ2mJScRWzTHPKrhQvjtEJ2cdNIOwIdjBgYuo0jCgyZ0wrHNgiMZHGvLiGThFjjUZ43P62VzqP66BR3F1KMmznDyFQTBP0HV+fb4WJyUjQlt3D8WhZPB96gWfH7cHzWMLDaymRQ71uf+qGlCczoOd4vqXB9EuTR7Az8ePBXvjUAw3NoJPZJ9RcZZz17G1NJSuVwzAcaGj2SxNzkYFjJ6qx2IzvI+xsEduqQ/XSBeECCPFWeLqCjX7PQrMPt8vq/Zn+5RCm14JA6RuN6VKpjtLgUXWjA4ungVK2qm/JtZVgOE8BCXYFNQpTxGQJKDSBIuUTtD/CImlL0OtfQSGmTdwKtzaUTs/cWPcOeF2O4uOIpXq7fOtY5q0MApmpqVCY34fDscHx7wNYaBE8Sg0wgQiOAZ5USfhDKm6bsD+ybx0Zx2ZPQvwSulaw5/wHS0vcpyRCfVn2sl+0LywAMt+p7ZiygJ1UQTwYcuz3yhPcSq92mPQNCbpNhOPOThu/vcKzPCd7VFMPHbcLNXd/D4bABcT/G8CMADaYoX6T8hFuHIaOeEyqDUxJhFAhL4GcsX0w2uPaXHF8C9ESQbb9pyaOs1MHhPnKVMJuzx2iPGDPmIO28wP92gvjGTisY1ZP3cnFFr3vFm1X5l7hBGKZZuPfXx9Ka2F1qvZP8pvtCDwpxz3iazDOUvLSWMaGzfiw9L9vRM8jqJQJ/9/u8qmtVgxp89vpBzdntYIJGlCDTM3416EWYoHzXcIGx5+NHySgAcMGLgp4cFxKyXwhKLem9nkWV9PRJS8rC8i9V7nG0lYmzt4u/DGhn27C6HKFdPhO2a+XlOjKMZ+fiKZeq29rI5oKvI7HTiwlQBRDRItX8VXIuGgn++/3z/vqWQC29GP4fzEHj0l+7syq0FPSNLcGFA098LNzTFt+au1hQsjK9XwZK3TRI7uFZh0+vi7f5MDI//9fnrnLSbmtTC4FeZ6i+DLTEvWbZkF8owjTGfGKBQhao+Ibpto5zlpergV056VDkvcYbk+6uksdPL21PuxjofxpKUwzPU+0/rF2wwmZ1rgc2bHfz6+NHhdW5p3OV1BY42V+nwPFMcoLT3Qqq3gOaRtPdLOCdMyDfmAP3MxOZKNbhvl+yGOEcFfPuj3CvQOyluELIWp8BkUr9we95/X+/uvrGRwBINehi2ztRjomdHZ7ZdLwDkpCmq0CRbJyj8/P56SeiPCpmfaMl/KaNJH6QY1Km7aO3YUyJPIAfrMtijXYxu+mb8jbZxxvVRW4z4788vJfhUUy/Ys3GPr08bOMwpws7iaIviNnVD76F04pUhEQeY4sNTTCxak1cTeNsSYY5inHs3k84gKILkYwLbl0XJXOmhrPgEWF1YCZIFASho8Z6kH3J2taz6Ulce9wESsetl9ZrU/dTMtKzG5cRKl0dEx4DldCLOYla/RfdF8mDIo9XbKO8g+QPyIi0nkpJJo2m+s1NcRpr0PNqSfiJRgPO/Uub2GsL1m3IWByCQVEzfEpo6881CylZOtrBwIJdPtKIHKqduSGqcIYLDhUOo2Ca8eQ8LO71X+tITS9PGS7euJD+6VGZsn/8pbLo34CFE5LKzNafRcC7NR9aU65gPlzmB3UpWMMAp4HHWUYuSzBkM/J5ckOrbscEeKBzGU5ZCUQ3QyXZZ2okprU2vj/rRS7xyxZUBiqiIZmE7oCRyQdtauPHUt1N2r4ZmVh2uTa+SuvTgvdXm9nuYY8uEh/vyojOSPMQIiyKed/cXlE36ApFiyX8PWI0QZNSXF+25K15OdAJ2HnlDQH6NA7ehmkPgcz6s48n2EYeiojNeNWkO+sdEi25gw3eZRTl9/EwXdUwfhl96OqQa54PvD8g3O5G3dNZVr9WBzghwnmJpAv43tYnUXrGpefQ6TcVxWmAnjjl0qpKTakc/c6/mc6qt75cLoSO+u23pXyYlAK2f5PT17j5NeqQna6VCgXq1hGJ7HSHosVAs775kmUUmIGnwo8HeVkW2avDesnNcAnXoJBXbfhhvHlTN4ZBGS/c48MXETbqoP8j662puiazNrgAGN//o2IqiwE1M2BCPeTmDmpwLrI7TjQ83ETiL3C8PQ2BMFDK15IKEBT2TY5dBr5OOsE/aArRl0SxCSjEBifvaSYVRBtZngeUIa67rZFtGx+vHxHqiFB9skmcEZ84EB8E6JoE/i5LRjRPgKqqc+9v16PL7UNpwSS1CG2iT4Smlma3lQO3kgqnQhSYQm+mMTVbreCyodc+H0OJ9snOponJQ5dfLsG0lgP6VZt9vElUzS2yLQoRDbbtXHcdXaUqlQ01YfvEFplaoFkV1xCrtKHgclAClCO3IdsCGhKqTTipDXIqAfA3rEAMuPugp5FTzLGJD4PFsH99UfGH1iBYrU/OxwlQjmZEgzvOQsX92wDMLEJPNP7pDSKGrSA5dQ3MGUKtnstlmwxy2S5umO7tFLfWzZKeEVKAtSXJhsKpgTL5vGgGHwAf8XjGdQLAWxgyyUdQjzeFcvLjYKPykqw7sMy9fqFhkdxnuj3Ygm1fP7aQACnHFiCM0ziBpDc+8ULZPqpfDL3WX7Ztgp5Vz+MMIwlGgykR64o0MlWlsQZeRDPUQOy6dj2wTRRlC0VntMX/XTtNme3+PwXBLr3kaKykXRyDujx5ICqfe2CJZ+fLY+AFG6qWGBwsnRGFbPLAYwo48jLWT6FGgwQgF9srxyvtGhbirfg5+Dz5tfaBDGyd4MzCp3dwgPOeGy5Fom2i/qU60L1QAzCUqj2NCXWNpEdeVL6JJfeT2xyCY+Ju/NU1DM74PRAe5+rLIDg268XsP3eD6fcxppAWKspYMqbboILh9ghxdzu6WzieWvy5gNvpO2cmJ8Ga0XIy5JpKXmCimBAcqfghI8YRLGZoM2GRwajRt+JdY/Bn8hYRk8yjliO5CrtO9HRjqps8BEEAZCNgpJYVB3zKZIbVQd5FZ3Ex2dJE5Va+WEkmXSBc4UIzMmfI0aPtb5jfZVJf36khIp5wFvP4YuwNgBYLP7/5ihZ7qV1jCjqKnoQv4EDY3LUDbuwEuPW4UI7QFTzQlrUmTD3GHhzfGmXuGj5op3nMiWsRhrBiAGnen88YNWsDhyNY4RXgPDVzmwu90hfhXRJhy8iQtjiNoGzbhJ2GWNPLzlFAREIaArj2eO75uRpOoG6QRL68qq9qVUASQeVnAGzSMxxTFMIlEXf9OkaZfvY1N6JX7EBXMVLuftGIQjOYXVGdIXgOMFUSl85gSSNK7EijmPCRMKx7jOa6xMHaSO0F5qypBhh70p9FOsiUPVU412Q65+PW4PJ4e2VIZOUvPHRRkRe33KpOfCpULOAZdrF7ijUBs8CMUoqvrju6nEagtKFi6JtCz8+3kcILVtH2phnBr4Aiv9lyGrsEAiOu1C1sw2b+HUK+CZq/oOjnO6KKNHXdJeMLdxAYK0Mtwvzze9e6E1Gh1zSRk2Kd2Pye/dodB2jyS9Hz/fz/tjQmf0YPTsJEWG1DvECtpE9X5wfOGklj8ItjualhV/pvdJ0cjIcpj4M6XvJgwTAxi1t9bOBqSzqJY3CFRNOa+b+RKIep64B6/PHz0kkOgTEbICT+NnhYqWNH608XNf0mDjdi1WX6F/y0se7ptafZKx9jeht58Ew/Y9ugaYTbq7Mzf7UjXl4Pd7gKd0awErDeM6PtN1e0uQtlPbsLixJK/XOhwobc6gnJHG9TlFyih58qVwttWJB6WOesMntdRMylx1VKpMT3GtmQhvqQ5CPndhkFIGIol053zDWFrkACPmKQLwSvrolxHrkmC+6tgmeGuUq8cBIM637jI7CU0O6b76yLdpg44ZJIeWgeL/4651GxuLJh0gWkONo8MugJ8kHxqgVGzQ1mQrdWwqEK9A3EN02sgGiDpurAOIrj9b4NpClF+/F3tq0eL4kIcKqLEmYbXp87NjicDM9oxG2ABo6f4YRHz45BnGEhZumMRGJixQiVH8fD7fmiHmOJgYpXlCryr2mU3m5ZMslP93TC9enEy9zg2lHEbki7s6XYEapEgSBwU9Xh5SPh9Jg3RKdqmN0rHJnXN23AtENa/+ZoAf7NFVNccPPSOPtlQQirk64+8z+DFThnpLZsp9HGAB12EqMyPagSHG3z/VBTCCRsMNUbCSoH8Z1J3ds+rY7tkTo/ulOD7OO6pCFpAsIS03ZYWeFMNbmDpKpiluB4mrGnV0rpnMNi7cXv/9/H67k1YddTKis94IRQgFeFtvqldCZ4uHYS6abmQaafJluYNThJnG1V1GZtXWu3zXWttJ4g2xrbpn+pXga3HJYO4RNZmIZSN4wAExwF4K8vwoPmdAFhcQKQh9fTLJLVUXvml538oqDaDDCrcCXvf49gADbnN/+EVGn63Jm6uyNJAqjUEWLbqi7JQPRHTkaDiM/icSIynHgElQTK2cB81x3rq+foccyeQScC3vi46A44llkSPsXqOkSKh1AmvFv66Phd6zo1/ieMp5hAbReEK06rLgJDyExgUYoRyzbq11wEfisWbxmGcdu+frX+FsbKquPJ6TfvcUWhmZuFzVXR2u0Go3ejSwSHys2ujaUbGckUXuYmyTWD6/USzgC0KEq0k7tJsi2hFIWr0udO0fvsMUBsJB5sum4SS7Zz7NDZCRwusNQ2ABipQaUFPbUzEyUDHmDsEOTc12uTtTN2rVswRU+IgFYFi2B+QY33y6BF/Yii4Hu2zL4vJz4mV8eTLTANAid7lRU3NptqNfJYLnS27FEQibikI6racOHBv5YIGrqcNBg+TmkznJ2GPsME2bKYJWoYk8yuujpiclbPRR27/aaDAj/ngckEcSaFakRyy4K1ieXlo34KBhHmPrXXIA61xcEq5E60ka6a0Ko0GtyDWbeMxOZotAMfUO0yRPW+MDAUhamE+SQpXMwRhldHD9o57b9/NjKDDoTOVArbpXHXTPyIoVuRcToTRqX7kRpeMCPzc7Cp5dz55Ww0ufqr4rhfq4P/ZxgBJOXzAbz8Ct5jz2qt3ZqXvL03kYGMX/OGjoMJ3vlcBp4A+VLlP/VyMGkWdMPLblON1XTln0itN+xYmPR/PwbpDJY6ts5SAebVvT4xtqV8v5TPzr7gyb7cTfiT8Es66BWUL+ewTquhQxp2VOGruWVZhm3R0h8xPgqXIYuxA2aIPQ3WNyGeOqj6tAvrfYipnPH1ElPOaLMikK8KoGX2Qy96YGsA00r+G334f+J1JY7Vu2cc46++8TXZyEvj4sYGFzIYQu+TWu8u3RTBX3TBvI6TyQwD0B+w/zYilt2IUwQHlWVAHbRGmjPKsGzZJrk18bZbS4S2Y95Wa6Kwv5n9I35x/YBIC4W1I6JjDunK6D5ajsoq4DNwxDwDlqacpCvj9er28nybwDPUYG0yfsWIug030hWO5Va83owXUAJMinVXi/scN80yxqkSmGuZvfu5Fnq3ZhrkUXdFAE3La/fCgoE8e4TmWg13GpyrGZ5+ak1pqVbhoWNuaDYyMonEk7+HsIh1hCq2caWKK/D111Yg59p5tVdobxsnXp+bXjERjeY2kceseSrAZXCdMoJY6ExTy1b8zKTXitJMFmKwH/ayqLO/7vj0c6k5uBWnc7wWiMOE7wEPhxTlh9Ucrm9tl5/EyTtyYbFF8QYuvf2L6OVxOIfNN4XNEyfWtOI0N+zs4Xiq9QSdWBaT1H13tQq6icrxQQYQf1dnihzfZjoBNOHUzIzKt4mM7tHL6+ufCQty71aoZceVd7a/q8EK8U7y9M0AytAYQ5YK6xuEmDkkZmlrTRyFWdD6shO0UMgbwyd8ah6b5qanuYFBdpPyA5y/4IizV10+D7Xm3YfvbcYM6ZUNeAEoMTQSV/ZUQXJgEJnp1C2bUy35JZX0OjURpWG0NI2qNF8i2/9HhBcgtoug/XhDxXdzAzDtFmkaQ1wOink8lNiBOoPR/wcQ4aMsvNQX/bSc6qERlI+5w1Yqb/GKmtNKG7ASH/dOB3yaf0mEsorU1cxzE2ZZ0LKZqLfswS2FvSaS1jbfYax3zQCifMlbnOpKycgnAmHGttCXSd18bdOpK6OtulhlgCdMlSfwb0QfU+yVWjmVmlx9cD/duknkW+3Yy74kXa6X5VCr9BspKacAtbWRZs1wmHvX6Dz1tpFPNwPNTL7tL1aMdkPsXggMiE5heRXCbvDzktWTpH5RThANpI10NLtVC8QvGFAkcL7sfH8/348/j+r5lHS7xhXgIhB4b7caff+JgM6f2MQBO9xJoyOmVzJZnigSPwqzQLnQEbBJE2oxT0qbmvrsQSznoDP5Y4Qrkj/N7sZUiZS4ijReUQiN7C7B6WyMGrqmz8booPNult4y8Ji4fgo9MxUT1NJZZD3bLU/s/7NUSMwjQHRWHWdkoidpHd/RzD0Ol9ASr7mNT3fr++v/9+/fljdzwZWuCwMKE84dY7w+HfML0NObkmpkBuAgOXh3JwcF3T96F4YMqAiqRtY8vLZQF5TEZYSPTSYRjQTS7SAF3oBeNZXkNTeJkD6aX2dKLQlPjkogMG99P6u9UO4U4rpZa6Q6soojwmssp6do7cllIS5mzJ0+ADqWgVXCMlEsW1djk2otgA+1JAWrtbGKeJdGmT7hVkJNAYqzNEv44wLX4xGdrz9Xn3eAzcVc8ouS7lSnqYP3xyPRwvl7JhiD5/hq65Exjq+McHFuv9OaTgLSMNc4CshNLfENu895YuWwsd6P9zjMyUrPU5tLzpE3XAu0TYvAObONayUEoGnIWJsI2mF0pdwuz36/WwAWPDKnJN1O20exZ3eNT3Yfus+ogEHrLAkC1Ds5PFsf8Qcvb8/j5ijlp37klf1jm81braqiGOLVbBnlemdtxYKQc26NhrQ1O4GWZ0lqO4mIYYHU2q9PlQ7BYb+lCf+hDK8/Zj9sMyasxNUkHW2Vl1u7zPm04LTRzm0bJPlWeohjN5V8lO+F8Oiov22lCNZlqlIkje7jvfCGJiObmuJpHKusEgbSBUZNsC4bnB2xROUXga/an4lYQWaC2jVECnUeVBC6tGvCkQql9huRxV7OFtKnWB5QxZZqHni0FJ0JZMW3t5xrg/HiqxvgaejMKYkRWANF1Y7NoMWcocXKNEsjsevJHM7ehMqfKY+d9m2pi3eXQXVBSZp6Ih3aHiOUpMGgbfSY181gKWhxBMZeyqnAkXuu6jjWkgds03vbxT+k+LlHKtxt5eMweF7b9NG3kPSxKx3X4RKKTPy/NIsCxiGvBpnoKRdD0s84HO8M8hv5nXkenDcFoSLrvCSYVny8bwGxnMXgMYm3iF/1sC3qhx+xmABgS9H13BofQ5bVvFsPBDPiVB50CHYWGCA11P6CDjoE5UMyZ7dJ6pdUsVMlULAFyhY2LywOROMIHsqkekQuaxng4soBCJ8zy04zxKiBXy3ltC98Z/4uZtpa5kdXIRNxjtWgNgjRGrnlIH2cVPbfwRjb4J8SYIsXNJoKAcOkLpkJri6cx/ztQy1jMiEDbRgSUiPPvzOVGyxrFaoDXpjpfR8iSt5sVUpuk6LSDB15QmAUrOhRToBCinc7KnBKiuSQoa9Ezl0bF6DOsqAPcQI40x+foh4In6gI4UYCrW23aSECEzBp2mGt93MVVzYg9n16FE/6ClgB4yZffb9FzQG6tTkvkQLJfDEbW2Rbnpd2QXT+0u7aCtPXp+YIau+uBCej/teRMJnOMxc509EMcayYA4veUuc5dWydMeTuEIQsSsvKBD1dgckrYST+PI9DeqPXFoV8TceqEbv82HNknFepv0RVMpLSkp7i35GBGIK43WBgz/jR7kAxwoiwROkYPRxms+89jACWT5Rqo53nm1eDDWwv1aPQUeYHhsfbKzJPCZCyqHiVDQs/Foy27+8BPN83nP5Iz8KoCbGymULiYzpBeR8N3o7sRnz5kr6zIYMyTdlJELNs/fFMroZ0TDwqk7y6bzVbOZXmvFPap7jxzx5+fwgzy3XbMFXY3QXQSUz96OALLvRwxAa7dMnN32KmvXOdJzN5B3vMcOCaZuYMm25OpEh9meXp5yepRYsfN20Fw5rPdJlwOc2VMZdegUbtTt4nXDxuFt0/Y5ZFcQE6qIR7JiCjFdvT18Xq80/O3RdZtIa6gnZ6LIo72VtW0keObs+vVKPZOwfcVVM74Vknz65D8tIsVAQ4Uo0xiCVIQmfLw+H1I7H+hquMbWCv38GHaxzwfLVr2fBVcxyFy7kV2RTxP+VYET+iiWJGfhGLHoPDCHtA2pAQJaam3N2f4lD3SfPumHrsc+0gEQCldlAtSFewbAdNF8Ta/qkRXs0zmEPHKkFfi+ZM5s7+oSsu8A9YuSxuNSlEuAmLhlDSjNJOJYm3bvh0gJrga0sV7o0XZdZI2EvLa8EgJKA4kU56ajCe9lwbe0XC/8f+ivHDwB7WT6cdEarT/L3vUvjzzHclUV10qWLmtTn/0z2kGgWeEU+lk5oO88TUjMDHOkmyKXzUZ4/7wf0vF3Z2xkGxHMKH4ZpVaXFksUGhUE1udjwnzTEaYOPJ1XalxmILhGF2jfKFIkXpl+xfsgDnyFLCPKZlabYNIoj1LDxj2KV80VbAqixMygn4V3ReL1+nl9azRI9DCiVRbhVt3h8/VSpMaYChIzMwkD3iQ0NGl8a2t6EyYAtaUSFrQphGaoZ0BvmbOgrPjAIIwdupNqhCtm+Mf3k4xu4kLJ1rsVnrM5aAvjhqMNyNd67AEL48RThpdMqWQqYZCR1qANb512KFnjgaBVrFOnq2o+Y3TotWzSLRAQS1cDpNaQcucosWLMyaPEP8pvk9qmK3FFzKokT6qsXF7Z4Ou740wyBEytgyqT2nBTpvNjyvx0P5Zpf1WaNxhW+sTg01s2g3IA3I8qmYK+d7RTaXKpn1ZrCmdPXpCjrK1wFJvcKhUEbmruj5bsTJ0lWa/GA5/kCSivERHUfEIT2gxbDj7w/dzozDV83B6SjraqDhOnLsGNpDtUu/R+u319WZkeVp5zoLh/slsyxtwkRFyr7Sv1ioQ9o5NSJQbLBHYVWNa5pqpvGJ2RET4m7f5GZHUMAmkWbzad7hhjk5Q12BY8sXAE1D5HWz5ZkJ8U1YyNuTV+VzPjA+eppc1eWVfrbii0It1yLD45Y6zce2Y6pBxm7sVCwVJ7IeJOIRWSlUY+Yk8kH8mLrCMfDoLVxhN2MsA6CvM8rIxcZHyBFRE6CC7S2TiKjqVsxAZRN8+8ghlaShsaK+vkGB0vO+qcBfsXwifDiDToGahuCcHLVgLf/CYcfk2NcgAjg6NERXqkFjakJK6DIY3lrz+Pj79mK3C2LLAxH6oMblb6LhXYSQ9vYrRZhEOxgXo6TZ2tJ9dvbu7Trou3OjSz1GNhA9P5KTOVNBs1IXTuElnp0V6WHUvxLmbWulNWxzF3Zm067LHEVNHRbXGtDU0rK9DMQU2S25HopQtQuNjBWYI4BHVm698+H47MISKO4ZUFtsrDYQ+bbNt1NmSnK8y5g7zn+/3z589gJVjpMdFq2fUPGvhW2S0ISJkRokc5FABG62qc8w3eNIddDLUUSN+DXM0TeH4bZvXWGX2AYL/Wy8b3OWFwtd5c6KfaX81D9hE1oX0KfY4sFcFUmttXNeOv5pC9AuP74jMA09GS91VojSess6UFmrwz6T3l8a3j2helckuQ2ZiBdrFAiKSjSWVnocTRVQb+KYeLMKxmnQgvogxbcmwai45cdMuAbK7EpSn8hljX0go5C2MrJaWJIMvsfs/bcMzw0ihGSxVMrdWS7wh+prFQhafv7wkzfj7efz7/1GiJp+M57OEuKVGHBDe6QKr1tTsjYgx0X7sSOJvZU52SaDCrqX2DrhBukl270O4I8/IOKI1whfrj1l99hZI6eyP0YEUmd4b4EdrFQgv6/Pz8EldEugt0N9kN8xhidDK/fP5Q8sYp69INWKvGI8xdbaff8fqL7XfwxyjGscozokcZNGeyKinHlrl8JoRzVjIZ0RVF3GL95+M+T1fpwYhGelCmy3Qtu5+OyR9RxSSbuZNZVaZF3pgi2irIXe99FgpypzHIHb944skwWIA5qzqx1ahNIftXAU75qII0jduk1oBVSw/FeMHbY3aw2t8potiSovlBZSJpv044VMZpoxiI7v71kPCMRBeMwu2kuHEzMz+ktaUS2ISczaEbelyLtcNE/biORhWT6j2k6LfEKayruyidnYehdAOwJI1eGAkpgmolwrVNvyrLq2wiHFlW/twJjU2PZMwDNXdkU/ECxNmQOkThVvSSp9FB04QgrJNeinz7DOhiziQm4D1szmHt0oqZOknmmO0s8m5iNlVGh++s4ZP5QOoVYRik6j/e02GRMHybrWVMLNVrhSe6AsInpF1Ha8I4OCK/KlWYZrHsi5JMnBSh58Y/dfBRAwU7ijC/tlPFsBJ/9pjIECOJdX53O/Sx+qSK4FCZb2jgIEGZTmEdDNhfkxl7EkOkjzgk6Q5HVpE6OwyeDMPi1RPMWaAyJV/X1RtDu0VEZ4C+R/Lmbb6eRfcoMFsU0VOkcSkP7UWPYMM6XicaRcH7BMeJTrafDzeWxUyFZY3iJgDIp2cmwj8uUd5d+maQPeye5f59jsQMluqEJpgeRQDHiGRIK9qrjnD+MalsAXRTd2n2OKQgc4xOEvR/UE6QErUijyu0HBltd2bY/DyOVBWSWIrjy+Gg6lWpqt9MngZYhuG4G4MC6bxVpKy4EL6ey0exP7+MPzd7rKYtfzrzg0ueFYPU2/eyQHUxfQ3i+o4Txf+9/id5J3/eDPB3AHCxuwbKVy7OSHxhBc+7OwJHN4x1J7ux+fV6f338EVxVeD1aXI2cXELhkxWxtb8gObG9WFeVed6ILwcdd/4nJSQPbBiViKjjeLVMgziWZ0UO/UzDLcgrFsiAzXCoSmwN532IovHMmPZpj5MbbyBxrvl2U3QuJel2YOhzO8yPsQ+mIIgJYWMVy6D9iaT5eIffSWN0yI9dSSaTCBYg7zkyG/fb3TooQVnduIRBSJCQHbkFx51HQu9oSwwOfUfBRYfbWrv21aUGePZwdyAFPR9MI7kqKAUUssJt2mqkqiJy+qimf3zchDjfOu+kEXWpWXxphFUywDPajFbxUUdb8YgeqBSL8hjTn26ezNZ+0A0QhzxmjXeA26bqtPLCqgp6nkSrC3ZivgAXD8osWMAyFblQXYw9uVZ+PelVE+QtDDGusl0wPG/qAfrtM8Mv0BMlGtja+2dqa6Elto0EmCG55ceUzG/P5+vxmMKshbN/XhoAq7SWuSlt6AWchdLZ86yITddMAOk63vtT1DPLhI4ChNk5p9VVr86vBKqn00bvkizFOPY1eQRoX9uopCudwRrAq/1eheaTKKsRYP5gpSOXKebmtVywY9U+5VLP/fGYaMD2TF/RodxVFHSam/HTS2XqwW4BZFGZ7FPATHn2YpwoX6fWd0IcFW0LV3A2zfZo9XjALLUjUz1XEj2JxNI4BLm8U90BV1Sq8vy31FtOO51UIbHtAn6cwyik8VoUuVVki7yvdSXJrkvPs9Yo8r2HO4TtkgOQjiwA5TLNqhHcHsIir4F8qtV5+6DljKiBDwZRO2lgTWKrDzsDEkZ3a87dCN9PX91YGZ89cRtmlOK0wz8vpOby6YtfhItlc+WNMPp3KRFYyQVj4JWXurRUHBxcGoSRCvJBbEYoz3L3RmBvn6YQ294zy3EuyYuvlp6Cfg3QYKPZCuvXw56Sht7yDJXQpwQnCGoA5davXPcQPcyvFFz19ISJ2MdIqs5lj8h+CvWqPADtn2bU/ElL6S4RRfloY76lJmYDVwwt7S5Y8hKDIFzZDhsIsCUW/helhNVIcUXVexIGRQ4plvFSExukams+DFRsXyXHnz4ZpQLzpDRMmTzgqDr6WXvCSmEKFKeaOWQPh3niX1KCoPUrHXSVQTLvrhUMel8DoCYEpYPoJAvYawzu2Mq1p/0gEebyu5p8jnOxUQI0PK7t/X4/PH0utp/bQkiJ+MZxSc/sug8XJZxYOcfTS0x2+JjA7qlinT0mHLajbFV/nQJpjEMzt5TGAbzpfDhndq8QtnuNdtCW17MCRfrF1OrHF2TQZSAFn1C2Vkx9KE8uriee4NEn/jkn+420WlmmxPYIh86HSbs1JS8bFWermXxoeeoxYro6D7E08SneSGqHQfG697xhDReNe7XhMut1ko3n81tWQY4sQ0pakAkTfcOAzOpNIe+or0RGa5kxlqeC3HUJLSiVQDVfBVQFyha2RVMemqjely4g6HZVRfIelYk+wNMDiMU7ry+t4/FWcwdXhDedQqcMeBAzbLqhSE5y8vianE2Te4YsuOLRK4k2AYDihHIRoVpJm94PJtFrggmPBpTugeSdz8HTQBUvubmu7mWsSM/PSYBK81SsYhq3QkzwLKghmW+tmANMQFPt3G0ASXTLF2VXhG6wHd1IRKCRfUJwZxx6MSB9QLmpSIi5gS2XeMb0rHwcVqsCHjkdE2/doJL5KQLQ4LCxh/zI8VG/FtaAbxfc+zOPnFRZZfPpSMwWVdvCx+yHY7YQuzg1j4K5XO+Z0CaCd4rIPNgkJruUJmWciqkFuTobIKZeFmnECL4rn8vVMpzteDqDZucrRn8hFea0l1M+P3pEI8dMZWkzIwVJp4u0LotLvEb/Cx8TU2XTYG9Rxr4kpkePbsnea74cf9bSgmVSm4W4kf3e0VOn1oaVgcVBcLGxVbgetFoN6rVUlSe5Vaeq+zOV6/hBE0qofCesz0XUIxPO5AzJNQGwAHeqpXMEfQYbmXo1Qp0H/8ilij1eDbip77WfBe4sNPWm6NH/BMd0EonEYvVygu9//Pn6sjJ160mdSmx0JBA1bEBX8EVTRqexV2r/buah/Rp0fxJsL0FGRGw8s6V5hNRXvXLrD01XAq457d52u5ZEz8wtGGT9CsVg20bX5Q9N29MZ2GETqhoNckVFFoH00qIm5PQVkkqnQWTaRuunc5kykiWmS0m7AQAPNANskIGwRka8H+vpx77EdubgWQVAN+eutqi6tYLi/2MyVaM0SFJpqDWALgEkk5FwRX50thUptx70CbfBqJAx86l0Zr6/X0OYljIKZLXQDJIP4x/ViffpubfWWLacXYpzIvMAxFt4bQQ5pb5VgRkcc8jMVPkdjsO6xRylJq8BKushsDs8lfa1maHgfhiIUo1RolLvkim4BtKks16R6GyY6edBmKmtEtR5PIR21MNtV2sWLU+S/pmbit5+Ilsabd/2urdwICzIJuEZ6XNUDm5eT//GAsADZ45Sdet/IBSmspHBuHtTl8ooQcW7jGc8cDc/59egI+ELzfmxvh45Uny2fbraXwXqUSl17u1AIrQoijw/02e9OjxuupCYdaCWwHYRdlIhKyRPiX09n4k+PbpH4+jA14lWfEbawyUMl/XBxMUFt9rfGisPInUe0MEWBXz7u3OMK8Pfnythj6k4RvYEKmQpoKRekRa09Jlgl+dzxF6z7TmxaVNhM1raoTlb3bBt/KHj6qu7J7k1sRNReH/Fa8rOk94kAjrNTvG3JCGcf+9QnVhhoOqUfnZZsAbtTrmaaNO8ffwHSsD2+xPCNY2OkfTFGES5JBrn28GmV8U3i1rHlt9QUqeYyS2ZdOdWQCev1rt7q7/d4ftR6GjAnGB3bJcVCCLEC5Evx2QIEQxihv5XRdlFWA5HnOykz+ICqx8Uku2l6R45t/IZ7R07pG9257nPeqWA3YLRrhTceR72+YedqHQErQAsVlZLdWfAKy96gcWgKYTL1qx7PX/U1+2UzEIEOikPux7kqTN1bR6ZtCTHKn0PeB22GA3svfuj4arpGWlIeo9VhbbA6fNpJa4dN+ruUzqfzZRpu10mHGxIbHV1cofuH7/J7s0YB0VWAjYMX1Q07ddSIrYNqohapBBWLyotDy5uKw5p9dKZRFhdbS1OXxcnE60jfrUoefW6F/xK8FqhGpllU4VzyKPwuRGwS3V6d8pIjRtXhlTUJUmixU56SQ+kQ9cla6Ce2M4Sg0pnj9PhYc00KJl2gJntrlq8LMF9hFXzrA0LUmuJXFNwXtLOqGakyeIYeX+Mnjc3INOb000QjbxN4JvkJ1mVts0Ui2olgFSqorFHH+Hyef3FKiDSh3XI0/RXRBnxFCU6xvZmyg6uIpvd5Du7NnWTWfgxDSZbVi40nxbrfkjqKBDUNVsORa43HVs3zUI09Tf6rnRZcy/RQZmvG4bjcOKE53ovvd8q/Rlg0rfMuHJPUo1pWGFCoNXDu+UkSG59Br/JLMyziLpEAJHYkAU3k9fkX8MUiOGFw1wsfrEev39UodDsCB4zCPr99rg/ZnmmCjeyFh8mi7RcrilVGSNWLAdml7GQrdLmPCOM0excTAm2hW3NVWZqFRHs8qx/JWJVR9XV/aT3TF+Y97Pb0qm8rJUYinqxoAPaEO5A68jD47OW/xP3vh4vNKAYuoOqUZ2SrcwcfT68Ncom5Wr4lQSUZt/lcedbQ4u0bNHE0JX7z0XSauIOBHsjzSlSlDDoBSa72PCC8f4yF/ekdTGplAu7xwxEN6fZstcGL6iWZryvxx/TOwOQWOqGaUtGMIck/fNxezymxgZkG9XdPA9SHWUmE2pO2YyRw/c/99eEl5fwj5VyK91UqwO40smTXRT9JQ+rm1RU7BcG48wiTFyLKoZ3vflC+/yNCAQUdzcN12A6fjuIaKizI/Q8lvvtaw7/9zcK4wm/DB94uhRK4qqfK8n3BFXhkWpc7HEowFqAcAsIG22fBUB+RUCQeD4hIAOLuynT+sW0n8CNNP1YsK7OxjyiVNzxjktiyZFvFQ5ULFsx5oV+vPJ4O5Wr2r+QnLXhbxJ4BOYiK/ZlLEvnANExiAIOvGFWLwjGXZOxFHlaf/bpYHzz8RgIr13uS0rBCU1WADYX6I7dSYJqUXu2ssgUD0MAROVLSkoZpKSvNgGm0t9S267qYaHPXmiHfWc2AEJ/0JnsKdqqJ/6V+yhWwS/cLwScSqZNR1U1S+nNRgqywHyWTis2JbKj9rvI35ZZ+Eap6dAudKhoEG6qqWQaLhhA3Oi9tIats/U/e0L8zN4jFcOu0W0bP2Inre+b7SEBB9vE8cNuyHGvC5zsWutshkbBGYAuZ2VH6aa1wbQCsoATthW+gxMBEaqAdJx2ulAOJd4trfiuUrgOMKXd3v7GsvIWCT2ZopHMC+oOIgJ4drQw7KbqkntnueuJUfTVKakn7taEMegG2uIoi1pGSOb4ZbtSn8+Rpns8bt/fo9BIxKmJkbFFs5Ca2Tfs7Bkc+nYnpVph1ZHe3aLEvgzSScafQ7E3VyRH3WdwWpvU4p6c6sxzmkUrHZt+CFP4Eqmj2t/51CDX6a4FR2nUmzJLyDDsNzg76qyL4BqmQMGtRlxUSsLga4WR0/yStHP70lfolU/zAQzkdFoG8c/P6v26zvOHB7/jGJZc5KRdotZp+2enXXRZ8ug9g95ZhjsBzdp1O/uJL+hDbPHC99fWd2ThVgVYpNnnB4+RbuGblDKWOW5QPGAZ8IH62y0vlxmomBHPNCb9c595ZJbTmTYs2Rrwo+59HnQIcfE3dDtTqcF4xjbaAakjwSSgM/htILFPxkVWs3B69OUELpbEj3UP8A4M4PxiCRzedwhh0XZIjGfD/Lk5WPzwOyrxXfJz5I4M6RrDVeQjKLhhQwpY7clq5TAd/bePh4b0WNdZQag1cq1t6WbgFNK7XEQs9LaoFXB+O0MmEnNlosPIaD3/ajagpHr6RNasHrs04URG3VBr5cQg0en9WRJNiJ3t02ETDN1cqLZId378mg0Ccjand/SgBwxP96G+1jrCCsLSVlhoIYMWyEnDKMtDQ+ilcUmrn70fz8q436ZB4lqxJu5kG9rSdOQrySjW1geCZEhU8/SLk6DrFmyeKrZ+7PPjRDob24MRxJZKFTXM/8dPtRsSYx0PtfgTJ1mzE0Tz8/ECLIV71evCJVgSIRR1xyWDbKnDFcRNraYMWPPMYo+SmxYyDITayeYdwkGn89jN39uB47almYAcYEQCHhNMQLpusMGm1cmbEcXTiS7+uql/JdchQjUI6ySlo4+ktb64+eWluAYwMseaZzATup/fJalTIkhHq2m3Hg+K5YHG4DOTSQBe8Hhp+ecAydxKKuHp9Tu0j+1aInE2faZiHJXaDVSPmiIjIWZss9rNO3xCKjlqGlAuKJBNmjQmS4dt4V5lDR5kZt1FvlJ3mjlISqhWuJlTlhr+qbu13e0n4oHhd4k+ef08mwGoMhgaPgDPpV7wJIxtwh3Lvta/CemG2UGoQ5hxEMLhC2UxMcTUpuY1UgzC87WH0EnLQs/xZXalib3UESXSSuWwPQs+GCBq/GL66eMnb7dv4Gi0JSl6QQ75jnvKdaXSniQKjTu6T5UntB9mLP+m1jEawN5rCk93SCx2YN7XgMxIREO6g76eQdItEqnoHD0Ynx7rglJChxbYtPxUk2eMSj8sMZmgDJc18k9HFsf0XpP/U8c8+6NOs7nLmqyvOyoGP1Ba5oxZJjFDcfoh/1jpfAxD7VvEsOLWkagUSlCmybQJ1xAUHMjKfX4+X8/HQ83McmeMCeYIphGx8UcUdXt2nFA+Hg9UoHLZXkTyflPB1VV1uZ2exv7tTITqQBPI74r8+pxfH3iu/LIJsudLPTreljJiWm367POHnMr0wUArW3zqlCDlMu3+Wr3Og1lnkYaeTNCd3P/7+/vr6+utMV/DTmJiZIiTIWxm1GpHBpJnLiMli5UW5wEIP7++LPXB43XeQpqNXG0V/Ej+wVBm7o4TD5+44wjvba9WuRXmjoKJ61GCr+bFzJxI54GN4GuoaI739zEgrqzTxz15hmG3d7EbjkiwXdcTrkMFo6+04j2r8CQGYG7kAkxs+S53feDqfqzRSJQmyvhI5a5nq1iffrd65sn4n9TPVrZBq2QLjK4xGfrPyLZbqmIWdlqcRlVlNF17g3Bk9O33+0NqbU4MA2pGwsqNDHqy7gpJoTIJD9y7tFr8CneL5rrO8dtqHS+0DF6x17Qo/4pO6T90Amjm7bmGfcoNoRM2wy30DsDoTTyZzvDiVk0sCzoX6i2rzX3IPPeOW8vjCCZrC5wdWCs1SoTox8h7elhxLtheQPbQc6dkKiKgEliNjshL/GFD9Xq+H1/DBZmblhceveVJfKye04lTmBkQrh6W3Hg1+UO8nzfdH/fn36ebBuV4qZ/Eq0ZsIqlGFyTl053GgW9FsWbpflHqmK8dol1OXZy9pCMO9i2OOP2dVZtJE6SfMW8wXYruLBsK+F05Mb2yPkj78hT0NiykkS1Re9qCUa39Z3vHEi+4nolhkd0j09XrnZEzNM5kJFcsIwGzUS+QFOr1Z6BZ55P7gDDg3mnlRamghgYb2folKx+MHjsG9WB06StFNbig0zZfgyHvPcMusRIDanNH3EEOYAyUpKgU0bqbyxF/h6IYMebezTZWuCbdSFcw3i4AmHHr6FaxxcCQNBD/E0ykccgTpbIFIbfOB4iHZgs1BBiaDAX6MJNH4Ysf4oinyW1MLiTyzeeMZNDU+2/rVKYRlhEJgazhy0mEt0ypY4nKCojF15rKBRIuJgXxdBpbJ8Jl3RU9hwdykQHiQxCw7nwEK2/TmiOvYLRYAwNCMaKSg57OWO3H7fU9r+lgays0vqXR19FDHaOS3VtUVZ/mMlTICfZ9vt0QUI0x1MdneJ13FAzJaDm/vpsQGA7qlKUpYgin8LkoscHF2Pb1+tw1+0o0IACCjeQWRYakGY2K7IF6iZURcQ24BN+OyzhTmFYeImmLacN4WOkUvzrma7ofMa9tWMdBszJGMca7p94gCqdb9eYj2jrid00u/R4Ovs8jA9/cw0yNaCJ+AoUQpD3IUS+WH2IolkyZpHqibiI9QFX188QJNYyUQQtWMFEGUYzGTsnqV85GGhYAqIe5o+7e6UGGnaUz2YVaaqUBxXkXEjVnfLazrYRQRKBSvsD7vHwYqPlzZ80WgmfTHpMChSWjOjihSIL9GGCca7YFQYxS2Tw7FW8NZO1vneRRtkuQqrNGYsyknBOYp5rKMNa5AGuKFoJRVDrVpNtMZ9IBwas4JoKnFPKVo4R1dsg3xZXgvtaRenuaOeG/upVlMSpQcNo4vaM2ekoECX8mj2ApJ57AG2HPpTPgMhuvEc6dv0sixQKHOpiTnsUn2nEqordk1NIiRw4AbNECp7jiII0dkt+jS6elZoFBIly8nuPcxinOB379eXx/xw5IQHd3lD4uNTElLQGszxqpn5GCCrK498e3Jt9+vL61yXVXrh/SRezqiLainzgxCTtK4wJaA+w9bwO9LZnVuZ2k3TJOc0EcslxLgsKKtxH3aY70d9IVJnKuBiDPyfBTMZeVxUqqnw4LECuTPtBIswWm2pi4NWWu38pJ3mP0xRzh3fFdTXx9Ip7PgVGa3PYs9BLrvAkFHNFl8k3h/s53jcVAZNXZlx3v+y3Lk1B24bRML8gw2+3oNiTqe4xPtDknw1BTlGQyDupgKLKcSqD5Y/UOHuxxICB/AQj6lDYwCKMY7r2fo4qfjhXbX9fIVGahheKcKe8Q1EUDDfpO9UrmA7kRJeYsl8YzyC/KDtXXNZO8JPjbmohHKtzTMlUFWh3sd3rtkmAnPP5I+uq4cVroQlpOmI2LqZQO+1kypCSMjmfmlfeJ4jzv0UhLZIGCMrhlYKerlwk8//58vr6+FNCokc9+7f4gNqBaGCzPaJNNxFaV8ppFOqxeGAaot7JFKKcF8f1+7LOYt2hG5NGoJuUdl1kIYfNK7e/qLdOmvKP5smW29B3kIG4Vb+Fh06JOSP+nnptcWTQ2eBkU7junIt6CT1qBdWpouq3hXP3EWyNrxXvSZDsVp+IRhQVkOF1stPunVWnGdGqeEvXiOF6HWwlNUS9ytS3J3niZo2Gkbk6XW4n2UKSnFIcwQ0rvwvplDqJeEBGx+RfRsh3wYOxGKHyqamnwmFdNmvEjFfUd3VO7OorUfagevmz/ZBaWA8VPPTIrmrii7f6B2uv2gOVWR5pcQTMRgKCOuVvD/EJKODMFTEfLRaY9YWtqJomFvOzv98/jz3iU57fH4OpawcPpalCiNUyVSJsAyIwdn8pQwFQxPNivHc54ZZtYidDFzISGW3hpZayJlhESW84Ix3GCVB6fIidTYqktqkQ2ozD5HJUjHt//FQ1gtElGhR+JmhO1D2nqwvsHPzMhRGhf2B1n02a9KaAKaLWGb+iUmw6IaLNjd32lxWzwbdbYqOrGAfcmeLKQ46V0f9JRPLep8XMPcTl7s9lm1+mQrrgfRJoTCUZuR2a9RERs/VWQ03eNSu1cc4dx5x6R1W5kXbGK/fadbOivyGiyEkKdHKaqP7lTh+mll/2l+UBTvSnVzttBj0RS4DlUc3dql3BhjQqt/418jh4eavVxQpOYa8iDL71tKrK9WzS7TxGJL6PPBx2OqLSnkGWXlp8ZYJR5GK1WOYIBtGtR3bhMHy582qP04VDCWp1lhWFdtYcne08E2YD1IGeSxTgLJUIiffCIDMfhhI6JDxxMV546vH3P3hCuQSGitZpav5SD5lB/TMy6+97/V13uCh5cpE5wY+cYmasMm9WaOxPAEwkUU0iRCYeoz3kZyovuodv6bwkhl6qdh5gdvKCeDcY7NKhu8kannKEiP0E3J+cbt3SHJtyCv23aRNTu4G79riI2kT3PaiWfNOEKkLWpl3QHhB4yq8rkt5G1OIQ9hh6sKMa81oHhvv++//zn889/7pMGHhoZPoAymXfVvgxmua/XxUApRt6mc9hMJZeOUxrUvJNRKXOhzwetCXhEGsK6ZxtjdTpJiKiJKXMMO4mPlKXxLr3fvwBwD/kQL9rUGy01FCWBk5nJhqkul5T61qKyW6Z8Krl9jagWRnnmHtUTQjRlIljiVPkIRdWEZq0y2Z4Iyl2uOw8A7Z+mb359tmhB9mAIczxvD6YlWC9USlcmPf2eb61BaTcZEOgbFBL0gRk2xpgjc6wkbDyvvd81oFIK9hPAWHscUmucLKUZxPBs88dzMXrH1GtmvNKLq95Xy2AywkGKZZZlw2wetRowCDVW8Dkp+CxIomgvtO2Krh0VBvDrSnPzuGsTrWlTE+vo2VPIw8gt/WmuxSUjA/kVGjA0tT9zThmRpRxGYWEaVi9jYGMANhbaRrYzLdV07QjPTdSi55s6oosFJ7T0gRuNRk5T8HJtTrjJp0NZ2Di3nzeqlga6mfqW/Uv6F9aPAsWhQ/YR+Fh5gKqnE6vvfBEEPY0D77hYbG45eGQsemKTu2eTnAtINZhOqQktfdyH1moW3Ohuq0tepjWqX5lUfjwJB8g00mgLmvJ84BwYnaN9lnpXmysAqgNdnjSvMDPlmH7hKWep0PFNPpLtnv1gldHDcWwmWQXzqdcWO/SB8UcR+CbW33IEJWN7twLtEgkkCnR9EUHYKOmn0rfPo72/c6I18L0i/pC7JIfRB388zcz6aBnN2X/r+PDK2jdvj/hUw2jIV7M77/bdlLaxj02h3VDX6SvzhRpIrcBOelaWV1iqbbKH1kPylHAnusWRE8w52R7/7rk0oH/+SEH7aAtknMCcEEXhPx/ke3//+/T3yxulzpmnc9ITxjs+or+H40+WndcxSD2XbYhh2gaD5B8xJbSBRib+NWN2s/PrWUN55f88Hl+v56Ru8AaNv96Z516D9/fb0qafHyO1MjHN7GoJXvtgol1j2AZ2KPtBCKKH4YUPTOSEAtNeNumL+wzDhpIRrHIauOAMZB5QvGPxQPc0YEOEoY3WjnrLz8DqV/A2xoHCubEmnegeQ812N2iUsY3pqVuJnUsxoWtOH+x82oHtpm7CXASkL/oczw8x/UZKsJZbpKIowBvmYRvMcH36KE1sQ7e5KWu92hxGQTn0PRxzF8KkgvTX9nQHT9MtZIDgfDRrF9zAY1EuhMhbZj+5USXJQDZr5sPsjcjnODZ1plEjy+VUjCrn+OBW1GJt+e3APh2St/ITEDc3ckhWXNXqZDONNqpYSbE7D6veMfd5zIPNtaCghI3jmsFy0wsQrN0ZKLjSwtIrA4ZqU4rXa+7ShzO+/uvxNeFd6w/g4DOuRo5/lbWXepAS4sIZiXqSvnrwY58mfhaVr+Zqa5dyp40DOmbpDMBpCmhjzOLvRvFbBgwRr0UTH9WwUzkOy3gs+5IA3TimujyAgQrnOVXMyw1eFETmg+IEayO762ZhPXLTodXnEI76XPyHhMtILg+T43l7PL5+3t8UxQQGhJ37A8121mRCBcwFaYkcsYldUuqmXesAKB6Px/ffb6OXH2+rTO/0kJLA0U3JnS+irRseYss/Vm4DwaZAm09uJ9UR4ad2kYLMWqVqPFDPTzNSssuQBCIHdSTk1dn7xUH1ZLOdwr2Bz4YxiSXP32y5r5lMtBWXuuXXHZjb++c5MFCpZBaVMKOm67OtnZeAJWXhrkMuIl0/0S8UA06RPv2RVgdhKXO4yPzhRoCUge3HdjqADlAetbcEt4723PN5wU1D5ic1SrPY/rPoUaWCu+ewbRXOJKVEj1QLnbVlS/TEHnvsGJ55bjDasBGARok6j4/Eno+0177MBdEzvQ/bhcKJkbhzY2x2sz6UcmIx6+QCoWL7Kt26Rg4iiIcZOXfTEmMAqQH0frcNe5+n3ZNuWURoKa6Yi6aCR1vxj6ObdkGaIy7Qd5IFK3iPb9Wl3mcgnPUdEDRqUtslgSF4WMDzUWWcxlJ22/wZuzxPyVU+w6GCahRLqp/0ZuG6YIexQxqzOCjOSIs+DA+fQVKLj4UKQrIqPXfR3UuAxb82kjbH49hGyXjJbXrLZLq/eufYSEcvvfZbumDty886cz6nK3zUQLYoDXjpOk/iiS7ozuCA2xMd9K1l7JM6AqLDUIKt6JKSieSu7eZrW859uZVJmpEDoPIVrjGiLG/pHeE7kVPxBYzTmfaxx0xQkL0bvaw6bfgfKlAo5ldJ5OgQ+AebAPFk3kse1EuCJfbQLhfje+RkBv+QkmfP3tRq3PT6I33CTwTXRnvpfv/796U8Zyy+VMmqC0LBSkCdz9JjzrnLMEinqCV7q0mEweQ8evZusZvKCERTpv4y1ENvtJWHJzytjwZcmx/SNYFF8CSd2+f39/f7CaSiGrsGVSSMty+ZW0vU5ef5fGkWHlg7EqbZP2ofUpDQMOfoOA3O6rexSd3joD4tK9t7fLm6+K0mzxAYfdT9/pjO48AiRwc5nfrqbcN41QDNdyjP34k1pSddQazBOSJ32S67+mYR68DMLvBJXrM8xjUbjKjCOlOQmSbU2iXYnol/Dh+QlobbiNJwMBlTS7ExN4L+u6cguEcrUXm6xvU5g4a/f/78n6+RGjKRJmT16PunFxyDCv6bPE052PQPHKLENXlqkrEFWo2Njeo/36NEZ+mdtNhZJUVteO8nNeRazM/bXY21O60UGN52I63qVe1vBObwwpd1Vgx8O53CKijaaszMirf6TlodfL4ylL7VV2hLR6h4eITDBRS8i1Mpz4pc7pSagApVADWQ+e4Gsguimjg13+NFWFx0X+E+Tm7syK6P4z4zu/VXSYmu3BHPpZfRvb2Z2yUkoV+oezhhkA1Q/Q56erInPhVHnkb1053UbWo5v/cE4NOnl/2wVLvEhedyxgqd0eQRJOWNyTP9tJJUXACiJu3HW42xTrPB54ieWzp87eF2axtFDRHJYmNuuHx+v77GIUwG3mXNAK7ViJ2y3lOFRGysqcj7lMY6MUmSYXRqW/h8fD2e04Z9U+KWfpMFlJt6QwNxJB2dbQO4B+bepgmLwapj7Bdi1VVdkGJRb4I0lxQa49IgoFqK86UT5j9nl70cPZOmOHAC+xP1LZWZWAiKF8eQtxNnCC7Gryt5dU0Sz1LMWRoIWCqEavr6JKW441L9IkekWi7ov4L7ipgf37UhEwhpd87H8+NDQrjbqq3WPpPM/bxs5DE+dqx8Mjqo7ZY/XV4emWOwanU6ZjAwdD5HB6anFYBcYKmF884rQlmWIPnS/rOyjiPBSAvVkcYe5r2/VPylaaBglnxX7G5xNddd+TKwDGJx8KmGrMdzDTDYPPS3rs8VQdC/Wd3i8jtXvaS1YwXez275JTqdMdJG0UeeAqqhixkZDDuqz9v337+3z1F2sg7voabu25T1EBvrmJ/h3MON3BNFDGTEyiOjqAtrAfu8od8ZaYsQgDVd5OPw+64ij/Iz8i2uVlt7Q1iyCHs2rzQT70zgA2YQWxJCfskexzjI/Bc8JtcawGA9QQGOtVAVHWhaj6bzYegXATBfiw63+ggE/dPfwWdedkvU/2BLTIfOcUq74now6SavWrG3WdvnjrDbvXPCLMv4ST2hD4N0M2wZYgtUKHRxn58qBRAd+IKvyINpHi684OCnvKD0Izmhu4kyinE62SZezzw0AjdaWj0cTzIhblgPbrIACpS/p0XDRKBXSFMOSAsI3mGpOIoP8JzkYWi0DYgTCLiIZHrS/QG72IxhlelXVs6W1vRaZU1P922rZHdBN/0s3J5m1W0HYWX9tZRUlsuhmSYdMDMbk9YSI0YIQK+7ux9qBNoO2DPq/9aS0siIJJYqM845UC4371Sp/OfxmNmywqcl0qlFej2/R59T1UgRSoVhSI/HUmIFRIuudzBL93n7PSKHF1xlQTUshUyzpjpnGEJJULD3Pz6fz2nhE8XURE18Z1vgyBK3ZNHLWA7pxbqnWifZKpj3WEkxH3zcnJ6hNzNEXHdgEzZsDBjb4x0lShGvEMLfY80YzNqQNNbDtgI17+hLFVTdzxb7W4kH8fvaaAG0ZhjXUmBVoWyX0M9Is46+wxSlRRwyXQLTHLRhcaIZPRcJbEfbrMwWHsluk5fm2C75TXPYLQx3Fs8HFoYQUllj1ZndbofAT6ouRlRiNzOW7VfgUiT4bCh1Scyc7FaK9NEa9ZnBKs1bCvDRNLgZPHbS+TZ85jNL9+ZvBhqLdDh4MnMX1o5WH0KNjJwWT0xwbJ55ndQla/0Vu/veH7ev4brO+XV0OMXhLtHPx880cqxoUZsgQitq6tOwTvSkaoX3duIlsLqFt1mrKGQmYmsBkDaNLfMuP4JyBwBYqLNnppnnswGlbcvSrEPYuzy4xPT8QcCcleFmh4dBczv6c9rkX3pPbkv96rpqFcA57swXBZcxQPnUzcKd4+SG6O4xSx/ff7++Hl9/bt//HZYT85Sd/CB6aNFv1eeTpsz33uwKb+I9dqP4In056JA9v6eB0Pq0ZSgIfNlnDfl5IQwCfU99aEbiRj7qcHJVK29+eASbEhMGOBQ4rtmHqUTZS0bCxy3Hhv4KHajXyDkhYuZWK8g86MDBc1YY1Dz9zPDGWy0s8hX0dxCqwijHxS+yDRHuKAnAq2rpInQnn5XX8zW9EnMJ0xBRtw3kASpa8NnMKRqOWuB1pn0CiCm4O8FGdcT7eM5jBB7pTtrS6SWdSFgrd8mUyIQhLgnWWgpjKR29BzQSoIJWGXTpWJCKND17mzmFKsAlHdnmtmLq0DVTObRoEkGtYE+S+I66yZl2PCuvT+sszgWGIHFzU7u0MPmkH0WXE2TgmXfrLNgRYcIE9gnaNBRnGdF01cLevLVp1qo5ji7sq6sZuYrghU6imem8UiCOcGc4us+ZUqv+EcGIdi5uzHu9X3dxk5iKxGBtx1pjMeZoa0ZojDnd10ftsb7V4bGv7Zp+s7DUSr1hwwnH4rniPaO+NBBwTKEHYDBSSRHAWZ3YItK50PFS29N3YHj97xbTjjGs8ZCUWZAuzBTClAII0dLnyjxiBw2WW0kuvmYhDvj0w8Gm44Bccbdab7pXIcJVhJqYl9KdRY30GHTzJaLmfp0VENUwYHDDlj0slvZlUjhmvUQ1PTZPc/ZxmiY33ItJaoMEtBZBCQ2BOz9fa58EC8fXq3j0+ZzsiADO95iaJDmvRkNO/TZNLACObthL22sgXRo6OKzLVwFr8IRKK1HpOixt7AoDYyEXSPbei73YUqtMH3tBVL0ZTKxNO/f0er5f3z7hOIxf8jML4NE0teoyBmKowqtvzdfi3sdIMOSZRKjNAU4NilyhbyBevm/zSTpId154wZDTUZmy88fo990/77f7UOSDik5W4KkYjIhlvB7cDE2LJRX0wACCxWPOYIibFAF+Dkl5pFZCC+0lhlLrjhPNgl+JCPkYxOsWyYsmcnR6yVtatc0Lf8XE+T+bdoJuRnN86RZwwKiumNIs06QPMfOqRQPniiIjMGOxiizsSpVtg3Reag9N9vxLdIAsJ0DbUlSzI6AiHvRMnQuLY8tQIcaJZ0nrr+EX5YSvSeB/7ugtpNmvmx6bUcgAl5CMA/UsKpDD1aGTGIeUfsukXv5gQdLz1T1xOyVW0YxiOKNFvoIpPrvDBCC/da0ofCaFDvi9d0FaKPtqYd50GuAeGhgtItK3x3wxOmxZlwn5eUNAmyl9s0hDFzRs4D9z78dXxMhscNz8eq8c/zECauQrB+mLoD/Rjxwqb0nSexuZXfVujfQ2OJHD5VTahymEwDeVBObRH8hu2CIBAjc5fb9H1JuJtfrQxnxnb8/J9vESuAv0zOASdh8ufhNBpEqtcJgqI7BRBnVuFxo24TjipTj6oyO4H+Mcbl4GYy5U3eHIYSQWzyWMQYPRDGo/9yV0qZlL1mVaKI1N+NJb7xKih2zY++f59/n1nz+v+2gHdmY92YKkiW9fo4/yI4g8DRixThOpbP1kmlrtz8LsMC39Gb00j0fHIuSmUpZPc66bJty223nKiMQcZtsDOWw8d9Ao+Z7Ly63pFccvhO23b0nnqAmvKuNZYSluEvWCuIvuE9nYVuQ4goDFVqJ217gTAncObShAI2n8URPgEAjYtcm7ApmnajcXTeJUmdCUc3F48YcNZXcXykYhqb/nXW/UHQ2d5/F1s1CZBe1fNDcxehp6Qh6k0P+VZz8OtaMowg18pOLalX4ZCmJ8elhyOW2C8pO+qePP0F6/Ja7BRr/eOsjgglQ2ZXGIDM06A9ysIfmgHUP6tLtujoySLfZOgZfFUjnrPZgLBLGdF4B8LMhkuyoYAdW3FrZiA0zZA8f07vCpYRw035Pt9KlwTw/FRqijhgn5Tiwr3twgj5/D1C1mQo9nv3nmLYS82enNh8b4sLQJPkBmcRBTZ1MEaeH6R9WSFHLtENxrb57bWhpsZAPnuTi1R3Zkk/ljFWa683Q5P0f4b/pZM3pyq20BisArQmtbt3zonV0Q37SGiyzvcDCdAI4HzQ90JoC7bMheBxEJqu3Or9nC+6HVlUzf6WzmOHtzEygEtILPUKELrjx/IJC051LlOlGgYsoXKDubmQVJn7q2/ORSsSK2b+4qlKWgzzTU0OUlW8BQnDiJoL7fKsy5+dJn0hw/SFleHAfcbry0DKPH3ZdrMcWjzynO0FNrqcPq0WrlECwNl8T03czRwn2w3BmimJbJJH894VttcNYwvs5PYUpX56bKvdv/uaZWJq2WPhC/EkUwm4mTRtnWpMfaFB/heqWYBXagJbY9QW4aPF6TEhgAHMFM0GHtrqG/QsRCLV2ajYHLOZaYas3GCRybRH0oswj4+ga8vz0SbQo6kmkwZAhS9KGKLmMw5u+Tn8tZo/hxSqhH2zFplFi6ZxBQxA7+D/PasmXJgqSwfwbZ9B+C9FMhJhiwEckWMJ49gY4jG21Yr1syaoOvFKYOtkFLGMVf8g/RpQP6aYLYVqWSBi6ia9lCSTKFnQerzmaccxEn1xbEfHverpLDOEgCvmhsMn5HC08be8yeu5sKCS68lCmX3hq5HQZCVATD4dza0mv1U+x6z4lZFmIlqs9zlGTnsxb92owQpz7tE5s7wYVpDXAy/KBAGGP1D+RUNk1vouArPDPmPYD9FlP0oyyXp4e4S5H2VmDcylBwauOP3TkOFS+7Pceofb/+6xIUS5MWpRxI/FwcihK/4ttf9Tsb3jbXZT+77a+zmBH3kriO7N77cb+9rFBvlrslDka3QB19z2FuSWrmkBppO2uGf9R4skQ5jSEqLYy9pYmjed4xi4BwxdQLYx9n81Ty2OS6tv6iCElDML1hIdr4ixxwNzuz72aT+rmLnp2Q0+LfsWrbb1YrUTO0UnSQHrNeTFTa3hCy4qFLhPzHO2MmSBP0Z4lS39+jxv798RKy2p48oVEO3rxzTAze5kxhJW6fDqLvCZDDUpbexUxAeqiom2qAzGNrQedzuKATu/O7Id1VkNPRuMYFhJiOjTI5qpEHW7tx9oH9A32d+NxJFPfe64X2yJyTG7pFOwQIn45o0fY/n2esl5AudM1Vdwx5xuLnK2MfbJ3Ubmq1HsHcDWhCMi8JaO8RmJ2yh3s3Avxk9FmNvN77nNncsOKZyURvSmQwtyrj5wwW0DIjKWpSyoIUO0ou/kSbnKzGG1oRwqw2lvygiye3PzDDS/tQzvuvhqDOE3IOVFrjQq7HUN8cLobxtkZ3qHce9YvdDy0RxfVzuIy5pPh2yTtqwXYtW8j5fRMQHBTdJU3auvjumdtIKDth38KpjYZCPo875g0tymoDkEa+38/n98ef/3yZHv2qTrX7excyVvR2f7zT5GM4j5mBnK/RjQv3ykguFcuoIlVzXsuSroSzH+H//eNqweY1/oTH7XEXyzyRBNhE9qIx9dDGgg+Af1xrDl4m4P/OFUl8kJ1FdTAsgshJ5Xbo4ERlm7S7OCQfs03Nx4aK7cCeIt98whhsIoteTA2ghvXSMXAU4lvja/JuHW2aCdKptT44kZ3tufPapIGJm+MEf+HicX6W6JiXZNQjbQPsWhDdTAdKHggmOwAk7C9MgP7f/DVwyWK64u9ZiEWa6R+vGedtYYBNhk2bifYA78cvr9k+zEELjNGCdjOYkzTv/zQfYx8JVjL9OYlM5ph+zKwIZ8IqZX7cH1/PKfDVZ6BnIJzIGtP1iO3wRK59YLwsJV8WbMlXeKKVGcwdpkQbH85TJFgSG5MtHjMl1p9AKs12v0m9DYN2u38+HhOOzGDoCZ13dNvfv9/eD+/XJH6nzTpl+PINBsPavLvZ1eoSZXfVGv4GO47guI8yox039XXo0GqnxksgbMhaqjfaz9Zs0uiRlpvcwOtis9Ka3zXYWpCz5w4KNwjcmsU+CD/dUsqP9IBqcYonL8aGJ7cpJ1wc94DHNoC3jw+mKUy4jiCZtpljPlQHF3WrnSsr1YzVQ4LkV1SnS6aW9PNPIHU48CMwNPR2FEBsUTeIrGrOERqWFXYJzrq1vPOtBmlzlWnD7/8xZjev//VRvUpISpp0WOwrvMHttiITlhEzcLVxav6Qfvfo+pqwt8AzN3V6Qe/JU2CmXOzy/Xz26ZWEjM1XGvFNGs39JHzYQeT/w+/GJtjP+fs11ukhteUgzVl2y41QvzhnNRpHc2rG9QfPtlQvjsfj5i8H5vJYuerdeGeqy8vy/h1BlGzqTK13y+Yi/9fnyDnR0ZQzmEdcfUKAy71W74kCy8TF9rQ9C0xDkRWzQl+RMps6iG4L/SkNmO3suec1oXvJCSe5m2nq+8/j8fj4qwk0xZHgjnre13SOv7/ujwPKwcxWvu+gDFCze4tW/TVt3lbBTugm07vNWoeJIHI5vX8e9Km6SM5jqO5CO0dqhpclKjqfV+Q3S1bKI0yRKqt0BNse83OcjN0VB0ViD8h5UtzztnkoM2xrB9tQkIDCJmaxrWRNIgNHfLMpH1m53vmcagwmtTv1t3hEut6UxJB9NbTawZJZUY0uDrBuT6FxFJs/H2kEX3lU7JORXh9TH+SviSY2nmsIWZVluxT8ynd5MX9L4K65abPPIbqw22gP4y+TcT3nhOiheMx4QxnVjMJWJdTn/R/zCEEGHdDIp+899HaOBATCrYpzFT6KEaKp8pDTC+2jW+J41p/J+fc28ZIfv3uVD3iS9h7/TYy59+v1978fX3/ucHqheIT2pg+29iI3tbz3mTgNOPh6Pr6+buINGTGbnqr7pzQyOHSumIJE+wJ6DPOaS+57+SFMXyvs/WjqYBmxmkB12Xw6+mDVVg5Izi33k/Jxz3Gbib3FHbJk3G3mverFM5HsoUEEnLq9n03xLYTWbrjVNWqZu1XT/i9oubTIg6BFDDq+wqMqPCb7qFwlXsfi+Iv2BWhgHpYg6k++V1A0fWTGW0oZrL1fNTphDbIUeslEx6ZwpriveVDmp5lTOWKIWQF6HWE3eJhbaEXzZcph3n//+xfuUC1+nr8qNEQe1kfJUdwwcXKSGRuzTW442AwwPOvgDbC8K+RxpzXClcZ21NAckda4XgwMK/1BmYJeP+noTBufv04DzMMjTQAO63uK/ue89DnCrj7kJQ3qrxDraQR9k1E8X4+uUNDIBOmHsbcLTu6/bZZlOXt/2PPvKMIZGXw8bo+5Eb14lEEkKqMI+/v76TxTN0C3CSW4YLDWJdogtJatSICojMuj84bUHnPXHuts0Yj03HhTectB5tAumtXTGAn2obSlCvUykOc980md5nsA/c/PcNtc3mk9IjXcTRIXPiWf1e51V0gjnN7BGvEKtBzFpZqOJKKH7W4S5SZpF7cj6gkNyioImQY5KzWcTfa1L6kwcZjMJMMNV/VsdLDSkuI2OQ6qb/tirD2siXN35GlgFCe23ZX65Yj1Qr/AligvlFbBsTkrjp8pMjCQG95p70MTIM3Nqp+l12rMHTHHBZuwxQ9nZK1mJyusa8q82c7Ty8pQiTU46OFIDJUqeW8h6s7KY8RzLikcBJ/G616CML+qs0d/Hq9sX1ZQR5tNUyn0ys6jIpPMjqLw6OlpnrqZ0VjmIr6GFObBpA9KqcEp3X+1JTsdItp3u+lLV/ulO3cmdYlF6HifjSo1hfTfBTdMCv0LM1ovwKNfL1sv2fxGY4XIMfpoLjuUY3BuOS8cjST+uvU+kleP70QDzH2zGcan/497XaUWx17eJ4ltNta3jke8HSH+xG+zzK/vEWixuhihJqwZcfhE62CwYTLCxqZTttV2Fu5aLnq0pphusldiVaI89my141htb04vm+ff/tIFy0uLteWAXZ8GCpl+lMAOsxrJ0OCkMTlxnAeAcB7ZPdKG4cphvYSOobHF+Cwismff3qKnUk6ZfdgAdP+pxeSkhcmR7NWiTonkPWSNpsQkdZUnrYe/ADr6O2ILcYM8YcwLc1+krT+Oe1vd1j7X412XL80yuLCUbeula6ntByfB8FTAhDobZwmHtFm0AnnuS+NkdNjUUFu3yNN3kzx9PWVwVEGLbz+cxpaLd2JerAWsMAobWlW3UVS3pvG4GxwK/ma1lwx8zsTOsYp+B95GQU+aNQZDl7fTa8Ssrhdmk58uCQUg33vtT6c3t9ioCGErOlGR4ATaK028JpimwNaWe0wlS6dYdPtQ4PNyOc530SI1qYuWmO/YSQoK/GSz4ZRlHeJet0/q3MxYOHtZ5WtozUbLaOP4/fq50FkCxgpHoatQTU4yOW1Muxdzk+M9OGgPrvwYCcVJaUlSfkCQFlaOole38eU9aVBIlacdTN1D8wCkTOABculij2/G9vbUm4zqfG/L3E34Qu1gvyYvtlSupdgZnza7ZNFfrsZe+qhLJF3LPt26mk+8Kz9VqkPIJMGdKZRTaZlV/frzxYDvViBNLBV3vulIg277KvLzFB1NDZ79nUs6l1pr7NWDSaxtaPKkAj6ROR9fX9X52xO4tykZwwaC3iV+r3OqEdG2nO6kH/cv1aUdBA6nwo1e8QqrwpSI9MwGa+BZ9hyGAe2ijXsa6mS4ax+6T7RDtJM9Z9aD5g8TBs3Jhvv2emZeneZAzugz0VIzf1ll/dfP918F2emoXPw5hRfvuvzldMMHvsjJ8pa4m93a45NITgOstBLexLb5TsSJAfT1MlBz9dI05ohUnWXUhc1Hn6AWWXx80Mjq3G6fj9v0iDqTWNvZm4mLaoTZQWE+6xkOGyDD3nKEEBxinmHir2qPLzKP8zoVt+RMS7PMnXk+jZI1Ro3Ji2lx1t2ZJUYYmrW0G0s1OPGQ52A05hYMk7IMhN3ENDEsqHGGYG0ycAOgI/IyAJRk2gM0PfghcON5UneTRFLOb3f8Gp/6m0UWdcq0RlyTujMhIF+iYaZoeuAKZ1sJ7U4QnA2TvbsXjZSFO21JRHl9Xq6dKeiH9mkfV8a3YowvroEBfQdKsjaZizzs3G+UOnetPI0MNHtzPkQshLQABGrXrlvIOZFgFKEamObBVK+PQgu+nBw4eluBbviWggVxyXCkz/wtt+Cu4A3v+xLW539FqtnWjFEz7/4wP7uaEpe/Pkv/Azs5oOqR3holabRw7IvL58Y3pAB/IKcJVNyJ5HAGsDJGjL1R1PKfH+MjTHX6+frz8Oyh9/Tcjk2GrY7egWAaTVUds2iLp/l7KELtkOiyD6i8Keg1btviADryOQPEcNZWbaW5xb2MJU5ooAlpEQXxi5c3eNhHTNBlM6wIfkLkfEb2jyuFpDvZKdj54OCy5zaHdJyuYbhk/k598wszmNhYTvxgYiRc7IUew+K2ANV3hYSfG0VyrJY2IOkSWcu6j5JBCMsunEswvLgSocU+0AArGtJw2ezJhPLaDDcnK92tm9QLFvQWxZM9HtkdgFTl63OXcu4ey7lPhpaw4HI4qZZVLJrd8PP3GTDse/rjws3/A2RMPN8VYJdd0IEjVkTcCdhRxyj2PJsz+Y/eaq+6axuzQxQk6u+EN8cXbu69bjeW+5MUt8pnfbaZpXGs4ZF9pUeJsI7lnCj0c5qM1PWjhaNkbQdUcPNg6aHN5uNkf80GdV+eOzfX5m4B04NBytpoXsAOX1ua+z+KoQduZBt3Nr1Iwh61HgYfJdrnvTY3LEX/KdnBUdw+nuAVyRc92ztV3wZ8u9sjzzj4QR62fP+Wa3fsz//Yie4hS9Dvl1l0gecmOQGUEX7t4ezSxPpnLQtDcGB767rqP3cox7n/zo15etEgSOSvVAyubqkoHJUex9xEKdjoaQD1h96YSGuZCnieMeaSV/5RwCze3esN2xArwzbQ3zyG6EegJSS9kuPRuc5ewGBuUjcfM6okXw/kaFuvzyNIIKdJemlPEoSmgvMki5oaImUQtcQM9/L5d0Tje4hH0PKSim4zj0rWaqWgsTjb7HjWccxHmBuA0DN/sdGXR3GwVvJXcl8MLvIJt/vkqB8fH9/fkzK5bvX4GrkWqgYEi4xQs75O5EK66y5ASNdtz3m8axPcbtdtWYlNSVSwcH7xzsKlNENn7rP6lfWYvLc/R3O8SGegrNlPyWGGN9mtnZA0q+fGAI9DVOzboURIkrjqhWsVie5INRqIKwElvIMQcLRXpavBzHMynOujb7VqP5tXpvWQ4EGDQELtCGsEESZby3067sYqXzSr6iIJRfjGgnLYro5YExU+Nv6Hz6nbyDX5M1NwOxAtwpFNI6/FNF5k0SvPUE2LYIWMju0R1RngAPM4/NV4kaSJudljswLWBPeh8rhFwktWQd8sPOR4jiz2Bh5ZzfZg+4CT6pwtLFfSxyVq6Vcw8saK8hc70CJ/cc2zcJEsW7eZ9qjyrA5ed2oUBBXlwukXSEPjStwpar1zn3xXf4hlx5JJ6jMl09YkLenEePeY4l/L4guTfnV4mwHmvNX1AhpRqLrkvnrTYWZaqpwcC6yhhii+9ldcvk+PExWz2cqq1IY2ZM+ZCfymQdXZD4zeyeb0dgHFKfyaSksdkwOClqS2lX2TWq/tfOZ//ztE0D//UXcyxE5dvsxgVBMlv5T+SWv5p1zpxAzYaJMuUhQdjgFnXdaI7gUWnAYSu1cfAGn+uZ2kVv9YXcvAwMXdrhda5X0AD1CpN27UO4hSu8Ia/aaBLUo2B4CTeoipdvgLissGPoofddnjAFLZpFZw9BPSsKIw70xQeS3c9d3VoecsXnwUiBrDOWYZR5yDw1e5RdYXT/Wm+PBFXmHC7SCnuZYJhyzG83hE+ZZDwWuQUfVPUN1eACqROeaV40KiPBszDHPjWU5UCcaO2gzb0n+neqk/BJZyGZ/stIu6YS6XbWBB3YALNGNyj7pIk+RqxZ1QID7t+HDWtdSTA5Q8AYiwPPZX/wN7aqPKKCaoyLExuA5PwLZqwfz++WR6WSgk0iOo0S6VIDfNCtD1pkQur//8/jvkYRdjfcSJ5aZOMdfpXtZoWKRqhR9eCrFJH75BPWsr7vAM0nCX0SA4Kc8GnH9Rq50+LSuADimWPxNmZYMGfU8zOvyQ1Hxms05v4iAvjwBnkakNgIvaVQpHhTL1n4qYpfszOOpN5PVMq4hPTWWhmfoFLQDyXME3uraOJ3lA4eKDXIKxoN3ZRReSUijdly+F+t5kbPHvczdllMbsg5EFiCsrA8PiKFuB3UtKu7naur7/GvkgRalAUWHnBpCnn2rMNxG5WB8ppkw/mLNrv8PsTRUZRpmzZKRR+lRlYx5iphcYnVLRw0DC3P8UbWinzkLTlokWswwBVZT35HvjqhyCpNNADPjke8dZ+mA8uiiHtfZUJuddc3+PmRb4fkqiU5EJ4tQrOHRAitqhwSei73QkM5GqtwSL6aPHFDh0Yglo+ES71TyJa41Nzyh1fyShR1N0GKmejq1OgM8ZLDEle6kXaEu/Pm8jKDdUVd1ZHLNxvM680p0GlHSEsIiDhNeyH66HZv8cAGUNISFJnRnWUJ85HS0DZr+C6Y7YoFmqGi6nCVNzcZrn5pYo6Ri553i1HBosk1EMP1L0d4e2x0iD+O+9tp7n/DmWxOutbZ2WTixM2Py2ts2X8oiWCj/7tmE6o/Bo5CeiMHfL/WwamX3cTZPGM7r1cqn8G2Fn73E1D3MUWYwlexDpXbKaU2SljdNafGm9Lhtkh+9RB/BX/z+wMO+jNOvTJhmKu7CH7a6hwVE/7vj9GXmDkapwV6fVPucoUalAb3DkujQW0r+tOFwCTbWVH0hlkoWLh07vdNU4jt0kcs6muqXKrR5aSR5+704grMvUNwjxPJ7pTg64oLPHTkTvo/6oZ3DTQvUg9425hQwL8adi47naeWiT1b0/ntPpsWBHcI8fAd5yjRrQDHKvlERlUH+KjPzMA9zS+PHgC74Q8Titz2DJktv/V6te6mNZlXwyj4aW+7Ns5YDjd6nv+MSzVEPz29l44t3Hdt33HGIVDoytr+bZpDxerHSBY7fhzdGcte3zdQ/bgaFML2A33hQQZj7t6+fJmTUF2lLf9CP8fL4+XgN2qdtC+5CpISN+pq71w1tLBVRtveMX5kNn9HHSfKgE3oPd2mUpZvTiHgHbHqUWowkk0Sn/AaZHJeUc3QbjTwMwAaNw4S3NnUqe2a55oP7pkBij0DXdcl2Z+JFXeMhNQ7OXMGjUHfN7ddlMtYQD2M11QX98UR4Mduy+dKY2gQl3xOJJvnRFPhYHCAf2OPVJ1SprTEwETo1OyTbaV1HcS/p6PB5SyyLvJZ9JECXtgBl0aYXSDTtHoZ8hwt619HPq0c5iJieOUBDoBYcr02SlBWAixDlhqOFYU5u2DBzFn37cAc3Yg6cIRrMr+wOwVQlJpowdhxMERzdy/3+c+h5KZyPXtkLP4/rfP85NYp1a5Y4fOHyJb7BJxL+f9HGEFR5maK1bCwA5VaaQJSTuuEY7uOAnQ/dQx1Ltv9pJ3o/7/el5y76EFY6m2g9ZT68f+U/LtMxGHaXAUYL1FBYMsgz1Bf1HetRbtAQB2x8nSuvTKdRRSWJfsdeDMJbiJbpv50IOZ0af4ls8q3G1bHDON6ZPa5oTZkGZDI82qkkAB5t1yI/AlWdfB8+H9q0j+FKLZP2uEcElJRgtsY8CHwXVJC6AAbwxwKVelOelnuMwL3LkgC0i+xD0DrTaKQ7AdgJIWWQX1I2gk9KMnLe/Gs+a6OXASbw4+s4ZKlJJAdoDgneOIsh8yAyD0o/l2j2LoiClp3tTXAXaxCpYTqQwELSBspOZotJid1o057XG9mAifT0eGv5RPTdQePexBPD2zskjyONOh7ZkPwQX3R+fauH7fH6ri0xJYLYy3aFFrK1npaKa567M9zIpqoFInnibOgx8ByzCKvQzwaagnVBOcZuibEJOV9qFZvzuYybDWod9Rsa3pe9UF7hpwt77PffFXj7JAPFIJiSADVWwge3pF6698xPMWpz0rUKrRzSMX99tL/jm8XUfMupUHc0ZJKZCCRNdXwg34dNCYU1t5Mj6lnJDB0Iq1KODasDIFWjFvlZIwlb+1hTd8MVmbvRUImhJwSMRAGQMt6ZtO3GBHjInHin1Lq2YmLcT8uFBNUAprXlbJT0zq2Ro3OGWNQLMmkzn17oTbO/xypopim62fcg8NacX6sRajMO9VU+CZLLoLiQfd40OK/KCfAWLyYnY7y21w7VNh32Qx1ykOhPWHnAZXIw/8qfwHg+INyaiCHta7xKA28DCIFpx4GJgKSZwpe7ECAauX77cmxDPTbh8AoikOgy8uXBSYvD7lBnbkVJl4NYNtPpEyhWhZ4YWEsP2giytpMVYkRlJapFmiPUwf6QqDqvSw0I37cx1ZDHQHu82NS4zwvU8zkxfWSQc6+dU/xwYvZE+wSIRdBAw4PyjvruUVJrOT3SPVh9jI2kHj0ABxHhWrSZSKMzMYEkbYM4st95uhflL9ZnE1IZjHLR8o/ye+xQw2eFpgR038Pz7fP98fP2ZloSMn/E4WCp6/qLXc/56nzrP5JRmvDssnsiNjlg2y/zB47lEYCRSlLXrTFR/UXsO1u4ppWy2f6JgtTP6Q6fqbU6dJq51KsnWiV+x2Ds94+wZtgozRyRwQH2G3TeBk8vWtLkuhaUsGIS7qUyAuUDHhR8iKaz8j9buI+IK4Z4D6+KAZzcRdsYMhw6dQzKuWO3oFZHqczdTipAxPKasjxdVyXyIxmh7GeJ8/Tyf32adh2YB5z6M+WRuZ5BZgNWwdI5GDaB7RhKL+aMJDTzlt9VyRCBJNsbOVJS0VtRB1w4dYVX73w1xaLs3bf2MhxuHH4WHVAyiCdzK41oDH/Cztvr7Z7cxJIIhdHWD9yGutfX6cPd+3DS8dXTBmQAGHW2e8uOGwL3eBQ3GsgoAXS+D/k46oZYTZHfz+fn97VHvG1x4F7XMEyMTDeR+QsMUT2JLUuIKkHurQlwgeob6kT1m4fQY2KRg4AEt1MLKaG7yCCpQsmamUrpr8NgNR2c7wTThQ5pVBA+LBk1EmslskDaAzCesMp9TLBFGZmWKixGLJP+bpwqguv1M0xeIeMMU3kKCK+B2Gy6JWlKKjRDTUBYzRceZCkpxW0O4yLiv8BKU/KXoYNFmlqFzcXOl6f/uiZ9ZFIsw16Sax+gA2kgeIrFY1T0SkxtAB4qtVnQcCbb5fCMWaaiZreDVttIUadI2kqIdZBdl3Z2BQ3/UlkBckpMZml/nPqU0SsW/I3BGiPJr5pI/pyo4I0ww1rrN6B54SrtHtdAK9fMxE8ltPpTezoUo9HZh/OP77zfTBN1zbMjQKhRg1kjGe/leFup4v6dYqUko8kSZ2J44ONJTvr0EhQLtvHUjfr3/OShSHUM/BT3NgDJM8zk+5ukEZkZfyhArULYcjoR55kbHFUlKJqG5raX0S2f5sEz1oYedLGG/26ToHNLS1ohy2L1MS+7B9xJVRiHfU7HhH5/fT1UXhP1odzkwfUva1CpPUajbvsL5Ms7yPdVwLtoCnkePrnfPTH47THRSo+KP7Lgk5Ief9qYqxdQhkQ9oBgMmM2IWsVtD08ffQpkqsjOwNRmhnf7UlqWq937OhGKC+RgF5MNC2285nhChGVKe10N6sNLquH9+fL7kLD/fsKZBT1u6/JzBF22BPxB94WXR295Uk8Fchih3yo6B+K14wAOaTeVDOStmieN43sO0YlqAeDS2zzGs9GdVIDo8tyfxCJLQEL8qffvWLMkbwbqDOBTGyBFfpBcb0YyM3qH/ZIPJ4AkDjjIKdfgCVWOPmEdzMJ57TL75UR3d7jx+ENczYjhPPrl+xE72/NUX8bwSAAC224b8PP480o/6nujf/YZp7LJ55jybM9dj3qecPhPzWLCGM4kRiFY7oEyzxJcNcGkWPRf+fA4Bm5ISpYY5VnOi4ddzYEVFwCHmBF0+xgdrhcUCWHFOKqTnirrM7Ch9X8PJjHiypqGzP5MDt0mCFd6mLTyy5CMQyHacSzsfGUv8RWbbZLvbLIsK+Dnu5vZ//vOf//Pn//7//jsn5S7TQXEe5svsulEVY5TOhCgLA+OS3ChhyJWpEqrRDSQKm90l3OD1rl8G8K3MbDs22YLZ/cnba2rY6vJoR2U51SQ6XY+0J+MxtF4NSf18y0RwtZyRdwkMKsukv79/XiSl8EB7pktZ3vaqPS+ZXjBHAmSDsbeLkQFVqDpWHFCgiD5vxvVGY7boeeRGerodfEun36Uq2RM3tznx8yS3uBjCSNB55H/bJUVG6pLv63Oe5vvxeDy/o0HKaClWbxhzto3q7T0Jz1lMR90V+ajRvtSaghmxTbYDy9NBJCV9ijmdYBzMjoluDjVvNhXh8ucxTd5Fy1YUTuMmN6dXdmvxrwytWiCAJ3DkfL+L/93mGOczJ6kXn0c8f7cQIDP0YoE01EctQsdXpFwycvUM3/skhPeGT6JSqobuyn69c+D2g3w+ygINPKrK3FjIEcaSCKLsxEt65h+v1/ft/tA4XIt4d3ifKDCIvtY+T0O4NZxpOHTOnyoYLQDY0o0LWaTNbkufvDy7iUN20fP/mk9n1op2/Nj6bZWJLHsyzsYEh95aTj4pWgJciAAiSGv3/7xFjvT8cTN20sB6CYM23OPm4j2yuY5RyJC8vcsn/nazdVwOfQtrbXrD5yEJy5pxh4p3LZHdL71UDLLGzPCxgDuZevJnkGbM+eM+mo0NQP0HRUfw+a6nYny7nYTCXAJNp2kOqS1rucyFrb660h4bIYLWpJf3kZz6VKIyAjPP4eHn60w+dh7uMAUs4IChN8qRzOP7PlM/RmNK1zGTjl7PnUUeRw1louhiqnD2mFZkkLXUHCNzGKcdLsNBEncBzRSBqYE0p6IAmPdkoMwLBNoEfwu/tJ7zWEL3SKPqSlb5KZpdLIvj/tH7JN5/p2onapCau6CHBit26UnjKqXhomiAgo43ZzL7KrCx1bwns9Fyci2wxJOqSaUhLDLcNeIHaesg8WdIgNRE/1iLoiiMG568NB4e7X9yoyURwCFbsLEgTf5d7UbzPAJ5UwjRWeFt1FyftJ6LRNEhWsJUxYKDt1tTdI7QWcrzFGLtpcT/sbp9+ranTtFTwn/fv4YCHSiAGY/1E+d0iq2G8aDkMPJOn973+zs6fl6HwzG3GYyzEKz0l9TEib7XS8S8jO4L4xQ3I6qFZrevqbNZow71ej3x7o4sN8vw8k56ep/Rw/mofzhS1iHoaKzZD4zsjvxsMfI5NdsHklo057cVQDcBqtYaPtoBGEeGe6Avwgz9s0dlZvrcjj5p4pev8Opt0JPvdyGhEQwnLrwxc2mIKXesSLTa6bvYmdobb73fM6KmsIMYM2rZErNuBtj8/RbCJfAIowtMQ/0iN2Iurp1mdEG9Le9qNThfe5BcA2oWG7UxpqgqVr8DYybBJn/T3U+4OqpZ8Sv6T42j96uUauLyoImQEA4PtZIr6Wwx64FWvdbOTly8zK/DT8at1oj4F4wMme00MruF/GPuZYqpQB5e9XKiVHjSzB2ZlO//fv/n//zn68/j73+HiT8PTfx/49SJO+d5adC6ZY0VqQij5MFDGaeirjqYBZM/HrfHTOHR12uEOK3LNXrJ99Z+5lFyZyl9x7rm+wYoCaXaKFRHXNj1HDSsGMkEjWFn8D1Hje9SQzls0NZ+0orm4i1WuxY1qXke9VGiVJ3T7eJ7wpMMuK7+oht+d8rmhGmLPa+u55tMr86uLRNHFuQAW2WTrHPMWhj4+H2GWxrrBJD6+bmbVTTQgCCj2fXD52wgZtc/b+RgbCYcnRiOmnJSa2Kj0L+I2C4P8YftFjQqYTGCQTN6xqZ1U3dgNM2bV80KfysTarjEwoVMkgAyvOyV9H3zZBNWHZvJoIZR4pqCM1Q+X8yQbDyIb88C8+Eq5W7PE3/dvhsdFTw6IIZ0SR8/+ajtZIEQmyhlSm1NxQMn6V89WGU1Y+fkTg/T/fbSBDgq1qTwSJgT2bg5LlNP2meGO3J0JB6lrX54mvqusT5HH0EAdF/xnpTNAI/SanPnn4+HlRIi329pWqdYniiqoA1+Xe7fJbUAJ9lPO/NaPOix8AcS9PN6T8gecj6qQTHnqIhp1ZmB2ufJruooBSsxxDI27KH4ZczN60OtYEQW9OIkXSkXUH4zNf1YqSzT3NtgMx8fUxjKeFDC8KP+lYtERC1PUa9KCxnztXK743Ifw2obVoBxUxumI48Ksc8Do1yEcGaj5FOYsCOMr69pu3qORIiBgeZsc2H3h3MSmDkSa4n39yundjrhuxK+lD4SlHmAOzNCrmD2RkaC6B6qikxu5mYKbxSd2kl97IK6egoF7Du1tRWuqSapgvXdU1SGbP2fP99/n57tBtDnwtzWJlZbMG6KwLdTqNqvdcTQ5r/jxBATsSE73g4jEcfh1aqXtdhG98DH7TGt9lJhmYYNenIq2uFp458fUzl7zzAGD+316U3KUCd92kewnMOFryeJXUuxrjiZt6JMeWP4X067lHjldeLQ3h/iLznudyXBB4nx0x2RzNMUgA6hYWHVPoc8zfRMiqQGS7xnBZfQh5KAPOcrwyrq6JM99l7SFjv/12ZLm0Q98ebC6VXW5moRzAkBAEOSEBeU3L32UkPO4+vrNS2khYKY9taH42W5wD/IZSej0FTiX2CFkyKg6VP/r1sAAQAASURBVCN74r9RzL6oyBaYPyw6RfID/mgO6keyIW1O9KZCSo8Vi0zhTkY4zdeJNLpbOg4u5S2aNtvx7E89lHIAmOzGsuMWVeNF3p1uEYnrqpt3LhGwPFuCGiBe5Ajt7VmNLqVVKBtm8XvgRAwFL2sTyFHoKBiYWNqlc60REkVA0hmN86+03UbP7+dr5Kw8EFWrzcTq50SHhnjvclygAi5XNgXNmJlLxHPYDquDHvvyV4TOXWj4DdJHbuw3tYzIY4yiXGZUJifhptFaF+lwZdsvqQFFK33akKgjLVRE4MfFqxlBnV3XXK8XqsPjcOfY6UGE7U1Drw4h7vAGbhJuiqi3e9xKQi3PdTh0NYVZf/z8jCaHx29OAUe1vsd0ms/sHDS9g9kUd1Dj1UBgH69PAViDwaHqAWkZNMW40xHIPr4ez+dzcsxJ7DcLsqFQLj3ZDg0D26EUhJNqVd+UNWjvT6eYQshKFMSGP4LCJhDmGmHHD5Dud9wcm3AY4TYm+A3ufD9IBMbeciYbTzTO2cHT2/Dardu3Xa7AuLxjpAboOeMrl5VCpQm2Ju3vZgvuDCPCvV3HPx9nrYe6zLL53/P5mqTfj+zo9WU98wtMUtinXCrGKhEfQp5CKo84eB9BG8qwnBSWyxVfF3lYIWO9npk0Qi6HZIY4BVhUwUnem9Jqojl2bzujTD2+NbW4q1phvAGPMld1ycb78HTH22JGke0EBRKXHXDHJVwHyLi2/h7b+p+64qeiuIoex7zvN54KERxzJ+XcbW3JFBAHy3veBfOE1yAkSFYdtYjpu1arYkqmzU5R7slkEv/jKP993MYKy4VSNk8o7l+ZZj70vY3L4wSPdnYZKEdcGkAFh7atitZKTqltwdfCTjGU0lG0jvyECzsRRTQ6U6YRKNeTcEbREV26MnQIUJXJ+JuEvpZ9Z61xAseUFe/dg3cdhRnf9HtGhB1cetfoGUtFZ23NEJOpERpifrRJz1o8jZHgmvyeYyvErBzkkio1AS1HgW+OnPS15lOkxKCu36HDWVJzXPEyoBO1FKoKCxk1AFnJx9eEq8/vGfFk/MpsXs12vH39mSl2TBpxyLslCfV4aNc+n88RZsQbprO2qujRMAx/Q+ELWvwwwj3LKPBhlfFIQZdY6HT/mnpAMnt5etVwYiVjPZ/8+PoyC99DPzsFDg6Mum8zqdnPyJhmydE1vqVtvmXLZiWzGtG6JbWaezeFxzg8fijxdtpaIBXQaXMbKc7b7fb3/87wPZRNrKLw8364+sRCzduez2+fS3ieMPfd6Zq9pxtsOdR7mdtCq2fN4qnTGEIenX8Z35MbTNxg5+zeFEdOqr1/PL9RGt8WqcSZIm/jEEaXRtuMMxvNSeb/rV3ToSYr1GlyoCBUWxReMyq9yJa/y/RODq1yUNfNDRfbIyFBRDnXz/AcbtMtml2v/x3KDmU/uPLs1XAX3VRgsTBzPze1yGaaAIJpta5s8P7GMyV1mXkkRykh58+mrHWzRbrW08zfVQcmiTy9nf/cZw4w6FGov9yd/a4a6zgSbnGk/wELHK/R9kzPq/BDO0tJPkSQFZOn8ui9QNstisX2iDWDVqARPVOJPglV63cybI3POSpvPgq0RSnJanxLGYgkhJFWbn9Nn3KUxOPRK/1xJpOx2E0kgwX5Kz0kNbNnd8gbWa6BEMZmIFlaSgO79vCE2e0iAtGTE2JF89RjnGFCKewhTbY4pgbo8V/pxqWDKspy42vCGMw2mY3tIm2sWzd9QMwzFGvFwZ5OCaSIKPBiCmNlJKjrLSrEaVtLuEA1x2gE0IPr6MEfRee/Bvnm7H5efijzGk80MclbgegG09AYOfnDNWgMIChHnGjp79/n6/l+fLmzdwNTwY/SD8McF1xkeezOlI0E1NF5mdsem+eq6CyE7yDWwbWXk8G+aEa76vyoeb2fDUpjKZsYpBtmTaxNvVeHiB4+vccF1URLB8fVhvBFY21lIWnnCAkUX1tJTvjVXsr446PRb9NFk417Di65f4XmGAKTYCbGNvC9jC6nEUHe2AsLjEVRwPwUWDm5Us8tE6eUrDKpQoJSeAdYGlVHkupgClLwOCHiBlx+a+MTKeiuhOOpxVhwXTGGm17plifGYc6B7Uz6jCh+58Y5GWwnh1e2QR60Qr1e7BgP2925OkxQwE4SJOTHb6NTBwGdxuysZLYc0wiOPBBQmkAOloQXB2XZBKeKgrkLPT4r5C66500VbKKep92c9nRRnfy5SHre0pZVwD6WMlMfyzK3KgQABVdL8xkL9fk5oZAKYy4ao+oAAtLnYWkArYlJh4la662T2kxLo4l5TDRIoQQ2ViDXlJq873Mq446jIwKWYHMxxM4O3HNdN1GVi0sGQWkwDX6crNrlQfayrY/1xEjymfGqv1RJb1tXw/Mo7Y153PkBfayft7dg8VBg98cR/h9vfjy+aEpJ+RH8JQfLXTrqXytxAhxm2rUx3pYwRul+TLdPgjpoD/Ikbg0vmXTk8Cd8LwbxNlmNSXH+Fp7queP1tNFW1V1knMUkcu+BFT3rYu7++RQ1iOrLJJDDGRfKiCsYvsHDg4N8uUPmHEnGeUDP74nxld3Mt+yohuh/1IRwmR8fbk1v55sIjcpdj35rP09bq6eICvcpR0xjG+waGjXnDHx/f7vNzxmG5WemevkzZUkfe/+T25RxHx2yvFt7vZm2GaRBh2iIJZS84ZmhjphtMIryZYwmULTrfqhBYAgs26Bq0O3xNSHAk0vtFPG5zbkLMpdZqPf7Y1Q8R9AJxZd1dew62ibByiT9jzYAAjAMhlrosB+gA+mxQtbiC6+g0Fr/SOgDMWxqj/Oxs9qEWBOOTHWW8+f+DUQuNVNQZzj2vVs9R2CcsOVJf2v3YbCOQoT17j2+geno6lMnV4kQc85RC9EuxpY/siUavWEUUj1kviWBEwu32aZvIUbJ4x9FhZ1NSBA/W0WasqvFqFitQ5AQH2NrHLo16xzSNuRTmT0CnWZjr6MRsUluy2p+gVgDs386tH2D71xQeZk2v6qSQXcFtgm9pOEBHZJUpjOkvEyzRmK4vbZCbdyffLQ35IiwK5FK3VGOwBScd4cBxKk0Fi4cm5WGe3Kiwy3E2gj5LwMYHXrLyRlT8jnDiF7GVUkO6GfnEh1r3kBnyxGgq+05UbfyKD3stqGlVMqCpe4c2GWZtSrUDwgLCRcx7WTphhGVSzRcLsq/zyz7wSHaXT2Zo5MsCaVi9yxGIQOKBu5PM6AjPxgcyEEYeFkmW+QoQknlsOgwHxOhAJgt3OXsx/V5L0rpdmesmOyi5byzirHm5S4slX6/Q91qY/gVXS52vrSuhOugJGN7JUv7eNxHjkuze0zlSk04QImDRc03stq59a2tIw/qi+V1VukBaPNF99vt+XqG0RBd4th2fTqQNM1s6HuE3Ze6YMMtDqkx7hxCSwa4x4ytev1Z6RcboiQiWvjz1cefj4fg3Z5N2C6DfUcQ1bYa7hfXENV/H7yHqK9dEL0wxsWf5LtPEkQqBfVfDT59Ka/3z93jICVErkMXQV526XnD8pUWWjjwpsPaUeGEiLulxfMW15ZjgzJzr+1z9RV5oETqbPzbx82tJLE5FgryzpLO0P9WvDS4eFjHeqtcDCT8Awi4EjEXEEtWF1kj2R/O1CFrX8NPRGWxw9n27xPlcNA7T3AEILYGDLgQDTZXoQBR8VbZdMiT+CkktulY9t7lsS2OB+GgEdACIXTLFrozYf7jHtOjqfWAdtyBeb+/hikjczhtz8PMVy5BnKWcAimEmEYARD8ydBbhJxrInhj+Z4KQPQLnvWvKbxQfMf8LZCmEYgzJCbDOkAaKwgJkbrfRwfeUxyRy1Xg12ciT483U3Q5velMUNlIKoNxEz2sHfxfjTsCac7ixC5cN2JkgI5lXMs8kcpFRNEFQggRi3QSItSKJApSWBZCXstPRUAsW1BA3jRn6C0tlgrEIb33WJ2PhwKfoGaoJ455hxCXfmPZ9ImZ1x/M5GwH6yMvlILJkYJ4uUvUovp7PmUbOLCUHgj9TbXpYoUFErVmj+ytdxfaD/ozXkDBRtVSFCZvlYMXQLCgUusMsPkEfQJJXMtzFHEVJzUrmmA9JXkZt+uf+OTmnoTkNdovQi4rHj6/7x8ftqenYNWTT5aJnkhHV6DSc7igJof0fktO4Ejanrri24HD/3XizmUCkmu5azLq9QeOFJ3aalowJlP/+37+inh5eM/Td1/dzuqKhkpk2OaJk5GIRytgh3QQd1nYQrd/bBkH1tO2acClfJeWS1f33Vc/CBvyORdwZeXWDNsD3+/1p8pJsVQshCe6nyXKGquusO379+BzCQFvamjw08C+H6UwKiwG2fBTEJI/AyiC+O3EhjLGW6sMTU+RLD/21++LixiL62I7OY6skSXIJDI+4ltm7IQ29boMB8BTmRXTy8gSLOcQWBYbLcklUKiGwAkjGBU9KhdYU2AXfVirIjpASEdUifu14LJuXxIQr9HguAyy3ETTKB65W50HE6cTHCLiTXl5DqZhkBxKAi3Rb1P0gMHAKXB9ndDHEdFMUGt+opwDauX2SItJPxfArs+k2Wi17FswuodnSjhNUHhljn8GR/oUAksKgI49YxcBzp7Qsmy0AdlaET3i/Px6Pj9fTXGtZbBWMgmFAY7g/Ruhl6CDC04lIFik33kddvdUux5r6EM0WUOnCLE13EPqw2SakxEn0E4jdLtEDx2mEToHeApiZWGjWNCe8yBsI4LmnlCKaMZweSHfLaH/y91pbf+gJ9SZE+nV4z59CCbGHmNGgRSpKz427XB6hyDBlLFO4rR9I6CW2lTLn48/jNkgrsuGa4uDDHlTHLHqOW0bO6GmO3FWZBFMTGCbU3aIgIklhW4ra5pgZndHR0nwC0UkwqNn8hVrO0VMYGafo0AdE3j4Cemzjscnb/bVluxB89CEbOO6H+BsheZXQudZ+03VZFg7haQsC9tV/EE1xm5fECWnTIHFYDE7E0b+tayH+u+B8SUcnVpxI3CMPhe7NR0uI27GWtUCat9CYOANo7JI4EQR6DIkdjhJpbRkcGycfMMWJXOANWVOTcY3RsUBHtSaxtjW3MseYuoVXmL0XMlSNtUXFtFNvNIqtBGWualJoksJjxY7lX3KEXcMx1K5BcG2wJFK1VhXIuH3cX++nAHxfz8RaPriGMKg2CT15T51gcP+j43EBkcCWHjvIPL0AXNnh3T+0p/wsUqL6lq0z5ZYYk7VUAWE3rjiy/F09BQ9DlHs8FCa5+x2tFwVPE4Q3QkOCJXBDE3hMn/kAnrg2Bab3qPSHrYMQHXsPcmUQdIqH29CwkAdndnrAQMclfO9wJgpRQYwKExGamDVR1xgZACuRvZ7KaipEGUe4Jgrv1jBn9t9k0q/75yQJ0rpsY9ImUiADjD5rKnuK4zG5pGMGc+cjqlElmIh21qhW0YPzUAKPLXYLbefJ2PtKArPZ646O7WyA5lF60RSGjFoRcQn1r55BDJnA4Y7ps/yTe2UGOxxllBlKLrjRT5rBd/cHlMWp7L1HRGteSX8FV/L+kZZAKJqoVmQeesIs6qYnrsC1pHsqPXt20plaER3ISyYwtCWrtoZNoW0dRPbSF/T1NUIG39+Sg9fxmNukSlZTabNd7JB5QbGM8VIwoDjm3l1+kStAdqupqm9wRqwe4DQEljyeWerRrhyKo2iHkw6xV2NSLOj0rS0ryZO5H9OVNZEPV7J6TXEJ1TxxsDK9SdHVCKEB18BzieY3yWDD7kv0fKma2NkALL3un4+XFMcjCujulCClmRLkZ+nShK8gUoo9SJvx5eRefi4Enty25XwWlAtc4nTiYGi0GEVYQ16ZEH5xO63ShDiyuD2P9RkV9a0Y0YeUyryl1e1GeHEUutkD3QzpiFF8wEwREmh0t7dzJcEkxgt+T7R/T3GaCibk2TW2yM+i9e5Nj2Hx04kIB7OGu6KI/mm7PUPRbGz6qwniLB7+6p5pLmrRoPBESLGP+51MzJxUQrgjFFychV2y1mmLZt08l7CkcCGzD530XuqHQdjdAegGvEMCb6HkdWf/s3DReI9f76wnEqSMcjuXz17rUt+FP6DXvkY0LSFaW4zyXvr7HTZLMBYGFvfVltFlqZ2PRpvDk74RfifGXmDvcb+rNsc9n0WB64flkTW+r+Pbaz6ufCc5HfuqTMKkpg0bzSLBuwTg6Dsvj3x7e3936py+6Xx8lXVuIuE/6To0Q02T0KHau1N0V4DO2DO8VkuKIpNBfnFBYztHRntNnRkWsvBTi4H5PFOIJwq8a64sU+xEbU0C7PBwnpoq0g5v6kfo4XdvY6gJXcXAhbIn1gkPaThziS6QgfO0VLZ/E5L8y5NpJRFYw17HkcyaryiSrWjuJBMvr0FF8uMcfL0xKfq5mXgYXKrHDju8SfragB+t9USJazY3QC0c5Bb9C/NCqCgKr4dT6qIYCAhIMWLcwtp4EMdXOzhx+3eQX5/TwzWTRXtSsZuOEgKe3bnlhrO9U/LVtSFeTWoi4tb78+fu1NnTyJoSk970qW3tQSJPwSaKER+DzY59kQ13gGr0T9qNkgAfO8M1xRlBuba0qRfjzk0wdi9JPHlioPTAG1A612WXMcVqnGiRAkp429tZDbzPFK9i7jMTeA2pN8HFrG0GYxxzuYvHIjGsau73Lmnuke+zonL6jE1AH02TPL3VMlHcLjvpUSbDcn9N1PUeLt40AXVp0UBOqONcdeFqV8aoPZ4KLNmnj73yYdAZGCBkDKcoOE3+1Gy7uWnowmQ0BFhmKquS5pqlb1ENZ0dL8CYTOj8iGSPR0ZQiGdiiPu3KTZwcOh20PeGd4U7lE0AfQxppeLw7KX6LmVbs/zTxH8IPv9I5rI3hNoWwToguRXzRPKYUO6F/bGh6sleAztGJuYzMUVHVkaoqwxhEMmlSpyD1c7iaAzYMT92ch3Fmr29GjTQgn8EAQvmT0anpI6ICR781ztjhhbDaFswCVSCgnMh7G5oPUCoSDmKuM7H0/hjIVZoWcp8nifc+LnkSkLGesxoPlxoaeMibBpQItmjpCbWAM2BQ28xpg/TlvT3a9mYSr3LjiFYDTXRjcxeM7qEdQ8Ty2/329RjYxsqWHz+PjKDBqU3Upea3AXFN0ntpYAIKWNMpiNZ5wh1wlsXqSGXsKALk2/N1UqRjMingb3FNk6x+Rklgyr7ZhAQXnvtZsvHP++vr/j3CqsvCOwTMffIM9Oo+1BXho0Ykx2EKt4sQwYkW1tPPyieocAhOnRrP0WNTNz1BYQNBhxH09qRu42tCeL0iUt7sSY1YmAyrIEnA0Rj2m8kyEaByWiqNvZran5duWdmgH4RkFSU+9J4RZDWRDjR/xVE2m8ReNfPezLPbUbTrDjyCbypWqr15p9Cg7DgVlahWp4gQdf1utHa4pn3k1N3Uf4hzh0JJvjIDMdqxbI/e1jr4bIZpDuU4jdK6FvOCAtXtUFpoz4hrK0ZsSFBlAzfmLlfsiChyLughSNO8+V3pGuglmO8xZycqAUlytUWP0DCwgrP9hRXr1c+AOPnUrt6qP0sSJuoNvs3k8dLxFlSkFuXNejFtDsdnd2knBVuIdtORWjI5KXX/hbjj9PD+esdQ7sNtQHpUyzKaE0nPmly6YJJRiQBerMtl4Ni2IQwUvfljI6iGRFTbdNwXad2JIraHtFRsFyoAPCEkW91f0+GjB66EPYytE+XHfIyUNGnjh1cGmrOhMBe9S+2g/Ha7f//39fU1VKtZdnWCbZdHHL23AewhSzVEbOD9fH89ZoeOyppchI7wREboG+me0mZCL6uvfB7Nk2hBjpqoy9vlgPANxcUpQL3LOObUXW/i867fDFtHTcBEOyPY4xHwJvZfegsjUKCoXa4Tx7z0zzN7c7zr5u1F4lXa81k1g0Pvnl10yGY7ti7zCeG0zM8tNhO6S3HN5ESGe91OxYXZwxadl4wCDA55SzyvJvrqo8T/WIoHcNIET8LEq4uak95ZC5wDy0GwPFmmHJyxw0YfzKy2Cr+9DPUMSZVGJFGR0kAUyKYlzseeZ6k2EU/rV6ZIm7xGtyche/pFsdbU+hhc0XpGmJCOeJNdFVMmxCCnxZNuxNLNY+sx4UooGCve4SzFSL21iE02xGj5rJ+aDZKhURiCHfhVZmB7uLsEfYkfW2ZIKclrPLqmgfoKLPkvTkGZ0KDOl32SyJUqbHg/hw4gto/60PwotHwoM3sGkGXPw+fiCYKJNtcBIB/ZwvewQsZVEshXgMms5tsdCJBKtZbGdB2MUnOKz1Hno7LvtOlEfYh3fuNALG58D66NGDoxREhJcjbesnVFFwQhrJh6iqk4SzpQp87mUtO3on/JA403a/tm+ajA7RfMMiUh89/q8IezkVkUJ6qB4l9bYv5BQM9hi7WnCeUXD/GOb+LnF0yvp+x6pXkLn3jFTTUp5rRfIenY202qmHN596EpEpUNRhiGhlPBwRHdBZCa/lz2BPfRkVy9G0hZx4KtRWV0pyUfktARZmlfamMeYF6b6dNLXzXXCAGrWV+D7DRDKrNYzU34+vN4P0c+Q8PfHYvPfA+G1EVx5LoldXeawIJjS2CQMKhtkxdpibMTKYNuWsmzw5JA/LFhrbY6JfGMUJKGXArgMk7HLWtM6uDqRHwdAH1s5iA9ybHTo3Wgn3o2L6X3yQJrJyfj8+Ot53HU73eqDXVLna4O+QG+PoYGTFegJbxl+Ey3N9fIHnNmb1SZv76FBXHQrt/PhuQSjDh2967XWzhztR3PqKIekRtZaJE6fggblz2QFUHCzn2w+DEnhYdrpjhgwpsFZz+mY8f5HkSvwJ9msDhMoyjh/Ce1E9cxlm2ScueWnn49adtKqpdSR2UOAVMOL/bA8I1nnMaqBJugnzaSiGFV/PyTP+dLHRmib/arqsMKqj1pO6DWI3PvQKcrwcl2coJ9zAz0d0KScVRDP603RucExCf5L4fxLGXodwFKPyoThfFBI5nGt5LXdITCv0XLU66GVxDrZCRmMdj+65GLYAca64Ali1dvE1iGGCSRYeYk+n//eEwnH9xD4Z4CfhWYwP+UAYmk4uLRQO5CtlEx64RSyNAa7NBAqijjZ6wcZEUBAXlGobnmfCygfyQMpmgM8T5IKuTP3Ca0K4RAgk8h65XcGDcoy4C5llWPgxjWz+l9em3ThRgeuB+BPookn33C5gSFdOo+PVCT8J/+em2Bc+ulsh03LqfwfH9Pd/TH5/P7+/Hni0RRRmU4gUlSyyV2s4NnDSEUrg9LpzczNu63GdH0fhoT9P43O+mYC7TX0s71/R0Ac7xcH1YI9XSEsjilqPRkOjhpVadYdkJrn1j/27WKU2yp6dW8G5eNCOGxmtfAAlPWQRefdz8nNjYgERBa86nOjF/L0G2JMffAT7CAiFzMZ/vCthcrHyUawitTasa3TmsSumbEpWB8rtNnoecVL1VRJgo4gCptJyA53ZHh+ETdMVyV1VleNFlfiOiKVZg2BGn2CL1hIGOEeTb2TXcxM7fRjqtlJKtmd3pQvSAfRh7zYLtNToN3AFJXp5vhOhdxyxaBkGM89mp9O278kO34xdiu4g/xXnEDHqsdB2W0q9IkJXOd+pMJk7Thw/cj3SjHf5ejQ87l3J76R4ayeKmPqdQYshN1er/ff//+/PkagXoIm9l1U2HzlGME9qBVx5h42FUoDn4aIsnAbqQSaYsp+R9PRRqDSdKuJoCQKUwoTRwesr0UHy33z2lk1MDpZXcmO8Jf7fhyW3mec0U7mbNuQR6UkMr33c3Vc2Wghz4Zd64jhMiTKjafqg7gZ9SLiBuMsW6+t7J6bMSTBFKRLTqmoxhkXGGvzXuBaGd3sIf8rDza8aNyd+3LVjN9CiKe6LpGjO+en9SRl5OiMQv68iGH3B9T3oNu6t0w73A1OeRVdZbHGtf4DQ9Uqhtu0juC1NV5c+uFZQZ68Ya41Di1caevO0/Wo0rJ3+tFnO/lCVcYcw78FPEm2+bxpmHgcyRGX54k0daRSf8GA5gB4B1UepbfOWwANjRnliiaqnWG85ybIe6wE7pOy2Aa6jX0/JjBOwPSCzt2IQh0IO4wTYYZuMQURIAZdvK/OELZBesDsvmOU+OrPGauRdOMMkAS9y0+q3OF5lW0iLRv5rl8jTDMTMt06UZpEg1jnOJlArfKupZd6kfQUpO54wy8aWYiaQQzlw/ZR5abYovkY/t58RlLU2nhxCYg1xEjQR1is6CtZ2pxLL3rj/Rw5DS2Ga+diuXcutS3fFW9QsbNma+lM958yPUIC3J5VXynPLEjcyg2VNQtsb415SO3h/k6bNhZzMh+caCaYXvu+uCvSdCa/6fjOinOxvRZdkoHV/fbj0hbE1hqBJgmYphikTQqODtRxy2GUhaKgZhM1EiUkS86/rq//GVd+0vK/vUmAu/M6Ekdqfe+7EQln0B1rXtHjS4HDkt1XA/H67fNSVXWza9SH1E0BkF6VJRgXC/1NGXWXU9mxVFJaA8J2aToDz5pZwejNfNSFJ7SyMF4X5goUB55pzF+UhH9+AyW6HfdYDy+dn4mRc9TuN2GLZKuIdZTlZM4VpyD+T70oluSmOrKxauef90g4Xg477EnRChuhNMQvuN+L8jt9iKeVpR56G0MCGq8+y1mLZGMmJl6BK/nBE8P6/c+QWgujrvfbg2umPNx/XIW9/vj8Zh6H84vmU/rdpIlxdKnA1mkoT7X2Nh0mZboSFR6hqdnOhpQkuZmtaSin3ugQ5TVzEPzn05TwZGRbZKKHiuP4qduScLjbmq+fjT6bNSCrANgCR9C1TWKae0pVhgx87Bf9qqimHot+EavMo2pl6zVu7FyzhNSjeS5QsI0LjlgOEhtajbzdyegjVfPYStv0FwYre1s+olcDovnns1c1elU/Z/0y1xrK1y70FwZXv+P8YJxCUcRgmg5sWzCeO0cDmykONH29ClLCaQwTYmv5oQ7evx/mOWL6T5AFudQyZfO11xwASS4LR5RplVtZ5bCjXDGdFeiiUPE9ohhzcp+JmhB1G2RPo5wfa0fcqCXkWMoRLIak9sAdZqveR6KV1WgQ3OVmMuFHiE8Pgli0pqKH+ryIjOZqAERHZMV8VHVyEsHSAnXcENosTa4bunXbb3e78dEpPA5/fUXsxt6QFrtDzW6VSV02DFv/YY8acZj9EMvIw2uFcOdUe7GhjwI5/ZViLkPz9XWLXslMpt623DmhsWOSLh9j8VRLK2eqEtBqbq3+yFWdlHnoedxqV3QBwCE9RqadEuUoh0dPnCJX2GK2s9ClIp2jjw3qm096zOUSek3chsxIg7th0b48fn9/e3YoLt/yL4anO1uTD8aVfheww/W5b00BbiRNC2P7bpm0zusVK73+fl4jLSPx4DaRPZwZO6nGqXMGN42N8vpLEl9QbiFtIVGZOj7rp5HCI4AqUXPOJJWyx+d0vnTDDer5gc9rLg52jMyD5q40H3YxcPwjJ8X30ZQi2FSjIJRKMU8XnBCW6qaNt0U4qGPzvq81J1fSQmzOSOivmWtGiP/OZCpozFzbwKa70smg1o1G1tq+ynnRDqx8LNnVzxHOaAslvTEO5V7POb5Pl/WMG8ypmfqbtHQHvwoh56eJj6qC01TxE2af56BpDTAnGUitg3dPhe4+WiRXIOiZgNaWGTdqyYluctokH7+E1R43lcaKLppp0A6wVSC7M7uK6hRoTCaNEokwxazCXJS5jdV5wf+HYkFqokyYGepdhNR1IyMdn/83H8ka2/SKV3DBD8GR35mYIT6XQURpj8nQmesGbcBLqfkIV3TZ7fTtgGYQuZnHbdEl0Cq6IQRkKsMzd6HjEbFXoH3GJnRWJq+s8XHwgNQ8VKjOFz89zAaPdYuvg8RK49jdrAOh/lI4Zxcz/+ZlmWLLHl3ic3+A/va1JVe/wZNp8apNi7JSSzTpfGyD86Y/b9tY7jSwdEiQVwB8ma6e3o3/Hi/f0aNWEiXpN4o9PlFEoQc0QLTW2zUDNublCTKIgvmsbNaJE1/GrPcrmir4zT6a2PKzrBriQzWZ3DGXK+pJYYSft4KFTwntoJ2bBM5TRsBI4iWYZhxJ8/XfZxXluFs6thSYURlzIkIkpzHi4kHboYZEg1T/GzERZNl6f+hQwqBxGT+GCKViDvgYzESEE9wMUNg44SgY5GmyXpM35ZHNXjR3MGbmDv6NhIqtKAd4fXXZI+TL6fan1uTCp9V88+6miu6Z15Q43lpPaLe7icwhsv0FytX+2HV02ywHQeA+a0v181Is/oYbVPoCtPRKxluUYRw/hdYgy6WcujYnB41o95eIn25gQ92ecGqhsnLJDsSSgSQGq6BQe/jOAKSDB7NRPJP6+S93sP0mA3PQ0myxKcG4TQsECq7SXyZL0J/0FQA4dCVVlO7oX0OaGWRaisHjgTI/eHY0FC16pCOeTYh0fMwMSkrQEuzdxQlI+5RcWCYyOdj3BKT572Q3+ZbzloHPuIIWfuUs54NLVqI4xk5+vVuid2QJ2TidcAMpN1UoVvQbeJVv6lxke3IwSzTGfycTMFu92qoQ0h5i4IkKjK9iGtkKhFciSl385fF/iHy4XZy9a5b8CNCmAr/CLl7bfrhkZmJq4n4iqtooeaWnc1eHYzp/iHhdJG6Rc9h2IZa6BtSRvwpRrnFMP3yOYXuWd0Hk+fIlQV7+0ol6RP4qrDBurGSESfp54onpBIitbreKVmwOVa8oWCJijgJcliTxIrGSMyNLAs8UYJN32zTnxEzpXJFGFgdPINhR16u32vdaYRIpweLqJ2Ve+OQJV5ftcAAATHCspmeYWAcKzXVvXfDq2DFU8PUXQdWBB6H4ZAQxJ548jrljVKINi3ZbsCiJg4wrOEmd2x9+RWCcBJi69Igp1a7ZiTZb+a2yQ5EDlTdcOROhv+GU+r/x3Tu2JOU+xaApJYy9GW9XiME7ZHP3t9hLXfsnt61sEoGLNZ7EGRENctbQ5SZtkZATYxzNPmhaM4Kup01IfcWs0eJmcTxe89TUDVVA4CC3Xa5EidhIUGY3Co2s8hxrjaamk6+A/RAmZJYNgeKnNX1XKyknpHaHCr3oAaHG7w492INx6GdObsZQdRZ1O/vSYnd9mUQtn1ftHJrWyuSQ4zON1riSvb2Rk3qUMRy2VtuFdQWzQ88HfzeEM0xRvQsC0grmsfImnQqhnpKjsGSavNeQ22nQzV4iZ9rHmZFBUnyYPppKkO2KxKX2Soq+in4C1DHfJSGKxHgOTrIQIIcXp81pDbI+TtsOFr7TfbW4FykNLqkjuC9ZsN+vZX09GukZy6lImBd0onJCg4g1h2MCT3UbIAqnYNsbin7MzOXC6nQCFSOOsIpkS1FvQw8g0xUmA4sPs8EkrMMB/GIJ3Ay6zkGDPh5q8KwO5AqVlYO+D2D0alrRXu2+2XR38WDUiwOpE+wUkTljHgMvdmKurOG9Ym1SUnMKhAWYapbnEhFBZwGHBbU3cEY6gDxCSnk6qHe8Wa1FQUb0oOfE7ewmruuAyj6TRSmIUIFp4YIjWVSt4+UqGiuIzAorA5q0qdHMQZ/9BZzstU7gnsNt3FaCEYfPGi2glzzhBOfP88XNWSHUyhd02z5+U7DsIPIvA5sBQF0U2RTQ5HPcFOr22iF1qlGX8z4QAm0z6X94gPuPX97fP5Md8VbQWiJq207xfeKWDstai2/2EbJkg061ke1fApEpEQwbNMRRf+Ad5ktgCgShg6YqVYkooXpBvj8+LaFNIVSPcjqhuiI5zEBkNhPTR0ivsNoOEJIImF5zNzCBkYnS0LPHkafD62zGnIJRt1RFtYQRMEHsBgHB4jsqWTT27QcozqftllgitILm9f2HvWMQL8+/0ZXctLpVnCP1c4KCv3SCwa70kMQQzuhfV4Ldv9y4r2RoK0yD7GolCmgxzk5lJBooy+Dhbj3c0jFPFnb8OO9yePC4dRBw4voizKPgrrc+ewSI1rvNzVAvM+BfFk1unJDK2l5pEOJvSZtA+Pqg4j2LzA3pHoNLT+oPAeyW5kZ2svj3gK8CvjTV/fx9CQShr01DtEhus+X4EUr1Mc7eDxJZzXPSgybwB3B3sjGouN8gZiSHk396DlcsNSuXBLQMBYxBWhEcFbZ4xw4nWBVR7cwT7Q/tVGdeTq9zDk63ApH1T6RWXA5x4PKNEL1Lt/ejMQuG8ccgAq70zo1YS0WCInQs5svL3Bnf2KhQFkYnIcokytJbdk6fBhnJd43nZK/J6F6JoS3AoLWXDm17FaH8rEs6r6QdqvkmUd7DPlkxT/bSGArtHlxcRSHFdvTdfyzE1p385gKj16zFBo+ft6Pr5EGydx2Cd2ELen1UAOnaWUzk/35/XQU5AqTL1v1w22A3FYcsNgF3SmNKsFywP41RJTw4Ak22xaGfLFHkCBVspA888CLvLlqpytVeMOgxfmaqSsCy3pxxtz4w+WE5t7D1t+yvtvbmoHLkanYkhOQda4g6rY9SwXY0tX2R1Mk6NbysqiAMMrLt4eCBad7Ghlf2gxxxOpobXahO9Vs8W1iSQ9D3er/oElsm2VMfzAzfYVFgJofnGEotlv/Ylps5Rm4fdUwb7fPGckgR0Y1ichJoq+WJ4mMkLmOx8m1cdyxAYeQDITpoqG8ZTc9mUo7llKsrMXZo0Gjzm/GWeCn1KjTC05bQhVuagfF1mHZowEQNEdnmfO7492BveAbuxlp76Pt7Kott2uEyyfFPKYvwIJzAb23gAqOw6BG48xbMZNLzdkTbaL/GdHp3RL9NK4ptcRIIMAvJTOIQyp7JxK41YxRa2HTncIZej4dOA1jsKM7nAGmGx4cheqK/CvH5ZBECbDbTMsOjxbuLTZcaCHcZkPKo9F+QsSjDzYc5k7kQ+HApyO8lcHMMoYORcGUXDqUDOzKkcn7/X5cW1BkcEqRKEi8Bt7Z7SQ+h+19i3ah0anGQeRNDEOk2kIOLzEqi3tWWSoWY11VbU7WJtynAMmOeU5cH/kfFQSO+GaX2kdPChTpGQuvpTdIar24IZoo+aJLwadYXkVTarhsNDuZ1ibZHSwz+Ik5cvv8CTGlFpWocHvoKYQg5EZT7lG+yCac3EOT7gJ3mOpJcQnQdoshz+f762uaLF7OQh9jJBPhICl8tcPJK9oHm/ja5L20RQRtaw3KtcmCiLr0KJ/t3t9t2JMUmDA8j+NRdUf6rt6a2if9HvsbHLeoThmFPeSaBBmmG3pJxy7dXVrHwiT8cnON53gl8jkK6bh2Tw/2hb2iqsVCHwzD/tR7abTAfLkfplXrrjhMdmby2LZE/opCuyOON/nyLSVlRzFW/BcdMRhRiA/Rjk7m7ZrvQITvn/fz+dSU1zluzEX49Z3YFsFkjkVkTvdak3tjDY0s6J89nroz/YorKptiOGQwwFBTVBq8oFZ5xNkanWtVusfWe47V25qHN8OF1JYc1+tmBsHZ4dmPKfWvMN9QWo55DMdRLJWuWJRHSc/43IJQPAIJleXL4kd+ikEsgyVPkk3ahuTYG/Qg+yyCZN2tyVl/TkGFqMDczo/H42a6wGm6T2dht6smhYNinYAtInPW/p1QQwMb5I/SHFEW8IRkPhf/9A1VkfhnhjS0if/YBd04ldM5ReSUX1J5LAbs2o4S9PThNM6H1fb7UPJdub0q8mzbQypjie2wrE3fKW6bZBKcA4XcjGj0XraHs6cRawLegFHZDpQ3sNRwJSYoKr0EdU4a8RKuUmYLCpelvuE1aR61NMLtIjtaYMO8D44+fx7558f98RS18XNwxZ70SUImd0JcDXc3bX5TkRgtabj1QS0R1k+9xYGsr7Ddtz2oOb3zjvFt7QiIiJN1pdx8gtuD+BTNp0DLmRCaxR9FGfeh0LviybYPMX/IKxAWbivZ7Oe0rFllJKKXa7ahzQBKZWhbqfILrsfzOxdNU3jObfV0c0R7Mu+PqUBO2xtlemhgXk732ZhwEj3YrsRacF9geImXkJ1ILXn8XlP+6JCh55mJJ7/FlRJInRY5whHOq263j8eXRjLIy9gq1xQybwBOYBR31Vl58CD4dLo1YK7T/lHfTZ2z8wwy872+05AMKjg7pOFYFvKBimHvnBjPqEcG0Ckc0PXBkEx+YF1sm1LvoYCsVhxFQfgxKupzIi89Wzu/aFGwytgMByHneoGhA/KJNw3dnTIMbTz4uoDx6bDa0RctTvSxsh2T50sFHolXDwJa23p4XDvvMOQBQSJm6/otOmmbgx8xEalUYXvTqyPcMHPkbven7AD1sG2DWfpNmyrT29ZSZyAKBcMFdD230Lt8LVOCxpO98/sIrCefHw/FBs31I4jaIttTue0BSS9kvZ7oSPfzlaA8v3hEhdUC/1g5WY0dnMS3KYWiNXj6ntQ+vPGiY+NCG/TNZqqWoDRH8agU+Fqj49qrcqVxUbrsvYU7e6S7ag0QIYBk3yXG+leP9lx2MN98ZI3Q2iSXOgcpSOfwhhZkFJnCEtMNOVWmJoikZqCJbGXy4cFzhivbKzjmBOavdRvm4C0o4GdvHlmKRHj2ecfz+6WejNvr/fN4TNn49XzSpOTU+II9X/IKIs2EfhLWuX+OPIwOzsZXAcYQrKzy2b/m8RKLnwTmM6QBiNfrnOCJn0t52Y8dWdQ4NYdYLTSFuXM8KZ3qVpM4RRCYFBNn5qsMkBLgs2J4qVq5TPUxLVP/pG49bZ3EUvnirBR7/zQL54lsDeTXEJEjsMzGOEIgj7oNZChx5loHsoKwKlp+OFEMhz2OWyQ7BIabIHfjciFikz6oTVQU4OUrcqqTq0Mn1giSAlXHiGGu0YKiHod57AjSwtexDlUEPY4hZSKAxX/TPG9NgKoMuD+24qlryIP2fKAQcCxyvvCN4zHHE6jv0KnpbWM2Z8kM+GAaGI7DxrY/zgYkBK7hx4YR26eGpORp9NjFuex9bpWj+4bqFFjR7rqW99npU1CYsp44TEEDaEtS24qRqgwIy1hswz+N3lOaMj2cp768htxeqHK1AOeUzrY/eBT7idrRX9L88JLcJ5w1ehGR8/gHXYNodd7UW/UCvXYBoYPIY3D7NFMY1WPWqShg4MeqkI0f9z6iE/72vObP24fmj0sBT13pM8HQ7WmDnqS53LsYiL0H4iq8c9qFXDMpeO+vI5sLuOKCK7Xkz6bFezD+k/vku4OE5v2iXqCEiWORNV5pmi1JTmSU7PQ1hEcTHdR7fH98PZ+qPlk4+jVpYkR+DyMb1YXtDj7EpHxIdwyAlF51DUYqGneyVSoZZ3yMzqsMuqDw5fhaHavTN0YeXtnFIxsviGtAiFUZd5eSl4PCuQKrSPsaBk5hOLWnurMtcOCdjrIaxEWgS08mpG8M3uDarOCHZE52eHUlk6mjEKNtWUnL4Oy0eBjLBjC+wIr3of3mBtlBQ6axBRA4QhxDf6Vf7Swp81BMo/epQygxHA7ZqftDEz6mhS8zS8J+cH3GtHit8Lx3RnpMl6kmPtVPKGAxv3X7/SyMQVP1mTN3KO3YrYlscTY8Gk2GXK9SVDh/nvktDmxri80f8w4vvzcxZ7kL9WvlQyUE5rzzF8YZfX4obwlAkyeyWjj95nCSz+s81cxkxJRN0aN14PN5WDXpn8jimZ2uZuPUXOlhPo4w/fobHh1V4pOHVbDnKOlHfa7/6D12VJDhLig8Sl9KylOHWz0SBV/VN2B2AdR0Q/EJRK7W1XSQMZ0cYjzaKJk0TDUg1Y8x5LQxCSMnT8ehdzfGmSYkSyUzN+RPbvKsJ3JK6YRuRF7qvbguahG/ao6X4oVCYKlrG4b6WyxkL02d9Sl8nkVB9CEWcih1L7eVRiY6efK8jofLp6bDcwiTSuYZfgOSALkrD40J6tPiJY0RFbfpYPdmPkbm5LJrNpMz4o/bMto1K0aQSHVzlVMRyn8/oGRot4VQ/LCcXPTodR/OdWgsbSy1W7hRNdsneIQ+yUpT6AKFmWFHzIeggx4MLtYoTRbBVR9f02s16d+0XQG4tDSd4qAjAYf1aRVZTycnWxzZRldkV8GpkDZ/wZpV4GAywhG6JB+XWkE36EFlz4A5DF3Gk9BJmyWhjFEnFsgbK3pmzhQger/ar0pIAiQuhxBe9AFGJMNUIDQp+iLgibkP/gshrGnAJvBnv7WifGw8juv7+axwSzkffU2NJF6g70wt6P16TYU5tM/10/V3fnLS+joAW9JLPXdzlDIJFiLfskySmfe8k2y79tUJNWdUWpkJt7+O6Khn3LnpXQ7ccpSmECfajq9JoHWeu9jVTA7juegJ1IxvorB74MhJCnEfZrB/jjM+h3OmEL0f5YAjTRZ7lCDpOlKNNfaGqXCZt7CKYD7gAiLwz1uP+djrVyF6e+1Y7fOmWPBtgcbQcWI67YqYtvBoLefn6/kcjp4lpraDWs9Dbw0hJsIVHnrQ+Ce+mUhFIQc11CD+7ZTYvZyzVqPdZnhV+fLjmWtyGxo0o/1UwSL8SmJJgWq/d8+F67XE4lPJqnavPVrHdgksaxF/M4X2KNd5Z4+Zx+U5BBKTdICg/3o1aaAaZMv5QAeDrkcNiQAxmGK68SLEkefDDgHde5xbMEisp+RfZwfMlY1fTYd3U44y904oDpgisn+vFxPtvI8eDwM38kZG3fwFt8fz79NQm+XgBoXPXI5j2RkWl30fGLNRhvshRT5QjYxhYkHZ0gG42M9IlUSISSRpqt408lD8ccupgmlDGkFe51iOLLKeglQ34NPvjpEXGe7HYbL9uaMJxiAC++/X51TSR/naQ8+NWBPK7lMD4ml2gKWbTGrZjY1d7vMzHMg2Irfo8G6fm6loZLDpcLg9JGcX1UURKrQUKEGVI1fmxsawDet0Oa/JeQ5E1r2TmajTOU1qNHl5kJLZ523mlEzhVKXvt8/vgQYcOBoyV2VeyChFMwKcsQiSeB1yVabG9IzQdtTOycYxGyExkGY9rfm5ORi6+tDCV8NDTaIUN0wHOZIt0Jd1Qs4z10TrgNDjFEMII4HN0AJReGcjmC5FrKdI9sH0twXGxa/Auu7ncdTThAL+mKtWREsmmur/83yvRSEH3qq1prMQgUUykzlWr9domHf+GmFO5/e0nA4hAvjYs0Pk+zuv6ohwjACQNtJ1uWI93r0H24cALuY/EY+DugSjuIDnt7qrLMfFN3qrpHgu5BB0VZ/wS895lg7SKTaWQ5RNJNLORCKSTd7YQv2gbVReDo8mjqaiWxuSP2XcBpsyrUPSTHCD0G7gFAfStikzogKdvLdD5uEteFNZ/XVGb0lGKzCXT8+UjCAKErW8JUJW+2MCuABNF2QST+aO4Q9bIzSCukP9EBJhlaCwlpaieY5fz3amh5ClOHzTGeeJmEH3TlttqUbFvNq5N7vx+qf9FSYSaEifzlGTOcIvLYMBriV9l7stL+PhPQvGtuDDeSSKOn4q2OAkOB/lysNQHPc4ZeR3moLSxTe/H/R2PKkG9D0ej/EOwpeXNqxvxnEe7aPVVMAKTailQMX9j8cUNblvDQGzCyZkVGevJxgX5jgCCUZS+Pm4wdQ19oTMojeJMe656HinqUchmqCTcx+k9/7EfSWatxrwEf8QNBm51gQpt9cehsEAQSfHn7jAnndTsmbihW7SjT3sJw185DmNCE2sT4y0txOeceW4qrm14GrJrietCcNlXTQ8BxvMWrSudJe3hZnWvs6Yu2N27OYM21Vhkawvt2cOvDDXFlabW0moDGuDBX5yZ2kaabGkKbC41pQQKTQ0k9SOcXwn6lG8oCcxpiab/JpanpFedRa7kuFw/oIyL8neeZYPGlFAuyRjm0S4t5lq7n4mpqyrpdtyj487yJx3xEPCW/F+LtHPOlg/R65LeuaTzvMi/gFlWoUhkmZmlPmOlCAlgdedmEMe0fgBkqcn6Od+n3+x4IWxVPe+Ik9wHy+fYkcf1n4RaUEhszFEIr2TJ09h5uc1E95LFFfc5K0/Esf9ZHffmWkWKG7HPzMIMpvGcvVqDxPE0n1zPtojjemaugXC17H8in/HG6y6ahIRzwm438f+0Lnka0M07Of1fG6ufKTXyI3IGcqOJ0c/lDYCZh0XkJ9Im7Znthvk8nquBRgPEe2cnMtLOxkp6JlneaMfeIC18tmqeDw8i1xtb3OD9w9RH8ctWE5qsm7t3hHF/laS56Bb+pa/LvyAXgKjvtTItgrDaNK7iXmM68xEiPhH/kuOopXToAL+TRo4YtV7bkeWdiJpGavX86m5C7H7WiWv8Qy3FYHbO6TDHhoQFKPFrltPJo+JG1RhqXd88gpMjz8kCdNSZDGudLLpszqMBIh3tt4Mz53j1FqWeZKEocfC4uDknjc6z9IpuRV5tezTFU5nP0KSifG1EVt8YaF0Lx2BHZrlTAGOshoEeo+eDncamY23z1SGunWPTKxm/ZtdcNDKAd7M4D2REb/R5rBJwvGa44C1myXjl+uHydMOb3EAkEmY80smPsC+vr3G0lUkw5YOyW/1kxBP2AikmERq1PYTC0c5HDuWqux7ftyQmTDnF1K8fRxo1q8bvACEvbv1hYWTUuLKWyaXmA2lkxHcwCL+sVfABPD5fS8phez6H3XIjf4hwdriCYM7OhOyddvj0DDrNNrH+sCHm+YfNGSOG0HeyqadD4vB3Hs5fo4ofyHmOFq38SRiY0z8Zb7jualbi6rx6UbqLJK931aljsd04H0JQxcJDlAR1Q0f4ELUHeZR/4VT7zfNwZlO6YAU9PWFJKT9zFERzQA4tb4sGNtpn1trIt3LNPvj/sO/mgMyc2JdYku6sob0REjJh7SYVsnKvktAfzkxfpA8tTNUCKCwmUOyiGtZoHtnceHTBp6Otd/oPoV+e7fT2bbA51g7H3RfqqSOth04mEQA1pmBGRy1eaDGmj2Ax1P7vO8UyWWP25uE+rQHW/9pgkcqjwNYl6EAZDFith0gBkI1v6atTINcy195hmd08cuqhftBAGihZs87gYOWNTwO6RoA2GsLx5BH92F1Q7aFxC7tQuFEBnP+aN7pRXA2+VS/sYGTcV6GnPz62UPsEUW78KcdPpmrihM0YTUrI+Vx49RhW3gW9mpr7Rq2VNdhFZ5WYmD6/fP++/2dGfCDp4O3KTj6d+efFRt3qFDj8rKkAh67SjywZp75IDyLXuQpsgWwpRjbp0yVEXF5ZNJg2OWottkvNAcj3Rd8nBD0UPXcWKVgWYoo3RXnMz1I8r9pd3Nat+3rBAF5HIx+0cr7f929x4TAj+zJiEOvEdshq+yfbBpXVhi92Jk+8G+OOOd4l33Lz8fH38GD4lD0rkiWGskZFN56no5ujx53muwL1Apxc2lXgrxR+AwIuAAZ7SrZ8CuKkm6azIzWpIL1GUfegIyoZ+lcerX7sFt9hQyQwKw/KMccu3B3SQ2K56X4JPm/7iN2tJEtO4v0er+/6Qc5ZqTkomzKDbSUt3RO8PYmuXj99izXXLVVbgmr3iPnjeOd3W69DuZ4Dr7JBJ39bPxuDoaP3Ofjz6h3//07saz4G7Ot7vCMTRCdKNCV//fPx/NbKZ4EW18iqLms36WvgQvcq4FyhPjadxyYEAA/Z9Q4wV5dfj0WgRdkugSCyszzRDVu4dFC1ff3aLgfDSERVHAomysNAgsJ0OZUPmwLDlxAgQNbDbrONuVw+NWCc7bE1Tonx2KqMTp1qiua1PF1u9+nU5FasCp47K3DB5pkojqV8Vb+LTxeC57SIn9By6hgsU9O8U4nZv862DP77SbcD0zvMNSdgu6HnupwbOlNbQMG59dSjWxPH7fO+suhPiIzBzH8uR2h19cQMCXFyO/X/F2876Ez1hvaeLqqVi4JVgStONy/fSARlBq6ZuRnTHTRf4ysVVRf1bZYWnwDmtSdbODtC3bfywE1eP84VDLLOEbpyJgOM7UHc+8U62zpO1/+ffqVOu44Nfxic0mDgoZcoYGwRS7o2hG2x2PFSdcUx/xuqJ0RuAnNQjd0kpNU0ARdBIoCgsREKnzLODUWpW1+50Fg/x+XlJkR2TZLMiQiPqZv6zgcbxdqAxxTNfLzwaRjbbtoMR1XbDtBkrknfMb03wmVE4bCyMGhWo3Y+xJ8zkl07ATGdhkmNx39qHZmABPgUVXSticjVBprUMlIWqoh62H5H2r1Ltx5Hc+AjFJA/1fbsluIPe67c2ba6mLOxPrx8wg6MxxfoJrR8T2Xh9VT5DVKtM1vEs9t8vNrq/wKaoUibpB67up/zWm6pIzdW/vOiE2WZ8WkuftjMNbn6Ol/3kYEC9IKO9RoMVsl0xSNIE9p8pKTF9NELmi7qpAomK0SgM+KgSrHazlUsJMOou4vOWcu0BGl583kgcpJ0fvQBKCcZA4yFTzjDyhmo/FWZ7f6+FZi08TzaTHJDifEO/CpRt4ec3oAnmc8eZQTgE78kQ7/6mzAH/Vso0G1hYduko4VYIZznNSvyJNAJNYyVnRe5LTt5+P2/ZwfDB2D7ATDJR4shBd3xIgM5kX9fLyGCYw2YTFW97kxpZNufchc7DP3MG3pAnMakzukQcP0PYCOfp3ObVB6rO15Bll/S3MdQTtp5MZRXhPQqRJoXFxtQ/v5TM/kf1cmckpHHljlhhZpQfPZ2PED9Ht7jNhxC2f40V3h3ICbTSj7mZO1gX4hv+aQCjZOH53EhP2VxB4G9QHTb7Rp42ksLTiMIzrYkzgR00Am13Y9gL0x4ur6Vht3h2HjbYZQ8vl1l6hVBJuRZj2yLYdZRyAEZPx+/zxgP85MJSyFTU8mR7GiO8fF6pqH9s4lnBCfvvBbYjLFUsFdttCXlOgs5vjP3p9WkuA5xPpLTXCO37xslklN7476kyj0w9ko0bxOdt3BZu3nyV3kmjr/x3uiFYswZbjds2/1ICWnG2Ce2lS9xjglY7ety2SFCXrd7OGwe0peHz9jWcTaez9HGWwmNKjrVroO5bjM5n5+M5gF9mNRXnTqvYNXusiu4GgJjdgam4ZIU1ZM6VZjFsdwCZSmI0tmFwNQfrmf/qFuGrKq3cmKpXikh4GGyWDdERHVCmMaY84qs7CpkSrvBGf6DJ1gl3Z/78mAJ0f0RueOSkLtSBz6iJM9n8zH4/51v2uY4YB/UMPBXkjn8eussAcaMkXARm8+3nV808Oyryps5aMoSiqgbSgWi+qGIbtBPEbQriLYazA5sUZRPMDiShk4swPr0HRoEFhdy+XIXunrcFmvQlhs9YUgxRbNLqqn3MS7pb+lHh2Iey+fx/sLP865j2S5A5373WbP8yc2OGB7IoJyVD4q6JYxNcJnPMrQqzj1cxZEIMtwMGC30kKZ82/9SaZPDxKj5fNdKwKocs+5XgmtG0lg304r6rnwYlj5OLuKsmCHwmGrh1XpigF0R7QEuaWZOjU/FVG3FOkSd3Jsz+NhZMlavGNQjO5cTSl8ShbkIopE3vsaGoJHa9bEODmx37EzOhu9zkTBNU1nAq6StY83L840v1Fyv//aWilOxNNvaXq79Rt+xClA8T/sahTCKJpmByxRimkSQhtdETkwKSmEfczmjzn2ch3b+1BGmQb4GXa41TyRddrvpDmx1mTXYxodbAtiaVwp+favyrmtq5q70Sbt0L8EuJ3Qxlt+NT7tE7mk4lpJiT/bkCKVv/DT+UA51KYFnZWW/dIISvvM8IqzsopgUxdyc8W2lv2T+NVG7T/9QljQAMgmkIh0NqyGRJyhf/aeH4pPit5qFs7Hz/N7OnbGatK4JhFeDS+ky0AT2DSPe3iZ76eg/qyCT9nbpd+hcU6YJwRVVcTs7cfnY+uTupw/X18/g6jODiS8Sa+pSWwZbb6VmF99sDF0flRpt8t5pM0vUXWY/JubVcc4+WlXG9d1kIidvE0rpHzfdGHkX0uLu7SPemkamIuvg/FvBjlQ8luzyypg2M3jj2B6c5VwU145AA4iivQ5k37MYD2PUbHCRUrlvMzNTUj8E08nuOqm2RIZtsLkaIc6E/QcvDMLOK+7WKnh13NCaE2c8/tNlW8HjMZsDCJwv99F/nLtzmrMW6X33SXqODWT1mE3oAjA5TFdLob3By6tLzt4THPOyybZeOEc9ibfsvg1laRIu+Zs+W2Jk42zOix3IQtsy+lN22WPAwvluY24H5eSJCut+SueEkfERgpwWJvaH0qBYYGRk+c7u209byPAy8/3++eLKqoonOLej6/1KHE1EaMfIcqASm+eCxqtKSRAnfH6zGJunOilxkb059AUYYUIBfuMTC+fnqBJqPNRU07qgIikwplvZjhsYZKDc0Xl4YAiYnNZcU61307BkOtgG2jUqcbfWF1wh7YKmhqi4NSOZjcgal0W98X6AwBnxoXrVxd6Yp7Or4g2fQiipLs73wuf/VoJAf4rnGWzQTMtZZ7IcKgaEWvvV2N/HME5H55RaT8j3s3GddwzI8iV501vN5ZY449/fr7/SgmIsGwbNE8j292f421/CRlvPb4pBFKPGt81HUSTWm8BPZFRLxr0Uagm4gs9bDrFEIcio3xTNlsu8fx5LPjE0A+JYaJfHS31pxgj3onm8V7uLlWIQNEbSmj6HGfbqqLHk0VV0p1Vbm4Rn2TGYFgmcSBpDQUaV6rPyTDzQ14V4IPIAMZKJKGb5NCcnfz8WnHdbKoXdgHgj9i0H6h1QMbq45+HixyWRziQE7wfLnNYlHDxV73+EqbalNjoLTYH3fcAMnPZ5/pfTl/18Rhld22UXdi+kE/2ZrXuzP/xP2yZRaTB1jF8CagFuO+LpMOB+XyCmhlp27O2UHB0gWiGE9LdM4C9emDbOIHzOxxha5O+ClOsHFtqVsHAZ9fmBAqkdR6UBHFIaGagg3+0giRwXUM6AkKO4GeaKkH8SspUFW2NS7IPBhBt0kHOlmcfWKFQKMX3bK9TvzQdUOn/LTjhwFG9FvP7x/32HCZCkD6ionnviNcVC7wikXxFS23GL9UVaXulZGOP0pGIEaF01EQ/c/VTU1+KQlq2HeFE4aGU8tRD9fqR7V0COUFq3dyZljeIlJyUka/s15UD4fgTKc/v3+PXUI2VVfTCOjDKdzXRnTWceTZEX8fQNYKPKrbcx5Cin+VqycYt7Pklp13UFLbVcn+8hWXqw34+ODvXlxEIqtmyBJFdn/OVCQT/ydwcBJxR19Ug/Krqb8kxF1ZZ3b6A7CuQSSMZAuMGEkd6XCTYl2bwmvyIyexKa2+vr6/RbReKa3LHXXJ27VAeN94iRtLjecJKEVkX8Ur4sunKln5bLsYTg+ahu231dkfUkf+pUUxfAT1SUXSakA8D/jtVTjUyhKY8Ji3AYbf/weSWAacnhqIVXRtQ3BPvEUYSg6Kq3JyXId15sueErQp72SEFuSSfcMx/shD17R7y1EqFk2AJLOuZGLNZsbcWnY59pXmS7OTcLqgfkyQUmk+I5hGLQ8SXPbewXgHiUVBnkMPP8/U1igy3nx8qk84Vb1JSysUCqCWCUneStX/T4e66i4KOMaczzk4mXB/y86EUJi2o3btr9fYYFgaF2lDb0MTpgtGs2z7hdYuZKcBryhy04RjZtRXF+VNyAXVjurlAceOZRKyt2MeQTng2lUtn5wEPJCQ07WPM4Hm9H8WoRPSx15o1dJ3Di9KicadeJf+kM6g47MTnmVW23pi4dZG75/P958/952eCBI04nh3oq/du9HyeItPU3ixYKqQD0Q2QKZ/pEXpzQGj5p3hUipAUg7cQNv/38Yx07AnBHepeFiT1xf+uhvv+TlvwC7U9/eopnbIKWtGHJB9e00yxMuCQ2fYCGzQXrfIMFXQ+v9fmxpMSCdQOSueZjuPa/3Fa3SGt3UHyPuPfjcf2zy4hEugztU+Jx3RwqsqfKcYta/gFX1/3Gdb0TUp6U6HpNnGeag+EPw6j7yPOaaD3VbUL3xotquftXC9wC4Ato7e2Ltz/kVY6gqDrormxcIqrDhHmCpsGl7cjrOI9mmZ/544t9ohFfj++vt6vpxA7OFHP7xGFtKbBDDwZFp7KHVfUuYDc8aD4P+7S/UVso6coNFfMz5FTtehvXQdD1DMe8DOFVtVCUGcBs2A6hVZHDqaj3DzK5n/tpbNl/Ax6tqwch0cynH4tPrnn8mlZuQg+pL63iN3RGaMcabBiwCUfvZSr5fxSMta/VCPkRNvbu3ug8GvaNnJFTKgV2QXrzuXGGfRzZJWDGV1edg7hsOsUC24MhrbCCBbnxcz/hGwvMyJescdDEeK6x7+2P4R9jwGIskZePJqoI3fmupa0S43FTcAxuXFnGbmWpvd1Oss/gdGxE5rsnSOMqinmh2tg37lP1SNbWFutipTr16o3PStYLLWcarJSU6VQ74ROMWX7xXmR2EcClBMSbJ4PuovME+6D4Sbb4bazgNiUhxN1hfnXMh1OgayjGjVF5S+u558Q5AzXzhe3TMHQ8//5ePhYm274Ap5h9e9DvH7+76uqbS+g7ufZoTG7FNzt5+v5vksUmFOKuWz4F6vS/TMYsGEuLKAv/vWaEopX39/QtuX1VcgMqFMpPVVrY5EhXYf+K+hX9fWIh1ymu+751XU4FuTsEL6ekeaXV7eVss8vbu3/48HtF/3v14RVkdZZTp+N2z4zfYe0GwyEmOJBshuzkckiVYAZWeMhvDy+BkP3FFP1w48krQXGnX5MaSdDnol/YGNQD3lO0RhXpdiMYuOMn508gsYSZ2PPsd/PmV3oftFUt6ZwUFyeu15C9694qX/uMfkdtsXLmmLg01zXfDkaHu0ea4BZbr9WssoOiDr2GOFBj8w0Vki58V8KYopXS4Ltjuqs0Twy+X/60wxk2fSNGQ9otuwspz3RUS+RMFEoA0wHTSRXpHmewbC1wsshXHiSXTeiTa/3w/0ed6kPyr7VlORSnYek9Y7R8oIqpbA413nwO8YgCA6OdnWDin0+Z7BXrXimYP2qaJ2HMyWf8zB9/AsfJF+Oa2OS7anGd7zYLvzSWZp/+jeDWIt7/hNJvkVuD1Tmal50habiiujx6ZmV+0FRwQru7ry3RL8zOPnVSExZ1rN0APMggpu6sLZckcGEDY+viUleE7d//RkaHTwBixBmGzD5LNOSnY4J1Eb6e4mKh1GVEoxFs/MIHG/RjCCsxMnJJQw9YNEdE3G8rJH37omDW69/gcXxa6W6oVpBsGXcPjolL320BytXTOrBQT1divaodB9sReLcpseOcX+FiQALl9YH/kMnIDE4Y1xiZJziUol2um3cho8rVuxjzhX9lOKMqVTO9NJIrmkGwGPEWv5+awqyjsT9a3r6n9/fr+eEnugX6x+fnsAglChCI21owrZeYI3eQmKOHPXMuHBsqPuzVQMeO/I9F2sVIm+cSf57lK38zQoyXmKiDqJlj7ZiaT+vyfoyJuX779OYn6Hq1wyMU0PpP3vmSBtqoi9n+/dzPE5d2dbq6+0nCO0ztVQm+zEc2vf3NIma1uEOFkIJWkfDehY7Y/oXkMv4Hxazu+N/PI5uxXma8+TXugF5/AOmHAHubvU6Qn9LOqHnKk2dZabSMAEyPkJt6U7t/TEmYTJ0yAUnGnnc/g6B918fsMI/R8vb2veEiceVp6HjbJv9x9+0JSMfNb+0RJEEgs41FGEiEYABb4D8Tri2HmXHrQR/hBzkbJdNveddn+A4oAd8OvJFN0qlaseHrGs/1UR+bYXLDVuILKnRMfcWF2qhJiHZAQ9TyDDQk8XytJKVSKkp8HPZyQU7UXCdR2GgA9nNPJ+Qh6lHkbzkNEXw3d9ns7Z6SyLd99lWEYu+zcuJ8NgT/2/OXWpNaGMlF9+fsxunnmtFLI+fX0kame1lr11OaOnWR5Tp1qnNfM53EkMWPyI7SCeecou2uxU1jx0OHjT+XWKMRNWxuNcT0Q2vT1e1YY/kWOYp75PUCJlC6n9Q5W3Ps//Xkrt7+cyKITMfX3py0bmLa+hzGjnghzSbXRzIPzbw8suycXM/5xM87cP/d2x6/ly2wdlmbauI6ehmXJNqyyThjSqs0DiTYVkRNqLLZxb4+ff1/B79as7ke4gqV8ULzcuNkRjVHJvgg1Vh3M+HZN0KJ0s2NkoBeP+JjJComw6Q0zJelydrzsr/Svn2Lk9Eo3J+lJzT/neoOWwi4Y2UJSmptSnQLxGdPY9pYFMsxGUsj+x/AT07hhrQ/pT8vaQQdJoBy25ecY6L2GCxIkyk92xgGllBjGxShBekDFAeZoulWdLT8fG72SrffqNkS6ysbqOtoTRKKb2B/e3rVH21QGYaoNUnEifC+LuKa5wO8Rc+cv613JxfBud06LUA/57BAxTuFsLqnR2854t/CUD2k/iKXwjg8UU5jg1fLz+E3JZtS+vniFyoOvzOE+z86DVuk0XP5aoNO12FP/8joTgvQ5HtnOsYsIjqHVhkoARbJMQopccB/YEQsilN+FxH3MujrPUBFG5Tt5TblZtkUkglA7on9Q8axb5hnOlJQ2X3NumRW5uUYDDoHCsY+GRgLbxjWCK2lkNg5f6zypy3iLZb8LbMCvbbuCUfnOfrmZD0LDYbdbtMluuGBMxoM3ITs4Q3hEYnhOFXAIrHfFD28uVn0GSh8xxY+iAjwEosdDQ0G0IAGZUiiwbffTyHxUiniZQwLZqVKQNyw0IIpvqEfiTXlbgOh3DoZbdHCr/ccDAic4iGaXGR2oenndnNps5OkvZLfsNIcPE2SmFTFJtPfj6fAsA8L4BlGhXsaZrS/p7DZfOnhmwZR4mmDAiQmZwq3aXZl5N2jo+92Aur/C+N+2iTI06u7rPD3zxpwwxiOX+JOyc2gBNQz1RU0Z95yhYHphc8//HbG/+c22iPSX53aggpzmKBooBBSwkxi41g6/hMvGBw7ppC40FHHvghIDDzCZSrWKyS5++NP7MfCr3xQWM5djBjPk8PRQOICE1iCz2Evj7yPEPJTzYL8u5RU+TGr9SuMnjgdPMGeotEpiiix8JknvfDpZjD1IxO7GgJLI/aAyLrlszL+PmYKujRtnUEWNTrbmrhICmSkLdZgAcatI2aZGTLjDkQ6BNh9dsEuQmFpuzZd2mRaS8xQ6ZJSpKa1HdchOu/519sA+mSSuhNDbTlPlc+Z84NTXGhAUWO1mclYZQcSpTmMoYAeCyHnEPtAondHzzQDsaUVQnpB0J/Hg0bBU0AhxdjzTDxoV8aGAqfJ4WImHLqvHAU04V8VCmPh9NaQE/N8dJztOCEDKaQ8fnuLwUFKGW0wlJai0AgpszIkUEudwXXllYrNsLTf9//+T9fbhDScKpV0Y4bVffaBJoj0W0asMMLglBdYp7NGNmmrNZe3PTJw5wgkyc7Gu/PVjS+xxPJJk8/iSw/3YvB2vyOGoGs9FHS786MvT6IA5iltDWVfhrcgSDmVLS6EONbssbbtu9u3UGe8EUR0SWRgI/xE/5S3XzYUj6SBsWayIoloVf6kLw+Pt9/v//8+SOul7rrn8+hOFtZpyIkmiJDTOIOg0RnVPAmQ0cU0bQmF9Y5nSKLStjMw7Si1d7Fm0mFTgvU/Usaw4TYaG9w+30Wep7UA5ow93A4OGwOoCpE2i4CNsOXdwIWohDHrPocvxQjE6hl39g74KYdCfzKD0+CmHAlF/ROsM5s5/3NxvQXttdpwo+2N32UxqK0L0PH3+J8yYtaJxjDIFDeMDBByKlFfERpPGTBOs/nU+GQeqQn2cjkjVyY+5+vsQNg2HDjp6y3TdqLV+DBsZ09fcmrzVzQl6oQfYJiGHyqo5dy7p6fzN0N74BNdwQsQIRYgIPTkySF6T5T9QpMGYAyQs0+mfLRlA3rA/wvMm/VezuDLqcMk24Q1s2DtCzTh9o90ou7ue65r879lhEgtUlnaOcBpa9h4lFi9yHgmVcjwfyy0eG/ffz3v3/V9DvzXASyf9xvZsl7Js/kphrdDq8q5RlNd0wHmXvFZ5avil8zBYI4QSGgqcRG7zNT0LJ8XqUH6aKVkXTbW+W8niRW1p3iIZv+Wu5ma+sMZHMLr/LJPjBSxZ8Nmu6K2BRrDBLEaFQAZ+VEH/vAbJcT4puzMV/6UqNwtCi9/zIcuSmBzexBYQ66RVgc8iwlqY3JLoECOXiOV6KM8tHBFEPHIlUf3YiZk/bfb4+LGjb2bKAaxED13IXAqhmcAwLEN+fi04JQFnEARXCoKGiWl2ws30+qc8z8YdD0MD0dUODMXF5nxvgaPRND6O1qwsg2KD/1MU5hfPbm4zb9Kp4so4klT0/JCvvuNjMpXp5upB0P3DGXtvSbosgH6B6Pda1XJ+EPFE3c+X5NkoDcSDzxzKP40rCUtLPXfFA3GLanPN8Ex/anx0xhvDl29jc0lU2vBUznqp6Ej5LBeGJ5O+mDc+sO0puHExU/Y/Dd4edSdmWAuKoLnlHpMJ4taMDVjbsKrRNsdLCgznUCZlcQWYpViHSeYxuXyCBz1spFOauCRbwaBxgaJ+61iQxxqZ0VlVE58t8MY4U9ODZhXqzovHGEML23Ji36ZJidqf1uz5HAwhFvuojpQe906WwAmUdHIXpuVaKLx0qW475W77RDq6Yv3ZE7MbyJSiOCmVFa2en+04g6rBJykjZitEMjBzgjuC/kJFypSTbxymohiMSOpcdpDLDF8R2BFbMNLpd76H/EzpvfK6wBOdbJnrtJBSOCpJCGWDoN5xQfSeJQNaN+E3lIMbbu/WB4i+klbTi53Gd/mh7wBaney1xfpi55ChexydwvJu54Tq2bO+cYNx9YaLqFj0I0uy+2wC7MOgV0tyBRW1u0mz6p+uxxTcFBcKChPz4+hsgWKfR1dqMBoNOS8BTAcaAJcLm2dRIgSEqZbNIwUY1HQFz6pTcavcplH/TvNl/sk/RJQVxKeyDd+EevrBvmp9G94wRycjH7CG7tIHGGj9XCuHkbJ4jzPiIft3uRaSQwI/mcV809OppMePv5cf9+vv983UdhZ5oCxlkYEyUsU0zhviwrbXXzRP2CEXzNYRcmbJ7jyOp+V2dvuHlmA6rv3Btp7kqPLQfoX4Pck+BWM0/yDAM2eEVP/EbDGw3ZYB4UOI9htMVFOY472eEZV/+YbVDyMaG2NzB7npmCpfgWybLjVHa0lvYcIdsx8wJi0s39q+p1CpDyaZFJzK67OPPcQlZPZYOH9qsm6ximp/G+qZxXiRgVEHlYRTaTm3LkPHpbj0jeDtDiImwkZHBs2zdRf7vTx70JW3DzbqiJ5FFssGTzf+LR/8TGqTG1e2XAEBuAE4M+kc18ULFJt3GKaD1VbjftWztjHTis6rV96UusOiUFhq2pnk7WW+J+f0Dmb0LyI30UuK+99wsUtQ0XSnchG5/VFWZ++oLvnsChdG3mr1o6xSgPYaI7SMWjMsHzAZXjezr7Pj6Hv23Bg0MudW2RLaHqcEd9br5vZCfgkDIzYwYurBd04INEQLDXyPP6IfieDPesSGtQkGMGGgLWOfSnMjt7u7+0dP9yBhy2KeCOIDIB1jFX5Hx+5nW/HEnw/PPh4uNNGZzO0fOpp+TPkIoU32tP2Zp0v5wkkIqLHmUL34Ny51LtixCzQ+E+Jv7dkYatP1iz1eS72+Mxv/v736d0zSMAJ9BKH8Vq0zUkPmcoCjZP2xuGfhzb19i8yIoHgamB5u8fyy7srdX3KsmQN7sNQ3BIgo4wRmlmrn7ua5JWlQg810ixaRrndKfI5/z8aP7e2Cy5P3UKiW80UmRqmQgzBGUwP191ROsTo7J8PKk1WJU8/QUf1sHo6Ewb1vDGNDzQjt7Zwf1rVL+ef7+FYqCgRDgjHOX7NVO6b/eHW7mkzn6Cnoc+6mrPcgpY5vtU1I+hIMTYWE6purPTDoefnDz1Wjdtn60CHMkFyx3ZMA1Mh3kBrcis24NMp5/E9ywVrCnpn98eBveyTKAJoOEC5vymTJhSTHloZ0S81cOahn+2HtZna+ZnUNKfSoSfb6U64ShcvaOe6YTY49bhf9TjnOFah56j0bnj2uD3/rpCiF9YohSymF/vuR3J+A9KZ6oGFz7SsSEXTfM+91dN4/32By2W7LHs+UD/E2/JafWcnp3/ES5Ik6Qto9i0mQ22ymRcWwQPkjuZX7thy2Y7JCvHzsdONm5wn0sXITwBB4ruhNGQvWIymnSgTGNFhry1ku20jzTHZLKT+Z/1Mf5tCDx/lqtSCdyrSWzm7rzM3sAXt8rvsaPyX6FNcVdSZLxdmKvH894T8esIWM7j+XyNhYlDPAJrTpOBkoabROTpfeqyi57hmT3S+bi5/5WfszWuYeKvmMlBk572+lzw946F1J2hxd0GUSquSeD5lhSc885acqKzaGJv18BxZNiDg+mcB9MTXJmNdb7YdQwIPnlwv+oAwYI1IBeLYTmlTWyOa0gNBFW4z6vrZD5HL1UkFzXhJoSds2YRMj8ePvBUM3bAopApDHr7Po6z1zBSt8Zohg4UbiTMLeRjIgcf52dc9VJeE3rV6QWaCDN796UGQQopl3NBlnjYCjUZzsYTvcusbJWPwhsHkitmvU/zGB/vH0qtyhUpNNXZ1IIljJnn9nRhUt/iKDvzOYC6EjezNpkZaEUYgAMzmY1H6IVE9gNHqp/IFFCf99EYOLVn9/z2OoclFz3/6b8xY90F20uxYdZtPKyRFP3SVU0+q0CwHlyXP9zdIRNmbNdy+LdPRz0nQX9Y9m7QVCxEaCITVkSWGX3U1mTZCHDT723d0T3JcLUwgwJZTosa5dazs00r2fG2NUrOgbvh9gPwDTi/bWCRl/+XHWorbUHvLoti7mkNM23tmOJxeY5nuvWLmEPclvizGkXajXp8qmF3GPqitcbQ7g+DZdOj9/k5o1jvj/v9/viaadtiBEzsEUbqhq/HKlx/Jr0cTWbBgx5gDk39qEKni6HLqSENJrZi5WeO+5Xo8qt9tgB8W0RP7DD4bKpDCUDPiuchyMOneXhBW3LPviwjfPIraN85AciVKNkQnlFHnnKlzHrELBJLB/nOPHuytKPtoEUkoxdtVbGZ7Oe7Qyi8pU0gt8Z9sCa2v8ULdVcm/DF8zqFvCopw50XaB4AW/CG3z49vMT+Np44zyfmNsB9edg+Ky56HUbII+PymsjhJA6v304JVdcDUkGrIMPKLsjx+phqYIVcjsZbX84X0nKAPogQzKS1rqaEiw9lQs9xtBKg6PDcS8HMuJSSrJ9uq0a9jeW7I34fhOKukPDzEKSHOxAvNs3Bt8PNzpK5n1fUySTA9gkR4NVBvmczW45BDqeoxObvMT5dwwiIp6zGoB5zpRHlBcMVfcoDIiugRFFE/UNJNCwu4qy8orV/8CzTja4XQkKOvL/2WdHgCZqPH0byU64/dj5ZxEPdYJn9jDJaKJMw3/icK70HzlPP2b1Rq4LRfFzaBwqY52hpHOuGdGJJQlWh4DvKpN7he13LqcGMa2rpFZp7vpsdFwhw93O731/M52zX0lcu+K06ydtGy++BNfjZngoX2elav23VeGMGhXoZjgvZzN1E8qDhWKkhe1q1ilZuA51IYR85AJY47JdxYjAHXNAuIOT3NUE0TE6jr8FaOIwYwJYCjMGFE9kcoiSgwq3tBDqvCYhtOHFcsdfU89ScTeU+c5QjLGDzglX/z9nMN+hpQ/OPXxvhtelOC4wU7duhAyiuWY+pGbM/BsOWhU8KLslegwv3aObNDffdAFSEt0CxSAdCY+0Jb7DrjzS1wHTOsyM+wGxf26S8cUOveWbhBvs8B6Htat+c/UUUkcksbHpVOdOeoPv2WDLn0JWSdtBmXTLh6IyBBkWjax4cdOJBZjFXVLyzt6MaFlAnKZurYsTZ6pYZ2GEn9+aAUrskdRpbECMZ1Z3aOgwkLNNy0DgaRlH/eX++RBNtKdK6qrTR4qQFbo2zHZGDcdeZtpGrn5LaJQkbsuoReUR0DXOcTpMLcJx0BkRhhlwXenz961z6nFPMiA2rPAmPo/fF23dKmydFX0ozDfStjAavKgUFBgBr1oW9kE+yKyj53zKAfV83kwQxmj4bP7lkOqqfNR7y+v1UO9Rnf4t6exuxefP0l/j7QTC3c7TbZWvt9EGad8t0r/oWfm4R2Y9ME8o5Cvkp52qp2ZC4NZrkQJ4tV6mhD1aB4Ih3sZPl0+RDGBqZSEogWCMa2Yg6IQk87x6MVP0gH199+mtb9/lXrdblSgV19aOp7Ce2ygB48yNBpt26dRolgPvrt1zI4icZIRbjv4xego3WwIN+p2mXRy58mkXjWTCg5Mh3W9NIgukbrLFZvI+WgJQ81LaCW1F3E5zl3EJ/m+ff19R+mqJgQIaFwr0n1UxLSHfnv+VPQxJqI56WW23jGWl2iR82cUqMK31nryQc9pTua7ONxTXDqUJfDUHJAw2w+66clHDa101Q6pJk6TWydPd7drWLwR6L2M7dqh6oJ8qtR0/tkKtolfEoxAa5XYMILNrHWBHFdHNfBPMAKnv1U9RrTOZV5blrY5iHa+19fo4r5/fd1u/0MstaRihD2FQWSj90mK4zcXYrjPowTGRiHFXv7goS1x3D/j61g5GVx84ZPFK/gOcSKaQnKTTXpq+ae5U2NGtok3I7JwuqS1YYpHjyZoQvfBkWg3MwpkIiZkqgw/mtZ5ns1Bh2WDjnGcaWNAymEpR90hfwLVWqio6Yk7/tm1sXnPIvnVAfmn8wkQVmbCSKDOGgRhoeavdMRbxFpDAd9LwVOmh2Ytbz30QU4E4XSGKDBUW06UXv8pVBm3FRJb7z5kIiDJyxzvvqS43nfVZLtCOtSt4v9YMeZ/9ZyQRyz47lWHTs3D3PAdbgMxS0EGSVKvrS5Ij7p33hStmWpif3tq6pxjFQxBO+LVEsT/oZ8L7Mp3Geox6M5o0FmY5GM8x2iyRYs1NFMoe9Hg5UFjmrcwrGyt/m9OmN0F56hl3bQKqBn+EHkB7FmTHyxah/woSiLqfqOm/YMLtdNlmtkBIjaJbKits6ft/v383uWbrRJZ7fMwXtpk8+BZqBOioLM5st22Pkf6phdlV96iLWfJyJRYMFakxokDPIkzMF6CItAj3IyneqDClUrRt/ysDUR2fh+u31L1MpwvU9Q54wts6jiQKkvss30UIIuGVzTlMt1dVuA6s4nA98WFF56dgg7W9aVmDLPrA7D5Lzi1Hhw3p6mWx2iKbJR7iN3cWfFzvuqyJ5hh7eyPmWAgWJjbVJAy5PMTG2fzIdGjJQbQn9jJcVdsV/XFd2Co7et1xjo6KxmaVpdrjM+NH6U02aLWsjYnG+FOYemziIDcha2ZqhBpqRANw4RgpARCzxm43WMpBdnOS7u/vADSiaqOCax7LLaKErjIAilsVOfo9LUE6IImbyRoEXiK4O92piJR7ATnCeCn7HB05avnG9EGs3c0awpBCEvukRUdCztxrRTE3wITR/TsaPBM67SuLdMvBuhFDHWWNrg+wRb2loSdTwyfx3hob5vdYdHgxqw7VNn1XeNq6QPl3vuf1awWVNiaWkEaM3UHTd5lzfZpIe+yWSshf/6lNoFkL5iwNdC1Qg32/9Ihnar0EvJtAArZM4wJQahtpK6zjVE/WbjDopE+Snqs2AWtT7zA13kSaRn5rO0sod34mAlKv/aWcfSqa42v3yo/yAYfdwWr/RA2gD3qRJPM7Ons4hgBQMl4ike54ibgxdcfFYLKGfdrOrQQY3jNNScTpOcIL8AaLQx3okK9XxlJ24tBjLqbAmEG7aZkCDcfJxfjbjHZwZ6k21WcitvxVidszp4ZDsg/KZ3/RyCnTOMlBhv+XT618uYeMoPV3SVwQx4OslfOF7lxGl6mYI6gyPeukJwnq/37TnGwzMiAp7KvWqwDQ85crvlhZ21AR9Jia4HSbQNJ1/D8ReT9EOf+UnRjYmYirpbSrhyCl6zPwdV/+BaNJul1iWNB0ExOV4b1dUeBDTS8641yfMVSdfFp4m91KTgj3ILY4oM2uupR5+8xC1ieznSXEfqKVwu0qU0hXeHrNnrBR+yt/SoeExweWh9nfn944knDqu/rLaKNEIeM5LAavtTHpt8iDEa3sTGdnXEpt9N7pIoN9Bte+7Le2ALBuQ49/6m436VjXGNCDzMIz7MYRXrAN5LRz2KgcDQXq/mNKlHnC/37PHsW5sNzjf/E0fSRVPddUIBBDNGHB+x1iNKMNBLwvH0cFKQgn1kdmMHEqyyAL2d6HRLHc8bXiPC3p7Dq/1oq0emohMlNaMZaix17Qxhz0OdmNXpcSkjyah/o+nRuM5uUR/IfNyM5j1rgyHQn/gl7Us+nXEZp+xyRqaOsbh/iWiULBnmUgceavpF6Q4nil6Ii4vJyiYMXE6/49po80THLhsgihUzFoyDOeU4jiEzo8EaiekXYXFhuQoOxCWKI+dDHPlR0VE/HgWJgLXDE54MfgZLxi5Vxyih7TjjbnR96ViZF8WZPWk1GkrzXCWvbaS6cLQ6ZNWoDHAYzRHyJui04rR2KJlX7mdekSLVViHs0loq1B2RNGrul6hjxNMrLGHdjrOAZcd01IfrOBZydjxFg1PvyAp6OkrzNFMpLQjKDWN5rkh4tordmcdkeZJQ18kWNcBHilGebnNAlGj7ZISeb98oZgWByeIk37PePke1B6npZ/xWp6eSUZRZuBOieh6TKMS/WEYF9aXmSkf1zvuOhR6uEaIyg1X4o8XtkmC8TOhgNrfJkyl1bqCdFVU8pzlg7jjSP6pV9367P9Gb2dRb1ydpcnn2TlJZpsBmCkUuUN1JSusb6WHgx7BIBw5V/nKXzu4sVbial9DgE0tRcaKx3tZOtY48l22u7hCQRH5ZljNpl7xW2I+dujaKYQRYqd9ukBJkh4ORLqqIOlBeqJdpjoh8OIX6LZD8TKPd5HqvqXl+/ryfQ+QbXx8V9cNtZV8SYjTqJfauQz47gZtjQ1CfFHSQjlrgc3gPG7DS/HW42FU6N7smI2kW4oYHQ2czZQ+05BcikqeQHw2ImZ5FuTKkVoI3bGqdI/So0/sEzbVrxn674ZuVixC6C5IXEdE9LP4i72P4RzylheuRWoh+A1oSLXGHiL5ErUuEAXUtHYB0L1Jl+vy8P+4/zwnj9PKnookFE0cfcmC250wVoqattI4+RrwzZ6SbsB6NkXhTG5wvsqHX3OYj3st0S9LeRV46X26ZfSC0K9wV4Z9J0Y/OPvYt6784zqGC1p1yqfDjjkUAkeOj5XthrEpLdItQuKPNFfeyeygrAXSn68lEUAMHa79+UjYBLBNlEHec0LGVcA7RFmzYLnaC5B1H+OrIXA9Lt8keQIwNKQ9d7Pf/n7U30XJcyZEFJVGRWTP//6lzXt8MbXNgG+AkI2/1nFFXV0VGSBTpDsdiAAyvy+8yU8WIcasK/CpTrpOpvKUpyJy0GByQQkCywIWee+akNsX33NolAf/7owq65sgZieyTl00QT/itmkfYNWiyo+EAWUcv1b2qxlFpQaVcED0uX8eibBWag+sKD1AAcK5qXJHYRvzXEGrYzXIPaJzypVdADsGsOOr3dMkQrQwT0VIQjXh1corezcgyE1pjASSlbbvfi7ryyYl2GJ5Z4cRTkpFaJhzF15Po3cpDqybc/jePm5+mz9vu1a4qFsojU39IG2s7tdp2QdQ+q1gOiCPaLBGsus4EVlZxCL1SMZTq0FBYYQg5K3OtkmOyfrnn8U8e++Ik65Qq06Kd22xoIYlovqu7ca418vBe47Bq3hoLap9lMvE4JFYFdRCjGYxbrTyPWRd6jawtpYhJv2nThY8yZa/phVrX4COGYxsfJWmB0rZBQZT60/lDZjgrOlapfvjCAsL5Mxuk3zyT50mongrMLElPanKciOol4wj0cl5xp0EeUHtcS9GbKEZZbR9Sloq+dDPevvRvUC7p+c0qq4RtFnZ3aqjeG96twvaxTUOq+X7G+bcbKNdsgkm5YNypnJ4q3wJRIWodbfw0jHnH9Y+HTbWhfC17Hl5/kQ0gxRdrIc9bo5n7nTnnIijCKmmiHfKrlOpqC6lzRqfHfVWrnuNlGizVP/Xs4y1NXiceKdxexXs2E9DMZtxlbsoaKgo6Fxv1KTgecx/JPKA+ogxoTQ1QJgrizULoxmqsupwOIvdo4Ag/rkGnFNg7lNBqbkEXlkyFP+uapge0ipvg286eibsDd63oxo5G6lw+lwv5PxRoyzUL/loUhdJ8SgAyG4NhX9VXTT3T+wD1haHeqB21kvAaLwdf/1BfcFjCGXA3U6we3/hXWh8q7TWLrHyOWkHZgd4tFuQK9WxOMjh+djg0pHSxd/u9lYsmlqOBIomkbGfu8ji76zBnRcEkl1geqmsj8aHqpivRdWDmGW3XV7liLLS8Vgyv+VBUrc/ng92ejQwSvED3hAsYCiZLtG3+GCb6pHulnBnmIkDtopgcydi/UeLrP8lrIdc46X/8N8yzdRXEKN7oomRnGxDkM9UxwTLFJx5ZwbmUAxfq6LRDp4aMAp3guVweY2AJ6995hCYKUgGzQ1+rX/kHhPN8/lW3dqYm+P4pcch26OOenaN7U3ZJ7PxgJYwxRttOeX3gWiFNLvtv5zpgAOOrqNpBJ3fkRGTntnoFK3/I2VepdVGHgIyOHH31k9XMh4rbRfTLHVzWx1Y7XkoahVYb2pVk5LB15nMsk0UunxGo1nPCS7ED2mo1O0LEUZ/TRZjjgpaqVCi0RDm8J2HOtQCp0OQBbMXgkIuPsGQPAFDVZVrV5bu6JIp9oZovVIJWXuKSVlHog86I8oeYzTOVtCqEu4vnc30/39+fz+/fGILNy8IV9gDV1kg/WvIY+4oUClpiy9E5JZlF4vN5V08hf4Fy5KU7c4pdfzYChWWvZt++7LJJ6gxBp+lQBIn3UkyShJUQAfSVgrNRdWkpyJFLB4AKC47esIisrCjxJRliT7HPzTe6Z1Gz4Yw9HBDRIsd2lOMdxFvkSXPm13qOMABVMOav1JBxwABCLq9b0l9VqkG/eoP38/hmRYLwPPGh8djMzNjwg3aRs+4aWShch6Gi4CgG0k10YZPMnmBCgHVPrgQxuVkRz/BTr+eL88o5hAcZV5gcGG9Th7ECRxGRQ0FZOpQ1eLTO4MlVVtA4ZVg3qfIIMKuvjNNUh4VgNabmII32Q6JnBbx+avjeVoMQUUqGXBA7zoW3V5mdNrYKPiXJ+At5zRSouIYzdRrAde3ESpDAQfp5uWYyRV7xqpkQU/+JAy0dslFvgN7oDhrj8mYs7/V6r2bFirpRmdrV+YWbMAeIOE0zHqZHFUwr+BYjEwWKcbJFMF0voQAoymUETiIHt6512482l0nHsD8jt9N9FGsxsFIBXkep7VHhOYvxPOmU4lyXgvZorcLRqNFRm10iPEL9UubzCs5Pq1E8SNW6BzxIwNInfeg6awLFSDJCtMHDKkqDOPXuClsXCKgIze/vdB+UbVXCcAghgwdUT/GvEnAcVKPcLLvllUigtw/8ums5bnHL4VQiOGiDeVw1kMAUOjtt3e6v0okWf4OMi5AY3UFdBQ4N546PUg83LsaoO0vOralSDbaA8gCaBEFticd4Pz0eKcIMiGxFyh1R3tJzFlz84idnzO9EFkvg6P3ILUacgCJw2GDW+bL5hMcQ5Qq6KzVWegVrEHfFb5URsrxZI7orTFPFjXmmJq3ySEx+j4SpCFGvSqU2mqB7alPownK0yI62mWA9Iz+wuiFGDlmZM8ui5LKoyEEsjrKhyZIbkZvxANRmc5IJEXNKkgdL9CPhW8t6Bg6MXYakTyI++yFdmiStLuNUGISeZeixKJ96oZXIyRb9jVjh5VJO/LbVrN3P4/3rF5mS1P4AkrYNQpxsBl1TFsuKMsCxnl3sqmBHGy4KnWy+Z0MHDbGLnlaSHrXlD5ph3rKB/tKZyd6FZ1gFSg4NOwyID2hvfiDf/Q38H0jsktma55FT5sWHu7z0UKi0dxuhNgv1nLmB5JmxdHChQqWbDCEZibk7rjxi/NZ91FIIqDPyw8qCoGlTLGJAfqGkOW0oGTnl+EjnZguFUl41gDAa9IYrM4k72qoCHIWOmgTpBEwObIbf0j32NvErJOpJfmbsAY6lSkPxdqKFKBOoB+mKm8pM3znHzq38Toi1t8y4SDILvgwafVODBgKzjDlGl8AoBRf3tdUyU8SqiGeGrOMRfek6fLkjCn5FKjVgIPlxYUBkaFeUfgu7hwvLHWDjhqS7TGYv42XxMpkclYWMPiX8XQ0L5Vw4ou9Si7imdvXJv1ZULqVnXiL5ROF3VcxJpSkgmG6huNwp9hoe1iAM7TisA/Ean6pANp9yE0cfvNa8oSOutaLVGADXUaErlg2JmtWrsk800pa34R5NFqSWuynlPkvcbJ3hhF23++2JCle4DoRzEo+1YNPVLehFsigAAzlu/abjzxGayVpo2pX0HQQw7cBmNh/0cLpNT25w1sPSyzVwoM/olfaIp/L+VRHQ9x9k/DQ5mvWaxaRcf6tixVfNzq6KnZrZor70bIGZPEXGjFuApyiRtzgyeq+BsFIR9g5Wbep8GIdgKcCosI1VBfw4NT/GfaoJGJ058H5RO4enK5mjNgmVa40GArkw4QfQsbDLmfGI6BmAfAguml00tFgex9TAoZaiYwBV8zZDj/CCZwKAOBDcvxsaKW/3q2ahXirRpx5BlezaD9lqWiIR+NBOEQZLoOLadB0V2i3pGpd9szJbXY7W4vx/kXaMcujYV1MjyP81LNeGqiHtBsnqUvUtbAAAt4dxYXR7SUS4aIioR4qvfKzZos3FJCyZXPZ6h2BXfN/kfOqDhTZpctTszHdDWdCJ9miA47g6D2hxmuDrcCR6HCNPDA2ztEQrhUO4FX72RKjDLoZEaGRw4axqxns2IkKC4I+CBpPoL9U63E0Wl5a7pknJUuEDkRZ45PohrZeahaxRGeHbHzLU2jkEB4puRqWtGdVlMpzqJkKu/l6URKoWo2C8qpNksdMjN8PSPqm+UXRHrV5akVZcwEOPDaxvVLSMpkeSs/PWa7Vr2pCqu8nwieSyjBNdKZfX6394dqAgPUBEhbVaDo8FGg4kxQxfnWChEZAgdHInTODk81Ukh5S0G0AcdsbKgeNnYv6dXFcbjL57eDMCsJT17UR9d6YYtqj1KVrDCiS2wfHdFAg8FlVPhwd9ob2z6mgwwxBaWrfRORy57EgPahmu1SXSwyQ69OuavAwZFieIlBs2dA4TG7k0CbP9F1tGoniWYRIBuBgpsxE7OtBWDc9iQaQ19GVAq8yryEPKkAL7AGgT1OZfLuIzE9KhhIyRw0bX4QnJBWM+BgfHLR7Z12FW11Am3irsZuX2ygRIUaPiQX16FP37VsXMf75fv74IEpaAP5/qwHQ9XRGrKsLDD2U6lamwq6hJSIpZRMzMZWcIaGhMGqYXiiXfZP7Q3Ta0Okob9b+4d8AE5ULsqmyiYewJ8Uh4K/hfLoKNegQ7Ju4q3BA4LIUV1hjnYJoGj9gGHJq/YO4s5Gz5ZJm3jg5DPDMBW7KtH9zxNSIF3DvRmV3H+KRqVwcg9ILLyjsXwDR+ZqTAaSeHszqGeU/U+cDs1AQItW4bqomL12ctCPjICH/JAZ4GwnoHVythQx5Yc+FQh6beVxeMBLymfaxMo2hC1uI7Ph1ib1k3OPABFLLvOkH+tLx6qG7NJsyuAD8RK7TTbfw6Fe/MpGvfECFRRWgE9SbiPJLDXIc3SWGDV1JUUifQC+bKiisloaSWvmuPUgPfEgPoAW91jzHNMfFfk+TJatzJRFsFKyrJmlkip6AFn9HduFZBB1jTNUtdn4IM8xJOY1FLc1zH7JBsUADuLslzAYYin6GmGIJj2sG7RwmzN4ckM+mc8Lfiv5XBF71+I5UqNBJ0ygHQuI46Ks2SwPZWMFUKQFI7qjQCulMqU0ThSA0rywWTJ2V+kbPcNFe0Kz4DwLu4xeFfhCqD/jBMQwzcQoijCywjTaOM2dNDAxlaIHzl2jMFGazovV2KAfD9+fWf2tXvP+Ba4J+rK6dmQGsRifHfqs3v/fk8v8HWO7ARNrxO9MS2s6nbuE/e1ywyUyxK7vlczaQEYA/sVthv6QGQcEs9ezge9I8rT/lCGlbjqQtywxwS8l64KQXclogbRQZTFg9lrmLvlA/TPHtN8yjnJjpiqbaKj82SUWVghEyVFQ+4MDIVnE/6+fr6ut0+NTyQYDx669MqoEoz4ui8VcycJWHjtH9qWZmtwA6WJjInP1N7aMCLGj9Ffe9nbS58Lrkw5hil4hR1jwmoJwPYAjxfPvdK9EHRopt4z45pJYph5ZobBR1mnygdEaykcVlMciNcxc5tuyNmYS91vEpiAHsGnnVDcBoq2dkCQjpV7GHXs+SkGp+QPR5ZdSM4vchGQJX5BwnysypkJkLJ++KAivh1uY4NKDEfuTk+IUq0sLKnG4d8admhhsEVieYO2eop7a20ygh8HRxgVImD7QUqV3Z8lzwJ3Cg9yUOKCn6ia+93DZ+MskgNqvNSXYeJbIbWiZpCxXiYofB+1jx79p+UyyJ2U41GdOTuOjKp9+vXfUOQojdcPwVncnMBUgIpb01qiB+xTvc4QjMg8hfI6iV2GnE/l6cTCw2tcMaMZ0MT9+CaelahRVxlpyHbDDG1Fe566NwTqEQ6XYflsNl+S+aVfLPMu789XxGXhb4spy6h3qB+WeVCyAcOMCggV4BIOtry7VAZqPkBjZR7Qk4NDtc/JTJtcYabrflJqC5FF3S8YTHx9gOnk4dryA4Wg81J7NI+yVTlLHhlnUETwrjrMZGbZ9vO8aFLraqNNTRbBosrJ8xqeY+ECQDOfgRDdTgDKgqIqRcWrGQj5Yf5VPKn8enJdo5bMmsfNRjCvMr1FYAq36icEBedAgCuXllOB4WfhjPCNicQYoN+xxx87p5Ce3PRt1w8hQxF7Z/rDT8zxDHnp5Kol/pqU2Q3lUg5mRriXFineUrn9NF+ybUwkmQT7ORBShm4cma9Cl2tcingfQmdiVOclxvG23mYO/XlULJCQCeHsxx0trSVCYB3yLjCDPOa5+aCDuJZRAX65HpejtPasETUFYqwM9SeBSkRYS0ALpIC1gHsEQF3/g3EV659Y0W6x+I9v74KHlCcAOhMrCrWUjFtMPEOkt2mi0YSn9DREdQWJEw/Haej7LHuh749vUdrT6dZpvZTEMjKZ7joRKM8t0YD3BnrjcI63Yz7HnVjLurRiGY1bE61MLMuSbZ0OW93sru2wohG5wVt0t9iw6PVcuJTd8WUGlnWOoi1FLX9DbcTa7+cBnyhSk65YldZJ9xyGLLwqX7/efxf//lN2Bsn/27kV2Ny5C627I9yexVfoDgIuxAqGv6VDyL40o9ZvXxB9rWQs44lGaEDxkPAcNqJkDIpYTg+sujlrvj2/hkgIRRETt4Yky7Bp28IqdWfVTU9gqOOgMcXxmzQZFhfpMKbE14iza5Qtbft/uJgyCwZ1ojY9o1ZsW7rC9Clckrb9fuf7yLTK0oXzU0m4zbVhJn6ihWwxjY8nd8TlGu94ZTNAjZ7iKBSdn20jB+H8XYt8h28lxq77eFX73tZI1rtoOD8ItQEIktnjaNBkyhgFrtGClU4f7BOwvPFAlXUJiVp0FMrFhyrBaqVws6zG5U2gLo1IaDeBiAkZUXL6t23so+PJ5kkMLzoVlk+aWvhpKX7SjtrlGpAUK0k9ZosgaHliR2y7MhNwcHynXVOAQmPbR1v0WfvZVUErfqnKlpJ4DGePTaw2OHiEdLieqSsblKYoogXQ5w9jZbMHmoD2bCe3WFSJh13vnKzPUqzwWbELejxIQ2kFRjAeK2nDhi546IQb8sxn+pot0RMZNMzLW3L3lD2EpqdWakYGiFW0hJ3kA125UZH7yJ9JXYDaHabLFamsAPv2OTtnJo1PmK32zTSKcc0WTji+8Mojgh3zTMcXrgF+DqILqp5VKCzXoaAx2dGwQ3p43my6VuZB5LogrAeEjAksRytYjCO84JrMCyauuhebKJFrcOUBjMdfOb1aHeLs6RLI3SMeHo4bovgkW1tMQQ7i/7DojiUsyvmkJssfHAulB3o9Q9qwwtohvZSLj82QsXYpgAcRShaMRw0NOiz+DyVI6sk9zPoyup9qpqfWsAPGAmZoTS02+Ak/0Som2jXGzUONXEExlGjouQPKaPd6RS+eVqKeEh5BE9oS/NqR0KLRMk3t6/A5YVtQQXBCB7atOep04uTf69rZWBGoJd+2oqZVj1STr51khZoEpQAOOr62z1ds8Qhako3LnS6dUzOrKazeJ7wi7g4tQFr5xqO0uwvtFbCF6xhfZev6rZ8X9/lJfOMsLaEOVeBZTK4arlHPTDpOW9d2l3qsealonmoUj1lr2j4pOLq8umkZexY6yVK29p0F/5JD5UU1DmVn/hDS9D+pdKY3vfhI433xLsYoq6huO7uSfOtypLcndNISCKVRC+aXW0YQq1o8ukUV+BSoPA1IZBuATbo9XnSjfGtLnmCnGwmr9T0m7mKHE1BZI8qneVYnDrgpmhSOYw5aRIzipM1bdNgPB7Pr6/7DgTpmuZh+hflMRP5g/3BPB9BoCTdEx1TtAYvVIZ8oOo+rknPz93PlyMLs3PSBlq7SkRyen4cc79lj9z7Z+cnuEC4R3NmOdKjFdeszLPwqCTItR/zbCvjxboHnlb266mAy7lcFC6qBkQRMSJx1dXnCVnvi+RWmT+WfTXJc5tdVZW/35WBICE3rgiJYlmp3PJGh5dION9K9keUAKSvvlnIdJVe/btL210uu+rzHObOcgoLYclNWB38HpV0JZXsLyVrot130QO63NrNGCLYcJaRNyIYRr4gqavr2zXDt6nzHPIJt+rU7rJMum0T2LdFd0EH7aTJvlqJxSVXHwvyCTNWEQaDn0q3vi//+U+F7I9/HuwZKySvDv8LZwwpwKf6QOBpvb6/q/NT+0W6FIMcyRGs2lQ44XhKS3dkPeGGxyQmPcU2fftwqADerl8gEK2U0bYVRyUyZgTParDEgzM0r+zU48qMMUccwPCaQQHsK8lIy/Zwo+x8MMB41eU8VmsQWliv7bl1zH0vVd7tzopRVb1EwnfVYd636/1ew44vVTMvXANzxiugZfRO1uaKBLqqSdha5vmmEia40U6dde1BM3mIIEuEcq4OmWDbOJ5igYtHODNLy8H0JGKq7CoeA0MUgYJAg0Egu77JdZJdgsz7wJ1zt1V1F4ROMX6iXEKeI7G8Xwof9suoQHbg1+/sAsj6hbI69MZMcyyVdej1cDpdPT+MDewU5tukOthANe82M1UViI7crAedVxkznbCwI8piAtmZU0WYcAwIpzdrGUVFzeEN7WR5NGg0XYfwa3Lj7ULlbmnAXzv6qhg+0fvwPHnhVkxC85S/UnbOPQ/KnvRoLE7INCMoaVc7z+lmUQ2xqSCjUhE46UJR3rdiLtwuN3AJuuqTST1bouDWuNNqe1XeXXYLGCfjieBd6taWEO1/aCAp4CS9WACuaBxSVGDWx0YfesZBuW720lgGE7lWFjczWtGJRC5cUxqkZklorYd9O9WGiSvcg3Qda94aCgWhvd+f9xdabnjCPQ/GImA3IuVAqTJFAQvjELbzjShdk8pfu5nUu+5NHchAgZB5G/ClTyC4u54au+cWGnwp0g4yYk251556tERQutS++q0hDhFQouk1jfsvLwUUBK3COhbSbbpoaaCbcFuCfxd7h/+QvY5oyJehTHqLSKNY6AQwvq8X5EzYHo47riaB5+NeI1Xo+8jvQqEM3XRUIqBKhavIbn+aTttBwNBbOZRlyxBVIuFdNNobqzxMS+vAoMOtyY/tvErUu5oeXVfBg9mu6k+v6QK53BrUL6uvos1VSyhjIYmgSkbkCMZf9SlPJ5+0I/spOOhneP/6GCw+n8Y5aiEROpOOCFP3oONsYSIhJ6vU2IGp3nduq5pp3a/bylaeFZSAJz2nsEbudYBf5eGjoWHqiCrWYz0e93slgVk8BQFZnISd2RpHr26DbsDqzAvJFJyH0RB9QZ0NSgyv6XLV8XV9DsfZJ+QXZNCVW0bEcJuzhrMv0IwFUuv8l9kceSY6eqMggKFrSf6P4ZCzgsfufVvLdiKvcXqVggMxG+tWVO/wBnGb+nJJY8E30na1Eh6Bt7sDqM2x54W+0hX04BAJBL1+Sl21cf3+z/1aqOaLJIIZO8RaCZbvMsxaTDkeVd19kFmgrIYwpBwteFZxNZDeJ1ekYvG5cbSS+3I7ip2Jgcc5EZ24eyQfqHa6gBiBHts91T8NBqTrBYnv7kswLQ/oK9wyR2A+c2LGk4Seypuq/+38HoeyyKdh/ZDOjDH7JWHYuZElWzRWQy2h+iaTDENBl666/yqKkcefp1IR0EKMjrbbnZ6AKvivl+fr83w8S3WLmaZLX9V70V1Zsxsi6sthkurARhzRmaX8e3mh5xv+RiXBRDoupXy5bHe4cmCefD0fyVKOAbWkJ+q4SOkaVCahuhO2/3P5flSLONmuaCNH+CTVo942pVgL3iQY23EU6JJyDwoVgF6mc+/J4gQeO6C2X/fiQH4+KrwDmXXXr76vGtJdIOj9q26RLITrbFAvOJW5gQJpuXGYqcGVJXDmvBN6esxX6ElGObuEAS9E2iqMtPJlKwPatD4FN3DRieLfMa2EnOjURYA90Y0twYia0J0VYDzntMpXSuFCkUdxYkyLTQ5T/C94robwgWlhI6ZTnlar9bX8ikqKgZbSm44sqFNtijqY6T5yijGE8M8fEHCqMLEmcCinNMyQyop4UlRSiDz2WxXwnHtoQr3mGpMPPMp3jc5YBxd44clPZKTFk4RtL4nHiSlE9jekl92v1byLI8GP7AHq8sjQ5fWpisjqrDSfZt0L1tEE3aG/wtpygBhz2khCEZJjSodxRHOxzHyy+XSMuqvXM/uitKqrmnGDCJ6LgRzejFlAB80AgxCi5TLqrRZkMXoInPI5AikdKwf74/HxZHQWzCt2zORDFltyeEY7rMFlXKfm+eRRwvZS8n4Zgp7JMdl8k9GVW6lTzt6nnHoMNnTBnuaT+kiIuQJHuQNfExJsn3cVLEDTdouL+0s0MlTwMEsyOfCdN0+EiJAfobrhOGpKxjie3U8bFXBAnFeqd1kl7SMJcu0mLcIf1ECUpqksE2ui+zlV8sABedx37gdLfUR9N/O6Yd/xl4gdz5mTcboac5FvawCHjCm+T1SRzFiCwXdFYjIMb3JZpfKhe0NqMnc1Ffy6b/fqtWZ3g0YXgg2M7KqlAXR+MG8tcy9SKYo25wr26NiqQ+SzlW9afI6FDlAViMY4XmIz37pmkowvmm0oaJ4l+8ZaBVs0vRPdAzZZiZ07xD/sGMSgwlG1m4Anzh0VqZXhkkp31E1j8ilBd0bCMsZWE5fTNLRJ1KYDIRW5peNuQpNGbZ2pi1mblnyAClIaNby3K9/8dCr1hHT55pMz7xxUfALGB8wd0dWtbgsRbxSHhxI/HIsqGFRufe/dCKnzb9QM93BOnkKZ5re6cCEhjop8dK3fdbQCMhKw8IFqnESP5v+X0kRyFe0Ms6zPzmxSb/KmwyfVcF7wzGjBGrpjvWqcwhC/3Xw1VUqDmUS1lp1zjLy7F9uppHwFK4rO0MuIAomuz+rQVGRF8oqSvkq6290N6V1crLxvw/EsD2Zp8cflfr98XW7fiG90SFHfrFoJM01Yrzi1PuopVUsPDeER61KJ8QAvHwxpCAzAKmT/mdKyGDHUSasbJ2eo54f1wkaZ4mqkvGdNTrNbEbkvvEpeJhSyePx8Be6HYmNP7WyC+/1quhdF96bx4dIxtgQ9yFXFe3u0T0WQXtFpndqUL8EpjU49w3b73LbL/av07/efFyo0yuepj+CIVQHe9cPZdCp2FvEhFYWKghQlOtGSot6uYjfGnDZLYwlU7EIXCOV3ClLHVdMeeQSZAiGTHKox63+/C2q63atDAMNk64bp3EhLEZ3atst2vxMdjF4WVSB8fcxrvj2/GQ0GexzpLw09Gx362uVKdgvMG62kpv/q8iS7BSgaFPOYdDeaCS9VT4NjoxF8zkzarDELdAEBqVhfJubtSE9FE5IEl3S3EPQPVJwaItbQgWPRztkqvo3W7qlhDSJqzBpcMfaCu9gShKKgeC2iZ0XR4o1gRYGA1XFEzZrKS3dWyroE984WU+k3u4O6TUMt5tcS1MQjpo5DXbqtQlyOPkc+rZxrMdSGY+NGYTShjuhPqHF7rAUdbxQ+PXXqO6nJ4FwF98y4OMXX34Hii2ZV3RAtw4vkNIXcvD+mO7Nab/64dhujDsm0S3h7CREHLsNlSjpUbDHu+VRUwxJrpIjQGW/6n76hpqvhsD+2CVFtjaIU1VXIb2ZaFQm6LihQiiDVHNaLAnqy9h2X+h4gqOoz1MxA/jfal8j8FE0Ah7fCbboA0yukE2lizPgVcsrUL0QH1wDYjRLClJRaoeygcwKtSgAkoeIFWbynIY6z5+QsysE3ch6uWi4NeBkn5D1z1igTbp4lGExcGQ2OuRuFo2UaXo/nvaq8YKcINlt4fKsiGZIPoT5hoTcZJ5SgTsQoFlzdmLK7Sj/CEpv2Sz0NznF3O8BiGPt+ZBl72RR2BlRdwuIO1E1FplZwtv8VJEelJz2gsZyzVMnOZJNC7kr4+NW4FCv9UqmgDrN12+XYueNppJFZ3cOuE+g7pWVV10fFWDtw37bHQ5n5xtqwzu/X+3l5b8Ugdn1VvQmiPsD+nhMtw8KihYIH32ZxB0m0ytsQ3KnmD5kWDNArOB0EMGBKG9lLt1Ulc1OhlFBI8TAtc6hdwWRiW9WrGgdnNkaQWNeh6LitfQsZ9+L1oOxxw70R9TwMzno3jIIaTFFdRftpmh5CfI88gWbZdeRYv90+mIYFP3wKXi5i7CCShcJxvY9thiLJmUHgLr9MHCdosgOctIuP4NGJB1LREisXASZGC6AVk3iQmpCdeWPjTJOvLKhhotUxmnhJyONBKWEYX4oWVjRAekHUUuhs1WLrpjlWv64fxvCkTfdYHj6qChBqOqYK170QXZ9JJ2PVsD0esMP6PeTqqZNBz6Xzk9tu1+fSCDgbxBqsVNTnkq4IoGX6WohNvPF6kWqCqJa+uaCfqwss0R2TdWvcilLB+S1EAq8XhPiVcbl/1bgd7jaMOeoZhXCEq04eHXPaLDmyL1X4nQ3ucOocEyVjs4+eVFaQYQfGO8SINFiRE7a37xXzzIURVb4JA40TiZp/EBLkIEKNmOZBlbGAtiInf3slZljfNj6FlGNF/+MTdIEY9HgeURqR1dciXx9FdGAnQxlGM3lcL7/u9+12/fr6KucFadZ3Fd2DSAcYC1H4xzdqdcqSwdeU4AkOVJN8KS93gY+zN+sofAPb39dj1J7uN425kapXATuJCUUqrPr16w6CvsurMpDIfdkFZAoM3/u+18N+vr8f9u008ID1yvS0sH+1fXFB4rf0D6LHkBdKZUR5IoVgpjNrwtHiOtTXoV+iyB7kWEP/btvtft+e1eJE71Mms0W9GlBRrgOGiagAOZfs6Rmh3cAFWl51B4KQU4Uibyzd3iJHYRFsKlnnQvzt5bhBMVgFkbdLuRfX6/UBQhpBmqmMNdmTSRS1evJdZHJHGGbvvM+L8/TW42c3ycRRygwUPMCGGZE6f54FKdL62avQPZM7iO+eJUZLQF5nCyUJqMhVmhJUfdoSsuJzk6pcv0YbdT5M36ctTc3D+1Nu0ypmNuN0hnzfXqclTXDyuHZYfClvfQxnHZP5VQtGOCAFmVV+izljYasEFrhkkgmuGyq0tWjJSmWSrFgEwuBOpFd12esNSCfiWtOptjVlfoAGGH8os1qMAhhOQ61eO4WycHMEYM1H7rNxnER4/lZhsjObJBVNr9jZIZpt9bDx/x3v9JqfyuF4WdOS+xfUgtQtXVakqHjdoRaC8RUjuF/+FL6/liv+B2QAl+cbw5NEiKz3y6+mY6cgi5bJ9djmNdToPGwJAAJ8aiE7O5bt+Q5dv+J6+X+1vPvV7B9TGuPEw3iXQU/qZ58K/3GJszmkZ5nILL8pn/tRi3angHzLrgacl5IS8ODZXL8rY3t1hM6xOppT+N6fz6PSgBfQ3fcrOvlSuvrzfNYk3q2cvPqKKrPziAu+CWSyPIOwVqhyd51Rk0/I+banLpYWbLec1QGhpr7XezM717o7gzcB2Fd18ssmxk2Xe2ZlmNjPey1XaiAGy+vkd41oH99pK2CcbezgbpunDFApzKaX48uYhj8eqRhCS9xmOeyHi8Cki9nFznA3x04zopp6XVcrqVALpS4641CHxeJeTiUPr9otFs8nuI99npP1kE5uR1Dyc/3cN4zmHkuUut+EDP2xEdu7ZkQgC5tWzOG8rvQPy5/I+YAIczS3oowYxUR0XOpjLDCF5C87fumNHe5c/qLqAZ53mOTUbg7F5N8INadp4Kr0AGYDKCCMXG+BbTV2Gj5vBAVwRHn0OtSipY5RaRDqs9sTATDkoyKVkWjHRb3L133S37l2Tivh1GTfvkBlTb0Y6zTNm3Ii7k1QVs2ZukYR2BtwRacKwW/tl0EalZIHLiCKyZGfvXWTVcXb5VYZ+5x+K5GgHn61tvQo82MtmQghEEOWQXtWvxDEjJ26IHa6Y+AbA/0i+UgXb+WaUHLFmr462QjogxYoD0BywGjUGCpPPNPDhn4jz85sHn5OXxOlwtELGTjZMYUMWIlXcXm08mdezE3VGLaOp2PCFiM/uTzX7bJtXzV68knxMojiZBSEBEhl9TGkEUdBhBtg3fNmBIXziwgE6qCjzDnah7OGSUMc3aSkHYvLFfZctq/b/YY52vW49XufifQqVGu1cR3590Tih/uuObKq5aGG9fAGRwsdLkZgrH2SZvCTkwtYz95ErFIxwn5UVEDeDLE4q9awjXTNSMSUVRU8oLnfXBEp0+q+SaX+XHUQxFQgnCjO7K+LmHHSTgT3XwCv8GbRTgnSTj6p3WMPunFlg5VMj76JH8/5Wu4WFaaOWjuS2rGqnkFFIRS3262Q9XTuhTFVKTvSBn9u4FBaqPc5UTCmzdXXgADIxs77EsPIiP/rvqomPWHbUtkWh1I2OsM/XZ02TJ0ieXhd8O60QWbZ8SkWQyHnJXCsC/OBanCWlwYyKhbTX2p+JjCGkhN8dSOM9LHIRFVZAvZ44P+qcJTd6bpJj1o2v2ta8mx/gmu71AKZK5eDKE9LZXa9Xr9+FRcuac0wvqFWhNTOzuKSlBmpD1M0LXofcp6eDU5uYC2JzZ5HYxn8HekB/ix1u6bOYjhoyEmGIYXktp7SbAqxMGamj4wpZrSx1Mac3SypHskEDZgxTDNqU90rUeNkeuQgSzFJNoYDYhhU7uigYNEciwzUGw0COoMF8DdF9lRiIwUMnRp+xZRKzqCVq69/qQ63Fz9WMwhCuBmsKBNQhdXJfjF3js9FUEGKQg8Wl9qR/2KjG03Rg0hSp2vYh9npLwbPTJWsQ7Hp3kqIOQK0Vff7cwM9G4fyfW13Fr4ESmOqEsbl+nwUN+OvXxsn1OAcAOa/318A+TGhAnzXmXlDbxLt8JwDUYRJ4ktDxQd0EZLeZXo5IZBX8g00Sw0mgDWnTsISLzmc+OG6jty1TrqTkXXMYUIlgsYjhg3kPIykklzu1P6Zi+tcwNnNzCSHU4/gdM6tM7uqmaNWCAg5pchBuiycXnPL7e5OX9Lm2jHb8DHTThPmKl3Iq+cZoV4orzYznE3f4u/TPcPbaTgHLlOqJN/PZ81BhibyklrmUb4RnI5POionY906nmO6UtVSnHtc4sweK31ElUGcguMxQarscFpP69DjTDNVD+Ss9pwHB4xgMz2+pvD42Aa96oxekFtHsHEsmAxxjRj5n9k3ztHW5FRx3nHQIoRn6GOGZOs6sk7S60u/RQPfSvxkQaOZlaLLeSBYqiZPOio4uF1Qpiui/JX8sfJm5fQ+HgVGbyj8RwGXWvgW/5J3bzAPF+y8HW9Dpym5NGWVtVN3HedgPjPi91slo/6jYYYuzMtHydkq+bKTUL9kxRFoP4hE3r/oqWj6DNn5zIs9KneD6Ti01hkU3tkSZZPZx7LtEG5RKJfsvePZGAyHT+pWb/L1pGVtHc2nnzopllJ8VV/k7fH9qA5syyu64+s9FXxYaHGcynEFbyddW2Y1kdZPaZwMnyj7cyc0w96UYEce81Ly9BLZK+F8tTMROIGQ4XwQZaQ4gUCllqmiCDzY6/kqEXQTJvOWUp28Vs1+K9jVgFAxo6TBhmWMn8/rTopkEH3D7ahnFSWPItFOeOMr1K7pU0+jT71HdwfbXQq2zKTq1yyTuF4t6Ha73sstftcIPhwejGsboUWITFWr2BVyiuu8silbHxOurPX6MIflrP1KmPyydxT1HnELr0pEGaMWdPAxmE6WrUhOXwBpUQtlxeobBqp6IAqHE2QiPDmj0r0WcFalst3cMGgYPRPFmYdRJZU+QeEP7i1RrUWyH8yAGdqMmRcik4aQBK8BzvXiGKQQisZTcSwjQVCBKtj+q5URzYeMR/M4RZN7e2NZGLczIurZCmwRq4Z5UH0CqoC3lUzC6tt2obcqpRlpqUh9GHQ6CUIs3F6U8VWOfmBdo6+ByHjCGBahy7/ZYd79pV3b4xLHOP76InD9uToLv8eIBVZvplBKqS+2GnHrVR+Iv3WuzNgFZz9mco94epXR7dVBriTZACsrcV9Jiu5f2+dd/PUoR7ldXnVm6fRoGJNcMg58zz6orWAoQ5gZdHEKInZ7gqj51U9nuyF+MPVhwYloOWRzN3e7akFV2MueCjrfjKV1LiCuYbqbPoqcxDJ/ZIycwm4fzy5LAAL3TTE7V492ez7f96+iwUGVH3ePWSSZ5mxQcFVgAaKZZQap6rgoG2xipLh6ZFhy6Xx1861LB+lOyaFPXtl7YqYN47ZxI1REGoYwMtwk6ZoEoBxWz64QuMxin/ZMMFXUCxNxMIrUvUVS6N2i4lPDAq3FlZwueGyu28UZXOVp3ICNRYbF5mcKTAzvI67BxB2sIGfhwBMt0EnZ88ezZOt3eQVVoPF8Vj9/Vdpttyrten+el3eNuqx6hGIdK8tdNcQbScJRAVvNnjWTsxpD0CULGnAPSS5SNAPgzOSjaV8zrSrLGM8HyoRmukVT4LGto93CsNRo3UDur8cOfe1S/UAkIOCEFcVQ+GFoF3YA1gYgWDRPzuTnA3GFqanA04MyolAbCANpEZm9iFZdXW7n47yElXlGtCgGKIAkKH/QQEZXnpjXmq7ikkYaISIBSxUTcqxIO6IlTJrWeH0V5U8Vamzv56g883PxyBCJcpVWh+l5Q0bpCozqSNdgsLbTzrfIXfvk+tZduARrRVVAQCvc6QIIHc3ncROlMAKzktTqCc2ZgqHpguI9S0dJxG8oE9xJpqpaMTZko0FoN5xMmz7HgmoDtpgPxcbR4hhFi+aslFe2T+iQbAwh91Yq4Brl340fwygPKBNTVT+/79f7VoV1di8ZPEv3JqxIi6/pixXJQFdf3lVZyEvay+GANrglGtIwF9re3l7wLc86aXA0I0P6XBfzGqxUO58q/V43zFjcYH4E8TYIwZpmzayIG9T2c8SWIRkzkOAwOL+c5W3dSjsOZvOARe5atck3s6NPKSaxEn+D9vdKrBT7f2Xe68lfzyco/pO8klBt9zu56YlEfYpqS9qVN+nx8ctSL55Zsq92DvZv1qQg8VX73LMQlKyzylOLYel2YZcIPlr4oAH4utjz+Xo+IU4gHhPYi1WqrPO91uH5eLlsvwy+SvedYOTxpjbjSCH3LjvHppmkgTCixHBW2YCUxJFCRJp2VTfh+FnbulDCa/W537cqN626tiJIoLhn90laEHq0hUJ6oFMp5FP53HIwPEF5Nv41wYXUMpwhVj6oFYdz6Cl01fYfg5H6PO9FAJ5U43B0GfHoGn7NARgwV5mIqBnxEDBoFrhNSRaBOliIvUvYdXi7smIghPOJy33R8R5g/FB/TlXn54aZsj6clUxdEUKIwVbSwbPXoxk7e2iheCkSYqBD7F1eziDlh9Nv/v/6UvISSUwAh9cQv2Q+Az40icfu1R5Sa/2FU3apEeqcZhKk/KThjwT8Tm1hDB1nK5FvSjCtaubFBdeZw1Rh+oni/lPm73dNtxRAJo+kqyq4l+i55XAljo8L8QMWZnDc60PkLUy5mmDzFh5qKdOjNy5Dqom6+osgV42IHH45e/DKCa4DQ/A4PLG6gSCePVhvqkE9lBxz+hbtBSpWdfDjpWMYwEZJfQtiUxD5wqvUYsmL5alhlWzfl9V1Mk7q6c3JqHk2sA7jnA1s2f7iro0Q8lkPy94ealyF9UtL0egmIqzhLX49mREig3g5GoL5zRe6aM/IbGY/8mGjpVj0MBZcJ54NSOkRFb8sGwhijGKX9RGbAzE3qtUQiHma0vlFtvgjqCbsEg2zUo534YlG4OJB+t2dEPH8T92eDmY7qZS2cAPmw+niX40HzgzG8Nmqxb1kmuJdcP779X7UCS0OTzj/nMdL6mHOVnCpr8b7AZPyzDqHTyp8IJ/W9VnOhkoh2I2ZG1RGhY+sOautzJfMLf8feWw7En6nNKBnt6CTIpkusxylOdOVExw4YXQQOcYG3Kem5QYy2+9AhY5dE/EPO6w0kaGWlPCAzdsksJTn+YD2h5uCJ8Kfwuf+hdvb20r6UVDpMOboClyLfLGBv/g8yAS+XtlGc34jd4x+fGGUNXTlUl4lEvukuHOiw52POelqttUTj9R3hz3cu9Fp5/sf99SGoahXsaHUA0R2EKa6wX7kFXOUVOukrSHrhdVjMPcZYRzqUcfSD3n0kxlNme6YjQKy3DOCdY5KIwQv82irZ17tY1M+RFaCuJblOaYj00SWUYYqXkpAyghnmE4U66aTS4uKsMxrM3VQ3u8qSdvQ9Y6O6q5g92LES3dKINTupifwCXMs4xtI0lXTKrlo+U8fgLONGO5uR1Bnr5Ao9D3Td9/ulX7h5LroQnNnunQsDmV2YWjw0692ddm+P4ErstwY7O+xS6dDTafkoLyKMgjeJj0qY8JMzN2qW6xs+bP0WD0Xczgto9Wl/arixtL1fLknx5oonJzrbSsyTMPYamiPC071pTb3/NYbigWuP9Vs+A0JXn+Kto0EC4/vRzXFCe1mr5Scf1QSoozkVdNavWjpEkFwCyLpsl9sTSeik1x4HPD0yHcDgHpS2boQAdBiyGK65p31lXgGTgXM827X66/f98fzXQkEThE060oemEQ1qcJyz8teG7nufjQdjuhsCKYt0JlA2tqtf/fzHV/sZW1AiLybvgYNFXYQ8wMRAyM3q75Qs+GPSLgBFJY8ZMhXtsUxZiCGfqJswLBUvr2len73MAVUFh0OeY1OnnNdqrlq0wOmF0g2oCwgtUVUQflPcPxeaBzl+lG4UBdTGS4U2SuSyWP3GJSdM+deptYH9uPPNJ5Q6r895BRpfcf8Y0wYFQzQQg0+9/tJj0TgEaBYJnnspdT+MXlZyfVYo6IruOK0ACZRc8tCdqWXMggVdr2JZwjA2dHtLZNJS+cYrozGJtBKxuFVvToL/4pMvEqua6voWpajiq9JmdiP5qf3SSVhS24tq8sTAzntbPyxLwP3v3R3exGREVL28OzLF5kf5mm5yMEGSYo0r3yNFsbH0B5jy8iBbOJGXm4/NVB6EHgfGXTf96pmOfBDaK0URJizh3RB4xZHTGRasU7latI3b5sHTqBUf3XurDPR4yln3pO4nrp/+cL6oMV8vZwaH1rntBpLiJZALXvTGtXav/+ehIjN7KlXE2uJxk7ujvrD+z1qzWfRyOcLMq2bdatF2jU/xcZfGb3q18L4B8D5cKwBR6pOG7RVCobgs4gJr9FGU/mhW+RJjrLtji76V3FVh3BrdRvYQg+srAPrPCfzH1lkaQAlWasogJD9qMVJPiB0tq2aZOgNch9uZW6bCrv4TanACpCtZZYyP7TBixhgXrr9zOHliu7ONNG7K0RGbxOfWP6q2pzuSBoamCN5tHShbuZ/9paCdgYKIldQdQbkC45lQiZXqEVYxbkFfcWpAGNlScqlejqoEconC0EtrmcvPyP/XNkNx7rw0JweXT+db+5GMtG+BhZquU0l6nm8d7wj7+CJhx8JseozB1V7L2yL/UBXVU5Y6+O0EJaNlfyubBq5ot6zscW5tE2VaTmQBmOTug9FcgD8aNP69XrX35/FiUF+DfS7dxY22nIHzsz2V1IYOjKbu9MNR5+7GDJNjGbFbChtN5RdVkphdAo7hdl7rKGwED23EzusnANqxUIFQd2okxzz23VnQhM1tiVr17i+tl/JNBt1j5VRsBvMtyU0tmDwyHbgy9oCwyf6HScrKDNLAtJqoKqxVfc72VtYvwpE2XVjbHuvRyvXXD4TIdskbYO8a5AL5SDmzGWXelOTSSriHF6CyqSdM0wM6ZwTyayQckTxGDyvqnnTlekcX54P8se4mkOpc3V0sLIemSVCSiZwgxEqpi8UUsJEWZA0QkfODXUaMWw7FdpBsWDDv99N3oohErFVIdZwMjiGzutEzKUAhScylPfyOEl8nIQ4qoNwtDHvoQPXZf1HNOzRTJrJA6eb0hnIQNJiPmudddnomrIiivxEEYQ+PePBmCHLRQKjEllu8lUxkuGrwM9WnAeXG/aTIBXJutmRyrEZ5SlSAggO98yBmRgNM5vZJ52qSG4c1VksLmfwsVe4RvicRJJzWAVw3PphpjweIZ0J0/ky8G/ZcHkU04UVRWTQrfMGoJh7dE+Cm4PIVVMl1B/EEXIRUjtd3S+sfzboBFVGtMIPJlo+FQceDWSUadbk4C8qoYrdHDhv82qrncH1CKlQaCQMo6h0h6BdmSLXLFxuJlEBhStLKomPKJEgRyqRxlPkXlXzx4ZDguWY9cRpB6ZMVPGhZjlAIO/V/NeekOoqb+VwcPg5JCJtGwYvKIl8wsaTxUArJTYazkPyFmKCIcXL88hm37bqlXKlSXZo5KKp4sOZ7Wokwq+8nRTEBpDu7jsjJp3zjH8sfSI9UnzOjkxLEJS9XNANXjtxki0XRh02xMLSTSmZlE6wb4Rd3b56siKa2gfWd+eKHcZDJDigr6hHbD81PpeGlmNX48C21yW/04ZbvUCTXGG0DMfV603SCpkkvS/KwjK2ZQ4vXNO0fKpk6bu9OBppYV2O8qGXwtoKNUR5Q22hXDGRPoE+xfgfTrXlR9oDa0xW2uD5+nzdwY0BO1UcRVu1rbq+QPja9/dju99/Yfr2q0r3YNRUsYmiJ+Csn8r31AFB9gwVHI4ha9J9oTnAPWsK0bO67OtFkKtsHOuqqm8Qhxc0+vgrykop6Mlt9qN7Pqr530fXPR+/PXh1EziNrrLKvlyYxqOmJBGkfkEvPY42qESjzkIu71BQu52xvUtKoWFBkznwKDc4qKF5HdDKv59VJlN1c5LTar9UlSf0wSCIgFkUvetoCpOK7pp+hdL4sikc19njQ3j0PKupHJWqybpWTK+q+UrUG6UVqm4zUSH/51a1WFOtcxiI+7GdWlFD7ECm1DkieH38njVBcAP0T5XgxFBnFz5PpATcSKWHljLhqAMdGiclM/1lt/6TscJRAGdXzNgbrSB2faFMeJMatGQJ/Lgk2T6JvD/Ns8msHbTyBs6w/peWU9TL+VUGPKAb1bNEeAxUcA54G5LaY8MKl+Tm0wGuRn30OLC00M1usQot7Wrdoq8IMRaY0VwGdswUdl9v98W37RtZJsrv9OboR6KyDk9UlzXbtUN8aDIf1JmzFA0RtefHZZz6qABm1ORw2ceoKy7EiK7qARUSwEzLYOeBjUprq3pAvB7Gz2aLwl9HEBvRgc3WQOc6cpXbY9dIlV1f2VWlueWckUr+JX28PH4grYEkhtOFIjzt32I/FK479HUkbuM0EpXM8xMFRMtEJyVc0otZB3rY25WFneWUA1KsKPZVHQVxnsQCXxbjev8qFFzesP0Ss7BU5wNrCMu+gGIn5TdYFnrOcPI4uWC2RUEVD/zHquPKviZViQsoMhxLliSXsEsp34ou9f5EB3ziROYqo/mIlKNf46mxE6mtyoKPKMQdHTpxGZS81NwqqgrDG5ubpGqwgN6OofrlOVlQbdrynMSCxDNh8KH+t7yBGpvxKidCAD01AixEymGdwGX3ZpI53N8qaVDXu4gNJZNiwLAukZ+5xAfW9H248ocIpqNllRYn/OiuCDzPAkUJAR2MfBxigf1ylGyfWOsmmsZKS7OSHkeQbT/kFXhXof+Ae0axCP03xIbdSiGtLx2bNpRRPWaiaVmQtQMhy9I/Cy5FJbxFKx2POgADo4kPmk/P6Vr6He5NFC3MGqGOqyUzIcT1+ix679ILVXfdIA5zN/JUbiHJCOKHORDv8kTdn20+cTLCu/lKWRS+Je3HGsEHJe1WEFQgY21YYyOTDJ76MW2VOUlMr8ZzVttwD9lJ+NA91WIdkMy4tZCwECLRjBrf1ZI1zuxaNTk9MjGhFD89BBmtRTtiMMfBaY0h5ye1rJqrW4RYiV07gbAvOsmO43C/H88a8FPIPwqjQ3RhxFOjKXjb5uleclzuJ8FqADDCFLftWUX8dDqZlfWkzREnC3hyqOydQOWtAZwITxttrnGjw7pIV6vI7cuc1RG1zQyANXPXSqkFKuo9HBgoGObDhtrNZ65z1wvkwXo4Uz5YUeR7cqATqg5X16cmetBx7vt9/X6+7l/b6/3E2OFi2ypBV1qJRFOV1ns+Xl/bVnX693ullZ/l0T6fFX5juJ7G30E5v7btXg3KWlLT4dU0tk24GBrdX6gs/YAsvizlVjg7K/JccOhm6bU90qx1Ari1uKcqzgdDJdbuTJ6FWZlphAlpa0zP7wLar+J7EhSljddTkS0P0F1TAIZ+5Zv7n/O/vS1asTE3fBEDC/ioUVcVffzKWENWbXQ3oF+YridyFF+2C2lmpZ8ofxiC9tqO84WmFIWVn8vj+axpWCg5Q/5WoF4j48aY4GxUkUgcLFXXWm+5F2f0F8QBtsMyB9IwcOVj9hTvHG2dFv3bLlDyFqOu3vuApywOi6ZIVN9yCrOXINl+VfJdI+zxQTUH5mTAcniWIrebukja5bOt75ecIkc0jR4aXOrvtkEJBToAwMykJ50iHa3YhX2jXIudth0DG4po47PdHkksW9hS1jtWoL0IZQlUc9fyH1NSKiVh9DwZ6y11MJ3A13l2hkWhweW25b38eBX5gWKuyiHUOnXgcV1zVm4QopVNBbAxb1uS/cSCJiRdbbMEgnVDbbHsvMcOSa0PvnhzLPJCxNXYncUyJJPfF6tyej2z3Hh0wscI3+Fc8j46xhQWzST+rDzg95NJEkWlLvRkIbUR4KlZptx2UQ2JY7frp9qAca2v++33f+5CUYsGsXqI/vnnheF7/rVqHojv4vbeLjYD/GActuI93gU1EVFMDZZhLRI+HtKqVsO92f1rehAkbOxKBj2h0juEa/u3MKI1RfDX9nw8K8rGX0VpbPYa4XxoNyfmKEzSWiYYZCgod3auXNXqmsgBXl+xYzwuYesYuzN6fjVomCOSRNNilT8ZL9ejwuBaXa9C4+GrOAM/pqmKOZqAyG3sI94FpRZ0TSGmn0C/8gQqd8LYxzKK2nVblro+XCP9RYnSkg4RbZUkOfAqzZgHZ4JKRpi+tTlZYUFvoJakXISQkqA9hDqB33c6R8+lXBqHvClqcuWkN9C74RK4UawRju0R/kbVBOChhTnIzSI/y0XS635gFqB01sSJKl/mnanCRxZNjVjo82ExC6VSxrXTkhKg5v71qif3yagGqQlXuWi0EUePeJtVLBqoOoqII3GHl6UgWmyEyHRKUdrbQ0uSCnXsy1G7e+CGIn+Pn4wirEJ0KyDlpAlRj42fwhnpXUdk+E7doWdrN9UCZ9W4AB7j0lgPb8mY2pl1tkqouKtAXdyOMxPn0Pe084f/Ygs+KwuJPI6d4hfoS9UMz9y/rJtDfTRgwR0sUtbqN3hXFNEn65AfG6GRwjYBiKQR1xHmn6hvFlKIYa9lspuFKGpHyiEWrQoxAnvZN9D0XpcFkmbZeSWdGtJPqBKnz1GSEtbGkVEy/NgxEI7QddwRhnH8unR+nNyoPm27NoCUKmbFF/oQInZXgV7/+efxqgLOMtDiele2HPyEIiWuM+7Mc4YukEMK7Z5sV6BIiBahLEv5HuVHkq8FHFG+45hFqvqJiXQMEMC4Fy26kbymOsaJWOZRu5y9yDugnHZCSq+h7Eimxje2ptScSbmX/bWkKfLPn2LOFp9DeQ/WcfhQm7OEZYHhkNttPr8ifK3ri29XxmZZhAEYqP59iuhQoakgCN+byrSKjotKt96uXZdqAat6JlEnCzRcmuUu2QWizimdZdfxqUAmUdxyk//dKy3cvaEDVb+eOvCjs4yVPVNRr+9hXNAGJn9KeMK/WCEPT+xC/WwQebG2S7Ox9s1TnvjT4TnbcQ1xhir+qpnrqanXho+nB+UNXwow8dvr409hhUXYpa7sFjYD6G7BtQ7sPJL/Z91uLf7nc6Gu59NGBE+KZXtlDWvx7IWCRFpXcw4GtGlOJVdehNlvQjIdpE42LdvgARrtxnSgJLcfT9/7g4AmUf7Ty6jt9Hj3ETCIre8FjmYbq9yu8FzxvC2FXqVwYenNVRP0wqHgQLO8hqrG7PRPGJPpTJi2ctfskqQ8Kw/zW/bgbRgV9Ho9v77uVYSFhCPKPwqA/P7zzYhGptxpqwKWPKb5WYXGtqloR1YAhiEI12IcMmwL1nViw6IrgBqZa623TrhlbJznBbeH0X9CKMdRmPhsfRfU3Y1V7yymZfa5RQX2A4gLRFQlqR43rgN+JjmUSauAaoaUfK6yZZ4u/0uuyErGUDU5i2NhPijHHl4qDvPT7Y1vQu8oDTqbsrQ4CHlUhKNDSQvXbX28QNIdgPd077yy6a34/zlrvA39KdbUBKldvTbClCzJ8CE0K69dOHsMtivjnNPjwnlRFn+UmMKxg9E3B1KhnnaaVQ+zbUUxZBfMJ5mPuRJ2dyoA6cXmRdGgkkUMEgmMm12yBbEqDaW1pZEP14u02mGLkO2QvooUjj1NzbOMe16LY+ry8JLZy5hxyrlsBua9Kswa1pjMyvq+MzTD6oVlS8v+jSg3NRHgGVBxtqbOVNHRCPQhuuhIlM5WOFGERjTGVUV+e13LahoWyrK4kDvlYWwb0TbO3bBalpg3A8TICw1YX7ptDK7UpFSrIM59ztNPmwil1MKxSwnqOBSmUM35RNVUg3PiGQv940KY0KgYs6qRgPq/8zIRPefevCAj25ASSKpdxACcR0paI40PZcX7iTtrHIfusrsfJHsz4LZ/NfomtB1dBrmYLcUbSTrhVunni7nRKRvdPAmuHVqGAcfiQZp7ro83nkrYaPV64pgpa3PMX2LEyB6a3L0696hssFPWutd3TaSs7RbtmUo60ALnRjhe6f25/PPP49fXvaz0V+W3q/0Yxx5puooGsRoo2wPNUA1pwJhmRYBVatS0iiAAfBdX17aBAvRdOb/r9V0JcxMyO10mSZPjiDjHe0oe/NTmepOdmGNpkomeZimgN/0s6usWROirrO+wFwoJNHKw6wMVPdi2nkQjg1NrVF83VwLl0B5Ij9hZd1WWrj2InavFMpkoeedhIgZcRd2p7z5DOAGdmzut1Zj0F22fO65FJcKC5PLDCKvcisjf6k6Ii5l4xNzmO935sLxH+djhP8KFUCeiHKDbm352p8eS+IxZHSqVrd9SK2L+hBco0jHDiuXuMKtgR7o741hHDEuTf8SGPwQaGD1cn4GnBN7VXeUOWtrsgusgdD6JrunwafN7WTeP4VGmMf2B++GTtiOWEmih78fr19f2df9UCkO9u4vLQeEUfaaJXgKe91t7s/inIqtRgJxehU7ryUqNaA/O6gAA3T5o9E9Y+bAZdVt3NNIUtYL7fLQF7XXM71gwFU+Cnn3SVDFqtYyXxTlRmlZptNlq3aBd3ZjaNgwpqr7JKf1Gux05m0Op9Pe2XasnG6VExkmq8CnLGpe72JbcHnq7Xn99/bLPKjdcg0qcSMkdkpN/aWzwMMMwl0zQImuCS4KtvoHY+t/7fbvf7wR2KvDbLsB2qypw2yocfT5q/IspcdMlxQJC0c09Hs9gTswX8SsrqCs2kQ1AHyQB2mzwlbtKwfCJz3v3oCv0A7QjJE9wC5k55at5qKAyLBSjcmJRYQtaHLFimoHOWzvqMEWDMXZ/yWzY7c7Y08m9Td4MZo50bAJe5PqOZDhtPaeGb9HAVpXVdLKUJ6Ixqsi9oiHrdMD1r6e5zp2kQo6E9iklmeACwAVFNT5ZchwiZerEYtGjTwFI+8YcpOsVdjI/5oxmEv2OZKkFPr5p4p9MfR7OtE23VTzKO3WwBWxz5LFS6wibhUtKC6KxAUuREkDqiwymt5U10qy76qUApFrlWBP3YyJ11DppKRMO7nDl6FD3vqd3mD3+S/zV3pWzO3YIgiRMU+Ro21kAhk8mCzRw4PHcPGCKlD2oPGipudCCIWJkJ/6iNZUYTr3D6gb2+eY33TfbqBZxCF8l+WcqydTSo86WVU+vmnTKQmXDfYkZlLfiA3tSSFZoDGZsEZ3wrZQwp3HOhzGCPE63E7yW2PzStfIWyugAK7go/CB93lT5IvyFaLapqRY3yumNtoyf5+MZTcjJRqZmaEeKgVHDDRan6TJkX+41XMiSHWOUY9uZE5NPkHRN1eQ8I8nNymb6ENL+suWIW0YHxYo16s4jXrRMLnnALIK9U94FETkYox031lCotyKg4BEKh/hQdhrBajv3zufPamIYr8CDI0YYPtPYvNGUe0OQH0xNki6AtY9hEWVXUwbmJ1X3XfEpvciUIsCCbCsC+6tpAlwt6qv387zfxZsF5u1HNdSUx8JJucDLUC1Kbm3TNTdxehZAm8ExcUqTAu4ZmRBZWiE74+XCv06lZ13MVOJDYwvn6oNcgZvEoNLVVLTgzu3ObEkD5Nm/oEK5CQ6MZf2NKlrXA4c1zPEXWVWuICostY34wOv+3SM95r+PCEfnQY1zTNWKRG7k+ZN9shDzk87kUKOze4gNDK6X1lekHx2+MCaeDiXcD2oNn0DbmpKBMb+HZbTJ6DbSRqcoW4vNVbmHKumiyKzMow+iOxrDtVVd9FcmNMgZ8Nu8nrFlzclvLTO0qEeRD6bGq/80BcPFEEKIMzBjAgGmH+UCuogka2+3QwqBXrx5DdvLarey5Vz1VV5ZuIav5/NZBd7QriMmtBBqjb13sh15SF99VgdpgZTRJnHwcC8EMESj5d7iicnw4N/6ARcnO7Dv5lOFxePQkzK+A3od0OB3CwbYdX2ziHYqFsN/oe9j2LkeGQV+kABwbYVcYlyHxhc0kjHedku43Ozfq2ZqTLfz4AF20hdrOYZaMq+pEhRCNNUioZbrSKTIuFLttT5SlsHlLjv/Qefbwhs3V4PhR1NKWY4N4RAOdDFqsuUYvYjb8/l+fFdujt8lFOP9vtdzbqz5JwsiKkDspwDvhxmrxoPbFcO1HPaal66xl1FQY/c9cFBn8BaldLSr0PUg4pd8cwQK4n+PZY8Q5uK7I6YKMMqCR6MMl6JWmzNVhWVQJt1uTwpSA8z9mIbyTE9k4J6AmU2pcleqo1NfniXGI6u7n0onrYns0IkpXvX1hJbj3EZI+oEXtAW0N6NB8yO3tpj6XA8j75ikRdtV2TD2pXZhmz0MHaaB4+hMuYm2hdvKwwtu3zBPK2MrjWwkGvtR5JP5BIG3pZxO+6ZjW0uklL5j9Mx2DkKpDkhlXBQ1eO4QEmVmQTW3oR6kNfZIY46/Nops7pkYqlExNSKQ1CZyJEpo8W1WTRpmZ2YRWh8ZFTR28Zuym6lOrFaBRwj3l+0ykGlD+6J5Qk7U6qwl2dZJsAETouITSCFGOsv1ZXTgRj6qxIyqqR+bUBq+rJgMlcrmnSpx5L0KLGKN4YhUvTTdypUU1uKYBvzFp1IJZifAb0gfi6S9PzXkvA9s5CBhnr4r1SOQVw9Gn3c+j2FrxewXRjNdio2mcW71yYwJGaJionc9XJYmNo0bzHRfWBBpPTDrciYwB5LVeRg8Mp/IaS2PKFTJWpByhvGRB40xpNz3Fnbg12WTQQIoGTtKw+yIf8gJZQTourcBUnRdfaj8fIjp7FqbNZ8Er+5L2T2NEPf1ZUJBSaA6FOqvAliVsRxdXrviK2LHn/f3o6K1raI+pQUBT6gkGM3JRG3K7FJT4bykrR7X3njt8jGKvxNMZm7ILPKzmvahpIMsldeocITBVtJwC4Kl8PdKJMSiSU9vlId0ofvyik9g91+rl8qC5UNpMu826hyTjLfCH8f9ejOmuzg+HPXobZKtv5C4qC/eD++chmo1013YrCddsjYKF71+jHZcXd7FpOw4yNsWSZC6bzDOsEL9rmf8etLbeAMR874xxmB0IYyJDNdlwe86hZUoQKCNVFCX7mdlY47Fkc3lncPHHVdaLgSXSyPah0hCHtKesfWOlNpSjs2l5Hpl5LWPqkYFRaCPj/Tx1R5hguHYKq1j3xnIqDuoG6/uT/Yv3LLpsmdLi4vq10Nht06Iiaycszev14uTzMHHbr6Z1mU4j/NqsesNMVg9WSAKJc/Nyr0a957VkfFMO4qCEpfgaw9c52EEDrXI8MzCgOeZnm6sVMftSGqM5VuiPyc5FDDMdetiEPbsZWvkIsiVbwfr+HIUjW7jCI2Wi6Ora0TqF2i1SoFX6PEi74n0mAhC7RAM2PqJ9KaVl+j1nCbSzLwW7obX2Jc1DGfXDdtcdsjBqFi5Y55XEDWjfUtQg0Z1c+zH9Vac7BohmO0IJuInKrqdwpXLANFcEc4vopfv8ta+fmMS2hNhoSxN2K80tXLifL0FFHfnNy1IrXckYpk0ddg8iizGQnyezweLTVTzo4byH+a9tAfzRpeRa9vqL5rgJ99IWKULhndXa74sy+osTvCmp4CAS+FKGAOrHkIqTi2Wi7hWc3iZ6Jm8bRjvg7qj7jSbZC1IjXrWnUalc55eoJMZXYVTMINQByI7bC3WAAXtl339iSP5wd2/zkRR6iZNh9m/HAShmzKHin7J9So+JE3kG0+LHzfWucGIc2QgEJa7Sl5dFySdQXfJ08Z0ysC+6w41zVEFNZk1rOUxQXUMjk7NEO5W7Iv5lEcQm4GijxHOam5jvP4EmfI10acxUAB3pecRdFng9hFOebc2BFWCrY5gsS/6GFoxa6FakMOKgkJiccwokksnpia8+YIki3T7pd3o7LJFYJQz1b88fPlyK8Kn+1a8Yk9MxK50h7tVqR1J2Rj3ShPJdqBRyIekAPWcRmOM8vEKofSMy6i3knpvAcnd/KmNG4FE79qEbzrKckRROsrwoD3nENA7oHKhuJ7ZETtA1XJUJPkxo87w7ji287DyGBJI9vbJfWxq7PWlZ2mu0inriom57TGawfUxn2p/8PsU7GlUrEhZ3zFWJ7tnw9RDANi/pHxT8uq03GH7DHm1JcEz33Vv2R2rcfn3ae2QGx31DudakDQ0NbB4QoL2NqKsEHcVHRELnapL3fhO2JiFRdVz/fPP4z//qZqg++3+vtfUJx1A9tVv2xuz2qsl45ZEnxcT+3yrCQ0vToWub0eRKmb6lZyzSASUz4Jc5ZgKpFd5vIdKkoEwD+T6QcfOe1g2OrCLy9I67G9xIbGsoWo0Bw9wNJMX2bPvmJk0v58kQXxy/Nad8zqP7azKsCB3QSK8R+yNP9zMQPhZBxOWl/i+h2x5o9Ft0ZkLOxFduwEcoNqL5Kq1HQYFXYWdMqFLa66KrUyHVgwfagatbucdiogPUm2kU6PLbm2aATzxM5PXfhzFXrmpWlUx55SRv3a4PYhXpA/HFiRg672YIsFf0vOkyPVT5djKtiXs96DOIIyK+7r5y7CAZ8x8RjWWkiKjG8OlucEgqEYM0kT5aAGzyxa8XQhDhq2S6o9KxDPovg1YEMTeP4v9pw76/X7fNnD5erV7vvw8d3afesX8RFbIaZPWamZsYkrgupAwu9dwieN16SnoQHlhFEQM1b1caiRdPMK0LfWacKtJR9kj1xZ2gbmCKp5efGuHtJ1VoECr0Ja4ccvfxOfXJWvqMOgUFIwxBP9cb58atw6P8fF4ghOyQh+WdCq1bTZV3guIagT3YUk1xJr34NS30PJlq1Rc6iyk8++BEuWRCNPgkB929XrqOiYxYADD+/1+VmtT9e+VF1UB272u/Hy+X0+SAWAeFx6jbAh6BgQ3VBKvuh81nwAfv1yuj+/395+yX+V5FCOIdj9gi+9OcdfUgMEE5u756Q1a6OPwzju9aVaV8cK0hmpxQQayPj65y2X4gyH1iUiatxs7cR85S0usKP66iW9lU04a1ucXebBHuEDW5HIEmwqMLF5Dh6qMkD9DwDDdsWy8k+du+G4FF7hKbF+e3hsmrtyCT/pUx/pWbl8T4o7k3jybmVztR1GrZC+p3a9WJjtrkS8dirgHOaI8tTF2xQoRG3avgT+ttlIetXNK1VHAFSMSbjBljN7yD4MUhEiqPOzgtUOAAvhZ3fd+c3U0g84xbav5hGMOaIdpea/nOpLZsGXykAX7teutnAzTsLu5uvp8RAtOMBm1SMBLwmsRlPWW6JBCh6PpFyPGpISrlJ3D/sqhr8pMj55KJlLiNzx1KoRRGKnBbnDZ4Q2L8rwi9mKkUV97DTLuOmERhEjhEc6YO5AnsD5fdX6/rV1/de2L8mTvLypczIlytHeQCWF1UPvtcCzHivSzMnQ+rdTZxABGOUTTjZh5O1bg8748H89yla2WLLxixp5nqtN5fcsdt0RFmeJq8Yl3YqQSj1XduUydBxQjYVbsmdOu+v7HvR32ReLjqMkxOjfbliA7qL1OvbR2QTV7mEMg0oWJQM0weGokEs05fliBGzNjTZ8kzQUWzK5UkDYe7Nz0XRCli1M37qkhTjlV7Fz4n//5fletDRsB+FzqpKg+BqTsWC/Knk2pccvb+/XiB/EoN4wLft2325e5HGtiqr1uhWCBUNheKgQhst1tBjuxkIidJfWGmO3/vQ/FRMWZw6vvnS6+jeliqoLczW7DQzYmAuOQQ0u6n2DcYUaQnZ4nD8wRfoYDgxk8pgpxUb8s4YnWd9lRyhBS3M14IKT0bOOURZDCFOFcqVvwJhS1HqJ+7bMrIcjnoy2DRIjzD4WarpCy9eu+ktXhdq2ylKT4z9rt8TrPD0XdoWyYJcEjuNHSZ2D9etKzASIa3UfvO82TQ9e+dK+6n8Z2Zy+an5n5Xzf/VIRmYnM87PjHUvmV+yDnhatAR5TSDxZ5TpK8c1SYbvB+PcHptKBjJ/Ld37rcoT1D787nU2krOcfo4aTOF2xq/WmIIn0LvLKvlV564peDLoGDX1hBl5VMlKhgDUwcYrpWh1jLI0vj6PCarraPgdW9fpmIQoVZ0xH9YCSS/x+59r0kMAQGtJPJY3VEi6/l6/55V8zNGjBNOBEBBiZWhUEL38bsWYVPqkMfLbwWZRX5aYweYVC2walgYwhctJ4EafyB011c1EtvcYO9Ix5czD+KJEGTVd+EGchB8cpLuV3LINXcIJQRawxdskDVSfu+Xmu6a0W8VQJchEL3e00DxxA8Wt+Z7pgopxADqQ+WHXbms97gQdUWJ8f/SQNa6IA7QFYriH2/Ho8XIzcGB+7mlWOGvJ/Dzj42aiidyi/qlXpCgLrLOUbKxDlq6eWFIpPf7V46a8khi90C1C2C7m0thnTTpYxyF64L4m4ZDM1d0VjxJPoSs9Dh4P1XRqBQ2wsHrM3uMjnmi3YzeC73e1HwCC3SPmGtrQsg9cBmBZ8yE1ROJh6BqaPnmMetb8BYr2w5iFsbiPV6IpJlWoHRnJsSkdmkP6QaeItWQzPEjHVNFboyN231x+dyQks5i8gAFp/7Rs3O00cz2ykfK3XvT/LwXgc1P/e7rB+ai6RvZ6iOsV3ji7g5t+LHki6ygIkFQZP5ckH5wWIDEnksBhX6G1nJXTSC1cbMXcPHq7awtrGuyFLhlFcgq1bWXnQtOGwvuaEg5l5xUKjm8uihJQNbKFyjx6VZGiZ75Laqv4kpGS4+86Kj+XZR74KEO7HMvYLCjXeSPwipGQGgBYWro+od/YPNG1SzGYfQW6dzBmyimguoahDWhmMvCjCONmamMWQKNwMY+GsJn49XtWjdai8wes0lJANDFD2Ju/87npxgdCBqFBNqacX+z6m5UKF0G7tuYgGPnCGnZwgNC2KYjnkWL2rkDVL+A9c0KZ0+FBrd5NDE/LqBE3a7POAkWbfOXaRNmm+oOh0S/CQ3mP3lEzKb5EqByYexCwMc0yoyBMEmHUWW7kHn0NCr5CJPh6ozGwrdWX3pn+/vX7++Kplz+TxrpFDNGru8yjRTQ4i0OfUvGoksGIvGASspCrDXDazp7+JDYhNoIg5tkyq59KcZlc1jO4OuPhT5YhZKxI7uWOlXRT/+ZYyPe5Cyza5Sjm5kGXNmmpr4csyv4gTCJfXSoo7MZzaYNfD+oEIguob25Zz+4hqX3huoWHeptINiJU2kk4N54qA6EnuBhgepV1t83JjycrNZbigEyT8YBSrXdwexRH2RCMwkmcJf9BkWe6t7AR5UJZ0YjZSSIa6E7CXWTVCA0+C9t/Qz+Uu1L64GTssce+unXpFm9ffS9CyoL5u6xcrBS6mIKN/TPZOarLgkDDNXDOW+oujDFzr++cTlVElg90dJFw3IYUK6Rr8NWeo2XLrJhiOIkP9PeJXqh9lDG0xVLNsOstiFRES7jg8eGBNlL59fv399fVWJDnhcMLNakfuIG7O07SlYIscS1yh2iUirYWWxLWZDvY31cCqevayOTTELi7DC/b5hsq4UbrSA8BhdF1GcC8RNu6+J1TaBduIX/Z4CpFGMMYLaqWBGmZLPA0p7436FEKlOgpn1VdcDma7mvVTluvNXHCfQAiw/42/YAeV6v2wtojLPqeedMLWPLu1OFXZnwuqyjN83j81kerD+fd9//dJIx9ez+Fm28jAusBcVNhTg99SJZRFxlfdea6Q8evMwk30jxajCSxrgaxWC/PnGzDtNUynwoZpMcThS4jqkT60UOodS1AO20XBFKlEfGBfSZDZarDtkCVr3U0MRq7uLhECqIzHUMuv5O0KwtqKO7pFTw49Zu1+saF35w5NdKpKwvEgjFZtRzZBW3jJZU8F8I5AfhmpVV3PAhIZsjx2XU6oTVNmV1Gkk++fShTSfhGksno/bBUW+2me9wSbBuhr4tB432y8w/hN2z2AipJV7UqoSwUskIl3jop0ueuwyCZfoeF55sRAFcdciCK5z8Zw4rMvatWUp3LYnqAa2c54WO6g5MTRac16wZSNNtC0H0YaOz/uPVO63ct410JuVZq7THABnTq00gHp1XFZ+26cU6HUECnUYvdJ/z10q7uCIa6rTXZql+mRtDFndNc9PDkOvklLKOLHb7fbkvBZ3krezSJfWWalsJRHr8pUR1cj7Jh0OQ/NC0J5IbfeYkBZaL79q0jllJ9rc7zMPSgNDUukuhYput1vYs2vdd7G4sMeXaJYbAB4BjKqPDB64x6mlnaMOneZF6aO5xNrhjWvCQ0t+ZgXlinITpjJ+w0dB5IiG64tIGO1Gq8OZ98qxbFaLFvLMYhb8KnwN1MuI/a4I2HBJTQwUukVFiuSwZQA5tY2ewPtTw065DuQS22VOsn3axKhrp4Kbrbjtmzx7p0XohrqExCoyHTx9YO22huR/BLquiR1aTvl05WJdRdZnLHqCtiRsRWlamdHN7XIB3OZSIyou2NaqSeHVcBoGvbb6k1mQf/v+fv3+VZNmP58anFgHdcMUGa+f/fkaAKlOcTfLBCWxz4fzB45WMMQIZZefw5x9ac5Ev05DyU+hODUfycCdG5LzmNyfDtOCqiwUxF1wG788dpCnzO77wtWZCXsRtDHoZarfjlHllLOO0AJjrwPXzDQLTROWrmlpaPmdANbEC7r9Icxkfvh+rJCvRH51Y9OFl6JORbrqWEqUCmy/vKrigzbT8i0YQiWbwSmCuqI4A9faLjfWmRhH5xMxdcGijAFp2SFPD5JxDXyksavU5S5km/NlRbd7UoPFbjJqMRgl9Aa3A8TP5JmFd3F/skFmwo9D3iJkz35uoO9Ac3QGfiCPff9MA7K0n+k0UHAVgFwVPpSFYouvryk9iKBIDIaf4sl/3bbX173quEnkVJmZvVKagMIaB6XtyIENhjSEs575l2vNfxyhrlN41oUTfhgFFb2ZGyZIytYqHSHXIMqYYDCrXcl/yhUe9+rFL8eI1Gpaeo89ScXUyYvOvc1AH0t7AGO/bWsyVY8B97uGmbqIAmMIaH0U2pn0L7E+gDdClZw77nlfw5HyqRyKgiBfW2S/bdnI+YfFPRkoGjg271/qvwdic0fzHjJyRWxZ+ThtGprB8KnbVpSenBVLBwXoLMhaVARXRuX7z+NR5cS05bUnFdUTaXezZz9mcllKW7lcXJ0VvUk5wksnqXhfjVGxtYAJCqior69COhG6OvgPtk3Iv26Zda28v4yOlN8gbCGIXO5HCUZ1G/R8BR2o6i3qDXIpjiXfZdZ8LiE14YbWLrtLs3N9rLloAonkBq1EehCTMrrE8MYx75eL110moF/WY7BPdSQ0zCApxE5M9zNV22LWJJAKHV/VDjKEtks3QyM2wCHBsNbJuqz4kcgMdnk/aUU8YVY4ajSxlo5VeNXSSDrNykXIJpcmLYi9GUo94LuzLi71rU+/P3ShNO5pLL+7Wy1XdGrpk831dnGBZc/WdTocrhFay0W6DCbANvc0skrHstlQ7dfkwpZEewOy48y+xvgakaUHQ5oN3k+Fxwp6Y5gqLmPxUtwpIFNVXlkQRtWFyt1XnyGH/yIaIccvITCenRvHxd+ub8uwhAT6n0Wq68lvrnPFbNfydMUfPijgDDPo7fbs3QjXdjSr1yWAay3QTN6NDfLRcRJshnNphewrB9tmHNmapZsfkVvJCkA4i2QolQhW6Lw7tNc5IlrVJlfw/X5XYdft8rlf3zUhR/ZFs+GBfVxxSFMkEgPSbOyKe6X01Ktxw56adEKBhXNxOiE575IRB8NYSCQFhYqOUd0+UO7Zjv3CGVWV3S41xCWa7pqPZ5397JQeoT0RUptUieM4hpqGOiNSuxUMKLzaOZk9ua6ri/vIcxuXjL9EhQ3D5NNQgW51gwBAeT6vSKfzbQWwTmfGjcWfz+X7z+Ny+cKMyvfj8X5+v7b7dv+6fZ7igyP1o+b/dmqtdRFTxLWt70IMb9tWtTnPlz2RchVwbJu4UArQGRUbHVa9SsN3HG6sl2VBBvSnelo06wGm6oC9jyllpVQNgYdxxaEi2CScmrq5O47u5N619TfYOlqHPt1A3m2o8dolgWTpMxpInzLBt8dUuC5xDNsUVWwnORxLU/uFNyF4YuJeaXGZ+RwuHm5Am6iJAw17iQCbN/VExuN6cBSZwXA/7m9XjOGhOK2H8bCb5KvPiKbFLKkX5vXXalY1eu9Cfz6Z+5N/wAWUQxIElfqHLjGe8dtwrRUxZ6OtsbtQ0WLwadzfOYGMavduNu/XkoPplRyUB9O4u03V7mBa6fwzW+jp+KWHTjClATEyDJF/G17X9nq+v5CSoREVu1LM2KgIWo4bXSgLVH6tQn4KofHXGja97sS+SXf3BWMtWD1ovNDyq6y9LCvxUT7gYKa2A59rGmMIr9HJV//t5bB+/9HsZbrM7R+ELBWMlLf7l0p3ZtOkKRA0lU7GmtPJyRcI3FmG0IZq2OzhQFik9d8jOb7bAoqOgYK0zLTYcVYBstMFq99Q582IuuxFxXvMEuNJPSz+jh6/GvLDItXrp2hQXNCJNF5t/p9/Ho8i+iOShylbhTRU/WpogvteBcX27AFjqnZr2qb2R1a4YlzQWX0uwvVSA+Ux8oidUNQgZcDGZUlGwH/ObNPsImt25R/FR6UZidgb79Cd0hY6nMk+cevZYuWeHOYKxFXVPdPWLHbt1IonVURzCIivJm4rQuCUs5DiD2lvvNyR2NCsvfayCQHGZEsq/dUjhrWJvhEtmLl9VCaXBhsVTwxax3iFPRZF7xmGtm8bGLaSTu7X9aJ7sVkckvw5Eoyc1hDsAAqEVFfXYk2o3FTL2vAGlKlNx93+lGm7V9dTo1132GTknxudCHhv1g6pJD9az8/N1/gKHa5E1Z5IbB8Wb4Hm6qayxV/HLm5y7xH/0pDZUfUnoWVFW0kxM3Pq1kKdEhVD+a9gdtpuGFWKggWWiL6KPkJVRKzYh8ZoRPPVUz1HWe9BnLmqnEXJj8uv0oKPDqsU6GRsYBx9fmQfKC8//H2nGrWJC8GvjG83kR04feImNeiwXlFJNqOWbsIxnJyHcgF2ECMFN/yft7mUJ5qOL0pmqbd/Fro0M8Qw67N/nsUL5JH3uVA1rPAS0yZL7NihZNIaO4O721+Ow5hvwQWOgu4Oovn2bATL5TLbIs88HqT9e3oj0Dq7HteUDBw2ut8ZgCx+eYPOZlzcfXf/EwXnMFE28DrZRcIF/Agz98Ra1Icw/4WI8XL9flQ3/u122e4aVFgs2Zw1L4rcd00hFU4dUlMPrIcnlnFB0JaF9TRSWUv5mk2Yc/Rzr0Ruzz2jS6yL102KgRf2m9cl/gGmt9WJZ+Y8BCPnxRx0X+EiJ2MQOdeTqDEYnc0xaxsUPmQDPSk/WTdRW8ycnJSzGj6tDfSRIE+5QmrfxmM6ZrYaJ6+7bXEwZwqKIlibgTSoaB24Da/n8/Ug+K01CZC63KHXSzwZ8klFm8nSAFovkw6M+rg8lL57UAz0eq/bKRrZ85ed3yMPQpenTonZfYeiO/dVGXMTsLL/XL7SRTQft88kEnT/fBdzSQzbY/IN54fFlFh4x4Oo+2NxEAzfeyGJB9kp5VZoMnakCUcYc9Sq/s633I81FfhOF8XbFKjH/9y72oFJRmUSuiqoLyc7ZVd0ubigMuT3yPIs3No3HubUCLWECntRtcWaiU1hD+w8toC/ikuqQP9adFiy9PqYFKjWmOVqTiSxvM2CGqUvEgvV3SBLdL9vxkWwLJphjURodZ4Qr+Q/K99FIrzQ3DmBku4vkEOurl3wM+d8WraYzZ+AWWADt81E35X/Wmnf4tQvG4PeGCYx3vevr+v1+s//fKP6BsRBfLoSII1wDXr1fDww/xILgWvUdJAHS1EE7FGX3LdbORxQYmuiQUTG1U5YCH1Ps92dZueTNNMilZ/cDr6ZhWSEPbhp1bC+bc8HWIEU61a1YSy4U2bMzrHyYKh7h3ABbuu6Ob1MCSoHmLz0lGSbOs2rRelOTY92W2AKMdUJol9bX8YideWJiCE41VD32sHy53L5QpuTkkeq87ZRbFE35ipM0YkOOaMyUe4zyfhnV+yrmEhuAZ32avwYSs5rIV44Zop6SweWNoycTl3XVQ5QcwELdMt4i112RaQCDGtKFY653FlM26sqCdDW1elDM2R/M8s3Uf52wWSSwjVYS8m9BpFuB1UiCSXIkSYlNRKrU0qrNgMGecrJdnakElGnm9UHPFKgA2CeY/WVeW/5MCycnfiitXWv5HS8XA6aIJY7qnpCjJN1YP+5fJinhfPxfm8wKVUuVHR+7l1CAFFlarpJKW6F/86NsLTsVW2+l3uR6CKRIqdGuliDm6P+ufxUGmisqlE3bpamQqhCYkcdLCTO3OcaaN6NiY2IGzKI+SgAHKtUetHKdhZaCGfJyWSKeTXwvhb1GFx5pzMsQt7WmNRcuDdP40M61fb+vKtXsgtPRvCar1RwS4Xmg4gveb4+XzU2sssDOfWbdCq6nR3eHlRIGjQZzjysCuuxQT23yU41cisIorhlqrTGaUzwLTGm2opdQ98RvhF+eFyCYRYI/zBoZqowTqcoJv2Z4etLhaTAj1BsI3QZfLNzz3KOM3jawiRSX2IcxQCc9mY5QCbBs5MhVo+GTlwALDVudXGtzvmqrqxaTWbGqsaG7dlYuoJfY2JgBh+P1+XXfduuvy7b9/fr+Xj9+l0IyxPOqws27S6yEgELx3w7UcfX+8mw5f26oHapADEFFO/LC5wL8iJQe+aUZZvqITPZAk2W95OGj3qVONer56R03TXzxpCfjPdwND4KfTRW0VBCl54FlI8EGekU3zG69bY7Y9uIBIlqLQdyU3lx0ziDi2hETSYP9z2PWmERBfgmbQ+6+leqhVLEtoQ2H/Ly68A5OM/MK7t8ka4xPZuVN6UE3neOJoLvDWoD7QBRGDUTJhDmHJTk0KTVouPQEn4BManntAsflelE+58fChcXlND46UJ2tWxLTqzOr3ljcxw1f1hFB2Pc/ADFBjuYPBZeKuOIGq7lHaBi7YN/haE0ZzI/p0hEKB4Um8uVLZ8W6dSbRGvsaAKT0eUFFQTe5OgaiGwY1ApLQIHofNFq/ni8a1wDwyUh45hVT1YEL1t8JuPggh4y7bmsc6eMc59qd/BZ1f4NbyPf4kXjTag1petuT6DE9vDm5zN0pA875zlawWhL7IbDvaP9Nhn7rPzt0+//tZffWRrxhvPSG5p9azaqT+H9fnf3eXmP+WAOJPkG8LCUQMsPrPiAJsyXMKQrgZ3UllVhGs2Ji08/gj45JyfBxNvVK0dmA+vms4SBlUKgjSmW5217vz///POngPn6Jfq2P+8q/wadjW+jtPbzUbR5+FN9NWbufb9fn+doHqBlut9ZUYBaK/yftflS7tQSZWWtJhoFdcg5LknCiKWszRCW8mhqREkVpWgUG4jgNEAj6Vru1NjrBeYeeX/L2Uw5ltCxTtrlPqJpQcfRIFKX+TFbvDQwn9FxlsMkPk7BZ+OfruWwmcEvFR67c6L+h1WJyMZULavvfG/lGiQdiSnthxqw0/JnO+qILGVO84qZaKfvkngP6U1znegIjun0pdBhBUFjXAQZxzmfn/0YQhqBVMllYHASFOWcctSSCsuVh0eNIj0gujvozqVHWDnqekxXZMRjy/k0DW+Xtx3xzBHrjqO9gLsBxxcQ0j6MN2NmLCQz2QFliQ8gdH9Mnny5ea0zVtzRbU9+K0bVEyjjk9Y6oREOMUOp2RrjaYf9/oW+MZhA0D9oVaqksBJxBXulqElSWthPEFUQhOLYDGNi5/iK3oaeMKEtJ1MhBrJjfF+sE7gH9FR4htmm21e3o5QGs4jacBjcHeK//lAZYmq462Ft48uOK/b/NhVGT6KnTGOxNJ1c35NQodQOhTMXVcGzOp5pa97vx+NT49SLj4s17Dbws5iZn8VVTLHW67/DjfPMVlb8jfBBzRiuqk+5VsP2cR1VI+cvp0LGb3h2rd2yZO1S6zh1MbN96AiG04DEe6TGFx4IXosPG7uyVFUbULC90LgLJzCjksnRk1rxqSEdk+gKcgEXVHNJ+DDZyGGXhEuqYd7SIaQ0wIWcPtrXd7Xovv88fn993bbL16/b8/F+FXVHQS44U9fPreKT+1dVbIZlCNbDI38qVe8O4fIkMKUBrUEqICd/lY2vfEcTb3Wg3KToNist5MZrj0pS55SpTdX6jojdgmQxEBnGlMxVnbo6r2KNBcx1hhObQXyCcmKJl6jsM87jKwLZKMTzfU6toNWiTwHLjsDI1bn2vmvS/Z7AJo8cZIhNHY6s6CH50nKVTBWQfYgrjqHPvqmq2CrEoL9INArtmfcfcmTsnumZ+9DtVURgADKX2l3BxkGcmAahWrMUkOmQUN1RLKJmnGQyxcZY73mOspgpLNeBRZWd2N0CNc/tJbffFbrlwNyo9Tv+ctzHyMccNtRyIkJskaijDKkVUUd9UEvbtqFSMFXKK+OXD4ZdyyqbgeOtsaljVZzG0E6RZ2OUE3f4UTcPix53Ec6t0qQiW1EW8lNzSFD77qVwoKgUFisoXugNaPuZaF5OsPqIFuqUiJnCSkQ03rcZimplsXOeSd1JG9i47oTOYK4xl1zhzYQVGclzbCsZrm6329fXFzke+C3HumT2sTjdlxp39gGKaaM1hfIxBoVW/Gvi9uO87ZPeJG2389C6EpG/XXjkxe6md0e/0+f78Sh/6n4XBlJ5vzvBPJkVeLaac3Db3pcXSCCqaNPUM9bO9T/vGv+wVVNpWSzUhUM51M/CKYwrpN4pGjBnSyIUHC/izWJ33r1Flqt9uxVv6uv5qj4EZgbk43pGuGegz0o+B2T+H9Qtu73EnuJ8v3PPZDtlPXXpR5Q/MOs4xYCfJeQx3ahVpxxUSSujEQ5R4INl4i8KOWRXKCJ2rSI7ahchz/WijBSQY+NEKxJaKnmYIsaYLWp9tAfgooB2gGsJLFxtJTkZzRViCEgaLOvhwUqGk/vXigH2wwbS2OgimNtNb0vIqsUo/4h0SmhQ8RgVhrTA7AsH4XOGakf2VWNkO7qj6DjVcYZhRWzyAC5lHPcuWHWRheQIeG7b5dWblibSMxPV7vg+CDRs0Nr6cM902tBFrbntRaILJpwSksKHNEYCa1Pa4Kl0DtRDvbDCaMG6XhGQaa6Acgtxn8AKVaqSoz0JVyl5U2IlIhmwyMCVd3sVTxaqFxBqWi8a2VAV6zAfrUI7eeWxcuHhHQ5s1jFFE4dqqHnBGb/1lyaW7xjJSk834Agv4Bep1HWYFkWvL0tBfN6QWFN2jFSWtfK1glW6XyHEZzeKMJk0CqDO5hSq6JrZvuETnfZLgM3klDMVr0qs+QyCJPiwWgEmBnXC6RZP964Vn9vwGu/PL2V8dypdrnLRPq8DbBnhdzjR8BddVVKyqUl1PQ4RCY6VdE4Pd6nawJ/iGTEGSbiXZcxyWtxhr55lRj0y0ACjC8kaBvV9okH38ufP8/6rBi3cvrbH8/F5v+736+OPhn+BM6/6/FBSDY0Ppodu3k6dISreb9XWJ+ZnRAkiSxOyMKDDAfjtUCtjnHO7V0/JLqJpvYIwxUe2k+p1Uz3CwsWwX+zku/qUQfNbdXeMoUZEa3L+qV3QHPYodiC2KscVstAuyhrzG+IOF9n01e3ir4MK9t6DPWQW6VaqEIpXroVZoQ1J7ZIoLKeSKikwAbA+FDAIV6ySoOVjD0TzM4xxp7lmwKFaBmUFvfB1Zel2oW9Grrsydg3Y4sgejVRWsiWF4qcBFZ8fyH6OEoE3KHma8GPYWxfTfbjqxL/y5xXJFejWRc7rvTbLgx0g5xjIBrK+OXue/3XpByxuBn4wYA2AvOS5nPR7vasPeNtAkdWubsCMUaeA6Hexb3T86jeV5ZOd4LLSzKcdwk7m8GCspQ2HqqCRAxBbiJXu99pQUy99MBaXsTFJBLP2Y4m1OrUt4kHoh85p/ChSoQBuMoix18rvoU3sXR0pXzXtWsct42JnSOaUSOYRja3yUxgX6Tjb0PvSBW4bMNaEgKJ4FHJQ3fXKC2mWd1rm6At7Lm0Bettte76ecuHQBk2V9fs/X67KAr0hBoM+vp0PQWblVQTCKb5b3BFQDdX615RkUrvwljDDcMaiJi5pXTnWj+8JJaAOqdERDC+CM27aA9AGAsIs1zOLZuUt6ld6HjGZvmMjVmFjk4J2x3aCqOulGJhJZ7ccOk06VotNI3+pFVnm+6EzVvKmKlz0x1pChnmTG6AeGI/f6mQS8rZlj+Xfdu1EH8YfpN4URy6HmM0GrUh5v+JabjUH+x0Gjn280UbapQvCyNutnqFLdiqng/vBx1Fa9XplcxfvIbX15ZqQVMZFYhR6LbJn8CG+EwU/m5KpHwySVg3n9bO9kYHvPiWT+qT4ZK5P3FBUlZJu93ypFcCOVdrj/avS0ZqIWq36auyv9EphRBqmm5IJ7US5xTrHcbEJUIlb4gY/jl/qSJSJko/1ehdblXzc+l4Inw4ya32BRpMiXMg0Q7vyOBByi9cK6SCtP9NNAwlmj7cDMmcYSGXumv72UFHHwtnVqZhNkQUIfGzOxwaNsqnJwbtLZ82T4uKOAU8Ou2RQQjAlb7uDilQT9QGh8DSZk0r25t9ptV0sJC4TXrn+G4lNLp1Im+K4pRPXUlBj+u7F8XEnQVfYJjsKTWglPs881hGxHkfVoCAhoe3KFm7yhoyaCUOcZXsEJQhLtbPQXr6JaRNAdFlQA1ghYkFt4g9wh25NAk9Fsj7K9BQ7dZA/5lcoB1gyw1JrmYXN1poYuBXRE0lS15j0Lsd88/8F+8D0VIlBrQUp3+hBLZsWBgRAH7SVj+/X7VeVNH8Vd1ptx9ev658HxzzcXs83yJtq8DrWtdyYTG3kt3Ar0Ebwqpbebftc61KRJgxTEXa19J7YoEjPqD5Fx4f4+65UZIi7KXwkVAUpKykXAQHErjsxsv/TvocKP2ZIedT4j9IXo0Ovd8vlAPvgh2KxBEXt0wxLOi5GE9ghPf/6nqmIHx6BxEKjxIkuQE0eiu+ilFEnxnNj0u7CoB3zq0sTo5J9MFKnSuxyuhf4FmViRoQvmY3PZgYm5usUnxKzi2AcAGP7rK7XWfDeqXMsk43+eB/anfQZT1706JDYJKkDqOvpm73TyMLlkOU9fZ2WLS3povVv5sdRdkvVp2QZowOp5SK2oux7rI0PqeU3t4CiYda2PB7fv37/vm01xlZBB7akO0eWPWhPQ8WG8OXuTPIkKKFXlcWCmkhLkuAkkW1Ol6gKw0/4MweMLUFRS4yIi05XXqeFiWPy94w/usVkxJ5AIKfEDmwgSpPeZO0A6WTZiqA5zvCxCvWqZpLqqLbUNJCpFieNfkInWZLVKS5KVbGinSnmbOlhBeKQmZh8RxmoQ9AjcTpCREHfzki38CCStVyqeOq2KQFYc9i3++v5BsEmk+xo8NvKi+DJZ5Eku7Trbe3PfMpn0BHt2ptY1q2Ku66PRwVe4vFwfOeiR9a6cukwf0bhuxyXTtdHORh6VHY06+YU3K26g0r3gY3DVG+T2U+R1IwhEcG5nQ93RF3Odjg1B0oPthR2OjpMHuyc9HywhuxYPpIpMfmrSiLZM5EOBFtUpFWsepCCUzKL4+yTXmvG+4aBnEvEtzMubc4wD3zruE5r2ninuUrCdTi1q5WUolDMENHPKXkinf9ai8i75G7zYiyV1VRtD99rLTwojQS4GoMQabXUlRmutCbwANw3p3J8OEuiHdJZIM9seVRq/xRBZUUJ7FFxmG3iwbb+ynQNV16cMRqrNEpd7FawbmoJFCfUFaXldn/hABMkio1LgjeCWDRMHWbMumIPEXJtVWLvDlWuZ2nV+gbOVIGCYZlgT0CV0AHTeT5RGmDrsXGaFUd+afRW9suDFin/9GP68ZU9/bxLLzEd6AZFESri7WWtWZca28AqIY5jKb3kC2I4SttfTZFZPBmPS9Ku9TTInHQvvdoElGLkXDVTOTaDNmuZPHliGlQbcCtEbac7mrLl5cZ69qbkJS0Wicljj9J2ongj54LjXDWH7SZSfXSIbXfvZwdaI+Bt1NvLZmwgRIsGgx3iuiKALjvdcc2kFbigTmwuE3JhRRVqF48aKrTeWkzXzShFYl85N6mCGYcErp9Q1qv9mFZAjD4yemtxPPgzyW+xvFXATF+Fg/IEVvZHIr0eXMtJ8I6kUXbIBrnGEfSllqrpKwqnGK6VDCfkFsWZMvGEcZW8pbvPNVeIAlX25/v19XX7ApG4mttfYnesW8fcE/yFcIO2Ob3EybjUs5Raqg5eFnXbCkssO1+j3AsbMVTPsiaEZQOmbzNCAPeujao8mzbWHLaHmppS9jCBWkJyFgXYEV+jl8o7RW1zaACBUpQ6dygjNlwFa6j1wBOZOoFZPhafjzxHgwszS93alfpM2teiy4rKDl/kKckjNeF+6+0cyaw8b2ge4/FrteUHta4HeREA5eyiVlPt1Sv8SA2CpWs4zJPhPMvqJ6BNZe2MKxixYtygrkQL0CMVHHkx1S0l/ND52azmLM9Z2nQWZM23w/IofpmyVTGlyYhOX+jj5KSuM3PXBusV7XCsPEMS3pXzrs4iDbiqv1Y609EsupCsdfVcdsWjENL05NtIZl5Oyet5eW7F1XS/X0HnZ5NvARca0s/V0LwxF5Q7Nz2uFD31R1XHAmvme7xwrCplesQM9Wrr2tdKNPsW+ZdDiUPqRVW48m3ZA1OdubVj0CpmfZcvstCuQrP8QzWEdPmZta/utkAQQEfu15qZ88TuoGhscAFXITzUMHcRDqURdRHEOETYoRRtwpcpJZ3cO0a9MyeWv2rpVAy03QFyo1Ofa1Z3drv++rXdtvuff74fgAGIA22326/fv5AGkSMSet/HdwV878L436/X+1msnsNZYvuBRkEheQiUF3knukbTicrjKz/Ypq3fIT6xRVTGz6lDV7oAwdp2Ly++6jkHWq14JlPRHRbbQ1kVJYKtSnWaMJd2kfSKUfTjMVwi1Y/Af3JqNCFh0wwoycCee3Ut73Y2d4I++/AuZShIXXZmEviA1bj4qoaLVjfwybj1/gpe2Y2pJFgYPxCFjU9lJlHOO3MmxrfXcAkNmAk2FXjQ4SsPobOaizUyvtPLbhtLKsvAffJCEtHZ+SZDmiY6TvzTh4cDmnhT4ruv8ua7BxOXA8FJfXlRq6amTvyG9SC1EaOBbDmeDUJzCtkODObaJtiYz990cHpBe5jKpA4U/jMJDEbWd//K4WENRZhpXZm8oLOS+XbpwwWXY8W7x/5fn6/P88leSJhqoCqeA6kkFQ0H2iNzNrVC3Fq2NE9zzFOIh/VHiGMguVqZenC9+Jh32dynxjxwwrvoTD51R0/MGjBH+szF2QszRmVhxhchUxpo4mxte41lI0g4Gn4jHgEMNcWxlcym6UJffoZd+r5csDA7Uxw7SMNApGWLHFKpWXU5AzsJWRN0tUzPJye/8QY8GkGJDt22jzMrCzSKOnWMIVlUrcoqyS7XNy6jUbTWLIzqMoh0WrqdPGN8QmhXxdfU492i5B0wtBqnlEx4ly7qzv4fdmLC88mTAHUzs3K8XiyVRzeptwVuD0ewSm/bE9kd9bMXdxOiCjZtD0//XNA9iy3TARyUp/uH0OKUyf3+fj6fleKrVN3rjSZbF0zT9a+TW0VgONsy3+2fIHeO26lx3uBtIqus51cVD2RBM5UtlH+15Dfs1sTMqb5CUXeiqWXTz9bF0amvI59DfgJmgTJX4mqa4Vgb7lldRPpqpSxMjxFzupyl3AT/PwTa3Cpq96U3e78nLhlr/MSPnN8kFBTc1gXtlNlWCnOp6FRFuziitJnwl5CxZ1nLsn3lHLyqDD6TIhbjLuj3wKW5hCoTK9HyJOknTwA1HSJtavWXXmUzyU0U0ppZX6j0/jzdbitrzdMrceyFn4jmjDUslP3UU09elwdeNaoUMgka/PH4WnmTph5rNsWuKDTSdgVdnLyO3imqV45vYbVE/B/HEN5P/RQ2O/zj8XiUlSwW/oyt1vvHw3ERVefs4ynFUlRUiTFHCGtaqpkoYzQiS1YvToDkV6RIewD8EycYYURH0h1nNsyw7FDmL/sdZ6d2bGdwmmSfBNYwjdqcUS4loJhqvEGVlkHHuey1naSAjSyrHaur8Tv5SH/3Iifal3nGRx6nGxiwBbP/tdWcZ1UzoccMAwl8qBVQ7PEqEhZN2yY+UXN4KnVpHjPW7L0eNau97vz5ROPc5fF8MqoZrqEZSqAT3bjIGybHQ1Z7nKaAWnZsJNSdekq3PWc2tnIpFByHFN3tZP/jCD63QoF8aXfGDnIgm6qgylZIZgmTfHBHrwxjHX6M7r4d33VWpCe0Uo+bFzisFRwqoz5yJu7MUxlpYuzk/DDe1UbLwCxQwGqn1PpY2zpYdcVXE3XSgestoENc3mozOM0QiD54O0JGfMZh5QEpsRlDY12/PYVzhvbrdkTIVWE0oqP1ZX9XXrDygjxvmkbd+Av41optuHgJWGwG6s4GIWC2R+O4BAH2yAaPLEBQjEYJBNNmCTRmU39aD+nIRiao0RDRtXTEaGgN1giz/4x1nVGULPYHV/BxYbpJPL00AhmRdbaaNZzIbySHrEYJ9nbVzL2PUJX3+1kC9/pU2KUEiDxVLALDVHDkiiJVTj8J64RJKVAkvGQpwr0hZSHKUJ4UNRRKZcoyQrEw9EI8+Xpd0bEc9Z726tEvhy/qkvkCtLSubpmau9aSaUje1SRJzWlU10j+yPnae8Cp6xBM7oDEgp/+JYaUwU8p4myUi4ay1ZIGWDo8f+IPYBtJERfTiQRQK0hHT2he8n55vqKAJHL6xdjRvVjYuPSHTGeWsKV4Qvp870MJGzsNZGQjFF5xf9TXkHje2e+0hfv+ZgsLiz/XijV/QYyvxG9Zh11NaR+6LgAx6QILldW6X5hXCGF+qt6Lt84VcCGXgGwseB2q1wsdd7qNnTENaSRrXMU5V55f4SD3GlhUtr2662ssW+0rx6iw+sBtV9PX7YQhNWEFjTWPant/isJN1gwJGAqmm0da1e+bZPQNKtmlez7pDY+FD7yTRLnjIsnF9ZBE/yHxV72BQ312uKrP5nDb3AbvjMmoBJYR17f0TplE/ZBJmAvgqo2ToK3vGVolAa0PvDXAkeDQnCpNvTguGQMATgFzZanejBlTFjqBObno2WvGR19E/D2jmOhw32p2TsIzRbDruc496bEcmeW09krpqeKP+Nd2LH8otvd2tesv5syD1J08yPz2HHB/18cFkF2/PTTa4WrjFpzj9ccz+nJEMVnIveoc6+kBvCLXi7OtIRI0b0DuUEQGWFwbD3zq8f369Z9i137KxPk4Kpe7029DQqXWR8oF7fuqrFATAn7bIaMxPeHnnktP12rVpwNY0sclF+tStN0dNCEaEauUWvv1Zz5lPKAj0OrUsGaj4XeEkDlZj1zbAPvl26VD3apZuV3wKUHRvIrJwDCTvfZ+wH2q8+RRvQ6+Mc0+4lNyVRUtUFJyQTzjBr+WtW3VwOTBQTfk/WpaKwI3hrLVzn3fxMKBXUU79/XxeDyfD1Hn3bZPPVRVIZImK6WELjVhTxqYPPXH+qGw+sUlTRIP3wXwvpt/VwZaPa+kThd1VFiXKqLqG2bEf67oLXRlfxSH8sVpsg+iplgqBigAUFPTWpqoLJNz0zP7KXTlxIwNRrChf5i0PE++ocHFKaPMXSPZuIQEyBrnamxhopTyLGIVTTuI5rQK1/VuEmQ0kt1olz1dz+oRT3SUqeKvU/hTU608NjQTqGTnMpNKAU/k2oGlCzrGATf6xH8tW8O5b3bTA0gLxQ/uqXydDqcI/REh5KZ5BwpVEhzIoVJtgyIQ8Bx0JZh9oXjYSeVJqzowT02yspFyIJiIixqOtXbJqIGFlob2R8c97HZBVVET/OIxmTPQ+tmBSjqrSx6CBQwmWOuJbYQp2PsPMmjmslBmiUkdyDC7voUeJMtUVEITsc3pH0FQ6L8N+yDwuN/vC8hiFAPwtJJscKl59AwwK2we+jBX0XdTIIm5xGNubnctRRJZiyHE4dJosrT6aAYXD/tg65We587qV7sTJBPqBmmfjIx7dqg5ophmeogEKe8XPZGDlqhxWiKh/lAdBHpGyCHsKM432VO5Iym+MCbuYzk0w0j/RW7HUHU9c4nfqCPwEV2TkzH3uf5Q6KZmGanUdouFA3UIrUxC0xE4e+Dzm28c+XD+UoztrWyWVE7MvkrX4v7Kx43S+7c0X27G62d1wTOGU1ixKFiyZ1VtXyGpFXbSo8nzU/P63n8ez8q/b/ftq1B/nrZZb9W+LB/OcYfup1yP7fOpIrHXq0Y4wNGkJVGxlRKb7RSoqU/boUpVpphmNdX4T4vMckyOnvp8w0hMLIkgy56PtkYWpbQST4wyiqykp8W2o9sibeXqldeQ0ikMqR2YpmEcgUj1aBqczjP/NHNf7UcbVY3H1bZ1lyYVGWGgDo10G6vJe+Wi7WupzAlLAdhtRD+OC3mmDNoqaabzZImL1uXit586Mld9c67O1OhadDPuJn572Jvqf8IhElHc3/N4/LlBS4ZpvPOqrpNzh6f9OOeKWDy3jyzS7UUAvfd7iAku5EITzsGOnu+brOlinkWUYdnqOusauj4+bJBm5h6+2XS90EzblgFW1V247RnWkIaJ/phwKk8eHkIxW9pi2Uh3GV6WNyQOmcJU7oJIL4Sj8/u9fFb6+iRPKSbBtTZ33cusrlZGxDH3GPaiyqXGaNvCNwrLSsU7uziIC9dsKLvEDnWNK/B8cbjq8M2oZ03oYqa++N8jvSfnWOODAbrkUUZcB+8QNFgx+TwxSLmxPhZTU3gWwJT59XV/vz/fD1WecM79vTjBRKaKHhIVEjy/q3yS+bRKBRY86LoR5z215airAp8siV5YSU+RctSkRK+ou5Qs0aGiIgidsebDsLrSWSPlx6X5pD6qc4AxyqsKT1yeMW02F3E52l1F1uyRip91WgZQqaoVyRWDkGBIC+g79IvwS7rdLZq8c5jP8nE2d1/Y2xZ8INOYgyDPJhPQZK/QviR+INsLefyCCeL7JxJQwbJ54VyCtUaz/B7OnXRXRhunbNnQB/ZqnPBk/iqg2VgZ56VHml3haF+pR//IQhOhhHsKGFudlqk/6fpntHRWAwFXgP4Nh4PVcFEmPEeinfUmjEsNyzF4IzLKwV+qnXBLrm+49UlTCE5bYoCCK9NtEoHJOgPECCRso91VYuBUi683az17MmHz3bfj3LSx8rbiPrDIO4okkXJEGgT92iQXbaIc6HW5V5eZ6UY02kvkKkzM1TCxSrZ7i2zYos5598SSlYqn4cRTY45QbHNHNgYm9XzP16e4O9HkVH/0Mt1ACopNR3I+NLAscRjHFsMnWHsTj0olB4ajTWvkg9yjJSZxuclsJ3S9pBp010LowqqVWItvTiFoo6ISMTX18bSwjCK2Y4pQWAf4qcANbnyKoXl3dw8hFnLi21foSFghFZuCmwxvRy1mTWugrR1I9aHh1kH9ZairHr9GYUah2W/v9bNOsdpsjxMrICBu+LA0yS5B6uKgJSj17BnmuIZz3weqCVJUAu1jbUmOi2CLjcEGtDTGBVTQIZY7XzLZ2YG+DHxQqiGRm/wdw7X1BTWsT63ZoWr0g8LoiK+uxe9zKTD08ajCzsrMb5WYk1UEIlw5ySqKhoK9CUHWTAiLnw/h5fW6ft7PjRgxOHmRGGWKOFDR9PRSXru0Q496jkFWqL1eGFk8DpZ80tTd0BwzJknQvtimIbCJfIjWO6sfgNi+jM6INHcYfRU9yom3V90MbWv80EKNDPiI9/APZSnmCZI5UGA8cDpvQccP/RXdFdwmtmFLljl4ehN/V/vrr1az7wtETayIqTEfGami+wkubOHkBjV3oDfIcm9RDsFIngIFAf6nVYEk3CBvH4HOOtoXyuHD7oMgvaFEtfHnIEyfZIFo5ibNkSxLwPaReQoUSws44mSV03uxwp7VQtuoeXzaWZk4GX98QjxO1bLhaQJKwjNx00ojz9v+tM8X7/DxDb6ur5rX51ZnInATKRgVvMkhTQDYXlxMoKA737yOlrhFPSx7qZP1ipzUcET0xwCWeTDiQFgbJrG/1Hb6PcZi9iRsLppPG2e2plsU/OuaY1OPCfhTORABsz5LemqTBGYsxAIH1q9Z7rFIXRZEFUjuO+q1tufYcMhiqyB2tw3Nx5hLUTk9/SXLud0vv35/fT6f7z/fvNWvrYbI//r1db/j+GCqcg3oBJMn5qrXEz+LqeX1eJDR2Suu/7KNiWCoggtlVlVMDP5PTRDum/UGc3ioEI6cARdi0X/z9HcWqnpJhby+n4Xz19ySGQ2663eBvfEixdgiImMshOSL71k9bEumgeSGhGOuFP2HrctcJgNJaBBEHUGDKGzUr7fi6/t030D/0Yt+jkMF+Bml25kxqoFd9k7WY+joaeRFF20YWyccqs1DK3HlASb0e4Cl20JNT3LfuUozx26AaWPmBvufImGnTnN9gQbXbvflyMTAu28wOx6lZCh6SlBs0v4+LQwn1/dZmTZytDjm/UslYa//kN5pukbg13Ki7Zi1eePRpnS0F7bfEcmhDnsXkvHdzJZWvQO+LFhex43C3+gtaAmVOT5/jG5ucaIj1yzOifXxR2YY5FhE1kA+dy0W5Rvpy6mrp2jtnl8atUtUfPndeut+Onedd7a0zO9YLiiB7ewTMaXLv73kaNppiLFjiZATbSfH3tqsJV+tesv5NUjHCV9KaQ6neX+DlvC4rdTPBkxtBxqWlhpOX00Yj0YYbP3BW2zpT3p/fxP+kkUxlvVRs+vYP90B1uC+HKtobBI7Lej3j7vx41/waLRf++3IUWLLw6ocIFNICDMn3E7g2Xctj4tqpkLuNYbUp9Usvib92i9dcRq/H9/fcl3uVW4aIVIbyKrMtbwEIziOWA+Fc4cx8cbJHXPsEq3R4cmP9i7AUUGlvZ+Rzg8mHsHQ/7AV0qlKHO09dYq319+G1YVgnXSbBrQtr1QlPxVZPW564ve/vdrLmdf5+fQHmp5r1fYHQTqxnjbZe9u/E8J9kfa0XPoGoJmAP+A2MibTfQ/EeMnIORTcme/dKjVM00m8n/Nm44MC3NqpoEtm3rexmHbG7Pnvs2eO1c9neKyLD+xvdnP4FXPDV9B/ypKjYiAIi6qxd/Xjq03wPi0sPHEJmPj7s4hpHrwkYbQIjDjgPuXbKoHVX7vEVoxp8N3v932g105TuhJHsL2r2IXIysEZSEZSI01TdjxSWvSgyDMaHkOoFBCSzEfmJzW4ClBFk7ivApeDMiqnHdCad5Q6mr7q6+vr1/P9RIswmrKYr6771+NRJEFSCHBDod8YFxPDOHdxZoT07RVrOfvt9PqIOhxpSOm0BZWz9am6XSCq5Hu8V7d32fbtq1J5NS39+drudx481PcLJ6oPa6pSXe/PP9+A2quvtKYseCWbUKn1npMAQE/RG1AgOyZsQbCIKYhMO4Bmf9ysX9Pk55Gd66scZQJ3TddlX7LJHTlBwFjsDNVyEpLsMyuadV8MgU5Vb9M4Et3/6azNqNWWOiYN804/1v8jvZ66IGX2GIyBEpHQX76OB6Nhe7vDzmYb2tFEDg+HWJxqh5G+oYhQ/w9zDtO4LhpnRxkyFmrmuPxdamVxgnrYxTid63UORstWOdiNqxulr7CqOyZ2ahsD+SxjeKNzkvVQmKRJPXYj4YiadSkMIgWO4LkrjIQrbhp0i9oygSbk2lpdmZgu1u+6KWE5OctLXWbWRDNUyJDu9EoAxblH8eyliRTFD71q/yJjx0e2rRNTjWkMJ0cU/+Ah6xjOT1cUnY/XtolIJF23RcyPlb1v1c9ZiQh8hAOFnM5qKatw0W7f5/3yWL76K0/Kuwhayvl7vZ6stIzHyRsJIFqJC4xoJXGUD4VB2enMrdFvMJcwVBrUWo/RSmcygrfWEvHVs+NZf3FOJPvgbepyylH+xFMwoWINR85x6y+dx2BKx9pe3jUwq6LDc7xfmEuJWcCjxngJYDpjYpuOhkwXR4z8fA6FJZa0VfHOGPDiU3i7LsIx4sGzaS9cpCc32HGm+HgDOjIsUV5ootIOJsXMLH6a3dayX0N57PVhk3zohT14+HJ7JDMrdSFyUAiPRttSUrc6jLbnML5Fu1/Ia45zp/tStSSnBXobDfOB8531PcpDxgbipDzeD47brfoo8o1jWatQUwm+g6hwRO21Bjp5pEp9df2SmWKxckvFgVlRqiF7sZD2WfNza8aKz9zRiZfODjSWsYUYjPIwHzi/WdqqZxX3IuHy4FQlYYycapAMpROwHp9dGQdOVn6UQNutdsr9VJx8nxjj3AqBWeeRqLTSThRihqqR2HBif93Qofzr3OO3FDzuJucwqz2ViLyPYVsQe2otnzbPy+OjHJgQQf8y1moSF7TiVfqRA27XZewKyZkDJIotPqEjZkEWAADBeklEQVTBhDDC5caHFSAc7pZUCxOr+PDimE/m8pmxa3FQAlHvdGwnZuPvLc7SXlQai7AWlbfb07A6vubTDRk2v4DnL+rAqpq9WnhrY4s7gPBjVrsVbG4+zE4r6OKEg91GFZRGgY2AuEGsJbVlrdfmZ6hLQ2R4BHIn9v7Liw3P8ji56hoaUfkeOF9efYxdAicSJ1yf49Eu29ed6W65WJBJcYjZBwhSGa/Rda8+xSkNEMK4+OZDTLvuw0u/rOdihFp/yV1R/CNeEN5vBQcAv7c/f95//lQnN7ofL1+/WKmrlkOWEHND/vzzeCILXFm+F0ptRRw0YBujNvl21qwSPcbmDfDsuPIuLBBgIrg5zgDH3M4R1fFUtPJBslHfvOhA4mFV/22oVVm7juUCAp29JoY+I/QFd+B6KWZjNhJNL+PKSm1Lu62QpE512sKW7501DN0zpvKBuO0isGtHbYf54fDU3ETQaY6b4rX+BfXyRv34yo4kaEGJeae1ot+bhezk2ico+0x1Lt+mxTnfPohiE4SyWptnQPKQivdWBQIkZOXWmoJxI4ip06Ig7RLc7GRtRu7XG1dX0OCN2aQRGMItUbqHoXmXCossuZ7E4eIagbjYoor5/bvl0XoXdk3b/b0p3xgaFmrlWbRPlWdoQhoDHOSegLngWEQQR42YQRl0BzW0Tlvx0NJzbfyKy4iJssl32RkkHqmAXTlzKSgmvZcAcyzYCqxmq4ywGGP+CYeev7csdUVAmy7/bB622Vq3l5PTo9E1t4VtaXNxknKBBRte79DCIBW53nFcQEo+SHhMLXb+1PORaV6Hr5acbnAu3whnY1hDro8vM0j0lpGgXEsEMaGYmqvZTzdXavSSTUMpo7JTjG0xKVIWwp8PspXyskfZSxnorsH++2tmCnIf7mEJUeoAH5NbXlE5VADULRU5baMMAzzq2zHSRDJOfOr5eBbg+3WvpI7XsPyWau/IudAVJGMaqMYipqaR5Q4W/8eQ8Wxc56aZFtwrbLoqA4eNEaRDO97aPzln16u0GGnJvxGC9StT4+3tOM2Va5gz3gIiH6iaQzxz8rnDdqcUMLBoH5bxXFPOvQyaWYJKCnSSR+/pqI7j79+fTP2JE95rMDIcqH5nrvb9Vts/u6wUq4Q+YWoH1Ag5qv55HSSWwrmLUIhe5t+zfGP1dps7xiocrzCSio4Pu3g5DdU/ftmS346tqZetXj9RJivmV0PvjJuXC7SsxlkTvv6aIxOYpwM6/2enD3nB/DOxG081xZuVMK8a8nG7a3zuWiQS98N8e1aQ9zWra9KzlMqy94UxP6FW10ErFkcNRaSpuZKGczVgUPm4Qayp5rTWDuCZ8ZPC8vOveFLCqKVVrFOFyXskmSAfoN5fCbFqUSP5LG+Uh431FYWL3DboBZnuAECJwp2NtFdEbaUmk7n/Loybg8kTD/DBrSIlkPZUsOAisK7DSJVQGv3yuldO7/L9qOaaqgYBnvv19cWZgSiG1qSsAnhenz/f3+jtvKEzrgulRQi2xBTdOk+7C0is+FO8VnPmrLW0x+xyYFgZk0pFPlkeU6LpiUN6RmMVWN2qNOX02Mvlfa/iFo+kVAW8PsI90vI7JRI7tBzCE3/hEOjJEWzEGj3o4h4Ql4xJESTOfNR0C/SsKwPDbauVJGJ7AOgNe/Iy0Wuj9Ul0sJmwvtORpFSUuvSY6LaEqIbcHWcrkG3k2OXN0yNsTbTmp40r93iiOH/CA3QPpsE8YGB92i37nfcYdktdvoLcOnPI/xVfiQ4NyV2FPukZ4HXDIxFpLQZ5V0qI+fyarqk5fiLQVyOrs8XWY5j7pzsB04noatWXddTjYmBztrOrmeXXKhMyPxfpIr1tJpsHB9L7R6zZmaJ1ST3wt4caJ99rZaJJGLvmEISyYuLFEm1A7dtjqEV8X56vyx3j0Is13p+snKrlBO2ulxrKqeLtNdxRxzm9D9D92amiSq48LUbC3D5v1C2QYhLDG7QmVzWd4KATaylNkoNt7j1JtRrOD6FglPpcQUlgx95LUeLUyLauuYLYULSSvk7Qvpn8bydgKUKZkHDIAW3jHA7JSsne9adwfXJytyOwJOL4rqbtJhhCwqdQsy49gWq9Tmp8JPntXjNR1w81EWHf1pr/9Fq2chjCyXsXcsGsb4O5y/aNJ4Krrq9I5R7NaNhObSYgB9QtIyxPKfLZF+wTgPoh1RbGItzfYci899tYk4iFR4TLN3UgbW25WKRovoi02hFD4DcxIIuuowPdqqKFx/f719fl9+/78/F6Pj8viMfrWSrRqVSFg617bVutq+HUlQknWwx42ippjEwlTDhZ4MwuQQ2dnzz4CBmJXfq9RLEaTCauzXPgPlixrqk+WeYy0JjHwPcm+TRTkZoDeF5ZO//+vGojujrd0UKmTJuZpMuPO85cb1h/ZCV/JkIN0beAMoKXAc1RkEMgH3jgF3KeTQ/b9+BsqvNLXT6QZN1+JAZ1lNrS6vx/qkMIzZ/QS4o0h6+uW8tPIx2D65RIL24qc9RshluAjwQUo+gvzJ9LIqtP/drtgtObPOQsdu2ATJMi65pQzko4a06ptY00PK7CtOdH8bkv1GJknc9HkxLzuOP2JyXjo3PEuzqjBEs8/ybhsogMfIK1HvqYU3NKtzlm8rDuHplOeOjyeLwwUBbmFg2ca3XG8LTHXVXIN9Zoyq13hZ+DOjN/Awtu5keXICe/MhfKeGeyIh5XNEXLXz+Aswbmd2S+VoJ7a7GAoUEGjKXU0N0KMegCcuikbSQ/QWRlGU93zD/YXcDLZEq5pf7kxAz2yV+IIFhVZo9D54s4BI99NSobAPz3vm331+v9/V1TziEor+1etF01ZCIlGS4BeDye3981r+l2u76ezA8cTWzb5dj7WGkOuXaq3YdZwIJTJt5McUy6d9G84fJw95AMg5lLsZBS5GrkOk5cZa2lEBn9bsUTgLCsIaWZ38tvmopbt7r7Rpy+jfMGMYJ5SmeomQ/O/kQfnaptH33YvPUsJHEj2VAh57jgfLMFY9quBBQlA6jAMYpQ9FMejynuE3/lv0JuUaPLc2jq3VIhM6AySCNmZ8sfPqGxnlt8VuVituHjLdlNijupOG1xG5XxrmYwOo7ibo5oaWKoF9+GP7HZMN7CuR0/Zc743AsHn8PJbfdLYraLLOxrxstcjGLEaP7P3zMxowS3/gvMAa3615V30YiPedfPrDGkw/1VZTlrmpynfQKyttD+jaxOvBsCQ5gEA80u7+R6qYReythb3X8uxTYBki6H/faj+1l0R/DWDokvo45ZomXFYp13VX9zo7yJsbIH1GTcz1y5o3IYe2CNXw/AqSERgGWnms5Bx9xe1N9EId6uVn84HPjvqtPrB3Qp+nbloO3+eiqKpWLl37718A+drPycl6VO5ayzVSH3OmpZ7PAMj9J/jFc6yBpmiXWSLVPn+BqCePqgHRY2JcVRFXQzToyj1NCsiHNNx+dH4WIsCPXUxDy7YH78MKr97enCZSkybYuVObesifZ1pzVo93K5Y4JulckQJrPP6fFLPetl+L4hgiePKIYPX2+X7bZdNk6H17oykZdnnyB1b2q8ZAPB/VDLynJBqmgfoI89CtRb+OCsInpUBZEjTGzVW6Yc6K8t9vyI9bS/8KxXaC8y2UFlr5cJSUL2B8NQpCFLN+75/KQr3jsqrsP7Ryw0a53aOgVTfmH8GA4j+Jxtzbh/HdM2qLS2ya2ISaeIpuzN2NXxVluWnX776dmtmpS1ygMu35636hCcKy9sRgIE8SC+1/fudsSSlpucoenexKz/VGR76ncR1tytz5pg9M0Ec5xtRLnV3XULE3k+a0AL2uNvRdkj57yvaTel/bKlqH2qoaAg45GUTyuhnGuX9xzhydx43KX0mXGWlrqVpBz1n1HT71Iit7jMPs5RLOFvEAc3vXLmxFnpSnLa+1clx3gAqMq5FGhR65NJghMxuq7u3iIb3kAnKL2AEWvVeKxUk30Nj9VOb2NKaZDML2dHTC3VPFMNfdv1P//5/Xq9/1QUB0Lhy+fra/u6310C6gmBuLdXkS9/btu9iJgfT5Ef2MEdG+i9HjAD71pM2m+MQraZsKM0+AxjngfoW4tMhcJxCZrTykIwtZNhi7W92726BJkMmbKkVRGW2VWWgXLnA0UjzGKDlm05sq4j2x2isUc//NHNsM7vpmvC+lMFcAHUuwhKNtxQsazRLpeDIuNm6w1DseTfk99RuJVnMnuNNNqZ3uk6LYcfE1bpb+9SSwV7BDUiLtJCyHUkcTF8hwQe5wuYVOEuByPn3hcUPKuPSOw6KeFRK0qBNh+Gl9WVnddKEeHF4iaw8pJcgVXdqO2Um/V8Ypj1AOjnrmgge2rquOmDp4fxaF6z1mheSJ36PAZBx05NxUGAE06s+NGsFh3J7XDYppeqncX+CDed91EbgGY+MVKhBDwLShJU6qLWwWRN1X+3/yRdrnCQvccwpawE4tAw0DzwTy65ctgvAXCJXcuqT6j0zMmyLev309+aDWI9Minb7jKZA01OVwVOML5VnxGnwAfjoKUVh9ojTR18p9OV8+tPHqnZyGTyUtYV82rT5h1Y8y05TT2Q5gBznUBm5ljXB6N+c/EuztdRYHY+es//H9RLAJN+1nYwFY1Wc80SKBI/F9u2ntEqkcpyOhjRbQxkdt6zejBa1IbT72dZcKvOtbbyNDHYKlPO3vP7+jgs+dvjIvt59AbRxEnDkNiQCUxA+lYayZwEAuRfvr8f9al7jTgCWXfh1+wUJ27YoYLFWFWCns0oMwAl/X4XoLzUWJHmlfzDnhM4UzFcC1nJQawWdga/04RS6p+PimOnN8h6bQtWnGC/m9atXklPPNdHYQj2ze1xdShIKJg/4ErxQA5ZrCHq3juHEAmPPYJrHKW/KixZN2p4NcDnP1ToC7qtCgdL7jiDeUbluMrpfV/Rg63ZOij2o1uVwOwnvKnJUoP/utHUjsfo67OG0rwQr3L7Hj+hWhR455wjTvYGhmMZCG6kjJZti+m0mzFU5uWgCIdKCcMW79qTqHyHB5U4fj9dX9/H0ETjtzPVNVwAQ/Zw6aA1WJInFe0AXoJd56sK6OgCMSffTKz9VV3E57QK92MC+cTHpN5VOZmnYuAoEuERre6AYz1wXMCgVnkzcJyj8Yag1F1n2u7i+umdisOksZcsBVsNWEJPjmr6KBUy3V4VA9HrqpZiVQ/ye+iRJGlQUSCZvucX+7QPAEDPAD/SkwpWOoHgguTA7XXmYVv1Fxx4cHMiGQktebsBuAOPy59//nk8qg8e731/fd3BqvwqEww5qbxHQZX39/v9+H5crpstETLhuCBIe/vsDbc1SAzbCDEWuUb20U8TdXOXrqEjX6BQwGPEzyTgiQV2AbCAB06AjBVNNRfjVc9nGwKQbG+3yE8PpenR1r/Ow6mhSiS1zUmzWlEhVgilW6fkB7ugUgw55lLErvhV6CEV2aNX55Ee+VFORFdWxG2bE0t2lZCxQ5DSweN6arxBVb9s6cNeJ90sp2dECal3WDQUKyWEi1pBVxe4YipSYPvzYxO688Q9yp2hbcW2HCXd1lgPjibtg314Cs4Tw3xIRzFIldO5lNZT0YU87xeH73FPOXQbe10KAnKvgAN97x4BJ4QLNY2No4uqpzNdPWTFLuwibo0/ODJk4XzX1wUHXeV0t1Xz5Qq99Xfj/23ulb50BlimWFA0A2Y3fQsrwJJWURn8RMYMnMgMtQIGKltjfYZmCl/JStrSLYgYLSqUVPA/ad6BNEhVi5UHe3m9X1XsoJHxKPbOMHdEMq8nwMt0qqgmcY2jxpq3g+KzbV+o3ZoxPXtnvzvzZx/9uN72uc293ikFnYuyPa5Qm1I8zzV1G5+Uo65/dgilanInzrEnXDNqoDEbJn6oOrqitF0LxoZoAetcvaakbo/LS0VrTy++jDW/3q+a6s7MieiLgJMeQ0swmQY6EA+yM799RkftXcx5GDYRvUhZc+f594d0t8Z+k9zu/HZagYkJSosbMumKAHGdqNZ0RfXWb+1cEIccumUARCPVZxAUCw4Nxiu1W+VIYErP9XL7/n5+/b7X+btdns9SjHCDWNKkNP5SYKaHFwoUpcwbrGHxFTcmWVAZI3L1V7l41wIMfEq1NnQj+1tSYTsOoxzZaR7V4NAecFvmKZxJHNl7dsdBDoKHbqlyk9cyWc5wUMeoGV957pdnOnSsNfpBTPYxnVLmLWhuYlLlGJyJ4NQf9kfP5MTDu41FGf0TaVafFBLo2NNEBrUY+zT9aSvncOiTqCb7JL5MzhHXvxtZfNiOh0mVLzwIHGSSdTZLzXIK8qNgGJfdNX6r0uGAXTQ6IluctRKtj1rgkuVzjHM18JERta3Jxk0tWbW2F/kpq7fW9raKCdGji2CzbNZ7uZxdpHSSpUbaNG2KHwWN2RtF7ur9em9VHMcpHfTwzdDTbu6usHMGhyp8T3Ja60z2EKu1FQkbflvc6J0PU9pMebX+7pM2ALvUlvtF5EawRDoBbfhBcJn3AOpco7yKE5xj5RBOKr6oFFpjvSvkx6QNxzGMXT9DFLx6PNMqmpjOfbuQHTZ4nVG9WeUWtbxkykLFuXQZuuCqOKrQuspsPL6f9mDrYl+/vjY+F6tHpF6v99v2T/X5vW7XGlmGCMrMAcwIrUZ6HpihyPRm1PJtA2qL+y7bnY/MWjGOe4KTUavPmb+0Bg5UpEbUX1TDJDIgbYyhyxmcxHe0JJgfNKNoiZC54Fb7SrExfpHzYNRKx1yzHCdqtqo109NZc6E5YX6RNbKxDV/FZf2IOa09WSUfFCrTfse12OYkcRT452QNgTTW7mQXZnw1POMOhpOOkL2QTpyts+NQj1udB7JzIOmiIOBx5tOMBeuvkI2zcZVSia8MF7akZSR5GLHXNdn5Kb4VdEdQF5RIgNkG+AtvypsB2PmeIjdyWBvvnyXmfMwbdMTQ4PKI1opN34ZzJVr8NZb2qaDK5u/arTq4+gIRWqjHSjLGFyfK8qlmS1qLXSYaIjPjsjGepGoF4LjUTgDyK3gy6m/v4vm9ifmNMzOBRbFhSL5vzWrjMK9W1xytxydBcrXWytmGUjBPTbNFUor0UBZLddzlsNrXb5MwHs+FJwk04pfPaFgugoycoI01R02Ayv1vcQgHKJaEj7KXcV6nYNi/O43kEjfYGCtdc56YnCrI/mU7KznNixaS9Lyq8qdmYgjXKs/ABX5Heu3Zz6GrDARpmoaeK4N3zaHQxAHZNCEggfw7PMmzvMAaRBALskBTmfcpwnruVUsW7biyewWoPml9ZJAxTuygt6sfufMb831Roe2wXkdD7kL22KU3w99Yb1k2WTP00lkmCyhz1i2CXWyfFUxEBTz3/bl8P79+3YvhDfgqgZIbegESBq+hbDxD132yi9IUD9XfG/IMRx4RFAvN+miu7NS/ush35tw67upfjJynL2PuBsMcs8Co36bOcLOuJ06Y11azUjyxCKBjXHvfo/B5AiGqIMOPOcetZywm0U/0KEZ/9WliygdOI9A6rbcKI9uIlPhrKHgYG9+L1Xl4BBCGk9UT3iISfSY3djjOCZZs0PSJkBUVUS15YQLN8IuYB+4pcI7E2hFyWHP+moVFFOxxtIZizzrIik0/dJR8++C0bAieuzWUMwKNANbcgvhskd+hhVoI5JG2Et3l2BLQHTxExgvmzvb9FGVGlxF1LajOoENy4X1Oo1YP1BVDAUilxNrvpgrbecGcmNscR3NL2qohcBxuafvKP2+h1seeMwYxtX1abmEJ+s8M3tzvg0N5vB4VOuK9UlF3lAu+nsiAqrSA2rGiqcxeZ9U9J4+rfKVbfH+EBn1TC5H08c+qKzisW0orWOBaBWhpIOV0h2273wt137bt8Xw/n3Wz2+16v99+/64/pcCGJ7U0/ufyz5/idWENN/sWUyUVZGt9ovmQvRe32614P704kQifM6m/NZXsyVE69mpGj9uUEhEx0+DOK1HJQqmsZ+aKjgH0J1N9qPN+EMVjaV2DNztRZ62adNsoLdA97P7z1xfbbV3Qm8SIW8Y9JHpEOWT9MbBN97c7ykzPlQ0SWoZ5O1jvLMvcitRRdZS+3qRibTR8+Ie5Mic1CSevw1+nVcst5HrrUdp7k1anp2QLWj3VMw/cT8pXaC0jutmyTJncCrYA4N1rcDYkqv8KwVtvZO9Ynz+8n8j/OfuieYjOXmcax4s5/jSKPf7thnTWXFsMh44VZE5EExQ1BLHgpXHwWSNUjLGkc77Sn1gjS43xNHjYTyRGUL4LxBKoXkhvW4NuOr0Y6rAxYZXvsDyDgebw7JMK9aSUbqYXlHiaJ5IzrKKuDVfPFV19kRXsP3zfjPyVIVf2UkVvrv8+0WCDJyU9CyeS87MhTqGgAuzqDbDTgyuwF2A8Ta5GrXIquuP+jqCtV9mCavID56bsaCCTLM+n6waXAhlXpqW4bx6KaNf9idit/D4g2VuEk6dKNnvWiB5WVneYW+0VyZqIPaCrWU5c/RhU9qH0xCCbPx8+YGEemsdJd1W6NG8Ri1QYDH6+fReV9+f+tW13oq8PLf1epO2mKQ+zeogGtkT8WLMyfXb2Q6iH7QiCLu6/kJQ2ajBX/F8crL6beeLkd+/+yh8yxqZt4HzPDPPOMZnlcYIyjwdUfT6wF7rHP9sFyz/lYdfOMb5rQghLGGdw1DiMHoWsv8vUCl+LjKAiy+Hxqej/A6680vqVfxvMz54e4VwvAzkB66y3jGu37EiXSp2sWqWDVw/kXxwo5rqH9exvaq01vEF71L1SNvl7xejq8mv7wH+5j8Z0kCyNOVi2RCj9X10CyvaKrYwgNiUFahvxqu6d6p3206UM/4HcvraGhI8oY1xIxWaEVT1gy+/6ZDLmrwByWkpm7JuJSFnyNQM28wxaOY/2PnXNzyz34T06mw7SBt62VzR2l9+f7V48Dwj/VDLRVeHMyYWdj/WEnHYgp+HY3yAOkp2PNcpwUxi5vJjYkeKeI1yzK9XJ9uWnlJTxcW7F2nL7888DxFllsLf77f6FPkNSpY9Wiff7gp690nU1XGBf9spRJ8PM77Ys/2LjfchQFJQKBms+Buc0qt5HLZp6p51ddtBCLbHY4BBHoGikAAo+BduHZJ61zb2qh+Xl3ck5Ow7cXLbJlDwLP36DzUAJXcnMAT59zv8SUo7eqIgHgnAAaSq9ZJ3JmBPVUCPoIguEnajeDJOMRakSK+CdTY6ry/I8uuFdP1mCsSHXyZjGEQ/LTgDmtRXBQjW/sZHhcfAb+2pagnZisoDeVi0kb8BJp8mGomFKNtdFUYy33a6bwjzTdanPJA8vCnKGN7rwztAv2QxujMaiLDbYotjw5g5WOBVCZiaxEovJtAH/yWHfh5tiCxiXmKu5AsPSbLRuEygeBkdeS9GfKjaoQgP6Ei4797YVfnTZ7kW78v7cWf5QvFKoz5RLq8Q+9aGpF/DfnjGjbyfY8Klxf1XE/n6S3K/rvrw0tdSqLNWDDsnMgw053NlybrrHK6qyVx80ZP4jaQqEjdUKxz9rcZqus1QHyqtEKay9HftosjgfTJcFou9pjOnzu11jc3ZvvKapLM//6mpGj0PcXphR1O9hCW7X3bAezLEZyg+IQi0zIdr6pr9qdw5YwCzy1YbT/VBMNqYgr93Y9of2FbH57lGqYL+r6832SxEusb4zFgXMpZrOtF+YQdLv6MseQtxdMmF5OZiokyijf3KT806cC4qUdoSjfgQTnjdRZsbjejq8SgmZdq/O5ef9q/pCHpjiUBZW5eUNscniuON3YYUZTvP7zYyxOR/t/o3pgm0uQ741SihVbTTObO7CunsX80yh4lLHMrY9kesQIj0tyegLkSkfB3b5hhimGEFZ2YbG0VDRMQZVMb8Go5zHrOZDEJKjPezgHo1r/z+/UlWk9YYlakDDMwzo/eI9k2XN/i39YtXuf6q+c2MNf+uxFtoK8Otn0rnbjh+fLvLtrow8889K9fBapqGKy3TQ4Pl7Dy43q3gWT0Pr7OBlF5zStb7sFMvQOery6JEbwx8/v/VzH2D3rQ0tjJW0Ye4aKNY3ORQaoqCqXWuzBXPUi5y69Wlgsihp7KhqF5OLsVOqeXF9xjjg6bqt2603Iv5QRZZXalGMQ8SHSf6JlSgGAq6bZkLF3veujCod6CBCmC583X5/vV/FQUBBR/8b97DOkgNX8pPUhQvUlzE2CefYu3GPK/AZ5dVm3sdj/3Q8vXObkQItNERYDB5BSNsNDJaX2+2ff75R51/3xGoNc/1fQJ2Ma98uz/fn8adatzWhYVhbstMyfRI/u01p6pPHWG2yiXpT4HUdil46+bqTQV7NE3u1lj3lUYuP21bjlWZVN5YTzW5Oif120N4rNMtwq9303pm5aunt2MM7F/1eVU/4h8rxPQMB2zpHRauAuem5pkSwaDiCIAljRzvZq9Gxp7h4LiAvNlvIfH8K/ro0Mtoo9ai74yNdeRgp68Ayjgiea+tYhXK5Y8oKQh8NuezU3Jf+iM+LOgdG+jT2LzUznNOqDDfqlGO0+SiWVdY4BaaNnDh9700JNobeXU7CrS4yemnTW2jCT634knPoygpD70Wx49HAS9HOKXa4jKOilz+a5g8yuSy6pXfN3+79oXxFGizjprcU5Tg5hNeznCLd5IDlMiDbRgLe17Zdvx8XkH2n+pr9YyqG75ukskHrELX0u7pI7lQGUA7yraPZdZJd7YzLad4GhkWPhgPb+HbXp0pZgq5FIHWrqB4YPtgijK2yUq812IaX9uulTagbWXNQ5os+XMVC3eCkNpDMsrMg7+0gGSlaUVP89pSb65G0D8lC+qrPx2jmoWbtJo3FWUvYRqg2RM2u55wN2OQZi7Q3KKVPWh1lnnvs9fTzBgw3XMyZoaeor0Fy9jsB4LxDlUfu4smJRkUhTD22tH22Zh2ly+fWjxVENttt73MTCZujFCKzFIa4MgwbXO7HGtlsYvq+cveaFo+IBCv9+H79+rV9fd0fj1726ZTr6Wez5WDYHztf1VLMNUpNr7mXjviCvw2fgaknnFDo9niY47PdHDxNdMoAWqexhG2+d1g9Lr9unoc93udQf57N5U0mKjf8BFb3OzOfC3Rwxm4BFZWpvXYR2MY0p1syA799/DktSFidmAXwYoxxfItD1svljwidlzuhOLx2gRljAsjxkYZMegSiv1XaabUT1sYaptI70PGpH1cVf70Li25p7CdqfwfM+MbM78Bi45zRAVLsR47lS2aj0NX6Wm6fqQH0/vRQ+EDKFdF7Fv/5pDpODzJTXKMYgf9lHcmTIid4kYy5mxXGjS9p3M2PX73xReJYXnQBPXXEiunXOSorn9v15iENloaAPXbDpr3sqDFaI/Nwlm0i5usqyrltc8vP/6R1iN9pDDKWRKKplDLvBFouF6l2kepTLc65YvYHm0vJt9FolKpiGHC7hskFX04itwVo8dkoRs1ZuRQn9FBpMloS1IrWE0uq3gbj4PAb+DfwR4pftPqv//zPd/XD1VjjK7iz0LUppamepZph9b48v5/qvXnXVIYIiOOW9QF3AfbodaZyuF4vz0emhaLMlYIKD163LudslXlmGDxvsSoK0KLwLp6CRFf6vOhhiF2deMu6txEiYgWcZxnpbh7F7nOdPpyX2mDk6mFMxEX+62wQkKvpk0O/rSs91oBKXesupNas23wdwAueXoWoXZjDUnlLX+r+46O0qCn9hTjcH54wRAcioZds00DZa61s+NO9w6nGgRxgjk0iK3kVI009/MN2qS1aXHSxuhGb2LPnNaCUqlcqWJf9OqAffpa9xlZ/oCziRpdw8k6IadrBVf1g7lazTAa51+IOth5QYq3fhf0ShkIO3CFvsRvDmeIh53tIfDXPyhDXvdNiS5PYKzsYL7Ld20R1ocwZpiuXnuLkF54lvinmF8VILoDu5/UGj1RpIFBwX4qAhb2+LXrjE1aHEKTaKSbz8cRu67/VyPYimejQz0xaPg/1bhJ6xa/1t/nkZDGnNOo3fvMMRMaqdW/0ElQMyN/bsZ6w3EFSBbNBOrprXq8HlI+71wrhOM/M+bqrCXgrSB4zHBUxj7voL11sEcD9OjuiyCJiVXW2g68vbUB1OljU0wQMuWiD+gt0OFyQ/HdasLwoRh2mTZw7NpZ9Fggsm8pvHLnHNgH6YlANzYx6Cg2cPO2LZeFGm67Fb/E+lzXIjtrDjiLrsghZVWM2B/u7PncfuZl1sQseYistuYux8VvUpuysp26qpqS8X59//vn+qtfl+eTgkFlduPiRnj51cBU0PpiDPc0RPe3I8iQcczoHzNYrg+klmnHq3MAWs6KyzFTqhSLVy7zc2/JD23GmPpcsMcmfKCa8suxNcwdom6x81MzIquyeV8nb0d1meIabun0/HQHGRiw2d6TXCFdqdZzzcQ65vWUXkMdBPZyjIfnaxVHvosgWKT6vJic8NbqRZdetprxaDXEjI9e6K7dyrFrVestAp82y4QXU4BzLEfM86b60femN9gkZ+Okwv/MaXfmClzoinYS47F6HbK2qHlpFN0Jj90hv1Gl1zgC/U0PKYiP07kWg28VLojlNq0Nq8ghw/cQZ+36ho68qeG8vkDZ5xluXuxaVRr5b4Z6ow+fc8+6dN6Yzja4OcMGXHPLNOpIqj3Tqaq10kkM9jPHhNSHtvoHFr3WFMKSNRX3+IgRR78+nJhVW/8Ld/dPuCUaoAQJK0JIX8pTzpyO9i9sWKZZfjIKcbrFYXxPSmL9e+GBEPU2zWq13z2fFdXXPt//859f7ffnnz7Ommt/qN/cqUmXzdRG1sJGaO/n+XL+/a+jeu4amYzqTaxIWGPgA2klwOAnDKJqYGbBBVO6ooYMLANrn8cgMgjxy9PDIbOEVF1kKUJk0AL8iScK9oVPe9lCH9/sYF84K8Vq78ZvlrswYAYJHIUVuFVG657ZzOZyWYhVtmAM97ZqkMss6/ywGraokgvZQ26HoYq/dY3ZgsNzwXJ/dtg4rPLXRvolTH+mJ7fNmhxJwTLh/zMmCIxxMlQnJ8bJN/F3uPrXDSM0MsZHmYbcDZ6tA5KRyFpNGa6sKwSnnONEGi9nlULYkcKRawsbtK+Vk7PBkcea36nmzCf/6kpIbyAKVI/vodqpjtP+NP9G1Hc3AlA+C8ipSDbnW+GJnRfe35PNG6ho2co7lUOT/rObneTkeW56AdOqLrR0Tlm+IAOkL+indlcyU8mBo9IoiZ1uULyznHkGQ+jPVXtLsRPN5xnnRNIJhkg/JS8PtWsyTvfrJHq1vs+WaIaSscVgPu21knqnDz4tLMbltpST6GyNFI3k73Zd9WdjhVbBz+QS3qs27BmosndZAt59FGT/5LFKIf6vUmm73oQ9HMxtGiDTaY7Igxzve11vmwf9yD5GhQ8X1aVPiDOaMRthBWa78l2ffX3E0xi+h+c+v2SQ2kYDRgpEhFgZvqeco9v6GZc3bG0Zcr9bZ+12Tq4WYUs5igteV+WERhuCnN20uZy4hvOynlTr1r5LoHVuQ05TvsLH+eUXX4sDTEHF+O5uif7jbnRMV4zUfE0Q5HUmOb5kgzgo77Rc8zSzaOzosK3jxQ7i7u92D8ul70PWBxQN97pFTItCzAzbbNyKeUwEfxWZ4KQd7qqArp4y7GH3p+HT/kicQZ+24ev/t2ZTv4VBGhSrdPEKUa8wP4zNmVEML5NGqrkd4XyP4X97fwOKDMv+3Vqky8E+ybd8IodSrAiDF+R4KdW8gjSBXhYyZtTJhsNiUpOCEPw8jlTyvRMpOyXLf1on76cD5maVAKlfXRCxm2Dkxhm+W5WPOJMPoQBVTTj+aTIrgwn4HoZxQsbVldoXPCjDIrVw3VV/dN/G3LTAfye7ESnoAaYx8EoJSabaq5/z+fj6+qwLweruiulOUgQmZUmz4en+ez+qG812mB5DfJq96qXvWcyof4mpSMd8Uen/baqKfsCXlhIsLB4MNk5TWfK1g/ILtMqiCYFLlV8XQzn4hEkgV2UxmOxFFIwe1kKgpEnO4ZNZRx3UgWLigW5iMKmVPSZistE/Cy2wKvhZ3pSOHFqy4KZ0xCyAz0J6lRQek84PhpsTOZGNW6CmK003i5gK0L2rdSDk7QkeGYmfgUYlev0whtK7Pyi6lF1aOtdIUVfFFcmSn8QVKHXpB7Q4tRUGDZ9xoNMBUD4DOAJ8c6EVUvLzOH4yymdhBbbdTzWP42Ei46vh30p7tuxy20Icu2E795Mx/JzPHvQmci/As2VqHE3s/OAZ/dY/whSwX73e1eC8o7P7VDYTBBTpjQCVskNWJb99zBhh6exYkwJNUVi3XQwVB+ZxPfyq3X4KtSRig4qxKaB3kkL9nNHNTvFYalsG2u/PFKGDfonIRhkuTUXeLKDe0Kcg6IdDIsaurkoDVYixl3uImHXNQRkC1DxJONmLYv7lVx/b6XbSx+yHdOBl/zV/irlT3SE3OE8dSDncxpLfHH1VaqLv/T1862MDaZo3JSFPHeCuiUHArtbaPUVuOJFoxmu+zMJvuAZsXgOujsjcXzKxU/fOnR+EtGZTdr/auUW/OeNAGjZT80Dlja5iFMPn9uKUTJG4s2vjNEkiqLWVAvT/5cO12L8KVYpA43DWTxyXEbtNgo98qd1D7KGgq7qrK7n7/qdKh+/1OhwF+Ydf1RZIlHi6k82PSWxLbNhoU8Y1jxm2qEtg0PxeuAYX+nZsR6ClFJUaRZ2/pwQ1cUuWI+t4znWnjNRel/Wnfbd6cSQD57hx2HsziaElDZhwAEiPBo8AkUsz+idM1oz39X2rf+/7XqIh3EzqAuF8NBp2TYqzB42zIip5Mad+gRULzdoPtAjzYPEXboUOCyVupv9AjuKOkD1WnTLVvcIdYVroTho5s/wae9ris4Qn4OEy013nX8846T3+8uaegC6fHCW9XpHX7Io0/v1y+Etsk2V4UQ+KGs5tU+WuTkMpF6ZK6tVMjd+jTeblynkq57rfb9fW6ocOIcRzqdyA59wiHhlC1ZtR+sAM+v7FqXo4l+7zJ85WiEZeu+ze+vzgF/ZxO9O/KAGYhluB7sgtwrigluOunwQhX9G7FSiSunfr5RT2FiqT0+aQavt6nEQJz/3Ko/N8pp2Levbtx4sUlCcqK1rFo7cGaWBbQGKcpctjA6/K5avjer+35fD4fmqdyr969erYapsngiscMxazP1+vxRLQnLmyUCbNLW6exZY32Qu2L88YGosGM6fX6eapiEzvqlYClRljmGW52xtayTJeeGxZA7Ym9VPUWOxbXjSj4Q3rH3rkiIjTAzCJML+bwVnv1WyMLFt2dLKYqknBo6p0cHbtVCRwpJuUfV0J4oHZjXwejVxzu4UuxJSASfoZQyoWTc89mp96dofJy//uPeqMak9PN6eN73LzOvGsexnyhYb7p6JM3XM+Scu4umnWsN27HDx6NaqK3Zd32rPRJe87yUXeJeyGKi2KUhStqlcBkfTQV0mPcdEMsRDTZlw2hw6ge8mOXgOY2J107q3vnXAG72tNMDDHwN4tdLcGqfE3etCeUxgn1uunZiVMs8WJjzCMsT9l5Bo1yTqbcpG62g8bHULb0MZDLxG9OOOk1Fhb+RKc4mIVZfEKhVhqfTwyZqU+7qygqupGRHqL1udTVqtHoafXc3Zijn4S3h0b2lhdThuumjdZhsccR2L/2kEq6ZZbFHG8JyuUBM0sY7d1r7FkVAGJzSZwjmXdQlAqHNoTDER3fL19EArJ6ez2LfDoTa+tE4EADiyErh/lb5G40CyX2XIRNoq4C4N0iL6TBWiir0Lxn/Gr8PgUOTDsstxFFqprWpfhxVDpPIJ6EY71xjvOyWKZjSkF+/bmUAyGMQCi6iZlJ7Rhmae1MtjnqpaG3H4KTXtf0CCzvSqXodCRYcj/WZxa2YYfsZIukpzK6NQPz/fm+fP3a1CHCCqzpIug6cwudEcnhyk6pZFtv8S8WeeaS93HjTUovrLujG8cucDAvXR34PGWpRmzpSOFNHmZnQ2JtcS1WLrrQoGVeengyefCqzHaMkUIqI9BKer9NS9SLL0cpieu6k7ecvFRbjJjEN8lURu6JGm/GnkSFMGlsd6xigJytGqzdOxmKGlepde8vGJcxmXM8oa7Mu2uocdGoVjFnGND4et5LQ9UdKqfPKFH50AIxFkYE6gf0CUnTruCLq4CPZ2e+SkpuJUuzB3hY0lQbtcEiA1X6ehrn9d71UoyeCzczm4oGYC/Gwy07srs7O3+1Vh7iNcLSmGzfcuqT47HVU1Wr7RdCcYTolxe6zyCa8UXcyyeJtds0GqOxAqOYZOT3ZZTVg0BJbqwRYUkpJmgcNM5pe5TZUc6g+2RcpjwEh6SUnacSl4aZV6qrJCH75f5V3H1FX4OAD1WbNemChUXswgocO0RmHaM3w7eh8h3mYolWEEAGJqSTfq4MghuIcsMBHHKt9cHE9NtW4wr++fN8PV9bvVhHWdF5YGl+ju2Lj3cNY2jNL2+c6+HKsf72vkDnr4gis7BbEH0l3Fiv5VOnddi2O8rkNhRtlSTRuaXNHPm0Nr0EOqpqC+/FY2Be9rVK7HrB2uNJIsVdc84lrgmosfh0HJtyw6K62+WsAH+fazIFlRYPfSrkYOqaoyZeaxhaayWm9nLzozdNu66XWy9sSI7nX+WmNfhePPcRrZiMyeJ9VB6dMTPOlwjQjtTt9S6u7cFJi2s6W2vtSVYgx0sDgc53suqXG8eICza16sQqyemt7ISMtBLamqP++xz5ZkYxjkOsxEh05qXwacvBbYz4bVBlqqhFWGlpXHUSKnLPdEeaUg3cs0KTIzhE8XNC/W+CSvdVJ3WTQHE4gr1FQKsLO2h3VSFKNMl869SFfKQuHMKcZpzHrpzHnfk2fCiapqony8+gMa1WFPXEgFeIzHiDbqcycgUiJlDgTCG4X8CJCMShId3Rr5P5ugYNEpQH0/s1b+a9KVLD/3iyIhd/moAh7nq/xbLDLZ+pFfBZ92Wyko6o6IdXWiYsjleMUerd5w24mE0lGWRrdLdkJH4WsuV0+FYP95Chk4j8/al+ZzZ0n6hMomDm5LlGVXwBIiMcdfZfVBMITAM8gRGlh+TMQECj79aZh9xVK2f/k9cbCbTd+70GCSimdu3nHeVBHXfHsKaY5XBDqynwByeOn3Llxjj6l+3qriu/K37MwOXdbvb7lz3igQ2aIxglYV57wPijmruYSpp2ZyczWUgdCpv7CrXel+/v5/1+vX/da4aTd9mESSOsUnHvPgHLLRDZozDfNJLouCfkVcFOsh9e63URlH+wIwAXhXRurNRouU8To+9Dt6ztc1HiQO3E2hoG4+7MHwrQGQWojLFvPgX9NKt/qvIQajI2ohOOB1Og9VInS1sUm9Zld80+rR5cLmCt47GbJgNbyasGaqc34qUPPZ9HmJtZWWMwAioqZsDQp0uR5+5j3oARNw9VY250qvrwjhIyE00OdzPgYqfW3Xij+5Xw9FcMOW9ZaqircfaAC0F6Pkt4vFOk0/er31CqV/offq3BymOe2cpLf40M/FSC4XPhG1CVigRRLakLSuiqgb5bdEjJCpQJvt1uz8erppFvW/mTOVRwdu+RlfYX51r81Qr2xi9HYvwBGZtZ+Gc16wcM8DI7GXZrkqVssaZ6UQT8+Vy2ewVHFRq9X1udt2IpZbVR4Vs89A3z/BevKTfLo37OM7MqPXDtSr1FNcGrmNb2sTJKsZzc5etWzOfX7+9C4qrf7HYBfYtqVrctbcGM/q81a/1ZTXaM1s0r3U29ifTWx2pfY5pMekz8fdF5VxXWQBbZoQkt9q5mw+vnpcID+gNqLNyBefxR3i2cjPfT6rGbEGI2LdmwmvZidxkzqKSzTTz/3YKtrF446spQIdPoRtw+GUwliGxcfj4ILHRRIfgQEteYDv05amnmBSZiwsDUJnhpmJ5iuQPOkxFpXDrmin5I5aTchp4ndWyTzeBfZr33yfMu1rIDzUlmwwc4qIR5byev6fuenL52nowVqIg3VQW8CIVKiKaLZBTYNIVSH4AOxQdCb5j8cKspHF4s52HYlD1UMAEMP2Ntu6vggXHnQFnPFyfXFjPW6PFaRmbzoQ1jM/Qzx+O8tx+vb29zLTBjE+P7c7lXjHd5LiEVRudZvFcnJ+mpHXPpsPXVw7xd388VQbdThdmemHUJtHThO52LfoLyjOeZazvY2C7/YoByv1N0R65hSUUO6yBaRcPqu5rDcUMubzl3C85PymxZnKfq8NcIebMNwyxzYBbmWJKErMZ0c7RMzXdtmkrd4vE2UK4eYollVXb3P7JjQ0RP3sqgYDUi+66E4d79pEN8QhlITFBNl12RO4foLcozp9YuXYNEUg4H+fvr6+hZLfGAXYVJorq/gs+XK8f+UsY2VjrMhoHnL6/H5/N5bPev2/X2rDmbKMAD5DdB1XQ34dexTV4afTU4dQ/J535CBwaNQp68c7j0zKPx7NAmLrVf0zW1iz/PvRH8BQCxoIa98MRb7WsnVt2p90jdj3vepZj9YNxhYxLjnUcfUreqW6YVc1ftjEkm4rA/WT93cf+g+au+E6obLDXw1YO8yp0YR9JBu26xnzcuSjZmlCToDSv+Gx54H+rVVe5T+KO3kDWvNw7sdY27DmNUPolAXEE0Az9fdf81J85t/9OOh3Ph+9h4isTf21AzGtrnXednXwIcERhCi6383DHh+/kEImlej0hVZ/mWbVvMyVBG1KSdeM0S+5+TRMuWQOhy8IzhfB2XbymPWdML3EvYfioGfuubuTBET3TvcG1mU4E/MYWFZhKWKcPZ4Ejnfa2bbrFdihZrPvcqx4avRhifOmO2Ua3lHJ8qsbjdtzJHCNcwOvH661c1Wf7P//lTvTHF1mKCQYdG0RigT/n8+fN41uMwi9IOjLvCgAefqa3hxnU2kOkaFZdw4lal4FzQL2EW01eVvlT4Vh16zJ+Ac8MVFLAQ6tPwyjC4JUeMKrfq2W67Sn27JiF08iAyVmis+VKtv4DFk/h8Yj/H9gnllsMMAeZiZkPW0sO53T9PjzRYC2ulgKShztxt1HNn8BTQVpJku7NSv41iBHA9jzJpnJHKR+tekSWW4OfdxOgVTu46z5qStgN0sy4dxy3YwCen5NuUj8VRmPgKZv96IO/PWJcIPLpqZdmprBUPlBJ8FByn+IBvoVDNwLmSLSzJuN1x1smQr2y804F9fdiO4rJX+kVQ94JoRNKjPUY3hBEEfRZ+tJBubTrG34XsTRBIw2A7vOm4YmlREeDl8rtRJdu+gEYUmn9/1FEv147FguOvJTnY2ZLv5/u+ve815E1F/7p5VRkJltU4u3YXxOHEDkAmX1Vr4qxFORvPLosw+kuRkB/hKp8WHO5gzpHj9H0cOCRtnMg9APGz9+7w0kNEOVYuYxW6GCnNrhqdYhCkOZ8NX9qcs6rQfarn94BxuF2BObbsr6/xjbB9mqmrAT+anmJ31ilxj74cz57MJh8LeQZL187LXOwd1yQ+Rwc2E57fbY651iK/1TOmcZGjD39xoZQO6AgtzAfKEML9SCVIP5lnG6qiI+03jSjP0onucFNs/FOEvtua6dXMIMR/xe+F0xy2cElX8sAhOg9jpzS8voUL1fl8no4oKUomKZcul8vzft8qZwS1zelBCU569N/Oiuk9nGlZNsh1OacCqAqagcCpq0r2u/m3IhA+L04ZUiQ0GS+p/gGnzoFbHWL1pVSF5BFZSpbO9oqGFeZ0wf3eHjao55q4DI/nYVXjJXtFMHEUFMer5zF+DyNaRancrzY0niMxBG9VkLtr7ypQ8AXlyHF0VskAaCaQbwKWn7U8swf6jtGYh52G/9rjAVz7ZrvTgdqI+eYTTsDQAIefbNx8hoq5fDccIsNTXIrOPvIwA4AuLAwjaFexRtdVaTBm9sa53J3R4SzriIcblHbJwHWbA6NQIYGETqKfuMm6lR6+CFfboFjWyiF/vV8VRKD8p96GZJjgG+K1S938eninoRpgrf61QMuBWzpSknfKCizbxvdAoNPNEsfA34O0vn/vmIIdtLiMvwocLVVlJKgSxckcXNi7jtiEFQgjCEqBmDQ47Ip7U7QZ5DVZyPyggF7FeKFFGHiBcRlV4nobPSG07p+swbpgbcf18vV1e30u3//n8fnUGIbqbMENvy+1czzzYPWUOfvnz+tZ4xgsExUk2HfpfYzftvNKubxCvEYpi7UuC2+dFJU+kRtXFbPIoLrKFF1eTEdnpG3cr11tDVbyfflU8S2nwCnkYmCA+tLpg6YwdXpUDIPl583hbF1PpbRnHAj53KzIzfnU1ryul5pJKn+yVNJLQBfjCvE9htBi8cI7KbfTUfz4wD57oFYGKmLMhvQdwrxmBBWkam70AQ8LbannaQCFIj6ViGRjfJzaKAZQr/7UYGjI6U6arhWASkwtYJqZRmfww3l3c6iddClS/WJzOaT9yJg1Q2wdJF2qq4VcaISbJYXIS6knncQxo1bv5xrKjVMFpQsFWXWr4lC1+uBSpvCNOtLjzH+eYaVCEQanduNc3ca5j7hIfMJKyJ3TL/elvQj6juM2Vl3dU69nBtOKy6RISWHyPquWz+WXmMA7iodZrMRLoI+8yMAej+fvX3fMbCBMoPHK+oyvVYbvc329P/fqRRbJ1gfWCOrtVRx3uOG6AYAtrtSg8X7XuFLsNPs4HE4uq54SWdlvRyBHrMeW28eWi9EQ8nJOO4xxHlIumHakOxJbjNN1L5mVXmognBkd1kyu7U4KV/gB9jLQGM1zZzhlJ3gDlkr26/gef58tOE8uO8kZJ6Q8W9Uxo5LZl9V3nRBIBDe30nNBFFxr35PoEzQ83CtMuMq9T0RkeSSpeGvM1LXLH/R1vF5vN7/dNxr8darQXZ7NxWq6ntanRNGhKa1b9/+bjN6+oIPAIWUcUNRBw+iCllbV+oC9WNifmtF44oqcxfQP5wk/yiyJU/Q4eZ9KxDtpWQCTkS4+Ktyk+uyrkupVIXX9qjzPpcYo8S7pvC3BTxcNSS9E8kflqfy6HskXDbZ8hMrwPM5xXsZeLsFvwytNbuFoPkRr9Al9lleDuKpi9zsMkVjXef5sr9XKYcgDVbJGnqAYsvv/FztYQ7RUMNmMFR2vjZWBnpU53qmvjGtWpEFnaRY7LBCKrnC+xr1hGdOH7q9WFCCYmN2rw88fKxbYKqtlyH42ZSw1EC5bJX4RsjoctDX/wgBm/c3Ak+w95rs7+dSUuX5br9J8+XtlWdwbOV6j7NGufcJCwBC7uLTDjlXniBNA7wy01JPe8j5Tl6dEaqZtR/uSKS0JAQjOYNvjq36+bdu7bDRHqnj0xxjFPgsb5tKskmeNFd0XmDkHfS5WXAeHyw62XYfFdFxwCnuKHkag4ddqw63kWCFS8n1I1oIM5hMAP1ozF2Iu9qaDtAr2zZ60NyFPmxA8o3gSaBEkCwyPlxYx4EqblrkKBhZsUWo+wB11SpVP+lQm7/r5z//99Xy8//nnm2P38F5OGUTlvdNnnI10q7Hsz8ej2rGmczHiUQFdi1GLoEQWe+gZYQ8u8rVr9JElpegpNcAMAG2hylHaURmbHixkgBD4ziqwrSKQ+mCw/A5C0tTHLx23NFSnoH8kYUZ7zyCXS+Gi9LILSi5XJiQt0zwnExmjJjVDlYY9Ki2s74JzDJLDarxcG4VG+pQPrJhZMUARI1a9bk5APzh4ZHcCOQHpoUE6lbykJmwh1EovWU2JDls027Sk42jMLBom/IBFOYhKIMcfeayaTHLAQwPCYyckCWkHsGqoNselS4OinR07uKdipoySJJEeDN9HLuCJfF28MKbFAElLi8Iqw/iVppVErZ80c9rdHCMlu1GzA8U4CHYbnVEwzRJq0N0WIplRevyC3iojl8d6YAv6dL47eOCzRZxinTsBDnZZGRLh+vp90jXZcftxTNdVJcLlWblQ8/1ixiZHrmthCxsqXVfwhCdeOkW6le6+vdDJfL0WAHS9XLatBvRhHTZWAbi9xNXNvemOsiK2fnqroIMYZ29Tq3Z45/Sw1h+GssvgNTOLRoziWR4TSk7zytEfbl+iks8yu+xkn/dOcvsOiYVm7mj3Xj+dd8FhzW1DuQnPCwMtzrmUYfPju4o6ItQkxqqddjuoCMZQIGrutxE+GUGzLZbHw9SpvFol1lVQkDO0eJcz3rPFWRaBwKXevXg3K5SW+nYc/Hk9cyCNgMfroYxftruXnYGrswQWufh62mVE/hqra/8DYKiZsWjqhu71G3sdxt1oJK1MD80KDboSBcqlF3e2iYgLpnt93p/Hr1+/rtdrMYR7dbLyw+P8KbE8ZK4g+HIpP68nm5x1Lpqt43CRTnb7SeavxdaOjr6E6P1mIxi7j++PSlfM9q8ipevvZ8qlUz3iVLEpcPAPNaJFHrK5ekQoXySmR5npU9PmIG/WIZqmWQZPc9VZiDT88y4IWnyGn4p+z/aPzYyfKya0G2+d6alVn1huZxzu040RVh6K6HG7JtCmErdH1KSg5hVvSU6s2Ee7l8J/WgZ1iI14JmiXDrqeRXQdvqQPko9365nVmenKrJ2rsJSaB9BJhdr4xuTVDGebdWiMZQ+qNr9K+pFYWN9nmrkCIqjEj4mZS/mnFALo1erTfj2R/7dEZWV+QF+0EAFQ86oivxr+sJ9Qx0FMk4gim3cmi1bWq0YAjXgV0qhLqu/tU6Pqtuvz+cDMJ+Yu1+1DObh9z3EL6ysh/vpbaZyBo/z1/JxOQeHHfFdgzVI4RgH69bv4pr7/FMcMMU0EVnJhTZicnM/tzz+P7z9Vhr/fosO3J0tzXivCYS9nLwzdiqOoy9L15nnQOTmAJgwAQFXAglMuoF5c5I2EHxqL8tHcEARCGtrWOrcBgCUeULRWIwrdoNWKGB8Z+lS/6Vi3y8Cah8A91s0r1S1hnMJHLJzxXvTyYNs62XN9GqktFPKxpG0FrNbtSY/ZX2QJiu3FGtTTvye9iZWowZgnV5OdHN81/3P4RkWU5EAaCFVgmnz38nMCf8IKQhDWz6SwtOGyVn8/rYHfmBW0hmG11Rn+N+w6m2z5OP6fqbWmy3gC/e4iAYMQC79lX2m+8/gAXU3UH5wuXhZovlQXTbfg30362SLusu/nwRGtEYRNMtDLAgCO7N6oBRo8li6O8zgprQz2iE3LTDbetu1VvcigU2bNJy6+faFVmJUe8PgwE3Tflts338ub4qLLuSlJFPv/20s+B0s9Le8nxCR9J05OnLznZK/zR0h1mqnOz+m59P146/LsBZzvfPGGERb6xnlMXJt3KISbNsFvyxVXy793Npa97J9igmj5WCwAv3cw9R9u8kTZ/vS9/19eP2ngf/ET8uFT+OaIQf9sBygYPU2H38vCISLScUPpx8uE9U36s9dnkeV+tjtZzU8chr89VfNU1z+KE4hzmP6bozaT5G0yTsSbEkaF0LUzAnQX5XkCjfw3t/FXY2MDNdiz9Ad6AtWl87P7N3CdRk79pdME//j1K33RqM35+20vWzDeuXO/g0q4TMtvHxDD8SLH7xJnh4gxF6u+e5H1/XYtL+7sWi29f33t33ACJqwq6zJlLJ8JpjPM3C7e+9vrKKtTAulwGn/fF1T6KyTJ/WSSGR5eykvGJx7voH+ShS2TVDU48ucRXXMk9eVzJ20XyXCvPys1d02FKsreCYs01udPjVP8o+ncuKOMQxOIvi937qkgiD0E56vtLE0pGLl3ezzEG9mFlPY6Mjs71JSqdF/nwucxug14vMplJ3PA+sIvh9DkCr5gsqZwRusOKtrpdrfL7fb5/fvr8/78z//zfa3kHwojeduv5x3Vqu6MqqV6fz7Px+v54DAchfb82sYxTKfgDiI65qmgUH2WstKjUDgYpKcJdrFU+GbhdbkAbF7QXlbd5Ptd0L3C70WC1SNo4fCIG3UD+XiCUTolmlXi0uScs6Du050o4lNq/gO6h5MAWsBzGoJaBXOVPLxR5Eg7+Rf42mU2hksXVZ7CKi28ZwaopzHVC4a4urtDRSmccuPiy9VxmiEAewQnup3g2yyW2dAhG950Za7c8uHb2z3yughpopC90ZDB2gHXBOYsJDIK9CUxy1QMpgQUsZgeoJg/5iETVFM3uQK3xjptFLArLPDl+LeRY2NuP02bLExoZOCG6XorwCaUfGi0lFycNR7Xf2t0h2e9xO9nM8NISO7Q3GY/qjtkiWzlwC2ClEkQDjfqp67FEaYulfbJfPbMw5aS7KxvxtBs/YVp/9XqBAB1ESy7oerDr+eTgxqUmdSMNQ50Uex7Q98ycTf7KdLFqFevp7ipzKQq96qyr7DI6wuDWjJ5FZpQeL+zautOze6Dg3NztNl69m602LctNtKfsJzmo/kmlSTMOmNax5jCPJVP7Lfrh1U2MG+WigXl7sr8pCWJtZeo8VjnviyiKPsF2fBt+BZ2qZBmr+OBrFFOtbavV4vBqhYsaYsUh6swytM+sWiW1XjPlHX6Hvry6JhVZ1qDtTipUY87plPtKY7HgGrOmqw6VHb6cX+F9HT1wpgVeQ66XB0hnzrtaTj32w2H6onesDGyMPhsqhtUZojFgc4bcyRysu3zyXxNpkS6wvZ6IrqSTOQ+7I1oxGWhkFgB9h29PzXed9tu2/3zfDDNDqXtpOVuYefPbreRx9wP2k6Ru9yV/mhE9eSaq0hbJmAz2PgggspRwT/WZl/2PRtH13wsJbCDfwdgQ2M4re1klz2BNIyZqkDG1IH0LhHEXebhrAHFSMXsBTo9C2tZ4KxRT2OPbXRqBS0Y0eFKo++rP34yYSqugqda2qck4aQOKyaGTD/oOfMB122qlkG8+kEh7AtZyMnEhSkvHVAcUL0TqbBeMxtWbixqZyal0hnEt8yF/ewv7vaf4ZvtjP4+Glo2enopXA+r8a4kivdo29DVQfZpfSUOoaPyZgO2Kkp2dqpVWV/EDuinJpOXimO5U/W+Xa41lBM3gWyA72O/6J0hifcsbHAQ7/KNauOVwz2rEHI8h9vdOnXV6azfhgVlKkVzcpgpQrwHFGFGNZSiGF15VHhVE2rCmzXec56ndKiJ5vpGVEq+7Qt1iHDb1VigevcojvCx1g0ujpx7Doz59bvqOf98Pyq2Q7EnmVlY8LndbtyhOrwYYfwock5FRkvPW99AmruEWrQsnpGAue2tq4LQt+aJ7xl0Xq4anLH0RjtAMzLBn3lz0BQoTmEbazurWE7+Qv9oAVcIp1MAdIKznhOdtjSyy0V+PcrJ7DuNBztiISn7ZzGbRDq4FBlsI6D9KTWgZL78aHjDlg1uDFMqM87nbzKYLKtNL3M20YF0pLOyAft/gquNVmX9Y2xanlVD0utt3d3D5bsa9rhW2lW1qThZQwmZWMaYp/SDGqVJ4CJ2Ys2hS9p1VMOLsfU5NSJoYiE61pVZdzDR3N7Xmjeq6Vn4CsbvjfGwYckiBL8WQR4ayyqMgWuJVrFdrm90hfmQxduacRQ9Hi2Ax9T2EdPCN8NK/3Y6J12PFuaPbuZZDJVltWVkKSBczpS0pfKzmOxpN981pRinMaa69atNV/L8YTyu9X88P/+5X7/u18eTBfaqgJ3elbjXP9vlA1oImIraIfgTqJfdwBbA5L+qV0r7XWvsB4l6ZkcYRAgq1NVEbtOc6s6S10ndk2AgJ3G/B32V0a03z9fwGJa66LmjK0ZjkD5m9BCdqjJHHvy23btLxB60374WoR0qGlSRFZCi/7rev4w3tShPg3s9DE310g7yQ9JTpXjJtyHXdyA7jOdT3eM7MWBHxYMhusv9W7erFEy/NMOtt8VP2uz/I0Q4keUWE37SHxiVV4TGR1fVPhP+N7C/e2xgj0Qna54TMp0sO6VezWXvVO9n9TKcrqV6rZ/VDG/K+Z9mxvIRaL+oLQDWDKkxrw9A8+f9evz6/evX7+3xXbQCuoSZvebVe7QvAvTe2cZue23Q0VA85bsMr07xzy+3EWNlGCz567NuZoO3pmK7tpUp1EsfIp+oky9dsewGuXv8uh6bI2pH9bWPsLdtVJQE6XO30VLv1nEUW5VX6zkvIhRXv1kvsttvg8s/RNF+1N0b0q8oLgrGCeo4oLHeBWBsObvUEOyEc5LhbOu5ssrMg1rM8bb9DQ8YY73btpthbALq6uaHw+Fdr3cVmnJ2h3ZPJla4/3YfzHl7Z5FkBgULv/O9TUx5Do2b+YYRaTsPrCUalFGyi9q7lKTS0XIygzdlSo5a/Nu9+ijorx+EozW1ILG0tYy4wrg9NR2ltxfizBHEo4G9w2V7uxcfgIVDY5Ijp1W873dSCUcZee8tN2xF9SmRw6e28t29+DEbhh8DCX987ZYquTi59WLtk+nU8D1MC0TFxXa7/fq9FeVmjc64Zf4cwtrXfavw+/kSaU/VVYWccN3tdnwGHN9wRXdZnNjBiQ2EE0S3KhcWxcYk0TEKq2aE9PLtl0LlfhjUVjvIyT+maaxrgKDBNEcC0UR3Ktmc5zUJq756v6u/dNQAhIR+dyDNqvPjS+N0Bs63oMIJ48ev9LQeZ5Q2FUNsazFGAIB4974bc7o2tUPjkTuLGLxfxjXbV4AFxx0ugPTBV2BHzaljdFlOsbAJf5d14fQEh1VbQvLlfl0ImmdcHFhcLxnlaavgjaBG6FLhxHiijPlWMXABCQo7U5w/fB1FXbPE0PhwatqIv3Jyr9etMYWw4HJOQOxs4qtBU5yV3CvAH1zGdgGnLRl/zwDkyiWuDFt6yLHaqyFX2p6R0UkQ0kj5zy8FPCT1Td6AOk/znZ9Vd7lVmFanviAQrqmSP9iFwhqvk6iJ9DtEU2GJFC4WKvn+bNv1+uymYEtFunrxEJOD4ex14vacukETK5rLKw1pHkcplxMwyeDL+Z24GhPNSAPACngaU3287N9v+/RPuyqF/dWOoIwJwOodKPsJU9Z8z7y+D/vOQ7VK3LlcZ97nqBrdnRQc58PjqiHNCM7Cp924fh76h1k6DZr0mjj81d/5LSgsArrUk13GvYSANGRR8gwnaYstr73brsNcyBjWqGB3t7GaGckVAFUKRzeuuiYuIzmpxhKI40Bro/FRKppqERPlxuP7sd23+/3+qmO9ZpWPuT43DY71HDE/o/ZRL9dC2O6ELN/CsPAXgV+3cvSwHhMvAj6FX7cbdHgKL83Y45EpslncvX9/EfW85JTN4ouZMR4SN8HB/P5HffZz4c/6S1UT0Oitb+sn8teGqsUcEE6qDuF0P4sCyvPkm7FjZiPOMPe4WKMtf/Cs7COon/XeYLuJsvg3gfnp9VnXx5HOPoQ5fGx3kcT6KokiLuA2KPuIEvLCzZMLyyThBsNVzihvhbsmYHvxSLWeey9R96KOg1eVQxZDjLe6iCcXIdsBkH+tMNbB0Ib9uBzHRRbW/jPM4x6VPqg+Epy5x9gTvJFZrxEoYx3LSHjIe2vA5J4PzvThh9PHOS7Rz6sD2nG1nIETqULt0qe/bt9/nrUZmCWotAGkorKXCLSU4sNyFfy2avEB+gpiXRd8WJ0fb02+1AItSAfktA8XWqjueP8e1UhhoT7yflcqubo8QVPDt4Cs4b0mTESZGEvWrWJtnEfJ+yHey5r0Xe6Uoz5rc3uErE5fQ/W4XpJDoo82KRk8gF5GI/567f99V9FImfuu5JSUUV9TFhKd9bV/6t0pkK6pLsGuPbAGDNEuyjA9xG+5+tgs/yc42fREE0i2bvWauAEMSKGqxY6LYJ3g/teJlPfKu0bLrZsOqLKMPgbE0RPv7VZ7/mqmklJC+S+S9K/uS1/975fZdV3+/VpzZ9cnGUwVw1XaX/rMAMthDUBKDIv/QSG3yN+qR7yHdFw07hsrUX2BUG7LvqNb7wXJq8kzn0oDbvfi0dWdKnZn3t+b/q8vQzHni/OXK/RBUwzTlTk/HGrhuP96/fH7zPVhq6Q89hNpHx+cmmftD3TO7bBr/4VY1sLTmM9871HL6RvPH20ZKBwNdAIL/u2ls2wK3r62CnAEaDuy7couv19T5nkt4zJ5or9q5eHj7j54aKGRS7VTbLgH9VCga+Z+ekr/K9Edb9/d5fqP3bQx+QvLmW7M86/2SPmWWuPnowiUqtUkhvvw6r02ykmFDjZvNtx1ZmwNFZ02UIfSCAX/vgjW1LvoblTHHO/yfx0JTOxmsVrjuLnIZkj4f/td4i45fcJ/m9X29wuv2uCHNyyFiKyv2R8JMbH5YNH1Toqp+0Z2X2c8dSTQzp8y3zNu7PgIP/3m/MHWdOv87I8fv/79yktIs7O8/9tXUMvDL89DiXTg7i+zIINyftS0MpGr8QbPWquELUfmwlnErCqjjxNOjzJVXJ7igcR4cdDTxm2rw2hw1YYpnZffJn6eXmU2CGm0PFF5jxcX08F2L3I5t/JzALRUrQpAVUoEjb9gaaOkfkQ1ovdVYb1anpe4eay+wucl4kgHl3SPzy3K4TAtsJooq1YT/HQIOv7888Bo9Q1R3ttVMUr6F7oW7OJ9eeHft+s2Gq8tGSnMSULmkJsN0t/LnP+embpGwkwlzh0PH6N/5dqfXoJGyEaIZFEBHR9CWbbDvd9Pd7xMGZ5VFbz6TCZZDlu0+jOpZu4OQNXTtACjlM8p0M6ONCYdIQ8QJQ/DNRUmTj5YXEfO+E5lL3e6e3rJkSiNK+BoCkqyLK6RsFMrot+o40+V/SksHP6QAN3P6hxgVkkns9bLcqGUgwVx64zqu7yN404SUO0dpKQTx6HLJiax5glfWj03Onp0svz80bpgwRZJPhqegBQYYkuJdVJTfi5mQcGCOeqfY4DdVTFVquVZLJ34Zy+ITZ9ApSUBH3WwCOuS3hmbMsSjo/Sph5uHz62qP3ZzOQPsI5/G0BMrZfaeFeceu2iNzUlu9eO7hitUKi+lFaCtLRF+PpUpGjLZVXPGS3C6XrjD2+1zQ/02ObphStxDRUXz/rrfXw/EfChKQfEt/cghb4d1WPBHuTh7J6uVVc+SPdt9LxQ5Z1tF7JMJvVPevlweF1bpjofCNQ4yhs3GJ2iFPrqRhyo7/eoD6nqGXvusBpmjC1PgjuYpGu+vHlc0ogxwJIbzp5Vfpau9lm6gVtDVi593TDswTk9ydxwGU+NYoJ3U7t2+4qCV4lo12+zBedqt4SyLIOTFN71DQZEpvrZJ7LlVgD0yjZJ8b2GqRWbligzEYaeiGRaFGekMXKUHjJzo3AzqBGtsDQ0kKZpmAwitq3eKAWFsE7+Hlmt7Pl7bdt3u91IAT314ttGivBeq1o30dAIhPIXxiIrMti7mOBnzLhqU7rLCgdvQG9S7J+ROFZTsJ6ck48GcUUmj30hHD9V9PE3x63xyZ1xEbxMjrafw7FRED3kLcrNcJFs/PtOHyGZroQ+Vwj9JmewbunhqbFeHFppz5IZFGxrA2yE7iOelseN01tQm66ZTuIYngrEeQTLNVki5G7VP5mbRVN3Syc0dIzRazvbKbU7HlQPuOeEnhmCqqVmff5nFUD3qs/0uN1eMTU5CtH2AUexmsWE90TJ4ebpnC026Z0KMlRmzbUZnX4dRh5KDRCSLm8TCGWrO1+tZhpv9R1grj8c+5g3Dv/ZXECWjZtc4gD+zxke/E/Nb9mBHqtfoiT/LM6xO7upw4zBZh7AJu3nkyZyWaGln6Y1em9CmFzF3qccZ8rWzrT+vBL9hVuIitaVRBPftdr9vv2rg3uX1/eQdvF7PanGpi2oLKt7jBAOaltcHPFopE93dXFAo8hz0KIX1lg+uCfzUM7xCY5Fy9FipCsl3g763U0Tekg/wxyaQtJrGvbFL5PYEFTT7aQv+jMzMFOxI2fLj8PSmTDpxIOJvm2r7LnTBzQqo/c1G1i858GSWkQxJmBi23hdvYIJwlYXytDdnrXVMNJ12CYBkqpMetFOrXYYrs1LRpnLTt/aTsHVB0+491neNoNVNs5ng+Nd5VaoganqTv91UEj445NxoeRZONMA7V1fVyVEpgyV/7pXuzcWu8fpG+ATJfLVG7ENn6B9WZ6j7huRFd0nUUi0ZA80V/Rr/sF/Y4TRock6e7WyPFjFo382JtJOwO8bk5E/DJT0rEz1NvPwESfLsorlP7Ec/v9hSKwVJcw9PALRD5R/cNFfGMIFPig6zPdQidK6a9q14Wj6fx6M8yff1UkyXercC/rqrVyULvr6qztB0Z0UtzbhwWRiKtNkBFyt2DqerOSmXaARIRm9p9h4Nuu6unJuXaMBPuz+5x7tabqWz4eP2uhPysK0HuZmL8UNA6IvE6bcyTMhvHal45EiFEiB5uqrLE4AYBLplaqTluC03Fnmy52ALzrex/t+LCUPipEQq8DNyU15IVTq4ktJjqCDktjFOdKx+zrJK3g7Cr0KPZHmtJRi9nCeXWqFN8oxV3k7N9EqgHaM1ooTxx+H3hWMD15SWlPEKCp/MvW9RdXcxbropdkHLuX0+X8/Hs5ZwG80j8UAWOfcTg3wBtLxaPf6l7fFYysMxicP6Q76Lksr6Lk6P1CWT9vemBOvBZbVvTSDalIzUxlPFj/+em+pv0iqPMHSiFNrEc0RmOk7rQ+FvoFO00fG157eMipml+mk+F36TgO9vGdrlMR1ZUM2KFcPKPpEJx0jCz9Ln2gFovCMOtpyp4NfjiNndshrolOLUxaj8moG6tMTivdsFWhp5LEZnftFnObXsMlh2yr0eR/d4HPkTSjDdJKYZylXZO0LSHuKj4nuD6lgdm+FGXXh+9vr5iNX39U+cLnq8jLyE3vIw3lvspvSPVl9+D2G//aPuvFtnV4Q0q2VwZCodeGXDprFDlyGAZGb/jS7eLhf0713KTQAM6QHQVsD8/jGYW+WdvqWlUPvMFegUUGL4gwUFILp/5PE2rRfrxJjiqiNU86cuX+UYXb+/n+TehO8r3u16d9V/VnWTcBjkYZ/Pp2GVyP3xxqOpj3jQ8gYzGv38+ENmemXtfl/B3SWYbfG6QL9JhC/NuPFa/EtmdCuc5TxD/f9Uh7IBt1vlMzPlaQKcKUIgVLkUU81Xt5IzbVUmy/XWg/9qVamNrPvFSrWKlMAwwTkNgJirt9HYGCTWU9TZIp+pDy0j7WtalhAMS4+g9r0C+2Wvsz5xnlYgykpIffnLzfdjso/U/RLqw2SeLsFttuAzeIx8AWOnJ2quT7qkC0s0Jzi3eyQQucMwe2LtPc/uRLSuaRybO0YWLTwzmWyAfH/e27XIqOLJMsGyJIsHc10JZMaGJzm4SpFoY48CZvSN/T9zuyNaoO12HyC5Q7tfpfXU8n5iUvOrbHGxj2pyxvc3Lc0QZhhFra6lJdkGvmOJTwf7pUd1zSX2PehSorohs07NJXht29fXHZ136lgDB+DryfvhnDdsPywP8qTSflb4/D1UpZbkVUUNJYX37fZ4inlOSbaGbUezzeE1O5mn3FqWFvXlwE02hEo88arT+GI2nnVf2p12NfZfp6KSo2e8+4HvTZ5tuF86tp+VD4ACeQb/64y5lzi5I64w8F0l1ZibYZKInh1C8q5l0CS00FUp4lqfYugoBXDUSJdqT8gdMj0e9Ts/3gUp5zZatptttCQY072hetAbQGj8uqyS73nx/JbkjKpabLh3js1BprRR9JwWKaK5lALrcHM53UMkxgoc1jMLYodk8ZG6g2A4ZhMAUlRCryuFKqNqndjx7XoreqQQgThENPhY16uJoGjCuH/dt6/P50GjxgTEDOH6THXdTrM1QlWBKsJ0ILhxs2otKzPlatfBsZrv8Na0bp/numG+ONndPai0ZP0JK1kpQDcfHsRAw4Hj0Ha8tLv1OIAnL25KmHbmuvUG7j5rAsMTIZlbvnKfMi8nhoRzNDYqaV2uKagNc7sLJrNh2pnRG+h+KFZMt7mdk/1tGyBrUKj9SdJC6eJOVsO3XO9qv/C9IPOdg2NvlbKbi5h0Q+u5w+iIWeM3ltvf4h+MnWkfTF0msVvLx2heiU+Fe8x34FtOzlALHWyqJXkVP/2RyjBuQAciXkqgeDUP3KUamJs5nqmvGLDo7zjwsjTtoX6U44rGpUwAYtq18A0OGKsqO2F14iotRPoTWaooDlfZ0ucWMaws5bylE9c5f827WIRj03n2cHMlFpWkxd/cK5zrARO53Yuu8/P8Lk9IVI1qOqxt3raKZp9q3it19nq9nzV84t9X21/GIeOndz1jvLNzM1ILXfYqm2FIaTlZY5p2lo4Yzxi1Mfni6X6oVtelJgREGvCzOGtmQ6xwalXiGY8CgHg5rUlXgzpZSdtbOmyrc0MLL5nno7O/pTPw/IxxSgvMYAMPnNpCrtqSddmizjoEWMV2NaW7yRN6wGaD1LPoct5Kr6fevD6ytFJ/aKrRg8reRX1xy6a2nXe4S0XxVAsXEFKQp7MlGWdKJZejDW9WlXWVUZyxUYSpaPUMiWfUq+ZxlSRte/078cazl5WJWBCO+9KrvWqJfiju7C6WNjYRPMtedMqUWGtzEkkkdBsQQ75dPsfhU8Nbid2fNXNeF1/QBTAS/dvr+a5xMpW8o2UhaCV7w1vhtNElHS0drt1XoT7EWPNdxD9ebC7PR42pYJXB5UJIZWD5U/h98mYn6vkrZcMZazJKy9qyDsUpMjAy2XBKSQqq5ga3zDAhcOJH/jevgZLOYr+lRu7wTH1M7FyxHs8UeapkkNNhnNlKfm4QoLqEWDpMYx28Kqoc8/yJcAkECILcYoSJ77L5sbK2/d9LTYcP+LielvTUjvma2qD6kpc6nFc+93WR57P0Mk5Lv/iNwYZy4JZ3ctcOKnQ5d2t11jincV00usZmZd7yMBldArr370nZlBB9ODn82TY0OclYrA7/8tH38719bdvd3Dou6eRNjFhxFNYqHhOKxwkurlBYJOEv+7h/gxxJ1JAvS+ep6NKNuYIjlkPB1yySt/U8C5Bm3SkJCA4xvPZbo7z+22M+TfY5ct2UevtXFrlXwMuzsAedfq89jff7sgxkG6ZhZ7KZWF8FbFku5ZllesfIxFlWGplUrcTEKzpAmRzJMaCjUGuu2HIfB6KaSMI+E/IOAXR/uz3cpW5neeR2qlxcvX+6uZTN25Tno86NhpxdD+34rc7GwdE6TKV15UVDn1K445aj04nFo2X+ch/He/3K1LoIvEp+dvxPQ7YrOmJPksse3xTS9kZSo6Zv+xoojo8GbQy4Pn+/X6sbrt0Ci0J3W3EwfabZ4HOWk/qXoqxeY7O5jqIWrbo0oGtkV5B4AEvrZ1HCjt28IUgFBUZlKm51/4UrVAh3u72ek7dADw3Y2/bmegX9AcZ8iTRsWVb+f6dS8eohFiNFsML/sdfZw7UyXsiatmCWLKMkkTsYm+BR5s0YanMLhF7XRxeQKq0nJJ+PmLulNYYDpTQQjtvVv+zPWUrayx/DIkeYmG1TSBvJdaOFeRQsqp14lDtoHEHriY9Upm+e6SjuMRi3171+Slfq0FzsPxXLWv5II0UcVIek18JoieYC6ftzlloRrjASgb/BCKwOxZA+tTeTPv71slqSsSu2OsFc59lXRHMImt5XdyzIITDGM448WOadOh4jEP2FuNE3W7xuL/IoIkkRZURgMpOv0C05VSGE7iYaIap810BFg7SrJOr2NSafbmLjXAsI1xarCd9aMBcPO+vbweoAu52eR3rt0FDck5oW6ZrCNse/Dlvi1NzEPWdEOh6VK69KCj1tTWWsD379uhdlC4cRaw31MS5Z1S98Pl936PxazFpxRHYWUd81O3yKQ+L9uleibytl2F7x0Icd+7b9Sh/wqtjXXQvY4e+V3yDZdnCnJ6XrXKtHtjA3Dqk70X3sWTtdBlMHOzDIHVLHHkpmLIeCeREumnltYC9desMrD6kelcZ9wB0SjBuwZTHGHi0XY+eyJA9jTA22nWOrFAkkvgU8ZL3Yo11w7kTu3gzK2rP8cQlowzEwJFyVnFPdTIfEAbzwNSILfw25F+fHe21mkX5TK/+ln/awswPacLyw86LXa+41ikWRe7y7c6lrOFEon2TezPPZnN9zGX/byVgE5ssxhBnNII7N6j3kdldDbuXjuRuV6vv+3L9qdvDzCQB0JuontulSqQxppCCoHnI6b6k74Ho2dehcht1L4EWN3CItZO6gISuKtQ2+VfQ0jvQiFbu1ZzxrnFyt2I6DNLECykwiWfzcDNUZl1xCsVU/LSpqioQZjDyqtwUv2qw1wpSubmobcjVAjTEQUgPJOjJZna39wgd/8SY6XeicVTe5idK9S4TGgCIZkYERe5FrdMAslmkOp/U+epV8RoglSB6mOtUx6cTzyElc14BqB+Sv2+FdibRN6Vi/sPHWw8twqvMKLhthCXQQYA6+hq/JYppA3prlOr0Y/0x7msdxpXdEDjrz9fp8fd0YnnMSbvsrA3IOctN37Ttz0d1+UwYwYwl1UZkmeAT8zkou/Lw6Eigq/lzuvzxMZlpw0clQBBnsudxwvZ9xNKx33GO6e+P4Ah+58RBnr3m2MoW5nPiiKADp3G273re6VfIUfEpdOq7KAiKnx3quYuZkvYoG9C3jOrPE06jn6Xpx1o8M//vwAMVpsawVATKSJNgN8u9VADS7NVqh8wJw/p0i0J6hfwwewSJjOVkCPYQVYT6kLkUNtjzIwaueFEEqDjiuV/oG50m4vJVjG45Xkmn9UVvKqQrUUqLFcSzBpscIRt8VYACVt3EeQ98Y+9vGN3m8sOc99t4s+za/eqmzdYQ46sQ6jGfIsUaEQ8JTP7CXkz47DSLt1sS/P5DHjt6HWFIrSPZmralXt+lwFmUvYyhbLX2YEFBlnEtiUFFHSF+oxDgWq9dBAT5bCyfT6YSv9UBd6XSEYw8JgZPXToGMRetiy2hMj5/WuWU9xOqzOVvD88v+zCQJ9IZFHhZvZn6bOFOiPTqu0vcpa2Y+qi7EWF7P1/Pr647zanYuC2KHKj51mAHHKk3tQ0STTSAeeFP/fIHMetuKL77H2U98Yej3nAPV+v6NlbfV15ggYpCCrU4wKTvXZBylqU/s+45vSwJhBap3/sri6/XhPdysj40ueMQiswRZ+wnjJgOzIAKLDphnVqCrsnY4TRm6lUVP9UG+K9w9idlG0u/MiVesF7yhiYZGUNuGqHWrjP7AKC1h/nr/PL5r/+1e644kU2qwHvPpYrXDenLEyL0e8rauxTou8plkxu+Wo9/pdFCvyDwopQp/o43sLJXbXxYCUK6JeUc9T8+Ps9ygVAh3mG05Zbvf79fzAQ5PNgBXl4fWii6mQw3mV2WY5EicR9yuPpUTcagsGAuVFWahkBU4frKHoP2DUa+SVHsCpwkJtQ6xJt8OfEcUjuj6HhSWsDx9MBQOQWL7y+nNZ2caF14BxLOmieX3ysq2dW/xWNN94/pZlpXR2kKJoWUkibBnv6opLl4SdxLxaYjfxWojVNpepgzTzscbgEkSp4xiJq69bNBebS6DLsb6nHm+hKKgkTynV86PFs+1Er2ovjFCYrveCom6/NjxrzgAcRcWGcse+US13l5D88H9M7P6UyaNoAGXmbt8DIx9T0qk2dqiL2O7vV6fYuw8GsiW1+XpZ9ybSPBfdKsnVBjLZ2W/7UeyRs68sZKkAPztq2ge2b/H5bCLxOu0WY36Vsam12J/CAWZ56yNHRpHsddxnttlibsbBxtW07TZrqbJ2hviPUpdRRjq2HT+oVYf0azmrYP+jo+gyq8UaJ3Mq5kK/jZ160Hr8+uax3bZmQ4MJAOapSt4UZU0w+CqRB/KItrQJGCmrrYflLEiLd2zxGIwMbhXENmzKoEUVdrcubGDVigDIbaQe0CivUO0BephgWBqlTg4ZWRv9KJu1Wy6HQKSez3k2NeazPgNHR3HAd7jWwOPjK78nAVU/bOv2Fn348uL3DfPsLNZT4P3H4CeyHwOAo2cgtO9+RwrML6xUsMYIOGayX7n/CI237bP1J5V9yrsHywiZFYBjnYDpa15Psoner+fPSHqAAUp4bk4Df7T+JetQwHqn1G6Ywxzr+6Olvs07xftb1mBTE4ALXY0Za3Da18bV6pVBu1SteaRinzL7ttd09W71vmNVJks4YtdCh6I4WtzL4pq5YuIlbki9iugBSXVIdlxSLgk1xA9zw53dbJrRjwAkO2GiaY9EXHxkwSPID1BB5QsuMvXnwhs29olnPOWD8LYsVZ+kuToEobt4h/OkdvrK4crnfX9GS9IIDqDtxFt7QP746Xw3n0oeZDPkW/WJQbMZg9IFRDD89sFll7OhWWSd+mr5Fb73fqNTmLyG+0RHh/K1yuP7jB7dbH4P4VV+mla/ixvJIGAy0DK514co4h4jbgnuwcTSen13LkcyX3pnmcSd77P988c41LxPpE0JaVHM/lBXa9zemfAME+9j7ltWN3n8/G63yvs0+QxI/GJeqZ56oKFsYAKEdXUAqYDHZPFDO5W7OyQLru35j66Aewk5TKFa5TmTss4LaAZ3d0UHelf9eqJITCBzcoG+bf2475UwjcOY0vYOUCorPNw5BYvZNnKU1M1Ju4cMSmzweutLVTQ2K6wExcxLCQMvc/sLonnnmHpvUljO7orYyjGs41bOFkxx3xG4Rd1ZJPV2dE2+pcJ7HNpx58UGg6/KOrF/prl58QBGEt6G/TgcqfpeY42pRz/cxQphyt6be7R6m72D/Ibhiqu3vvX9f5VQcf9X/2VHWX8j8Hh7sm9cftDO2v8kgb26HThStfr/V7Y0gtFPcGql1phMQh1mc2eveN8JOskCVwT8Qts8BfLMb6E4ZGG40lcbtv161fVMMEb2jCHivZJBLgoq61J9D7Iqlgol8lugQ/k+WuETdTyPKInRJTDoB7c+uskdsebg+DQkyLUPVqoOiEgvacuPrc3OG63B3lF6vLnZ4hEGQhAtZ5vfaW+zBNF+I/g0DKbLvZvLcve2e+DQ2heuFYlXuvVnZ186xJ1d8gs95Bxdp7uHVxnGPvO3TGK/iHhlnCUN7SquJNjOO82hGyO3biEi1Y6F3jvVNz8XpAsWhAsVyx0Yc+/3B5ZntpdW2rUVkJt1kTELRIiBxdkElLlpi3muxCALowatXfZGR7Pk8PyU8XG/mEWV+D8PbMGrKtZnI2zwuwlNSyoDsSZuY2t0Ln8m9aakfzctWTHQEw/TlBSWP0NOvVZK3Lwvl/v+736+n5YImxZNZlftnvBYW8W4ovSBnIovmXiXlCVrzdZgbft+vXZnsvFW6jYEBoXYWJbLjss93S3LLOk5YiSzmhwXT78vse9LG/TAdY1HXLvw4NWPn+Z8nfcuY4fUg2pLTqVsY5iZmsiPWxPX1jFe3yVelx1xF4g59qqIMQ6//wbJS3GI45RhL9rPRcpZklZ9/666yW6TmxAtzPoHfVvf1/R01XrgPWEm/Gv1zQaM8KPowZoKpHTpNb8Nn/AmswMijCoYlHSVyg/sVjn6Ah5J6f8W/ubO9uvVGmWR/N8PgvOvm+XIoDBae0ajWHX8GUF3TqQjj+FQxEYqe3CuLP5Y1VxZun8Nbpm+y39SUVotJInp0Mo2vqLcXG0BnWYNyN/Ul7/ty87XR3x/hcGRIRzw8S3yqqYyj7qAcGZOZj/9gZjIs8+5/CH/9M08uoFcEZd9CQa3LcXoYGbOw9sKNPzCUI0s3SJ85hPgHXm4UfhUN/wItuiVVuKEPHZkyqwmP0eI6Inn172XLfAf+ewjI6k3rt+0RijN4Yi/ujs9ffnNK/fejnBS9Im00ISQsSKSG6Xe9zizl+55se5UbUqjqNr5ZumHSti53fzVB13CiSUl+JUp6N6BeWfy1bDDG4YRycgwQ3iTuvIsogET1xqvV2pY1kKpfL8E4GIlgzvgHOS1iv9IMv+oQyJhZwKkug13bdrVb1v1+fz9flcX/XfZg2F1Ku+ogasv0HU2eu6bdfP23MFY//OlHV871VTalW5F8xmzY+duN2dDtI5QY1lJCby0O1E+vbWOlPfWoBTqoE7BGWP/JXlIfxoGBcCeL7MiikitQCjU3z1ljB5aMn0zezHkPvhn+XILZRWnWwJNq8/kN22w9A+IM45jH+bbEXnThvQ6dC56mudmGXPqOfUxJ3VUX+dheIvAV4nDJWDVYTUjXMGXVsCWJmctevlZsuh2cC7SnZBrFnwkA2N0NqFNHp3RvsZaYPYVHpnZGt9FHRfdrilLNRllVlMfsq+fZ0FlTPxPaH3COkf/koXsku7c39mSOq9WvIAMXa7LTgBOy97aWR1k/3LufDaldaW3IkW40E/kFO682bGE6SJak4Wwi/cywqIKko0NxxkogP+9tVIYPh4Pr9+3e9f18cz92FSP30X6UaZHMCsTnfkIg+MBB1yfc0DwTGy5TcWofG7uqCjDjvOYzu+XHRbsTy4AflFYpUwlLDkfseudRTX55P+Rwu2323uE10/8bO0M/nzRvPziPaHoLhsgZrWCXlYGQ4FjC8xlfBBpa+4xNLra0jBjAaVDo0oGokFCB2dEyFxK2xTYTWzSz8FvQpaB9umFWvLLUHn28BG0fl2LZrHbjp03FqOdXQGSPeji98QW45P0BIh7ouXINHsO5x62NvQeFI7EpN6pG+772Q2oMx9bIW9bOJwi9cNHmGPoW2qULIe9K5yngoS7CYylQfpyJM6cI1F1bKmq45qVdJ4fh6v+xeICj7Vmb0kKmXbaJvFkiJMT9rGWIw7k1nT5ROhOcATS5WnOGH9uenmUvLyyFAOL9wMRtLJ+viZH9RSus/Po5aE7b0rDNH/kl+h6gzdSucSDl0PUzamHFa3IWcX+w5hsFDuiw7/PFmb8qUyegnjZj5w5WjgRqNEK0vVGh7308PlwqmCWpJiQb8VHuQrWVDTvxPT4ZKr+Nsp6bQnPGtKo0mX5Wo6Txuy6ai0l98v8gvM7J/fcN23yI7Fkh4kb2c4ViPbZtQX04RyM0PFxQPRoUhN7OqtjYStDWUcgeQb27mnXySZ5+l1+5VgAQWD2VcOiLZXLwVYf6wZfdf7fQfJc/VYQG7N0KKfw8A6xkYyUiU8PcoZoQ7zIEGx1IUW7Hp5l1K5YjydCiBpV9S813U/4nUQVHwEsL25jYvPFO3ubWspORvEU0261zWRDXq6IqDGkm23Imu53+8vzBt/PnV77VOoN7zeDLpY0LTA3bn/um/37fn9pD8kEZpRwfpkQ/y10Ryex2qpJYE0hOGYounsr5Y2BUt20fXA8fQsGQwAVulUsZZ1rv42Ed8lUTY2yiH6YNX3gHJXO+z1Qv93z7VjSdX04RIPolBCfz33D2IL/SkHcytBVtBu6yyhyzuO+2W/dlkFHRJNUXdEmfYhq7fWEaVNyznuoOP4FfOfORHLYzq2nYNnYqK8lvgbayT147uaNNgMHfpxTDjohcr4MjfW6iZGHHx+9vLVUv+u+UkvnWOA+OKeBcJzl35X24E1VYAm2zy0gyWLJRVuV4dy/qzxktwiGj66836H/R/RmONBm/U5UaSO/sb6TL29LNpAE/yWzgmj6YbY67rV1AZ2s/QUbdCH/zi9lgVHsvXqZEL3IyvqI4JbgdmFCFfonlxewyNa7ihcGUzee2m4pfGyHa7Gm3i+33cIYwrAmKcarlZs1qLQUne/JnGnGC7u40kru5S/fjyamGy9fliVTgNDExnJTR6wOu4eDVE9YyVzjMuMpFxnRQLJnbzmrbaSRZjVtnfcFR9wzL/Wdo2vVpnArLwIbIR1TsykJy5DF+wUE1N1hExDEIWeNfGE4mVhYuymwh876JETCWD6fDFYHdDe2Kx9IdwEB1V8OE7u3LVdFnHC6tKYq4qYG9dPuuiHWGsvL0vNxvRzghrdOt5PdIDiB1enyi7YZp+1tfE2mNBhDEV4YZ6ckBmelCfx+XgVnYv6ph0Mtb3shfLzusC+M88CAxGlIjXH2UdLK13LQ7vvLoZa/LopMS0Viq2hA53hUSS8NAGtljbFTaMnU8PeGof3BxdUYiDOLTDziCcy3MmGm/IFk+6ONm/FbWk7sVzLYkbr/CyQHJUaurEhN+Nu0Gk9sIW9yW4ERGck1iFRd58d62pbcquM/Zk6pECn97W+OoVGHZWE48GAHJykgZ4ur0TpVsLj16v5cPGqQ7sz5gjcFX7UnuZPS3r2YAgcQ+q8z2oB7kkj3Qt8t5tCs26ZNdyI3Wq/1MvHK4pnQr+RyzVogIxk7Kjhu663xSkYqiBYq4TS+L6LepJWFmUJEC99Xu8XMKT+1rk6Tn8X/oTZDEvSZkKeRCn+kgyRdh3QcnjGc5bj1kdTc/FRdmT18X7ettv963671fC9Vw0YTquYbpolqBXKvF6cM8vR4J/3Zytius/j+1ut2iG0tSAfFMqJZHeiIKCmv35aKSo7jznSrLa5v4kkF3nt7T7MDVuDyaFxJJprymR8sm/+Whw3IlbFkC5zPTUqvEPdDq9s0yqiyyq5G/5nkejKAQqkNu8IFE3FFI9P3tEwVNm14zdCHpaSs/mA83x58nsCvuijboaeeb82Zqk2kp+Y8HzejGaDeuLq+7pxqLE3DwmwUMv0c+k6U333I89YaK7eupJDUzkx0sXB04c+LCCIeEHaCZBajlqMn6Ma8AB57MeClTO/5FVrd3aJGHW3GOLXefelKH9nGjsmXFxDw88zRuRbEy1M9T3XxVtXsfewhbbJmCtDL22OPWzsQF8zllk/2LVqzQml9FMNUguYc1bemapLeFdrOLhRnapaER0ezWL0rRzbjbgtLAun0ZClQiW+VEqlJEE8UWjaduOcUqc8JI8jr6ZkhUVRvz2isPiflap7yNqenGPnNnSYfqJAEgmzfGUU/x/WcnU8Jq8VDiPmHe9od3IDQ8mc3sC84Cx8aKstWNeE6JP5YOqrENgq+kOpLf2iFRnIpzDYJo3lLWuO0qlSxjmda/ID7/mkXus8rVhPGUniG8thmChovZaGZ3sc+Q6nNKQuhp5sR/6nes5Fm/mKVW+p1AafaMDdRzk8u7igjdVO8hkRr597kMPszjg5xHes9aDhm55xuxkJUTCcY+mIGQz4E/KsOqy6XZZkS/32agSXmWhpDw2NVoCsSz2M3PLBUowEe7ZPTuM4raOwU+/ZMWSdXXm+IYnH8PSk8Bi4p3yDgcKcndKmA9hvsYDpQ58wJwytrtdaxEcKxxGQHBBw/d4KYmIK69bhReSFLvmgZuhxUPOpYpsSJtBe0CbYlMy9U/J5Ry53fKWX6rhB4+sTTy7iMePqUZHhyw7XEb9iXuc2Yixf2yHPdJ6nG9l2uXMppBPfq3F9e8qyzuPWxY0fQC9TbZi07FF7TryQnsB41gIC/lcvwa6onenUbQ6nJ5hmZmtrrnGXMmh6vCV42E0dUW6ygRm8EzFRHozz974qvfepeO+YM6FHGDJDjSUYKM8xGzeXJheZ/1HW0KXJc4US2w0+or59vvddcy5qqkKxSWyV8nvWCHWMMLVHZY4twbiFom1b+LPe7yInwH+eNovziCok/S9fs8po7tf5W/F3HZcm5CO9Am3DQh/kiYK9onquM3I8MXPsMw8rLsJ1NFjcnSchivh7zip3cfbjeXA4slR/e+0+uESnNpshremQ8PCZcfP7W06ORr9YvpElprCnIH71i9dr/PKn2487sihhrfjh7Z5kQKobFfXgcDgf5j6rNt7j+2nDyDS7hDr/3j2yuw8332YatR73h3d70PBBLBqMr+p10LpYxJXSi9YR9p1cxtLetixdq4788+y29pYplxjvT1jYhYU/nlNvWad3lokLXjhdwc+oBuNo433mLkp43uCuFXa3nic/jyd+Pev7tw1p0oG2dPBvJ8ZOQ98WrICHHTks4PTo21ajXLmZZHVyrYeVs0OTww0zttlvwxEG+n8r+w4kyZbcyErRPWN7/7vRjEfYCyz5K8UaAHeHIyKyuifJ6V+V9UQIBIRDfY09Wj6klkkDZ6reTBgD0LY7EP7WDgdms2urgPfvo/p0pnYesvFAeGhr0fUuUM7ytGp5NBANCMyjEduVgRD90I2wB1IZ+5j6xafPZhrpjf4cBpCjJFVv0Qe10uZ4OmqyTcniHF8+DnMvF9FB1qdxrBkljdavj43/ZOFu+tM/bPc0dfyHWmdm1NPnALVOGvBUrsqWvt4YdUDRbChCPbank62SKz4iL8S2ms8Anvkiby/MbuBaV82VOvFpvrJMPvFKhc7iQGHW19Wf36EIHx6zrrC4GdyVOYPco6MPX6hMjsEfsuya/l+ic2Fkc48Y1WnH4W8lrGrFmSLBNaO+x+s0uD/pRQhKJChgC4BHpQ7pNHPWQP72Ar/MhlEhl4bS/Hjz2xfElmV9fhtioRpJw4FtYkJBd+l6vsE4goIlT2gXr6E+sJ7NmSSPo0p8d/CdVj92nage/35/ZQkmFRHBqeXTCILZtNpr//bou7Y+oVPrXNHbINwdsjhjDeBBDOi3mvBmwxnZn/B6lUvM6j2StbUTGW+XQxrACal0Rw24PnKFUOMhx2uOzJCPRLKLM2VwfI7o9bpfrxHaHqXlQvUBg0vPTHUWDhwF7erIE7s/tvjLKDzQAeXd9WDG626baqmJ9n9j1y2XUhBvmtvxwjBSoyahIu+reyOhhqp5IXYwjYpdD0QUStZur7eV6KkNZZS3xp6pkddq/JmLX6FNMEOzZUVeNyMhlQ5hFWjWGK1KY2hgVRQqKioRVV0xiH8PisnxgOAaiiaH7B+J8JZTqMzLGZUupkbMFpIZaCt5uKW7t8BQHx0tsXiESkrUp5InkzHoZlq7+Zr0tOe/bWKrZEhuR8ZtJiaGzuntg6KcI4pRenznQLp7eSwyy9vomB7oE/OCOyepclRTbIYYxMH457IaiCm2JwELOimz1JU8pIHKMyi4OqWC4y0Q6fD9wohyzYD6G03ilbzbLwHLlsaVygz4UnQutEGtKNAMTtprWxRw7a6YWG1xAOpbZuEN0jZfBxBoILg69VrkOh11UVd2zNX6fn5f37/v16/X7fIMmdDrnwH7YWCEQZi3Xq/X51fkDUZxhuzGgbYK1aklwydYGfiSmEdcVii3doZba6XFWB+LiRzUz1zZglkVbsbFeBMO3hWJU0/tgsayZnH+FwWIjLfBi1avV4dMshQfWPmctSl9jpDaNwjYjZ9G8ZvVYIizVdgY8/AMmOwuKs3cKi6C5HVnZyWj5kg9sgvsmHaujlK9oA3gFr52u+WmSgmm73+coxnpjfBs+bTrrxVMRIXkHCTSi0O4AduXKdxLXnddn/5OUVznY3eFiV4oBTSyw6GmPnt4+AcTr+4BVIMgyNiUb46KNirln5RAxaI4N4BArDtQlYO311qlP9AANwg4q2XaiP81WkzlQb7eGNGWlIOFVqAajx6OLEqv84vA/pNxYTnq1z6w26fSaVREZMROwxoVqyY5ZR0YyT5IpAwlU/SEjoOJbMX4V8cpErPjESQwP19d1BfcvkmCzmipEzkdPbMiSEwEcB6oF80gmLC4Gx7i5BcUor+deBJIhXgKyydg+tp6cVGdaeSdd+Y5gmCtQ2MFEcfclgTa1n4Z/ibgwzzDCi/sCsny4MHRUmy5okLqNEitItNQqmeGlLdN82Vp/1qcnIOSg+TFVTRQOYUga+rLDGcwvYScsYgfU7AMN2G7zV7SzKkXijUVQ4sGVCTCToxkY2fuJ73oTDkkPzG4iuOfeTFf967uAD68xAycrefUkVYAeRMvlPpZoK2iGfuZSBV7hSfjeoXsLwmnRKkM3BAPXVAxK3toIseH+wkOWgYM4BloB//X+mv9nOOEgIkWCxlTeg1775JxR6/HI1AvaGfWRYABV7GXkcRSagRclChfO5e613yrCvF5LjNE5wSWWETiik6BqEf992FytJLlBkx1HPSCv7b6FNytHLoCfRpdiajQ37PBWobvhsX8UsHJT5WvPAVOmq3YDfn3nLUBWuQcMy7I14FlNJsFt6tIHgyF/8kx/NPuUUFZrgGD28ehvQNpcsdbPvdCAj/VjSNaB/sNTghZPTp5zMkunyVodh0kS0Es3KD/SyvXG1KbI72XgFQ3JLqSOiiQbKELc8bYWsg5xRZvt1kWVVgE+EZjjYufGmMkX+3+BOWQWq7xcKPEvrpf6vqWw4I2e1jmorUSu5L27BxgYdHT+ZuhvEtjg96FnQ51mP2ZsYTP5+v3r9s1OtOoOgsXiO6KYJmv5+1+K62vZF7G8EfTmgx6R1FZ8d/SDZLzvt6hXjrFL6Q4a8YcSZTR38vyGqjrFoemfD4I43adQmrhjh0sF6v6To9rawr6yd3xYRwefN7q1MeBf374zyg7BOLxjMz7rLvt6ck8hb5w42n44wwitucwU7i5/cTm11tG9cVPUytuPs/vKMLRz19mC1TQdIc5AMcaJyVs8/IVIIUbTrQuhqIyyCLMEuiWM0eOjVgqpNALGB37FlI+45iu12iEIx2gof/X+/n1ut+irOvzGehtFyHApAsDonRWhGony833Acc57I6vPG3CdQGXcO4S1pkFEOOnMs1p/CdRVFq1ZXh76McwBRsx7J+TZPai4z+9lGay2cvbRYusNOc2waj1hj4R0/tXCni1y/q4RCWCQ3uvBiWlTsAxYMoeos+ITNsObpHneKzJ9CXz6Ev2HjnzQUL5vHymy0eDMfVDdrKhulX6iFXldLsS7oZM0spPHKFpmDUgYDvbX+sbl/JMKNMru/tC83yoLX9Lx9akgf7KHbRgE7NGOUoHrgpODITY+LscEaWphV0XrpvGzwLEjf5az+9Q8RXlX4l8KBJYy71AdBuOrrd6ZNER1Fw+DphxmS2gpd+bkgBOklTy0gj8/fvX1/v1/f2M4Mx0UdZSYuRpGWMsuaPX2x3zSsgkq14hZdmDPZY03CXY7NN0JNK2ClE6frYsyj3LGFvaqddXZtcAxQyT9JYmwSGcKcOOYS1v1njJjywypVgRkqnbfvjQcfd6vW6pL76iY2HYfMm14Otc4lzsIMn9MDUwqI04Tl3+2GehOoEG75UZoFjtjm7XNapFjgJH5oKutsQc06pT2vKZLblQ5PAkzCc0Yt0u7XZm4/sKyzKvyCCbZrWAa5sfNfdZGlScKO1Aijn4ChwIsIpqClPRMH6SdnVY0UOIeVFp3XbKX1fZKZkNWyE03WCV5V5ZvnFPqNDKoPKY62NiA/OW3HFpPG6zIf0wo+2zJwn9GFo39c2r1Y71yWImae5kjPqIh2y/n6MVtFeXnWigz7uHe+CZZ/kuUpAFk5bNJcudpXBEJBLJMjAul8vz8fr6Hez89f26JLoqSKUc9aE4vgPByf+VBM0KH3T8x15GXffmJskHXlHYuADya8BmS5yLz9E3rgEdM+dCYJm93elDtgRdIQYOR6SYVqKaF7je5QvbHiJSYDkmszL22J3SquktdxhwvGV7YxMEmQG/bTL+K1XAJA58FE0qEBdQNRtvLlknVRQZjEwWALYz+HVzS74U3x/UUVziuePOCcsThsYeeDy0+XVHN0/7kutOm4e/sV6iwkzGOmks48V0HEFFxhoc1bBPxqdoXq9pY4+lHWaan9MAjycyk8lNO+6uJ4C8mPcrBK3CR1VGZUnoqBPBOvvlAZb6gAoxr9c/z+9fv3+hVXUm7cRzbIAmWOFcApdaDagPZjn9lFnSvBtjDrmmeydyXZ1VARHC46pzRDdPcw9/oK3CqOo1CPvgQC6p5NV6NzHkXGhKWJM7iwxqV9K4Xswdh8XfSOhl15XVv/HocM6HhlqOQolgaKO7YHY8j72oVklSaUr50PoKaashqQ6/lK4mvK4iZK2MzKBCrdcAADN6ywKOFnu7Tc2FNr644FZebp871aeubkHMZdsdGUXKYT4BOsumuxgySqY+NjTq2T5a7GUjvC0D88AGw+RzFLlDVKWfS++gZJ7AnICcTT/jH6cajT+Ud7jY+eOR7cj9HHL6YAwN59tstmPWa6f32GDONE3uLwBvZu5hIaib1ibdKq/pGv0YIvY98vFgNEE1qdm8Xk+mu8uFXZaMJJ1qY0rqwbYZivpff3b1haaxKk1t8dgyLEteRAyCtO1Ui5PDV5f0Djnv5/vabw+ub1CTpvf0xObwuJJs0urEaHauOibJ8uINb1NejgGNA2ErZudwBy+WVzFEtcwXz+2ZXPgvUPrBgP7y0zPyGL8ViEteLLlc7xq7xpNyHmTHBi2y7cPKLM52cqMprqg4Ks5K0otqan1Z17PU7YfaqsC+wx1UJVg/rRYspR6AtcUrPiGTqRZ1Bwh5VI3RIfxTodEIMCs2J1iu1QhDIszitTxqPNyGvaXIzrJDp/xRm8Uu5PeVpIJ4YIy05aSFrlahjyr/E139Xs/n/Xb7dX89IrXP6uXEH/nFO3ru3e+Rqfp8MqQqbYVrdKl5PytoAOU9bT6Xr1siZE+Xa5MBVelq1xU8PG8BNY5L16U7oL5k/Cdriq5NPmc99x4JGyEs1UL61eh6c/wsHkaDlv7iIyA5n8MoNoyqud7pFnvt5F4lwwyPrxaOYYgbM0Lnhh/ZZ8+qFX2oHPJM4b0FMStUcpymPrPMxR/WvsJ6W6U4VmleghFaA5TNSm1Sc7RSdt7Mw6s74oIszb0tMiXUsXC0rlCu9xIC+pO7ecwJZpdbaG5dL/aVRaTL4poPxf5D1yuzvdCaitOrhXp8f4c3PgzUhPWrSDav5dx60UZTpVaBbBX2zSo8YSoS47IT8cH4pSrfXgGmGnidFRWd+EjHBWvaDh6Ue5OANscOOFwMkj98zASicvxBEBtYMNGW4urrsmbb0g65pFrjt9W7pEp10C8uiPvS74Psm93EQsV1Zy8SPTKMbVLCAqB76yt/5ae+zR+X0PTsi4oU+MJu10838tJIGWPpRTvC9+PtecMUItPLSq9PGyatp0zl8iD67dU8ru5nsfvvxvIgklnxuMMqGOfVUqOcVAg/ZRPtYsJZtwr9XqmyV9oeWvcU8d3oLTWpTOPSZHPV9eZRbN1aLbsQMipdLB1ra9ru1AC4+qGGMER+XcOqyVP1cxKLr6L06dUMgX29Rxbk5fFPhCKVnVKZb9VlIbvIv6/3qL2RJiJFVAL8wkuoBwRoEamMcoFSnpXuW2W7FdWmRZA9VQDPSLGQroBWFoFv8RCxVoctRXSMyODna3RZfTBWM0ZVSYmN7Ztx3qsF2B4AHjyZIFnafBXHdbsJXuonhCxNOomZohwrKWFxV5qMhIc5DW8QfSXysNcQUYPWKEBoC44SFwswbrUfZ7KDZzyhi7BjkESKum4dWSmpddryXXkitk7x2Azul7iSIqJf1cm9vaZFtNW/JMkx0TWqBUT1YClxYgr381eHUZjkz7T7V+YGyGvzSR2RLBxc2HyDnAmqwg6tKH22B8mjhye6wEDo+EeSVYRNNaiYw+se6bXFhLqYGBH9AgtghrEhLO3SekdXOFNFuORR6GQFGtBm6X6RCqgJ6n36kg9GBUoUNBHSLSB2aihybYfpnO2YxVmpl1Wbmg4opaVXxQWSbVB7xRI1ted/GHpOnJXRP+V+jGVjtgkguuAMMlbbuMhGC5fr8/G+/n7//n1/Pb6fcYrzglQBo75fss0cfvr3wvHHaNk8+FkHi6kgUU6mSj1eohj86/WrwOTr1/t/Hm/UFUymAg4IbapEkqQGM9NgR5r9g6Box+9L7KBNDlqagY2BP+BFstxYTAzv6mLrOGKQoEWNzyrRLGthj6qSnEb8UtFu1f3iybUiRyFtWqJNBaVYk86u544xQgkjB/LhdkCdGk5VQrz+KA4DUVIeb4bqui96qMLm1SwOVypBu8rrz1UcmEmDOdpMl8hXQGlOQVlZZ/DbPB9BCaOTXqMVSPbNGOLWAfrcUe2zvmpvdIpjBnQzJDEORC5wuYgDMgMhQuJ4ctvS4YGzSA1xkqJDbNle5Tr/tNSFz8EHC1ct8SsBFvwsqZEhBtkYM5YuSgLiXfKZZyld6tfke2EFu1MgyzewksqiB0bQ9vN1z3pj5SqtDWVpYyl4psNAkFWXP/oE2uxWRGsbvVyR4clecnzAJFlNQJKwzBP3mJSLUrUXU5aAjSgvRyyi3ft2ft0s0dRKGylUtXAXBShJ2xwJ+2kkI1ylFM2g9sv79axGnTmMgeTBZd6DqWRUnX62YSTlKdheB6ToPfvsdZnWHC1D1QZ2RhHvLh+Ty+rTlI03wHVL0llTAG484c8O+29DxfN3JCVHo5rUr7KaFwhG9jyk/K6ZKMbti2vbFq8ijY0nVIkedBpj5EJp8IMVwKun4oMgEjIHL7JAf/v7EnWruwZbG8oNiIQoDGnHZoDmWiDKhXVsfbVV085DKsZfuRt8uHn5gOxqDgt7MS2wQ3ZkPRMqMoIaCFl1c2bB91SIs+TmUOgNIVCNh83D0wXrlPKn+6kwK4FestFeMBT9ZZac3TtkWdSgi+qaubLBEZ/hkIyd+/X7drm+vv8J11dRQmUqvjMjMa3QbFQVHWwqnq2XLX+NVQhWg9NSbQnSVSWcljk/7bYaO7WNegko5nUGTcjXN/ZWoiu+DhajiyWzV5+HvxWTMlzGXcEei8wIgdr048LjQIfEZcCwj3alyq6dylzjLeHBuXMVG8/9eQZKXanbUDKcxkC4l0lvi35M0BF19UyjyRHlK2R+f/3Fx9U+r+rRKkJoLeQpbBVUMpvL0OVtqJNhUMu7EkGQRliVM6w2ANwUXq5cQZdDSdGkGdL2w9zEQJLsK1oJvkhZpdkmmxiwKNBWZkDpocbcPi4vla1WrsiRQKBVU0bMjgn3A48AbF7SGCVegDXYIogbn6LQxSQ7goAqZLsqFsS3IzopUNGOCucR7UQr2rCuK23bEgWd7aycsmaEI7bu3eS0lWWXvQOUrbokKqCv+vP5voVwyQid1KxqdascaPrtoC+y7yPGF9dHrE6pztiMSnvOCP8sgBEZvvGc26/745EH7+UFBtrVBktJmii4Pv5t4UosaAK1HBPXdF+W3iMCnubkGU/RYnNPJWQ/Afwe6uK5lH9gIDpBfTBM2ztKugWYGJx2qlwEvNalqDID9fsrHLZK9/rDR2xkKbpQNJRmE02ARAeIN8o/oLIoBYQNTWP5kFcDISnjR0UdlhXxISZN9XC5YmEv5XFw/Up9feuMs/e35JfwPsVJbcmcevH2w/6n/CXBunzmkFBVZ7VC3hX6NTOiypAgCDvdyBFgbJxCgfJmswrzSrsuzchCNGpLH49H6KqXWxaIyRoVQwnbDpGh/M7eAXesFxPyEwdmEFDHUGjkcmK0ReZaay2j92TOp6U2p2CNKnKzE5ipwITnKLj6NAHkWi1S1vIRQ+BUTeTRSvFF6DhYsTcjIbMt2ojo9TYhWwP1bJCei52LuVNHVdkXhAVmanbTMzFEYWvyYlfQNqywBQ9O/zzGshbWnsz/9AGzv5AGUIXu5L8Y5qL+NYeHXcs/rauxaMyQDkfP9HG0s/YYw6Apf0domIclLkKQD7uec/kGCMyk4Xwhzi1LMHVtCkBWcPFtEeq4mNYgoYfqaVgWoCB2qVw8dhp4z2G6HVgBcCVNKgCg0j8k3y+ZMKq7V3hzNJtCz6iytON///p3+P0ej/CIRXXytqZ7hJHTUsVcysaAezw5LKb/LMZMMaYh2dT1czGmkkFrcsFHabfGPDQRbCqmAXXLgSTwj9RbJ7vVyU2I1Jr/sDqlptaIwdLnEnSAgdqfzNQ/TrJKbxUcgi8EGayKjnhoFfbNiuEJiipuwYPCNz61kBNL3nBu4vV6VwwsW0cWsOSTqhecGAAzXmAmoSgj34m+ZymXEBfx4TO9+atFgX3arBbcigBXIt18xlz4lh8LWDOEiMWP2rHm1qQlkeU6kJCdXvo5k4O22ivUf+8IMe2g7B+8DLcVxR8sYS0yRLW1E6AdsazxUOBYUXY1/LRKdB7CQHRUcqHV4Uo6jnIftsEOX9dKOd7/2l6m8+uwbqinv1ibfWNzAEJC5X55fV3vEQHxivTs7F6YemF7OgrTbqWkgKZCMUy8I/itFMsQFc/M3RgG3ByNh+z2jIp1W7JuDblCQH3uWqf+dVrIxog02rm8vWWOso0V9sXrP/UfZrdz3x+7xB85ktPmRz5DvZTwl2uHxBzOACjlhcJQebRAmZJ3MOl/ItVz2sxx0ElydPL0KWIEtWxaBtehmK2v1DYS0Ei2bDlBjlNeJJgyIgAvMxiEQAnkDeMc6QpuSdHKPIbFFEgEgPBYHIxA+Ub+8sPSm+W6KCS6O60Zn6yEVR729sBVHNaMWY251TqXr6meB0OxkvmnWYISnKEkXVTJ6RUYEOMsrLZ6b04J2CRp7iPztI+BJ5/I3h5Ymd4VAdQ3aRHkNxbdMTjfGQz4FcucpsBaj/X2e/lm8lA4+Eo3FocIoq5XsEUNo3WScx1q9sirkeFF50y8T58BaQ1u3IeMBfzNmmzLrY3Stqv74fJ1QS5T3qqCbl9lgc0y8itSyY3gDx9B3tv0KK6HYd9VtS95VYaTDMt8W0C2GK2HlPI26XZEv2PWsI/a7F8EB1iHPIGLknaYjX7OwYyKdxYn/AMBHKZmLyibEnFidSQsZlIcrLitPRThAOkhBd2kWuObXFL2crnd7uHfytq+y8QO/C7xvWaK+B4xiqqGb7f4ytpimSFF0bEuhCQZGsQkO2ugL1qFvy63r3//n99fX1///BNt9B7fUYFOLy7KTrkH2KIRcI0wMbZ3+FjA1TClBJbMyrLj1vqR0tP9mUYWI3lt+wwTb46KEr2aJuWmt97D2g9jxZTaXiGg9QNBfUSTToONvSn4Mw3serjSoth5HCYmN2tqOvywR3nmEMsF3UtnU28WFRO8KZTcQYepl3RUzEJF1TSPSgkZNH9GdNlopnwQTK4S4sBZ2NZw03BgOezuTGDYabPSfllRFwzS1VSpYKQictghBP+clXmHFsXDLEWynLHyXeMSTSRDqiQMsoH3cKOkFEu0uJK8uctgScuarQsqVLQTD4bRDqXfEC9KoaFYMRyaxiQ0ZDRKxDUVyJtfTfsAwhgY7QQvjmcTsccfWLb84Wp71fexJsFcAJQoELYB4SNzqxJzwXJgmlaomx209aRjfh/kU7K80mwu39+P9/t9y1S9hO6UMgma7PR8sbUc5ePxigIw0CKx0VVZKh+VsfWv1/PxuIYQyaDPKjPYHW+KZpJscucYPMeF7kJL9CWO3enVqpUj9a1Ss7U3rS6Ojym+9qkQhN0I7Dc3G1zeoiCCT8hOW2I2ZpKKqZfIpsknLQlFH7UF0+P7MxmxLBpKjWpgdRzoVoOUOCiYW+3d9VaKOEFmRAORCKGycdzar2XgroJ3ikeArTXOtavWcWHJifPgyzfSo0+mcLndiYX6wlxiIpe+Hc5u8yl4gYthMv3pQ92sW6mRheE4403crgrp9BqbpSN1fIAgSBB7d8mqkboarReq0Hs5ObOL7FW3Px+P738edeIvX+G5hc3UNsx+piA+slL7pxZtCGm3QLXCqZUZ8ef1YwBtqRciNo2qTHKhXay+ft4cKtzS3eAt6MYM8qBUwgmTnz5r+gz+0hsoIpwOpSia4OrFNB2J6i5NkU7Mm4ApJkNOUhxyBZqotcIDsq0sGjCGokJPZfeHpdzhpLh8OBRLmVweIhKVFLypfnDBYX12BOnR2nlD9WRXUvKuhdjcxaWZyWfBxn2eim8yZvsQw5RHya/flpD/ryaTo4rM6cnLo4ZRRFe/sIa3e/kyaCxZSRbQgN8eEF8+EcEMUCXF5zwQFpgXVTnhXu/365axjojMR5V2hl+Sa9CwtkkJU6G+znRkA61MYWPBhkaA5HEqNVNUm7lFSC2NK5ETAlpB6GnlpKNJ0fvXr3tM6BGw0xP9bWp4YNyEkVHICFSv4jfNGrSsCDwu7wC3kU3nS/g5atHpUihYRKrUqrdpYx94heQYsYKzxbpRKwn9fOAEa1AHUq38TkwFYe8mqhco/YW1ZSg7ciZL5lfmZMMqavwd/2Sl0CqDQ6ULcSPpsdjJnDoo/d6cgCSr4uhL5WrPTnJ7VW7My+mZ6Uw+7GueAtSYotaGQRgUxCh4ZofiCVjgrucGoJqbRj08B1zNieiixLIgfkNpT4kdYrNxBeaOCkLcqYJLuSAVakcABXVTCH117KPxZTFldMnLMmyVbylZq0yfzFZlJ0KS31a3XTUem00R86uY9dT8qhgnhDFWcc8fwN5VkY/Mta2pNDsFGk3QKnxOCMHKE1q7kcsoeWTQxmizSykg6xoSTbivjBelBmKnTJ9Ieg5PVUtQQlTKnuqlAn+F/53SczHgSqKyLl/EnZoFzjDmLdqJiBSf5OIi/RgyRVsT8us8joRaWilpQXKPx/t2iwS87yjRiVzKUuJQ5D3Pk+pBcVljuLGbt2ulh1Vxl/fX+/FA4nElAkSdQZzhDn1H5HYNPSiCXbAMsRARynMto7dL4ZczwTt/mtQnW9PUez0QDybblvwj5VdSXYv8Vd0dh6RH2WoBsYwxEVFZi/gmNhpITXyNCzkZT3qbWki7UIYyFPoB3CO0NbNWWd1SUT9iLNTIEf1BTQG8ogortQ9cZaVMqCf7VQxb9vR4r8dNzQOEACIrS9qYxaaIaW4rDxdily7vJD1Mzjcoaz8qtkXIiFZ5EcBBVJUY72n07jRwZq79dKO8OLztGsPemkRUMxB8XdqweR6ouqlKU7NqplGDvyElfjMnEPdEdxCtADIkcJ331+P7cf99LxpQGzUMsErcqbGzUa2HPsplZJ4fOBs1nuyYx/MAhixFmX4V6BU618xkyWx5kaYFTqbATROLKFUd/FSSHYDgNg3NlYxRa06ezaVZ8FkdrrR38XQEF2egj8KyhnOJeNopC2aHivoCv9hEjLhHBie7sSatUoEq1LJwHXT4Jn7qMQJo/PmUTlCe7bxMVgO91ebRw65/yp2aul3WCQeVkOo3w++SihNbkcfVXvJDoENRbB/EdgxoqNOe1GJipXivLWiPJ/TGrOveDQ0hsJt8cLKKFMuhItmtwbBwMXVLfQ1zw7m9mJ6XM6EYQFtSFOCaKMhYPTkZx6rRV20LlE3Mb7fwlVUitYIU7Zw0EGUprkYKJT8aAjgMiTPZvugKn14Fy+VbcTLgxFW8AKZI5Yq/f//7HvUMAsXOFP/cu9pAauSumUJnpPUBcEzwi9I5YCZNHuZkNGa6/RWnDuq4H7oG6oRWj+cYXS7cQZbbHr3kO7XpqbaU9M404jLoxJRHKF7c2V4GWfT0Fi4eKAzEUZMcISM8UTHfrm0o8TBsQ8d7wEWE4Y+ytYJmUHvjAb11WMKPnY4KBJtVO3uEhprN6F4Cry4+59az8yiCdej0SwvR69H208bv5ZegAKC6aAF43B+Zvr4pZTzKsZDJWIoTnWlFtp4Lr9g8BlQhC2EEQfSB2ffMBUyOQcsBp+V2MWcB4CPIBStn8lPTVbRwT4IvzeYjDFvh+n3kSrbOC9Nb1n+VK1RhHbxchuTXr0Jjxzu7fPYaEmC/cISbSdC+mnUwXd4jKzB/3X+lJzwHKEVTcBYTUMsBIsMmdUBUXkFebsUvvZ5RGaKOXDTDeb1uWQWqBzg8mchH2vD7nz4fBQol0WaBFVsQzeyCsmWV0OGjMLXd2QdreP26KeAqa7jRcvKa9n5egc+er+Et9uIXjX2DW1YvnOqUTTDFosJ6HcCn7FxTaMG94I6KfqHUJg/V8SFRpLYXomO5a8soRMaS/hwe82nBEClqTGoMdD/jgm71/32j6QDSgaa3jYsoUdjPppxaBmhJ7sWzuvPEzx9S1SeSKXeTh/BQ0xmEG8DN9yMxsaxFgT49PkTA97aojpH1ON13PMff6mxHcOynrFZg5+dl27v5xg7FdQHG06QoB6ToeWHveI75QZY3YnVs49bDS7W9XQgrRS0/t12mp/0dPY8dpLEOMrMxS600xX4yzF7YcPRXk23gIXlrVrmXKuEgZKumk7OlTptRAwt6YkeNdUsq1UW3SmHjwiwn8eLm8SemRyXEDqmk6VG7WP5Ex5zcqh8IeEgoc1rS2JPaKaVKFbBOw5gaYEPg/blP6E+r0E3ox3xMnysNa3c3Co7IH6vgWzXfe9ALEIGSGa5zo3nZPiZHzQ+C6pSaNxAsrePUaBfi3hiHMTJ48uMb1gZ738u/V9VZsqEW9XYkv5UVxKpuJGx36/FUUvp4eylY2Nv+aeHlW1vz6NJXiAroxkD6RetzbK3qhGvxud2C/08ZouU2QSUG1QkZ3hud5hwzEtm9lGL4k9uJAGdYgqCE6yFDAFkujaqa0N220SEnO75eIoyHcV+sMGTuwBM4cJAxXQEC7IV9t5VmYIOpWnM7jVnxd6JitQJUP/j2TUefv45EcNBMR3+xsJhehCeypKRgnQXv4Fu0CjOntZ9UgFqR7mp+U0AGCphY/GyievzMvPYOiaSLWEkYx+ckAJpNdmVj+sqbz7m1P++6mX+Xd9cYuvRFK8eyKEClXjSn8JyQDBLouzjamFMlqPPLWshyjCjbEzG3VWBQaspaZsARANN75rc/6Xbr4pi6TDAKATeJL1YX4yw7KXnbSioviC+ej9fzdrnfL7fIZ+7WR/BGpQyPap3v14U9ndSVJdjt4xk1szJJ6PUsz4ClRBMufH9FbS0igAooKq/toIQml8E5VnGwH7rhgWGxEJWLBQHo4I2lZdAQ0B1o7xmL95PdNfiz7XiPZIM+Vm3m42dTMkzJ/XFQ/WS5muuQwrOWf0KWrOoLpzO7GIXXNOrnjZ+IJui7JI/BPFsFbwgVt9PVZq2uikTdTMDXi1Plz4t28IFsF9k4B3Q7MUrvJOb6uqRbJcatDxxLh3CVwwBYQAgFzMtFUlY3KtaiO55w6WMK0MiwWt9+wNIpepDqrA0pdlep7NXU+Xq9o7ANdyIhn1vAOXQAToCmja7tjef17w1FFmiH3g350msbAIWEHblUlhUcufef6kE4HLquDLxh3JpiXKXXSBPvARcK1qIW425WtikE+xt7rB/GOxiajtVSypmRKcWG/Oa6IIvSmS5DkDeTbvHs9/vrlhXvrRUqwlOxGlB+sMX14AEUx6v1QO8/WjdkciCTtJPPTEj0sD5DgXxbuQRt5IjtlCY2l/2v2+XYYClLhYoeaYYLDDWScFita0WPobZqNfjtofnPpqh/0r6W8i3FGugTy+IWjk9t0zksgELd6sYIsYh8oUx7Cy0crtpylGGKMnhMWyXxWReHclRwUj8k7x5kDEqaW30FZVonRVYJ8B56Geev9+1++f2v+/MBey9uv92EL3sIXGbTRmmWBpNo0wAdxzaoMzIooCIIKAu6gIoV0Vk9gR2smMKW6dQ23Q88Sv81+htsq4vPRYlj319/OtI21Dxgyifk5BBQbF1YEFp5CWXXI/MfKdelwsGdnXRCYuPaTnhsKD2wSULyZfk4l5FVHR7PGUX2hJLZtVXBwjIJGVQPNpw3JHGG97oEbZn9ijRjbf2EbCvWdy6+ef4MD0DNN4ywWdtIQ3e+PgpR2t4DodTy8TkZVCe3GLXMCOoLX4r3k9ByQDZoP1vFkdhAadtMgUWZGeNKs7PmChVZGihq4kGcXDLid0ef2NIHZ7VdaIyIaF1kKcwgaqr2KrkS8drsmUlPZTMKggS2HCvnqfSA0DG64ujYGpLNAXQTdJo4qMgGcw8XGZMfTtoeued4GoYI+Az0YIXwaJQMi9RZdtXbwcJSuOYl8Uvl/tHqa10j2XtO9vF8Xe+3iOyIXjVA9zNw/0ouiijgvD6fhj2LNz6+X/d7Lv47HPV5ostmpniuIKvL5f3MdjLIPBgqX5MoJmea64eKwbvrslbKT2ZxtlZ6sGwsntgEwWLLGDTQUtK2D2a8bxktzixbwy8CQirUR2N1y3M7floNm18tywI4Brwd1FVrQQgJ2mzBLVXVLfvThsvXyiGMV5kKQDMPARetdXk6fkXQGBaE/NVaZFqhi52AwYPJWwedg6RclIpNyRBe1iKPeqR109lslTZuAXuDf1E5a5IyRjP2QuVy7Qh7WLIUDslYRMf1ohAIg23Rmu6oAchu2mtByzX13cpvENuQNKEan8Xqnu/3+5EYTY0SWRLVBGv1frMez6bCSV9aaqDYTkV7z1szuv4+S5G7+LSYQ0M0EqTIanBZlMfgwj5SnkX/AQVglqDIPr9NeBJxigoERgCeeJtP2CbeDEZaxLAeCJCW/nNMF1x202KqaahNqFQgoGAe2KaFVN4iYQ9k0JSHjc9TH8oAH5jKfGFANfAKvk91MVbUughw1mwJbRjt0OYYWBcKuZAyxdoMAsjbU8d+F4Gti7zvo0vWVWb/JEGMjKmLtW7fUVGa0RikfACYe8ag5hKl6yzzxQobgv4zguC5l/RJSIFUMmqs2L0kFgaUImZYHeiSpGUwwjTHlLuDShOuN5TTLENzirzqFb09qJDCoDtyjWZ2Uku/GEOssRj6zqV1fWtGS5veqwcoEizEVvRjQLMgxOlkw9n3r9/3GP4jiDXB6RzJgDTCusg+VMGpVCgv/6kmMIOUK4NxetXcK9eyt50tDjdCkWVGZTae0XFtYv3Q3kDojvX5of89s8VQjKcLiUgwmL3IXQeImw+HbUYZkB4w7SQGWMFao34AFL0YQ5TuoFdQMJsLNu3ggoOWwskv6Lgv8V9vbMqBGmbtrObzDbGuWt7qi9VJoXSdtUOk1Dqy7UrKq3zO8t7QdC+mKXSwKnpH6Vdme6tmg1CeyqQjg+Ciyaos10HST88RZ7IzEzDcel0mP1RGpXr+kMBYFaAymgqCbsZUpUGgNk13wbAz7Tj3cWWoUlvXkCUcf4QDZAFxRLljX3maCRCJab/jtEW2GCqTS1blg68eoy7+4DbAGDGqDmqi9OEwpr8aZEwxrLllAiK/d7ptS08nSCFbZvFLc+6jBc9V84TlM7R634ieE/j+8Ay0n4E3LpqBmIiseMNm6vwWtmXVC1UFIYGPnF3YemnmvaMoS45GrU2YY6QUxKJpfa7X6OJwT8AlX5GB32QT5kxgoiZ9+BQaI/3ZRENrR4hbML15LKvVxUE0BoLYixt0mHcWoXpZ42lNo4qzcymzbRxePuUUe0W6BW7jx+9VzLalbebOrSpsZyRqWUYu6Nmdx3xmWCPYoHLXAyYibUnkFpQgancNJpvCkSrK+6Y0J9Qk6FcLgaK3rsEOQDZ6sGiaSu3Iw0x4MtlhxRblBVlABacjjy/i5/upph6YWetHwW0YxEaydDckXbxOMMuQWdz+ni6IKZuO4GxBX2olisn07pOs7kZmoK4WPi0HFgxUqRYL2Ols1HqmjHBhEPTfdhMRujUMTXFIFD3cmmWkoqb2PwBD8q3piamTQhQb3SRILbb+psLFEJDaZ2jd0Y1F6up2aoPKlcFYPHDoh52KVl+J4BbbQBagfwmnomn8XRdB5FuaZUgsKp11a1IFfknEQ89xYsUp6zRk23fNvsykfJryFAZ/EyfMJXV3BWkqVXJUNBlaFg2vHIY8I7WZZBn1hpoEbonoFWgC8cj6JTvukEjhY1rwC99Ho3Oc/ZIEXUe4iJpmdKvBiXpS4GaBgC/qs2tUJHNcuRDO72j1kAelM6BDEaVv+U8Usv0fhBRJ22FXzIaU9c4KTAN3yCmHNI0quz1jA5WHKtKkWT2bOB8EeV+iFfu0giai+eNnUUNwpEzPyeprubtVFFVAF02d3kp3UfmPlnlMh/LqBBs0oYKH3uvww0c6ZRWbQp5uad7p4bldf//+9XoFRpXFL7JXZrKfG5c+zdhrNsgqYtjwMw9/QuYujt0Pg9qWegnZOmS78srqcLWGgfGPZHD47ed3ybT/NNTl+2Uf5/g+sGm+hoA6rw5iVTVEPcMFMzvn+JvQrM7iYFes66Ac+x9dLztPWm3xPg2MmunBM4WBdui5atf4n6gdEQ6kL6tP+7p+Hz5tkXrXbYjGD/ea0CrfE2rGmALaK7kCWp2nbvG5NF4pUJX0ytYjl3kYW+fbvDbLql4ifiRzvW7RkN0gz3XNqSwaee+eOtf1bHW64E+vqjQS0diniIMfg1tNHneJdoZj0SC7/BXprmM7/ao5Qbtv28mmDGbrgmBqyaEzRbAGQt7roLVLoQojvR6P169foXOrdWUYcqNxhK3hMkTY+fcK3RQwnAchcTpiGJrFf/wR3mbwsP7kWFtnt6zNo6AZsBjAcNWIH2mOq4L1YVht+Y8IGtZEapip1cll7dZp2hgOF4xnKGHR5Sx8Gqt/TBdg5qiU05nNXNxEUsCyj1MugXtwSkxcLy8LWBUp99Y1ZOYmFA5pvcLbIUPw5z+hmZqbgpKgwHQvvnXAaRgGXuZqqD2MUkrzb1tldGfWQ92pqOiDlex3tvDBPtwFyPYoVEJ3+5zRJpYBVVUoCoixtjRAcTMrk6IDmmGU7qvAGRb3Dqs8YL6qlzDrV/AkDmr/u4909m01V4CSEdT7IyAkqEjU4S3+tvFhsXGZ5bQfov+tSNGSrGhTlappZ7nZkShW75q8ZRtw16pagsIWw28+RMUIUG2F7T38PHa0CABEfn+WeCOFTFLGuxGqtJLJ/vPnhMUMibjoRWlYZpf2rCmlWGmZU5fsfr3Iu8PHosQPQ+IE95I5pdnUdXavBZkD4skNNgQTmAUybxnWytqOJSw/MclDqMI2H+0gAjuJWgW3ymZ0/jjew+VWmSyQZkSCsdVe2k9J6PlDNGMAFJTCehZsrb4ljJSXJk3b0WJKY1y1fx3kTaVWBN2gda72h5Ym+hmLiDoWitusw3a7XsK/934+H9kROLfhGd2BETrY+4eW3IleVGwYY81U5qnXUzkhZt7wsLuydeBNjoJ83OZG7kcQIB5GgIOgnvbxsFZ/OIqnc09mn3OELpg7j531xW97hkFrcWkVSq0K7BXBrOpwNDpWflQfnm2u88noctBoeHsE9pO1hRyqPjnj4hF86XNpKZrpqzifCItl0DlWIIL16JNHLubc0CrjtNqWe9q9fIbu1sBftA4avtIJwLJERTQApvpbLq+liSePTP6HNdCA1+X6aQjNf6U9QMNn9WGU+WIOm7BkdCuJ26p5lJ1lN8pYuCJ5e5HYsjvg8oQ//ObD2fnENSX7K2PWhcSURg5FbQ94b00Xlrf5sE1yzwfpAm8n5fECtgXFU9u/LTMV6XlULoSOgfMM5UCsyDBRarLStKGFx2h1VCMEJWOswsx7Rwv1AmMW3dR9RFoiGAjPZ3Sdut6uz0eVLUfZpPxAZUw+88zwsHKELD3HMAfTfc2IklOlhHSNRKwgZWF2DsgksQ50HaYL25IxEhZvXM6CcO5lP3XGfZwqSd3lXvpwUUxUUgdgb+9M7QIu96UjtRxAWcmP5rcGMFgsZ2jcU49ioTxmdyMQHhAAXlmeA2LwnHUdKPQIMZLCChvrq30CnZBfjeuzSFAbzNfLDUk+yUbOev+yBNMrsh9qSpT0cSAKYDFKadtntFBWVtbJLOunaxwjZAthWtMpxZd23EES53Y8m5AmYYHUdYotGuWANQ8unfuSC9cdwEpo8FGtFi61belOLOchy9rRfVGNTJJUn+nvuX9dvp6vxyX1KxVHRVIfToTkFPWF7TO4ifktW2V28CIRIy8eCzEtxkLtseNMe+JdYGwhHGMvYipMWjITuQJFJQRYpLpQpFR3IvK9DWdzJS47fGBuVm27FcXjRtsLXMM3jTDLLKcOwBRZ98IhNKPVDtNsk6GxMnx+CTdusujBQP4iKW4YqORm3VEMC1A7Lv5XTafwBuRlAEN3v8Nll9FzrRrFWJSKkePaJfTbPmyLTm0324HIX91dLKtH2FSLmgoDh18aeJ/voOnVLUBN5Vj1ineYfGQqZAjgyM1WOBsrIbiuj6eBVNAg83n0cmV+1+ursRI6GdjgAG7oybCEM9P3ZIhKo+JVVmL0B5sYgrNMha67DQ/N9Xr5/fvX81nN1K/PqijD7EkIrUqSDkc4U49KpR7VHc2lXi9MpsdufW6lbIta95QdbpUsQIWc8YKBfXAq9J2LLXRE/OBwz4CrdteU3TIXVvSg8i0SS26ggsUaJG8FeyqGG6sUHQtTNhg6YPvoWkvbPLpMy6MYGDefD/Vb/KL4ucLTCb2UPTpprOd9iInrtE0K0bJwKtZI0bO1LENNryYQafi2Fli7hjepDob8fto7UzHdWqAxkKmNtOo97B6w9yTFVo6X9JvmS1AinbwgmBFk5WWpGZIHO5f2Hl9lRri0A1luKOOuZE5TdfQ+L8ALBq1L3DVnUa+dui2uJKB9rBEJy9waBEsw5DmiBi/PGIqRyoQ8KU2bQxKWszVeQT5dR9Yp84y764vh+zsZbP0XNrN0LDBwqQPWMZJ7Wsm+zUkqq/769XW7X9/fAerff91u12vYZDzr7PSTwz7gJ8U/skFOwGdZ6e92iXKd+e6uRp2PQbmsrijZU/0E37YIEOPKavtcC4dagrEz8BJTR+ycLl9R+eVFkEpMluvdcOrlwxVNrz207bXMXoaJdzY4/k9KprkdbattrTsKNrsG9IpS87s0dpWkCK8a8rRndp3GWmk8BddCQ9Hr8PfGreDLlansRdFxHGJ9Ksm716pTBbLNDOKmo8hBJsMyYJBLyhYOkfFDrH05R+OMnT4Cy5BUsV+xhtgFZphNU/hUQV22zKEEY61MuSfpaH/BIoBxFLQx10pjGBvi7IBsXGYxIETCzcfn1KSXeI2mzopJk1Bz4BJnAUp4L1lG8JawiODwyPbN7L78vfollqnp2iBfIp4reot/rLUWjS5MVu2jB0BGTDx8PVQOXLVpLNOO/UE94wOJa4OMKwl/c+62zqIDEdGJ5QC3kjkQoYppZI4+D52ftEl77OduiGrX024ybgijE8GUmwN1D1YpOlyBuVExHKEKhuJ3yQBfItUr8zU0Jn2YT/FAUxTb6pbeJa5oWw8jn7HNbqba6y7D9Fr/evhI05Mzo5ll/S8DU3HKEoLssqted8rUThYiwBzK4OccDU0bJC89BbvXcaa+CFMJNCWhi+Zc7gZtJP7RyXtLoLBTXK9aiaHMj0UuDb4pUxtXVGczJC+WBkzHR3nI7LA2PSW/XvdgteMEguJ0zFr0P39S5jCWD4VqAtv49e9/Pb8fz2gKHeH3adcFS2LLNfiCXllnjxy62JnBQsXsyDrU4ac8omNbjOyMtzZxES0iZTGTQiErzg+aj21pyn0+tcZtz+iWgmoq5Zq4AuC3HZpxDbvgbHuwNmw7U4s5J+EQNo9cbSzp2cZVWcGentWL1hKNbG4JMhKoNikEcfP8Gcpr6S5xm5rvTVVMYx5P42KyD5RqibTRBHcH1fTBF9yUll0UhUHAewuh1DaCo3WsmZEPo8Aqp0icwJj+BoiAC4SG+hRfHlqpk47ovKNR1qWQDUYqAqLvT+CapBgufdH2D7IZC4KiXiWBbuxaWW2XbvdbnFSc4no+olDMbIl/vVnbZhignsLRly5K7VCxuf3E7yWk1xX+IUhJRXocUZ6vbd3Lh4Qi1tb+iH+R/F4n4htoKJirdHUWT+4QohgoZ4rEYowNARmvy+16C5st+5W8IvwhPS6sm0VMg+wLuLdgG3Z2iw5973AVhtXIzMK2prLGVFojqSk2WzVfxPWjQ94mlBQHP4OBtUPga9VMl3ZpOBWXEVq/+vdws8EFOu/N5Y3PFO9f9JWWERQUFrOtQRJvnkZOXV1gnI7DUHB7KaQNijK5lIrWxnBuO4Xjz7DVKhowS7+ot0EzxxT3GWVXNbEY0O6Kmq9Vf4kGpMwqMsnoqjHrjZ2P4IBKbDdXBuAbODjkrBIp7c5W3G6lvLMnWykU32JCW1QHV2PvxM87Mcm4Cla74+toRxmjGetWb48juOdHKBctiQh+VAMvNKWyBFE8D+g9zUT2npFRkZ7B6qFXhKllWbm0Tf+wlfmvQCJwm/ZpCDBtfQj2YX5/PS3d8ooBuVL5ZrRUVhRx/HFPBiED6FBkEyvaAC6UGTnUT7BBZp8rEqrpwWzM1bChVkNWg8nqvxXyYOVMjbr4fAS7iqaFo+4aVg+iqmtinUoE809mvcRTqoer9BZqgy4cnbYds+IDWfpyuuYuZLTNXVfi6VL8uciqZ9g+g14Db3+V5VV00u04e4RjWhmLrsRd0NhN4tvDBLEse03icdjF2E97YeLVRvfzxLrxSHht7OQyYpyTjITJHkqE06GPc2wRdQNH3HzeMdb/qJj2qGy7pp6EC473le0SUUMZS542EfKq77/uv/71r+9/nhmhWTBJSCAU85z4rlbWTBjq7t2etZL8OhB0H5VtzLbyRwQipGYuMtVK1/MQM2NXq9a8MwjuaS8UT0NXSfXyJFkkNtz0TM4+J5UxWUyBfCKe5fKuKjHsfMYgoe6lR5D3EvkszEdHGQ1eYOsMxAtnGdoMCUYcYdDPRKOPhHT49JL2D+MsKx7AVe0Oy4DRu8US8Jm4Cxjex1EQk7NELaKJPw6/FW5VhjuR68cjKc2VMx8/Fmaf6vwY/b5oR8q3bzr4vP6gosWbsOkD8qe566IyNlgr7HxXJwbOvw8WSj73nxHPz8tb4xxKT2mZqqJJjrtpGB+mK/N1LPhfjTnPJk1OPuH9ygD4DOaOGK4KD8q0/gJQikGB8RbBRSV3WRv1YHgdg+1kXKiUE1/O0lyzTse6zNz6A/WukgJSakwfGZV5B+oJn9bv89JsNW8/rmGPQsj0mKCR8WEERmODnwNhHDwQF27RQfyrt8Ay2GU8Z/l+YRE7ciudJV8RgTPdsysXti9WMGGlBkD6HCcuBgLL9pwbj4AIOEGOdG7Xnj/n65eVZ8rAZhmYTrC/izoVoHI9eD4nWy3j4R3RYFDmH5jMwlR1Wv/6hPfIPryAxvmJSqdw71MjX98ggOcji3iFahZtdav7MUiuAxdYzeVjQQQdmRbiPzK0jGPtJk/7gZpPHma26VrkwHMY61Ll1/NK2/s54MMANhbRfzgM9cBM6pN1p8rSHjPrNyZDoGmUR5UyUbNZ2MunQ0SnNa2QE5xKvWj4WzWOWor9mP+sA6E/XNPJmVrmUaKGQlVfMY6rXk054vwQ4ykSmSVIXXtR7b2fjtRxkNDiRiDheLjt6KezkV4+eoTFPdv8o2kJPe1ypGOdFhyf1OY7dJcpZGVPpHSHro9aOvWYy49qKGeOFTH+YjTr2jVrXh3ongCIWRzx0+12u99v39+Vv9cZtJmdmB364lSnoXULmOT5gLrO7KAKQiuBaqCM7BCLIHU3AtdWMAn9+YRaUaiAGQsl69zYc4/KGhBG7jTqhte9VnqU48KTMxTQ06kxDbhN5g1tH6qOWYVdl2OqnkJUxTsQtB7XD6SUQe+3Ful649xQ6RP4WeHOK2fkns/1HwyvCY4xY9Xpi8W12pO4s5vdgeBWH8pXGQLXw7cI0SxsC6nTcoUQIOkks08rB7aIJJzNyDSj2i+ln9buwb2xRzVUI+xQx4lBLhPUCs25z+uWD4N43YPN77OSY/2MnIGJd5YUrCTeatWVPSBy7hWAYxIlk4eZkUsa6Kj2MyBs7CIWsZoIgc3t1/utxhL9uFUW6xLbOUSjWR1uVR6l4PDF6R3j5zxrqiclh/hyBA5Oy89NbvaLi1hWiVulXPInBGWkp7VSUgr7u19vcYgyxq12urZy4rUqZjvnyGYHac9aDVjdyOjwCrNvvsShMk4MowUOuaqmPFaErqv4MBOgT1pWayg/qxHi5BSFczuRN9sGSRu2Y5EnjW1v6flhSZHaUnVEig47EEALVNSiF8vXcPgw8hmxEl2iD3XhLVy3Ovs0Kx6+o3xpSUmmN/d8lTxMxEmVXX4Kk65dfYW/98OBBdnVAy2I4ARZ/vxZOZiR1kHuSIWAd6vLPkn0GWFAkVgNmW540/Eainrd6GSTL/0YTRnLXsUZP1xmX/CM7R9cvJt5kDkd0rkkPTLaVk7LDC6L7JlyFEfEOCvqTZHqQEPta6XGn1nW2CApKgctAsfGWzvumobGgKpmVa2v2pYuLALqj7F0MS6VbpN33cH3RZE4MO3ptms10v6k8M7l+vK1MEEUpEj22iyXdzUoj6qaC7rZHrM/f9rQB+tmwKdPoctLg/EmY2zeZeG9i0fUovT9r72wYqvv/G2ERUlkG/wW1cZMS+xYw5YJCTQruarMxcrQsX3XjmAW8sTa6rUawBq+FSBptfdQoDgemWrSZ7CDlKzYycX7d7lc7v/8o/kwa9yXWIcykzf0UNk00FBzTNfr9fl8QIF7BWCjYVCcIP+yTfmmM2Q0gTV7Rm0X92vOhbBJ09rlK/f5d16QS+EvVGFhC7Wwx2+39+Xr9j//73+/ox9DjLHCRbJ+wKNOS5bnztYqzzQJCF4kFUUhAb40m4tK11SFRIPwSme1IWnvSQUnG5sB9Ni+0tARDqy61QmEtQQ3rgHKRmRpyScsFwrPUkhfruxTwapCSWYVSsfysVWItbrXQNGoJSJpwoVf0WcSfphe622wU0t54xqQ2ouxVVEX6cFNV9pu6faoli6lBEas9qnTbzJ1oEWsga7I4qtMfCpJtY06FMULVJC6j4Opgug9FuVeoS2xRJjpflljo0xCpqbgWTWnMr8xhLhXulchnpevy/PCVwgRkKHD8VQ4VRB5VYxn7BdpD9pJ+I/BGas9EXukdkjM5p21Gq9EruJQmaabAUVK1KxDwaoQetZQ+h3vrDxelzFBYPTW1iF4vb+vX9fH4zkQBmMDR0FuKbKvCsrHucv5t0aqaUl+e4HNkatf2WXwbKNWE5e4tbph9VP6goWJeGhnucZeVmX3KmStwoXjdeFVSdriYP3SJF2EbmfdLbiOOQj8se/g0RjShj3xSkFnLM3X4/HP/XbL7jbBDJ/fEZp5v2XDm6wO4aZvMggWvnIhDaWjKiGhe6HrtTThok18BmZoi/Go4uGUDD506RVyeZXUR64UEMtixjEiDG9GrCjCirlr4gBG9sUtqIFhq2XJWHBX/WmNF61rec4EL/JgjfPi+g3PF5mhjarv8IQl7CMDNao9Wp/CkmgOMEv7SZZBGjZkyPRRqne399ezHL7V56O9xDjdOmt1dkqIsIPX4OQoemLhjo6419O6WQXaO6Qwqiw7QiqLV0FnXFtcK9nHQKcXdW7qNJXiCJuN69ZbgfCZYl3aDpRI7GSynJTq+QHmKL1L6pmHFpkSZdTFgEpsgTVrRU+1uhTVV6kgwLrkKtgDKurHa4r2C0v1dRoms2zXuTV+UmxpdSOuZXlG5f/bPZ3AdaYeI1TS8C8eh5YFTaLgjawjYrxLp6tWHYXN+cx6aTKwijfuuGI3MiH2KniPir7a9A6wfhjvLRujcymZbJlZr8ih4PkAL7XCrYV9t3Rd+FefWGIxzY2n/y5urM4ul+uTRYZlbMRqj9BHzybsYG09U5rDFhYZVDrdHY2KWsnD9IIRpZJsxIsyRBylyPxsGgQ6QIglCyPfhH5XPOYtW79A2k2r4nhYJbwmC0/yAXop2irq/DUrRP0qq5vqULtSXrHSkmzpXhFDY8esuDq6VZkUFGPUoXCpoQ2s76OfLejcBWntxH//1/9VvOzXTx/SpRHwoOfWqHoQTnCml0xaMRxe+mJzs2UIy5DGa+wvLZT32zN3C0kEbV5EMEHoDTxF9jRZIq339Aq0bs38DXWDbb/LPpw9P1PvcvtlnVoZHrQ6Vk7gC0vLcYE5Snjv5eOAC0N+FYmq8jXeoYxR8N4p1Q6fhUg2pWNcqYRFnm/DMmw5xrKcCGVojL7nvSTn8YCDNwcejHUcKjxc6vkw1m1LdoO0j9F+jhYqadXMIqcXkmrZTOk+bGYUdx9jFnvbTD4ZJ9uQehH6+b57HKEExnGLu1DtthefigiO5Zsiz6DB5O7ppPEQp4UfbHJzkghM0Hn05iMU46GLfamW09YsjRPoP+8PP5/nE5udfHK5bNHgKUQvszpIzbsLBkifkoTu0gE/nO6xsjYxztIKZFciN5aDG7lw2VX8GCFDZpID70yhfmn5tz73EOB5Wv8VdTiIKuP89gwnT6kZtlHOSXqqB0VuSEW7xtW7D5viNDCZgJ6zMrGFGn/gRX4G/S1zGs1/9mWZB675yjJ+P5TL+hzpYzk3fbv5pMfL7EwclYTlrG2L41tgMJDpgC6E5wx3IXKghJVFbIdd9530BxsGTvWUpCYChsnkp38z+aqp8mdWcJjX1+c13BlL7Uj6dFCiWbcPzcf3cFLI8pbmLmNrJ+bT41H16cNSD8bGW7lGq6drZzLLZxfuaFjd051SbpV72xjG+kC2G+tx2mfpKVMKtgV0jmodojdOuBDn+PLT732EJJSmPmP45ollDzJb9cDDGVlF8nzU5cMw+SQt5X4kt9s/P+rMZwaV9iax3l45vCZp+bA/HbSjHBnEFBf+f7tyZ9vGGN5DAAAAAElFTkSuQmCC" 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" 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" 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" 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JY0b9EiPDz8XY+qoKDg5ImT165eyc7OwTiYnb1tx06d2rVvLxKJKrUsKyu7eOHChfPn09PScYJwdHRs36F9eHi4UEeH8x6hKCo1NfU/VO0AAACvAYhmAGg4YBhGEMR/PYoGS0lJyaKFC/fv219cXMzj8XAcj4iIOHHihJ+//9yf5zVr1kzTsrioaMOGDZkZGRRFv2vRXFBQMH3q1FMnT1EUJeDzaYaJiLhz8sTJQYMH/zRnto6WGn7x4sWcn2afPHGioqICZVm5fu3a4UOH+vbrN2v2T3p6em9lPAzDHDx4MO/Fi/Dw1o5OjjWFpZIkCdkzAAD4uADRDAAAUDdKpXLlipXbt23HCSK0VasOHTro6ureu3v39KlTEXfu/DDz+3Ub1js4OKDGGIbx+XyBQECS7/wZe/DAgdOnThsYGPQfMCAgMFAqrTh75uy5M2d37drl4+MzcPAg1EyhUCxfuvzwoUNcLje8devWbVoTOHHt2rUb167t2rnT3MJi4qSJb+WNC8OwqIjIbVu36usvs7G1bd68uX+Av5ubu5OTk0D4UkCDXAYA4GMERDMANCgguOptUUnYPXr48MihQxwOp02bNkuWLTUzM+NwOIOHDHb38Fjy22+PHz48dPDgpMmT36J3MoZhPB6vdn1JUdTDBw+VSmVgYOCceXPRh23ats3NzXn44OHde3f79u+HhPuD+/dPnzrJ4XDatmu3ZNlSlLyi/8AB48aMvXThwoljx/r172dvb6/p7E10LTLDKxSKpKdP4+PitmzebGNj4+jk1LhJ4+CQkAB/f4ZhCILg8/mv3QUAAMD7B0QzADQccAzjgRCpC5qm63y1IAiikmt4VGRUbm6ugYHBiBEjkGJmJxzHBw4aeP7cuRvXr9+4dn3M2LFisZjzxsTHxX379Tcuri5Lli2rPZkxW86Gx8VxPDU19fKlS95NmxobGxsZGW3fsaO0tFQoFGqMxxERkXl5eQYGBsM/H65J92ZoaDh1+tTmzZsLhcJXZXEw7dKA/9Y/HsMwdBSmhlDD4XBysrMzMjJuXL++dfMWAwMDdw93Dge7ce16U18fc3Pz15slAACA9wyIZgBoOJhZWPTu0wcMeLWzauWqyIg7BEHUIp1xnEhOfs7aaF8ZXFNSUpRKpbmFhZOLs3ZLA319Dw/3WzdvZufklBSXvBXRrFAocnJyDAwN69SsOI4HBQUdPngoPj7+f+O+cnZxcXNza9rUOzQszMn573EyDJOWmqJix2/u4OiofQZ//wB//4C/W3IYDMNoml6+bPmff/7J/OugUozDYZ4lPatUmZIgSUJt8KZpuqCg4Ma1GwyHib5319HJycnRyadZs+CQYA8PDx6P9y+7AwAAeH+AaAaAhoNAILC2tv6vR/Gh8+jhw7NnzhIEweNyazE4EwShcVFgGEYikXA4HB0doY5Q+I92GKarq8d6I8hZ3soIBQIBjuMkSQor9VUdvXr3zsnJPbh///Pnz2/fuhUZEbF/H18sFrds2XL6zBkurq7IbFxexuZ309ERVR5/dTAM8/jRo9dOw6IxMFcFTSlBsm8spaVlUZFRyc+TM7OysjIz+w8c0KhRo9frEQAA4D0AohkAGg6MGhyH/Ou1QZKkQCD4bsKEkObNWdNq9WD79+7ds3s3R22NxjAMZYGQy9lEyJWaSiokDMNwuVyS+0ZP1KtXrpw+dRrHsYKCQrlcnvz8+fczZnK5XIFAMGLkCDt7+2qPEggEEydN7NOn96NHj+5H37979+7TxMTS0tLjx49TNLVi1So9PVbT89nxYyiRc+3DQEtoyrSpvr7Nap6f2ti2ddvZM2cqGZsZhlGpVBRFcUmSx+ebmJgEh4SENA9xc3NzdnF5W7k7AAAA3h0gmgGg4ZCTk3Pl8pXefXqDh0btYBjmHxAQGhZaS5u7UVG0lv+GrZ0tSZK5OTkpKanWNjaaz8vKypKeJlEUZWZuZmBg8Ca37/79+2vXrEE2ZrFYnJ2dvWXzZoqi9PT0O3fpXK1oViqVqSmpFRUVVjbW3bp379a9u1KpTElJ+fWXX06fOv3wwcOM9PRGXl44jtvY2hAkkZuTk5GRYWtnpzlDxJ07V69cFYvFvfv2sbCwQKZ1DMN8fX1rn59auHD+ArJSo7c4mqZVSiVPwHd2cXZ0dPL392vs7f00MXHAoEF6tXpsAwAAfFCAaAaAhoNMKs3MSIfiJvWhToOrSqXS/s9mzZoZGhoWFhbu37evmV8zjePEhfPnHz54gOO4v79/1aC9f5WDokfPnu7u7hiGpSSnrFyxwtrG5n9f/08o1CG5pJu7e7WHSCSSBT/PvxNxp2vXrkuWLeVwOFwu19XVtU3btmfPnKVZXup+X19ffT39wsLCI4cPBwQGopQaJcXFS39bcvbs2YDAwF59eqt9mus7P7WgVCqRpwqPxxOLxW7ubi1atPTx9XFxcUEe1RKJ5Mb16zRFvXYXAAAA7x8QzQDQcMAwDHwz3hH+AQGdu3bZtWPn4YOHJBJJ3359hUKdiIiIHdu3FxYWuru79x8wsJJExnH8zu3bi35ZpAmnoyjKP8C/U+fO1XbhpAZlz1i7Zo2xsXG37t1rj43T1dW1tbM9efLEsaNHzczNw1qFkQSZkZH+57btCoXC0cnJ0uplqcLAwKDQsNDjx47t37efYZiOHTvJFfKDBw7euXNHX19/4KCBlYoavgl6enr+AQE+Pk0DAoOCQ4LNzc0ruWqoVCqUZ+Nt9QgAAPAeANH8dlCpVDRN1xL+AgDAR41AIJg8eXJ+Xv7FCxcOHzp04vhxLklWVFSQXK69vf0Ps2Z5eHpoGjMMI5dK5XL5jevXr1y+rPlcqVSOGTu2JtGsQSqVVlRUoP+vXTQTBDFi5Ij70dF3795dvGjRhnXruFxuUVERwzDW1jZjvxqnyS6nq6c7eeqUrKys6OjoLZu37Nj+J6U2ROvoiPr27TNw0MsaKG+Fz7/4YvTYscbGRm/xnAAAAP85IJrflHt37x4/fuLxw4dlZWVm5uahoaHdenSHDAbAmyOTyf7a81d2VharwdSfCIU6Ls7OfgH+VlZWNR0F1rt3h6WV1Zp1a48cOnT27LmsrEyVSmVoYOjn7z9w0CAXVxftlmKxuEu3biUlJZVszxRFBQYG1tmRoZFRj549rW1s6pOCzdHJacOmP/7avfv27TsFBQUqpdLNzc3H16dP375NfXy0W7p7eGzasnn3rl03b9wsKi7CccLc3Lxbt269+vSuqdj166Exb9cCLFQAAD46QDS/PgxDb9m8dfnSpSpKFRgYZGdv/ywpaf7PPx87dnTxb0u8Gnu9xfsEfILIZLKdf/6ZmJhoa2uL4zjDMCWlJSXFJa5ubj/8+EObtm2rPQr2Ot4pIpFoyLBhAwYNepGbq1SpjIyMqi0+YmZuvmjxr6/di4ODw7IVy+vf3srKatKUKVKplBXNKpWBgb6BgWG1LS0sLSdNmTJ23FeFRYUEjpuamVVynHhvgB8RAAAfHSCaX59TJ08v+PnnZn7+8xfOd3V1JQhCqVReOH9++pSp83/+ed2G9W8YSg984iAHZT9//y1bt+iIRMgL6Nq1a/Pnzps6ZeqGjRv8A/6uSYEwt7Do1RuKm7xzSJK0+vDyYQuFQhuttB61IBKLRGJ2Rf1XiESi/v0HvJVCMAAAAO8NyOf6mpSVlW3butXQ0HDuvLkeHh7IvMflcjt36fL5iBGPHj6Mi4t/u7cK+DRBGXb5akQiUefOnRcsXFheVvbnn38qlcpKjYVCob2DPdjwgA8ckiRdXF3+KyM3AADA6wGi+TVJiE+IjY1t166dZyPPSl+NGTd238EDnlpRQQDwJlTy/mwR2rKZn9+dW7dzsrNhYgEAAADg/QCi+TVJS0tTyOWu7m5VrXq6urpeXl7gmwG8I7hcrru7W2FhYW7ui0pf5ebmHj506E0y7ALAe6CiomLfvn3l5WxlbwAAgI8FEM2vSXl5GaOOkX+79wMA6oOurh5FUVKZtNLnFRLJ08RECmpGvD3+VXWSBgCO4+/hkhUKRWxMDLzdAQDwcQGBgK8JW6aYYWRSWbXfKpVKHMchjwHwjigvLydJUkdHp9LnGIahSm/A20KhUEillV9OGjCUiqpUCvFdgGEYl8v9SF9IDh48eDcySqijA1nzAKBhg+pSTZk2VWMhhd/X18Te3p7H4yUnJzMMU+nRf+vWrYXzF3w7/tuOnTq9+T0DgEoolcqEhARTMzNLCwuYnHcHwzB8Pn/N77/v3rWL83HKu9eAYZj8/HyCgJ+G6qFpOiEuvpm/fxNv76qRuAAANBgwNSuWLSspKQHR/Ka4urra2dnduH49JzunUib/o0eOJCYkmBibvHEnAMBS6a3swf37D+7fb9+hg5m5OUzQu4PL44pEIoIkSkpKPql55vN4JMmFjbJqYRhGJBI5OTu7urkpQDQDQMMFwzACx83MzLQ/BHPCa2JsYjJg0MBZP/y4dMmSGTNnmpiyEplSUbt27ji4/0CPz3o29m7yVm4bADA0mz2DYRiZTPbwwYN5c+YKhIJhw4dV9cRgGOY97K1/IoweM2bQWy0u/XFhaPQOi2AzDKNQKD5e9waapimKoiF4AAAatrmKYdH+EETz6zNgwMCEhIS/du958OBBQIC/np5efFz8jRs3mjZt+t1337FOzwDwBiAF/OD+/eHDhpEEwXAYuUz+/PlzgiBmz5tbtbIJW4jOwqJ3nz71qb0M1IlYDUzUu0AkEg0cNAimFwCAjwsQza+Pjkjn5/nz/f38Dxw4cPPmLZqmjIyMv/1u/NBhw0xMwDcDeFN4PF77Du2Tk5MpFYVedY2NjVu3adOtezcXV9dqDxHp6NT0FQB8OHC5XE/PyhnuPwXfqjcxrqNTfcjm+WojOz/kAQPAvwVE8xvB5XL79u/3We9eubm5KpXKxMREpC53DABvjo6OzswffoCZBIAGk78PV6NSqf5tXkiSJGmaVqlU76Tep3ob+h0lK2QYhlanIOBwOARBaP/nRwephnXFpNgkM//qfQBtAP4naRbRmqlz2gmCIEkSwzCappVKZS1Xh2EYQZLVBkerKAplnGiogGh+G5NIktbW1m/jTADwRuTl5d2Lutu2fTsoUAx8yEil0ksXL4a3bt1QrQw4jpeVlh7Yvz8/L08jPTAOx9DQ0MHJyd/f39DIqP66mcDxhPj4vXv2FBQUfDN+vIur61vMxY7jOEkQKop6Iy3LMMePHo2Li0NuoJqPaZq2t7fv3a8fn8/Pz88/sHevu6dnq/Dwj878zMpEgkhJSUlJTqZp2tLS0tWNLW1Wz0nDMOze3bs0TTfx9kZvDpz3Ao7j5WVlBw8cMDE17dK1ay39crnc7KyspKQkuVxubGzs4eHBFwiqXWYYhsnl8uzkZKVKVfmdEMPMzc1FYvFHd3/rD4hmAGg4lJeVPX78qFXrcBDNwIeMQqG4e/du8xYtGqpoxjBMIpHs/PPPrMxM1qTySlsUFxeXl5WFhYf/NGeOrZ1dfbQvhmEymWzl8uWXL15s177927U0EwTx6OHDzRs3Dvv8c//AwNfT4qxtkmHOnTlz4vhxMzMzkiQ1mkmlUvkHBvbo3VuI46UlJbt37uzao0d469Yfl9sGjuMymWzbli2HDhzIe/GComk9Xd3P+vT539df64hEdepmLpd7Pzr667Fj3T08Vq9bp/MeM3yjdbhn1y4PT88uXbvW1Iam6QP79m3bvDkjI0OpUgn4/Lbt2k2cMsXcwqLqkiBJMiU5eeqkSS9evCDUq5FRy2UMx7lc7o+zZ4e3bt2A6xaBaAaAhgMyh/zXowCAumnwVXjUKgIPbt589dq17MUyDKbWXls2bVq9YoWHp+fkqVO12xNqMBxn1G4YGimGE4RMJstIT2/XocOS5ct5PJ5Gx6ASWkhGV3X5QB4d6B8UTVPV5dUhudzCgoIzp0937NyZy+VqnwFt1v+dKqQuaYjjuK2t7aZt2xwcHbVz+OA4zuPxVCqVpZXVhs2b9Q0M1AkJXqpGDMdJksRfXTWyXGpfIE4QlJYjBDtFGKY5P3J3oSiKnQeCUGqlZGEt6CSJ5pNSU2nA7HSrvREqTXhVCII4dPDg6hUr+g4YMHDwYJVSuWvHji1//GFgYPDlmDHsGWoWwSRJ5ubmLl28OCM9vYm3dz2f4exjvIaBoXcShmE0rhRVHUU01469mv9azCgkSV65fPnnuXODgoLm/Pyzjkh06sSJzX/8QXK5P82dy+VyKw2Aoig9Pb3uPXuWl5Wh+8XeEYo6duQITVGmZmYfr/tNfWjgjy0AAEpLSlJSUhmmIT/IaoJhGAtLSwuoAgP8R+A4zhcIuK+Mrzo6Or369Nm7Z09CXBxyUEblsQiCSE9Lu37t2ovcXGtb21bh4WZmZkhElpeW3rl9WyKRlBQX37l1q6mvr56uLq3WTKWlpbdv3UqIi9MRiVqGhrq5uyM5hWGYQqG4f++embk5XyC4eP68q6urf2BgJTWDYVjK8+dPnjzh8XhxsbGOTk4urq7orRvH8aSnT69fu1ZWWurm7t68ZUt9ff0601liGCYQCIQ6Ov9o+Uoi0zQtragQCoWab9AlXLtyJSkpycbWtnWbNrnZ2TTDeKiDRDEMy83JefbsWaNGjZDU5nA4bPV1udzTywtVlHyRm5uamurh6fksKenxw4edunRBoo0kyRcvXty4fj0tJcXYxCQsPNze3l4zKlS0IjYmJvLOnaKiIkcnp/DWrQ0MDWvyRigrKzt66FAjL6/JU6YYGRtzOBwbW9u42NhLFy/2HzhQX1+/Rgu9WtRu3bSpoKDAzcOjTgMz0qDR9+5FRkSUl5XZ2du3DAuztLRE58cwTKlUPrh/39jEREcovHD+fEFBgVfjxs2bN+cLBJqbi6792uXLGZmZHp6ejRo1qn13gqKok8eOCQWCGT/+6OrqqlKpXN3dnz17du3KlezsbAcHh0rLhqZpI2Nj9m1Bcx9x7OSp04cOHJjxww+NGjVq2EV/QDTXCFQkBj46kM2m0oeRkZHffTteLpc3bANAVQiCoChq/HffTZg08b8eC/DpgiQa+jeO40qFglKpRGKxRjFjGHb86NHFixYplUpjY+Oc7Oyd27cvWrzYo1EjDMOyc3LWr12bm5NTWFCwbMmS+YsWNW7ShORwEhMTf5o5Mz4hwdLSUiKRbFi3btqMGX3796coCsfx0tLSOT/95O7unpae/uTRo+nffx8YHKz9BECG8Js3bvy1e7dKpTqwd69EIpk6fTqyN+/aseP3lStFIpGevv6O7dvdPTzmLVjg5Oxcu/8G+tHkEjj2SlpoMscTBJGbkzN10qTO3bohEzuO42lpaT/98MPdqChbW1u5THbi6NGysjILS8sVq1cjW+ntW7fmzZ697o8/mrdogWyu69aseZGbu3bjRmNjY4IgIiMili9Z0qp16xPHj4tFouDmzc0tLDAMi7hzZ86sWbm5uZaWlvn5+Vv++GPewoUtQ0Nfjh/Ddu/cuWrFCmNjYx0dnb179vy1e/eixYsdnJyqXiByT+fxeH4BAWJdXaQIdXV1jYyM8vPzVbUKRJIgTp44cebUqWkzZ/61Z0/ts4fjuEKh2Lhu3Z/btv2fvbMAj+Lq+vjYWjbu7p5AEuIJCe7uUEqR0lKDlhZ9q7SF0uJaaPGW0tJixR2CJVjwBBKIK3FbG3mf2ZssSxRLgeT8vj7vF2bmztw5M7v7v+eee46Nra1UKt2za9eva9d+O3duWHg4wzA4jldVVs799ltjE5Py0tKioiKCJNesWtW3f/8vv/5aR1eXY1mSJG/fuvW/mTPTUlOtbWx279zp6elZVVlJNFDTFAUoKxSK8MhIczMzpVLJsqxAILC0tIy7cEFWVdVgnnWFovoeKSox4d5P8+b16NWrR8+eLb5QAIjm+lEPLsuOHD5iaGDo7ePt6OSEYVhiQkJyUjIaiKMvO9+2bezs7FCRtszMLBTfww/dWDY0LNTMzIxl2fj4+JzsnOrQH46jBFRgUJCJerR69szZkpISzS6CJNpHRenq6iqVyrjY2LKyMgJXL3rlWIlYEhYRrqOjI5fLL1y4oP4MVO/S09ULDQsVicVVVVVnYs4wNTNc/C49vegOHTAMKy4qunL5ilKprJ78YllzC/N27dpRFFVUVHTh/Hl0NjSItLS2CgwMxDAsOyvr+vUbHMtqpsycnJ18fH0xDEtPS7tx46bmflmWdXVz8/D0wDAsKSnpbkKiJkiAYRlvHx9nZ2cMw27fvp3yIOVRK471DwhAayhvXL+enpausS1BEv4BAchBGBcbV1Dw8FEPObZ9VBRye1y+fLngYQE6IcuxIrE4ODjYwMCAY9nTp09X1liJ4zihUNg+OkqstlJcbJysqhLXMmBYRLhQKKyoqIi9EKtUKDQGNDI0CgkL5d0hpaXnzp7TvB4My5qYmIRHhGMYlp+fH3/lKvpGQ7ts7Wz9/PxwHM/Nzb186bL2W+HgYI9m6FJTUu7cvqP5KWUYxt3Tw93dHcOw5KSkxMS72lby9vZ2Qga8dfvBg/tUTYlj3oD+ATa2vAFv3riZmZGRm5ubnZ1dy5/BsixSzJ6enpRA8PzL5F8LOI67l5RUVVX1zF/ip06cPB1zuhWGu3AcRpLEsGHD3NQvZLNdpVW8hwzDVFZWCtDaLxzPyc5e98svHIZ1696doiiVSkWSZEJCwvx581xdXT+dMcPC3Pzu3bvffv316pUrf1iwQCqV2tvbf/XNN5/PmmXv4PDp9On2Dg4cy1ZWVS1duDAjI2PuDz8EBgWVlpYuW7Jk1fLl/gEBmqSTLMMcP3asd58+H0+dWnftIMpi0bNXL4Zh5s+d+8777/fp108gFBIEERcbu3jBgo6dOk2ZOlVPX//q5cvffPnl0kWLfvjpp0ZCeFH47L69e01NTVHZF5bj9PT1o6KjNZHrmhgSfkJfpdq4fv31+Pgvv/46ukOHysrKVStWnD59Wjv0Fmlu7VcFpa3Qvm5BQcGpEyc++PDDdkFBNra2GIbl5ub+8P33BEGsWL3a2cUlLzd37rffLlm40N3DA1V3y0hP37xxY+cuXT757DOJRHL54sXZM2fu2LFj2owZde+LZVkjI6O58+eju8BxXCgUxl+9mnT3bkBQUCMBygKBIDkpaeXSpX369evUpcvW336jGv0yIUky6d69zRs39h80aPKUKWKJJDEhYeqUKf9s394uMFATX8EyzNnTp99+992Ro0fjGPbz6tUH9u7t3adP5y5daAyrqKhYuWxZwcOHPy5a5OfnV1BQ8NMPP9y/fz8oJKTei6Iwj2kzZ5IkKRSJOI4TiUTZ2dmXLl2ysrY2MTVt/HOKqzX3+l9/FQgEY8aORZlhsBYNiOb6wXG8tLSsUD2SUyiqQ9rlcnlZeVm1sFMvhdZEu8tksvLyMo2TTxNAxnGcrKqKb1UTLy+gBJq3qqqqUtOKU49K0RcKx3GVVVXlNQFD/BcHw2hmuCorKivKy/AaqY3jBFuzq6KinF/Qqj45y7LoGPRFU15RrqiRgwzL6unroV00TfPqXEv+GlQZoL9VKlV5eRnLceiEDMPI5XLtXdqt5IrqXUqFoqyslKwJWGRYVmMlhVxeq5VKY8DHbUsShGYEL5NVafeQ4zhkJTTZ98iA6q9XzRd6RUVlRUWNATFMJBKhXbxtKysqKiqqlTE/JOD9PRoDyuVyjdmFQiFqxbBseXmZ5suDYVmJRKwxYHlFOc0w1VZiWZlMprGS5tFXW6nGgEqVqqyiXDP2ZxhGM3BXKpXarfgxfY0p+DewrEwTDMqxnFL12MtZXFJcUV5R932mabpzly4rVq1sRXVPOGz58uXz582rNw3WkxAbG7t6xSoMx/hX8VlP8pqh/l4TCAQiET/+bD7RLJFIevTooT1T3yKhBIK4CxeiQkM1Ya9KpZJhmImTJnXr0UPzQ3Dk4EFapZr9xRd+6jqyDvZ2aWlpq5YtS3nwoK2fn1gsdnZxEYvF+gYGKGMDQRA3r1+/fOnSB5MnDx48SH0Ou4+nTp04btzpU6fc3N01X2huHh6zv/zSxMRYqVTVdXNyHGdiamprZ4fjuI2Nja2drVwmZ2j63927JTo670+e7OruplKqevftk5iQsP7XXxMTEoJDQxsSzci9vW7t2ke/gzRt7+jY1s9PX1+/ltOdIIis3NxTJ0506NhxxKhRahc1+e57752Niaml0mp9frXd9pq7GDZy5DvvvYfMy7uZL1xITk5euXp1504dMQxztLf76OOPP/7ww1s3bnTt3p3DsNLS0rLSUh01ZibG3Xr0EKijfuv1BHMcJxAKHZ2ckKdMpVId2L9/0Y8/EiQ55q23dKTSemUin7aiomLJokUmZmZvv/MOmlVoKJU1gmVZHYlkwjvvDBk61MrSAsMwVzc3Y2Pj0pISmqY1opmmaU8fn4mTJpmZmREE3rt37yMHD2ZmZvK/myT54P79uNjYN958s0/fvjRN29vbTXjnncuXLiGRUC84jtvZ21ebHccvnD+/bPHi9NTUr779Fjn+GmqIqQcG586ePXL48KfTptk7OGh+0FswIJrrh+M4qVQ6aNAgW/XIFeEfEOAfEFDv8eEREeEREXW3kyTZPiqqIet379Gj3u0ikahnz5717tLR0enbr2+9u3R1dYcMHVrvLlMzs0GDB9e7y9zcfNQbb9S7y8HR0cHRsd5dLq6uLq6u9e7y8fVF3ui6tAsMbKf2YdclVE29u9BS67oIhcJOnTvXuwsniIasJJVK+/brV+8ufX39gYPQL1BtjIyMho8cWe8ua2vrocOG1bvLzs7ujQZs666m3l3ePj7ePj717goMCgwMqt+AwSHBwSHBWZmZf/35Z73fyxRFiUSiFr/6SpvnHCGo1+LwH9KOnTq27Myjj1AvsdqyeUtuTk6z5AOuQSgUBjfg+mpJsAzj5OQ0XC0K+X9zXHZOzsH9+0+dONGnT5+2/v78aFmpTLp3j+O4bX/8sWe3DsuyJEGkpKQUFhamp6e39fPTeFtR9lz0VqekpMhksiuXLn2Xl8ewLKH28paWliYnJ6tUKiSwWI5zc3XV19eXyeQN9rDGv8MvlKP5uI6KioqkpCRXV1cLCwulgp+sp2nCLyCApukHKSnBDXxLa0Jdv/n2Wytr62r1yXFCkcjExAQt1NM+GMfxoqKi4qIiVzc3pERZfv7TwtbO7qmKk3McJ5FIPDw9ObW/Bo37EhMTOY47fOhQXFwcy7IEQRQWFKD76tq9O8sw9g4OgSEh27ZujYuN9fLyCgkL69ipk5W1taLGc1H3KgzDCASCO3furF216tjRo27u7t98911oRES9ihmNkbZt3ZqYkLBg0SIzc/PKykok9/kRD47X+23CMIyru/tYK6vjR45sWLfu4cOHuTk5iQkJHR7/BeQwzNHRUaqjo1KpCJIUSyQoDo0f8KqDvOVyuYurq8Yl7+DoaGpm1rhV0d1lZmZuWLdu1z//GBgYfP/DD71692ZZtvFszXK5/K9t2ywsLJBhsVZAK/oFfVpaw0QD0PIwMTFpqMRAK5kQ1/D890vTdERExNsTJ2KtiYtxF7MyM192L1oCLMvaOziMe/ttzUJAHMe9vL1nTJ0aFxvrp3bB0DQtk8uVKlVaSopAIOAP4uPTyB69ehkZGdXr50MTmAzD5OTkyBUK/szq1BzhkZGenp7aTZ4hJTBN0yqlUmxkpD3ZJRKJ+In4momyeuEPEwrbtG3r7OxEM9V94DB+oqbePqAvKY0DFcUJ6Dx9CkJeiaoTTWj6UVlRwbFsRnp6QUEBMg5Bkl27d7e2sWHVGBgY/Lhgwf69e2NOn7518+aRw4cXL1z42fTpQ4YNq9fgKEnFX9u2LVm4UCwWfzZz5uAhQwwMDFQNKASSJDMzMv74/XehSHT0yJHDhw4xDJORkUGR5IL58zt27BjZoUPdcThFUbdu3Zo9fXrBw4eu7u6WFhZR0dElJSW1jsT5+WqKz62hyUBSyxmvDgfX/FMoEEjE4kai8pCaP3XixNzvvispLn5zzJg3xoyxtLJqsnoLRVFXLl+Ou3BhzLhxFhYWrWTNDIjmhj3NulKRqNXMZQMtArXjQeeZAxKAurSSXwIN/42nQC6Tn4mJiYxqr6Ojg7VoWHV8GlfjsRMIBK6urhIdnaLiYrRFKBTqSqXmZmY/LlxoY2uLUmqUl5dnZWZaWVkhR2mtc+I4rqevLxQKJ73/ft++fRQqfh0LzTDpqakSHR1KSyg/uV7WxKTp6OiYmJrm5ORUyWRSXV3e802S2VlZyBPc+Ek4jlOpVEoV3eRbxHGcobGxgYFBVlaWpgN8GGFZmb6envZx2qKQDyYsLW3yToyMjMRi8f+++srfr61SReMEoZTLU1JT+WBr9RKdrMzM/Pz8IcOGvTF6dHZOTsKdO4t+/HHjhg0dO3c2MTGp+5GnKGrvnj3fz5nTo2fPKVOnOjg68neojoTUWBitXNQkgKMoys/fPzcn58rly2ggVFFRQeD49WvX3D08+Ib1VWHcsX17dlbWomXLIqOipGKRTKGMOX36Kb6COM7U1FQkFObUzBShmGPk526oEUVRly9dmj1jhoub2+Jly9q0bYvu4nGj4vyIjuOfr2YLTdMnjh3DCSIyMpLPDNg6PM3NOAH3ukORFM5nOQSA1waFXJ6dldnadB7w2qFQKi7EXpDL658Nb8EgOUVRlKyqCs19CwSC0PDwrKysMzExBB9Qzq8OXLxgwXvvvJOdk1PvOlSO43zbtNHT0zt86FBZRaVQQAko8vCBA6NHjjx96pRmPclT9Ypf30bxalsikXTq3Dk5Kenk8eMCAaUjERcWFOzaudPe3t7H1/dFfbfwEtzcPDAo6OyZM8nJyToSMR8de+ZM0r172rcsEotVKlVWRoaQIiVi0eWLF2/fvk00upwOx7Cg4GCVUnn08GGaYQUCisDx37ZseXPEiIQ7d5Dx42JjJ02ceOzoUQFFOtjZduna1dXDg7+1+hyrKLpjw7p1IWFhX86ZY+/gIJfL0foZbV9veXn55UuXHty/j2I5TM3M5i9YsPG33zZv3frbH3+s37TJw8OjTdu26zdvHjp8eL3XYhgmLy9P38DAx9dXKhYxHHb+7NmkpCS+xw1nWa5lVQcnJw8vr6OHD+fl5elIxDiOnzh2LCc7uxGjKZXKzRs26BsYzJs/v42fn1KpRNEymjBopLyvxcffuX0bjTqqzVJYGBcb6+Tk5ObuXm8W8BYJeJobDtZRyGlVqxg5AS0GpVKZnZ3D1syNAsAri7pKBdaC4ThOLpdrFvhqNorEYpwgcnNykFOZZdluPXocPXTox3nzbt64YWNre+3aNZQewVmdAQ2tIVMoFJoV1XyyHQ+PEaNGrVm9uqysLCg4ODcnZ//evR6enl26dEGyBl29yYVZHMfpGRhwHLdm9eryior+/fuTJNmrT5/TJ08umD//1o0bZubmF86fT0xI+Pyrr6ytrRsRzUqlUi6XNzKhX90ltauS4zixWPzGm29euXz5k8mTu3XvXlRQcOrkSe31ahzHubu7m1tYLF+6NCMzUyGXX4yLEwoEKq14D7Q8XdvHyTBMYFBQv4EDN/z6a3pamqenZ/L9+0cOHuzes6efOogcx/HAoCBzc/N533137epVMzOzO7dvnz5xYuyECSZqV3StbpMkeffu3aS7dx8+fPj+u+9qJg0YhnF0cpr5v/8ZGhryxyQmvv/uu127d//2++8pgYBT54rWju5QKZUkSQoEAhSCXNc+JEkGBQUdP3Lku2++CQoOTk5KunHtmlAguHP79uGDB3v36VP9Jsjl2vX20Ppy5BhGiT7eGjfuy9mzp3zwQfvo6NQHDy5dvCiRSmu9h9oXzcjIuHrlikwmmzltmiaqjX8x9PRmffGFkzp1WGFh4dQpU8zNzdesW6enp8dnuCKItNTUxISEIcOH6zeSqbrFAaK5QWRVspadoxtoecjlitQHKTTTWgb9APBqgkRht+7dTc3MtGfG+YQVJiaDhwyRy2R5ubm2dna8V9LU9IcFCzZt3Bh3/vyVy5d1dXWnz5o1fORIkiSRO1MkEnXs3BllIEaLEwiCmDhpkomZ2b49e/7dvZuiqL79+0945x1TMzOkxUUiUddu3Vzd3BoPS2UYxsvT89333jt39mx+To5mPd8PCxZs2bTp3Nmz9LVrZubmPy5a1KVr18bXRQSHhJiZmUml0nqPUUc86nbv2dPHxwcdQDNMaETEkhUr1q1de+zIEYlEMmzkyCOHDrHqu0P+Whc3t3nz52/euPHYkSP6+vpvjh1bUV6el5cnFArRykhbW9teffpYWFpqxC7LshKpdNbnn9s7OBw/evRuYqJIJJowceJb48fz+fLU2s7B0fGnxYs3b9gQFxtL07Suru7Hn346bMSIhh6lUCjs1qOHTCZ7TJ3zOZQkmixMBgYG0R06eHl58VtqdKfmYBzHI6OiUEa/hgYeLMsOHTFCJpefPH78n5QUaxubabNmyWWy9b/+mpyUhAJ1+OXvXbva2tpWh9OwrLGxcc/evZ1dXJCaZximZ69eFEn+sXXrwf379fX1J3/ySXp6uqFBdVKseu8wqkOHkpIS/u40gT3qXAiazFRikSg8IsLAwEATJY/607Vbty5du7aqgMDGyj+2KpKTkseMHp2ZmYlGhwzDWFhYbN/xDxpmAcBrwY3rN777Zs66TRsMtL4ijxw+/O7Ed7p17756zc/axVRVKtXVK1fir8aXlZUaGhkFBQX7+fvVmg7mOC4xMbG4uNjQ0NDDw+M/SFpcVFh05kxMyoMHCqXS1NQsPDysoVwilZWVF86fT0hIUCqUlpaWYeFhtTK6LF+2/Ls5c2bNnv3ZdN6DouHdie8c2L9/3YYNPXvVn6MGseDHn+b/8MO333334eSPsFYDTdPvTnzn+LFjGzZt7NK1azNdpbS0dOWKFR98+KGRkRH2WsEwzMrlKyKiovz8/Rv3qqjL44lYlncS19ouEotwDFOoc1OgjQRJUiRZVFgok8n0DQz01EU0tGf/+aSZWhUlNGGmlZWVJcXFIrEYBeNqVB26Css8yvjZSD9JilLI5fxqxRqphyJ0S0pKFHK5kZGRQChs0oUkEokIApfL1QsTGzYITTMqlYrPmKFUXrt2TVdPr02bNgUFBXp6esVFRcMGD+7SrdvXc+ZoYmoFAoFcLi8uLtbV1dXX10er1hRo+SOGkRQlFFB1E+qh/peWlpaXl0ulUr7a3+P1qNEPfWFhoUKhMKhj8FrwOYyFgrrCkOUwTU/UAxUh07DBRerVeA0l6Kg2EUFQJFlaWiqTyUxMTFAJa7lMxr8e6rWk1W+CViJXdF3V43HkAoFAoVAUFxXp6unp6uryo6/HX55athKJhHXvjtN6RdGz47TuF5lFJBQ8SQj7awrKdvLt119/+NGHqKAEeJoBoKXxhEGH8VevLlywMC72QlWVjKFpkqJ0dXUjIiNnzp7lpa5hi2AY5scffjh65GjHjh3X/PqLnvYanWbg2NFj877/PjkpSaFUouhPIyOjkW+88elnn2rqIyBiTscs+OnHmzdu8iWsGJYSUMbGxiPfGDV5ymQ9veqksMArC1pR1LJdNnyOi/pyvfFRCnW2swyjZBh9Q0MDIyNOSxI9alIncwWfwV2pFIlEltbWmNYKrUau0lA/aZWK12RazlEky3R1dfX09FCquybP07gcrGUQ3jeJ439v334pLm7ejz+2ads2Pz9/46+/lpSUdOzUSdtzqVL3zcLCAt1vrXMyNC2rT7Gh/kulUl09PU6rIIAGVKLc2NiYT0NRx+C1r8IwMlkT4Qd83YBGDd547hEE31WWrWV2kVis8fHXfRPqvS4qmmOuNppKzfP0vKGXmWGYqqbM0vKA8IxGrdOaktoCLQBdXamLq6tYXF14BVHXPZyYkPDZ1E/v3L4t0dEJaBdgb++QkpKScOfOwQMHHj7MX75ipYury2MpqNR+jObufHpa2vfffns3MdHOwSEkNFQiFl+/di0hIeGXNWvMzUwnvf++5sj4q/Ezp09PTU3V0dFp166dialJUlJyemrq6pWrMAybMXNms35yS0tLL5w/f/fuXaVSZWNtFR4Rgeo1aiOXy+/cvq1QKGxsbe3t7bHm5/79+xfOn8/JzsFx3N7BPjo62tLKqt4jc3Nyzp49m5GejhOks7NTRGSkqalpM/WKpul6n4VEIunevXuLT53xtDxDplt+kPwiFufVO4BpviXFLMuKRKK3xo69l5j42ccf29rZVZSXFxcXv//hh6FhYbW+bTQFrV6scZ75tM1NLbM/21N4Ze/udQdEYf0QBFElq/pt82ZTUzOGhTcPeA0gCKKosDA7J+uXNWvVCV/5X0GKL9KbyK8NqjlMJpOtXLnqzp07RsbGM2bOHDlqJKrBvnHDhpXLV1y9cnXNmjU/zP9BexVL3SpczcGF8xdSUlLMLSxX/7w6KDhYHapR+OH7H+zbt++ff3YMHjrUzMxMXUezas3PP6empBibmMz+/H9Dhw0TCAT5+fn/mzlr//79237f2rVr15CGSzA8DyzL7tm9e+WKlclJSbyHm2UFAoExH6I6eMrHH/Neqxpyc3I+/ODD7KysDz76aOasmVhzolKqfvll7S9r1hYUFKCJb6FQaGdn98mnU4cNH/6Y006p3Pr71jVr1mRnZqIyk0Kh0MHBYfLHU4YOG9Yc1UyWL1+emZ4eGdnew9PD2cVZR6d6ukAkEkVERr7wywGvEQzD+Pn7b9m69cKFC5kZGfr6+kHBwc6urpqVdgDwCgKiuX5wHK+sqFy5YqUmwQoAvOKg5UEkSR4/dry6zrt6I/I0a17j+/fvx144j+N4z169xo4fh6SSrq7uu5Mm3b51e8/u3WdPn87MzHRsoBjkU5Gbm/vLmrWGhgYTJk7U1dVt/OCKygo+KSzFL3ZBW4xNTL74+qvuPXsYGhqKRCK0MTkp6crlyxiB9+jVa/Sbb6L7srKyev+jD2XqdAHFxcVY87B71+7PZ88uLi42MjYOj4jQ09O7fetWWlraL2vWlpWWffv9d5p71MyK/gfOnhPHjy9bslQmk/n4+vr7+8uqquLi4lJTU7//7nt7e4ew8DDNkX/99df3331XWVlpbGLi6+NDkOTtW7eSk5O//vIrqVTap2/9RTSfh8yMjM2bNv+57U9ra2snZycfH9+w8LCg4GBDQ0OYxwNomjYwNOzTt69m5R84R4FXHBDNTQCKGXhd0JRp5ZfY1yTdV7uIH/0Tw7DUBymFBYVSqTS6Qwdt56JIJIps3/7QwYMPCwpSU1JeiGguKSn566+/bGys3xg9uknR7OrmpqOjk5+X/+7Ed6Kio0LDwlxcXNzdPXweXwj44P6DwoICHYmkfftI7Y9nSEjI739sRSOHxj/CaEuTH+1aB6Q8eLBqxcri4mJ3D4/v582NiIggCCInJ+eHuXP37N6za+fOkLDQkVq11v8bDz3LskeOHCktLY2IjFi3YYOJiQnHcTeu3xg/duz9+/d3/PN3SGgIMkhyctKva3+tqKjw8vaeN/+HYLUv//r16x9PnpJw584va9eGhoaaqn359d7+s8EvFVKTn5+fnZ19/tz5LZs36+npqfW9X2hYmLuHu5WV9fNfCHhNQSX6XnYvAOBJAdFcPyjfytjx40xMTBjIegu8DpAkkZOdE3PqdL+B/SUSCcuqV5eTxL17Sf/u3q2Z8SwpKVGpVFIdHTOz2pGsFhYWQqFQLpeXNll268kQi8UisVgkEkkkkiYPDg0NHT5yxLatf6SmpiYlJW3ZvMXCwsLZxSUiImLsuHEWlhaP+k/TBlIDYxOTWmeo13mpVCqrqqq0t6CISblcXmt73Yba/4yLjUtOTtLR0Xn33Xejo6PRRhsbm0+nTbt9+86d27ePHDo0ePBgjZv8echIT//113VWVpbjxo9v3HTqRTxVGIcJKD7/KxK7fv5+CxYtTEtLc3Jy0jz32AtxaWl8FPjEd94JDw9HGwMDA9+d9O6Ov/8xMTYpLinl86NVlzdu2j5PgmYFEqkGdbikpCTm9OmTJ05IpVJnF2cXF9fg4KCw8AgXVxfNfEILAI1gUWa0WjvIerc/7clJUjOsYRimVkgDMjhKUYcqcdQ9SfUA+/l6oukPRVFoeMZyXK1UFbWOJEkSdV5TP6/WXqzh+2o+NLfAqYPLn+TS6BFrVzlBVkWZmJu0auOmaPK62lteyEN8WRAkiWn1v16rvjqAaK4flmV1dHTenjjxv1nEAwAvhNu3bt9PSv5oyhRdrVwTx48d2/fvv9rlXvlk+/wPUu0vWYap/tbGny+8NSsrK+nePX52PjNLpVSWl5WfOH5cT1+fIIg2bds2lGVMLBbPmTOne/fuhw8dTkhISEtLy87Kys3Njb1wIf7atWXLlqIqvjjf/epstY13A1fL6A3r1//+22/a2+VyuUAgmDl9+uezG/sCVCqVfIa+GodrYmKiXC53cXUNCXssYNrRwcHf3z/hzp379+8XFxVrxP3zUFBQ8Ocff3h5e78xenTjopmiKFc3N5IiL168OHL4iOgOUe3aBTo6Onbp0kXT8+r+JyTIZDJnF5egoCDt7W+NHfvGG6M5rDqMh+Pr+/IFjT+b+unzZxhUKBS1dLBmPkSgrlJx5/admzdu7t+3TyQS2djaBgUFhYaFRkZGWtckeHp9UdF0ZXk5SVGoGIRmO0PTpRUVQqHwSUaS9cLna1OpinJzaYbB1Z9WY2NjkUikyX1GkmReXl5WZqZSoZDq6trZ2xsbG/PVvB8vHVJWWqqiaaFAIG1qFqhxSIpiaDo5ObmooIBhWX19fQdHR109vbo5K9AblZGenpeXx7GsgaGhvYODRCJBgyscx5Xq+0ILIgn1fQlr7uvZDIUKizR5JEpsl5yUVFpSghOEhaWlnZ0dUu2NtEIDch0dHU0qT5KiSktK8nJzTc3MDA0NG+k5RVEMw6SkpBQ8fMiyrImJiYOjo0AgeJIl10qlsrKyks9AV3OffJ4QXV2apl+7+BaO40qLi0mK0iwLVigUMplMRyoVvJKZGF7FPr06vHbvH9DKQd6RWhVNa73GJiYmQqFQJpPl5GTXap6VlYWSWGmvaXsGjhw+PGvGTBROLRKJykpL35n4DsuyYrH4tz+2dujQoaHOYxgWFR0dFR1dUVGRlpqanJS87Y8/zp8/fzE29sKFCwMGDuQDnY2NhQK+/3m5edrNq6qq7t29p1Ip7eztLS0tNdt5g9QuWqtOzs89SmpbD2pdrn2SouIijuMMDQ20c2AjN4mZmRlJkpUVlc/vmkWIJRKRSCRW0+TBw4YPj73AG+jqlSuXLl4Ui8U2NjYeHh49evUcNnw40qwMwxQXFWEcZ2BgoK9fO28gJajnh+AFOK4et2F9+6t/9NUjIFalUiqUypaR85UkyeSkpG+/+UZAUTP/9z8fX1+kCwmSzMrM/OrzzyPbt584adKzGZmPC8rO/uarr3Kzs1U0raOj8+3cue0CA1GuksKCgj9+//3E8eOZGRlyuVxXT8/JyWngoEF9+/eX6Oigd54giIqKip9+/PHGtWth4eEzZs/WFK14WiiKSrl/f83PP1++dOlhfj7LsvoGBt7e3uMnTgyPiNAe3FIUlZWVtWn9+rNnzuTl5jIMY2hk5O3j89b48aFhYRzLkiSZnpT0+axZhQUFIrFYX1//m+++8/bxeeZXorKigq9doqfX2CJXteM/NjZ246+/3rp5UyaTYThuaGDQoVOniZMmWVtbN3R1vu732bOrV66c8sknUdHRSnXBv5vXry9asOB+cvKn06YNGTasoVxvFEUlJyX9unZtXGxsRXk5y3G6UmlAYOCk99/XvCoNIRAIYi9cWLlsmUwm422r/hCJRSL/gIARo0a5uLq+Rp8ggiDKysq+/uILF1fX9z/6iFSnoz525MimjRtnzJwZGBLSZEnL/x4QzQDQunBxdbW0sryffP/wocMDBw3SyLKSkpLjx44rFApHRycX50cp57TnLp/0Ei6uw4YP4zisvLw8LjZWIpGEhIQIhEJKILAwN6+3CcdxWzZtPnDggKOT4zfffKOrq+vj6+vj6+vs6jL2zTH5+fm85lPj6uZmZmGelpp64vixIUOHaHw8/+7Z89UXX1IUtWjJkl69eyFpTNP0+AkTPvl0KvohwdUbP5ny8ZHDhxcvXdK9R4+GdDNFUYsXLVqyaLFGbVdPPbP8PGKtg1GCnecPYE5PT7+ffB/H+fhpXuYWFx8/dkxHR4ekKL+2bfUbqOllZ2e3fuOGw4cOxZyOuZ+cnJaWlpbKc/r06dTU1BkzZ1ZHjBDqEmJPoIvQaGfh4kWdu3R5HscBRVGzZ876e/t2bWczUlFo7lUoFLp7uLu4uLQLDAwPD/f08nqSQcJrAY7jVVVVN65dKykpMTI2njt/vjpiil9WLpfLr1+7ZlffHKb2KKLxkysUiuSkpPy8PFQRGjmtSZLMzsr68vPPTxw9yqgL+xkbGxc8fHgmJubypUt37tyZMXu2xiHNsuzdxMTLly6Zmpk9syuXIIjc3Nwv/ve/mNOnJRKJnb09QRBZmZlHDh26fevWgsWL20dHo48eSVGpKSmzZ8w4f+4cxnFGxsY6UmlWZmbK/ftXL1/+5vvve/XuzWGYUCRydHQUikTX4+MpipLJZE++9qBWmAfLsosXLLh27dov69ebmpk1ND6hSPLggQNfzJ4tEAj69uvn7eOjVCrPnzu37Y8/7t29u2DxYksrq4Y+BThBCCgKzcuhK+7Ztevq5csTJk5s6+fXUCuBQHDt6tXpn32Wk53ds3fv4JAQiqKuxccf2Lv3zu3bi5Yubevn14jwxXG8uLg4Pj7ez8/Pp00blGY7Oyvr7z//PHjgwNz586M7dHgS3dz4y9bIXrxmMFxdlVCrBM9THY9gGObO7duk1o8LKkxTd7azyU/HE358nhMQzQDQckDxi40f4+Do0LVrt5QHKadOnZz73XeT3n/fzMwsNzd3+dKlsRcukCTZu2/vx2MMeDFYVlZ2/tx59W8z+sXl9PX1vLy9tUsMaojuEB3dgY/6TUtPGzxgkI2N9dLly3Qer05SC35mVqk4ExNz5fJlH2/v4SNHoun78+fOl5aWSiQSK+vq5WIufJRzeGpKyonjJ5YvXTZuwngdHZ24C7FrVv9cUlISHBISEBCgfWaxWFwrHzDqs46OtFbBlFqIRY8EHI7jZmZmKKlfYWGRdgpklYrOzspmGEbfQF/3+Yq/7Nm9e87X36DpdbFYfDcxccK48fyZ9Q3++vsvlIavFkiASqXSocOGDR02rODhw9TUtOvXr23etCk5Kfng/gOj3njDxcWFJElTU1OcIIqLCouKijTGxDDsId8klSJJVzc3PT09jULhrdOofZ4Eoag6wpthGPRmikQiPT09ZxdnkiAnvP22n79fvfKxBVCd+8/e/sSxY8eOHBk0ZAiKkkfbaw1B0UNXKBQojyGapm/kt58PhyUIMzOz7374wcfbS65QotQT63/99dSJEwKhcGDfvqPefNPIyCgjPX39unUXzp3bvm2bp5fXiFGjNPJRIBDU7Um9oALO2oXoNNv5z+yVK6amplOnTevQsSOG4zevX/9x3rx7d+9u3rgxKCQEfdyUCsX6deviYmPFYnG/AQNGjBollUpv3by5avnyBw8erF6xwt/f38LS0t7efunKlenp6ePefPNhfn7jihmN5JXq2QlUOVw7ObH6K0WJZHdD5yFJMi01demiRTo6OguXLIls3x4NbEaMGrVh3br58+b9+ccfU6ZO1cg+bVQqVWhoqL+/v0gkUiqVSDRXVlba2dmNmzjRRB0PU2+fy8rKli9blpWV9f0PPwweMgSNxoePHNmhY8epH3+8dvXqBYsXi9VDrEZuXCgU9h848O23J6CDVErVsWPHvpw9e8EPPzg7O9vY2jYy3EXFBVG4jlAoJElS+1dDY1WGYdSlEIV1485xdYQVSruJhsTI2mg6kXcsaD0FzfJ0VP6m1mNC76HmJVSpVNEdO4ZFRIhEIo2bGXUJVQwgcFyoromobR/08eH7rC7UVbfPLxAQzQ0iFotfzZAaAGgIMzOzgYMHNb6aSiAQTHr/vbuJiadOndqwfsOe3XuMjY15KVhYyLJsnz59xk+YoD2bifJR3L59+92JEzUbVSpVu3bt1m3c0HhdDLlMjn7LUYxa4w+uX//+e//de/ny5TnfzNm0cZORsdHD/IeZmZkymax///6a1MtCofCDDz+8fev29evXly5Z8ttvvwkFgsLCwsrKSgsLiylTplhaPYrNqNfroKmt1Xh/ah3Qpk0bqVSal5d3/PhxH99HCT1u37519coVjuO8vb3rhms/VfJjD0/P4SOGEwRRUlISFxunp68fHBxMkqREIqm76hFRVla28KeFd+7c7t6jx6T3JpmamZmamQUFB4lEotmzZlVUVFRWVKIjfdu00dHRycvNjYmJ8fH11dzjwh9/2vrHVg93j3UbN2hXfHwhPzkMwygV/G+zhYWFk5OTl7d3aFhYWFioVFc39kJs586dCfLFJ4d+dWAYplefPrdu3lyzalVgcLCmEm8tCJIsLyvbt3fvsSNHysvKXFxdBw4ezEcsPMEryhce4pecsRRFJd27d3D/fpZlu3bv/vV335mZmdI04+3j7ezi8sG7796+fXvXjh1du3Y1eUrXMo7jpaWl1+Lj9fT02rRtq4l0R1IyOytLIZM5ODj07N3bzsaaZjkXF5eCgoJjR46YWVjIZDKBgF+iejcx8djhwxzHde7S5atvvjEx5VfY+/n7yeXypYsWFRYU3Lp1y9rGBiVqfJJqkUilHdi37+CBA5mZmfp6ehGRkf0HDbKxseFr6fEpyX+/Gh9fXFS0ZNGiYSNH+vv716sjjxw+nJaaOuuLL8IjIh5V5ybJocOHJ9y5U1VVJZfJJDo6dftDkuS9u3ePHDrUs3dvTy+vKpls65Yt165eLS4u/nHu3MFDhgSHhta9IkVRF+Pi4i5cGDJ0aP8BAxiGLyqObqdjly5jxo5NT0srKy8XP0G8u0qlUtSUsCYIonvPnikPHiz66adjx46NGz++oVYURT148GD3zp1XLl5U0XRQcPCo0aNt7OyQzMVxnKbpo0eO7Pv33+zMTCsbm959+3bp2pVP/K+egCpUL7do6+9fWFCwa+dOhVzevWfPocOGnYmJ+Xv7drlM1qlz5+GjRhkaGvL5Q0kyPT19144dEZGRd27dOnToEEkQHTp1Gjx0qDrFQj2Pg6SoWzdunD51ql///k4uLugYHMfPnz377549yUn8Uuxu3bv3HzhQV100Ed17ZWXlgf37jx89+jA/38rKql///l26d3/miKPGAVFYPxzHSSQSSgj2AV4nrG2sx44f1/Rh1taLly759Zdf9uzeU1xcXFJSQpKkrZ3twEGD3nn3XVRDRINEItHT00POCc1GgiQEQmGTM6cEQejq6kokkicJXLC2sflp4YJlS5fGxMSkpqbev3+fIAgTU9Pu3btP/niKth51dXNbunzZsqXLTp08WaLOykySZHBIyIeTP+reowfWPISFhfn5+Z07d27DunUGBvqD1Ikybly/Pv+H+ZmZmcbGxv3696+1cg7H8cyMjAsXLmgiOliWs7K2cnGpHf2C6K4Gw7C7iYnDhgx1c3NbsXqVsD5fvgaxWJybm3PyxInsrKw2bdoEBQeh2duLcXG0ijYyMjI0Mqzuf2iYm5vb9evXN67fYGtr27VrV6VK9fdf2//991+VUhUcGmJra1sd7v3isLK0GjFqZFR0lKenl7OLs77+owrnXbt1xVo6rHq0ENm+/adTpvy2adP0WbPqzswQBCGrrJw/d+6+f//t2KmTh6fnuZiYkydOfPv99z169aoTjl8PmrnvpHv3CgoK+GqLPXoYGxujusc0Tds7OER36pSYmJiWmpqVlWVmYfFUUTe89ElNnfz++75t2qzbuJGqUZD8QjR1JWpKIMjMyJj33Xe9+/Zt27atsYnJuAkTxr/9NnK1osPu3b1bWFgokUg6deliaGSE+objeP+BA9u0acOpE9E8VTAuSZJ/b9++4IcfIqOi+vbrl5Ge/suaNbdu3vxx4UJeTnHcw4cPUUxzdnZ2VUVF3a8g3vIy2fX4eCMjo/DwcO10DQzD6Eql382bxzIM8mvW24Hk5OQN69Z5eHn5tmnDsWx+fn5lRYVKpcrOzi6v74poie2Na9cwHI9s314gEGi80WhV3+RPPqFVKuTUf4bMfSh5/I34ePmoUfWehFTHUk+bOjU7K6tj585ymWzLpk2JiYkLliwxUstcHMc3b9iwYtkyP3//8MjImzduzPzssw+nTHn3vfeQx7ikpGTb1q17du/GMMw/ICAnO3vpokWnTpzIzc1t07ZteVnZ4gULysrKPpsxAzmYc3JytmzcePTQIZwg/Pz9H+bnL120KPHOnTlz59ZbEJQkiDt37mxYty6gXTtXDw++SwRxYO/eOV99ZWBoGBoWlpeb+8PcuampqdNnzUK/ShyGrf/1100bNnTs2DEqOvrKlSszp0//RiYbPGxYc4R3gyhsdE2VOmkXALwu0DQtl8mkurpNilRrG5uv58z54MMP79y5U1xcbGxs4uvrU28StxWrVjIMU+uEmkV+jV/FxcXlyLGjaOb0Sfrv7ePz89q1GRkZyfeSysrL9PUN2rZta2b+mIhHeHl7r17D1wVMSkpSqlS2trZezRwRa25hMW3G9JypOQ8ePPjqiy9XrVipFqy5ZWVlIpFo4jvvdO7SRft4Tv0LtG/v3gP792s2qlSqt8aO/X7e3MavJZfXeOirqoQNhDIjRCLRm2PejIuNTUlJGT9unJOTo0goysjMzMvNpShq8NChSArzoc/2dlM++Xjm9BkZGRkfT55iarRu6FYAAPhWSURBVGrKZ2AoKlIoFAEBAZMmTao30uY5mfoZn4Kj9Wa7V6/K7dyly4BBg/7688/20dGdu3SudQhJkkeOHNm9c+dnM2ZMmDiRT3wxceInkyevWLrUt21bW1vbJ//hz87Opmla38DAUSvVIMdxFEU5OjqKRKLy8vKipyn9o07yzmsf9B+aZOeDTWv0Jcdx7aOifNu2vXLp0p5duw4dOKCnp+fu4REaFtY+KqqNnx9JkkiK5eTkqFQqfX19ewcH7b7p6+sHquOOaIZ58iri6upjFSeOHu3YufOPCxYYGBqwLGdqZvbH77+np6f7+PqKRKKpn31WWlISf/Xq/J9+MjM3r2tGPr5cJsvLzzc2NjYxNa0lMTn1h6vxFbF81IpIhBILisXiaTNmlJWU3Lxx46dFi8zMzOp9cCqVKjc3VyKRWNvY1PKDchwnoCihQKC5Im9wFDD9BAmtWYYxNTU1NDTMy89XKpV1c1/yARVy+fpff83Jzl6+alVYRASGYVs2b/7myy/PxcQMHDyYZdlr8fHrfv21d9++X82Zo6enV1FRMe+77zauXx8cHByknuvD1bkO5TLZkhUrQkJDs7Kz337rrfirV5esWNGjZ8+SkpJPJk8+efLk2AkTzNTLV6qzK3LcihUrXN3cGIb55eefly9Z0rV79z79+tXvbCZJZFX0d0Z6+qrly719fBYsWWKhHu+tWbVq3S+/dO/RIyQsjGXZgoKCff/+23/gwO/mzqUoMj//4deffx538WLvfv2Qgxx7oYBobvgzWVmpUDS2iBUAXjUy0tO3/fHHJ59+Wu8gvi5m5uYdGliZp+F5lChBEE/YE+0mDmqe5EhnFz7NL/ZfEREZuern1T+vXn32zNn8/HwkR9q2bTt2/Lihw4Zpx4YSBMEngdLTIx6PhiRIgnoCbfpUHvroDh1+XPDTz6tW37lzJ+FOAsdylIByc3MbOWrUW+PGaseH9O7Th6Ko1StX3bp1Kz8/Hz3cnr16fTJ1qpOzM9YMNBQvq1Qqr1+/3rZNG1FLWfnXECzHCQSCcRMmnImJ+XXNmsCgIO0ngmIMTh0/bmdv36NXL5IkVSqVlZXVkKFDv/788zu3bqHEZ08IkiCkeh1VLa1QnYH4CdY8aMPHfqgzcigUChSzK1cnl0BRXgRBMAzj6OT0w48//vH772diYvJyc4uLi2NOn445fXrThg0T3nln0vvvo+tWJw9Rx0ZrX0IT3lp3fW0j8IN2dVoSNAlWWlpWWlqalZmJad0grzg1fzSQyIXPjqxSkTUZpmuBxntPEivy6Ipq4zR0RbRRpVKR6iDcekM+CJJUqaONcRwvePgQfU7R6MLK2rrxLJBIZLMNZJgmCCIvL+9ibGx4ZGRIWBjDMARB9OnTh8BxewcH5Bk5f/Ysx3GDhg7V19dXKBS6urqDhw07fPDghfPnA4ODkZU4lg2LiAgMCqJp2lBf31CdUShM7aqX6uraOzikpaTIH1/B2alLFzcPD1qloiiqa/fuv2/ZcvnSpX7q6JRGbodPp4jjt2/dyszMfP+jj0xNTauqqgQCQccuXbb+/vvlS5fCIiLQkIyiqCuXLh0/dsw/IEBPT++b779XyOXoxcNeNCCaG0QdBd+S4+2AlkdVlezyxcuNZywCnod2gYFrf/01LS3t7t27SoXC1tbW08ur7sDAzt7+0NEjvA6o46F/Eoeuj6/vyZjTT+ihx3G8V+/eXbp2vXfvXkZaukKhsLK28lVHYNc9skfPnh07dUpMSMzISKcEAldXV2dn56cKvH4hyGSyw4cOubq6tnjRjH5KXFxd3/vgg+/nzPn7r7/aR0Vp9ASfZKOyMjs728bGxsDQEGkIpET55HRZWU9+FRzH9Q0M0HKrkuLiWssSiouLVSqVjo6O9MkGsWhufdvWrb/8/DNBEPwaLKXy9u3bg/r35zhOT1//hwUL/NRJHgiC8Gvbxmf+/OLi4ruJidfi46/Fx1+5dCkvL2/T+vVh4eHBISE4jhuo+6ZUKvl4Kq0PBcMwZWVlvKdWJBI+TWkbkVgslUr/2rYt9sKF3NxcXC3xNbJVOyi/IeXEYZhAKNTT08vMzKyqqqq7IOFuYmJVVZW7h4cm5UjjNH1F9QSdgVqPlpeW1hoSEwSRkZGRm5Pj7u6up6+P4/g/27cvXrgQjV569Oq1ZPnyRlZt4jheUVlZVVnp5uZW75cMr8ILCoqKihydnDRL/YyMjd8aPx4Vo2FZFkWHW1tZ0epXkaZpaysrfQODzMxMlUqlcaCgVdGaxXZSXd1qhYoKsmrdF6e+L1RfFmXOkUqlBgYGxU8845GZmSmXy5cvXbr25585tZKmVaqc7OzM9HQ0kDMxMXn3vfdWr1z5/jvv6OrqBrRr16Vbtx49ewoEgubIGgyiubGEQUcOH7awsPDx8UFumLt37yYmJDzKjcJyPm18nZycMAy7cf16amqaZlELyzDBISFWVlYcx12Lj8/IyOBr3qjfGpIk2wUGWqjLNJw/e66gsPDRUhiOi+7QQV9fX6VSxcXFFRcVoakZTr0iNTwiQldXV6lUnjt3rqK8vDohizr2OiIyUiKRyGSyszFnFEoFemU5ltXV1YvuEE2SZGlpaVxsnEIhR61YhjUzM0WZbkpLS2NOncYf9Zw1NzcPCw/DMCwnJyf+ajzLMuiELMM4ODi09fPjIzUzM69euap1v6yzi7OvenXRg/v3b926VX2/6kz+3t7ebu7uqDzEvbv3NK04lm3r54d8ijdv3HyQ8qB6GK0eZPv7+9uoZ5YvX7qcnZ2t3SoiMtLExISm6StXruTl5mpsKxAKg4ODUY7hkydOVlRorMR7+Dp16iSRSORyeVxsbFlZmca2urq6YeHh1QY8e5YfItfs0jcwiAgPFwiF5eXlZ8+c4T+BNaYwNjZuHxWF6lBcvnSJd29U72Ktra3aBQYSBPHw4cML589rTMEyrK2dbbt27fjkYmlpN27e5KMV1a0YhnFzc/P29uYN+ODBrZs3Na04lvXw9HRXGzDhTsK9pHsaZwPDMP7+/siAN65fz8jIuH//gYpWtd7Z8P8EgiCc1DR+zDOXrng2D71QKPRV0+SRIpHIz9/Pz98Pe6m0nrcUaYU+/fqdPH58y8aN5hYW2tIHhT2oowF5n5l6Ex/5igTWk1+FZVknJyeJjk5lZeWVK1c6du6MyqpRFCWXy+OvXFEqFPYODpbqX6W6dem0V01VJ1dW6+/y8nJNLSGGpssrKlA/GbVcZln22JEjd+/edXBw6NajR2hYWHhEBM0wO//558vZsysrK9PT0kLDwhiWdXB0RH27cf16l27d0DlFItGJ48dXLFsmEAg+mjy5fXT0Ew74SZLMzc6e/umnaampQ4YN8/H1tbSyOnXixD9///3kzkVOXcLMxcXl+rVraWlpDmpvK9qF8ljP+eorDMNW/PyzRCJ5IfILZatwcXNTKBRJSUkR7dtrO6QJglizatW5s2fXbdyIRlDRHTsaGPJrEliGsXNwqDuB8JhNKCrp7t2SkhIPDw+xRFK/5179HHmxW7OBZdmqykpNRlH0THn3rXov/6DV/+Sd7lqnwev4Ahq7bXTymmNYjqMZ5skrp6IE3j169XJycqrOMk6SAoqyd3BQqWcVOI4bMnx4UHDwrVu3bly7du7s2S9mz449f/7buXP19PVfeKFEEM0NPCeO09XV5TiuqqpK8zGmVSpZlUwjmjl+Zqd6JkipVMlkVQTxSM0wNKNVNEimkYMkRbI1ldjkfOWbR61Q+ij0/xVyRVVV9S6ODyB7FFkll8ke7eL47y9UMJljOZlcrpDLq9Uby2i+mvlpNblcIwdZllHIFeha/GdGqw/8LnVeGPRBlclkfJxZjbBTKqtNwdCMds9ZltEsaFDRdJVMRtbsoml+gq96l+oxK7EsQ9fYlt9VWVVtW47DCRyNdGvqAz1qxbGPalIoFQqNbTmOFWlVLpXLH1mJF80U/12AbCuXyWVVj5QxSVZ/E6l3ybR3CYUi7lGxYhn/TGtEs1ynxkosK6uSPRLNvAGrTcEwzKNHj6xUs4vmw1Vlj0Qz78h59Jppt9J+zR6zkrqVpo6JUqmqqqwiScLdw/3JEyoDAPAfwDCMnp7eB5Mnvzdx4qb16zXfscjx5uLiEhMT8zA/38jIiBcoBHHr5k0cx58qZoZlWU9PzzZt2lw4f37XP/94e3v37NNHLBKWVVRu27r1TEwMQZJhERHWNjbaSxT48AOlsqCg4JFo5jhKIEBVDN8cM2b4yJEURd28ceOdCRO8vb1XrF6NEjvwGcFU/Pj8zJkz63/5xdHJycrKKjw8jOEwIcXne0GiXyqVorzcXt7eHh4eV69c2b1zZ1BwMK/pcezevaS1q1efP3PG3dPTSp314glvliTJq1evJiYkfPHVV6PHvIlu5vzZs3VXX9StOF1LwkZGR//z99+7d+wICgoSi8U0TSMFeeLYsWvXro2bMMHghQovluNCQkONTUz+3b27Z69eFlZWKnW6OkoguHLp0rGjR/0DAiytrNCqRB9fXz9//+qGLFsrUATlWUNbKIHgYX7+n9u2SaXSqE6deDdwHZXPcZyxiYmRkVFqSgryypMkefvWrbnffvvGm2/2Vc8huLq5Hdi3Lzk52UUdf0xR1P3k5NKSEhc3N4FQ+AzRDnw0NsOkpqaiSQA+ZD8n5+HDh66urk94Nitra4IgvH18Bg8ayGAYiWGFxSX79u7VBD3fu3v36OHDffv3HzRwQJ++fauqquZ9//3hgwfT09Pb+vmBaP6P4NSlswYNHmRi8iijFqq2UO/xQcFBQcGPFadF4DgeGhYWGsY7butSd1EIQigUdunapaFdvXr3rneXjlSn/4D+9e4yMjJqZNeIkSPr3WVjaztkaPUqolo4ODo4ONYfdeqhpt5dbdTUu6tdYLt2gbwLti6R7SPr3U5RVFQ0nwy4XhqykkQi6dGrZ727dHR0+vWv30oGBgaDhwypd5e5ufmgIYPr3WVpaTlyVP22dVZT7y53Dw/3BgzY1q9tW7+2jbyBWZmZf2/f3np8eADwukDTtG/btm+OHbt08WJaLVk04Tq9+vTZt3fvpvXrZ/zvfzo6OvFXr/7x++/+AQE+Pj5P/pPPz1Obmo5/++3kpKS0tLQv/ve/A/v2mZubP3jw4GJcXFlZmYen55tjxohEIm1liWTTB+++qzkPwzA+vr6ff/UVn3RVKBSKRBRFoWkTFKmP8q8hVScQCKI7dPh3166MtLT/zZzZPjrawNAwJyfn3JkzFRUV/v7+bdq2ZdS+DHNz8zfefDPp3j2+xMnMmcHqake3btxITEiQSqWjRo/W+BGfEEI9NV9SUiKT88mtL128uGvHDt6hwjDIqYlWMcplsvKyMqMGSpzSNB0RGdmtR49dO3YYGRmNe/ttY/W45cTx4/PnzrXjfwGHEiT5Amf5GZp2dXMbMWrU0kWLvv3668mffGJnb4/j+MW4uLlz5jA0/eZbb6GC2NXet4YvXVxUlJ6WRtM0y3HpaWm/b9ly5vTpyR9/3LZtW6Y+hz3LspZWVhGRkYcOHjx5/Hinzp0rKio2b9hw8+ZNK2trNJnQoWPH3zdv3vjrrx4eHtY2Nmmpqet/+cXQyChKPa3KPds94/i+PXsi27cPDAoqKiz8fcsWkVDYPjq6yXebU39A/Pz9HRwdt2zY4Ovra2Njo1AoVi5btnnjxlVr16JVhlVVVb+sWZOXlzfz888lYrFKpaooL0eR1hDT/J+iWbsAAK8LSqWyoZcWlVnCWhNPNbsN/Me8RsV+nw1+Ek9ropLPd45hI0aNOn/u3KH9+zVTczRNh0dGTpk69edVq86ePWtqZpZ87569o+O0mTONjI2fSq7RNN21Rw+aplcsXZqYkPDP9u0ESbIMI9XVjerQ4dPPPvP09tZM7vETa/zsoywnJycjI0P7JI8W59WUb1RPmlUp5HI0d6+dmi26Q4cpn366dvXqW7du3bp5k1/LSNMikahdYOCM2bOtaxLJsSw7YNCgysrKX37+OfXBg/vJycgNaWllNfqtt958662n0jc0TQcGBQWFhCxdvPhMTExVVZVMJmvr73/y+PEf586dt2ABitR3dXf/+6+/Rg0f/u3cuT169ar7yqHcsjNmzUJ5JP784w9bW1uZXJ6dment4zP7yy9dXF0bkQEoA732M1IqlXK5vMl7Gf/22wqF4rfNm48dPWpnZ4cTRHpamoWl5Zdz5rRv377JjwaKqVi6ePHqlSvRFpIkzS0sPpsxY9z48fzkcwOrHkUi0bsffJCekTF1yhRPD4+S0tKHeXkfTJmCxjYcxzm7uMyYPXvunDnDBg1ycHRMT00lKOqLr75y9/Dgl4QK+GQUMplM2yb8kjutb1pUUEbbApRAQAkEn3z0kY2tbWFRUUVZ2afTp7t7eKDBG5rg1S4EQ9O0xqo0Tdva2U2fOXPO118PHTjQ3cMjLy/vYX7+B5MnR9UUm/Tx9R0zbtzmDRsunDtnbWOTkZ5eUVHx6fTptnZ2kHIOAIDG0NfXD2jXrq44JggiMyMDleOq9/u05UHgeHJy0n+/xA14EoRCYVBQ0JPHNb52oMV8q9asca4p0IA2Ghsbf/3ttyNGjnRydtZEhREEMW7CBD9//9jzfP3LwUOGRHXoYPdkP/kkRVEUX9Gt+mws27tv3zZt216Mi7t140Z5RYWpqalfQEBIaCi/DkRLMSOxqFk5o4FjWWNjY+2lbwzDODg6rvz5ZwN9/Vpz9CjJw5i33goODr586VJycnJlRYWRkZF/QEBQcLCllZXmFtBtjhk7NjgkJPb8+eT79/k4XXv70LAw/4AAFEqrqf3GV1FudLqMZVkzc/Pv5807fvx46oMHpqamUR068AkuDx0qKirSU5e94LNADBpkYmJSWFDg5u7ekF+TYRgLS8vv5s3rP2BAXFxcXk6OVFfXLyCgfVSUpaVlI4oZCfcly5f7tmmDAidwHB87fvyAwYP19fUb0c2sOpb6408/7dCx44Xz59NTUymKemPMmPZRUc7Ozk36X/nrBgauWrPmkVjHcbFY7Ojo6OTiwscpNnwG/lE6OCxcsuTM6dOJCQkikSg8PDw4LAxlBqwed3Xv7uDoePbMmeysrG7du0dGRXl4emqWqJqbm/+0aBEK8uHTBwkE02bOJClKoM6Ux3HcyFGjunTtyqfwYxiConhvMcOMfOMNW1vbSxcvSqXSyKioAPXCnupFhFLpN3PnonWiKN66fVTUkmXLvGoGeAzDdOrSxdrG5syZMxnp6f4BAWERESGhoZo+UxT10eTJIaGhVy5dKi4uDgkNDQ0PD2jXDioCAgDQBCampl27dau1EX13XLt2bdSIka0qcgMt7X/OmLbmyF78KsNLsOb30Eskkj59+2ItF47jjIyM+g3or07a9kj7Mgzj7u7u7e1F09Wl4JCKQoF8IaGhaNEVnwrtCRQzy7LZWVm6UqmhoaFYLEaOYZqm7eztHZycBg0ezHIcWjXFd0LrhCiyIio6uiYtW63Tcpqoa3SwoaFhv/79am3X7MVxvE3btm3atlWpVKj/KHFBrVtAX0S+bdr4+PoilY8S4aFW1Qn4FIrcnJzMzExaHTDdyL0zDGNjaztu/HiaptEbyzDMoGHDUNY5dEIDQ8NBQ4bw2bIbjXNgGEYikXTp1q1Dp07I/YkkYOOPgGVZGxsbRydHlVKlKVwXEBiIE4SyprJgI20J9RMPDglBUdQoo/CTTG6zLGutvq72Ro6rrlTfpFKkadrc3Hz4yJE0wxDqgG+N/TVzC55eXp7e3kyNYR/NlrB8Ujm+5k5NIUOCINpHR3Pq9UXo0qhmpKa2IjonH/rYr2+3Hj1QiLkmOBuFlXfu2pWrqdDOsqy9o6OLqysqyq15QF7e3l7e3ihNXq0+8x50sbhTly4dOnZk1K8f8TSJAp+W1jVdCwCtECMjo6CgoFYYa4Tqb2mqezwDQqFw544d2TnZrWewwTLs9evXIbLlBViSXz3M172rBSoTXWsjx3FINKCXtsmTI5GRm5Mze9o0I2PjuT/80E6dNxft5f9QSzHee8eydZVu9XLz+rY/1b3U7TxKPdbQmbWPRBWbtfeSJJmWljZ7xozc3Ny83FwdHZ3GR7yoOUqlXN1PrVl+1G3lk90jq7YS6hWKMXiSVur6Q489rCdsWMsUT9WwJizk2cOs0RCCt38DslJT2bveF1Uuf+xNqPWsa73e6DZplUqpTsNRV8iq0x48dkLtBe51u1TvSEbzoPkDmvmXDkQzALQc+BxP6enu7u7aoic4OHjrn9uw1oomkcvTolKplErlpUuXLl68iLUm1Pmhxc2R4lSDSqW6n5zs7OLSgiM0no0nzAesp6/fvWfPwoIChmUlYrGOOknFM5zqxfIU6d7qO5LP1iyRuLu7m1tYCAIDdaRSlE7kRV302XrV3LyUiz7JdZ+/Y5w6C1lAu3amZmbVeQyf+4TPecDzA6IZAFoO+Xl5/+7ePeWTT7STBOMEIYDQ3qenR8+e5hbm6qyFrSIKXBuCID29vJrv/JWVldu2bfv4k09QVnXgqWAYxsra+oeffkTTHxzv7eMLVbzuZmQYxt7efvHyZS3svlotDMO4urouXblSLBbXm9DjdQREMwC0HFBs3MvuRQshMCgwMCjwZfeiZYLjuFAobD1BLy+cxuMlXl9a6n21Tjh12DqaLnhZDvUXDohmAAAAAAAA4AXD1aQvbDFAPiYAAAAAAAAAaAIQzQDQcoCKPMBr9KK2mBlbAABaCSCaAaDlIJVKvby9IV8Y8IojFAq9vb0hdQYAAK8XENMMAC0HcwuL/gMGvOxeAEAT6OjoDB8xAswEAMDrBXiaAQAAAAAAAKAJwNMMAC2Hqqqq7OxsJycniNB4fmpVHm5tCIVCotnSe9M0nZqa6uDg8DpmSMRxXCQSCfly481ebxwAgJcFjvN+5VofcxDNANByyM/L27tnz3sffKBd3AR4NjasX79h/Qb+G7O1rVfDcYqifpj/Q0RkZDNdobKycvtf29//4H0jIyPstQLH8fLy8mNHj6anpdF0i8qlBQCANiiP/L27d7UzyoNoBoAWRZNVZ4EnpKSoJC01VSKRUFTr+p5UKBQEQVZVVTXrVVj2tVScBEF07dYtMeFOaXFxKywVCQCtB06d56df/37ahUtb148BALR4oMraC7MkgdM0PeHttye8PaH1DEVUKtW0zz67cvlqc79Ir++LGhoWGhoW+rJ7AQDASwBEMwAAQP2wLGtiYmJtY9N6DMRxnKGhEce1lkECAADAkwPZMwCg5cBxXOvxif43tDZ7Mgzz39QcaW2GBQCgBQCiGQBaDhIdHUcnp+ZLegAALwSKohwdnVpbsDgAAK878J0FAC0HC0vLwUOGgGgGXnGkUunoN0fDiwoAwOsFiGYAaDng/PI1cDMDrwGgmAEAeO2A31cAaDnIZbL09HSIFgVecWiaTk9Pb821YwAAeB0B0QwALYe8vLxdO3YoFIqX3ZGWj0qlUiqVr9T4hGVZpZomV/JxHKdS08w9arAblZWVf27bVlFR0cwdAAAAeJFAeAYAtBw4jgPvXbOiUCjOnT135PChe3fvKZVKa2vrqA7RXbt1s7Ky0j6sqKho29Y/SstKIyIjO3bs2Lx9wrDCwsL9+/bHnD6Vk5OLY7i9g12Pnj27dusmlUprHVleXn782LFjR49mpGcQJOnk5NSte7eOHTtKdHReeK8S7iTs37ffz9/PxcXFydm5VmLmJxH3AAAArxQgmgGgRfH61ox49SktLZ0/b97f2/8uKSkRCoUEQcTFxe3bty8wKGjOd9+2a9dOc2RJcfHatWuzMjMZhm1u0VxYWDhz+vQD+w8wDCMWiViOi4uL3b9v/6g33vjqm691tNRwfn7+N199vX/fvqqqKoFAgGHYmZiYXTt3Dh027Muvv9LX13+xHcvPL1ixYgXLMI6Oji6urn5+fpFR7b29vaVSqVAopCiKL1EOAADw+gCiGQCA1kiTo4taB6hUqmVLl23etJkgyagOHbp3766np3fl8uWDBw7ExcZ+Pvt/P69d4+joqGkrEonEYvF/kFVtxz//HDxw0NDQcPiIEcEhITJZ1eFDh48cOrx161Z/f/+Rb4xChymVyiWLluzauVMgEHTs1KlT504kQcbExJyNidn6++8WlpZTP52qrWKff/RFkoRYLJZVVaWmpiYnJx8/dmzVypVmZmYhYWE+Pt65ubnFxcUvXKkDAAA0HyCaAaDlAOEZT45SqVSHsjQUIYAzDKP97xvXr+/euRPDsM6dOy9cvMjc3BzDsDdGv+Hh6blwwYKb16/v3LHj088+w15cdDKO40KhsHHxyjDM9WvXVSpVSEjIN9/OQRs7d+mSl5d7/dr1y1cuDx0+DAn3a/HxBw/sxzCsS9euCxcvMjExwTBs+MgR77076cSxY/v+/XfY8GEODg6ai9FqGolLbgq+CDkS3yRJoj7QNJ2VlfXP9u1/MYyBoUHyvSTftm1CQkLCwsPNzMyQ8xsAAOCVBUQzALQcJBKJvYMDJPNqEoZhvvnqq9+2bG5oJR9BEBnpGdp+4ksXL+Xl5RkaGo4fPx4pZnTYyFEjjx45cvbMmbMxZ96dNElXV/f5n2NiQsLkDz9ydXNduHixnp5eI0fiOC4QCgiCSEtLO3niRFs/PxMTE2Nj482//VZWViaRSDTO47i4iw8fPjQ0NHxr7FtIMWMYZmRkNH3m9IiICIlEUqNZcRzHWZb96ccff/3ll2cOO8ZxvLSkVKVSaYt+JKBRlxRyRXx8/NWrV//a9qeOjo67h0dEZISvbxsXVxdnZ2eoewIAwCsIiGYAaDmYq4ubCIXCl92RVxqKokQicUlJyaWLlxo/khd8NZovNTVVpVJZWFo6u7poH2NoYODp6XH+3Lmc3NzSktIXIpqVSmVubq6hkVGT2TkIgggNDd21Y2diYuIH773v4urq7u7u59c2Kjra2eVRPzmOS09Lpfn+Wzg6OWmfISgoOCgo+NGRatcyx3H3k+8//400EubBy32BgKZpmUymVKnir15NTUmJio4a/eabmLPzC7k0AADAiwVEMwC0HAj1hP7L7sWrzqeffTp23DiCaCzsgaSo3zZv+W3LFkztauU4rrKyEsMwHR2JjkTy2KE4rqenTxCEUsHzQnooFosJgqAoSlLrWvUxaPDg3Ny8HX///eDBgwvnz1+Mi/t7u0hXV7d9+/YzZ89ydXNDnvWKcj6/m46OtHb/68JxBEHMmDUrJCSEZR+LUXlySJK6evXqT/PnozgTrXPzsCzLMIxAKESJNQLaBYRHRPj6+qIbf7YrAgAANDcgmgGg5aBUKsvKyoyNjUF5NIKrm5srrySb4OTxE5rgBBzHxWKxOuUcnwi51pGVVZUcxwkEAkrwXN+op0+dOnjgIEHghYVFCoUi5cGD/82aLRAIxGLx+Anj7R0c6m0lFounfjp1yJDBN27ciL8af/ny5aR798rKyvbu3cuwzNLly/X1eU0v4vuPo0TOjXeDU9+vl5dnYFDg89yOXC7HCYLjOBTvQatoDuOEQqGuVOri5ubn59c+Osrd3d3RyQkSvgAA8FoAohkAWg452dm7d+169733nsRDCTROrdAIO3s7iqLycnNTU9NsbG0128vLy5OTkhmGMbcwNzQ0fB6rxsfHr161CvmYdXV1c3JyNqxfzzCMvr5Br9696hXNKpUqLTWtqqrK2tamb79+ffv1U6lUqampP/7ww8EDB69fu56ZkeHt40MQhK2dLUmRebm5mZmZdvb2mjPExcaePnVaV1d38NAhlpaWGv1aax3kM8AwDFrRyHGcmZmZo5OTl5dncEhIeESEjo7Oxg0bojt0kKiHIgAAAK8FIJoBoOUA2TOaj3bt2hkZGRUVFf29fXu7wHaaYcmxo0evX7tGEERQUFDdRXtPlbit/4ABHh4eOI6npqQuW7rUxtb2gw8/kEh0KAHl7uFRb5PKysq5330fGxfbp0+fhYsXYRgmEAjc3Nw6d+ly+NBhlqfaWR4QEGCgb1BUVLR7167gkBC00q60pGTRgoWHDx8ODgkZNGRwY0X8nh4cxy0tLNp06xYeHubt4+Ps4mJkZIR2lZWVyeVyuUwGohkAgNcIEM0A0KKA4ibNRFBwcK8+vbf+9vuuHTsrKyuHDhsqkejExcX9tnlzUVGRh4fH8BEjaxmfIIjYCxfm/zCfq3FaMwwTFBzUs1evei/hrAZlz1i9apWJiUnffv0aD1LX09Ozs7fbv3/fv3v2mFtYRHeIpkgqMzNjy6bNSqXSydnZyrq6VGFISGhUdNTef//9e/vfHMf16NFToVTs+GdHbGysgYHByFEjaxU1fH4CgwIPHD6kq6tb952EWoAAALyOgGgGAABoGrFY/NlnnxU8LDh+7NiunTv37d0roKiqqipKIHBwcPj8yy89vTw1B3Mcp5DJFArF2TNnTp08qdmuUqnenTSpIdGsQSaTVVVVof9tXDSTJDl+wvj4q1cvX7780/z5a3/+WSAQFBcXcxxnY2M76f33NNnl9PT1Pps+LTs7++rVqxvWb/ht8xY+eIJldXSkQ4cOGTmqugbKCwRihAAAaGGAaAaAFgX48JoPK2vrVT+v3r1z5+HDR7Kzs2iaNjI0CgwKGjlqlKubq/aRurq6vfv2LS0treVkZRgmJCSkyQsZGRv3HzDAxtb2SXKhODk7r133659//HHhQmxhYSGtUrm7u/sH+A8ZOtTP31/7SA9Pz3Ub1v+xdeu5s+eKS4oJgrSwsOjbt++gIYPRMsf/EnhRAQB47QDRDAAtB5Ki9A0MIEKj+ZBKpaPHjBkxalR+Xp6Kpo2NjestPmJuYTH/px+f+SqOjo6Lly558uOtra0/nTZNJpPxopmmDQ0NDA2ro4drYWll9em0aZPee7+ouIgkCDNz85dShw/HcT6nx3NX6gYAAPgvAdEMAC0HW1vb8RMmQDW15oaiKGsbG+wVQyKR2Gql9WgEqa5UqivFXh56enrvf/ABvKgAALxegGgGgJYDjuMgRIBXH1QO8GX3AgAA4OmA2ksA0HJQKpUFBQUQLQq84rAsW1BQ8PypoAEAAP5LQDQDQMshLy9v544dL6qYMwA0E5WVlX9u21ZRwVf2BgAAeF0A0QwALQdapSorLQVP8wukta2qJAjiP7hllmWLi4tr1VwEAAB4xYGYZgBoOeA4ThAwEn6RKJVKuVyOtRpoNf/BheBFBQDgtQNEMwAAQD1wHCcSiVatXPnntm2tx9/McVx+fj5Jwk8DAABAbeCbEQBaDhzHsbC46gUhEAh0dHRIkiwqLsYwDmst4EKhkKIEze0JhtgMAABeO0A0A0DLQSgUGpuath63aLPy9jsTh48YjrVKY+IYbmxi3HznJwjC2NgYIjQAAHi9ANEMAC0Hc0vLwUOGiESil92RloC+mpfdi5aJVCodNWqUrq7uy+4IAADAUwCiGQBaDgKKMjQ0fNm9AIAn8DSbmICZAAB4vYCF9gDQcuA4TqVSvexeAMATvaiQGxEAgNcLEM0A0HJIT0//Zc0amUz2sjsCAI1RXl6+fNmy0tJSMBMAAK8RIJoBoOXAMYxKpZJIJC+7IwDQGGKxWKFQgKcZAIDXC4hpBoCWA04Q9+/f/2PrVpFIFBgU5OjoiGHYjRs37iYmkiSJjmEYpk2bNp5eXhiGJd1LunbtGklWD55ZlnVxcQlo1w7DsJQHD+Lj4zVnZhnWwckxKCgIx/Hc3NwzMTHaJ7S0tIyKjsYw7OHDh+fPnaNpBuWc4FjO2MQ4KjqaoqiSkpIzMTFKpQrtYlnW0NCofVR7sVgsl8uPHjmqVCo1mSooiurZq5dQKJRVVZ07d66kpARlWuA4TiwWR0RGGhkZcRx3/Nix0pJSnKhuhuN4h44djY2NWZa9cP58dna2ppMYhoVHRFhZWWEYFhcbl5GRrp26ITAw0EFtqytXrjy4f1/71gLatXN1dcUw7M6dO7dv3da2lYenZ5s2bdRmvHfjxk1N5xmGdXVzDQgIwDAsMyPj/PkLFPXohLa2tuERERiG5ebkXLhwQSMcOZYzszCPiorCcbygoODc2XM0TWtsZWJqGhkZKRQKKysrjx09ytQkFuQ4TCQW9erViyTJioqKc2fPVZSXI4NwLKcjlbZvH6mnr88wzNEjRyorK1FmFY7DKIrs1Lmzvr4+TdPnzp7Nz3+ouTUcx9tHRZmZmXEcd/7c+ZycbI2tcBwPCQmxsbVVmzE2PT1d21YhIaEOjg78K3f9xt27dzUn5FjOx9cHvXJ37txJuH2norIyNycX0rwAAPB6AaIZAFoO5hYWAwYOLCwspGlao8ZYltX+J8MwrGYXxzL8rkdCUJM9l+M47cpwLMNqMkCjXY/Oz/BUH6fe9Ug0cxyt1YphGG0hyDB0rUJ0Gt2JY48SvalbMQTBak7yqBXD0AyNs49EM68Hq1s9dtdq6VZ9awz76IQ1dtAo19q24thHovZxW3GaEyILazrP20qzq9qMWsZ/bBfDcWw9ObY5/lrattJOv83bV0s0U3T117jaOOpWSDSr/6m5/xrjV4tm9f6aXvF2fHRrOE5ovTyP2QrH8UcnrGurmnvh+6t1Qv7WNO8Vy9IMLRIJh40YDtkzAAB4vcBhggyRnJQ8ZvTozMxMiuJ/gWia9vT0/O2P3y0tedcUAAAAAAAA0JqBmGYAAAAAAAAAaAIQzQAAAAAAAADQBCCaAQAAAAAAAKAJQDQDAAAAAAAAQBOAaAYAAAAAAACAJgDRDAAAAAAAAABNAKIZAAAAAAAAAJoARDMAAAAAAAAANAGIZgAAAAAAAABoAhDNAAAAAAAAANAEIJoBAAAAAAAAoAlANAMAAAAAAABAE4BoBgAAAAAAAIAmANEMAAAAAAAAAE0AohkAAAAAAAAAmgBEMwAAAAAAAAA0AYhmAAAAAAAAAADRDAAAAAAAAADPB3iaAQAAAAAAAKAJQDQDAAAAAAAAQBOAaAYAAAAAAACAJgDRDAAAAAAAAABNAKIZAAAAAAAAAJoARDMAAAAAAAAANAGIZgAAAAAAAABoAhDNAAAAAAAAANAEIJoBAAAAAAAAoAlANAMAAAAAAABAE4BoBgAAAAAAAIAmANEMAAAAAAAAAE0AohkAAAAAAAAAmgBEMwAAA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ZjbmZOz09z58/ft2RMXG6dnoJ+bkwMQgE1bNmMK1teYm5utWLli3Zq1Qf0D9PX18/Lz5WRlN2zaKG6Yw+VyOZwvYq+IJAQbtff5efh8PovFEt8dFfbIZmNrvY6u7uq1a1avWh3Qv3/Xrl2Li4pAInHturVmzcHYZGRkTE1NIi5HlJaWHjp82MjY6JsdhQ4fnvLx44qly86ePsNkMgkA0NXIiMsVWrR+cyR93d0HDwnZtnnLtYgrSsrKOdnZ0tLSCxYvkpFt2iTv0kUY93X61GmTp05ZsnQp6uLCYrFaGO+gZr3iN5TL5SooKBQWFA4IDNTR0cnOytbW0Z63cAFmi2RqZubXz//K5YiUlFQKhSIQCLr36FFQUICNTUJCwtzcLPxkeHBA4P6DB61trL+et65GRmvWrl23Zm1/P38DQ8OC/HxpaekNmzZh6unX91EgEHw9/o5F+L7T0WPAwcFplYSEhFvXbzg4OQ4YOEii9Z23n4HJZL5JfKOoqNC9R48W+4H0Rnp0dNTHjx95XJ6ZubmPj7e6mBkFusy9S3oXFxdbV1unra3V190dM7Zsg08Zn+JiYysqKnT1dN3d3TF9BW3w/fv3PC7X2cUFs9+h0+lv37zV09M1+RXvBAX5+bm5ec7OTmgQAARBkj8kM1lMFxcX8VPDvNy86KiosrJSTS2t3r17W3ypnZeWlERHR5PJZP9+/RRaDyZAb2yMiopOTv4gIy3dr39/CIbpjXQHRwfUCrSgoCAvN9fRyQlrgU5vjI+LT37/gcliGhgIzX0xSYyKkMSEhIyMT926d3NydkajK6SkpNrY2mhqamLV+Hz+64TXcnKy3Xv0QEtysnMqKyt19XQjn0cWFxV1Nerq6eX1ee9UBJVKfREZmZqaKisr5+fnJy0jXVxU5OzsgsU0qKyojI6OhiHIz99fRVWlad6YDJeePcXnLSszMyYmplLovK/bu28f8dc4BoPxJjFRV08PKywrK/uUkdGtW7cOj2eLgQtFHJxOSm1NzaVLlxrq68eMG9eG7oWDg/MLwYUiDk5nJC4m9u69uz1degYNCG7b8hAHB+cXggtFHJzORWVlZcSly/TGxnHjx+sbfLHBhYOD82+DG9rg4HQWEAISHRn14P79Pu59AwIDOyp5Ew7O3wyuKeLgdArKy8svXbjA5/HHjg/T0dHp6OHg4Pyl4JoiDk4Hg4Z1jnwe6eHp4e/vD3y/azYODs6vAtcUcXA6kuLi4ohLlxECYVzYOHGrehwcnA4B1xRxcDoGGBamo4t8Hunn5+fj5/v7B1BeVl5YWGBtYy0v/1M5e1sDQZC01DQIEth26/YDkclwcDoEXFPEwekACgsLL54/LyklNS4sTDys5e/kwrnzu3fvPn7yhIODw7/RPp/PnzJxEp3BuHDpYmvRUHFwOhu4poiD81uBIOje3XuvXr7sHxjg7t4US7NDQBAETRj773UBiejkWRFwcMTBhSIOzu8jNzc34vJlOTm5pcuWKasod/jUAwBAIpHq6+sLCwqkpKWNjY3FAwXAMExtoBJJRCwIGZfLbWxslJOTk5QUJsr4nN23oIDNYimrqLSIvIMlVSgoKKirq9PQ0PhmStvy8vKK8nKEQNDV0dXU+uJglcfjNdJoSsrKbDa7sLDQwMAAzQyMg/MvgQtFHJzfgUAguHP7duLrxMDgoD6dJiMEEQRfREa+evkyPz+fCBJ7uvZctny5drNDSCOtcdWKFfqGhouXLEa1veQPH3Zs2z5zzmxMx01OTt61Y0d2Vjafz5eSkgoMCpozby4WZhoAQR6Pt3f3ngf371OpVDl5+bHjxo0fH0YWRf5Et1hPnQy/dvUKlUpDEERRSWlwyODJk6eQKU2yOS01dffOXUEDBzx5+Dg9I+3goUOOTk4dMVU4fwu4UMTB+dfJzs6+dOGiqprqytWr5OXlO8mMg0SwoaHh8sVLo8aMmTlr9sePySeOHRcIoF17dqNSjc/nZ2VnC5MLI03ZZxtpjWlpadSGBrQFemPjhrXrOBzOhk2blJWVnz97Fn4yXFVVddKUyWgFIpH48cMHAoJMnzlTSUnxzu0727ZskZWVGTlqFFrh+bPnO3fsGD5i+PCRI/k8/oXz5/bv229qaurj22R5RGcwPiR/yMvPMzAwGDlqlE6bqYNxcH4eXCji4PyL8Pn861evJX9MHhwS4ixKa9CJQIT665ChQ+fNnydMhufpAQug8PDwjx8/9uzZE938JJPJ4gkQQBAkk8mYKWlFZWVWVtaMWTN9Rdaz9g72MjIyUtLSwuS0Is0SgWEpaenlq1a6uLgQCISerq7FxUVXr14dOGgQKnerq6v9/P0XL1kiJ3pXkJCgRL2Iys3NxYQiCACQALK0sNx38ICsrGwHzRTOXwQuFHFw/i3S09OvRlzR0dFZuXIluuh3KmAEkZOXd+v1OQGsi2vPo0eP5ubkoELx/6KkpKSrp3f08JGamhonZ2djI6OZs2eJm9XAMNyla1eb5mRScnJyTk7ON2/erKqq6tKlC0HknTlk6JDiouLa2mQqlRb5/DmVShX330AIBDKZ7O3jg0tEnN8DLhRxcH49HA7nxvXraalpg0IGO3XWMzAEgaUkJRUVPzspSklJE0kkNpvd2k9a2JGqqalt27H9+NFjVyOunA4/paamZu9gP2vOHMvm1IMwgigpKopb5cjIykAQxG3OIZyZmblty9aMjAwuh6OgoKChpfm18wYIghKSuEcHzm8CF4o4OL+YtLS0yxcvdunSdfXaNVJSTQlaOyUABEECweek5wwGHYZhZSXl1gQhh8sRT5LO4XCMjY33HzxAb2xMTU2NfB557cpVGq3xyLGjqMEqQCDwBQIYhrHg5o20RikpKVRvZrFY2zZvSc9IX7p8ed++feVkZbOys/8JG49le8fAc6Hj/DZwoYiD88vgcDiXLl7Mzc0dPny4bbdunXxmQRCg0WgpqSk97Jrysye+TpSWkjI1MxUXh0wmE7WyQa1PWSwWtr0ZHxt38sTxVWvWWFlb9+7Tp3efPkwGIzHxDYPBaBKKRGJBQX5xSYmRyFWDwWC8ffvWxMREXU1NmEW5tjYnJ8fDw2Pw4MFog2WlpY2NjXj+SJwOBBeKODi/hndJSTeu37CwtFi1enXnVhAxABiCjx4+IiUpaW5hkZaaeu7s2f4B/c0tLNCvZeVk9fX1Xsa/vHrliqWl5fv37+/cuUumUDC9TUNTMyUldcf27dOmz5CVky0sKHj9+nX37t2VlZt0TRAAKisq165eM3nKZDlZ2atXr+Xm5OzZuxd1yZCXk1dRU016mxQfH6+iopKWmnbi2DEOh1NcVFRXV6eiooI2AsMwrini/DZwoYiD87MwGIyIyxHFRYUjRo60sW0yKun8EEGwi1FXR0fHbVu2giDIZDLdPTzmLVhAaXYilJCQmDJ1alFh0ZrVa+TkZJWVlIePGH7n1m0QbNoLtbK2Wrt+3Z7duydOmCAjK9NIa7R3cJi/cAH2TkAmk9169yKTSDOmTkOtWBcvWeLt64N+q6ikOHPmzNUrV82aMVNaWkpKSnr8+PGRkc+vX7tubWM7LHQY6tQhKyuL6444vw089ikOzk+RlPT2+tXrNjY2w4aH/rfWbgFfIIAEEhIShYWFhQUFOrq6xsbGX0fuZjAYnzIyuFyulbW1kpISm81u4adBo9GyMjMbGxt1dfWMTYzFv+JwOEQiEUGQ9LQ0OoNhZmamoaHRov26urqsrCwQBC0tLeXl5RkMRlFRka6uLroBK7TK4XIpFIp4szg4/x64UMTB+UEYDMa5s2crKypHjR5lZm6OzyMOzh8ALhRxcH6E+Pj4u7fvODo5Dhw06L+lIOLg4LQBLhRxcL6PhoaGC+fPUxsaQkeMMDVtMtTEwcH5M8CFIg7OdxAXG3vv3j1nZ+eBgwZhvnc4ODh/DLhQxMFpF/X19WdPn2EwGKPGjG6RIAkHB+ePATfowsH5/0RGRj568MDdw6Nf//64goiD8weDa4o4OG1RVVV17sxZCIKGjxxhaGiITxYOzp8Nrini4HwbBEGePXn6/Pkzdw8P/379vnbgw8HB+fPANUUcnG9QUVFx9swZAABGjR6tiye2xcH5a8A1RRycL4Bh+OHDh1GRL/r17+fl7d0iWRIODs6fDa4p4uB8prSk5MzpM9IyMiNGDNfS1sanBgfnbwPXFHFwhAgEgvv37r969bJ///7uHh74pODg/J3gmiIODqGwsPD82bNycvIjR49SV1fHZwQH568F1xRx/mr4fP6dO3cSXyUMHDzIrVevjh4ODg5OB4Nrijh/L7m5uefPntPQ0AgdHqqiqtrRw8HBwel4cE0R52+Ey+HcvHXrw/v3ISEhzi4uHT0cHByczgKuKeL8dWRmZl46f0FbVyd0+HAlJaWOHg4ODk4nAtcUcf4iWCzWzRs3UlNTh4WG2tvbd/RwcHBwOh24pojzt5CWmnbp4kUjI6OhocPk5eU7ejg4ODidEVxTxPnzYdAZ165dy87KGjFyhG23bh09HBwcnM4LrinidDywCPTfoIhf2HhycvKVyxHmFuZDhg6VkZH5hS3j4OD8eeCaIk7Hc+3q1SuXI8gUCgRBI0eNHBwS8kuapdFoV69cKSwoHDNurKWl5S9pEwcH588GF4o4HU9xcXFcXJykpKSAz+/dp88vaTMpKen61as2trYrVq+UlpL+JW3i4OD88eBCEafjAUGQTCaTSMKn8ef3Tuvr669duVJaWjb+n3/MzMx+0RhxcHD+CnChiPNH8Toh4eb1G/aOjmETJkhISHT0cDo1PB7vw/sPdDodIQj/g4EgiIGhQQe+T5SVleXm5HTr3l1RUfG3dZqXm1tRUWlnbyct/S/uK+Tm5FRVVdnZ20nhuxedFVwo4vwh1NbWXr50qba2bsr0aUZGRh09nP8ADAZj7Zo1mZmZZDJZvFwgEPwzceKKlSt+zzCSk5NzsrP9/fvJycuhJZHPn2/asOHC5cuOjo6/ZwwEAuHG9Ru3bt68FHG5S9eu/14vly5dunP7zo1bNw0NDdHISs+ePVNUVHJ1c/219mWdEwRBoqKieFyup5cXhULpqGEUFxXFx8f36dv3m/nDcaGI8ycQFxN7795d5549p06b1mKJx2kDHpdramKydMVydO8aBYERXb1vLBb/Ek8eP75w/oKLS09MKDo6OS1fuVJfX/83m0BDEPRv9+Lv729sbKKsrIx+ZHE4u3fttrK06tX7rwhGDwDA6fBTVCq1d58+HSgU09PTly5ZevbcOVwo4vyBVFZVRlyKaKTRZsyaZWBg0NHD+e+hrKzs0Xr+SAaDwWQylZWV0VcNBEHq6+sBAFBSUgIAQLisM5l0BkNDQ6O2trawoFBSStLU1PTr9Y7D4eTl5rFYTDV1dVRJQlujUqlsNptCoVRWViopK8nKyhIIBENDQ3V1dQUFhRaNlJWWVlRUSEhIdDUy+sK7RjQqkEhUVFTMy82tr29QV1czaO5FnIKCgtqaGhAk6unrtcgRBohoY6IgCKqvqydTKIqKTQPjsNlUGk1RUVFSUhItaWhoQBBYWVmlsLCwprpaWUWlxaaFlbW1sYkJOniBQFBZUUEEQb6AX15erq6uLv5q8jX19fVFhUUwDOsbGqh9Fb+ew+Hk5uRyOGx1DY0W7xMCgaC+rk5eQQEEwMzMTIGAb2RsrKCgwOfzszKzuFyOsYmJ+GwzmUwmg6Gmrl5TU11UWCwjI21iYkL+6p7yeLy83LzGRpq0tHSLO4IgSF1dHYVCkZWTy87KkpGR0dPTgyGouqYGgiCAQCgvK9M3MEAPOKhUKgRBKioqxUVFlVVVampqXbp0IRAIJSUlFeXlaurq6McWVFdVl5SWgABgaNhFSflzsEYEQRrq60EQVFRSysvLq6+rE3/k0Ee6oaFBSlKyvr6eSqUqKCi0uO+4pojzHyYqKurB/fu9+/QJDAwkEokdPZz/JAgidpz4Fffv3btx/frmrVtNTExQMbBl0yYKRWLN2jUSIknw/PnziEuX+wcGXL92rbCgEABBFxeXxUuXiC9kycnJe3fvSU9L4/F4MrKyI0eOnDp9GolEgmH44IGDt27eZDKYCxcsmDFz5rDQYej2afjJkxs3b7ayskJb4HK54SfDr0ZENDY2gkTQ2MRk4cKFDs2bq3yBYOeOHSAIKimr3Lpxg06ny8rJhYYOmzZjBrZtwKAzDh08cO/ePTabQ0AQVVXVcRPGh4aGtv+xqa+vX7J4ia2tzdz589CS168T9+/du2jJ4p6urqiueezI0YqKCnNz84iICGpDg5S01MBBg2bOnCUrJxT2BALh4oULMdExO3bt1NbWLi0pXb50WXFxcWVl5bw5c7dt327Y5RuCHOXWzZvhJ06Wl5cLIEhbW3v+wgW+vr7YtykfU3bv2pWWmgrDsIyszICBA2fMmCHVfDhaWVGxcsUKOzv7/Pz8uNhYLpdn72g/ffr069euRUdFszlsKyvrFStXYHEtXkRGXom44unlefvWraLCIhKJ5NKz55KlS/UNPsva/Ly8Hdu3f3j/gcfnEUGikbHx/AULnJyd0G/ZLPb6tWt19fQBAuHc2bPjJ0yYv3BBY2PjmpWrPnz4QECQubPnrFqz2qVnTwKBcPLEieLiElMTkxvXr9cJhbf8rNmzQZB49PDh6upqOQX5f/75Z1xYGPbGAEHQxfMXzp87V1NTQyAQ9PT1FyxcgCUG5/P5e/bs4XG42ro6165ea2xslJOVHTY8dMqUqZJSwif2zq3bBw8c4PP5O7Zvy8vNnb9wQYt3EVwo4vwnKS8vv3TxIo/LnTdvvo6uTkcP578KAABMJjMjPZ3YvC4gCCIrK6ujo4O+PtdU12R+yuRwOOi3MAwXFBRISkjCzaK0oYEaHx9fWFg4aPDgRYuXJCUl7duzW1FJadPmzSAobKGwoGDenDkgAC5dvkxJSenatWv79u7VM9AfMGAACIBenp75eblJSe+GDRtma2vT3GbDp4wMFovV1CmCnDx+fN/efSNGjggKDq6urj64/8D8ufOOnTxhYWGBjrm0tDQ2JrZb9+6z581VU1O7cPbcgf0HLK2svX280UauXr168uTJ2bNn9w8MbKQ1Hjl8eMumzWZmZu0Pgcvn83NyslVVVbASGo326dOnxsZGrKSivPz2rVuW1tYTJ00yNDS4ce36kUOHTUxNQ5pdbysrKzMzM3k8HoFAUFJWCgkJqays1NTUHD5iuLi604LHjx4vW7LU1c1t7oL5TAbzyKFDa1etNhKBnpDNmzOXQEBWr12jo6v75NHjE8ePwxA0f+FCdLnn8XiZmVkJLxPcPT22bt+Wl5e3e+eu90nvevTosX7jhrq6uq2btxzYf2D/wQNSUlKo6vYyPj43N2f48BGOTk4fPyYfOnCQy+UePHwI1Ym5XO6O7duT3iatXb/O2tomJyd704aNWzZtOnX2DBphH4bhoqLiF5FR+vp6gwYPdnVzIxAIklJSAwYNKiwq4rDZw0eO1G/e16mqqrp986apmVnYhPHa2tr79u5bvnSZjp7u6FGjTUxMTpw4sXP7ju7de9g7NN2pKxER69et8/X1Xbx0KYfDDj95cuWKleGnTpmZC03DEAQpKy2NfB7ZrVu3WbNnaWpqXjx/ce+uPRYWVr5+PgQCoYednZe315WIK/7+/fq69/36KBcXijj/GTI/ZXbp2oVCoTx78uTZs+ceXp7+/v5/g3nCvweRRPr06dP4cWFYCV8g6NWr1559e1EVikgkkslk8f0lkgjso1DyIcjgkJCFixcRCASXni6vExJSPn5ks1noftqtmzerKquOnTiOeqBa29gUFRbFRccEBASQSCTXXm6JbxLT0zMGDR6sraMt7qKDdVpeVnbxwkUvb681a9eColHp6OiMGjHy5vUbK1atROsAACgrK7t85QpnZ2ehvFFUfPfuXUrKR1QoIgjCoNOHDBk6a84ctP64sHHR0dHlZWXtF4oAAJDJZHHNEh2n+BMIEkESmbJoyWJPT0+hEqOnFx0dnZqSiglF8flUUFAIHjjg0qVLXbt2HTR4cGv9slis82fPGhgYbNm2VUNDQ3h1SkoL5s17/+4dKhRv3rxVVlZ68lR4r969CQSCnZ0dlUq9euXqwEGDTc1M0ZETEMTU3HTz1i0qKiquLOajBw+ra6o3bt6ESqbXCa9TU1Op1AZUKAIgiCDIgAEDUZ3YrZcbj8c7cfzEh/fvUZ2YxWKBIHHu/HkBgYEEAsHA0ODdu3fXr16jUqlNaWcAAggAFAp5w+ZN2AxLSkr2D+h/88YNKpU6dNhQbM+ZKASc19xaUVFRelra2DFjJ06eJGyJCE4IG5+Xl4sKxYaG+gvnz/fu02f/oYPoc2htYzNqxIgH9++jQhG9LzKyMitXr3ISPQwqqqrx8XFpaamoULS0suzr7n7t2nUvH59vpo3DhSLOf4NnT56uXLGiX79+KmqqLBZr/sIFWlpaHT2o/zwwBGloaAwLDcVWdhiGDbsYtn26Jg6CEKRlZNx6uWHrkeh8sYbP56PbrUlJScYmJjY2tmgFdXX1s+fPITCMSRcIghAEQet/k0+fPtVUV/v4+qISUbSuWdnY2r5980bYvWioEAQZG5uYm5ujFRQUFGRkZdhsNvoRAIDZc+c00mipqal1dXW1NTWPHj4U8PkAob2X2U5gGNHR0e7RvTv6UVZWVlFRgc1ktlafz+cjCILa+LS2kVtaWpqTk9Ovf39UIqJS6va9u3JyQrskLpebmPja3MLC1rZp8xMAAF9/v5s3bqSnp6NCEVXq7eztVVREai5CkJKW7trVSKfZ9lJFRRmCBJidEYIgcnJybr0+2/44OjqePH4iNzcPFYpKSkoHDx+qrqpKSkqiNlBLS0qePXkqHL/YVjwEQT3s7GxsmrR/rBCGYQRBeDweJhRhCNbS0u7eowf6UVJSSkFBAdvLVVRQpJDJqG4t8pzJKysr62Fn9/79e0QUG5IvEMjKyKampHA4HLRNGIYN9A2srK3Rn8gryMvLy4vfBYFAIPzfVh45XCji/Ae4d/fuyuUramtrjx8/vmjJ4iVLl3b0iDoLlRUVx44da2hokKBIfOFsKAYCw7JychMnTdLRabnPLLTa0NefM2/ud3TZUo4gJBIJW+BEesbnGiw2m0ZrVFJSokh8NtNQU1P7ju4IBGpDA0gkKik1WWyiuoW6unpaWhqMIGCz/JaUkvwsVwAABL7YQnj9+vXe3btzc/MEAoGKirKKsgqZTG7rNLUdfOvVAZGUkgQxTRoACACIiu0fhkqlcrlcRbHEn0QiEbuVXC6XTqerqaqJGzcpKysTScSGhvrPQwUBVAtsGiWCiCu4LY+VEURCQkJJ6bOTqKSkJIlEwiQTDMOXLl46d/ZsXW0tgiC6enogkfjFno2oQQmxm94GCIII2yd+3sAHAADde0cLRPPc9LGhgcrj8e/cuv308RPsOJzNZmtpa2GCFhFKfSlsPMJXH+GNaO9dwIUiTmfnzOnTWzdtYTAZIAjyeLyS4uI2Xqv/HhAYfvjwUdSLF76+vvaODqK//NaqIgAIoorF18AwzOfz2/ZjwVZ/CIJ4HJ4k5fPy2jZkEplCoTAYDEwRRBAkOysLAABjE5N2bn0rKCjAMEyjUbESgUBQV1crKyvTTo22rq5u3eo1QtuKnTvs7OykZWReJ7yePHEi4fsR75HD5bTixfGT0vYLJCUkQCKRwWB87pfDyczM1NDQ0NLSkpCQkJORpVGpPD4PNSQRvUYI7TkVfiL0AQRBqDqFQmcwIBiWb/aZSXqbtGnDencPz917dnfp2lVSUnLP7t1XI660aKRNE66vaVdtCoVMBMEp06aGhYWhIwQAgM/ng0Th/jnhV4Cfx+D8iwgts2vrGhsbsXfM7+XI4SPr16ylUhuIRKKpmdmmLZunz5iBS8SSkpLNmzZnZWYKrRD9/VREuk+rqKgoKSm1be7fGiAI8nl8LrfJ0KawsLCgoAAktnfdkJGVMTY2LiosLC0tRUvKy8rnzJ5z5swZrA76vt+G15qZubmiomJ0VDRWkp+Xn5KS0r1793YKxarKyvyCggGDBnp4eiooKpLJ5IKCAi6XS/6eOUFP5pjMz8Ip+f17LpcLfKmSfi9CpY0ItvFIa+voqKurp6elYpZHL+PjJ/0z8U1iokgbk7BzsM8Ugf0kOipKVkbWonkz+XsBAIDBoCd/SMZK3iW9I4IgtjudlZXJ4/EnTPzH2sZGRkaGCIIF+QUAALTnGUMVwR+ONmVo2EVeXr6goEBOXl5JWVlJWRkAwU0bN127eq39uiAqflt7EcQ1RZx/EQAA9uzadePmDWMjY0srKzMzU01tbRUVFU0NTXV1Ncxk/JsaA4fD2bF9+8H9B2RlZDy8vIYMHeLn7/+rXgb/uwgEggf377+Mi+8X0N9DZM3xMyAi2qhgZGzMZDLPnTkHAkQGk3Hi2HGhU8QXO2/CI7HW2gRBcFho6JPHj7ds2jx7zmwSiXQqPLywoGDJ0iVYIxISkvTGxmfPn3l7eWmLdgVbtKmvrz9i9Kgjhw7r6et5eHgyGPT9+/bLSMsMGx7axoWgZ1fovxUVFVWUlKKjonv36UMmkRNfvz575gwMQbn5uY2NjWjG6a8vpAUKCgq6erox0TG3bt40MjZOTHj9+PET4cIq1u/Xw2hR0qIXEolEJpGys7Lj4+OFKuy3IsypqqoOGzZs08aNu3fuCgwKamio37Zlq7y8vKNTk//DkKFD7925u27NmoULFykqKb56+erq1atjRo82NTX75mz831EBIMjnC44eOSIhKWFjY5ORkXHm9Gk/fz+LZg8ZTS0tGIbv3b0nJyvHYrHu3rkTHxcHAEB2do6mlhbm0vr1owWCoISkROanT5HPI3v2dFESBTFoezAtBm9gaDBw0MDjx48bGhq6u3vw+bwzp89ERj4PCg7CNtLbfhjQNzABjx8XF6ehqWFsbPzH+ikymczCwkIJCYm2/8hxficAANTU1tKotOTk5I8fPyIIIoAgRQUFXV1dbR0dGRkZLS1NMzNzofLxpVykUqmbNmy8devWwEEDR44a5eTiIiV2avXXUlRUdO7MGTl5+YWLF6k3m138MAAASEtLix81fY1bL7cx48ZcvXI1NiYGBMH+gYHCdVzsFZtMJsvKyorfPklJSWlpaWyhsXew37h5887t2ydO+Ed08gQsWba0T9++WH0XZ6erV9TWrV4DC6CwCeO/bhMAgEmTJgl4vDOnTl88f4HH4+no6GzfucPKqsmSgkAgSElJCQQCrFOh/aGMDKaOaGppzZo7Fx0DmUxWV1ObOWvWhQvnz5w8bWVp7eEpdHGTkJCQkZFpY0dXSkpq2owZK5evWL5suayMjIaGxshRI+/evgMQW712dIbFtSK0F6yCrKysh5fXoQMHVyxbFn76tLGx8Te7HjFqJJVKPX/27K2bN7lcrpa29voN67W1m4x1u3TpsnP3ro3rN06fPl1aSorD4YSGhs6cM4tEJn1zNgBAeL4orpq3GBUCw4qKij169Niza7dwaWWxPDzcFyxaRGpWZ93c3EaPHn396tXIZ88EEGRvb7d4yZLdu3bt37vXwtJCW1sb7UL8pBnr2tvbOy4mduWy5Xv27+3r7i7sXVJCfNJa3H0QFO6Lij9yU6dPZ7JYx44cPX/2HLrzv3rNGvEXRElJSR7v81MNAID45RMIBAtzc9vutseOHGE0Nq7dsL6FyvjnJBl+9fLV7p07e9jbfe9ONs6/Smxs3KeMDFBk5I0iEAhQczs5eTl9PX09ff3qqqqsrCwQBAUCwbLlywcPCTlx7BiN1hg2PszK2rr9lpB/MHw+/87tO69fJwwcNKiXmFngz4AgCIfDAQDg68WrRcX8vPyioiIdHR1TUzM+nw/BEPYTgUCAGjhgqxiXy4VhWFJSUvzG0en0jPR0Ho9nbm6hpt7S0AaNLaKpqYmqSl+3iVJRUZGflycrK2dqZtpClqOelBISEminMAxzuVwikSi+9FdVVWVnZUtJS1lZWUlJSdXX11dWVBp2MUQ75fF4EARJSEi0fdLZ2Nj46dMnAZ9vbWOjoKCAhuPBNj9bXDs6w+LDQHsRnxwYhsvLygAQ1NLUxMxrv0llRUV2dra0tLSFpeXX6bK5XG52ViaN1tilS9cWnrstZgNBEC6XiwqPb47q/Llzu3ftOhkerqGpmZuTq6WlZWpm2uLPEEGQvLy8kuJibR0dE9HxcElJCYfD6dq1K5FIRLtobZu0qrKSw+FqaWuh4+FxeegThXbR4u7DMMzhcCgUSou92dKSkpycHApFwtzCvMmqVmwqUOMdbKgt7gKqRFVVVakoK3998vrnCMX4uLiM9IzJU6d09EBwvmDh/Pnnzp5TUFAQGpiRybo6Ota2NqamZtraWopKStra2hoamkcOH9q2ZauEhAQEQfMXLOgfGAAJIAtLoV82jtAMPS/v3Jkz6uoaoSOGq34V3wsH59dy/ty5XTt3hp86Ze/g8BfO7Z+zfYp5n+B0KpxcnFVUVOwcHEyMjTW1tEgk0tcmFdiNExkdEE1Nhc5VOKgCdOf27ffv3g8aPNil5zccjXFwfjkQBHG53N8QHr1z8kcJRZxOyLBhn60h2gO+WYqRlZV14fwFHR1tNEDar783ODjfolu3btOmTdfR+X2ZUjoVuFDEwel0sNnsG9dvpKakDAsNxUI+4uD8HnrY2fWws/trZxsXijg4nYv0tLRLFy927Wq0fOVKBQWhtwAODs5vAxeKODidBQaDcePa9cyszOHDh3drjp+Jg4PzO8GFIg5Op+BjcnJERIS5mfnKlStl/voYBTg4HQUuFHFwOpjGRtrVK1cL8gvGjBlj2Rw05DfAZrPPnD5dUiIKwCZyzQIAQFFRwcjYxNXNVVNT87eNpDnG9EUWizVm7Ni24wl0QoRzByOiuNO/1acWhuGbN25WVpRPnDz5/zmbfgZ1w/uZoXK53LNnzspIS48aM/pf7ahDwIUiDk5HkpSUdP3qNRsb6xWrV0pLfSPK178Hj8e7eeNmbk6OkbFR88oFNNTXV1ZWOjk7bd2+/Xf6xiAwHB0VVVdXFzp8+H9OKD56+PD+3XuLlyw27NLld/aLIEh0VGRqStrosWPbKRRpNNrWLVu6duk6cfKkHxZXPB7v7p07SkpKI0ePaq2RioqKjes3ent7DQppNVVk5wQXijg4HUNDfcPVq1dKS0rH/zPBzOxzmMrfCQgA3bp3P3fhnKRkkxwSCASXL11as2r12TNnNm7a9Nte80EicePmzcI4R61k8+jMlBQXR0dFzZo96/d3TRLlIWn/bYJhOOFVApcjDDfzw52CouzKbWdW4XK50dFRxsbCNMj/LXChiIPTASS+fn3j+g17R/uw8eN/OGPALwEQZkiXwCIqUCiUoODg8BMnszKz+Hy+eKSFsrKyF88jS8tKtbW0vX19vs7OWJBfEPn8eW1draOTk4ODQ2pKioGBgZ6+ProWv0tKAkHQzt4eXY5pNNq7pCQTU1M9PT3051VVVQI+X0NDA43vVVtbm5aWZmNjU15e/jI+vn//AH0DfSw07ovIyJycHHl5BU9PTyzlunBPmMV6//69jq4ukUi8d/cek8l093B3dHQsLyu7d+8+jUbt27fv1/nWGQxGbHRMWlqalJRUX3d3225NKZHRt4Q3iYnq6upycvIPHj6oqaq27Wbr6eWF3jUEQdLT0zM/fQIAICYmhkQimTSr1/TGxqioqE8Zn8gUSp8+vR0cHdu4Czwe7+2bN1ra2tLS0g8fPDC3sHAVpfNFk+gmvHz19u1bAgFxdnZ2dXP7vym3kj98iIuNpdFo2jq6Xp6eBl0M0fLGxsYXkS94XG5lRcXzZ89derpgEfb5fP6rly+Tkt4BBIJLTxeXnj1b9NJQ3/D0yZP8ggJjYyO3Xr3azlRTU10dFxMLAEBubk58fLyjoyP2kJeXlT17+qy8olxPT8/bx+c379K3B1wo4uD8VmprayMuX66trZ0ybaqRUad4j26hNHBFyMvLiy98jx89WrdmLZfL1dDUrKioCD91as/ePfb2n30oI59HLl28WABBmpqaD+7dN7ewSEtNnTFz5uixY9BFf8f2HRQK5dyF82h3Bfn5c2bNXrRkydhxY0Xp16GD+/c3NDSEnz6toKBAIBA+ZWQsXbTYw9Pz2dOnBALBwdERFYopH1OWLl5cXFysq6dHbWg4fvToug0bgoOD0XSSdfX169euU1dXr6mt5fN4dAbj4vnzo8eMiY6KYrJYXC7n1MnwZSuWjxk7Flv08/LyFi9cmPkpU1dPl8lgHj16dPGSxWPHjUPHyWKxNm3YqKSsTKfTG2k0IpF44vjxfgH9N23eLC8vjyDI44ePIp9HcjicM6dOE4lNQrG8rGzu7Dn5+fn6Bgb0xsbwkyenT582bfr01qKb0un0dWvXGhublJSUZKSnLV+5EhWKDQ0NK5eviHz+XEdHF0bg40ePjR4zZsnSpeJJm8WBIOj4seNHDh/W19OTk5d/8vjJ0cOHN27e7OvnSyAQqquqw0+erKmpaaTRjh45bGJqggrFurq6lctXRL14oaurC0HQsaNHw8LCFixehL0S5ebkLJg3Pys729DA4NGDB3du36E2NCi2nq8xNzfv7JkzLCYzLjaew+FaWFigQvFF5PNVK1ZBEKSlpXXrxs0Tx45v2rrlV8Xy/WUgfwpxsbGHDhzs6FHg/Ag7d+zQUtcw1NPX1dLev2//HzyJcbGxixYsvH7tGo/H6+ixIFQq1dfbOzggsLq6WrjiNzY20mgZ6RmLFiy0MjO/fu06VrMgv8DVpeeQwSEfP36sra19+/atn7fPqBEjaTQaWqGystLf16+fr19SUlJdXd2bN2/8vH30dHTOnzuPVmCz2YMHDhoROhyCILTkw/v3FqZmZ06fQT8K+PwJYWEDg4OpVCpaEhsTY2Vu7tDD/vChQx/ev2cwGAiC0Gi0YSFDe/V0jYmOrqmpyc7KHj8urG+v3oUFBeivSkpK3Pv0Me7S9dCBg+Xl5e/fv3d1dtHX0d2yaXNpSUl2VlY/P//+fv7V1dVofRaTOXXyFPvuPe7fv19dVZUvEtUOdvafMjLQCjQarZ+vXxd9g61btxYXF1dUVKxZtcrIsEvUixdohZqami2bNtlaWT9++LC+vh4tPLB/v3337rGxsSwWu7KycuniJU4Ojnm5ua3di9raWm9PTzNjkyWLFr96+Qob3vat20yMjMJPhpeXlZeWlu7cvt3awvLRw4dNkyYQzJk1y9vDE5u0goIC++49Fi1YWF9fD0FQdlaWj6dX2NixLBYLDdL9/v37vr37TJk0uaCgAHsIt2zaZGpkfOb06fLy8tKSkq1btlhbWj198hT9lsvlzpk1u5u1zcMHD2uqa3Jzc6dMnKylrjF54iQ0JdPXMJnMmJgYW2ub1StXlZaWCgQCBEGKi4t7u/UKGTgo89MnBp2ekpIa2D/Ax8u7rKwM6UzgmiIOzu+gqqrqyuUIKpU6Y+ZMA0ODTjLpJBL5/fv3zg6fd/YgCOLzeBMmThwwcABW+PTJEzqdvmLVKltb4b6iiorK1OnT1qxa/Snjk7OLsygV+9uC/PwNmzahuqOysvLoMWNWr1olnk4dECHe+9cfvygBCBAEBw8InjZ9Olb24f375OQPW7dvR5NPqaqqLli8aPiQoa9fJxgYNm0SCgSQk7PzhIn/SEpKqqurGxkbUyQkpk6bqigKlefi4vLwwYPGxkY1NWGyjvT0jISEhBkzZgQEBBAIBDUCYd6C+W8SE58/e25u0RSSHoZhc3PzGTNnyopyU/QPDLx86XJpWRn6raqqqpq6OgiCBoaGWDS+ivIKAgAQQaKkpISUlMaixYu9vL1RDbg1YAg2MzdfvXYNllWxoqLi4cMHAwYOmvDPBLRk1tw5sTGxjx898vbx+WZGXwkJiclTpwYGBqAj0dfXV1FTa6Q18vl8NF2UoaGhhISEgoKCYfN0lZeVPXr0aHBIyLiwMLRkzrx5sbFxjx8/8vTyJBKJpaWlMTExAUFB/fr3E16vmuq0GdNjYqLbSD8pLS1tYGBAJBJVVFSwbfbnz55VlJVv3LTRTJSs2MbGetac2VMnTY6LjQsVS43Z4eBCEQfnXyc6KurBvfu9+/QJCAps+zDmNwNBkIGBwT8ThVkGEUQolioqKu7cufMiMjIwKAgNQY4gSE5ONiQQXLp44e6d2wRR5vTysrL6+vqCgnxUKJaXV4Ag2KX57IpAIBibmsjJycHwjyfhQRAChUK2aJZMKFlZWQKB4PmzZ6mpKcIaAMCgMxobG7Mys7HfgQBgYGCAWmNCAggEQRUVFenmXEsS6MZjc3aggoICFouVmJhYUVmBNshms+vr67NzsmEYAkHhzYIRxNDAAJWIwoxLEhIkMlk8Xjb6b/GEBD4+Pvfv3586ZYqFhYWtra2Hp6eXt1fbti0wAhsbG4vnGS4rLW2ob8jLzd2wbj2CCCUQIpzqcoSAMBiMb+5eamlpjRk75vmz5ydPnqyuqq6qrExOThZPdoEqbbAIdAO5pKSU2kDNyckW76WyvJxCIjGZTHl5+ZrqGiadbmJigjWio6uD5hlu43LQ2RCvk56erq6p0VXsyMDM1ExZWfnTpwxCZwIXijg4/yIV5RUXL17kcblz58/T0e10EZYRGNbQ1Bw3fry4VUW37t0m/zMxPi4OFYowDDOZbIFAUFZaJi0lBYvWTRAEg4KCNDW1sF8BACAu76UkpSjCY6SfzEwHAOAXgoTJYCIIUlVVxeNym0YCgP7+/iamzUs2IlQxsfy6opIvxtBiQGw2CxIIamtqAJFYQi+kT9++3Wy7wzCCzQpZvMF22G26e3pcvXb11q1b79+9u3Pn9okTJ/r06bN1+zYsM/A3AcXyFaOOpAKBgEajFRcVoWMjEIAedj2MjIxas7UpLCiYM2t2cUmJubm5pqamh5cnh8uB28x3wWazmnopLmqWYYC9g72xKEui6JPwksVvLplM/gG3GS6HS/nSZpVMIZMpFA5bmAuz84ALRRycfwUEQZ49e/b86TN3T3d//37/12Kwo0Az0IqvcV2NjGTl5RoaGtCPIAjKy8spK6ts37kD2wqDYbiosFBNXR39qKWlhcoqrBEGi8Fhs8V1I0SoYn7eMm1sbBTmof3O0SopK5PJlEWLF6MaKkphQUHbO5NtIC8vTyaTp0yb2q9/f6ywtLRU4qustu2Hz+d/yvikpKy0dNkyCILy8/Pv3b175NDhRw8e/jNpYvvbkZMTji0oKGju/HlYYVVVFSQQtOa4cuvWrezs7N179/r5+6GP3Lu3STQare1eSCRy8ICB4i4lVZWVEAyjqYzVVNVkZGXKm7eLUbMpBp0OtCngUcQfAF1d3ejo6Pq6eg0NDbSkpqaG2tCAmR93EjrpHyoOzn+akpKSnTt2fHj/fv6C+f37B3RaifhNSCQSmURmc9joRwAAXN3camtrnj550lRDaBu1c+TwEQX5BWiBra2Nurr63Tt3eTweunX26MFDGo0GAE0XTgRBKSmpyorKxsZGtMK9e/fYbFZ7tC5xHBwcKBLke3fvws36380bN4ODghMSEn7sYm1sbFRUVO7fu4cmoycQCM+ePh0YFPzkcfPFtg8EhjEhyufzN2/cuHTxEiaTSSQSTUxMPD08ZWRkmrW99tLVqKuRkdHz58+qKpveNjI/ZYYOGXri+PHWti4rKytlZGSsbazRR+590ruU1BThDRXTz9BAM9gzaWxi3KVrl+dPn9bU1KAl6enpQ0KGnDoZjvairaPdo4fds6dPKysq0QqRz58XFhT8/6daZLeCfXL3cOdxeTduXEc/QhB07epVEonk1suN0JnANUUcnF8JDMNPnjx58fy5j6+vr59fZ55cBEE4HA7xK31IUlKSSCRWlFdwuVzUkt7Ty9PD03Pnjh1ZmZmGhl3S0tKeP302dvw4M4smB0E9ff0xY8du37ptxtRp3Xp0T01JffXyJZlMxiQemUJxcnHetX3HvDlz7ezt0lLT8vPyJSQkBXx+C1cQbBmFIIjNZkNfZg43tzAfNWrUqfBTdXW1tt26lZaW3r1zt6drT8ysH70o/lfNYh/5fD6Hw0GahUqXrl3Hjhu3a+fOyRMnObu41NbU3L51y9jEBFMc0QZRYY8CwzC6sYmVKCsr19fXb1y/IWzCeG8fH2lpaR8/3y2bNk+fOs3Z2ZnNZj958kRJWdnD07PteyHeC6rFTpoyecG8+ZMnTfL08uTz+ffu3iMgSOjw4dhmJo/HE15O86Q5OTtfi7i6ZtXqPn37FBUVvX3zFiAAObm5t27dHDYslEQiSUlJycnKPnnyRFFJcfKUKWpqagoKCpOnTF60YOHkfyZ6eHpyebx7d++SiMRhocPQXiQlJcdPGD939pzJEyd5+XhVVFTGx8VJy8qIz+rXSEtLy8jIXLkSQSQRw8aPl5OT62FnN3rM6AvnzpeXlZuamqanp8fFxk6cPNnaxobQmcCFIg7OL6OosPDihYsUCcripUtR48bODIVC8fH1kZAQikDxckVFxaHDhtXU1FRWVhoYCA1lZWVlt+3Yfir8VHRU1IcPH2RkZBYsXjh23DgKucmPDQCA8f9MkJWVvXnzxv279/UN9KfNmH7yxAlITKEJCwsDEKEh64N79y2trNZtWH/v7l3M7ALVRxkMBuYbp6GhETwgWL/ZSBKFRCLNW7BAR1f39q3bt2/dppDJI0aMmDp9mnzz9qm0jIyfv79VcwhZEAR79e7F4XAxtcbaxobNYsnJN+XkAkFw0pTJyioqN65fv3v7NpFIDAwKmjJ1ioqqivgsiZ8FKikpDRg4QNzH1N3DY2xYWGbmp/r6erRk7LhxklJS927fuXvnDgiC5ubmk6ZMNjY2bu1eSEhI+Pn5GX1Vwc/fX1JS8tzZs48ePAQA0NbWZsrUqZhZLAAAjk5Omppa2KQFBwdTGxoe3n9wNeKKuobG/AXzJSWlDuzfn5OVjap9srKyU6dPO3P6THlZGfbq0D8gQEpK6vzZcw8ePABBoHv37lOnTzMVi7LUu0+f/QcPhp88+ejhIxkZmVmzZ9XW1rWt5GtoaMyeM/v6teulJaWoIRKFQlmybKmhocHdO3cLCwrk5OVXr107LHTYD29T/0sA4urtf5r4uLiUjynTZ87o6IHgfDe7du7ctWOnhISEQCBYvHRph4TL+jFEthjCtQGCoAf37sfHx/cL6O/h4UH4Q2Ewhf+Rl5dvzc6Cx+M1NjaqqKgkJ38YPzZs/sKFqG8+Bp1O53G5KqqqPzkSHpfbQKVKS0v/qrBwfAG/ob4BdVf4sRYgCGrxeiEQCOrr60kkkrKy8k8Or6amBjWjbU9lNpvNYDBUVVQA0asAn88HAEBc9ojOd7+SaQhSU1tLJILKyt/uBUGQuro6GRlpqXYH6UVgGB2DODwej06nKygodDZxiNIZx4SD85/g0cNHkc+ebdq6pby8/NKFi7KyskuWLW3nsvUfRVZGVlamKTDYN6FQKKoigSfgC03/v64glGG/QoxRJCQwe41fAplEVm+2G/oxvna2IZFIP9kmxndtPEiJwD5+HaT0284hANB2LwAAoDe3/XwtEdGHpDP/meBCEQfnR7hz6/aK5cuZDIYAghQVFT29vPr07YNPJQYAAGQy+b9lYYSDgwtFHJzvBoKgixcubNqwkcVigSB47+7dcxcudDYLug7HzNz86Injerqdy9oeB+f/gr/H4eB8BwiCHD54cPPGTWw2m0QiCQQCBoNx6eKFFnaDOHJycg4ODhqav3KHEwfnN4Bvn+LgtBcmk7l7x84zZ87weDwAAHg8npWVlZePz4iRI9rOLYeDg/NfAReKODjtgslkrlqx8uaNGxwOR0ZGxtzMbMToUZ6eXto6/z+uBw4O6hGBH7J2fvDtU5yOR9xsr1PFy8aoramdNWPGxfMXKBRKYGDgvgP7b927O3rMGFwidhQQBJ0/d+74seMcdlPknY/JyZs3bszNzW3tJ7W1NZs3boyOisZKnj97tmP7jrraWvRjQX7+5o0bk4TpfD8jCsryU35rLBbrdPip0SNHhZ84SejcCASC8JMnz54W7oW0/1doxiXCnwKuKf5dlJeXX7lyRVpKSrfTBKcGACDrUyb6Bg0AwKeM9EcPH7YdgP93Ul1dXVtbGxMVnZWVNWbcmMEhIU7Ozp3Tv+qvAkGQFy9e0Ki04cNDJUXuBzk5OWfPnHF1c2vNR55Go0VERMjJybt7uKMliYmJ169eGxwyGPWbrKiojLgc0aVrVwfHplxaL+Nfnj93bubMmda2Px51JS42dt3atdbW1lhAgE4LBEFPHj+WkJQYGjoMCwjQNpUVlRvXb/D08hw8JITwR4D/bf9dFBUVbV6/QVJK6ve/2aHuw2jmmhblIAiiZ3JEIvHunbu3b93+ug6JRIIg6DcLS9Sdi8/n93Tt+fjZU/EgJjgdC5FI3LxlCwzDss1ej0QikSIh0cZOg76+wZ1798QzLpFIJAqFgjnt9bDrcff+fWWVz472VVXVUS9ejBkz5meGWlpWKisru3Hzpu49ehA6NxQKZe/+/ainYzt/wuVyo6Ojuhp1Jfwp4ELx74IIgiQSSVVV1dXN9ff2DHA5nKSkpO49esjKyqJp25q+AMCsrMzsrGwQBBEEMTc3NzU1bRE6GYaRxNevTc3M1FRVvzeq8s+Mmc/nJ3/4UF5W3j8g4I+UiBAEvUlMTHiVwGKxjIyNPDw9NTU1W9QpKiyKinpRUV6hr6/v18+/hfs2m82Oj4tLTk4mkyl9+vSxs7dr8fOM9PSYmJhGGs3UzMzbx6dFABoulxsbHZOSkgLDsIOjQ5++fVtItTeJbxITXzPoDHMLC18/XzRvA0p1VbVAINDQ0MAO6gAAgBEk8XVibEyMnJyct4+3sVgWQB6PV1JcDAAAlgq4BWw2u7ikmCJBkRcFgcvJzv748QORSEpISJBTkLe1tRUIBG/fvCEQCI5OTthuQX5+fn5enp29/ddhaxAESU9PT09Nh2Ek4VUCRULC0tIS+zYnOzvyeSSVRjUzM/P08hKPpMNkMt+/e2fYpQsCww8fPHTr3cvmWwFCeTze2zdvNLW0pKSkHty/31Df4NbLza1Xr+rq6rt37tTX1bn26uXq6triILOgoCDyeWRFRbmyolLvvn1su3XDvoJhuKKigkQkamhooDciLzevqqqyW/fur16+fJf0Tk1d3c/fD9tnqqmpiY2NAQAgNzc3Pj7e0dERDZaLfvUi8kVhQYGSspKPj0+Xrp+lJoPB+PD+vZGREZfHe3DvPpfHc3Zx7tmzZ4tbX1NT8+zp04KCQkkJCWcXFxdXFxLxs8BKS03lcrkmJqYvXkRmfsrU19f39fNV/TL4AAzDb968SXz9msvh2js69O3bt8UeD5VKjXoRlZ2VJa8g7+nlaWZm/nk7+A8gLjb20IGDHT2Kzs67pCQtNfVBAwbCv52qysoBQcH5+flff7Vj+3YtdQ1DPX1dLe19e/d9XYHL5Q4NGfLy5Uv49wJB0OxZs7Q1NG/euIH8cXC53HVr1lpbWA4MCh4+dJizg2Nvt17vkpKwCjAM37l92757DxdHJz8fXzNjk8D+/XNzcrAK5WVlY0aNtjS38PP2cXF0MjcxPRUuTK2Afsvn8w8eOGhlbtHT2cXX28fC1Gz4sNCK8nLs51QqddaMmbaW1gOCgvv5+lmama9asZLFYmHD27Vjp7WFZT8//+DAIGtLqzGjRldWVGCNTwgLGzI4hEaloiU3b96wsbQaNXJkbzc3f18/++49eth2u3NbuOuAkpub093W9sC+/VjJ1i1bnOwd8vLy0I8v4192t7G9fOkS+vHk8RN2tt26Ghjad++xedMmBEEEAsGiBQt72HbL/PQJG8aMadN69XQtKyv7eoYhCNq+bZuNlXUXA0Mne8fdu3ahkwNB0LkzZ7vb2PZx6z0gMMjW2iY4MCgrMwv7YV5urkefvjNnzPT28DTp0vXO7TvfvIP1dfW+3j6jR4zs7+fv0advTydnG0vLLZu3DBo4qE+vXr1d3Yy7GB08cACCIOwnjx8/dnZw9OjjPiJ0uI+Xl7WF5dEjR/l8Pvoth8MJHTp03JgxTKYwbyWCIPv27u3p7DJ18hRXJ5d+fv62Vtauzi6JiYnot69evfLy8Oyib2BjaTUhbHxNTQ1a/jrhtUdfdxtLK38fP/sedo729pHPn2NjyM7O7uPW65/xE7w9vbw9PHu79TIy7LJ502ZsGAiCpKak+Hp7uzg5jwgNDQoIsDQzX7ZkKfZsIAiycMECXy/vsaPHuLr09PfxtTA16+frl5ubi1Vg0Okrly83NzH1cvfo27uPcZeuq1auYrPZWIWPycn+Pr7WFpZ+Pr4ujk621ja3b94SnSD/KeBC8buEIvLbqamuHhAUXFhY+PVXO3fswITifrE1C4PH4w0bMjQhIQH57cyZPftPFYrvkt5ZmJnt2LadTqcLBII3iYkujk6LFy3GpFp6erqzo9PokaOyMjNramru371r0tVo6ZIl6Lc8Hm/p4iVWFhY3rl+vqanJzc0dM3JUNxtbTMZEPo80MzZdtHBhXm4eqrv0sO22cf16bI2+c+uWjaXVrZs3GQxGXV3dgX37bCys4uPj0W9TPn50tLPfvm17Q0NDY2Pjvbt3Lc0tToefQr/l8/lhY8cOGjAQE4q3bt3qom/Qt1fv2JiYurq61NTUQQMG9HZ1Ky0tQSvk5ubYWFnt37OvDaFoY2l16eJF9GN9ff3Rw0eszC2uXI6orq5GC+/dvWtqZHz6VNMwiouLHezsFsybDzVPWgtqamq2bN5sbWH14P792maZ8fbNGytzi1nTZxQXFTc2NsZER7s4Ok0YF0an09EKebl5bj1dzU1MN27YmPg6sb6+/puN19fV+3h6dTU03LVjR2lJSVpqmrenl5a6xqoVK4uLi/Pz8oYMGtzb1a2yshKtz2AwQgYOGhg8oLSkBIbg6uqqSf/809vVDZPoHA5naEjI6JEjMaG4f+8+bQ3NkEGD3iW9q6+rf/b0qaWZ+YJ589FvmUxmbExsN2ubVStWlpaWolKtprq6v38/Hy+v1wkJtTW16enpw0KG+Pv6VTUPIyc728nB0dzE9Mzp01WVlYWFhePDwuy798jOykYrCASCJYsWuTg6JX9IhiCokUbbunmzuYnpu6R32LUvWrhQS0190j8TMzMza2tqL128aGpkvHvnLqxC+MlwUyPj/Xv3lpeXl5aUrFm1Wk9H93mzbKZRqcOHhfbq6Rr14kVNTU12VnbY2HF9e/UpLi7GrU9xfhPoMeGPnWUWFxdTqdTvTUiL0zZy8nILFy6cOGmSrKwskUjUNzBQUFCgUaloTgM0syCNRps7f56pmZmqqmpAUNCUadMoFAqad6kgX7gLFxQcPDgkRFVV1cjIaNac2Q4ODlRRdmIIgm7dvGFgoL9ixcquRl3V1NSCgoODBwRHRUVXV1Wj7VfX1PL4fDTbn7Ky8qQpU3bt3WOgL8zLQSAQ6hsaGAwmmUwiEolycnKBQUFHjh51EsstDIj4fD0IAoLg8BEjevfpo6ysbG1tPWny5Jqa6lcvX4n/RJhHvnXEG1RSUtLU0gJBUE9PDwsK6uTsbGBgEBcby+EI88Unvk6kUWm+/n5gKzkjVFVV1dXVQRA0MDBAzXlESu1NCUnJWXPn6OnrycnJ9enbN2z8+JcvX6akpGA/FPD5bm5uixYvcnJ2am2/VzjPMGxtZT1txgwdXV0raysTE+MuXbpMnjJZT0+vS9euvfr0odPpDc25OwgEQtCAAavXrNbR1QVAQE1NXUdXlyWE2dqswggsJSU9afJkO3s7JWWl3n36WFlbFRUVoeap0tLSBgYGRCJRRUVFR0cH3ZxMSEjIzs5euny5s4uLiqqKpaXlvIULigoK3r9//3nYAoG7u/uYsWPVNTQMDAy8vb25XG5FRXnznUR6urquXb++W/duIAjKycsbGBoKBAI6nf75bsOIkpLSjFkzzczMVFRVfP38tHV0SkqK0ae3sbHxzu3b1jbWk6dO1dLS0tHVnTx1Sv9+/Rh0BvrzpKSk9LS0ufPmuXt4qKqqmpiaLFi4gMGgx8bG4meKOP8BVFVVOWz2urVrJ02Z4uPjIyvbVkxqnHZiYmKipqb29MmTtLS0mpqa8rLy7OxsU1NT9FsIgrIyM9XV1AzFkjctWLgAbs57UFRUSKc3ip91OTo5YXabjY2NJcUldDp99+5dxGbT4pSPKeWlpbV1tZpawpNLJ2cnLS2thfMXmJuf6NbN1q13b3cPD8zo0dLCooddjwP79j96+Mja2sbFxdnXz1dBzEymBQiCSEpJYmmVCASCjo6OlJR0RXNq3B8AXWHFUyeqqam59er14P69kpISExOT6KgoQ0PDbmLHcv+3EQ6Hk5OdY2RkpKWphdXp1qM7DMP5efmursLDfoQgFPAmpqb/1wQUQRADQwPULkb0xgmoqKjINP+BoGZEMNz0JiojIzMubFxsbOy2rVsryivqamtTU1OlpCSxXNBfgyCIvLycgdgzICMj09jYiJm8odclbgGXmZmJwPDdO3fi4+IICEIAgIb6+kY6PTsr279fP9HVCf01Dbt2xQ47paSkiUQi9jZGIpEGDBz4MTl53569JSUldbW12dnZQg/CL6W1qro6FhSeRCJJSkig+rrwPLK6pqS4ODA4CDvj1NbWPnr8GPZOnpuTy+FyI1+8SM9IRwfJaKQ3NDTkZGfjQhHnP4CsrKyevj6ZTF69YuWenbtGjBzZu28fa2vrjh7Xf5uPH5LnzpnDZDLNzM01NTV8fHzojY1YBkQYhkWKGrmF+QO2kLGYLBiGsUUHBVMyhMlvuRwOh1NSVCw0oRK5+qmqqfbrEiDXvGTb2tpeuHTx+rXrb9+8efY88vy581Y2Nlu2bUXvrJq6+tHjx27duBkfH//+/bs7d27v3rVr7fp1fv7+37wcRLQyysh+tsQBicRf7iwPAICfv9/ly5c/vH8vLSX9MTnZz99f43tSYQgEAh6PJy8vDxI/j01CQgIAAQ6HLd5VuwaPCK+6nV3TG+nLli6NjooyNTPT1tKys7eXkZX58OGDaPJabR8Ewe/yHmYwGDACV1ZUMunCf6DPTGBgoIGhwZf25K22yePx9u3de+bUaUNDQz19fRMzUz19/atXriAtL5yIJm7DGsX+KUw0zeNJUL54OEVacNM/WSwWJBBUV1XyudymQQKgt4+PuZk5LhRxOhffXAhgGObz+QsWLqiqqlqxbPma1asNDQ1d3dwGDBzo1sutnQ5VOC2m9ML5CywWa9/BAz179kTXkWdPn2Kv/CQSSUVF5dOnTywWC3NjuHv7DpVGGzN2DAAAikqKIAhWV9dgbebn5d2/d9+/n7+pmZmUlJSkpFBvO3kqHGxeUhkMRm1NjZYoYS+CIJmZmSQicc7cOQQCobCwKD4ubv3atTevX0eFYlFREbWBOjZs3NiwcVWVlSkfU9asXn0qPNzDw4PypSRGAUTOM400GlZSV1fH4XA0NH42eVOLREtWVlampqYxMbEgkchkMr29vcWX4/+LjIyMuoZ6QX4Bg8GQlm5KTCjMxCuA0Jn593idkPDo4cOFixeNGx8mLcqJuHvXrndJ734uOEHLKVJWUpaUkFyzdq2F5WetvSA/X7nd6aLy8/LPnz0XGBS0ZNlS1Kb30cNHEZcvt/PnogxlslLS0tXVVVgJlUq9eP5Cd7sebm7C2P0KCgqSUlILFi7q6Sp8+FGKi4pkZGXxM0WcTgSCIJUVFa19xeXx/Pv1O3bieLdu3YqKiq5euTJl0uQhgwafP3s2Pz//tw/2vw0EQdU11YqKilZWTU4CsdHROTk5ZDIZ1TwAAHBydmqor3/x/DlaIT8vb8P69W/fvkFXQDMzMz19vcjI5w1UKlrh9KnTx48dQzfB5OXlHR2d0lJTExJeo98ymcw5s2bPn78APRlCzTunCI/9hGLV0NDAz89XUVER2+t79uTpuDFjkpKShGncNTV9/Hz1DfRhqFWHHAAA2Cz2/Xv30NM+GIYf3n8gJSWF7ej+GMJ8vOLqiPAsVt7H1+fN68SL5y+YmJp+r/chCII+vr4F+flPHj1GSxgMxtUrV/T09bu3uQ3789TU1sAwbGVlhUrEyorKuJhYYZIvyk9F7kVEYB+dnJ0hCLp37y5Wcub0mYHBA1I+fmxngzQqjcFgmJqaohKRyWQ+efRIIBBQ2h1hWF1Do3uPHomJb3JyctCSB/fu79i+vaGuDv1oZ28vQaHcv3cXgpv2bK9fuzZo4KCEl69wTRGnE0GhUF69fHn0yJGp06Z9/S36h+fg6Hj46JHFixa/TkjgcjnJycnv3r0zNTV1dHYeM3bMN925cL6GTCY7Ojnu3rlr1cpVPXr0yMrKSklOoVAoyckfHj96hJ79+Pn7P3nyZNvWbZlZ2Soqyo8fPUYQZPTo0WgLmlpa/0ycuHrV6mmTJ7u69RKpifdGjx1t0nwqOXL0qJjo6IXz5wcPGCCvIB8XE5uamrph00Y0wSwIgp5eXo8fPZoyaVLfvu4AQIiNiUUQxNfPF/15T1fXM2fOLJg3v39AgLy83If3H1JTUpcuX46piVwR2HIsEBm1xkTHTJ08xcHBITMr8+njJzNmzuja7CGHIDCbzebz+dgk8Pl8DpuDtQDDwgriJ4iKigo8Hm/H9u2VVVUhIZ8jtvTu3fvcmbNvEhPXbVgvKSXZ9gMmEAjYbLb4qVu/fv2ePX26bevWtLQ0TU3NhIRX6Wnpq9eu1dbRwR514Qag2FC/CVpNPCQbj8fjcj5fUYuurays5eTltm3dlp2TQ2ugvnz5kkqlNjQ0XI24OnnqFNQ7k8vlinfB5/NbDB6dduyjtLS0jIzM1StXSCRS2ITxcnJydvZ2Q4YOPXUyvKy0zMLCIj8///594f4B9nYCwzCH/cXVQRDEZrOxM0V9A31jE+OTJ05weVwERhJev64SueLcuHFDV09PV0+3aX9e7EpbTIWkpOSEf/6ZM2vW9KnT+vXr10hvvHHtep++fXr1aUp6amVtNWx4aPiJk7V1dT269ygtLblz+45Lz57unh64UMTpRAAAYGlldfbM2aqqqgULF7ZmUGNianri5ImFCxY8fx4ptE0kErOzs/Pz8/38fAm4UGw3YePH87jcmOiY3JxcPT29dRvW19TUhJ88kZOT6+ePAACgrKy8a9fuY0ePvH79msfl6Whrr1231tnFBWshdPhwWVnZiMsRD+/fp0hIzFuwYFzYOOyIq0uXLkeOHT1+/HhcbCwEw6qqKjt27uwfGID9vH9AfyIRvHTx4uNHj4SmEDo6exfMdxXtbqHL1v6DB04ePxETHQ1DkIKi4vqNGwYMHIg9Km69erFYLGzzXE9Pb/jIEa6urvfv3b97966cnNyqNatDhw/Hdvbk5OSDg4MtxCxxrK2tmYFM7DFTU1MLHhAs7mbu6Og4cdKkV69e1VQ3WcyiWFhYmltYIARC7+ZFtg1MTE2DBwQribn2y8nJ7dy163T4qaioFykpKRrq6rv37hE/K5WTk+vXv5/V/zs1l5CQ8PXz69Ll81mds4uLibExdtBrZmYWFByE7X53695t2/bt58+dv3HtuoK8wpAhIfYODnv27MnLy2Oz2cJjThAUeriLHSRbWloGBgWh8hJ9lXHr1YvNZmMVNDQ15sydc+3qtdLSEvR9QkJCYsWqVQYGBo8ePczKzCRTKJMmTZo4eRIWJUdeXr5/YICVlRU2bH19/aDgYE2tJssjLW2tLdu2HTty9N6du1LS0n3c+w4IHnAq/GRBQUEDtQEVig6OjqpqqpKSTW1SKBRvH29tbW3sdrv0dDl05PDJkyefP3tGAAiDh4RMnTYNmwoSiTR/wQItbe17d+7eunWTQqaMGDVyypQpwocB+VPA/RQ7uZ9idVXVgKDggoKCtv0Ujx09FhERoa+jO33qtPq6JvcsHo83NGTIq1evxH9FbWhYMH+Bvo6uvo6unrZOb1e3wm81/pP8wX6KKHQ6vba2FvvI5XDQUHwt6tTUCHfevtmCcCe2uprBYLTWRUNDQ1VV1dfNosAwXCOitZ/X19dXVVWJe3a3jUAgqK6uFnfT/km+OSEDgwfMmj6Tx+P9TMtMJrO2thZGvj2x/xI8Pr+6uhpVstHbx+EKVa6fAYa+cQlsNquyshJzvvzuNkUPhvhz9WP3tK6ultrszPo1HA6nsrKysbERK8E1RZzOBZ/HCw0NvXX9xvVr16qqqnbs3CH+5i6OgqLi9h3btbQ0D+4/YGBgMGPmjGNHj3bvYRc8IFhS8v/saOFgyIrAPn7ThqVFnRaAIIi58X0T8XCjXwMAQIvQcS1ow0vvmxCJxLbH872I214ymazSkuLIyMj8/PzZc2b/ZB5NaRGE3wuZRBKfHxAEW1ppfj8tjl1RJCWlME3uR9r86sH4sb9rZeW2DHwkJCQwvw4UXCjidC5g0SHB7Hlzkz9+fBkfP2nixJ27dnXv0aOFBSAKCILz5s9XU1OXlZEZPCTE09v7+rXrG9atGz5ihI2tbUcMH+cPp6iwYMH8BTnZ2UHBwa69enX0cHB+PbhQxOmMuLq6hg4bdurUqYz0jOlTpy1ashgAwdbk4thxY9F/q6ioTJk6JTUl5crliIRXr0KGDkVtOnBwfhV6+vpz5swhUyguPV0kcF+gPxHcJQOnkzJ52lQ0cFRZWdnqlauKCgtJ7fMgtrG1XblmtaKS8tbNW2Kio/+k9Kc4HY6cnJx//35e3l7i+Tpw/iRwoYjTSdHR0ZkxexYg0gVFMcOKr127Tm12iWsbSUnJYaHDZs+Z/erly+3bthUVFf3748XBwfkT+HOEIprop6NHgfMrGThwoItrTx6PB4rSQF67ciUtNbX9P9fT11+6fLm9vf3hg4duXL/+f72+cHBwcP4coaijq9v5E1vjfBdycnKz586VlZWFIIjL4cydNw9zYmsnAAB4+/gsXbassrJq04aN4lkIcHBwcP5kQxsjER09CpxfjJubW1Bw8If37yEISk5Orqur+wFreyVlpRkzZ7x9m3Ql4srbN2+GDRsm1+yMjIODg/Nnaoo4fyorV686fe6svoGBhYXF0cNHGhsbf6wdR0eHNWvXSElKbdy4MT427lcPEwcH508AF4o4nR1FRUUdXR0Ol+Pl7WVtY3Pi2HHxSIzfBYVCGTl61KTJk6Njonds315V9TmIPg4ODg4uFHF+H6DI0fCbmaHEHRC/6YwICHPzAAIIGjR4kKSUZMSl70gi8zXGxsbLli/v1q3bzu077ty+jRvg4ODg/IFniji/n4KCAi6XKycn93+zoQIAUFtTw+PxKisrJSQkxFU9EADojXRUFgIA0NjYWF1d3cKQmM/nc7nc6urqmpqa/gEB+/ful5WTdenZ85v2xjAMM5lMIpGoq6vbIgUuBpFI9PXzs+3W7frVaxvWrx81arSZudmPTgMODs6fAy4UcX4QGIbHjBpVWVHZzqzcaFzv0SNGfq0LCgQCIpGISsrwEyfOnj799c95PN682XOE6iYICvj8WzdvoIEQv+mbD0GQgoLC0RPHHdvMpaepqTlz9qy3b9+ePn3K3Mx88JAQLBsADg7O3wkuFHF+HB5PqMBpaGq2M9YMGoT+G1+IyUlE9J9vVsFqAQCA5l6QlpaWkpIS1zsBABAIBDU1NTw+r53Z0B0dHS0sLG7dvLVxw4bBgwe7iNLQ4+Dg/J3gQhHnBwEAQE5WrgoEz54/1y5nmNbEXft7FP0Hay0x8fXDBw8WL13aIuBWcVFx2LhxBAKi0mbuBXFkZWXHjB2Tl5t38cKFhFcJoSOGa2tr/8xQcXBw/qPgQhHnx0E1N0kRv38e+7q7V1VWnT93bu68eeLlkpKS2AnldzVoZGy0YtXKx48e7d29p0/fPv3692/nzjAODs4fw8+6ZFCp1MqKCi6X26IcNZdAEzH/bTCYzIyMjPLycsLfQQdG3B42PBQEwfPnzv+q8RCJxIDAwIWLF2VnZ2/dvDnz0ycSEX9xxMH5i/hZoXjk0OHhw0IPHTzYovzMqdMzp8+o+B7B0NjYWFZayuPyCB2BKDV8dXVV9U8u8SXFJXNmzho5fPjFCxd+3ehwWuWfiRNzcnKiXkT9wjlSV1efv2CBu6fn+fPnP378SBSB3wMcnL+BnxWKxcXFKSkpp06GtwgRUlZW9ulTxtcaZBtcu3p12JChOTk5hI6Az+fPmzt3xfLlP+m19iIyMjo6evDgkICAgF83OpxWkZGRmTV71sOHD74rVnh7cHNzW75ihbKyskAgKCkuwe8BDs7fwM8KRSKRqKGhgSDIkcOHaTSaeDmZTP7moQ6fz/+me5lAIOBwOO1X1Ph8fhuRTSAI4vF4befNgERgH7ki2t/7NzeHGUyGsrJy6PBQSyurdjaF85OoqamNHz/+zOnTVZWVv3YyZWRkdHR1QBCMj4s7eOBgfX39r20fBwfnTxOKEARpamr+M2nim8TEq1eutF056e3b+XPnBfUPGD5s2LEjR8SXmGtXr967e4/FYu3etevhw4ettRAdFb139573794tW7I0oF//sLHjbt+8xeN9seNKo9FOhZ8aNXxEPz+/kaHDw0+ebKhvwL5lMpl79+x5+vjJ0ydPRo8cdePadQKBUF9fv3P7joKC/OysrHVr1ubl5bVxFbm5OevWrBkYHDxk0OCtW7aUlHzWIS5fvPjw/gMmg7F927a7t2//v8nD+WVYWlkFDRhw8MBB1G3/F84s+uI1eMgQIyOjzZs2P3r46IeDzOHg4PwVsU9hBBk4cGAf976nwsNzsrNbq/YiMnLSPxMzMtJ9fH30DQx379q9cvkKTLlkszkcNhtGECaTyeW0qq6lpaUeO3p00YKFxcXFffr2odPp8+fNv3D+s50Fn8/fv2/f9q1bu3btOmbsOH1Dg21btu7dswfbFOWwOXdv39m7d+/a1WvKy8okRGaTaAwUgVD3EzAYDEjQqn6ZkZExeeKkR48eu7q6deve7crliFkzZmI5bNkcITAMMxhMNofzQ9OJ84P07dvXwtLi1KlTMAyD32l32jYIgpDJpH79+82ZO+dTRsamDRsK8gvw+4SD82eC/BxTJ0/p1dO1rrbu48eP3W1sZ8+cxeVyEQRZtmRpj27dcnNy0Gr19fUB/foH9Q+orKhESyIuXTYzNjl9+gzW1NEjR+y79/iY/LGN7o4cPqyjqTV/3jwWi4UgCI1G+2f8eFdnl4KCArRCeVmZv4/v1i1bsJ/MnT2nt6tbTU0N+rGurs7H08vM2OTWzVtcLheCILSczWYPGRwydvQYNpvdWu98Pn/6lKkOPezS09LQkoRXCTaWVqtWrBQIBGjJwQMHHOzsU1NSkE7Ju6QkLTX1QQMG/nxTMAx7uXvo6+jmNN/lzsDBAwe2bNrct1dvV5fPT8XPMGf2bG0NzZs3bmAlcbFxixcuunjhApPJ/Pn2cXBwOhW/JksGX8C3tbUdPWbM/Xv3IiMjv66QmpJSWFAwcPBgDU0NtKRfQP8uXbrERkV9PsYTvdy3HUUThmEFBYXg4GApKSkCgSAvL9+vf38qlZqVmYVWUFJW3rN/36TJk/l8PpvNzsvLqxSdM4mfHQogyK1Xr4DAAAqFgnX39T++prSk5O3bt37+/th5obOLs6uba3xcHINOF6/5f2OB4vxL/DNxIo1GKysv//fsRXv17rVsxXI2i7Vx/YYP79//S73g4OB0CL9o7RYZx4SND7Oysjqwb199fR2J9IV3V2lpKQEgGHYxxErk5eX19PXLyspYLJZ4I20b2iAIIicnp6WlhZUIo5YAAIPRJJMkJSVhAbRz+/bAfv17ubqOGTkqPT29xWAAoWmGaotCrN82BlBVXc1isbp07fK5KQAwMTWtra3lfnmu2YGue385kpKSI0ePIpPJP+C8334UFRX/mTRpzNgxN2/cPHTgYE119b/UEQ4Ozm/mVyo0KqqqM2fPKsgvOH/uAgzD4ksSiURCEIL4WR0MwwIBn0gifZdSJdRtQZAoJs8ggQAAAHQRFJ75pWdM+mfi64TXAwcN2rpt+9Hjx3x8fL42E0WQH5FbJCIRDa0pXsjj8dCkSN/bGs6/hIK8gqqKSkN9A5VK/Vcn2cLSctWa1VraWju2b3/27BlugIOD8wfwi6N1ePv4DBw06Ozp09o6OuKhQIyNjUlEYmpKio+vD1pSVVWVk5Pbo0cPGWlp8RbalpEgCIp8/MuwYJvZmdlkEklPTw/9+DI+vqqmKuLKFYfm9AgwLDw1bKfQEsacbn0Aunp6SsrKKR8/QhCE7s4J+PyPycl6+nrodi5OZwC93Sw2K+LyZVNT03/11lAolMEhIS4uLufPnXuf9G7IsKHtCgOLg4PTWfnFR18gCE6eMkVeQeHD+/ficsjK2trByfHypUtv3rxFLTxPHDteV1sbEBhAalbyAADg8/k0Gq0N50IQBGk06unw8PLycgiCMjMzr1yJsLG1NbewaGpEmFdIUFtbB8Mwn8+/f/fui8gXAAhC/y/gnEjbEzpssBgMpBWbe3V1dT9/v2dPn92/d4/P5/N4vEsXL71/9z4gMKhFTGqcjgWCID1dXQV5hfCT4b+hO20dnSXLljk5Ox07cvTalasdFZUJBwen44Uil8tFzTWxki5du0ybNg0EACaTiW0oSUhILFm6VFdPb+yoUYMHDPT38b106dLU6dO9fXw+a5MmJjwud/y4cSeOH2+tOwRB5OXlCwoKBgUPGDZkaOiQoUQSceHiRZg24OHhbmpmumD+/HFjxw4ICjp69Fjv3r2Li4o2rN/Q0CD0VkQNTVu4NhIIBDKZbG5uERcbGzJocHJy8jd7BwBg0uTJXt7eC+cvCOzXv7+//4Z16weHhIwaPQp7A0ANfPCdtI4FEcaCgEaOGkkgEH5bvD0PT89Va1bX1detW7fu48ePv6dTHByczrV9OnP2rEYaTVFJUbxwwMAB6poaMARpieXfMTU1PXbieHRUVFZmppy8vEvPno5OjkTws4lgr169Dh05kpeX5+Ts1Fp3MAzLycmvWbe2rKwsOzunf0CAt4+3gYEBVsHI2PjI0aORkZGlJaXu7h7e3l5KysrOPXuSyWRUcMrJyW3dvk1JSfnrDdWZs2daWlnBMKTbvBn7Nerq6tt37oiNif34MZlEJNnZ9XDr3Vt8gy4oKMjG1tbA8LNJEU6HgBAQAAQnTBi/ZfPmmJiYvn37/oZO5eTkpk6blpKScu3K1VfxL0eNGY1nLcbB+buEop2d3deFklJSHh4eX5erq6sPCw1trSkKheLp7eXp7dV2jzAMa+voeHh6tlbByNjYyNhYvGTM2DHivfRpZX1UV9cYPmJ4exa+gMCAgMCAdvaO01FAECQtIzNrzpzt27arqqpa/a7Ae7a2tubm5nfv3Nm4foO/v///faRxcHA6D/8xdzo0oqng52J24/xVqKurjxs37nT4qZrqmt/WKYVCGTJ06NRp096+fbt1y5aysrLf1jUODs5fJBS1tLS69+gu/aXBKg5O29jY2gQEBhw4cIDBYPzOuepq1HXx0iWOjg779uy9cf36dyWNwcHB6RD+Y0IxKDh434ED+mKHiDg47cHD09PU1CT8xMnfPF0AAHh5+yxesriqsmrj+g3p6em/eQA4ODh/slCUlJRUUFDAM77i/ACjx4yBYOjK5YjfP3uqamrTZ84IGRJy8fz5E8dPoIbQODg4nZD/mFDEwfkZpk6dlpaeFhMd3SHT2L1Hj5WrV8vIymzdvDnuy6TcODg4ncv6lMVi0RvpQndDcT8FhAASQWVl5RZhQn8bAoGgob5eWkbIb+sUgqD6+npJCUk5ebl/rxcul0ulUhUUFCRFuatwvgZBEA6H82vj0UjLSE+dNm3Prt0aGhpYwIffibS09MiRI11dXc+fO/cmMXFo6DB9ff3fPwwcHJz/oym+iIwMGzdu1MiRI4ePwP47PDR06qTJhYWFhN8Ch8MpLS1lMphYSXFx8eRJk25eF+YB/m3U1NTMnzvv3/b4Tvn4ccyoUa9evsRKmAxGSUkJboshTk529v1793/tnOjo6IyfMD78ZDiaPqVDMDQ0XLlqlZW19f59++7eufN1bF4cHJwOFoq1tXUZ6enq6uqurq49m//r6urq4Oj427S0d0lJIYMGPXv2FCshEomKSkq/Oawoj8fL/JRZXl7+r/ZCplCUlVUkJCSwksePHgUFBKan4YYYTQAAYGlllZryMbBf//fv3v3Cybeytvbv1+/wocNsNpvQQQAA4N/Pf/mKFYWFhRvWrf+UkdFRI8HBwRGnaV8UBAFJScmx48b169+P8NMI33wRAonc6qYrn88HAKDFriwEQRwORzzwqb6+/rHjx79pVoMm9cWSY7TWizClRit59QR8PowgFAqlRTmac+MX2vJ8cxi2trbnLpwXnwGB6PLxnFPikEik+QsXVlRWjRoxcvTYsZMnT1JTV/8lN8XL26u8ovzk8ROz5swmdBzKysqz58x5++bt+XPnjYyNRowcibsb4eB0LF+IJX7rTvElxcWnwsP9+/VzdnFBSyKfRyYmvp40qWmdqigvP3/+vKura1FR8fVrVyEIdnXrOXrMWF1dXfF23r97dyUiIi01jUwme/v6jho9SklJiUAgJLx6dfz4cQ6bc+nipUZa49iwcUQisaqq6szp0y49e7q7u2MtlJaWRly6HB8Xx+PzHRwcRo4eZW5ujn0bGxPz5s0bX1/fmzduvH6dqKysPHDwoKCgIHF1Mycn59KFi0lv37LZbDNz84GDBnl4enzXuemrl6+ePX06afJkbR1hHDsIgs6cOk0ACGPGjkWl7JvEN7GxMd7ePo8fPYqJiVEQJUMOGTpEVlYWbSEvN/fSxUuDh4TY2NgQCIT79+5dvXIFEggO7N8/cNDAgYMGtX8wfzYSEhLrN6xn0OkH9+178ujRjFkzA4N+Tfj10aNH7961+/LlyyNGjCB0KI5OjtbW1jdv3li/dl1gUGCv3r07djw4OH8zX1ifwl+BKS5V1dXnz53PzMzEKn94//7SxYtYyrr6hoYrlyNWLl9x5tQpa2trAwOD40ePr1+3/nMOYQIhLiZmyuQpb968dXJ2VlFV3bVjx+6dO9HY3Dwen81kCW0r2Gwmi4n229DQcPHChWSx5OZlZWXzZs85d+6cTTfb3r17R0ZGTvrnn9SUVKxCWlrasSNHF8ybn5aW7tbLjcViLlu85OaNm1iFyoqK+XPmPn3yxNvHJ3TEiJqa6lkzZ76IjPyuWUtPTz9/7lxdXR02b48ePXr88BF2OJSdnR1+4uTC+fNfv37t5uYKAMCqFSvOnz0nfiFnTp3Kz8tDP3I5XDabA8Mwk8nkcDjfNZg/HkVFxY2bN/Wwt8vOzl62ZOnkiZNeJyT8fLMAAEyePDktNTU+ruMNQaWkpUaNHj1+wviY6JjdO3dVV1V19IhwcP5SmtQjAAAgCDpx7Ni9u3fRxEmirUXy5ClT0MSEIAhSKBTxPUAikUihULCw2iAIonL04JHDZmZmMAwrKSndvXMnLy/fxsYalXC7d+9RVVEJF2Zb1IZheP3adRfOnx86bJhtt2593fsCBMLs2bMmTPwnZMgQbFTinaIKWWZm5sHDh/u6C+OXDgoZPGFc2P59+w4dOYyqaGQyubGxsXuPHhs2bZSUlKyqqgodOuzZ06chQ0JQO893795TadStO7b3Fr2P9w/oP2zIkKgXUb5+fu2ftRbXjvYrbrdLJpNYLFZXI6Odu3fJy8vX1dX9Ezb+8ePHY8aNRZVF4XxKSGDJI0OGDhFAgrVr1i5ZutTB0eGHb+efira29s5duyZNnFRYUBD14kXyhw/BAwZMmjyp688lL5STl5s1a/aOHdtVVFQsLC0JHY2ZufnS5cseP3q8c8eOPn37+vfr11GG3zg4fy2YpgggCMJisahUKpVGo9JQGvn8dtvFIUI8vb3MzMzQRd/UzIRAIDTSaOj3ebm5GenpQQOC0S1HEAQnTp60bv16FRWVphGAQrHSRjbghoaGuNhYB0fHXr17oSXm5ub9+vdPTk4uLCjARiEtLT1o8GBUBKqpqRkY6DfSaHxe086ws4vzqdOnHR0deTweg8HISM9gMVkw3GoGxx8DhmEpKamg4GA0SYKSklIXIyM2S0hrP0EvvJ3JkP9CLK2stu/YoaSsTARBBoNx7uzZ8ePCjh871tjY+DPNamppjh079lR4eG3N74uM2gZEIjEgMGDe/Pk5ObkbN2zMzcnp6BHh4PxdNL2HIghMIpFmzZkTPCBY/OvvsjchEolqqqqfmyahulTTBmxpaRmfL+jSpQtWQVdXd9SY0dhHdMu0DUsTKpVWU1Pj2stNfFRdunbhsNlVVVWmImEsFIoy0lgqK5E5D1m8TUVFxdcJCVu3bM3OymKx2ZISEnQ6HdPYfhUIIgy+o6KijA2D3LrZUTsvH8etl9vmLVuWLl7MYDAoFEpeXt66NWtRA7GfmZxu3bvX1NYePHBw0ZLFnSRZtJa29rz58xJfJ544fsLa2mrg4MFycv+i1ywODg7GF8KA9BVfKS6fP4qbiaJpXYVftq7oIAgCI3ALlyw+n9/+fLxEkRGn4EvlVSAQAABAJH4WOW0rW5cvXpo/dz4MQTNmzdy9d8/O3bv0DfQFgh/SFMX6+eoqcNn2rxAYFDhn3jwSiSR8nGC4p6vrkKFDf75Zb2/vLl27hoeHEzoTzi7OK1athGF404aNbxLfdPRwcHD+PqHYtpqCIMhnQYggBQUF37Xya2trUUikvGbTEgKB8PzZs9ChQ1NTP5vJoM4hrbWgoqJsoK+flpaGbULCCJzyMUVeXl5fv9W0wOIwmcyHDx+YW5gdOnJ4+IgRffv27WrUlcvlttHpNwFEUhA9fEX3dSsrKn7Jzucv11n/MEAQnDJ1ypixY7lcbt++fW1tba9dvYraav0kY8eN5XN5165eJXQm5OXlx40fP2HiPw/u3z+wb19FRcW/1BGTyayprm5nnAQmk1lXV9fitVgcPp9fW1srbjJGo9EaGhrafgOm0WjU/1fnl0On0+vr639zp78TBoPR9s3qDPB5ogemdb9hGIbr6+vpjfTfMJj2LsGysrIUCiUhIYHJZAoEgsePn8THx33X5qqZuVm3Hj1uXL/xKeOTQCAoLy8/cuhwfV29erPnGWrsQ6U2tuYZIicv3z8wIC019eKFCzwej8/nP3r46NHDh96+PtrawnPK9gCCRAaDSaXRYBimUqlHDx8tKhCG7PmuvwpFJUUWi5WQkCAQCDhs9oXz5wsKCog/J88AABDw+TQaDY9v8n9ZtGTx7Dlz1m/auHzlCiaTuWfXrp/PCQUAwNTpU5OTP3bCqKSmpqar1qw2MDTctXPnk8ePf/kCx+Pxdu3cFTp02MULF9tT/8b167Nnzaqurm6tQlZm1pRJk2JjY9GPMATt3LFjlehmoSV8Pr+yspJO/7zGwRC0Y9u2VStXYnV+AwiCnDp5cvHCheIj+W0wGIyKiopf+/deX19fU1MjvpqdPX1m5vQZNZ3jyLw1Pn3KmDl9RlRUVGsVaDTavNlzjhw+TPh11NXV1dbWfq0KNq3jAoGAxWK1cXsMDAwGDR706MGD4IDAQQMG7ti+rXv3HjweF5t9GIbZLJa4PEPbxP6AFRWVli5fJikhOWTw4GFDhgb1DygsKlyybKmWlhZaQU9PT0lRac2qVcuXLEX3SFu0CQBA6PDhw0JDt2/d1s/PLzggcN7sOW5ubtOmTQObxTOfz2exWOLPBJfLxZziZWRkBg8JqaioGD4sNGzs2AFBwUVFRY5OTrdv3T596hRaH0EQNpvdtvLh7OLi4tJzy6bNgwcMDAoIfPXylZm5OUvsNafFtaPrDpvNxm4ABEEtJtzAwIBCoUyaOPHA/gP4wWLbyMrKLlux3MTEhEQiTZ8xw8TUbMumzaUlJYSfQ0ZGdtr0aXdu3crOyiJ0MkgkUvCAAYsWL05NTdu8aXPOLzXAyc7Ovn/3bmpa2o3r12nNlnFtUFFRkZ6W3oZayWAyUj6m1NfXYyVSkpLS0p/Pa/Pz80KHDD139qz4r6SkpaVlZH6zrVlxcfGnjE9QR+Qtj7h8efDAgb/wViIIsnb1mhlTp4lrVBISErKyMp18C4pOp6elpWFObl8DiFbvXxgpGoKgJYsWzZszl81qqZ42HcV5eXvr6OjY2Nq21oSEhMSCRYvsHRw+vH8vJSXt6+erqKSUm5OrraODVtDX1z9w6JChoSH2k77ufTU1D1tZWWEl9vb2J0+FR0W9KMgvcHd39/D0EO/RwNBwz769Hz58MDYyBonCW6inp3fg0CEDsTZlZGRWrl7l6eX1LimJz+fNmDWzd58+CgoKWIX+AQGmZmZYkGUAAObOn8fj8rBAIQMHDlRXV0949YrL4YYMGerp6VFZVfnsyTMsPLSqquruvXs0NDXamFBtbe29+/c+ffosLy9PV1enf0BAXV0dl8PFwra5e3hoa2tbNl87AAD//PNPSEiIomKTBZCNjc3JU+G2YpdvZ2d35NjRrKwsux52uAnqdzE4ZLCamuqePXvGhYXZ2tr+zKqqq6s7NmzcyRMnFy5ehO1hdB40NDQWLloYHx8ffuKEtY3NsNDQr0My/QDCUBg83oABA16+fPkxOblPX6G/UxuxmUgkktAH6at5hiAIhmEymUwikSgUCrYQg0TiwsWLEbEAUmi0d/GXQpBIXPRlna+bbeMSIAhCEKQ1DxYYFlozEEW0+Aq9ljaMIcRBB9yGnwx61N2il9Z+JRAIxF+Uv+uSYRiGIOhrsw8ej9fC0Xnc+LAxY8dQxCJKYvD5fCJRaKrRWi8EUZ22Z14cBEEEAkEbccRaAwRB9LFpbboUFBX37NsHEr9xmyABBCNtzdW3JxMQ6ktcLu+LHBgimjo2ENH2uOXk5IKCg4OCP5univ9EXl7ey9tbvL6eiBaNGBgahI0f/832AQCwd3Cwd/jspScnJ9eiTTSloqeXp6eX5zcb6SpCvMRBrEHURLa3iM+9yMubmJhiH6WlpT08PQj/D20dnbDxYdjHFleqL0K8pMULh6qamp+/v3gJmULp07dva+sRTtv07tNHQ0PjxPET/QL6m5uZfzZ6/n5su3Xzqao6cujwkmVLO2cOk169enXr1u3a1avr16wNHjTQycnpZ1pjMpmPHz7u1r37P//88/bNm6dPnvTq3bvFQllYWHj29Jmkt29lZGWHjxgOw3CLtZhOp9+8fuPBgwcsFtPL28fc3BzbvEFX8Fs3bzGZjBEjR0pJSWVlZR0+cIhOpz9/+owIghMmTpSWlhbVucliMoeL6qA/bGhouH71WmTk88ZGupWl5YhRo+zs7bBmq6urz54+07tP7/z8gls3b/B4fFc31zFjx4ofpjAYjJs3bj598qSyslJVVdXHx2fQ4MHKzWbh7SEvL+/G9ete3t4v418+f/ZMQkLCx883NDQUexfn8/kXz19QVFLU0NQ6cfSok4vL1GlT0a/y8/MvXrj47u1bAoHQ07XnyNGj0YUCQZDbt24/eviQzWIf2LsvZMgQb18f7KKuX7seExXFYDItLS1HjxndrXv3FlN9+9btZ0+f1tRUd+nadezYsS49exIIBDabHX7iZFpaGpvF2rJp05iwsVZWQgfxF5EvMjMzx4WNw97IYRiOjoq+cf16fn6eqqpaUFBQYHAQpjZAEHT92jUej2duYXH21Om8vDwjY+ORo0f17NmzjddNHpf38MGDe/fulZWVqqioBg8YEDwgGLuPKR8/3rlzd/ToUV1EizOCIFevXKFRaaPHjsH6BUGQ3kg/ferUndu3iUSSl4/3iBHDlZSa7hSLxTpz6rSenl7wwAFYp5UVFVeuXImPjWNzODa2NmPGjrX80tuYSqXevHEz8vnz+vo6U1PTMePGoeKATqefPH4iJzsHQZDNGzeOCwszMf0sAnDXYJw/BFMzswWLFp44djzpzVsABDEzqB/Ax9e3vLwi/GT4jJkzOqfnqJyc3ARhLKeUWzdvPX/2zNHRUUpKCm5t210YJZhiY2MjK9cUZVCclI8fs7Iyly5f1t2uh5m5+auXryorKlFnYpTSkpJ5s+dkZmX5+vmRSSTh9j4MgyCIzYxAINi9c9eZ06fd3NzM7exfREY+fvSIz+OBzRUQGH708EFtTc2gwYOlpKR4XG59g9C2hclk1tc3WdYgMPzwwYP6+rrBQ4agiymNSlu1YuWzp8/8+/l369498vnzFy9e7N6zp69HU9DH+vr6c2fPPnnyBIYhR0enRjr92JGjBfkFO3btRD1YYBg+dPBg+ImTQQOC3T3cMzM+bdmyOS8vb8Omje1XZUpLS0+dDH/6+ImEhISdg31xUdGWTZsL8wtWrVmNjlMgEDx88KBGdDrFZrHcejV5UWdlZc2dNbumpiYgMACC4YiIiJfxr/YfOoBup9HpjXQGA0GQhoYGBrPpRLy2pnbBvPlvEhPdPT2MjI2joqJeJ7w6cvyYtbUNJhs2bdh4/dpVd3cPOzv7qKioxITXx06ecHBwgGG4gdrAFenfdfX1XE7T5nZ8XNyjR48GhwzGhOLViIi1a9dZWlh4enplZWUtX7ZM+L8rV6BzAsNw5PPnbxLfKKuoGBoYODg6PHv2/NXLl+GnT/ew69HaLEVcvrx1y5ZevXr5+fmnpaWtWLq0rrZ22ozp6EOSnZ1z8sQJD3d3VCgSCISnT56WlpSEDB2CCkVhNQQ5FR6upKxsZ2dXUV6+Y+u2nKzszVu3oJPMYjIvXbzo6OSECcXy8vK5s2anpqZ6enrKycs/f/rsTWLikWPHTJvFG51OX7Nq9cMHDzy9vAwMDJ4/e574OvHkaWHANQiCGhrqeTwegiB1dfWcLw8CcKGI8+egqam5ZNnSPbt3l5WW6unp/cw5ypixY3bv2nX1ypVfGBr+l2Nja2tuYXElIuLTp09ysnKtCUUEgaWkpE1NTb8WigiCPHz4SEFRwdXVVUpKqm/fvjt37Hzz5s3AQQOxOlevXM3IyDh05LC3j1CbSXj1atI/E2Wao/gKAxq/f3/50qXxEyYsX7mCRCLV1FTPmDadIbSX+SLkE7k5CJSNre3ylSsmjBs/YNDA2XPmYMJVWIf8ee/09u1bTx4/3rhpU+iI4QQCYfyECf+Mn7Bz547udj1QLQ0VzBwOJ/z0KTMzMwRB1qxaffvmrYKCAvRgoramJj4uftSYMWvWrkHbJJHJ0dHR9fX1ampq7ZxkIgjy+XwpaekT4Sc1NTUhCNq9c9eJ48d9/XzdPZq2lMhkcmFBwbKVK8Y2Rz8WCARHDh2uqq4+ffZMt27dCARCcHDwhLDxJ44f37BxIwiCY8eNY7JYx48eXblmtbW1dZPD2OXLbxPf7NyzOygoiEAgFOQXTBgvTHO2fccOdPfv6ZMnN2/enL9g4dTp00AQzMzMHBYy9MK5cw4ODjIyMstXrCgrLasoLxeFuRDGlEb3IcXDb+Xm5u7ff6BXr9679+6Wl5eHIHj3zp2nwk+59eqFbb+RyZS6+vrZc+eEjR8PgqB/v37jxoyNjYlpTSiyWazbt2716t3r6PHjIAgK+IL169YlJyez2WxU5hGJRAmxAF7ojH0ZFEx4H1XVVI8eO6pvYCCMjLb/wKFDB339/fr164dFN8P2VBEEOX/2XFpq2sFDB71Ej2VWZuaEsPFnz5xZv2ED+jd77+69Rw8frVi1clxYGAAAw0JDR4SGXr54adOWzYqKiqvWrCksLORyeTt27mzxd4ELRZw/CgqFMnz48JvXb6A+AD+cwhcEwclTpuzYvj3zU2ZnNlIgk8mjx4z54Z+Xl5e/evnSzs7ewMAARmBXNzfJAweiXkQGDwhGr5rL5Sa+fm1ubo6FKXdydnZ2cf6Y/BFr5G3iGxKJ1D8gAF2z1NTUA4OC3iS+QVrfw8amtDVFnMfjvYiMNDIy6h8YgJZoamqGDBmyY/v29PR0V1dXtBCCIE+vpihaolxjltevX8NMSeUVFHbu2qWioiwQCPh8flVlVUV5OSA6hWr/FCGi0QYEBmpqaqLre1Bw0JnTp98lvcOEogCCbGxshg0bhu23V1RUvHr50tvbG5WIorDvTh6envGxcXW1dWrqQpGMatLYVLBYrNiYGDsH+z59+qDWhfoG+r16934ZF19bW6ulpQVBUHxcnIqy8sBBg9BfmZqa7ty9CwvI9fkQt/Un9k1iIpXaMHx4KBpsi0gEQ4aE3LhxPToqyt3DA3VOgyBIX08/MDAIbcewSxdVNVVxs6mWAACZQklJSblz+3afvn0VFRWXLl/GZDLFU+P9n0lGEBAEff389UVHckJJ3L/f+XPn3r55iwrFFtDp9Li4uJ5uwhSH6FwZGRu79Oz5LukdjUZTVlbm8/nxcbHaOtqBgUHNr2I2u/bsplAk/u9c4UIR508DAEBJSUkalXbi2LE5c+eKnxZ8F/Ly8rNmzRoyOAQQQfgTSXydKAyRiCCzZs2CYZjPEwbTSHydWFxUZCgKPsXhcBoaGvQM9DH7FyKRqK9vkPwhGWuktrZGRkZG3N5NX19fqNm0fq77fyM3sVis0tIyY2Mj8VA+XQwNQQAsKS4mNAtFAAQ1NT7bxAmVDwKA7ZxLSkoiBGTvnr3vkpKqa2ooFAqbxUKFwXcgSlEn/nYlJy8vKydbUyvm5IAgKqoqkmIyoLa2ltbYKP7sAQBgZGwUFxtbU1uDCsUWQawaGhoa6uvLKypCBjYlyQEAoKqqChJAqMcRh8MpLi7WUFfHtECRIPH9elbbmN7S0jJJCUk9g8+Xo6aurqamXlpayuNxm4U6oqioICPbZC0sNK0iktpoU0pKatqM6Vs3bVowbz6ZQrG1tfXz8wsMDvqeXRbhDr++mGWGvLy8rKxsfX0dJBAQv7JRqq+vozY0FBUWBgcGYXNVUV5BJBFZTKaysjKTySwpKdXS0lJQbHosiURi/4CA9swVLhRx/jSEJnAQpKGl4efvH34yvH9gQJ8+fX6sKXUNDdvu3XJzc1vEUfozEAig58+ekclkJSWlmmrhEg+CoGGXLrk5OfFx8ahQFG6+SUi0cB0WaoRibwmSUlJCAz/k8yGuyKbxp7adRWGqiLwv+xVAAgLhCxNTURCtVt9XsjKzpk2ZKuDzh4WGmpmbq2uoX7kcERsT810jQYS9ACSSmN0QBEMCWPrL5OfIl3oxUaRztXByE/AFACi8rtb6EggEpiYmI0aNIpGIMCxsj0wmSUlJo0qq6MAPEYjyLogNRmhb2X4DUSIRhITjh740ZBWa5orPJPCd8Uzc3d2tLC3T0tI+fPjwMi5+/bp1kZHPDxw8qCq2TS1+o772CwcAAlF8kmEYgmFJSUlxiy0MBBY+DJaWlkOGDQUAAJVrFApZWlpaWRRMWxiJW2SgK95Re8yYcaGI88ciEAgcHB0dnZwO7NtfU1U1eMiQH9P2KGSyQCCIevEiIDBAqtlS7s8gPy/vZXz8gIEDN27ehE1Ofn7+uNFjnj59OnhoiLSUtJSkpKmpaVJSUn19vaoosjEMw4WFwngXGObm5gwGo7CgAN3GJBAIRUXFXC7na2P3FrRxR2RkZEzNTJPff6iuqlJv1gVTU1NBEDQ2Nm7nBb58GV9RXh5++rRbLze0JOLSZQRBvutJAACAx+cViV1yUXERnd6IBltuDS0tLU1NzQ/v3sEIDALCDToej/fx40cNDU3MM7vF9p2CgoKysjJFQiJkaAipOW7lm8Q3paWlqByVkJDQ09V9+epVfV09GqSXw+EsX7pMQUFhzbq14gNuY/vU1NSUx+Omp6dbWjUZahYWFFSUV7h7eLR/t7MFZWVlN69f9/Dy8vD09PD0nDN37qEDB48cPpydnY0JRaGIapZPDDq9vKzsy0ECPB6vuPizq3FJcTGNSjUxMfnmzVJWVlJSVJKWkRk6bBhW+DI+vra2Dm1WRkZGW0fn06dP1AYq6l9Hp9OXLVmqr6+3eOnStueq8x6W4OD8JFwuV1NTc/HSJbl5eYcPHf6x0CEwgkhJSbHYrAvnL/xhdyQq6gWLxfL08kJdxFCMjLra2dt9TP6YkyV0KgeJRB8/3+qqqgvnz3O5XD6ff+fW7bjYWHF1zdnZWVNL68zp09XV1QKBICM94/LFi0K3jdalIkAAYQShNzbyW4mSQSKRAgICamtrTxw/jkbRSkpKunzxkktPF4tml+L/CwgIbWTq6uqEO8OiAFiPHz0Sho4SapztRejegyCXL0ekpqYKBILa2tpTJ8PV1NWcnNvyhFFRVe0f0D82NvbOrdt8ETeuX3/18mVQUBC2fysUtzwejUZDo3zIysr6+PokvX179fIVPp8PCQTv37+fPWsWOmZ0Tjy9vagNDRfOn0dDf9y/e+/mzZuY0RC6z89isegMemshulx69jQ2Ng4/cSI3J0dop1pXd/TIUQAA/b/0EPsu+DzeubPn9u3Zg0byEwgEVGqDrKwslgFJQVGBx+O9evWKz+fzePyIiIiMjAxxjVmk7SE3rl1LepskEAgaGhpOnTotLS3dmouagqKil7fXy7i4Wzdv8fl8gUDwOuH1rBkzo168QJulUCje3t6VFRWXL19Gn9vbN2/du3tXo1nnbp4rJoPBaDFX+PYpzh+OgoLCosWLz545s2Xz5mnTp6PqzncBQVBgYFBpWemNGzdCQkIIfwR1dXW3b902MDRoYVJIJJLcPT2vXrn65PGjbt2FRiJenl7jxo8/fPDQwwcPiUSwoYFqYWlRWFiELSWaWlpLly1btXJlYL/+urq6RUVFxiYmEpKS4puu4oGlROdYanq6uocPHc7Kyj54+BAqJ1rU8fH1nT5zxpFDh588fqKopJSdlWVlZb1oyRLMDx2GYVabUbT6uPe1uG6xZPHia1ev1NXVgyDo1qvX40eP1q9dt3HzJlSWtAg19TWIaIUlIEjY2HF6enqVlZVcDmf9xg1du37O5cnhcFrs8oEg+M/EiSUlpYsXLjp27DgMQQX5+YNDBovnBTIxMeFyuBPGhc1fsGDi5EkEAmHkqFFZmVlrVq8+d+6sjIxMWmqauYX5kmVLMYc/P3//9PSM8BMnnj17JiMtnZGR4efnNyw0FP0WAAALC4s7t28PGTRo6/btfd3dv75ANTW1FatXLV20ePDAQcbGxqVlZTwed9my5bbNBkGEr27E/w3yZdily7Tp03ds3+7v69e1a5fKisqqyqoZs2diynT37t09PD0PHzwUEx0jEPAlJaUsLC3Fu4CErymAlLT0tClTdHV1q2tqGmm0VWtWm5gI8w9+k7AJ43Nz8xYvXHji+HEJCYn0tLQedj3mL1yA7Y4GDwjOyMg4uH//g/v3KWRyZmbmgIEDBwxsMqsmEonm5hb79+4NGTRo+64dLi5CX8+macRzFf1VvH/3LrBffxdX15u3b/1kUwiC+Hh65eTkxL16+cNGnv8GlRWVQ0JCEAS+FBEhHl/i3t278bFxU2dMF89f9n+ZO2fOtStXjxw96u3jvWnjpv6BAW5uTXtx/2nodLrQF01ZqXuPHi12qKhU2uuEBA0N9R52TZ7yPC4vLi727Zu3MAK7e3hoamoWFRY6u7hgntcEAiE9PSMqMrKmpsa2m62La8+sT5mmZma6urroo/L+3Tsuj+fo6IitWZmfPiW8SlBTV/fz8yNThPnd3r97x+PxHMTqQDD8JvF14utEOp1ubmbW18NDPMwQg8FIePWqq5EQtKSsrCw9Lc3O3h579SkoKHj29GlpSamegb63t7eqquq9u3cJBMKAgQPRHcjUFGE4up6urq3FBoqLjZ06ecqqNatlZWXfJ71TVFLq4963u5hDPQRBb9+8JZKIdnZ2Lc4LGQxGbEzMx48fAQC0t7dz69VLfMa4XG5cTGxhUZGzsxMW3IPBYMTFxb1PSuJweWZmpp5eXi0CO/P5/FcvXyYmvmGzWDY21h5eXkpKSp/vXUPDi8hIOoPp5e2FTn5GRkZVZZVLTxdMsoqiMRTFRkcVFBSqqan17tvHxqbJD5IgetVI/vCBzWY7u7ig+wEcDud1gvBOiYcnawEEw0lv3ya+fl1ZWamirNLTtaeTs7P4dkJ1dfXzZ88zP31SV1cPCApEc/c6Ojqi015XV5fyMcXQ0CAjI+NNYqKSskrfvn2wxw/1rhkaMsTewWHn7l1YYWNjY0xMTPL7DwIB39zC0tPLU0PM6ko4wxxufHx80tu3XC63m1Awe4ibWdXW1kZFRnK5PG8fb02xPW1cKP5d/Fqh6N67T2Fh4aIlizU1NX86zwDwS7JuEYnE6qrqY0ePUiiUcxfOY9H7UJLevo24dHlo6DBnF5fvEooHDx8aNHhwcXHxvj17p06f1sYLLM4fRlxs7OSJk3bs2hUYFNjRY/l7oTY0DAgKdnRyEheK/xL49inOD4IgSH1DPYvJWrViJQIj/9eqoq2nUITQAoIA8AX8n8oCgSCAKPSioqJifUNDiy8dHB1VVFSPHj1SW1cXIGaf3U709fXHjBt74tjx/7V333FNJHsAwLMpJBBCIPQuokBAkI7YFcSu2LGe4ilSRM9CEXulKCpdVEDs9XwW7GLDQpOmFEFFSujFAOm770OCuYiCoFLU+b73x2Wz2Yr725n5zYyHp6ecfKerYYFfEQzDbDYbzF3Tg3Jyco4fO1ZYWCis/OxSICgC3wmCoClTpwoS4X6we3tWVmZWZhYGg0EQxNzQwsBA/0fmCWmeXIXRJCFBFCayi9Lqq7XBxyc4KIhWUvrXksUdz2UXMDY2LqOVhYWGenp54nvlyKjAz0Umk83MzCiUTgyXCvxcpSUl6Wnp9tOmzZr9E2YU/yYQFIHvBEHQrt27f8rlCzp4MO1lGgaDaU5pmTxZOJ5yFyGTyevWr48+GrU/MNDZxUW0e3hHjBs/jkYrjTp61NnVtcuOEegtDAYMiDx6RLQtEOhmQ4YMMTYx6bb3EtAlA+h5ogmEbU0x/XMRCARnVxdtbe09u3eXFJd09ueLFi/+SKdfPH+ha44O6EVwOJy0tPRPmaIL+D54AqE7S+ogKAJ/rhkzZ46fMGF/YGB62n+DlnUEBo1e4eycnJz8/PnzLjs6AAB6wO9TfcpkMjkcTmerwoA/3LBhw+Tk5KKOHK2srBTMAtFBZDLZbaVb4L5AWYpsfx2QjAoAv4nfp6T46tWrq1eu9vRRAL8eKpW6zmP9k8ePT5442akOIapqanPnzzscGVlb2/YEAgAA/FJ+n6DY1NhYU13d00cB/JIUFRU9N2yorKjYH7hfMCNBB5mbm4+2GR0SFMJoYqB+NUwm88qVK0mJiT19IL+V7NevL164UPtFdyDgV/H7BMX2h8EFgPaJEwjuq1fJy8v7+/lVVorMCvQt48aPV1FRiYmJ+eWuMH8a9x3nz57r6QP5rTx48GCjt09paWlPHwjwnUAUAYBP/xjQ6AULF44YMcLf1y8nO7vj12Wx45KP9fX/XvrRQYK6E5fLraysxOFwHA6nqqqqVed0Go2WmpKSmZHZ2NjYwQ3SSktTkpvRaLSvrlBSUpKcnJyXl4fAcAOdXiNS58xkMisrKxEEqaury8rKYjA+K3a/e/cuOSk5Jzu7rR70HwoLU1JSXr16xWQyRZfzeLzq6momg8Hlcl9lZaWmpNTV1QmWZ2dnp3z6+KXSkpKU5JSMjIxWpw/DcHV1dWNjI4wgebm5KcnJtM+DH51Ob2pqEsOLVVc1r9aBywb0Or9Pog0A/BQ2/BEyDx8+PH36jCFDh3RkmiEMBuPi6rp79y5lZeVB1h0dQK5nFeTnb9zgU0Yru3//fk1d7fYdOwTjxHLYnGPHjp06caK+vh6CoH79+61Zu679GSG4XG7U0ahzZ8/U1dYhCCItI20/fbqTk5OwGwOPxztx/ETU0SN1tXVEInHipEkwDNfV1/n6+QkGT3jx7PmhQ4dmzpp5+uSpioqKqJgY7X7Nw5lWVlYG7t338OHDpsZGLBY7dNjQ9Z6eqqqqwl3X19eHhYZev3qtsbERjUabmJh4b9yord1X8G1lZeXmjZuo+tQyGu3+vfsMJsPExHSlu/vVK1du37rV1NSkq6vnvXGDmZmZcINMJvNQeMTlf/+tratDQxBVX9/Ty8toYMvApE1NTZs2+PTV1m5iNN2Iu9HU2CgrK/v38mUOc+ei0WgYhqOOHj118mRDQ8OmjRuXODouXrK4a+4e0IVASREAWhtobLx23bq469fPnzsvOiprO0hSpBXOK86fO1dQUPBLXFA5efnJU6dISUnp6OpMnzFDmizdvBRBxURH++3ZY2llGRwWsmXbVvpH+trVq7OystrZ1P279wL8/QdZDTp2PDYqJsbU1CzkYFD8/fvCFa7+78qunTv79+/v5++3bv26ly9fRkdFFb57Lxwvt/5jfVJi4l7/AKIk0WHuXIpsc6e0pqambZu3XLl82d7efv/BA38vXxZ/P373rl3C6Ro4HE6An190VPQYO7u9gfvcVrlnZmZt2bxZWP7jcDg5OTlhIaEV5RVbt29btWpVclKS4+LFeXm5Xj4bvLy937zJOxC4v4FOF6zP4/HCQkKDg4IsLC0C9gas9/QsKS7e4OUlrE6HYTg/Pz/y0KHXr16t91i/x9dXikz23b0nIz1d0IIzePBgc3MLAgE/afLkVtOPAL8M5Hfx+NGj0OCQnj6K3i4lOVlZXmHaVHukN9kbEKCsoNhHXUNNWSXoYBDSO9TV1u0NCBg2eIi6iuq/ly515Ccpycke69ZXVVYhv4K6uroRw4Zt9N4gXFJGKxs2eIjjX4s5HI5gSWZGhqGBwZZNm9vZzvFjsS4rnOvqmouJCILkZGebGZuEBLXcRwaDMc/BwXaUTU11jWBJ2ss0Az3q7JmzBJMHIQhy7cpVNWWVdWvWcDhs4Wbv3bs3gKofdfSocElsTIyxoVFqSorgY0ZGxgB9fX8/f+EKN+LiBlD179y+LfhYVFQ0bMhQ21GjS0tKEARhsVizZ8w0MRqYm5MjWGHdmrXWVoPevXsn+PjmzZvBgwZ5eXgIN/g0IcHYyOjsmTOCj/X19ePG2FmZW7wtKBAsuXP7Tt8+WmfPnhX+5PDhw8aGRjmfdgH8ckD1KQB8HVmavPqff5KSkgoKCtisNieTE2VqZlZWVh4eFrre0/O75zHvNoLIJzr8ek5OdllZmYurq3DSH6q+vrGJSVJSIo/HazUvktCCRQunz5xRWFiYkZ5eV1cff+9ebW2tcH7BmurqN3lvRtvYyFBaZjjSo+rp6emJ7hdBEAkJCbux47DY/4aiTU9Lg2GYJCWVlJjIn+EOQmMwXC43MzNLMKlQ+ss0FpMlKyf7aYXmilx+IM9s6XLKf8YZm5go82dfEuylT58+fT7NHSYrJwvzmgk+Zme/rqmuVVZSTkpMQpDmUiydTicQxNPS0mbNni2oSOfBsL6BvlbflhpaOTk5PB7PFGkE5fEbPrtnYCagK4CgCABtwmAwKioqPB7v+rVrllZWfbT6fPNijZ84obS0NCYq2qmLR3DtCrW1tRAEUeT+G1ILg8EoKCgIqjrbCop5ubm+e3xfZ71isllkKSklJSXRFwI2n6TIqBoYDEZWVrZKpAMVgkKwWKyY2GeDs9fW1NDp9D07dwmzymE+Dpsl+FhZWclisUIOBgkPDOFXgTY1/ZfhgoYgcYn/5hFEEOSz2YA/H3i+tqaWxWJGRUUdP35cuLChoYHDbp7bvWXseAQRTMTYsn108wTu7V9V4NcCgiLQu7T15O0pMAzj8Xjtfv0iwsNnzJxpYWnR/voQCrXEcUmAn/+/ly5Nmz4d9UuRkiLzq1XrhUu4XG5NdTVRktjWo5/BYPj5+mZmZnpt8B45YqQkSTI/P9/xr8Xwp+IXkUgkSUnVfd5vj92BghQOJyYtLR1xOFJbW1vY+sjhcCQlJQX/jSfgJSQkfAP8LSwsBKU9CILYbLbobLqdIiYmhsOJbdy0yWaMregG8Xh8Z2dTAX5dINEG6EXQaHRSUtLzZ88YDMYPz1r803C5XDMzM2dX1wvnz1+/dv2b62MwmBUuzi9evEh80dv7xSMIIvoWoqOrQ6FQHsU/ENRGolCowvfv016mGQ0c2NbLSnVVVV7emxEjhs+YMUNWThaPx5cUF9fX1wujiAyFoq9PffkyVdifvbysLC8395u9inV0dJhMZkVZOYVCkePLf5O/wctb2FtGj0rlcLi00lIZGRnBClVVVZ7rPZKTkr/vavTV1sbjxQoLC4UbbGho2LZlq2jS0DcJLh0YQPzXBUqKQC/S/ORFkH0Be3Nyc4YOHWptba3ZR6uPVh8NDY2eraRic9iamhqe3l5hIaHlZWUL/lok1m7RQVpa2tXV7cCB/bKyFO1+/VC9EhaLxeHEXr1+lZiYaGhoKC4urqamNn/hgqADB/cGBNja2jY2NoUEB+FwOIe5c9u6/iSSlJycXEpK6pPHT+TkZF9lvYqMjGQymR8+FFVXV8vKymKx2DkODu5uK3ds375gwUIWi3n08JH379+ra2gIN4IgyJfvQKNGjzIwMPD380NQKC0trZLiIt89vgRxcc0+LZXYFhYWQ4YODg4KIkmSdHR1q6qr9u8LrK2pEa3lRmBYGOCFeYVt7dfIyMjGxuZYTLScgryZqSmdTg8OCs7NyXF1c2trC4K6BNElBIJ4A50ef/8+AU/Q0PzvHIFfBQiKQC/C4XAGDRrkMG/u4UORMdHRF85fIBKJOjo6GprNrAZZmZiYkqXJPfUaTqFQ1nmsP3rkSODefSvdV4q2LX1JXUPdwcHh8KFIb58NZGl+h4dehkQi2Y4ZcyQy0sd7Q0TkIW3t5q6BSxwdOWx2THTM6VOnOWy2oqKin7+fsbFxWxshSzcPjL7JZ+NKN1cJCaI4gbDE0TE+/v6lixcNjQznODjww9ton82b9vkHxN+7D8OwHpVqNHAgDMPCQIvD4SQlJVsVRhUUFXfu3rVly5b1a9eSyeT6+np9ff2t27cpKCgIj3/Ltm27tu/Y4O1NJpMbGhrU1NUDAvf1+/QWAkGQBJEo2sBJECfwRKIgHo8XnSKbQCB4bvBmczi+u3ZLSUk1NTXJysr6+vkZGhn+t0EJCYLI5NJoNFpSUlK0ctXC0kJVTS3Az5/NYq9c5f5jtwjoAVCrt55f15PHjzPSM1zcwLyv7UlNSZk0fsKgwYMvXe5Fw6/s27t3X8BePB7P5XI9vLxWuq9EoVBZWVkBfv4P4+PZ/CRJNIQmSZHweLyqqurw4cMXLVmswk8p7GqrV606f/ZcSFioaAPhpYsXU5KTnV1d1dTU2v/59evX01JT16xb990NXV0KhnklJaUYDEZRUVE0JpWVlRXk5ze/kejqdmR+3ZqamtycHAiNplKpgvj0obBQVU2NTBY0UtZhsFgOm52bk0MkEjX79HFcvERaWvpodJQgLnK5XEHT3ZeVtGw2Oy8vj1ZKU1CQp+rrf/k+BMNwXl5ecXGxjLSMHlVP9E0FQRAmk4nBYIS/YjFZCAoRRjU2m83j8fB4vGhdLoIgb9++ff/unSSJpK+vLzrxjmCDaDRaGGhhGGYymWJiYsJ83eZul3V11TU1CgoKwuZP4BcCSopALzVgwIDwQxH/Xrx0YP9+Go2GwWCYTCaDwSgvL+fyeMtWOPXgsU2fMUNOTu7AvsC/liw2NGoZ7uSrJk6cWFpSEhsb6+TUkwfcFjQao66u/uVyJb6Ob4dCoVgPHiz8KCkpqW9gIPx4+NChzMysffsDBw8ZgkKhEp48yX792s19pbCkiOX76pbFxMQG8LV9CujmHh56el9+BUFQq3cRPOGzfjJfrXKAIEibryMbRKPRX740kKWle2fdANARINEG6L0kJCTmL1xw7sKFOQ4OGAwGhmE0Go3D4aRIpLcFb3s2E2f4iBHLVjjFHou9fft2+2sucXSsqar+3+XLqD8SBEHGpqYvU1PnO8zdtWPnurVrnZ2cjIwG2tvb9/ShAcBXgKD4J+pt04mIVpphvigxaPXV2rc/MDQifIChIY/Hk5GRWbLUMSkpccf27bdu3uzqYZcF1+qraSa6urpr16178ujx6ZOn2mmGwGKxLm6uz54+S3zxAvVHGjPGNiom2tzSIj09vaaq2sXN7WDwQdVv1TwDQI8A1ad/FsGzm06np6akoHqN4uJiYewpKixMTU1t1asagiA1VdXV/6wOOnBQUoqkpqamqKRUXFR05X9Xjhw5Ymtjq6OrI0kiYbog2FdVVQl64331WyVlJZ9NG8NCQg8E7l++wqmt1Bsymey0wik4KFhBQUE4nMqfA4LQllZWllZWPB4PTPEG9HIg0ebP8uzZs8njJ0hISoqLZND1OP5IWy19vTEYDAaLaR6b5AtoDBqLwXK5XH7iYvOjFofDstmcmpoaNBpNIkmi0Rg0Go3FYmAYaWuaoc5isVhMBnPt+nXrPT3aOf4zp0+/yXvj4uYqzI38UlJS0oXz5728vWVkWgY8AwCgtwElxT+LhISEHpUqLiEh2W53gu4EQVBpaWlZWRkENb+iySsoKCsrI19rL2we/pL/P2E5snkJBKEhCBH0SOOPtPn+/Xs5OXl9g+ZECR5/MMwfObwmBoPJYCgqKbazDgaDmb9gwZ07d/x9/ZY5LdfV1f3qahYWFuW0srDQ0PUeHqBzNwD0TiAo/lmoVOqps2ewWKxoonnPgiAo+GBQcFAQHo/n8XgzZs50dnH+7iSamurqnJzc5OSkutq6UaNHm5qZSvPzADkcLj+GdlpjYyObxZaTl/vmmmPGjFFUUIyMODRt2rShw4d9dZ2JkyeV0mjHomOWOS3/joMBAKCrgaD4ZxETE9MQGUmklxBNlCcQCO13im8fiUTS7NPHxtbmbUHBzZu3nj9/pqenN8jauu+naQ2+Y4MdX9looNE/a9eEh4SWV5RPnzHjy/QcCIIclzr6+/pe5k8T+H2HBABA1+ldWYjAn6nVyFs/vkEsFqujq+u+yn2Fs7M4Qfz4sdidO3YkJSa2lS/zE6mpqXl4e+W/yQ8PD+fxvtKuicVinV1dnz99lpL8nUN0AgDQdUBQBH5nKioq02ZM9/L2njxlSnx8/O5du8+eOVP4/n2X7pRMJq/39CDgCXt27anmJ6+2IiMj4+LqevrUqXfv3nXpkQAA0FkgKAK/PzwBP3DgQA9Pz7+X/43AyNEjR/39/NLT0lislpn5fjo0Gu241NHIeKC/n99XY7CGpsbMWbMOhUd8rP/YRccAAMB3AG2KwB9EU0NTc54mg8HIyMi4evXq/y7/b4ChofVga2Vl5a7Y3ZQpU5SVlA8eDHKY62Bpadnq20HW1pWVlSEhwWvWrhUdYxoAgB4EgiLwxxEXF7fiy8vLS3zxIjQ4WFZOfvz48drafXE/e/4NC0sLiiwlMuJQVWXVhIkTWn07ecqUktLS47HHly1f9nP3CwDA9wHVp8CfS0dHZ8HChd4+PubmZmdOn/b387927ZpgCJufSFtb29tnQ3Jy8pHDh78cUmDp0qUVFeVXr1z9uTsFAOD7gKAI/OmIROKw4cO3bt9mP31aRVn5voCAsNCwgoIC4SA7P05aWnq9x3o2i70/MLCBThf9CofDubq5PXnyOBkkowJALwCqTwGghQFfA52e8PRpzNEoSSmSsbGJ9WBrKSmpH79G4uLiLm6uFy5c2LN7j4ubq6qqqvAraWlpJyen0JAQeXl5TU1NcD8AoAeBkiIAfEaSRBo7duyO3bvG2NkVFr733b37yOHDxUVFP2WmqpkzZ44bP37/vn0Z6emiy/tqa892cAgPC6urrQP3AwB6ECgpAsDXmfLV1tQkJCSEhYZRZCkWFhaWllbiEp9NM9tZw4YPk5OXizpyZNy48TZjbIXLraysymhl4WGh6zw8cDgcuCsA0CNASREA2iNDoUyaPHnHrp3DR4zIzMzatnXryRMnaTTaj1w1KpW6dv36hw8fnjp5UnT55CmTZWQoscdiwS0BgJ4CgiIAfBsGg7G0tHRb6bbOYz0Wizl44ODBAwcSniRwOJzvu3xKSkrePhvKy8sP7j/Q0NDQ8q8RjV66bBmNVgqSUQGgp4CgCACdICcnN8fBYfuO7WZmZklJSZs3bb5w/nx1dfV3XERxcfFVq1dTKJQAf39hPxAcDuvi6vr48eOXqS/BjQGA7geCIgB0mpiY2NBhw1b/s3ql+0omkxng5x8aEpKUlNTZZBw0Gr3wr0XDhw/38/XNzckRLKRQKM4uzsePH+/qMVoBAPgSCIoA8P1UVFQWLFy4ectmqr7+g/j4jT4+cdeu19XWdmojNra28+cviIyMTEhIECzR0tKaMXNGRHgE/fNOjQAAdDWQfQoAP0qCSBw9evTIkSOLi4tv3bjp5+vXt29fC0sLYxOTDm7B2MRYXl4uJCSEVlI6c/YsFAo1ZMiQqsrK0OCQf9auweP/m28SAIAuBUqKAPCT/i2h0RoaGsuclntt8FbX0Lh58+amjRvv3rkrzKNpn6qamqeXZ35BQUR4uCB/Z4q9vRRZ6uSJE+AOAUC3AUERAH4yMpk8bvy4devX//XX4tzcnN27dkVHR2e/zv7mD6WlZTw8mzsp+u3xrampgVCov5cvKy0pjbseB24SAHQPEBQBoEtgsdh+/fu5urn9s2aNnJzcxQsXtm3ZkvD4SWNjY3v/INHopX//PdDY2N/X7927d2I4MdeVbg/j41NTUsF9AoBuANoUAaBrycvLT548eezYsflv3ty8cfPGjRtUfaqVlVW//v3b+snkKZMVFRVCDgbNnT/f3MJ8+QqnsNAweQV5dXV1cLcAoEuBoAgA3UFMTEzfwEDfwKC0tPRZwtOTJ05icTg7O7sBhgPExb8ybpyllZWcvHxEeERFRfmEiRNnzZkdFhLqtcGbTCaDGwYAXQdUnwJAt1JRUZkxa6aXt/eEiRPu3bvru3vP2TNni4qKvlyzb9++Xt5eqSkp0VFRVlZW1tbWEaFh3z2GDgAAHQGCIgD0ADwBb2Ji4uXtvdhxCYLAhyMOBfj7Z2ZksFgs0dUoFMo6D4/Ghsa9AQFjx4+jyMqePH4c3LCuxuPxEARpfx0EQX7ijJtA7wGqTwGgJ2nxNTU1ZWZkXP73MoIgRgONBllbKykpCVYgEAhu7isvXriwc8eO5cuXnzxxMu769QkTJ/74rhsbG6OjopsHN/88APB4PDl5ub8WL5aXl0ehUKkpKXFxcQsWLOyj1QfViyEwjIKa/chGqqqqjh45mp6WtuivRePGj//qOjwe7/atW+fOnVNr7kXjJSkpieoWgjgtPMGampqYqGg9qt5P+WPooNLS0qijR21tbAcNtu66vRQXF0cdOTJ23DirQYOECxEE5p/9D93fjgAlRaALIQjS2NDQ1NTE5XLBhW6HhISE1aBBm7Zsdpg3t/7jx+CgoIMHD+bm5AgrS2fMnGlraxsSEjJk6JCnT59mZGT8+PVkMpkXz58/efx4fHz8A1Hx8S+ev2hqahKslpOTExMdTaOV9uY7mJOdvXzZsiePHv/gdk6eOBkaHIzBoNuZWfrdu3cbN/jkZOcoKSqh0d30CC0oyHd3c7t186ZwSUNDw6WLF5MSk1DdqLqqKjoqKisrq6v3curUqbzcXOGSlOSUvx3/TnuZhup6v1VJsRteIoBOgSBoz+7d165eG2BoqK+vr63dV05eXl5BQVFRUUFeAUK33K9ue7L0fjp8jY2NSYlJp06dFhMTG2g8cPDgwRQKZcTIkUpKyjHR0Vp9tU6fPEWRkVH7sWRUCILQaLSFhUV07LFWMzhCECRcgsFg8Hh8L79HdDr9/t37Y8eO+8HtFBa+76/Tf9/+/QoKCm2tU1NTQ6c37PDynOPggOouDQ0NDx48MBo4ULhERUXl5JnTRCKx244Bxf/DwOPxGAymS/eiR6XG3bwpKysrXFJdXX337t358+ejut7vExRhGK7iY7PZPX0sQAsIgmpr68rLy6urqx89fMjj8dBotIKCgrq6hpyCnBRJSkurj46ubhmN1sufud2MSCSOHDVy5KiRmZmZSYmJe/391TU0xo+foKun6+HlGR4W1tBAjzwU6eXtJfHDz0Q0Gk0gELDYzj0KOBzO40ePmt/cIdQg62bCV1IEQdJSX2JwWHV19bjr1z8UfjA2MbEba8diMq9du5b/Jt/YZKDtGDsxMTHRDfJ4vBfPX7x4/oLH45pbWAwdNlT0kLIyM5lMpp6e3p27d3OyszU1+4wdN1b40Cz6UPTs2TMsDpueka7VV2ugsXE7p1NZUXH71u3CDx9UVJRtbG2FvVy4XG7iixfFRcVMBjP+/n1ra2sNTc0vf15YWPjs6VMIQr169SrxxQsTU1McDtfY2JiYmKipodFXW1uw2ocPHwry801NTcnS0igUqqmpKTUlRZO/watXrzY1NllYWgwZ+tk5olCo+rr6e/fu5eXlkclSNra2Ojo6guVlNFrCkwQIgrKzs58/e2ZuYYHFYjkcTklxiby8nJycnOhG0tPTHz981NjUaGRkNGr0aAKBIPyqpLg4Pz/fxNQ0KzMz4UkCSYo02sZGuBcBGIb5N+IZnd6gra092tZGWJPfQbk5OeUVFRYWFoK0ajabnZKcTCKRDAYMEPyRlJWV5eXmGhkNzC/IfxAfLy4uPnLkSIMBA4RbYDKZRYUf8Hi8INe6oKAgJTlZTEwsKSlJVl7O0NCwSx8Xv09QVFRUrKys3L9v37cayIFulZ2dLSYmBkEQgiBYLBaG4dLS0uLiYg6HQyAQ1NXVNfv0qamp6ep3z1+UIV99ff3z58+PHI6UkpKytLJyWrHi0sWLl/+9HBYW5r5qVavo0lloNLqzEbGivGLzpk3x9++rq2twedxD4RF/L1/uvspdMEYrl8sNCw0tKy+XEBcvpdEwGEx01NE5DnNLS0pycnLwBELU0aMzZ8/esm2r+KfnNZ1O37J5S9y1ayoqKhAEHY6MnDFz5qatWwQrIAhyPPZ4cnKSpoZmbm4uSUqq8P2xkydPHAwK6tevHwqFevny5ZlTpzkczrUrVzlsDlVfv60zevr0qY+Xd0Njg5qaWhmt7FB4xPadO8bY2Qme3Sdij2dlZnK53NCQUDE8/qtBMTUl9cyp02w2++r/rtTX1etRqTgcjkajrV39z5Kljivd3QWrxd+7vz9wX1RMjKmZWXMkrqzcsnmLhoZ6Ga2Mw+FwedyI8PD5Cxb4bNoovH1ZmZlenl5FHz6oqqqWlZUdiTzsF+BvO2YMCoV6nZ19IvZ4U2PT/bv3WEyW0cCBWCy2srLS29PTxtZ289Ytgi2w2ezwsLDIiEPKKsoS4hInYo+bmpru9vNVVVUVrJCQ8NRvzx7rwdapKanS0tJl5WWREZF7/HzHjhsrWIHFYu3zDzh16pR2v34S4uLXr1+PiIjYt3+fhYVlx/88zp45e+vWrbPnzgpqMuh0+vat2/QNDPz3Bgj+mb9MTd26eYu5hUVGerqkpGRNTU1YSOi2Hdtnzmoe9ReFQr1/987Fxdnb23vBokUoFOrZ02eXLl3icjjnzp3jcDj6+vogKHaIrp5eUEhwx+8c0D3W/rMmIz2dRCIRiUQMBkOhUPSoVAMDA80+mtLSMkpKikrKykcOH9776hUY9rotZDJ57NixdmPHpqWmvnj+4s7tO/11+o8ebXPp4gVlZeX5CxZ8992B0GgajRYTFYUWeSlBEJSZudkAkTd3UTAMH4qIePTgwZatW0fZjOZxecePxx6LjjI3MxtlM/rTdpvTc+bOn+cb4C+Gw3l5eh2OjJw0eXJMbKwkSdLP1y/u2tXZs2cJAgYKhYqNOXbtypXVa9ZMtZ+KhtAXL14IDw2zsLSYNn36pw0ir19n9+/fP/rYMVk52du3bm/w9r4RFycIQqNGj4Jhnren13Inp+kzpouWjURVVlZu37JVXFw8KCS4r7Z2cXHR5o2bdmzbrq3dr692XwKBsHHzZg6Xm//mTcC+vTq6ul/diI2tDYJCvD08lzstt58+XZhl0yph9cvcVDabnfAkYe369VPtp3K53D27dv176dKsObMF15lOp+/auau2tiYsIkKPqldUWLh+3fr9gYFm5uYyMjJWVlY+mzZu9PFxmDt34aJFwhPk8Xiis5XdvXMnIjx8jsNcpxVORCLx4cOH3h6eQQcP7vb1xfCLVhCEKi8vz8vN2xu4T4+q9+ZN/uqV7qdPnRo+YrigVJeZkXnu3LlFfy1ydnGRIBLT09NXLFt+7sy5TgVFGIZbnXur44QgqLq6OiMjffOWLabmZiXFxf+sWn08Nnb8hAnC2mDR6zl58iQYhnfu2LFmzRq7sXadfYf7c0uKQO9kbGKMwy0zNTPV1dPT1NQUJxBwYmKtXvS+mf4O8AMNysTU1MTUtLa29vHDR4WFheoa6ls3b5GlUMZNmPB9lwiDwbwtKDiw/wB/8y13A4bhf9asaSso0mi069euzZwze96ClgaeNWvW3L977/atW8KgyOXC6urqLq6uWlpaKP5hJyUlObs499dpHsRnzJgxcdeuVVa2zKtcVVV19eqVMXZ2Lq4ugiUubm6PHz2+EXdj4qRJgoIUgqBkZGRWurvr6DbX9dmNtQsNDi58XyhYn0QiqaurQxCk1PyS1WZd36OHD/Pz8w8GHTQ0Mmp+jdbVW71mzV8LFt67d6+vdl80Gq2iqkImk/F4fF9t7bYSbaSkpNTV1dFotJJys3YSGlot4XG51kMGL3FcIjijMXZ2D+IflBaXCK5zWlpaYmLihg0bhgwdgkKhZGVlV61eff36dQaDISMjQyQSNTQ1MBiMgoKCioqK6C6Ee2Gx2JcuXlJWUnZf5U6hUPixZHJyYtLVq1f/XrasP3/4JMH6ixYvHjykeS9WVrLGJiZvC97S6XRBUJSSklq1erX99Gkk/ulramrKyMjU1NSgOkP0qL66BEGa6ydmzZ49ZmxzGV1WVnbwkCH37t2rra0VBkXR9cnS0oIqBFVVVfm223p/FhAUga61kF8BAvxEMjIyU+ynTpw8KT0t7dbNWzt37Lx58xYag0a1+WqBQBB6hfOK/p+3Hgme1FQqdfvOnVjsZyVFFdX/nrytFBcV1dXV5eXm7di2TfA2AyNITU1NTk4OAsMQ/3UHQXjKKsrCNj8IQklKSsrKtjR9ifHfipBPh0uj0aqqqnE4sR3btzd3q+D/oujDh1pJyfr6ekG3EASGZWVllT4FIQwGIy4uLlocEaQ3t99x8NWrV9IyMv1FioDa2tryCgrZr18Ll8AwjCBI+8nSHdlXawgCoaE+fbSElaUEgjgWixVuJC83F4vFUvX1hb+YNGXyxEmThMlo39wpnf6xID+faqAviIgCRgMHXjh//t3bt4KgiMCIuLi44E1FgEgkwkjzKQs+6ujqKCop3rp58/WrVxUVlTQa7c2bN1p9+3biTDt0MZDmNw+RzUpISEDtnp3gq+7pGAqCIgD8kjAYjKmZmamZ2fyFC+rq6ogSRH5Hrq9A+A2Hwoalz75CECkpKTPzlmrMjhB0sKmrrf3w4cOnOjHI3MK81VCuWCy2VXFBGAX5R/QfJoPJ4bDpdHrh+8JPpwANGDBAQ1NTtKUZi8X8YHo5i8kSw+FEm2BxWCwej2cymaiuB6Eg0TePVhroDWgIwuI+eyALI2JHcLlcNpvdqupYnECAIIjFask9RFAIBoPGYNrMUklLS1v3z5r6+npdPT1lZSUbG5v6+nrRms+fBYKgz2pBe1PHARAUAeDXpsH33T9H+C1AHU90IpPJGAxmxswZy5ychAsFIwAIiomdJSkpKYYTG2M3xmfjRuHCyooKFoslzU/d7Lj2n6xq6mp1dXWVFRV9+rSMQlBdU1NVWalu25zM8oMQBIFE9l9dUwPDyDcOSIScnByLxaqvqxcuSUlJeZqQMHfePNHk0nZeCyQlJRUUFYo+FHE4HGF3GsHwgR1MH4Vh+Myp07V1deER4ZZWVoJAe/v2rbZetr4xyMCnPwZGU1NDQ8NPCXrdEzlBHjwA/NF4CNLU2MRkMpkMhuD/DAaDyWS21dDbV1u7X79+cXE36j49wbMys6ZNmRobG/t9B6ChqaGrR30Q/6DowwfBkrcFb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SgAdBUcEtKla9cTx0/8cvToL0eP8niUubm5UCDQMExuTg7Lcfb29uGREd179KhoxUb5AEZJLBb36dunT98+L1++TE1NzUhPZzSMQMC3atiwcWOnco/hexPKBzButsXe9rvIelcPALRQPgCJUD4AiVA+AIlQPgCJUD4AiVA+AIlq6f18Pp+flpa2b+/ewgJ5ybm0BEKhq6tLx06dHBwdS5Y8efzE1StX/z4hUtH5hgQODo6tAlp5ezevnaEC8IpPynbhwoXzZ8/9syYWkclkPi1btO/QoeTAuPz8/P37fnjx4kXRh2E4jkdRJiYmHh7ugW3bVuM99npYPs3nv3j+fO2q1TyKZ2Ntoz3ZZU5ububr161atfpu3ryW/5z67vTpUxs3xDk5O0uKT5Itl8szMjIsrSyjx43/8F8flToPGYB+UDyK9/vFS8uXLm3s5GRS3Llao3mdkaFWqYeHj/x28iRzc3Nt+Tt2bE98ktC4cWOaLjqhdU52dm5ubnMfn0lTJnfu0sVg/0C1dwwfTdN8Pj9sxPCJkyZpL9FoNEcOx0+b+t/VsSuXx8ZqTyRCUbSNjc3KVbG+fn7acyEmJCQsXhgTs3CBVCqNHj+OV0PnRQSoHM2nzc3Nly5bFtj272mXsrKylsTE7Nqxw9/fX3t2ZoqiaIrq9F6nFbGrTEyLPgynVqnOnjnz3Zw5E7/+Jm7TJp+WLXgGqbaf5wsEAvE/TE1Nhwwb6t/K/86du5mvX5csQ1GUSCTSLiORSHx8fL6fP8/Hp8WO7dvSXryoqbN3A+iiZFUUi8V2dnajoqKkUunNmzffXIamabHk72VkZmZ9+vWbNmNmdnb2jh07tOszz/DU8St8LMsWfTC+2JuXlzqvtr29fZ++fZ+lPLtx/XqNzH8AUD0ajYZlWYGg9Oan1BrbpWuXln6+ly9dysrM4pdZ2BDUdkUajUapUCgVRXJzc/fu2n3r5s1WrVuVO0/omzy9vHg8XkpKCsuyhvgQCvWUUqksWWOfpaRs2bhJOwlP5d9lamrq7uaWmfk6NzeXpgxxW1Wrn9UTCAT79uz95ej/tDMZ5OXlZWdnt2vX7l8ff1zl5NkymSlN03K5vAYn7QCoBE3RCoXii88/E4vEPI6n1qizsrJYlh09JqpHcDCvKqamsqKZOZkqZuYkonyO45p4enZ6r5N2nhyRSOTs4tKxU0d7+6qnxC0oKOA4ztRURlP0u87OB6ADjscJBPwuXbo4ODpqtzcymUw7iYVEUjQ1XeUK5AVCkUgoEHCVz7BNQvkMw7Rr3+6biROr8b2PHz2iKMrNzQ0z2EPt4DhOIBBGRI4KePsJlAvyCxITEm1srM0tLAxzL7W2n4HoeC+Uejk0KyvrxLHjDg4OLXxbcqwhPoJCfcUwTDXW2GvX/rh3926btm0bNGiA8nVWdDTU33lr1JrkpKS5331//fr18FGRdnZ2BvvECUjG/bPGyuXyixcufjd7tkwmC4+IoCjKMLdVtbe3z7Ks9hS3VSzGMC/TXk2dPMXc3JzjOI1G8zw1NSMjI3r8uIiIiKIl3mYiXYBqU6vVhYWFlW+xi1ZRhvn98u9jR0cVH2nCFRYWJiYkmpqYTJsxw6eFgR7GU6uzaFtaWQ0YNLClr2/lS/r5+/cfOIBlGO09zufzfVr4BIeEdOzUyTCPiID6qnnz5oMGD27UqFEly0il0uDg4OSkoomrtZv9hg0bde8R3H/AAFc3V54Bq6XyGY3G1dV1ybJlVS45LCx0WBhms4K6xXEc17d//779+1e+nLm5+eSpU3lGyBCPMQAAfUP5ACRC+QAkQvkAJEL5ACRC+QAkQvkAJEL5ACRC+QAkQvkAJEL5ACRC+QAkQvkAJEL5ACRC+QAkQvkAJEL5ACRC+QAkQvkAJEL5ACRC+QAkQvkAJEL5ACRC+QAkQvkAJKqN8imKEovFNXVrYrEY02yBXvH5/Bpcx4RCIY/A2bVoms7Lyztz+oyDowPv3efCpHjPU5/L5XKJRFIjwwMohc/nP099furkSYFAUCNr7J+3bvFIK187GW5KSsqXn33OF/Arvh85gVBYdEcXTZut1mg0RXdYuaiiyTlVKlUDM7OSeYsBagrDMAzLXLp44fffLxfNjVv+KsbxKEokEtF00S6zSqksnv21wjWW4ziVUlm8VhNTvlQq7dT5PXcPD5qmuYq7pyk6OTkpOSmZ4zh3Dw8XV5dKpi6meBTDMI0bN8ZmH2qcja1tcEiIdsb7itZYiipaA+/evpOVlUXTdOvAQEtLS4ZlKlljVWpVlbNI1zJK31vOoklJK3w8/GcQFLV86dJFC2NYlp0y7b8TPvmk8lFpbxDP9qHGccWrbJWLKRSK6KgxF86fF4vFu/buadO2rS4dGdQaq/fn+ZRuv652x6nki8q/yYDuP6hfqOKVr8rFaJouWUiXNdYAGcq7eiUPmXj2DoaPe2MLb6RrrKGUDwC1CeUDkAjlA5AI5QOQCOUDkAjlA5AI5QOQCOUDkKh+ls9x3NUrVxUKRV0PBMBA1cPys7KyZs+YGRURuW3L1roeC4CBqm/lnz1zZnR4RNyGDfkF+atWrjh18mRdjwjAEOn9Ezu1Jj8/P27d+o1xcbk5OdpTAGVn53w/e45X06aOjo51PToAw1JPtvk3r9+IjhqzZPHi/Px8oUikvVAoFD548GDWjBkFBQV1PUAAw2L05Ws0mvVr140bO/bypUsikajoPCpvEIvFx379LW7d+robIIAhMu69/fv37sUsXHjy+Akejyf6Z1Nf+uwAFLUqNtbbp3lIz551MUYAQ2Ss23yWZfft2TN+bPRvv/wq4Au05/ArF03TSqVy7nffPX70uHbHCGC4jLL8p8lPP//002//MzE1NbXobHxVnQ1FKBQmJiTOnDEjPz+/loYIYNiMr/z4w4fHRkX9/ONPNE1XsqkvRSQSnT19euXyFXoeHYBxMKbn+S+ev4hduXLvnj1qlaoaU3cIhcItGzd6enkOCw3VzwABjIbRbPPPnD49fuzY7Vu3cixbvUlLiub8yM+Pmb8gMSFBDwMEMCZGsM3PfP167Zq127duLSgoKPcFfF1oNBqO49q1bx8aFurYuHFNjxHAyBh6+VeuXFm0YOHli5cEQkH1slepVBRFNfP2joqK6tWnt1XDhnoYJoCRMdzy8/Lytm3ZsnbNmuysHLG4Os0zDKNhNC1b+oaGhYYOHy6TyfQwTACjZHDla+ctuH/v3rzv5509c5qm6Wpkr1areTyem7v7qFGj+g0cYGtrq5/BAhgrwyqfoihloWLXjp1LlyxJe/FCJBK97dQlDMOoNepmzbyHDB0yMjzC0spSb4MFMGKGVb5IJNq3b1/6q1dqtfpt37dTq9UcxzVu3HhkZMTgwYMbOznpbZgARs9Qytd+0oam6eepqTRNl/rgTeW082q7e3gMGDhw1OhRtnZ2+hwpQH1gEOWnpaWdO3tOW/tbNa/RaBiGsbOzGxYWFjo8zN3dXZ/DBKg/6r78X3/5JWbBwsePHr3V8Tna7byTk1Offn2jxo51dnbW5xgB6pu6LD8rM3NVbOzO7Tvkcrnu2Re9V6fRNGrUaODgQSPDI5o2a6rnYQLUQ3VW/sULF+Z9P/fWzZsCgUDH7Lmi7bzaxs62Z6+eY6OjPb289D9MgPqpDsovLCxct2btpo1x2VnZOh6Wp93OW1haDu3de9SYqJYtW+p/mAD1WW2Xf/369Zh58y9evEjTtI7Zq9VqSyvL7j16jI2OboHmAYyrfJVKtXP7jtWxsS9fvtSxeY7jeDxel/e7fvSvf7Xv0F4gqM5H9ACgzsp//Ojx/Llzjx87RlGU7h+80R7Ad/P6jdkzZlpaWdrY2tna2tjZ2dvY2FhYWjQoZlb8bzU+rg9AMr2Xz3Hcvj17VyxbnpLyl1AofNujcXk8nlwuf/z4McdxLMtyxf/hOE5qYqItvyh+86J/rRtZ29rZNrK2tmrY0NPT09nZWfsRAACo7fKfPn26dPHiQz8fZBim2h+tpyiq7OE9HMdlZWVlZmZqHw5YlqUoimEYGxvboB5BY8ZG067IHqAuyv/fkSOLYhY9evhQJBJV7yw6Oj4caDQaHo9naWkZ0rPnyIjw1gEB1dizACCKXsp/mZa2cvmKfXv2KlVKvT4D1x7J59i4cXBwcOToUc28vfX3swDqk5ov//Sp04sXLrx586ZQKBQIBNrX56v0tltp7SfzbGxsBg0ZPDQ01BvNA9RV+a9evdoUF7cpbqNcXiAUiriiJ+O6ZV/0D61j/EWfwFerm3h69u7TJzwywgmfxgWo821+QGBgm7Zt3+pFde1ncvfu3nPo4MHKXw7QnlHPydl5+Ijh/QcMdHVzrYkhA5CoJsu3sbEJDgmpxjfGx8dfv369os/nchzHMAzLsj4tWgwcODB0xPCGOIsmgFF/SvfBgwfLFi85fuwYwzDlvnWnVqv5fH7TZk0jIiNDevWyw1k3AIy6/JycnJ3bt2+K2/gyLU0kFpfKnuM4jUZD03Tbtm0HDx06cPAgnDkXwOjLv3D+/MrlKy4Vf25HLJGU3s6rVEKRKLBNm4hRo4K6B1lYWNTJIAHqsdouP/XZs41xG3fv3FlQUFD2YF6O44RCYaf33gsbPrxn7141fvwPANR2+SzLHjl8OHbFynv37gmFwjcP5i06Apdl+QKBSqUaER7+3+nTpFJprQ0MgEC1VP6jR49WLF32v6NHNBrmzaP6OI5TqVSWVlZWlpYpKSksy7q4uiB7AH3T+8dalEpl3Pr1UZGRhw4e5PGokh14hmGUyqJje4cOG7Zx8+aBgwdrJ8bRHoQPAEa8zb986dLyJcsuXbqonUVDeyHLsmqVytrGpkdIcERkpK+fH0VRly9d1PGAPwAw3PJfv369Yd263Tt3ZWVllTSv0WhYlrWyshowcOCwsFBfP7+S5ZE9gHGXzzDMr7/8smzJ0gf37vEFf099rT2FppOTU+++fSMiI9w9PGr85wJAnZX/NDl5xbJl8YfjFQqFqPiVPO2zdzt7+7DhYf0HDPBqitPjA9Sj8uUF8h/27Vu3Zk1KSoqwWNG+Pcd5NmkycPDg0OFh9vb2NfWzAMAgyr9+7Xrs8uWnTp3SvpKnVqtpmnZzdw+PjOjVq7eTM6a1Bahf5ae/erV969bNmzZnZ2cLhUKGYTiO8/PzGxYWNnDwIBx4C1APyz9x/Pjypctu3rhR8nmblr6+o6NGd+/Ro2GjRjU0QgAwmPKTk5JXx8b+/NNPhYWFFEUJ+Py27dqOHBnes3dvqQkOvAWod+WzLLt39+51a9c9efyYx+OZmJgEBAaOjorq3LULPkgLUD/Lv3njxsrly08cP6FQKCwtLTt06hgRGdn1/fcFgjo+wwcAvBVdi83Ly9uyefOmuI2pz541bNgwpGfPyKhRHTp0xAdpAept+adPnVqyaPHvly5Z29iMDA+PGBUZ2KYN5q4CqLflp71IW75s2Q979wqFwtFjxowMD28dGFBbYwOAWi9fqVT+/OOPSxctUaqUocOHR42Jwgw2APW8/D///HPFsmU3rt8YMGDA8JEj0DxAPS//9evX27duO3n8eGDbNtNnznR2dq6jgQFArZSv0Wgunj//44EDLq6uy1auwAdpAep/+U+Tky9euCAvLPx28mR7B4e6HhUA6JeAYZgHDx5kZ2V36twZ+/YAhBDk5eW5uLj4+PjU9UgAjAn3D55xEhjIB2lL7kfjvSuBKMLiOSNEIpGOs78bGkM53p4uVvSFcd6PQBSRSDRt5szc3FyKpry8vHhGiDKQbezTp0+Tk5I4jvPw8HDCW4kAPP36f1DVwb8+ex7OAAAAAElFTkSuQmCC" 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" 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P+xmpAsXXJK8kCXgUJvRqWmpgqNlRm8y9z82XNmCb59VHeZOy00uqLT6XPnzZ07b25tLVXoZU7ozagLFy44OTslfUn6+8scXhf51eXVhHzBDg8PE/rt6OPHj879nC5fbvQy15bDNTd3t2bJqy1avGjmrBmCo6umf+FYsJD3JhacCWt6Xq3/gP6fk4R8OjQxr3bW/+yAgQOaJVaL/xjf18lR6F3Lz58/NyWvFhcX69jX4Vrwtb/Pq1VVVU2dNnXZ8qWC75qVl5d7eTUprzZ5yqQVK5cLPmgT82rHjh9zdXP9lpnZLHk1ewf7O3fuCG7W5LzaSwfHPveE5XWamFcbM3b0ps2bhIYUTcqrlZSMGj1y67YtgrtqYl5t1+5dw0cM//5dUCaSy+VevNjUvNrIUSO+F35vlryag6P9ixcvmiWvdvfeHQdHh1evXzVLXs1tiNuhw4cEd5Wbm+vt7V1dLeS7bk5Ojqvb4KNHjzZTXk14rFaXV/MVmlcLCQnp6+QoNLpqal7t2jUn575Cb180Ma/Wf0D/M2fONE+slpzcr79zExIcTc2rzZot9DLHz6slNyWvNmfuHBqdJrC3ah8fH+F5NX//AQP7N+Eyd6MpsZqvn+9AlwFfmyNWi4uLc+zreO2aoIkHbflm6LTp0wS0SU//jbya0Bz+733hENasLq+W2pS8mtBvck3+wsHLqzXLFw5eXq1/k/Jqp083Ka/m3M8p6LKQ2W8JCU3Mq01dtnyZ4IM2Oa9WNXnK5JWrVgg+6G/l1TKFxWpNyau9f/+el1e70Vx5tbcOfR2Eznf5rbwam8VuvrzaFsGRd0lJSVPyarv37BrmMaywsJnyajt3DB8xvKioqFnyag4O9k+eNGte7VlT8mqXhefVhvHyaoJD6rq82omm5dXcDzchr+bt3dS8mtBmZ8+eFRpd3bhxw8HRXmhI3dS8WhgvrxYdE91cebVTp081S6yWkpLSxLxaUyZ581MSTbjM/VZerbYZLnMBdXk1YdMKb/BitXtNzKsJnbjS9Lxa0OVAwc2WLl3SZsO1KVOnNNYgNzf34sWLgjthMBkrV65cvHSx0A/B7OzsS5eE9cZgLF++bOnypYKbMZnMgIALeXl5gptdunRpmMfQzCwhV3cGg3HhwvmCgnzBzS4EXPAYPkxogPLw4QOhX/ETEhIGuw4SenVPT0+/LCwC47+JXQYNvH1byNz2lJRkoasZampqZs+ZvX79OsHNamtr/f39BWdi+JHfzFkzN27aKPSgZ8+eLS0tFdzM28d75KiRgjMxdZNeb7x7JyRWePfu3UCXAZGRjwU3488+jIoSchF68+bNQJcBT58JSeZ9+vQxOFjInLby8vKJkybu3rNb6MA+fowPCQkR3Ka0rHTCRM+9+/YKPai//1mhefH9B/ZPmOBZUVkhdG3Hx49CpqdgGLZn756JkyYKnThx7drVT58+CW7z8NHDgS4Do6OFXN2joqKEzkbnZ+kGDhoodG77u3dvb90SMsOpoKBgxMgRPid9BDcrKiry9/dnsViCm+Xl5Q0fMfz0GSGRR2Fh4blzQr4SsDnsjZs2zpw1U/CXKC6Xe+nSpdRUIbcvwsLDBrsOEhqEcTicS5cuCr19cf36dVe3wULzOs+ePRU6tz09Pd3N3e2isItO3areJw8fPhTcJjU11c3dNShISKyQnZ0VEHBBcBs6nb5s+bLFSxYLDuKZTOb58+eFfoml0WlLli5ZumyZ4Eswg8E4d+6c0IvmhYALQ4cNEfqV+P79+0K/z+A4fo43ZXxoVraQiSsREfeEXjT5lzmhF82UlOS+To4iC9d+veFTSwgODp44ceKUqVOCAoN+/unbt2+XLFnc0bCjiopqo0PC8e+FhTEx0QMGDFRRUcawRkeOYVhycnKHDvpKSsqCevv+PeZDzMCBLspKSljj56G4uLi2pqaTeae6HU1/rW6N6pNOZp06W3TmchvfqhHHi4qL6DSaqZmZwN7oT58+NTc3N+9kzm1840c2m/Xlyxeb3ja8NXqNtMFQ9EPsByaTOaD/AN4fWGPNMCwp6bOpiamcvNyvzwSOy1IochTK48hIRQUFNze3ul/z19vY0OmMT58+8jeOamyrGxRFY2Pj0jLSxo4eS6E0ukUZ/6VUUFAwNDRqbBtVGIa5XG5sXGxGRsbYMWMFbHjG701JScnAoKOA3nJzcx9HPnZxGWRkaNjYxpswDBcVFeXn59vZ2XE43MZOBZVKvf/gvqampstAl8aa8VsWFhZ+//7d1tZWcG8R9yN0tHUGDBjQeDMClUpNSPhka2tLJBIbO/8cDjcq6n3B9/zRo8eSG99UrK632oSEBDs7OwEbF3E4nPfv3xcWFo4ePVrAFmUoin7+nKStraWrqytgi69vmd9evHgxdMhQPT09Aec/Pz+/rKysZ8+eXC63sa4gCMr49u3ly5fDhg7V0dEV+KLnVVZW9OjRo7HeYJhQXV19994dUxNTBwdHDofT2Pmvra1JTEx0cHDg75TUWG9V1VX37t0xM+tk38dBQG81NdVJSUn29g78bZd+OXgWi/3q9cuamppRI0cJ2BSQzWYnJCQYGRm1a6fe2G69db2xXr56SaPRRgwfIbQ3Y2NjNbV2jfWG41Byyteo6OhRI0a2a9dOwIuelZXFZDKtrLqg6L/nH8eh+i3SYJhQUVF+5+4da+vuvXr2rDtjjcrMzGSxWD/09t/xE8rKy+7evduzZ48e3Xs01hsMEyorK1NSkh0cHOveir8+FUwm8+mzpxiGeQzz4LVo/EWvqKhITU1xdHQU8PnJZDKfPH0CQdCwYR78nEpjzT59+mRpaamoqNjYa4ShWMLnhISEhNGjx/Auc42cfxyH0tPTYBg2NzcX8BeHomhCYuLnz4mjR41RVFLEG+0NT0tLJxIRM95lrtHeCguL7j+IcHRwtLCw5HIbPf9lZaXfvn1zcHAQ/Pn5/Xvh/Qf3nZ2czM3NBfwJl5aWZGZmCvz7hel0+qPHjxTk5V1d3eu2XubtQjJx4iQnJ6eGLRMTEz58iE1I/OTjffL4ieMrlq+AWhouAdm1rKysrt26tPivCgAAAAAA8JsGD3ZpGLQkJiaeOn2Kw+GsXbtGZNk10VU1aExGRsbz58/NzDp9Tkxy7udkaWkptBYKIHo4jquoqCgpKTeeL/htMNzYt9D/NhNc56sFeuN/oRfam+gH1vTeINF2JeHnX/SvZhOJ/tUUy9vsD84/gUCoqqr08/ObMWOmtrZ2fZJGkn9NiX1jQAKq5v3BX1Mz9cZ7XzTjrwk1a2//7wpBkKSkpMtBl2UalARNTEx89+7trBmz+KXPIFERc7iWkZHx+PGjuXPn8ZdSTpo0ee6cueIdEgAAACB2GRkZvr6+s2fNsrIC914Asbl3797loMtkMpn/z8+fP0dFRc2ZM5dIFHX41GghNhHIyMh4+PDBlClTSSQS/2azqObRAQAAABItNzentra2urpG3AMBpBpal9nl31RKTEx8+/bN1KlTRR+riTO7xs+rzZ49h0KhNHgYxGsAAAAAlJmVhWF4WXkZOBeA2JGIpPT0dHHl1cSZXavPq/03VgMAAAAAnvT0dAiH8vPzwekAxC4jI+PNG7Hl1fhEfWAikZidnfWrvBoAAAAA/CM7K4t3mUxPB2cEEDsFRQXxxmpiyK7l5eU+evQI5NUAAAAAASoqK/7JsQGAuKmrq4s3VhNDdo3FYs+aNZtEIon4uAAAAEBrQaPRmEwWBEE5ubniHgsAQCIrKCBB2TVDQ0MQqwEAAAAClJaW1tRUQxBEpdayWLy4DQAkEFxfdqPthWuSEKICAAAAkqy4uKikuJh/yfj+/bu4hwMAv1BbW/s+6j0kDfuuiStEBQAAACRZYWFhZVUlBPPuihYUFIh7OADwo9ra2lWrV4nyzSkR4RqDwUhOThb3KAAAAACJUF5ewWJyCAS4pqYmKytT3MMBgP+orq5eumypoqKixzAPSHrCNRabvWnzppQUEK4BAAAAPCUlJfw7oWwWJz0jA5wUQHLU1tYuX75MSVFp3959otyPTMzhGp1OX7N6FYPBcHEZJN6RAAAAABLCxqb37Dmze/e2WbBgfv9+/cU9HAD4R3VNXV5NSfHIkSOysrL8ElVtP1xjs9nr1q+rpVKPHD6irKwsxpEAAAAAkmPgQJcTx08MHjT4+PET/fuDcA2QoLyaoqLiwYOH6ou+t/1wjU6nr16zmkql+nj7KCgoiDJEBQAAACQcg8HgcDgMBkPcAwEACEEQKpW6dNlSBQXFo0eOylHkRH9SCOLMq9XWenl5KSoqimUMAAAAAAAAQlVXV69Zu0ZRUfGQOPJq4gnXEASpqalZuWoFlVrr4+2jrATugQIAAAAAILk+fPggJ0fh5dXkxJBXE08RKiaTsXHTxu/fv1+6GAjyagAAAAAASDgzM7O9e/aJK68mnuzaixcvOBz2xYuBSkpKIj40AAAAAADA72rfvr0o9+yQiOxa+/btjx45BvJqAAAAAAC0CrgE1M8UdXbNwsISxGoAAAAAALR2MCjxDgAAAAAAILGYTGbi58Q2ezO0MaDEOwAAAAAArUJVVVVISLC6uroU1QyFIIjL5WZlgiK+AAAAAABIOiqVeinwopubewf9DlKUXaPRaCEhIRAEi3sgAAAAAAAAglRVVQUFBXp4DDcwMOBwOJCUZNfYbPbly0HOzs5mZmbiHQkAAAAAAIAAVCr1ypXLHh4eRoZGkGiJM7tGo9ECAy85OzsbGxuzOWwxjgQAAAAAAEBoXm3YMI+OHQ0hkSOKN6/Wr1//zp07i2sMAAAAAAAAgiEIwmazr1y54uEhnlhNbOEaP6/m5OQMYjUAAAAAACRZZUVlYOClIUPcxRWriSFcIxAIXC4X5NUAAAAAAGgVyivKBw927dBBdOtAxb/UgE6nBQQEODr2BXk1AAAAAAAkn6GhoXhjNTFk1zIzM/v3729iYiLi4wIAAAAAALRSos6umZmZg1gNAAAAAABAcsM1IhER8REBAAAAAACaXVsu8Q4AAAAAANDa1dbWvo96L3XhGijxDgAAAABAq1BbW7tq9aqCggLpCtcYDEZycrK4RwEAAAAAACBEdXX10mVLFRUVPYZ5QNITrrHY7E2bN6WkgHANAAAAAACJVltbu3z5MiVFpX1791EoFGkJ1+h0+prVqxgMhovLIPGOBAAAAAAAQIDqmrq8mpLikSNHZGVlURSFpCFcY7PZ69avq6VSjxw+oqysLMaRAAAAAAAACM2rKSoqHjx4iEwmQ6IltnCNTqevXrOaSqX6ePsoKCiIMkQFAAAAAABoIgRBqFTq0mVLFRQUjx45KkeRg0SOIM68Wm2tl5eXoqKiWMYAAAAAAAAgVHV19Zq1axQVFQ+JI68mnnANQZCampqVq1ZQqbU+3j7KSuAeKAAAAAAAkuvDhw9ychReXk1ODHk18dQMZTIZGzdt/P79+6WLgSCvBgAAAACAhDMzM9u7Z5+48mriya69ePGCw2FfvBiopKQk4kMDAAAAAAD8rvbt24tyzw6JyK61b9/+6JFjIK8GAAAAAECrgOO4uIcg8uyahYUliNUAAAAAAGjt4DZc4l0SQlQAAAAAAIC/wWQyEz8nQm31ZmhjQIl3AAAAAABahaqqqpCQYHV1dSmqGQpBEJfLzcrMFPcoAAAAAAAAhKBSqZcCL7q5uXfQ7wCJivizazQaLSQkBIJEdwMYAAAAAADgD1RVVQUFBXp4DDcwMOBwOJCUZNfYbPbly0HOzs5mZmbiHQkAAAAAAIAAVCr1ypXLHh4eRoZGkGiJM7tGo9ECAy85OzsbGxuzOWwxjgQAAAAAAEBoXm3YMI+OHQ0hkSOKN6/Wr1//zp07i2sMAAAAAAAAgiEIwmazr1y54uEhnlhNbOEaP6/m5OQMYjUAAAAAACRZZUVlYOClIUPcxRWriSFcIxAIXC4X5NUAAAAAAGgVyivKBw927dBBdOtAxb/UgE6nBQQEODr2BXk1AAAAAAAkn6GhoXhjNTFk1zIzM/v3729iYiLi4wIAAAAAALRSos6umZmZg1gNAAAAAIDWjkAgtNlwjUhERHxEAAAAAACAZpeXlwdJVREqUDMUAAAAAIBWxN/f//mL51IXrlVUVIh7CAAAAAAAAML5+vmG3wh3dnaGpCpcCw4JfvnypbhHAQAAAAAAIMSZM6fDw8NPnTxlbGQMSU+4FhwcfP78OSsrS3EPBAAAAAAAQBBfP9/QsFBerGZszGazpSVcu3zlsq/fmRPHT1h0BuEaAAAA8C8cx8HpACTKGV9eXu3MGV8zMzMpKvEeHBLs5+fndcLL0tIKlHgHAAAAGoJhGJwQQHLein5n/UJDQ33P+Ik+VhNnuHb5yuVz5/y9vb27W3cX1xgAAAAAyaSoqOjp6amoqCjugQAAhOPQhYALYWFhZ06LIa8mnnCNH6KG8PJqvl4nQKwGAAAA/IKsrGz37uDLPCARYmKi6XTaqZOnxBWriSFcQxAkICDg1OmT5/zPW1tbi/joAAAAAAAAv4VCofh4+5iYmELiI+pw7cOHmNzcXG9vHxCrAQAAAAAg+SwsLMQbq4khXKutpV69erxrl64iPi4AAAAAAMAfIBKJ4h+DiI9nZ2cHYjUAAADp9OzZs5evXi5fvlxNVU1wy4rKyqtXr8THx6mqqo4ZM9a+j72oxggATd1Tpi2XeJeRkRHxEQEAAABJQKfTDx8+dPXqFRqVJrhlXl6ep+f4zZs3p6alRdy/P3ToEP9z/hiGiWqkANAkBd8LoLaaXZOEEBUAAABo3k91wXukxcbGRkTce/369YvnL6y6WhEIghpjGObt4xMV9d7X12/0qNFlZWULFy7YtWunna1dly5dmjIkDodDIpEa+2erw+VyORwOl8tF63C5XAaDzuWidZdOmMPhQlAr2E8YxyEYhlRUVMlkMolMpsjKIggCtWZ3794pLS0V2eHEfzuWrxKUeAcAAGiFUlNTjx8/1sfe3tnJ2dDQ8JdtPn9OvHfvHophispKQjssLCq8cSPc1dVt8qTJEATp6+uvW7fOzd3t/v0IAeHazZs3CwrybWxsAi4GfPqU0KmT2epVqxUUFY8fPx4dHdWpk/mSxUtsbGwgiYdhWF6d4pLiqsoqGo1aS6XSaFQWi83hsNksNoqiMrIyZBL546ePWVlZY8eMxVtDuAZDMJ3B4HA4MmSynJycsoqKqqqqlqaWnp6evr6+np4e1Kpcvx6iptauZ4+ekY+fSFG4FhkZmZ2dI+5RAAAAAL9NSUmporJi0aKFenrtnZycPD09nfo6ycrKNmwzYcLEESNGoig6c9aMrKwswdFF5rdvhYXfFy9aVP+IuXnn9u3bx8bFCXjW06dPrwVf1dLU0tTU7NSp0507t+Pi4ihyFBKR1KVLl4h7ETHR0bdv3+nUqZOkvcYcDodKrU3PyEhMTExLS6uurlJTU1NTVVNS5unQQb+durqaqpqCooIcRY5CodQnMg8cPHD58uUjR45CrQqLxaqoqCgoKMjLzyspLk5LT6uoKKfRaBYWFg72jkZGRkpKShJe0CI8PExRUdHFxeXhwwciO6j4w7X79yNgmNCjR493796JeywAAADA79HV1Q2+FpKSknL9+vWI+xFhYaEd9DtMmjTJ1dXVwsKSH7dR6uA4TiaThXZYWFjE5XJ19XTrH5GTk9PS0ioqKhTwLBlZmYryypkzZu7ff4BEIu3dv3fLpi2TJ08+deqUsrJycPC1KVOnvH37RnLCtYqKio8f49PT04uKioqKi9TbqVtbW0+ZPEVPT49/uoSGLEwmk8MRXYnx5iIjI6NTp1evXvxsIoPBqKioiIuPCw6+RqfTdXR1TUxM+tj10dfXhyRPWFiYoqKCq6ubiI8r5nDt/v0INps9cuSou/fuinckbQOO4/WzHLhcLpvNZjAYLB5m3X+zWSwWF+USYAKGoWw2W15eQdxDBto4DofTs2dPDQ0NcQ8EaEEIglhaWu7cuXPNmjUfP30MCQ4+dOTQkSNHt2zdsnLFyvpmKIo2pWo7k8XkXdTJ/65LIxAIsrKyNTU1Ap6FoahaO7UpU6byp6npt9dXVlEaN26csrIyBEGdO1vIy8tXVVVD4lZeXhYXF/fy1cvKiqqOHQ2MjIz69LE3Nzf/g3V4ZaWlHDYHx3EJz0UJRiAQ5Ovo6+uPHDGyqqoyMTHxc1LSgUMH2qmqDRs2zMqqi5ycHCRJeTVXV1fRH5ooCbGaGMfQqjEYjJKSktLSkpKSkrKy8pqaajqdzuRhMZlMBpPB5XJlZWRkZGVlZMgyMv/8L4SI4DjOZLIYDAaoxwe0KARBEhI+bdu+9aTPqVYxbQj4e3Dd/wlYWCaUrAwvIcdi/5s3wjCcyWSSSYIycxiGqajw7h7+82+ct1dW/UccDMPiXdBWU1Pz7t3bDx8+FHwv6GjQcbjHCHNz839H+/vYbHZhYSGKoiUlJVpaWlBboaKi6uTk7OTkTKVSP36MDw8Pv3L1apcuVoNcBhsYGEhGXk0MsZo4w7X79yNYLPaoUSBWayomi8mgM0pLS1NTU1JTU7OysmCYoKSsqKigqKCoqKykbGRkrKKqoqSopKioyPtvJUVJ2NkPkGZ0On3GjGkWFpZBl4MKCvJHjRot7hEBLQJF0ZTUlOsh1+/fj0hNT+3QwWDt6nWurq6WlpZ/0JumliaCIEVFRfWP0Om0kpJSKytBveEQRIB/DMj+OGRsLhiGZWSk3713Lz0tzcjYyNGxr52dHYVC+fueaTRabl4eg8koKipqS+FaPQUFhb59nfr2dcrMzHzx8vnBgwdNTU0mTZosll8WhuCIiAix3AOtRxRjXg3EakKxWKy0tNS01PTc/Nzy8rKKigoyiWxmZmbdvfu4ceOVlZV4STOyTGtfDg20SRUVFTNmzsjJyYmOimYwGLt37yosLFywYCHYtaeN+f79+/IVyyMi7unp6Tk5Oe3du9fJyfmHpQa/xcTYRFdX9/3bd8uXLeff5ktLS83Pz5s5YwbUenC53JcvXz5/+byqotLFZdDMGTPV1ITsDPz74VoulUrNzc3t1q0b1HYZ1RkzZuzt27e3btvSpUsXj2HDO3bsKMoxJKckUyiUAQMGQOIjhhLvjx8/Ank1ARgMRnFxUVxcXHz8x/LyMi0tLW1t7c7m5kZGxvr6+s3ytQwAWlpZWdmSJUuePHkScS9Cts6uXbuPHTu6f/++NWvWgu2y25La2lpdHZ2LFy469XPW1tL+3aejKBoaGpqXnzd9+nRNDc26tQs6Q4cOu3gx4F7EPXc39+qaam9vLwVFhcFiugn1uxgMxuPHjx49eqSlpeU6yNXR0bEl5pbx1leWl6MolpuXC0kBZSXlaVOnDRs6LCLi3sFDB3v16jV50uS/+VbwWwwNjcQbq4khXPvy5QuHwwV5tZ+Vl5d9/PgpJSU5JzeXwaBbWXUZNWqUkbGRooICSeCMDQCQNGVlZfMXzL8RfmPlqpX9+/fnP6igoLB167bTp09t2bp565ZtSkrC998CWgUtLa2hQ4dhOPbx40cuh1u/BxiGYaYmpj/cD2UymXQ6veE9Sg6Xe+78uVevXg4eNJgfrhEIyMoVKxM/J44fP87W1rawzoH9B7pbdxcwDBaLRafT6ysfcLlcGo2Gomj9YGg0GofDaYET8J8xPHhw/9mzZ1pa2qvXrDE2Mm65Y5WVl/Hu9mJ4mQh3ahU7NTW1qVOnDRvmcf78+XXr1k6YMMHe3kEEx5WVFX9BJlGHa9ra2kOHDhXxQSVZZVXlh5gPkU8imUxme732nTqZDRkyxKgl/8gBoEUVFxcvXbb0RvgNUzPjtWvXNvwRDMOLFy+5eDFg566d27dtBxFb25Cbm7tg4YLs7Gwi8T+zMjgc7po1aw4fOlz/CIIgW7duo9ZS26mr1z9IIpF27txZXl7e8PaWoaHh5aDLIcHBHz996tKl6/DhwwcOGCg4R7VwwcJRI0dpa/+T3hs4cGBIyHVra+v6DkNDwyw6W0AtA0XR58+fhd8I19fXn79ggaXFn0za+y35efl18wrQaoELZtskVVXVNWvWxMXFXbp08dWrV/PmzlNr165Fjyj2SZBiCNea9+Z961VZWRkdHZWQmJCVlW1gYDBxwkQTExNw9QJau+Li4rnz5t69c5dCkd26ZZuOts7PbWbMmBl0JWjrti07tu9UVVUVxzCB5mRqanr71m0Wm/VDOIXj+A/3RmEY/rlSO0IgOPwqQdJer/3q1WuaPoz6yIzPoE79P5WVlUcMHwG1jITEhGtXr0IwtGL5SpHt65bxLYPN5iULS0pKWCyWFE4w6NmzZ9euXa+HXl+9ds2c2XMcHESRZvuBKGfiijpck/IavWwOOz0t7ebNm9+LCjt26Nije8+FCxaBKA1oG75//754yaK7d3h7KA4aNGj06DGNtZw6eSpCQHbu2rFzx66/2csAkAQUCqWJpTzbnqqqqkuXLqWkJI8fP75/f5HObUpLS+Pfds7LzaXRaFIYrkF1qdnJkyb37NHTx8c7OfnrrFmzRbySKS8vT2THkpSNHlr1Ln9NUVpa+vLVi5joDyw2083VfUmfPioqKuIeFAA0m8LCwjlzZz+4/xAmQOrq6jt37pKXlxfQftLESRiK7d6za9fO3ZKzByYANN2TJ5HXgq85ODgeP35CZHPe6+Xk1FVuhKHsnOyammppvnNlbm5+8OAhL+8TmzZvWrZsma7Ov/UwWpS/v//zF8+lLlyraLsl3r99ywi/cSMz85uFheWECRN69Ogh7hEBQDPLzs5esmTJg/sPESIBRbF58+b9cGfqlyZPnlJbW3P48KGtW7eB3T2An0nsfv2VlZXePt61NbXr128wMzUT/QBwHC8r+2eFQV5unuB6D9JAQUFh86YtN27c2Lply4oVK0WQ7vX1871165azs/P1kFBIesK14JDgly9fQm3Ou3fvnjyNLCoqGjzIdcH8BeCmJ9Am4RC0fsP6iIgIXqzGxWxsey9evLQpT4RhaOHCRQcPHTx69OiaNWsk88IMiEt1dXVERMSoUaMkbfeiFy9eXLl6pZ9zvwkTJohrz0sYhufNm//8+XMqtdbW1k5HVPkkCTd69GgDA4MTJ47PmjW7RaeynTlz+sbNm75nfM+fPweJivjDteDg4PMXzllZWRZ+F1S+txVhs9nR0dHhN8JlZGRcXFz6Offj17ADgDYJhqCxY8c+f/6stKSMTCatXbNO5/+r85pi2dJlu3btvHrtyuRJU1pymEArw2az4+Pj3dzcJCdcQ1HU398/KenzqlWrOpt3Fu9gFi1c1MmsU3ZO9uxZs8U7EonSs2fP9es3HDi4n06nDRo0uCUO4evnGxoW6nvGz9jYmN2gVFobD9cuX7l87pz/qZOn/P3PRT5+ArVyOI4/ffr0wcMHRCJx+vTpXbp0JYJ6A0Bbh+N4VlbW2rXr3rx+raKq+ru7KlIolE2bNq9bv1ZPV69fv382aQMA3vWJSJScnGtBQcGx48e0tbWPHT1Glox5/SwWS5ThQmthZma2Z/fePXt3V1ZWjR8/vnk7P+N7+saNm2fO+JqZifomuDjDteCQYD8/P68TXpaWVmxO637PYRgWGxt79doVRQWFSRMn9ezZU9wjAgARCQkJqa6u3rVz18IFC9ls9h/cHlJUVFy9avXefXsNDDoaGhq2zDAB4M/FxESf9T/r4TG85XYDAZqRrq7urp27t+/YjiDImDGNLlFvOv7XBr+zfqGhvLya6GM1cYZr/Lyat7e34I2qW4XYuNibN2/SabQpk6f27NlTcr4OAkBLi4p6/+z5s0MHDyEIoqCg8Mf9mJiYzpo5+/CRQ/v3HQBbewAS5e7dO7du3161ctWfVawHxEJdXX3P7r2bt2ykyFGGuA/5y95wHLoQcCEsLOzMaTHk1cQTrvFDmRBeXs3X60Srj9WKi4sCLgYUFBSMHjWmvtgOAEiJ4uIi/3P+K1esapZdafr27ZuSkuLr57t+3frmGB0ANINz5/w/JyXt3rVbVxdM529lVFVVNm/asm37VlVV1T52ff6mq5iYaDqddurkKXHFarwteUV8PARBAgICDh857ON9slVvacFgMC5fubxp82YDg45HjxwDsRogbeh0+sGDB8eMHmNlZdVcfc6YMaOoqOjx40fN1SEA/DEmk3ng4IG8vLx9e/eBWK2V0tPT27hhk7//2YSEhL/ph0Kh+Hj7iDFWE0O49uFDzOUrl729fZqyLZPEevvu7apVKwu/F+7evXvihIlkMijBDkgdf39//Q4dhgxpzhLAJBJp1cpVISEh2dnZzdgtAPwuFpu1f/8+IpG4des2wRs+AxLOxMRk8eIlXt5eRUVFf9yJhYWFiYkpJFaiDtdqa6nHjx//uWxca1FSUnzgwP7rISGLFy9Zu3atyHZPBgCJcu/evZzc7MWLFjd7z/r6+mPHjj19+iSXy232zgGgKWpra3ft2qWuobFm9RoiUfzbXQF/qWePniNGjDx67MgfL6SVhLeBqMM1Ozu7rl26Qq3TkyeRmzdv1tXVPXz4SDPeAAKA1uXTp083bt5Yu2ZtC+WVXV3dZCmUiIiIlugcAASj0+m7du3S19dfuqRJuz0DrcKI4cPV1dUDAi782dNxvK4+609EWY5F1OFaKy1D+73w+65dO+8/uL9x48Zp06aDu5+A1MJxPCkpacH8BS23kTqBQFi8aMmdO7cLCgpa6BAA8EsMBmPv3j2dOpktmL8AnKI2ZtHCxQmJCa+atYRSwfeCNhuuSUKI+rtevnq5detWc3Pzw4eOGBkZi3s4ACBOMAxPmTLFxsamRY+ipaXl7j7kwp9+FQaAP4Bh2NGjRzQ0NefMmQtOYNujqKi4auXqS0GBRUXNU0Lp7t07paX/VG4VAUkJkiolssQ7jUbz9vYOCwvbsH7D+PGe4ioPBwBSaNSoUeXlZe/evRX3QACpgGGYl9cJAkJYsXyFuMcCtBQTE5Mh7u5nz55FUfQvu7p+PYRCkevZo6d0hWuRkZHZ2TmQhElPT9+wcQMEQwcOHDA1FfOSEACQNgiCzJ0z9/KVKywWS9xjAdq+wMDAsvKy1avWiHsgQMsaOnRYeUV5dHT033QSHh6mqKjo4uLC4XAg6QnX7t+P4HK5krYHW0RExP79+8aOHbNs6TJ5ObCKGwDEwNLSSl9f/969e+DsAy3q6dOn0TFR69aub6Wzq4Gmk5WVnTdvflBQIJVK/bPzFhYWpqCg4P7XlRJaWbh2/34Em812d3dHsb/NTDYXDMNOnzn99NnTXbt2Ozv1E/dwAKD5FRUVHT16dMbM6Zs2bUxI+NTEZ71993b1mtVz5sw+43u6rKxMNC+M5/jxjx8/qqXWiuZwgBT68uXLlatXNm7YBKqfSQlLC0srqy5Bl4P+OK/m6uoGiRxB7LHayJGjIIlRUlIyecrk5OSvhw8dbt++vbiHAwDNLyUlecTI4fv378vMzLween3QIJewsNAmTOvxGjp0SETEvfSM9J07d7q5u6akpojg5TEyMu5mbR0cHCyCYwEShV+xsKVLMJeXlx8/cWzhggUdOnSAWqHGVu8Bgk2aNOnTp49ZWVnQ7+fVXF1dIXEQ285v9+9HsFjsUaMkKFb7/PnzmTOnWSzWixcv0tLSOnfuLO4RAcBvf3ALvryhKHrw0MH09PSgwMuDBg3KzMycPWfW9u3be/Xs3dGwY2PPev/+/c5dO4cMGXLw4CEtTa2HDx9OmzbFy8vr1MlTTVnTzeFwSCRSY/8Uavy48Zs2bxriPkRbW7vpzwJaOy6Xi2EYl8v9+1nhjUFR9NjxYwMHuvTu3bIrnVsIhmEKCgriHkWrpKqq2s+5/61bN1euXNWU9jAER0REKCoqiCWvJs5wjZ9Xk6hY7cmTyGvB15YsXtq5c+cJEzxdBrlcvXrV2clZ3OMCgKb69u3b/v37+vbt269fv44dDX/ZJiMj48GDB56eE4YO5RWPMjc3X7Vy9bRpU548jWxs8wIURQMDLykrK+3csUu/vT4EQcOHD9+zdx/KRblcbmN7EN65e+dbRkZfJ6eACxfiP340NTVdu3atooLCsWPHPsR+MDU1W7hwYROLLqurq9vZ2W3atNHS0rLlrtyARIEJBGptbcyHaC9vL3l5eRzDmv0QBATJzMzsoN9h4oSJUOuko6PdpUsXcY+itRo9evTSpUuys7M7dmz0m2q95JRkCoUyYMAASHxEHa4hCPL48SNJy6uFhoU+eRK5bdt2gw4GEASdOX1mwMABo0eNPnr0yIwZM8U9OgBoEiUlpcqqyiVLl+jq6jo4OE6aOMnR0ZFCoTRs8+VLEpVKtW2wa5q1tbWSsvKnT59wHP9lZq68vDwuPt7Oro+uru6bt2+qqqq6WHVZsniJ4ME8f/bsQsAFfX39du3aderU6e7dO/HxcXJyciQiydLSKiIi4t27tw8ePDRtWhm+sWPGdrHqAnbSkSqVlZUFBQUDBw5UUlRqoUNwOGwrK8kNd9hsNoqiZDK5sXd+t27WP/+IyWTyJ9SLZIytmIyMjJu7e3DItQ3rNwptbGhoJN5YTQzh2pcvXzgcruTEaiiKnjlzOicn5+CBQyoqKvwHdXR1L1686D5kyPwFCz4nJe3YvkNRUVHcIwUAITQ1NUOvh6WlpV67du3R40djx41p315/yuQpgwYNsrKy4n985+fnIwhRW1un/lkqKiqqqqp5eXkoiv6yLl55eVlFeTmrQ4dRo0bGf4wnEAhcLnf69Bnbtm5TVVVtbDBkMrmmutZ9rvuePXtlZGQOHNi/ceOmCRMn+J/1V1BQuHrt6sxZM168eNHEcE1JSal3797gHSBVqqurnz171rtXbymssE6j0c76nw28dOl74fcuXbouX7586JChP088+OEP9suXpMNHDr948QJBEBeXQcuXLbewsBDtwFuZAQMGPH3yJDMz08jISHBLWVnxLxkW9VIDbW1t/l0YScDlcg8cPFBeXr5jx876WI3P1tZu9+7dvJkNR4/NmjXz+/fv4hsmADQVgiCdO1vs2rX76ZNnd+/cHdC//6HDBwcPHuzr58tvwGSyCAS44R1MIpEoIyPLYDKwRu43MRgMBpP54MF9TS3Nmzdu3bl9Z/bs2SdP+hw+crixp/Bn1SgqKUyZMpW/M0KHDh2UlBXHjx/Pn2rTqVMnFWWViopy8NICgnNLf1yTuxXDocOHD61bt7aTufn69euZTOaUyZPv3r0j+EkpqSmTJ0+OjIycMnnK9OkzHjy4P2nypKzs35tKL21UlFXs7OwiIx//8ZKOll4KI85wTU1NDZIMNBpt67atSoqK27Zt/+W3t8WLFs+YPr1uMUj4yFEj3717J45hAsCf43+UNPygkZWVxTCs4cazdVdEFkWW0tiiAX46zdzc/Mjho3379rWz67Nn9143N7dbt24K+BqD45CysnL93zuO40QiSUH+n2nRMG9oovuYAwAJUVxcnJ+fL7hNXHzcGV/fqVOnXbp4adXK1ddDrhsbGx84cKC6urqxp3C53GNHjxYWFYaFhu3Zs3fb1m2+Z3xT01IePnjAb4DjeEVFBY3G22ksNTX1w4eY+upJ6enp0dHRoiymJFE8PIZ/iP3AoNP/7Ol0xh8+sRWEa419HRfxZzeDwdi9Z3cHff0lS5YKOPTevfvs7XmzoT/EfJgw0fNa8DVRDhIAfheKosnJydu2bxvoMsBjuMeTp0/XrV0XGRlZX69aR1cHRdGGu6ZVV1dXVlbq6Oo2Nj9GXl5BQUHe1MRMU1OT/4iMjIylpWVtbW1VVWXjY/nFTDiw6QAg5Z4+feo+xG3+/HkvX75oLHH46vUrFos5YcIEfmZaV1d3zNixqWmpiYmJjXWbl5f36PGjMWPG9Oljz3/E3X3I44ePXVwG8f/JYDBWrVq5b/++devXDRk6ZJjHsFGjRz17/mzP3j1DhrgP8xg6bPiwR48eQdJHRUWlk1mnZy+e/8FzExMTHz58CElPVQM+UWa8q6urNm/ZbGZmtnDhIsFhopaW1tGjx3R0tGAYysvLnz592u49u8COnYBkKikpGT9+XC+bnsHXrllYWIaFhsfFxm3cuKlXr1718467WFnJy8tHRUfVPyshIaG6urpHjx6N/S1oaWkbGRoVlxTR//8FFMfxosIiOTk5MKcTAH6Lvb29xzCPmJgYj+EetnY2hw8f+vTpY8OvMRiGff36VVlZ2dTEpP5B/projIyMxrpNS0stLy+3tbG9e/fO8uXLV69ZfffuXXt7x/ryibwvcinJR44cfffu7aZNm3Zs35GRkT5mzOibN26sWbPmyJGjxcXFGzduKCxsntrnrYuTs/PbN2+4XO5vPSsuPm7lqhXaWtrSFa6lp6eL7FZjTU3Nzp07u3XrOmvmrKa0t7Oz2759B0yAEYSAouj2bTtOnDgBkgSABKJSqdra2ufPXXj9+k3AhYBBgwb9sCy0rsKx6cCBA69fD3n9+jWXyy34XuBz0kdPT69/v/71bV68eL5nz+6kpCT+P5WUFEeOHBkfHxcYeInD4XC53MjIx/fv3+/n3E9XV0+0vyIAtG4dO3bct29/ZOST4Gsh3a17HDl6ZMSIEeM9x12+fLmmpoa/K2F5eTmFIqeg8O/6NlVlZYSICMgUFBUV4Th+KfDS/AXzo6Lf379/33PC+DmzZ5U3yKMjBERVTfWkz6nZs2YvXLho8ODBHA53//4D8+cvmD5t+uxZszO+ZeQXCLlR2yZ1sepCo9Hy8vKa/pSPHz+uWrVq/rwFffv2hdr8Nrn1UlNTl69YLpp7obW1tVu3bbW1sZ00aVLTnzV79py6HXTPYBiu11538KDBYNoNIIHU1dU9hg+HISj+YzyXw8Whf76y4xhmYmpqaWHJX1iwaePm1NTUIUOH9O7dKyszq7qm5qSPT/23cN62iA8eHD50uEMHAysrK/4jM2bMjIuPW7FyxYWAAFlZmfj4+F69em3atFnAbrdsNotOp9V/seFyuTQarX7XNAzDaDQamyN9s8gBoO5PdUidsrKy3Xt2nz59Kiw0PCw8bMzoMby/DhQlEAgNJycgRCKMw1jjmw6yWCw6jZGfl3/jxs2ePXqiKOrlfWLjhk3drLutWLGS34aLcrtbW3fq1KkuQY4pyCu0b6/XtVtX/k91dHRwHOewRVewXHLIycl1trSIinpvaPjr7Sp/wPswXLF8yeKl48eP//AhBpKScC01NXXJ0sUTJ06Ki4v7kvS1RY/F4XD2799nZWX1W7Ea/wq3fduOqOgoBp1h3d2a/x0IACTN98Lv8+bNLSgo+GEWGofDXbt27aGDh/j/tLKyCg0Nu3bt2pcvX7p37zFq5EhHx/98QZw+bbqdrW3Dfd4VFRW9vXwGDxr89NkzNps9bty4MaPHCq7SNmfOPDc3d3V1df4/+/cfcD3keo8ePfj/NDExuXb1mqmpWfP99gDQmtTW1jx+HBkeHhYbG6ehoTlgQP8udTvAIQiiqKjAZrMYDEZ9Y95XHQyV/SlZXk9GhjfbYcLEiXa2dhAEkUikWTNnBwYGvnr1qj5cgyBYXl6+fkURjmMNVxdJ+S0jp75OFy6cnzhReGzw8RMvr7ZgwQJPT08RnzdxhmtpaWkLFy309PScNXNWXFxcix6LxWbt3bNHT6/93Ea2bhdMQ1MjJPg6juMqKiobN21AMdRNfJUoAOCXOhp0vHc3gs1h/5D9xXH8h/JNRoZGmzdtbuw0Wtb54UElJaVJkyZPmjS5iSe/a536f3aoU/9PFRWVYcM8wOsISBsqlfrp06c7d+6EhYdWVVZZdbGaN2/u2LHjDAwM+H+2RCLRoGPHh48eFRUV6un9M9kgOycHx3E9Pd3GutXR0SGRiQ3/zGVlZVVV1Wh0WsNmYDF2Y8w7mdfW1paVldV/w/yl+Pi45SuWL168ZILnBEjkiOLNq40bN27+vPkiCFG9TpyQl5efP593rD9jbGzM/x87tu/cvmO7rIxMvwbTfQBA7GRlZRtGSAAASJrIyMcLFsynyMl5enoO9xjRvXt3OTm5H9rY2tr5+Pg8f/GiZ89evFUCGPrs2dN27dp17dKtvg2Xy63bHIfID/LMOpnp6elFR0cvWriI36CwsPDbt4yRI0aK9vdrrQgEgkVny+iY6KFDfr0vLIlESvqStGr1qvnzF4glVhNbuFaXV1vg6TmBH6u1tFOnTzGZzK1btzXLnDM9Pb0tm7fs3LmDRCI5ODg2xwABAACAts/IyOjy5asDBgwQUFHN2cnZ0dHx2NGjenp65ubmDx8+vHnz5vr1GwwMDOp35Vi7bm1OTs6Z06fb15XxNehgMHPGzEOHD5mamLi7D2EwGIcOH0RRdOrUafXdYhjWMC2C43jDfbV++KcU6tKly/v37xoL11JTU1euXLFgwUJxxWpiCNfIZPLnz58XL1k0ceIk0cRqt2/fTktL27d3XzOuD+jYsePmzVv2799HlpHp3QvUxgFat8aqhQIA0LxqqdTgkGsXLwZAMG8r6fq/QAKCLFu61MbGlj/x4NChw/Pnz583b66ysnJVVdX06dNXrFhR3wmXy/32LSMtLa1+v2sYhpcvX1FWXr7/wP7TZ04zmQw5OfkTJ7zs7OzqG8jLyzdcKi4rK6ugoFD/h08mkxUVFaW5LK+xsfHjx49qa2sUf1WjtqCgYMP6DZ7ii9XEEK5lZ2etXrNq+IgRCxcsFMHh3r59G3E/Yt/efc1edc7ExGTNmrUHDx1YuWJVt27/5qgBoBXJyckpKyvr1q3bL6uFAgDQvKqrqlNSUjgcDgw33EULRxCE1mBjfUsLy8ePHr9//77ge4GFhUXPHj0bfqFSUFC4EX4TwzGK7L/hl7KysreX97y58xISE+Tl5GxsbXV1/p3rJi8v//DBQxiG+VvvwjDh4MHDKIrWB3CTJ00eN3acNBeG19bWxjCstKzsl+Fajx49xBuriSFcS0hI2L//wJ/N9/9dGRkZ/v5nN27cKHjy4B/r3LnzyhUrvby9Vq5Y2aULb1EPALQiZWVl+/bvnTVzFojVAEA0XF1dnfs5/+onMOW/oZKcnNzAgQN/2QkMwz9vqchnVacpT+HHbfVIdSApJiMjQyKTy8vKjAx/Ue6dX+xYvES9TW7v3jaiidXKy8sPHzk8d+68Tp3MW+4o3bpZL1yw8M6d2/UbvgNAq8BkMg8dOujm6m5bt/IfAAARIBKJCvIKv/qPvDTfiJQQRoaGWdnZElviXdTZtfqygy0KRdGjR4/079/fwcGhpY/Vu3dvKysrkJ8AWpeAgAC1du1GjRol7oEAAABIBFNT06jo6N96Sv30QSkq8d68LgVeolDkRLaCg0KhSHkaGWhdHkc+Tk5JXr5subgHAgDAn6uqqpLOslEtxKxTp+ysrKa3T01N+ZTwCZKqmqG8fNhvVlcV4M3bN7GxsQ3X0QAAUC8tLS342rU1q9c0Nv0FAIBW4cOHDxEREeIeRduhqaHBYrMb1pMQIDEx4c2bt9bW1pBUhWvZ2dlJX740S1e5ebnnz59ftXKVouK/9XEBAOCrra09fvz47NlzGtYYAACgNWKz2fV1eIG/B8OIsrJyeXm50JafP39+8/bt9OnTZevKf4mG+FfvZ2RkPH/+3NjY+N3bd3/ZFYZhXl5e48aOMzExgUTr1atXN2/drKmutrG1neA5QVlZWehT8vLyrl27lpzytX17/bFjx3brCnYDAVrcsWNHbW1tRTCnEwCAlgbXAee5ucAwrz5ydXW14ILIiYmJ7969nTWDt6ZelHsLizm7lpGR8fjxoxkzZjQlvhHqQsAFbS2tIUOGQCKEYdiZM6dHjBj+8OGDlNSU9evWeU4YX1hYKPhZ0THRrm6Djx47mvktMywsdMDAAZcCL4lqyIDU4a9cDgwKRDFs2rR/NzoHAKD1Ki0tSU9PF/co2hRFRcWKygoBDT5//hwVFTVnzlxZiqj3qBNnuJaRkfHw4YMpU6aSSKS/z+h+TvocHR01d948qPk0ZVRJSUk7d+10cnZ+EvkkMvKJl5f327dvvX28BATdVdVVmzdvYrM5169ffxL59P69+5YWFnv37ikoKGjKqDAM4zaY6vfDPwHgB/Ef48d7jjtx4vinT59Wr1pNIEjEFAgAAP4SncFoyp07oOkUFBSqq6sb+2liYuLbt2+mTp0qlr0gCOLNq82ePUdJ6Rc7CP+u2traM6dPz5+/QEVZBWomXC53584dO3fujIuLFRC33bl7p7a2du3atXp67eUoctOmTRs4cODNmzeLiooae8qL5y/iYmPXr1vn7ORMIpMMjYx27do9atRoDofT2FOqqqr27d/36NGj0NDrwzyG9R/Q/+ixI5WVlbdu3/IY7tF/QP/9B/aVlZc1x+8NtCl0On3Xrp0R9+6vWr1KQ13jh70xAQBovcDN0GanpKRUWVn58+NkEjkjI52XEpo7T1yLtIhizKtNmza9uX5tf/+z3bpZ9+rZC2o+CIIoKCgePnLo9JlTPbr3GD169IgRI3/YNw5F0bjY2I4GHU2M/5ktB8OwfR/7yMeRWVlZurr/1gBpKCrqvYqKqrNzv9TU1JSUFH19fWcn537O/QQMprq62s/PT44iy0XR3r1tOBz21q1b79+/n5+f3717DwIMb9q0ubSk9MiRoyB3AjR089bNhw8eIkQCysX27Nndp49dv379wSkCAAD4mayM7C8TH9++fYuKipoxY+YPuxnzL7ii2eJY1OEakUjMzs7i59WaK1aLiYnOyso8ePAw1KxgGF67du2sWbPu3LkdfiN82/ZtW7ZsGTFyxJjRY3v27KGurgFBEIPB+F5YqKWt1bAmqZ6eHofLKSz69fQ1Npudk5MjS5E9cvTIzZs3iEQSlVpja9vn4IEDPRsPN2EYJhKJlVVVIcEhzs79ysrKXN0Gv379+trVa2PGjKXT6RMmToiIiFizZm1jMSIghYqKinbu3MFisREigUQmbty0yd4eLDIAAAD4Nd7KjV8VMCgsKkxPT9+/f1/DaU4EhPD27VveTwsL09LSOFwOQkCMjY1baB9WUYdreXm5jx49mjJlanPFakwWK+BiwPx5C+Tk5KDmBsOwurr6rFmzZ82a/fXrl0ePHp877x9w4eIwj6EBFy6qqKhwuVwWi6mmqtowuOZXyWU2sncLl8ul0+kZ6d/kKHKnT58x7Gj49evXTZs3Llmy+ObNW9raOo0NBsVQZydn57oknIqKioa6Ro8ePV1cBvGry3U2N09I+ESj0Zr9JACtV91aliyYwPvyt2Xzls2bNoN1ZAAAAI3BcZzNZjd8hM3h/bOgoGDXrt2NPSsq6r0chYKiqIys7KKFi+rDNSaTefXa1dqaGmNjYzOzTlpaWgoKCn+cihN1uMZisWfNmt2MseeliwGWFpai2aoOhiEYJkDQv6E3kUiUkZFlc/6z+Q2zrioFP2j7VSd1vSDwlq1bR43klQDq1asXjUZdu27t+/fvR40aLWAAOjr/BHN4XQEzRUWF+gmPBIQArsRAQ69fvTp37hyKoTIy5N279qxduxacHwAAAAHk5RWoVGrDR0hEXrhiYWExccJE7L+JNxiGWUwmg8lctnSZlpYW/xLcMLyRkZFxcnJKTk7OycmJfPIEQ1FNLS1dXR0rqy7W3ax/dyaxqMM1Q0PDZozV0tPTP8TGHj7czLdB6+E4Xl5efvfunbDwsLi4eAxFR4wceeTIkV49e6qo8NY0UCgUTU3N7OwsBoNRvzFvUVERgiBaWtq/7JNEIqmoqLRr187SwrL+QUtLSxkZmYoKQeuH4Z+qyTZWdBYAOBzOrt07qyqrKHKyW7duA7EaAACAULzU13+vs/zLroWFxebNW6DfBMOwibFJ/dT2qqqq9PS0tLS0Bw8eXDh/wcjIyM3NzdzcvIlxm6jDtWaMMLgo1++s3+RJk1RVVKEWgOP4kSNHDh8+BBPgHt177Nq5c8SIkVpaWg3bIAhi07v38+fP0tPT+asQMAx7+/Zthw4GhoaGv+yWSCRaWlpGRNwrLikxMzPjP1hcXMzlchVAJQagmZy/cO7Fy5eyFJl9e/etWLESnFcAAIA/1izVI1RUVHr3tund2wZF0cqqyg8xMRcCLowdM6ZvX6emPF1SdmD6gxt5jx49oshS+vcf0HIvD4vFXLN27fNnLx48eDhv3vwfYjW+IUOGysjI+Jz0qa6u4nK5t+/cevIkctjQofU3LvPz8w8cPHDz1s36KYrurm4UCsXb60RJSQmKovkF+X5n/XR1dW1627TQ7wJIlayszMOHDhMR4p49e0CsBgAAIFEQBFFvp+7uPsTrhJeDg2OrKULFX1+ZnJz8W0+pqam5c+f2urXrW/SEugwaVF5enpefl5mZieH/BFs4hisrK/fp04efwOzRo8f27Ts2bdpoa/tRS1srJibGwd5h+fIV9dMJv337tnHjxrFjx3gMHcZf9Nula9ddu3avWrXKxra3qanply9fuFyun69fYwk5fqqPTqez6mbF8TEYDBTl1mcr2Ww2nU4XZUEMQGLt27cvLy//2PFjSxYvEfdYAABoKSQSSTRbSAAtp+HeWzU1NU+ePLGxsfllFSzxh2ssNnvT5k0pKb8Xrt2+fbtTp07GxsYtNi5ehHT8+PHQ69eJpP+cJS6Ha93d+sGDh1qavGQbDMOLFy02MzW9e/duTU3N6FGjx40b33A3DUtLy1s3b+rq6jb8u5oxfYapiemt27cKCvKnT5s+cuRIW1s7AYPR0NC4GHBRV1eP/08EQfbu3YvjeP2ChpkzZg4c6KKn908DQGo9fPgwOCT44KEDIFYDgLYKx/GgwMBbt24WfP9++MjhmTNmqquri3tQwN8ikUgsFnP3nl0DBgwcN3bcD7uoijlco9Pp69ev43C5Li6DggKDmviswsLCFy9fHDl8pEXHRiAQ9u/bv3bt2p8n+MvLybdTa1f/CIIgbm7ubm7uv+xHXV19xIiRPzwIw7BjHRzHm3IjWE5Ozt3931qoBAKhr2Pfhg2srLpYWXWBRKikpCQ1NZWLcjEMQxCE94vw1sNSyGSSqqpax44dwUpVUaLRqFQqNS8vf9PmjTt27Fy5YpVIDw8AgGgd9zr+6WMCAYETPn5yHewKwrU2gEKhTJw4qUfPnmPHjrl39+6hQ4frZ1WJOVxjs9nr1q+jUqknfU5u3LSx6U+8eDHAzdVVVbVFVhg0ZGRkZAQZteghJDmmodXJyclJS0vNz88vKCgw79x53tx5/N1DyivKY+NiYRhmMhhXrl5JT88gEGA1tXbDPTx69OgxY8ZMfrOCgoKw8DAjIyNjI2MtLS0KhdISO+RJm5qamqqqqpyc7Ozs7MzMzKLiIgiHklNS0lJTCwuLult3z8nJNjDoKO5hAgDQImAYVlNTq1vchuvrt1dU+mdfAqAN+MqTnJT0JTUtde3adePGjhNzuMbLq21YT6VSfbx9FBQUmr7sIjU1Nb8gf8nSpS08QOn1/fv3p0+fFBUVlZSW1tTUaGpomJt37mNvr6mhqa2tXX9Lt7N5587mnfkFsu4/eMBi8ubVMSh0T88J9vb29RvCqaiomJubf8vIePH8OY1OU1ZS1tTUNOjY0aKzhZmZKbFuSxugKeoTsTiOe/t45+flGRh0NDTs6ObmbtDRoLqqeszY0YWFRRAM3b13d8mSJSBcA4A2zMDAgPf/cKhjx47NUnobkAQYhvn6+mIoRiQhH2Jinzx5IuZwrT6v5uXlVb9dWROF3wgf5DJIUQF8mWhONBpNTk6OHw3Q6XQmi9Wrd29TY5P2+vpCn4thGP+J/N3zSXXqfyovL+862BUa7MpvWVCQn5KSmp6RHhcbq66uvmjRYnGVy20V6HR6Tm7Os6dPk5KSFi5c1LVrV/7j69et/3H/QvzfnZllZWVB6VgAaNvMTM14u3HikL6+voK8griHAzSPaJ4omADjOC4jS549e3b9j0QdrsEwzGAw1m9YX1tbe9Ln5O/GaikpKfn5+evWroPakKSkJARBOnfmZapErKCgIOZDTNLnJDKZtHLlKjKZDEGQSZ2W2FqPQCDo63fQ1+8waNAgFovFZrPrI4wvX74UFxfb2dmBW6X80iUfYj98TkxMz8jAMLSvo9OIESPq95GBYfjnvabBnskAIFWMTUzIZBKbxdHU1Prd/fEByYSiaFBQYHVVDZGEcDnosGFu1l2txRaukUikzMxMZSWl3bt2/26sBkFQSGiIxzCP+httbQOdQT916uT6dRssLCxEc0Qul5uWmhp2I7ykpLiTmbmDg0OPHj34sZrIyNSp/ycMw+/fvw8OCe5s3nno0KGmpqaSPKuv5ZSXl4eFh336+FFHV7ezubm7+xAB27sAACC19Nvr83duUlZWFvdYgOaRnZ19L+Le/1NrMp7jJ5Bl/r0uizruyc7OWrN29eJFS/7gHZaSmlJaUtq3739WRLYBNr1t4CVLjx49snHjRhMT0xY9Vk1NzavXr96+fUujUocOHebg4KCgIBFZdIs6ZWVlr1+/9vHxVlVTcxk40MnJGZIyUVHvySTStm3btbW1pTNgBQCgKTQ0NPjzWTXAFh5txY2bN/Jy8/mpNWtrS3f3/2w3IepwLSEhYf/+A0OHDv2D596+fdtl4EAJCS+aV+9evdmz2Hv37t2+fUfHji24oC8wMLC6ppq3zZuNLSR51NXVR40aNWLEiJevXkZGRoaGho4cObJfv/5teCtIOp2ekZFubt6Zn90cOnSYuEcEAEArICMj065du9raWv0OHcQ9FqAZ0Gi0oKBA3nzEOuPHj+eXJhdbuNa7t83cOXP/4In5+fmZ376tWtlmd5NycHDgcDh79u7ZuWNny+12O2vWLMmfHEYgEPr36+/s5Pz169ebt25aWlppa2tDbQ6LxXr06FFk5GNDQ8POnUV0HxwAgLZBXl5eX18/Nze3AwjX2oTbd26lpaYhCAHDMC1tzYkTJv3QQNThGr8O+h+4deums3O/n2dYtyX9+vVjsVjbd2zfs3uPtrY2m83+y/lkKIq+ePH8U8Kn1avW8B+R/FitHoFAsKpT/wiLzZIht4UZtVwu9+nTJzdv3dLX11+wYKGlpaW4RwQAQCsjJyenr9+hpKRER/vfnVSBVorBYFwPvc5isYkkBOVi48eN/zlrI+pwrbGiloIn6ZSXl6ekpm7evBlq61xdXbko9/DhQ53MzS9cuHD1ylXeTr1/JD4+LjgkBIKghiuBW7UnkZFJSUkTJ05q1d8mExISAgMvUSiUNavX/M0KXAAApJmMjIyOjg6CIH+cBAEkx6dPH59EPkGIBBTF2rVT9fSc8PNmTJKyxLKsrEzAT9+9e9u+fXsp+Q4xdMjQp0+eLFy4EEOxTZs3XTh/4XdTYiwWy9//bHJy8oQJE/r2dYLaCmdn51oqddeuXYNdB48dM7bVbS1Go9H8/c+mpqZOmjSpLb0uAACIhba2tqysLFiT1AYEXQ6iUelEEoJjmK2trY2Nzc9tJOKCl52dXVJa0thPuVzuw4cPx48bD0mHqKioK1ev8Dc1vn49xNvH+7eenpCQsHLVChgmHDt2rI3FBAoKihM8J+zfv//rly+bNm/Ky8uDWpVvmd+0tLWOHm1rrwsAAKJHo9GKi4uZTFZKSgo4/61aTk72rVu3YH44BkOz58z95bwv8YdrGRkZkZGR+u0bvb0VGxuroqr6x/cEWx0TE5OpU6cSELiuMBe8f/++Bw8fNuWJKIoGBl4643tm6pSpixcvlpH5ZwfaNkZDQ2PHjp12tnY7d+189OgR1Hp07dJ14oRJrWj6IAAAkun27Vsew4dduHAuOyt7sOvgBQvmFxQUiHtQwB8KDgkuKS5BEAKXi1p36zag/4BfNhNzuJaRkfH48aMZM2Yoq/x6GzYcxyMjI/v36w9JDXV19SOHj54549tOTQ3H8Zqa2rVrV2dmZgp9YllZGZvNOXjgYJ8+9lBbN3LkyG1btz169PDAgf1lZaWQpHr//v2z58/EPQoAANqOkJDgyVMmP3/2wtTUbMDA/lQq1c/v7KRJk4qKi8Q9NOC3lZaWhoaGoihvWj8BJkyZOvWH/TskIlzLyMh4+PDBlClTSSRSYyXeS0tLy8rKrK3/rcMgJebNnXf58hULi84QDn1J+rphw3o2my34KVpaWnPmzJGeHa47dOhw8OAhIyOj4uJG76SLEYqiZ3xPBwYFamu1wV1IAAAQi7Kysj1799Co9HXr1t6PeHDvXsT9iPs9elq/evXq/Llz4EVpdV6/fvXx4yfeIgMupt+h/XCP4Y21JIg3rzZ79hwlJSUBzT7ExOjq6apL5a7Nrq5ut2/ddh/C29c4NDRs/4H9v1xXm5iYSKPTIKlEIpHGj/cUWfGupispLdmwcT2NSj965KgEDg8AgFbqxcsXyckpzv2ctm7d1r59e4osxc7O7uCBQwQCHBISwuVyxT1A4DdgGOZ39iyGYjAM4zg0ZMgQU1NTyQrX6vNqFApFcMsnz54Mk+J93k1MTIOCgmbPmU1A4CNHDkc+iWz4UxzHz5w5HRISDEk3/sIoHMclZPZGenrali1bevbstWbNGjBTDQCAZlRaWopyUQsLi4YFfiwsLClylOqaaiqVCs52KxLNE/X/IqHkmTNmCWgs6nCNSCRmZ2c1Ja/GKxKakgLDsJRvItpOrd05/3NHjhwlwIQFC+ZnZGTwH6+trd2xY0dFRcXWrdvk5eTFPUyJ4Ofne+bM6cb29hONly9f7N23b8b0GRM8J4hxGAAAtEm6OroyMuS4uPiqqqr6B2PjYuk0hoaGhtCrKiA5UBQNuhxYXVWDILw7oW5ubl27dpOgcC0vL/fRo0dNyavVXfle9u7VWyTjknQrV6y8evUqg86YM3cOlUpls9m79+zW0tbauHGTrGzbXAH6u2AYXrt2XX5BwcmTJ8UyABzHb968ce3ata1bttrbt/3VHgAACIViKIvFYjcfe3t7887mH2JitmzZUlRURKPRXr16yd9DftSo0Vwut9mOVDds8BK3nOzs7Hv37v0/tSYzwXOijIygOkai3iaXxWLPmjW7KbWkWCxWZta3GdNniGRcrcDQocMePHg4bty4lStXamiom5ubz5opKHEqhRQVFXft3LVr965jx4+tWL5CxPvostlsDMd379mjoa4hyuMCACCZcnJy1m9Yl5aaRkAIEC6sek/TIASkvLwcgqFTp09dvhJEJpFramtYTLaMrExIcPCtmzdx3pH+Gr8PGJ44YcLq1f/UMASa140b4Xm5+UQSwuWg1taWbm5ugtuLOlwzNDRsYt3P/Px8FottZAyq9Pyre/fud+7cGTBwwNKlS0Cs9ksIgmxYv2Hf/n0nT55ctmwZJEIyMjJjRo8R5REBAJBkHz7EhIWFoVyMRCby55I3BxxBEAqFguM4g8Gg0WgIQpST5/0zNS0Nx7FmiQphGMIwnMvh0um0VatWg8IJzY5GowVdDqp/rcaPH9/Y/h1iC9fwJr9hP8R+MO/USebvapy3MQwG486dO7t37ZozZ664xyK5KBTKju07eDm2E8dWLBNFjq26ulp69k8BAKCJUBTDUMyxr+PGjZvJZHKzT6utqalhMpkqKioyMjJNv7Y2BZFIzMrKmjMb3MBpKbdv30pLTUMQAoZh2jpaEydMEvoUSakZ+nPw/v79+8WLl4hpOJLLZZBLd+vu4LtOU3Jsu3bvunjp4swZM1v0dJ0756+krCw9RdL+GIvF+vw5UUZGxtLS6pcxNIvF+vgxXkND09jYuP7BysrKZ8+eYRg6dOiw5l1mi2FYbGxsQkKCk7NTJ7NO/AepVOqzZ8+qa6pHjRzVcOWdpCkvL09O/mpubq4O7rxLMH5GTUNDo0ePniQSqdnDtfpF8S2xR9L//9xa8MNTajEYjOuhoSwWm0hCUC42duw4PT09oc8iSMjQk5OTGz6Sm5eLYaipCbgT+h8UCqVXz14Igoj4BWqNKBTKls1bcAxv0dmyIddDvnz94jrYteUO0WaUlZXNmTtnw8aNTBarsQZjxo7x8fGpf6SmpmbatKlTp04JDLxUv0PBly9fwsJCq6ur/3I8Fy9dHDTIZcfO7V++fOE/QqfTlyxZMt5z/OnTp2tqaiAJFhUVNcxj2Js3r8U9EEA4DMO4LYNTp4U6b2zveuDvfUr49ORJJG9rXBRTa6fq6enZlLtA4g/XWGz2ps2bUlL+E67Ffoi16GwBckj1wAqdPyAvLz979mwZGRmoZTx//uz58+ebN20Bd0KbiH9paeynioqKa9euGzp0aP0j+QX5796/mzZt2qlTZ9q1a8d/8M6d2zNmzvj7PfaeP3+mpKR0PSR00KBB/EeKiopev3k1bNjQK5evaGpqQhIMx3EOh4NhzZ9WAQCgpQUFBdGodF7yFcNtbW1tbWyb8iwxh2t0On3N6lUMBsPF5Z9PTL6kL0mWllbiG5dk+fz587Fjx8Q9CuA/YuNiA4OCNm3aLJ0lN/4MXKexnyooKMyYPsPBwYH/TxaLVVhYiOO4fgd9VVVV/rfP2toaBoNBoVDKysvoNLrQI2ZkZMTERKenpzd8EMOwstLSmpradu3a6bfXlyHzAnoOh1NUWIiiaHu99urq6o192cVxvLKykp/qS05JjvkQU1hU+MuWeXl5MR9iYmNjS0t/LJJGpVIrKiogCCouLv7wISY1NfWX97O4XG5KSkpMTPQvSwb/fCbZbHZKSnJ0dHRaWpqwEwMAgHjkZOfcunUT5n/AwNDcufOauP5SnOEam81et35dLZV65PCRhvmJ6mre1syGhoZiHJvkKC0t8fY+0b+/FBW5b3Z0Ou3mzZs0WrOV6srJzTl96tTKFSs76Os3V59AeXn55CmT/Pz8+KfixYvnK1euoNFovmd8Fy5ayI9vjh47duHChdra2oULFly9ekXASSsqKlq4aIGbu9voMaPd3N0WL170vfA7/0dVVVUrV696/er1t8xvo8aMfBz5GIKg+I/xS5YtLSkpCbkeMmnyxOLi4l92W1tbu3792l27dmzatHHo0KHDh3u4ug4+999ajXQGff+BfW5ubmPHjh01eqSrm+u5c+ca3loKDAxcuGiBr++Z4cM9RowcMdht8MKFC0pLSxt2kpySPGnSBDd3txEjRwxyHbR9+zbBb+C09LRJkycNHTZ09JhRbm5uq1ev4p8xAAAkSsj14JLiEgQhcLmodbdu/fs19eIutnCNTqevXrOaSqX6ePsoKCg0/CzLz8/HMLQpM+/aPDabffTYUTc3d1vbJiVLgV+iUOTy8/MuBJxvlvNTW1t7+NChqVOndu3aFZzwZsRiseLj47Ozs/n/NDIyHj58OJlMtrG1GTliBH9jbae+Tr169yaTyaPHjLbubi3gNVq2bNn169dnz54dGBg0f9784JDgZcuW8iMeWYrs8GEeRsaGampqkydPMambI6unqzdq5EhFBcWuXbp6jp/Q2DoDFEVTUlJPeHm9ffdu+7btJ457aevorFy14tatW/Vtrl27tnv37mHDht24cSMwMMjAwGDd+rVv376tb1BYWHgj/MbhI4eHDBni6+s3dMjQc+fP+fr51ufYcnNzZ82a+T4qavGiRWfO+A4dMuTI0SNe3ica+33pdPrGjRs+Jybu2L7z2tXgWbNmnT5z5sSJ43/0OgAA0FJKy0qvh4agKG/RCQEmTJkyVej+HWJeGcrPq1GpVC8vL0VFxR9+mpycbGxsIuI9TiXTtWvXlJVVxowZK+6BtG4wDM+ZM3ftujVRUVF2dnZ/2duVq1c6dTLv339AM40O+AcMw2QymUj850PJ1NR04sRJvr6+zs7OY8eO4z84YMCAT58+vn//btrU6QJqIT9//uzBw/s7duxcvWo171n9B5BIxK3btjx79szDw0OOIjdu/Phbd27hOL5o4SJ+XZD27dtPmTzlUuClnj17Tp06tbGeYRiCCbCqqtqRw0d69+bVXLG3t3d3d7t4McDV1ZUfU5aWlIwZPWb//v38DzEZMvnJk8isrEwnJyd+JwgRwXB86dKlK5avhCDIwd4hKup9TEw0i8XiD+bGzfDk5OTQ6+GDBrlAEDRyxEg2m3358uU5s+Zqav1iUl1xcfGnTwkjhg/nj9zJyYlE4p1GHMfBDGAAkByvX736GJ/AW2TAxToYdBgxYnjTnyvqcA1BkJqamo2bNtBoNB/vkz/HavyJa9Jc1r1eSmrKm7evD+w/KO6BtAUUCmXxoiVHjx01MzNTU1P7435wHO/bt68J2L1ZhCtsflidwOVycVzIgt+3797Kyso2/BhxdXU9cuzou/fvPDw8eNPXUB4cx+sjJP7hcBwXvCAOxyEMxaytra2s/qll3KFDhx49en6IjSktLe3QoQMEQRs2bKytrf38+XNpaWlZWdmt2zdZLDYv0Ps/DMXaqbdzdu7H/6ecnJyGhgaTweRwOLKyslwu982bt2pqajiEvXnzhhcjEgga6hrfCwtTUlN+Ga6pqKgYGhqeP3+ezWYPHDjQ1NRs7Zq1hFa+hJxAIMAwLJ3f2+t2ABGyjqRhIP7Lxj9E6i2x3wfwWzAM8zt7FsMwIoLgODTEfYiJSaPfOcUfrjGZjI2bNn7//v3SxcCfYzX+mys3N9fc3BySbjiO+5896zl+Qv2COOAvde7c2dHR8exZvw0bNv5xJzAMW1r8c50GJFZpSamiomLDGbGKSkpKiko1NX+7/QefmpqajMy/tXoVFOW5HE59BBkdHb1z146kpCQWi6mioqalpUUmkxtWBsJxXFZGpn4PcJj3tiLA8D8tOBxOWVlpQcH3WbNm/v8ZMIpyySRSdSPjV1VV9fb23r9/X3BIsK+fr4aGhp1tn3Xr1vXp0wdqndhsdm1tLf+/KRQK7wRKDX6cyr/z/ssGSB0Wi8X/JkMikchkMpfLbbiv28+RLgzDCIKAHTrEKJon6v9FQskzf7OMpKjDtRcvXgwfPvzixUAlJaWff4oQiTnZORrq6pK8QaVoXLp0UV1Dw8WFdysEaC7Tpk7bsHHDg4cP3N3c295ZBbe96qmqqdFotPqt2niLMWupdBq1uT5YuFwOjmFQ3eUQw/Dq6mpFRUV5eXn+OoZVq1eWlJR4nfBycHBQVlaJiYn2GO7R9EqOBAKBRCZ3MjO7ceOmgoJCfVKEzWZraPy6HC2Lzeqg3+FiAG93uri4uMjIx+fPn1+0OOvRo8eaGhK9I0ljvL29duzYiUOYn5/f5s2bNm7cBEkHAoHw/v37p08jLS0thw0bTiQSf8iKEYnE6urqyMhHkZGPMzIyYBg2NjZ2dx86aNBgOTk5foSHIEh6enpY2HV+Kpr/DYFCoXTqZO7o2Lddu3ZgTzXRQ1E06HJQdVUNv0ioxzD3rl27/VYPos4zt2/f/uiRY8q/itV43xKIxKSvSUZG/+5pLp3odHptbe2MGaC8fTMjEAizZs66c/t2VVXV7z731u1bnz8nQpIKhuFWsTkfgUD4y0wJ//IjeDu93r1719bWvnjxvP6Rd+/elZaV9ezJm232N3hz12A4+evX+o3fCr7nJyQkWFhaamjwtnQpLCz88uXL+PGeo0aN1tTUkpGR+fYtk8GgN3GtPgRBZDK5i1WXwqJCFoupra2tU+fx40crVq4oLfvP6tF6Ue+jRowc/ubNG2Vl5QEDBuzff2DW7Fn5+fmVlZVQ6yQjK0uj0ZhMJo1Ok5XlzQiUBgQCgclknDt39qSPz7FjR4qKCn/YFJ1IJBYVFa1bt2bRooUfPnzo2LGjvr5+TEz0woXzt2/fWl1dzc+oEQiE7OysEyeOBwVdun//XkTE3Xv37pw5c3re3Dlr1qwsKSmWzlvM4pWTk3333p3/p9Zkxnt6ysiQJTq7ZmFh+cv5av+A4bTU1C5dukDSjTfRavGS1vgXBcMwEZGUyma/ZG5ubmlpeffunalTpzX9WWnpaffu3t23bz8kqe7cuZ2U9IW/TTYkqWAC4VtGxqFDB0gkcl0taghDcS0trbFjx/I/FjAM+yGX8PMjMrIyVCo1IuLeiBEjO3bs+MsDDRo0uH+//jt27iCTyZ0tLFJTUrdv3+bU18l18OD6NjiO/1wU6OfD/YxIIn75krxq9arlK1aQiCQfH+/CwiJv79lEIi8gU1FR0dTUfPrkicewYRSK3Lt3b31OnuRy0Yz09MrKSlVV1V8eGq/zz1mC4YkTJoaFhS5bvnzjho1q7dTi4+LXb1g3eLCrlqZWw8HXP0VLSysjI2PL1i3btm7T0NQoyC94+OBht27WerqtdX29mpoa/8KmoCBvaiot5W0IBEJ6esaHDzHmnTvl5GTHxMQYGho1/CmDwTh0aP/tW7cWLly0dOlyVVVVHMdrampOnDjme+ZMhw4dli1bwX9rEQgEBEGWLFm2cOESDocNwzCVWuvldeLChXO2tnYLFy5u9opYgGDh4eH5uQX81Jq1teUf3OGRrBLvNdXVtVSqnl57SLoJ3k1UYsEwXF1dk/g50dZOorcdmT59RkFB/m89JSAgYPToMRK70/2zZ8+2bN2C4xiBILmzy2EYVlFWjkuP37lzZ/2DdZ9c3QYNGqSoqAjDsIKCQv3Ef/4lR1FR8YdsXJ8+9gYGBhs3bmRz2GvXrPvlsdqpqXl7e69es3rZ8mXy8vK1tbUuLi4HDxxqOJuNQqEoyCs0/EMjEAgKCgqC83a8pQYY1qNn97KystGjRxEIiIwM+dChw/WbJ2lra2/dvHXDpg2jR4+WlZVtp95uzeo1Fy8FnD5z2tq6+4gRI/ipQQUFxYbfx+QochiG1g+md+/ep06eXrtu7bjxvEC2srJy2DCPw4cO158cEomkqKhYn7Hr1KnT8eMn1q9fP95znLKycmVlpbW19cEDB1vvrBINDQ1FRfmaaqqSkpK+1OxuSCAQnj9/gqLookVLDx7c9/jxo5EjRxEIBP51E0GQT58+hoeHu7q5btiwiUKhoCjvPdOuXbtly1Z8+BDz6NHDadNmNJxoRCKRZGVlEYT3TlNSUpo4cVJ4eGhGRjqXy23KagagudBotKDLQfX1V8eP92z6/h31JCURwv+cqqysRFG0sfkZ0gDHMBab1UqT/wQCgcNhL1m6+FtmxvJlK3R0dCCJpKioaG7euentb928SSaRhgwZAkmk2NgPCxbM53A47du3z8//29JMLYd3R+/R45+TfwQCgb//hY6OTlxsfMO7P12sunz9kvxDuGZrY/v2zbuysjJdXV0BhzM2NgkPu5GWlpaXl9e+fXtzc/OG4REBQXzP+GE4Rmnwt2ZsYhIdFVO/k0hjUC5qZGR8/tz5L1+/MOiMLl26NPzIgmF46rRpgwYPTkpKkpWVte5urSCvMHLkyNzc3PrS9evXr1+9elX9n7ksRfbqtasQDjUMVT08PPr16/f5c2JFRaWhoaGFxX+K8rm4uGR+y6qPLGEYHj1qtMtAly9fkkpLy/T09Lp06dKqp+fr6eqqq2vUVFNJJFL79lIRrhEIhLKy0gcPHnbv3t3FZdCzZ0/ev3/37VuGuXnn+sXRr1+/YrFY48Z5KigosP5fe5fD4aioqPj6+tNoVDKZ3DAIQxCETCbz3zgIgmRlZbHZ7I4dDRGEiGGgJKjo3L59Ky01DUEIGIZp62hNnDDxDzqRiHCNy+Vm1VVZqampIZHJ/PsF0unNuzeZ3zKnT2+Vs9YwDFNXV9fT0zt44FBk5JM9u/e4u7f6Gf1lZWUPHj7YtHkzJJFycnIWLFyQnp4xYaJnbm5uXm5+/Rc4SQPDMIUiJ7iBnNx/GhAIBP78/R+o1RF6RARBOtf55U8bxkb1h/thAI1BUZRCofSxa3TdpXadxgZMrtOwfcOosZ6ioqK9/T8luX5ArPPDg0pKSn362ENtgoaGZrt26pnfsohE4t/svNOKEInE+Pi4rKxvY8aM1dHRcXBwfPDg/uvXr8zN/4nUORxOZuY3FRXljh0Nfr6Vyd9Ehr89Df8RAoEQFfWORCLzHywsLIyIuOvg4DhhwoSGN9+BlsZgMK6HXmex2EQSgnKxsWPH/VkVAPHPjqLRaIGBgfz8WmVlpYK8/A+TK6UHm80ODg6x7t4dap1wHCcQCAf2HxjvOS4+Ln6857hFixfm5uZCEglF0aio90Kb3blzp0vXrgYdDCDJU1xcPH3GtLjY+A4G+suWLgervUSAv1Ubf4c2URxPWrVr106+LnTW0tJqjTNDfhcMwywW69Gjh0pKSq6urmQy2dm5v5aWdmTk4+rqKn5imMvlUqm1sjxyP7/9sDoNH0EQQnR0jL+/7/nz/hcu+AcHX83OypaRkamtpUFNXqcM/L1PCZ+ePHnCn1is1k51gueEP5uYLubsWt1W3UEuLoMSExMfPHhQUVkx0HAgJK3u37+vq6Pb7TcX90oUFEVVVVV9z/hVVlZGPn5y5rRvdFT0unXrPT09Iclz7do1eXkFAUtbSktL3717e/DgIUjy0On0+QvmvXzxCoKgOXPmmpqagnBNBCgUypw5cxQUFKT2W6VoIAjCz3QaNZhr34YRCIT8/PzXr1/JylKeP3/26tVL/p7Jnz59TE9P693bBsMwBEFkZGQ5HA6Lxfo5hK3b+BlFEKQ+FOBy0YkTJ0+ZMpXL5dRtesqMiYk5dOjApk3rT5/2U1FRAasNRCMoKIhGpRNJCI5htra2NjY2f9YPUdx5tUvOzs7GxsZsDm8PgorKSmNp3S+eRqc9ffZk+bIVUCvHZnNUVVUvXQycNHnSi+cv4uM/Tpk6OTLy8fr1GwRUDRI9BEFcXV3v3r1jaWnZ2Hed8xfOD3RxkcCdiul0+rLly27fusPb/tfCfEbd3XOQ7xEBCoUyb958URxJ6unq8eYmmnXqJA1nAkGQd+/e5uTkKCkpHTp0kF89DMOwqqrqZ8+e9u5tg+M4mUw2MjJ68OBBYWFBwy+Z/Jbe3ifi4mIPHDjMvyvK/0DQ0FDv1MmcU3d5hWG4e/ceqakpoaHB3759s7HhhYDi+42lRU5Ozq1bN2H+FQaG5s6Z1/Q9fSTlZig/r9avX3+LBnvEV1ZUGBkZQlIp4dMnRUVFQ8M28uvr6Oj4+Z21seFtc4Vh2PnzF4Z5DL0UeInD4X3PkxCOjn3z8vMLCwsba2Bra+sxjFezSNLs2783MPASAYEJBHjq1Gn6+voSdWIB4O/xS70ZGEjiPITmBcMwg8F48CBCT6+9t/epy5evBQZeCQq6evq0r5GR0dOnTyoqKvjpNBsbWxzHIyMf85Nt/KeTyeSiosLr10Oo1FpVVVUM+/dGJ4Zh3AZgGJaVlfnlFjZACwkJCS4pLkEQApfLWwXfv/8/S8hbTbhGo9HOnz/n6Nj3h1nAKBdt14631aQUevT4ketgt7Z0h8XM1PT8hQvdrLtiKE4kIWmp6bt378rLk6CpbEpKSjY2Nnfv3W2sQf9+/SVtKwQOh3P8xPGjR4/xpw+bmZnNB8keoC3ilVOEIcHrf9sGIpH45UtSbOyH/v37Dx7samNjY2dnZ2trO3Cgy4ABA1NTU+LiYolEIoqiNjZ2/fsPCA4ODgoK5HA4cnJyFAqlqKjo8OFD+Xn506bNVFZW5u9oyMePzPhb9DEYjCdPIu/fv9+pU+dfLlYAml1ZWdn10BD+cngCTJgyecof7N8htpuhBAKBy+Xy82o/r9hSlY4VQD/Ly8srKS6xt28jq7rqWVlanTp5evqMad8yeCt/Bw4cKGklK0aOGLl+w7r6/UslH4vFevz4MZPB5GXXcXjJkiVSsm4OkDb6+u1lZMjKSv9uldcmwTCMoujDhw+qqqr69x9YV9iAyf8RmUzu29fpwoVzERH3nJyciESSkpLypk2bV6xYtnHD+lu3blhaWnG53Hfv3qanp82ZN3fIkKH1E1h5E9m46IUL5548ieRPk2CxWN++fVNQkF+zZp2mphaY6ioCr169/BifwFtkwMU6GHQYMWLk3/Qm6uwanU4LCAj4Oa/Gx6/iIoWuh17v16//H9/SlmQODg5n/fyNjAx37NjeXq/9oUMHGQwGJDFUVVW7dun69OmTHx4vKSmRzJpOCgoK/mf9La0sSCSydXdrT88JIh5AK50h13LDBiekhc6YpqaWqqoqRU5SNqFsuReawWCQSKRp06bb2to2jKK4XG6vXr1nzJiloqJCo9HrgjBuly5dL14MnD9/QU1NzYMH91+8eKatre3jc2rrlu0UCoWfM+Nt7qWtPWr0aCurLvLy8goKCvLyCnp67efNmx8SEjZo0GAQq4kAhmF+Z/0wDKvbkRgaMmSIiclfTc0XdXYtMzOzf//+jQ1aXV0awzXeLS1TUxsbia4E8DcGDBhw716EoWFHhEg8efLktm3bNmxYLzl3vXv3trl37+6IESPrw+Xq6upTp08tXbpUXWIG2dC9e3fnzplraGRERIii/JNJSkras3d3TXUNr3Bmq4PjRCJx8eIlrq6uzdXl7Tu3/P396y6Qre+E4Dimpqa2c+cu/hQx0UhLS9uzd3dJSanQjQwIMExnMGpqahYvXqyoqCgJd+7q3vXw3DlzR478qxzJD3gVJGVkNmzYTCDATCaz4W+KYbzX6OjR4/ztY/g/4nA4enrtt+/cVV5WVl5eTiaTdHR0+CtG65+LomjXrt0CAi7xAwX+4Pk3RjkcTv2mu0CLio6Oio6O/qdIqAx55szZf9mhqMM1MzNzAQGmhrqEFvlpUTAMe3gMh9q0+mTqyhUrw8PD1m/YsGb1GnNzc0gCWFlZhYSElJQU11c/e/v2LYlEaqcmcQtCecW8o6I+JyUdOXyEXwlAlG7duhkSfB1qzWQpss0VrnG53PPnzkfcuw+1Zv2c+4syXHv+4nlQ4OWmt0eIhFcveVvVSA4ul9O84Rofi/XPDdAf8Oec/XLPDhUVFTU1NRzHURT9+VYAiqJ0Oi8hB4gFiqJBly9XV9Xwi4R6DHPv+tfF0EUdrhGJgqbSq6tL4gUSaF68Pbt1dQ8dPjR16tT6SotiJC8vv3DhQhWVf+au4Tj+9u2bkSNHSeDmnDQaLeBiwIL580Ufq9V9red9KR81epSn50Qcx1rRTVEymfzu3ZtjR481b5KGi3JhArx69RobGxsutzWV9CGTSX5+vpGPIzl1O3KJDP8enKub2/z585nMf2ootQpEIhIbG3fo4AHJuY3ID9rEPQrg13Jycu7evftPak1WxtNzguBixK2vZqjcrwrOAG2PfR97bS3tg4cOfi/4PnnyZHEPB2q4IVxBQUFZeXmvXr0gyXP69GlbW9vu3XuI8Y/U0tJy2DAPDofbcAGahJOTk2MyeSkKuLnvWsIwZGdn7+rqxt/aqrWgUCiPHj2qf01Fhn+4Dh0Mhg0bTqVSodaDRCLLysodOnhAAr/FARIo/EZYfl4+P7VmbW3p5ub2931KSrhWUVEBSaWkL0mZ374NHz4CkjJGRkb79+0/fOTQocOHVi5fSSJLyjKLR48f2dvbS+CH8uvXr/Pyc5ctWybeYXA4HAaDweVyW9EUexiGW27hCJvNYjIZrW7fOzFOYEJRLoPBqF//2CqgKFpfUh0ABKPRaEFBQfXfDceP9/yb/TskqGYoBEHBIcEvX76EpNLjR4+kduKnmprant17ZcjkTZs3lhQXi3cwVCq1qqqSy+V+/PSpb9++kISprKwMCgpcuGDR32fUAQAAgJZz+87ttNQ0BCHwlujqaE2cMLFZuhV/uBYcHHz+/Dkrq39rG0gPBoPxvbCwa2suEvqXEARZvnyFjY3N5i2bU1NTxTiS5OSvoWGhqampigoK7f+/5kBynDp9ysnZ+Zfb3wAAAAASgsFgXL9+ncVi84qDofjYsWP19PSapWcx3wy9fOXyuXP+p06e8vc/F/n4x72v2ry8vDwCTNDX14ek27hx49u31z946MC0qdP6iWnxgZaWVnZWdk11raWFBZlMhiTJ48ePq6urJnh6Cmgjyru3cB2o9WiJ0db3yT8b4IT87tmTqjPW6t4krWiokiYh4VNkZCRva1wUU2unOsFzotBta1pBuBYcEuzn5+d1wsvS0opf4l3a5OXnqagot7HbW39WR6tPnz66ujqHDh2qqKgYNWq06D8sOnQwoDMYGkRkwICBkCQpKyu7cfPGpo0biURB0/sIBELDk9YS1cz4HzowDBN4kFY0dw1BkPrBN2Of9b0hCMKvM9Na1L09eC9fc11Imqj+Vah7RVpTwb0/ewv9/8+Q9ydT979bTQyE1GmNgbXYBQYF0Wl0IgnBMczW1tbGxqa5eiaKN6/m7e3d3bo7JK2yMrM6dZKIvcf+Bo7jzLpNgwgEAoPBOHvW79Hjh+jv72tAIpF420Vu3BAWHt7JzAzF0LoLioiQSKSP8fGVlRXVVVWSszyeSCK+f/8ex/FLly4JmMxOIBBqamq+f//Oq0wFQTU1NT4nfXR1dJvxFyGSSM+eP4Vh+NmzZ3XLQnmgVoJEIiUnJ8Mw/OXrl127dv79bFF+4aD09HQchy5dCoiLi5Wc90xTkEik169fwTB8986dosJC0QyeRCJFRUfBMBwXF7dr1w7JrBrSGARB0tPTYRjOzMzcvmMb3qCMemOIJNLnxEQCAiclfd6/fy+JRGpFfzIIgpSVlUIwbyVNK6rRJ3Y52dm3bt3ifw5DMDR3zrzmLFaEi8q1a9cgCJo6bSqO48HB1xz7OsTFxdX/dOGihRAE+Z31w6XJ5s2bPn/+jLdyTCYzJCRER0cbJjT7PgnA74EJvP+AVwEAgGYhJ0+5ceMGLjUiIyP3H9jf8JFbt25BEDR6zKimPP3gwQMIQiCSCBAMWXfvVllZ2YxjE3V2DUGQgICAU6dPnvM/b21tDUkxDodT8L3gL4uISQIZGZnx48fv2bu7sLBo1uzZ2to6GPZXX9ZhGC4rK3v//q2FhaW5eefW9S28uSAIUlRUGB8fN2CAC5lMFvv3chiGORxOaWlJXZKvVUblBAJBQ0NDVla2WU4mDMN0Or2srEzsL82fwslkGQ0NDSKRKJpfAYZhLpdbWlrKZrNa6VsIhmF1dXU5ObkmnjEMw8rKyur2/Gt1vy+MYei7d28KCr63rh3yxKisrOx66HUUxYi8uSmEqVOmNsv+HfVEHa59+BCTm5vr7e0j5bEaf9dj/sUDahP4n1/z5s23tLT6+z2oYBh+//5dSEiInZ2ds3N/Npvdai+Kf6Ku0h++Z8+uNWs2DB8+XHL29IJhQquex9LcpSdhAqEVnw4c51UOFfFBW/9bCOdP+2uiVjr3C4YJKMpdtGhB8LVrrXH8YvHq1cuP8Z94iwy4WAeDDs2+naqow7XaWurVq8e7dukq4uNKIHV19Xlz50NtC4vFYjKZzRJe2Nraqam1O3nSOysre+zYcfz6xJB0IJNlwsNDIQgaOHAglUqVqlAVAAAJCdekdk/QP4BhmN9ZPwzDiAiC49CQIUOa/daZqPdds7OzA7Ean4qKShu4E9pyWCyWkZHxli3bkpO/ent7sdlsIlFSinC0KCKRmJmZ8fz50xkzZhEIBBCrAQAASLjoOvVFQmfOnN3shxB1uNbGNq0AWhSXy1FTU1u/fiOZTN63b09paWlzrrKRSAQCgcVinjt3dsyYsbq6uuDbLQAAgIRDUTToclB1VQ2C8O6Euru7d+3SpdWHa42lCkS8/Y8kwDAUJE6E4nK5RCJx0aLF3bt337t3V3p6WtuO+Ekk8s2bN1VV1Zyc+knOlDUAAACgMTm5OXfv3qlPrXmO92yJ65SkBEmVUlbinc1mnz9//vv37+IeSCuA4ziXyx07dvykSVO8vE48f/6MRCK3ydmvRCLx69ek6Oj3M2bMEvDdBgAAAJAc4eHh+XkF/NSalZWVu5tbSxxFIiYDRUZGZmfnQNKETqd/y8z8rRVG0gzHcRaLZWfXR02t3enTPiUlJWPHjsPqQG0FgUCg0+kBAefHj5+goaEhnduXAAAAtC40Gu3y5aD6rVrGjx+v3Kz7d0hQdu3+/Qgul9ujRw9ImtBoNARB5OQVxD2Q1oTNZpuamm7fvvPr1y9eXsfZbHZLlFoSFxKJdP16SPv2+vb2DuA2KAAAQKtw+/bt1JRUBCFgGKatozVxwsQWOpCYw7X79yPYbLa7uzuv4pA0oTPoMATJUdrIpmsiw+FwlJSU+YsP9u/fW1FR3jYWH5BIpE+fPiYmJk6dOh1FwaRGAACAVoDBYISGXWex2DAMYyg+duw4PT29Nhiu8WO1kSNHQdKHy+HtZyO4aDfwSyiKkkikRYuWdO/eY/fuXSkpya198QGCIDU1NRcvXpg6daqqqmpbusMLAADQhn369Onx40je1rgoptZObYLnhJZbNym2cO3+/QgWS0pjNeAvYRjG5XJHjRo9YcLEU6d8Xr58LiMj03oXHyAIEhx8zdy8c48ePcFtUAAAAEkDN3J9CbocRKfReXVoMNzW1sbGxqblxkAUY15t1CjpjdV4L32rDS8kAY7jHA7HwaGvpqbmyZPehYVFrbTyAZlMjo6OSktL2blzD7gNCgAAIIHYbHZNTXVdCbJ/EAhwdnbOrVs3YX7WC4bmzpnXopNzxFDi/fHjRyyWVMdqdWCwT8PfY7GYRkYmW7ZsP3nS28fHa968BbKysq1oa1kEQcrLy69evTJ79hw5OblWNHIAAABpgNdtqPT+/Xt3d7f/hmuEktKSkpISBEG4HLRLV6v+/fu36EhEHa59+fKFw+E2FqvR6XRImvYS49VYBpqp8sGFC+f279+7ZMkyTU3N1nJLkUAgXL4c2L17927drFkslriHAwAAAPwH/1t0TU3N56SkH67YCILIysoyGUxLS4vVq9eotMz+HWIL17S1tYcOHdrYT0tLSiDpoKOjM27c+La0D4XYKx8sXLjk5s2wvXt3LVmyvFOnTpIf/ZDJ5NevX33//n3u3PlglzUAAAAJRKq7v+ng4HBg/8Efti6HYdjb2+vKlatz582bPm16S49E1OGampqagJ8WlxRD0kFFRaVnz57iHkXbgeM4ivIqH+jq6nl5HR8/3tPJqR+Xy5HYwgBEIrGoqCgk5NqyZcspFEprSQcCAABIoXbt2v1yGYG+vr7IxiDqcE3wTPASqcmuAS1U+aBPH/t27dqdPn2yuLhYwisfXL4cZG/vaGZmDlJrAAAAkgxr5DqSnZ0tsoKB4q9q0HCVbFFhkbgHArSBygdm27bt+vr1i7e3hFY+IJPJT55EVlVVjh07DuTVAAAAWiN/f//nL56L7HCSEq5V1JV4p9FpbI5UlErkcLmhYaHFxdJy81eUOByOsrLS+vUbSSTyvn0SV/mASCTm5+ffvXt75szZRCJRYm/XAgAAAI3x9fMNvxHu7OwMSVW4FhwS/PLlSwiGFBQUCgsLISmAIEhMTExpaam4ByINlQ92SlTlAwzDL168MGDAQBMTE7BzBwAAQKtz5szp8PDwUydPGRsZS1G4FhwcfP78OSsrSwiClBSVCgoKIClAgGEZMpnBkJaNS8RV+WD06NETJkw6edLn1asXklD5QEZG5uHD+yiKDh3qAaasAQAAtDq+fr6hYaG8WM3YWJQf42IO1y5fuezrd+bE8RMWnS0hHFJUUizIz4ekg4qKamVlpbhHIRWVD1auXB0eHh4Sco1QR1zjIRKJ375lPHx4f86cueA2KAAAQKtzxpeXVztzxtfMzEzEhxZnuBYcEuzn53fs6HFLSyv+lDUVZZXMzExIOmhqaZaX82bsAS1f+cB4y5ZtX758OXnSm81mE4niqb2GYWhg4CU3tyF6evrgNigAAEBrAdfdmfE76xcaysurdTLrJPoxEMSZV/M94+3t3aNHj/oHNTQ0qqurpeRKZmRklJOTI+5RSFHlgw0bNhGJxAMH9paWlop+8QGZTL5584aMjOyQIUPZbEnfwhcAAACoh+PQhYALYWFhZ06LIa8mnnCNH6KG8PJqvseOHu9u3b3hT9XU1Ehkcol0bJZrZmqancPbsgUQWeWDRYuWdO1qvXfvrvT0dFEuPiCRSOnpaa9evZwxYwZYCgoAANC6xMREh4Ze5+XVOokhryaecA1BkICAgMNHDvt4n2yYV+Nr164df7d3SApoamphGFZRUS7ugUBSVad13LjxEydO9vI6/uLFczKZLILFBzAMM5nMgIALo0aN0dXVQ1G0pY8IAAAANCMKheLj7SOuvJp4wrUPH2IuX7ns7e1jbW39808pFIqGunq+1Kw26NixY3JysrhHIY2VD5YvX3HzZnhoaAiCIC29+IBMJt+4EaamptavX3+wGhQAAKDVsbCwMDExFe8YRB2u1dZSjx8/bt/H/pc/RVG0k7l5Vpa03CIcMXyEqqqgIqpAS1Y+2JmUlOTtfZzDacHKB2QyOSHhU3R09KxZs/E6LXQgAAAAoIWIa4GaOMM1Ozu7rl26NvZTLpdr3sk8J1dawjVLS0sLCwtxj0JqKx8ob9iwkUgk79u3r6KigkQiN/tRYBhmMBhXrgSNHTtOTa0duA0KAADQGuGNfNMW5c5Qog7XBM/vRlFUR0enqqqqtrZWhIMCpLbyAXnx4iXW1tZ79uxMTW3mygcwDJNIpMuXAw0MOjo79wO3QQEAANqYgu8FbTZcExyi8n/W0aDj169fIekA7o5JQOWDMePHT/Dx8X716mUzVj4gkUjx8fFfviRNnDgJ1HEHAABoY+7evSPKSpLiL0LFV1lX4p2ve/fu7969g6RDYmLiixcvxD0Kaa980Lev04oVq8LDw65fD26WygcwDFdXV1+5EjhlyjRVVTUMw5ppvAAAAID4Xb8eQqHI9ezRU7rCtcjIyOzsfzeMNTfvnJefJyU3jxQUFK6Hhoh7FNKOyWSamJhs2bItKSnp5ElvDofzlxNLSSTSlStBnTp17tWrt5S8kwEAAKREeHiYoqKii4uLKO+ciD9cu38/gsvlNtyDTU9Pj0Qi5eXlQlLA2NiYTCZnZGSIeyDSjsP5p/IBgvArH5T9ceUDMpn89u3brKzMiRMnS0mJDgAAACkRFhamoKDg7j5ExMcVc7h2/34Em812d3dHsX/3DpWTk1NTU8vI+AZJB1sb24cPH4p7FMA/lQ8WL17SpUu3vXt3ZWSkk8m/vfiAQCBUVVVdvx48efJURUUFcBsUAACgjeXVXF3dRH9ogthjtZEjR/38o549en7+nAhJB1tbOwaDAdIwklP5YOzY8RMnTjpx4virVy9+q/IBXOfChXO9e/fu3r0HuA0KAADQxvJqrq6uYjm62MK1+/cjWKxfx2oQBPXq1Ss1NVVKIhgDA4O5c+eKoBoS0BQ4jrPZvMoHy5atuHEjLDT0OoIQm7j4gEwmv3nzuri4aPToMWA1KAAAQNsAQ3BERISiooJY8mriDNf4ebVRo34dq0EQpKKioq6u/uXLF0gKIAiioqLSchvrA3+AzWabmfErH3z29j7RlMoHBAKhuLg4PDxs5szZFIocuA0KAADQNiSnJFMoFDHGauIp8f748SMBebV6PXv2evv2rajGBQC/rnywfv1GIhHZt29vXeUDkuDboOfP+zs6OnbubCE4tQbD8C9rlf78OP8RsWdeCQTC736dkJCRAwAA/D1DQ6MBAwZAYiXqcO3Lly8cDldAXq1ejx7d09JSWSyWSMYFAL+AoiiZTF68eKm1dfe6ygepjVU+IJFIT548ptPpI0aMEjxlDYZhLpdbXl5OpVL/+zj0/8f/LenBZrPKy8vYbJZ44x4qlVpRUfFb+UI2m11eXg7+fgEAaANkZZuz5k3rCNe0tbWHDh3alJb6+h1kZWVTUlJaflAA0KTKBydPer169ernygcIghQWfr9z586MGbPIZLLgShUIgmRnZy9YMO/ChXMEAqG+KwQh5efnLVo039//LD9XRyKRPnz4MGXKxA8fPojrXjl/JIGBl9asWVlSUtLEYZBIpI8f4+fOnRUdHfXH+6EAAABICLyRT3VRfpEWdZF5NTW1JrYkkUjdullHRb3v1q1bCw8KAJpU+UBLS8vHx7uo6PuoUWNhGOdnm2AYxjDM3/+sq6ubiYmJ0HwSDMN0Oi0+Pk5PT++nx+nx8fGamloNHyQSSQTCv58IMAzzPzjqPyZ++Tki+KdNacP/ad3hoJyc7MTEBBaLKfSzid+Av5tJXFxsRUX5D08ROjCho8JxnN/mhwZN+ZUBAACaEZ1Bh9pqdq2x+ym/vAwMHDgwLj5OStaHAhKOyWQaGZls3botKenzqVP/Vj6QkZF58OA+jmPu7kOauHMHDMNkMvnnwgk/PM7hcGxsbK5cCe7Vy7b+rwCGYQKBQCKRUBTlcDgEAuHnfvgJLQ6Hg2EYiUT6uawWgiD1PdS3b4hIJMIwgcPhoChKqiN0QxN+n1wul8PhIAhCJBLJZPIP8/DIZPIPA/v5uAQCgVuHWOeH81M/vY/L5daHZfyW/EPzs5ICxgkAANAsEhMTRblnqqiza4355XVOU1NTR0cvKuq9o2NfcQwKAP6Dy+WoqbXbsGHz+fP++/fvXbJkmba2dlZWZmTk4/XrNyAI8ltfLfjBR2P/5AdAaWmpN2/eGDVqTOfOnTEMq6mpuXjxfLdu3WtrqdevX6upqenZs9eUKVONjU1Q9J+NpolEYnx83NWrl5OSkrS1tadNm1FaWkqn0zw9J/Jv1CIIUlZWFh4e9vLl85qamk6dzKdMmWpt3b3+qxSRSExLS71y5XJcXKySktLUqdMwDBMcqxEIhOrq6uvXg588iWQymW5u7pqaWj/EahiGPX/+LDT0embmN3V1dXf3oR4ew+Xk5P573LTQ0JCYmGgYhh0dHcePn9ChgwH/rCIIEhMT8/r1S3f3offu3fn27dvmzVs7dOgAQbzkX0hIcFTUeyaT0aVL10mTpnTt2q3+hAAAADS7uPi4devWamtpZ37LgqQnXEtPT2+spnv/fv2ePHkCwjVAwiofLA0LC927d/f8+QuuXw/x8BhhYNCRxWL9cns2vM7Pj6MoymazcRzj/xDDeLdcIejflgiCfPv27dQpn27dullaWuI4TqNRg4KCQkPDcBzr1q2bnJz8+fP+SUmJp075aWpqoihKJBI/foyfN28OnU4fMGAglVq7devmmpoaMzPTsWPHwbAMgUAoLS1dv37N06e8PytTU7MXL569efP69GnfXr16c7lcBEGysjIXLVqQnZ3l4jIYx/F9+/awWOy6NRa/jtgIBAKDwThwYF9g4EV7ewcTE9Pw8DAMQ1EUbTAzDwkNDdm6dUvHjh3t7e0zMtLXr1+TkpK8YcMmGRkZDMOIRGJKSvLChfNLS0vc3YeiKNff3//58+enT/t16NABRVECgfD1a9KZM6fevHn9+XNinz72MMzrtrS0dN26NcnJX4cMGUYkEh8/fvTy5cuLFwM7dTIHERsAAC3h48ePq1atWrxocXx83Lt37yEpCddSU1OXr1je2Ff3Ll263L59q6ioSFtbW9QjA4DGKx+MH+9pYGCwdu2qqqoaTU1NH5+0XzbGMMzBwfHnZA+RSHzwICIxMaFBfAazWMzKyioE+TfmIxAIMjK8GKvBVDakoqLs7NkLTk5OOI4fPXro9OlTiYkJrq5uOI4zGAw/P18Wi3XxYlDv3r1xHA8MvLRx43pLS0t+sAXDcFjY9WfPnh4+fGzcuPEIgmRkZEybNtnf369Ll64kEgnDsIsXA3Jysk+d8nV1dYNhOCLi3pIlC7W1dRr7IyUSie/evQ0Ovrpw4eJ16zbIyMjk5eXNmjWDRqPxw7W61RVZR44c6tmz5+nTfu3atWOz2ceOHfH1PW1jYztsmEfdvWaGj49XWVnZ+fMBdnb2EAQNGzZi4cK5vr6nd+/eyz8DRCKRSqUSicjDh5EGBh3589g+foyPi4s9cuS4p+dEDEPHjBm7fv3auLjYzp0tQLgGAECzi4uPW7Fi+ZLFS8ePH//hQwwkKmIO11JTU5csXTxx4qS4uLgvSV9/btCuXTt1DY3EhAQQrgGSA8dxFovVu7fN8ePe2dnZJBIRw349vR3HcWVllV9l13iPm5iY4jjW4H5iTU5OruBDc7movb2jnZ0dPyNlZdUFQZDq6ur/79NblJj4yd7evnt33s1NBEEGDRp88eJ5FOXWr2Z4+vSJlVWXwYNduVwum802MDBwcRkUEXG3pKTEwMCgtLQ0NvZDly5d7e0d+HlBR8e+PXr0zMvLbWwGP4ZhcXGxRCJxxIiRsrKyXC7XwMBg2DCPpKRE/lMQBImKel9eXr5ly3YNDQ02m00ikcaPn3DlyuWXL5+7ubmTSKSMjPTo6CgXF5devWz5YZaDg4Ojo9Pbt28KCwv19fX5J1NGhjxjxqzOnS1YLBb/rBIICJvNfvDgvqGhoYmJqaWl1aVLQUQibxbdb7+uAAAAAn38xMurLViwwNPTU8QLm8QZrqWlpS1ctNDT03PWzFlxcXGNNRvi7n716pXBYqrSBQCN4XA4pqZm5uadBf/Fcrncn9M8XC7q6Nj30KEj9bdKSSRyUlLi+PFjUVTI9mba2toIgvCfSCSS6pJMvKcQCAQqlVpbW6ulpUUikfjLCJSUFHV0dDkc3txQGIZra2uKi4uKi4tHjfL4/wpTQmlpSW1tbWlpiaGhIZ1Or6mp6dy5s6ws7x4lBEFycnLt27fPz8/75WD4k9LKykrl5RVUVFQwDON3a2BgULewgPe/cRzPysqUk5M3MDDgDxtFUXV1dV1d3aysLC6XSyaTS0qKq6trTExMSSQSm81bXSsrK2tsbBwTE1VRUVH/RBkZWXV1jfp1Blwut3fv3jNmzAoNvX779k1dXT1HR0cPjxHOzv3A+xYAgOYVHx+3fMXyxYuXTPCcAIkcUbx5tXHjxs2fN19wiGpt3T3octCnhE/W3axFO0YAEIJT549PE4FAqA/XGu7BJsBPCxL+heM4uQ6Hw4tm/r8TB68gQf0Y6+7kooaGRlOmTKu7w8iPFEkyMrLt27fnrwMlk8l18dC/R/z/Cs1f/JHiOE4gECgUCoahDVOMRCICw4T6TohEMn82W32fGO/fvImA/EcQhLdfCZfL5f92/Buddf8kNLw7/MNnBY7jioqK27btHDt2XGJi4ocPMc+fP71189bmLVvnzOHV4QWbegAA8PdIJFLSl6RVq1fNn79ALLGa2GqG1uXVFowdO27hgoVCG8MwPNxjeHhYGCjCCLQx+E/+pjcMw9q1U9fTa5+enk6j0fiVo6jU2sLC7/UblSkoKGppaRKJxAkTJs6ZM3fmzDlz5szr2NGQRqPVhVyYkpKSgYFBTk52RUUFkUhEEITBYOTl5fMzcb88LoFAMDExo1JpWVmZdTuA8OTm5rJY/xRjgGG4c+fOTCYjOTmZH5USicTc3Ny8vLzOnTvzJ8zp6upqaGgkJiYyGAykTm1tbVLSZx0dbU1NTQEbAD14cP/cubMmJqazZ8/x9j555859YxPjx48f1s+cAwAA+EupqakrV65YsGDhlMlTIDERdbhGJpM/f/48Z+7scePG8/NqTdGrV++amprs7OwWHh0AtGIYhqmpqbm4DI6L+3Dnzm0URfkrSb9++YogxP+HawqDB7snJiZcuRJUXV1Fp9Pev3+3aNGCe/fuEgi8G6xycnJubu7fvn27fj2EyWSy2eywsOtRUe/rsmWNHrpPnz4aGhrnzp37/v07BEGxsR+uXbtal+Hj/ZTL5dra2pmadvL3P5uU9BmCoOLi4lOnfAgEwqBBrvwNUPT09AYNcuXlxm7d5HK5LBYrNPR6dHTUkCHDNDR4i15/eVwikZiRkb5r146IiLs0Go3L5TIYNCaTqa2tIyMjC1JrAAA0i4KCgjmz54grryaem6HZ2Vmr16waPmJEU/Jq9RQUFHr07Pk48vGC+QtacnQAIAoYhtHp9J/3Gvz/4//WRUBRlE6n1wcr/LWfDZ/Ib8CfVs/Pz02dOi0p6fP69WsCAi7Q6VQaja7aoJQIjuMTJkxMTU3Ztm3LpUsBiopKSUmfzcw6bd68VV5enj8nzMNjRHx83JEjh27duoHjOJVKNTExqa2taSzFxeVyTU3N1q/fsHXrZnf3QTo6Onl5uR07GsrKyvDvFGMYpqmpuX37zo0b13t4DDUzM/v+vYDBYG7cuMnGhrcDMH83uIULF+fk5KxZs8rP7wyKcrOysoYPHzl9+sz6vCOXy6XT6Q2HgaLomDHjXr9+tWrVirNn/eTl5ZOTv2pr68yZM1dGhndLt/leNAAApFePHj08xRqriSFcS0hI2L//wNw5c3/3iSOGj1izZnXtpMmKiootMzQAEAUURTt27Ojre/Z/7J0FWBRt18dnNtmiOyQlRRFU7MYmTBCxuxW7m1ZRUTExH1ExsLBQRLEQUEARQVK6a3tm3msZn314ERARNmB+33O9nzvcc8/Z2d2ZM+c+5380NDTqLoBCEF9Hp9Px4yfU1NSE3omNjc2ZM+e6d+8OQRCCIPLyCv7+h9XV1dEBEAR17drt5MnTFhaWqGsCw7C8vLyv7/5Ro0bHxcUyGIzevfsePOiHlmciiKBxlqKi4r59nnZ2I2JiPrDZLEfH8SNGjNDR6ST0+chk8tatOwYOHPz+/bvaANgIOTn5vLzcxqJcaOnA+PETdXX1XryIKC0tnT17bs+etl+/JpmZmaPT8ni8vn37nT9/8dmz8PT0tBEjRvTrN8Da2hpBfuaiQRCkoqJy4MDBFy9efPwYh8PhevTo2b//ADqdjh4UgqAhQ4aePHnG2NhYaAYMwxoaGkeOHH3xIiIhIYHL5Ywb5zBkyBADA0PMV8PAwGgt6HQ6IG5E7a717NmrBb4aAADy8vLW1jahobfd3Ka3gV0YGCKi1qNScHR0QmVy626Xk5NzcHAUbq/N6NLS09Pncrmog0KhUMaMGVfbPOrnAHV1dUfH8egAEAR5PN758+fYbNbChYtdXKYSCMSPH+MyMtLHjXOoXRwUxKUgCKLRaE5O48eNExSHEggEtI19XUuoVKq9vcPo0WPQnlcIAnTt2lWondEgCIL06mXbs2cvVEAEhmEjIyOh5ehxDQwM0QYMaAYbj8erOyEEQXJy8hMmTHRwcESbTaFdsIRWGRgYmpiYcjicegE2NTX1qVOnTZ4siNIRCAS0x2trf24YGBgdF6QDtnhXVVVt8b4jR448ePCAk9N4SfBzMTBaDAzDLBarOdshCKq7BUEQNrvRAQgiyA0tLy/fv9/nx4/sMWPGlZaWnDlzis/nOzo61dZd/rziwDAsrANosP9b3QH/hsd+86YQBEGnAkEQ9bF+jW+hXpRwwK8Iakf/7YXw6+5oL9Ff90K3N/F2MDAwMNoCDue/3JX25q79TXWnoaGhhqZmeHi4o6NjqxqFgdE+QAAAnD9/AZfLfvgw7PHjxwQCXldX79ChIzY2Pfj8+h7SbzPxW5aq//fTttFxMTAwMFqR5OSvHz99BESF+JtQoUDNSwqe5jptn8e+ESNGUCiUtjcKA0PKgGGYTqdv2rR1xozZRUVFMjJkHZ1OdDodWxzEwMDAaEXi4z9FR3+wsrJ6GfkKaMe6a/XIyMhI/Py5OSP19PSsunULvhrc9kZhYEglaCKalpaWtbW1mZk5hULBfDUMDAyMViQhIeFVVNTMmTNlyDKAqBC/u5aamvrkyRNDQ8Nmjh8/fvy7d2+Liora2C4MDCkG7QfK4/EwcWkMDAyMViQ+Pj4q6tWcWXPQOi2gg7hrqampjx8/mjVrlpycXDN30dTU6tbNKjQ0tI1Nw8DAaBZol4LallYYGBgY7ZmEhIS3b9/OmzdfhiK6uBqKOK+wqampDx+GublNJxKJjVWKNchUl6lv374tLCpsS+swMDB+DwiCFRXlb95E5efnY02fMDAw2n1cbfr06cJmxx3CXUPjanPnzpOVlf3TfeXl5e1G2J0/d65tTMPAwGguBALhy5cvs2fPjIh4LpZLGAYGBkZbQyQQU1JS0LiauCodceKNq7X4bY8ZPSb1e2pycnJrm4aBISJAECQSiSQSGW2LXu+veDwe1ZIlkUh4PL6xSeoOa2IkgUBAB/zqUaGd4FFZWhKJRCQSGwySodaSyeRfB6CytPVyOJoYj4GBgSFdpKamvnoltrgaiqgPTCAQMjLS0bja37ioDAZjqovrqVMnvb19mriZYWBIJgQCgc1mf/uWXFNTo6ysoquri3aIQv8KQVBpaSmNRiUQiF+/JikqKqmqqtbTFUPFZsvKSqlUGh6P//LlM5fL1dXVU1ZWgSCBvr9wGB6Pz8n5kZ+fjyCIpqaWpqYm2tIK/WtNjaAnuqKiUlFRUVZWJo1GMzQ0JBJJdfMTCAQCl8v9/j21oqJCXl7ewMAQh8PV9c/qOWR4PJ7L5aamplZWVjAYDENDQwLhzxIeMDAwMCQHOoMuXl9NDO5adnbWo0eP/iauJmTw4MEREc/v3L0z3ml8K1mHgSEK8HjCt2/ffHy84uJieDw+jUZzdHRavHiprKws2qCpqKhw3bo1AwcOSk9PDw29vWnTlhkzZqGNp4TgcPjc3NwdO7aam1vk5+eFhz/lcrmdOumuWLFq1KjRMAwjCILD4dhs9oUL565cuVxZWYUggo6iU6dOmzFjFplMhmGYQCDev383LOzBkCHDQkKuZWZmEAiEPn36btmyXUNDA3XICARCenqaj493dPQ7NptDJpPHjbNfuXK1goJCgx4YHo/Pysry8toXExPDZrMJBOKwYUPXrFmnpqaOeWwYGBjSiLKystiTPUR9eA6HO2fOXCKR2CqzLVy4cNu2bba9bDU1NVtlQgyMtoZAIPz4kb169Yr8/LylS5cbGho9f/4sMPBYTU3Ntm07akPFIJfLS0r68unTJzU1dUdHpy5dLGC4vmMEgiCHw/n8+fPz58/69eu/bdtODodz9uzptWtXq6io9OjRk8/n4/H4x48fenjsnTp12pQpLhwO+/z5cz4+Xnp6eqNHj+VyuSAIFhUVP378KCEh3slpwvLlK6KiXp0+fVpZWWXHjl1ow9C8vLw1a9yTk5Nmz55nbm72/v37CxfO4XC4LVu2/brKiTqIfn7e7969W7XKvXNno5iYmIMH9xMIxL17PUAQxHoPYGBgSB2IBDRNEbW7pq+v31q+GgAAGhqaQ4cOvXjxwoYNG1trTgyMNgUEwbCwB/Hxn44dC5wwYRIEQYMGDeZw2FevBk+cOLlbt24IIhgDgiCdTjt27LilZVc2m91gXAodpq2ts2+fV+fOnUEQ17mz8YwZrjduXLe2tgFBEIbhoqKiYcOGb9u2XVVVHY/HMxiyz5+Hp6enwzCCOlt4PB5BEBeXqZs2bcXh8L17942Li/v0Ka6qqkpOTg6Hwz179jQuLubQoQBXVzcIgiZMmAyC4J07t2bMmKmnp1/PJBwOV1pa8unTp379+s+aNVtGRmbQoCFEIqmsrJTL5ZJIJHQY6pXWds1q4G3VLguLTs0IAwMDo2W05xbvre6iurhMdXdfHRX1ql+//q07MwZGW8DlcqOiXunq6vXu3ZfL5UIQRCKRR4wYHRx8JS4u1traura5p8BhGThwUOfOxkwms4lfDYIg1tY2Ojo6LBYLh8MZGRkZGxt/+fK5qqqKwWBAEDR79lxn56kZGRkxMTGlpaVPnz6pqakBwf9qjGAYlpOT7dt3QG3wm00ikVRUVPPyctBeCHw+//37dzQanUgkPn36GIZhIpEoJydXWlr27VuygYFhQ12wGHp6+nfuhBII+EGDBhsYGM2YMYtCkeHzf2bUIQiSn5/P5/NqPbYG3pOsrCyDIYt5bBgYGBIOk8UU2bEI0u6i4nC4uXPnHTt+zNKyaws0QTAwRAm6gllSUqKoqEihUP51X2B5eTkZGZni4iLhDwEEQRkZym9dFhAElZSU0FIABEHweDyVSistLeXzeah6bXz8J19fn8TEBA6HzWDIqqtrkEjk/58DIRLJMjIkYfEBDgeijhQIgnw+v7i4uLS0dMOGdf8eEYAgmEgkVFZW/bq4CcOwrKzsjh07AwIOP378KDj4ioKCYrdu3RYvXtq//wAYhkEQ5HK5//xzuaqqskFlXTabjSDI1q3bZWRkJGEBAgMDo1VAEITNYYMAKCPzBwKzPB6Pz+cTiQQCodXW5VqL+Pj4hw8fdjh3jcv9vzTqP8LS0tLMzOzSpYtLlixtVaMwMFofIpEoLy+flZXF4bCpVCrqFVVVVXI4XHl5hbr+STOdFT6fj/4DBEEej1ddXSUrK0uu7WRXXV29d++e5OTkrVu39evXT0lJ+cuXz66uzgjS3KVGVCJES0srKOiCkpKS0H3k8bgKCopcLvfX3AY2m62srOLl5btz5+7ExITIyMgrV/5Zv37t1avXO3XShSCISCQuWLCwwXcHgiCbzT5y5FB+fr6hoaHwrWFgYEg1cXGx3j4+UVGviETSxAkTV61apaWl1fQuHA7n4sWLp0+fysrO0tfTnzNn7tSpU9FrpiQQExuzfv06dTX1tO/pojmiRPSNSUlJef369d/MMGf2nC9JSX85CQZGW4MgCIlE6tmzZ0ZGenx8PIVCIZPJIAi+fPkKAJBu3br96QoggiCJiQllZWUUCkVGhpKZmfH9+/euXbvR6XQAAEpKSpKSvowcOcLNbbqurr6cnFx2dnZNDZNAIDZH/gZBECKRaGZmXlJSzGTWGBgY6unpGRgYfPgQvXnzpry8vF8mEWit1armzoiIeKaurjF06HAPD685c+YVFhaUlJSgsUMQBKlUKq0R5OXlFRWVSktLsK5WGBjtg+Tk5Okzpr9583r+/PnjxzudPHVi8ZJFZWVlTewCw/Chw/7Lli9VUVFdt3a9lpb20mWLA44GSEjEPS4uzt3dfeGCRQMGCNJIOkp0LTk5eeWqlX+Zrken01csX+Hl7WloaKimptZqxmFgtAHjxjneunVrx47tLBZLU1Pz3bu3QUGnHR3Hd+3aDYL4aGIZqsTx26mIRMKbN6937945daorh8M5cMCXRCJPmDAJqYVOp6uqqr59++bp0ydKSkqxsTFnz57mcrlZWZmFhQUKCgqoT1bPR0T3Rf8NguDYsfY3blzfsWPbmjVr1dTUk5K+7Nmzu0uXLpqamsJh/1or2FFJSTE/P8/X1wcEcerqGsXFhY8ehRkbm3TqpCs8UGNvDXUQ6XR6cXEx5q5hYEg4PB4vMzNTW0u7iQaaEAQdPXY0Py/v5s1bAwcOAgDA2Nhk6dIloaG3Z82a3dhecXFxPj4+btPcjh49RiaTly5ZMsVlyoUL52fOmNnYLZ7NZldXVysrK5eXl6ekptCoVFNTUxwOX1lZ+e3bNxmKjLmZeatcVWJiY1atWrls6fIpU6ZER78HOoi7lpycvGz50qlTXWNiYj4nfvmbqYyNjUeOHBUQELBnz57WMxADo5Xh8/n6+vp+fgd27ty+fPlSGo1aU8N0cnJat24DmUyGIAgEBU4SjUYjk+slmTUI2KNHr/j4T2FhDyAIUlFR9vDwMjMzQytJFRUVV65cvXPn9kWLFlAoFDqdPmfOnPv3710NDraw6OLiMhUAABKJRKfT617FZGRkKBQKGgmDIMjU1NzLy2/XLsEkDAajvLy8f/8BO3fukZWVRbVC8Hg8nS6oRUDHd+qku3u3x65d2xcvXignJ1dZWWloaLhjxy4lJaXm6K4RCAQGg15aWor1QsDAkHBqamrWb1hfVFQ4edLkiRMnNbi+WVxSHBHxvHefvsJywHFjx+3383vw4MGMGTMb858ePgyDIGjFipXoZZBEJh85HJCW9p3BEKwbNEh4ePjxwOPjxo67HnLty5ckAh4/e/bsoUOHeXjuS0xMBEHcxAkTdu3cpaCo+DdvOe6jIK62aNEiZ2dnEQt8iNNd+/bt2+Ili52dnefMnhMTE/P3EzpPcU7++vXS5Utu09xaw0AMjDYBgqAePXpevXo9JSWlpKREV1dPT08Ph8Oh3gwMQ+rqGmFhT1CJjaan4vN53bpZbdiw8ePHOBwOZ2FhIS//n3otBEH29g62tr2/fk3C4/EWFl2UlJTs7R2zsrJ0dDqhpZozZsyaOnWajIwMmj9KIBB8fPYjCIL6jrXTwEOGDOnR40FS0peSkhItLS0TE1MSiYQmlvF4PBubHq9evSWRSGgxKYIgw4cP79WrV3Ly1+LiImVlVTMzMzqd3vxENAUFxfT0NHQ2DAwMiYXBYEyfPr1WzdFn1+5do0ePnjRxcp8+feoGwHJzcrOzs+3H2QtzJxQVFU1MTZK/JZeXlys25DzBMPz23bsuXSzZHLavr09aerqhgYGjo+OgQYObMKa0tPTJk8exsTETJ05ctnTZ1WvXPL08z5w9M3r06IULFz598vR44HGjzp1XLF/R4vcbGxuzctXKpUuXuTi7ACKHIN642uTJkxcuWNiKLurSpcvWb1jX3aq7hYVFq0yIgdEW8Hg8MlmmWzcrVB0NhuG6kSc0ulZ3UbIJYBiSk5MbMGAQKv9RzyuqDbmpqKuro4ueXC5XTk6+WzdFYR8qEomEdjgQ7oLWbdU5NMLnC1ov9Opli5aCQrUIx6PRtbrW8vl8Op3es2cv4fjm+2owDCsqKqI9tZrjsGJgYIgLPB4/3mn8eKfxCQkJz54/u3z58uzZMzt3Nh46dJizi7NV7fWtsrKCxWIpKysL9yISiQoKCklJSVXVlQ26a0wms6S4uLKycu7cuUxmjbqaenDwlaNHjx44cGD8+AmNGYN2xpswfsKRwwEAAGhpad27d9fW1vbY0eMkEqlvn36PHj+KjYmBIKgFjSuJRGLi50T3Ne4LFy4Si68mtlKD2rjaokmTJi9etLh1Z1ZSUlq4YFHA0SNVVVWtOzMGRuuCIAI3iMfjCT2nujQndw1BEA6Hw+cL2qvz+YJy9wYrFWAYRovh0b+iLp1w8qZz1+pOglpbd98mrG16/G/dterqai6X0/y9MDAwxIilpeXKFSvfv3sfHHyVw+V4e3uvWbOmurq69okRRhC4bgcntJFx7UNqw1cGwaWDz//y5cuwYUPjYj9GvHjx5vVbBQWFTZs3ZWdnN2YDgiA0Gm3YsGHoy9qcDoqtbW9UnZtGo8vLy7M5nJYJOiYnJ69evWrRosViXLsTtbtGIpESEhLmzZ87efIUNK7W6vTq1atnj14HDx5oi8kxMCQEGIbk5eXnzVs4dOjw9hSCgmFYQUGRyWSiPbLEbQ4GBsbvgWH469evu/fs2rt3b0FBgZVVNxdnF7QzOJVKJRJJlZWVwsF8Pr+6qppMJjfWOpwgAK+hqbFs6XJZWVkigWhqajp//vyMjIwvSY3muKOFShTKT6UP9KpYx038qSvZso8zJydn3tx54oqricddy8hIX7PW3cHRsdXjanWZNWsWDMNnzpxpu0NgYEiAW6OwZMnSESNGtqfW6QiCKCgocDhsNhuLrmFgSDQIgqRnpF+4cH7suLG9bHueP3/B0Mjw/LnzUVGvFyxYgLpKqqqqSkpKKampwr2YTGZmVqampiZanP4rFApFTU1NthbhRlVVVXTfP7UQaA2sra2dxeqricFd+/Tp0+TJU9a6r23To+BwOHf3NR8/fXz4SHSKwxgYIgZNC2tnzZrQR2QGQ1ao04aBgSGZVFdXr1+/buGihQgMHzkc8Pjx43NB50eOHFVXzFZDQ6O7Vfe3b97k5OaiWxI/J3758qV//wHC4ndBWi1P0JEPfYnH43vb9v7x40dKaopwntjYWDKZ3EmnEyAOUCXLjuWu9ezZa/68+SI4kKys7KaNm65dvRoXFyeCw2FgYLQWMAxramrm5+dh7hoGhiRDIBCmu834nPj54cNHM2fONPyliTAaKps1e05eft7GjRuio9+/iHyxceMGJSWluguLr6JeDRw4IDAwULhl8uTJ2lraq1evfvz4UVxc7IkTJ06cPDFx4qQmigjRNNy64bSmXzY+TQNjGtuxPbd4R+OZokFTU3PFipUBAUd27d6tpfmbfhcYGBgSAgzDampqBQX5mFIuBoYkgyBIUlLS1avBwP+3D+bz+d26dXNf7Y5mp40dM2bH9h179u55/OQRl8NTUlI8cjjAzMxMOL6iouLTp0/Dh/0MvwEAYGhodPz48eXLl0+aNFlWjlFcXDxu7Li9e/Y20W+0NirPECar4XA4BoOB1hmgfhWdRm8sW04Ih8uF/yS3hMPhtFt3TcQLN1ZWVlOcnfft2+ft6c2QZYjy0BgYGC0DQRB1dY2UlBQsuoaBIclAEJSWkZac/I1AxAuctX8dNogv0A8SOnBEItHdfY2Dg+OHDx/IMuT+/fqrqKjUnWf0qNFFhcVC1wpl8OAhr15FvX79urikuLNR5x49etQtL/2VyZMnOzg4CP05CwuLz4lfhHMyGIwnT56AIO7XNsd1aWY7GZTk5K8fP30EOk4TKhSozXo5j7AbkZWV5bvfd9fOXdjVHwNDSqJr6gUFBdgPFgNDkmEwGIHHT9SuQQqEe/6TV0QAPAEvQ/6/SJhRLQ3OQyAQGkwOk5OTGz16dDONIdQifInD4Wg0Wt0BwqLRViE+/lN09AcrK6uXka+AjuOuZWRkJH7+3Hbzz5s7z8/Pz8PTY/269U171hgYGGIHQRAGgwHDcHV1NZFIbE8yJSKmQX9XrOcT/C8CI6mg2s6iP2iDH03dT7BBq5rzEdcb8+tfm36/DR6Cy+WWlpWWFJeUlJRUVVXm5xdYdrXs1bMXIJGUlpZeu3ZNUVFRTk5WUUlZVUVZQUGxbtmpkGY+IiYkJLyKilowf8HmzV8BUSF+dy01NfX58+eGhoavo1633VFWrlzp7e196PChtWvatigVAwPj70EbvZeUlGhqarYnmRJRAoJgg8l/CCIQ7RO9PTgcDgTBtv40//Io6En7oxWxvwd1mPh8HoHwXzSBQCCAIMhmsyEIwuFwZDIZh8PV68yGvtlfJ6xrP4FAQPW0YRjG4XAyMjIgCArnqW1SDBIIhCbylFhsVnFxcXp6WlZWVur371mZmSWlpcyampLSkrzcvMKiwppqgbjG4sWLLMwltJlQcnLy4sUC7TACEa+oqKShoa6upkanMxiyDA11TaPORnp6ejraOmpqasya3wuFxMfHv34dNWfWnKbPW3tz11JTUx8/fjR//oL4hPg2PRCRSNyyZcvevXsPHjywYsXKFvSgwMDAEBkkEonBYJSUlGhra2PuWgvA4/Hfv3+/fv0aj8f9/+I4RF1dfd68+SJeaMbj8c+ehSclfZk6dZqCgkIb3eRwONyDB/d//MieOtWVwZCFYfhfXwSBoN/n2+Dx+MTEhMePHzk5jTcwMBTNFw+Hw3G53ICAQ/r6hhMnTkLXEwkEQk5Ozp07tyMinhcWFtDpjF69bCdPnmJiYoq6YjgcjslkXrsWXE/lH9XBcXIab2HRhc/n4/H4jIyMK1cuv3oVWVVVraio2KdP30mTphgYGEAQRCAQYmNj7t27s3Klu6KioDHdL7YJviTr1q1dt25dZWVFw00IQABPEDi4H2I+7PPYJ4G/VjweX1BQIMiuqy0dLSwoLCwo/FRvEAhQZGQYsrIsJnPbtm1NzJaQkPD27dt58+Y3nUjX3ty11NTUhw/DZsyYSSQSRfAZgyC4bt26vXv3nDx5YvHiJW19OAwMjJaB3nJoNFppaSlWHNoycDhcZmbG4cMHyWRybUfXn9shiG9qaj537jwcDifKABIej4+Kennr1s0xY8YpKyu3nbsWEfEsOjra0dFJTk4eBMGioiI/P5/u3a2nTHH+7UIwHo9PTv56/PhRa2sbI6POovE88Hj869evwsLCDtd2uvzZnjIxYe1a99jYGEvLrsbGpkVFhSdPnggNveXre3Do0KE8Hg8EQRaLdfnypYT4BBXV/9L2YRgmk8k9evS0tOyKx+OzsrKWLl2UmJjQv/8Ac/MuaWnf/f0PPH78KCDguJmZGQzDRkZGX79+DQm5tnDh4l9XRdGXSxYvHThwIJPJLK8oy/mRm56RnpKSkp2dVVlZCYIgl8utqalBYKCrZdcVy1dIYOoCCIKJiYlnz5wVdKaikGs14UASiaimpmZkZGRoaKij3UlVVZVay+s3UfVCmL/G1WbOnCV6X02c7hoaV5s7d95vC2tbERkZmR07du7ctSPwRODChQtBQSIFBgaGxEEikWg0eklJMeautRgcDkcikTZs2DR79lw+/+cdCEEE21Ffrfb/4yHoZ1PXfzs5InWXSvF4QTug2uVFQV/aejdjHA5HIBBqVw8Fa3m/OGEggYDH4wkAIDgWgUAgk8lNR/X+f0K+0BI8XmCDMJMdvVmiL1GzUcloCIKWL1/JZDIVFASxIgKBwOVynz0Ll5GRIRKJdW/D+FrQdU8ej48gPy3H4/FkMllgdK3pjbwvwTB0sRKCoF+74gr/Wm/yBt9vVVXV2bNn+vbta2pqjq57FhcX7dixLflr8oEDBydOnIzHE0EQiI2NWb586e7d242NjTU0NNA3DoLggIEDTp8OIpF+pngiiGA7kUjkcrlEIvHq1SufP38+fvzEqFFj0F7A9+/fW758yblzZz09vWEYVlFRdXR0OnnyxIgRI/X1Df6rFfj32wIAQNeuXUeOHFl3O9oLmM1m5+XlZWVlfk9L+/w5ceyYcerq6oBEgsPhlq9YrqqiYmxsoqurq6OjIy8vh8cTiERivSsMgsBv3779dQYigZiSkiKuuBoKQbxxNVH6aihEInHTxs07d+04d+7c7FmzRXx0DAyM5gCCoLy8XHFxMQS1q54NYnJ8aXU9FfS2DYLgjx/ZWVlZXbt2Qwvo2Gz2p09xamrqenr66AAQBD9/Tnj9+nV5ebm5ufmQIUMoFKrQdyEQCGVlpS9eRKSkpKqpqQ4fPkJTU1N4v0d3j4uLjYx8QSKRxo2z/20KCrpoFRHxLDs7S1VVfdiwYdraOmjfjo8f4/h8vqWlJYlE5nK5Hz5Ek8mkLl26oiuJ8fHxsrKynTt3rtXB4rJYLNT+ioqKd+/ewDCUk5Pz9u0bG5seQsuzs7NfvHiem5vbubPxsGHD6XS68H2hDuXr11EvXkSoqqqNGDFCTU1dGGlDvcNv35IjIiKqqiotLbsOGDBQRkYGHYCmvn37lhwZ+aKsrNzExGTIkKEMBqOxQB2BQHj//t23b8kLFy4hEPA8Ho9AIDx9+vTdu3dLly6bNm2GMAutT5++y5at2Ldvd3T0+wkTJgonxOFwVCqVRCLVdRnRf3M47I8fPxobG/ft2x+Px6Nro3Z2I4YMGZqcnFRTU0Oj0SAIGjBg0LFjR2vduJUNGvlrtIlYC4VCUVBQMDc3ByQeVVXVw4cON2ckIqhpbcAvSk1NffXq1fTp08Xlq4nBXSMQCBkZ6aKPq9WFTqfv3rVn9+5dR44cXrJkSe3DHwYGhgSBIIiiolJWVhaXyxFLpV67oTbSI6yuFRRmondfAoHw+PGjo0ePXLlyzcTEFACA4uLilSuXT5nism7dhtowD3jlyj/79u1VVFQkk8mnTwcOGTJ03z4vRUUlGIYJBMLnz5/XrFn5/XuahoZ6UVHxqVMn/f0P9+jRE12qAwDgzJlTvr7eNBqNQqHeunVTTk4Qz2jCzvj4T+7uq8vKylRVVfLycs+cOXXo0JHu3a1xOFxIyLUnT55cvhxsZmaWnPx13ry5KipKwcEhmpqaX78mrVy5dNasOajfcPbsqQ8fPly8eFlbWyc3Nycg4EhxcXHkixcQBJ09ew5BEDwe//Tp402bNnC5XAZDNjs7a9Cgwb6+B/6VcP9peVLSFzJZpri4+MyZUwEBxywtu/L5fPSreP78OW9vTxJJsF5/5MhhR0fHvXs9qFSBywuC4M2bN/bs2UWn06lUyunTJ21tex844K+kJDhp9d4yupL49OkTWVl5CwsLNOufzWa/evVSVpZhb+8IAIL4HDqYy+U6OY3v3r27srIKj8cTxoTQeCRaT4DOCkF8NGmv1pOj5ObmfPz4cejQoTIyMnw+X0ZGJiDgGIfDJZPJ6OQaGho9evR88ODB9Okz0YrstvkmSjd0Bl28vpoYmlBlZ2c9evTIzW26uHw1FCqVun37jtLSMm9v73rhXwwMDLEDw7CioiKTyeRyueK2RYoBQfD9+/fnzp29cOF87X9BwcFXioqK0Js9DNdfyOPz+WjYBo/H5+XlnTlzavjw4deu3bh6NWTXrr3Pnj2PiIhA1xArKyu9vDxKSkoCAo4GB18/e/YcgYA/cGB/TU0NGn9KTEw4cGD/oEGDg4NDrl4NGT167Pv37xpbFkRXFS9dusDn8y5evHzlyrXTp4NqHaMgLpdDIBB69OhVXFyUnp5WG9n6Vlpakpubm5GRTiAQvn79ymKxune3FnbRRS/pMAzr6env3r1XXV1jzNixO3bsQhCEQCBkZWXu3btbQ0MjKOjCtWsh27btfPr0ya1bN9BzgsOBlZWV6elpe/d6hoTc9Pc/nJ+fd+vWTdROPB7/8WOcp+e+AQMGXrlyLTg4ZPPmLY8ePbp16xZ6WkpLS0+cOG5r2/v69ZvBwSEeHl5xcR/u37/X4Jo+ehrj4mINDPTl5eXRyk0Wi5WVlammpq6hoVG3PAJBECqV2qWLpaqqqvAjw+Fwubm5ly9fvHDhHPoRnzt3Nj7+E7rYTSSS7O0daqprFi+eP22ai7e354sXL8rKyhgMWRUVlX+/AzCJROrSxTInJzst7TuWe9AYysrK4vXVxBBd43C4c+bMlQTxs1qPbfvRowGbN2/atHmzgryCuC3CwMD4P3eturqayxWEAbDz0lLAhw8fPH8ejr6AIEhBQdHAwEBTU7P2li9Yr/y/0bWg/6isrCwrK6dSqXQ6TVVV3dnZRVZWTldXj8/nE4nE+PhPsbExW7dunzzZmcfjmZqa17pBe759S7ay6g6CuGfPwgEAWbp0uaWlJQRBc+fOi4gIz8vLb9hKgbQENy8vn0gk0Gg0FRUVDQ2N/fsP1NQwa3Pp4G7dujEYsgkJ8WPGjI2Li+3WrVtVVWV8fHzfvv0+ffqopqZuYmKKJn4J3wKCIBQKxcDAkEQiKSurGBoaomG/iIiInJycrVu39+7dh8/nu7pOS05OYrFYtbluRMFaGJ4wffrMcePsIQii0ejGxibp6WmonQgC3LkTKi8vt2PHLlNTUz6fr6en9/Jl5JMnDydMmMhgMGpqaoqKirp06UKlUtXU1CZMmCQrK/CNGlwMBUGwpKQkJ+dHnz59a/PkBL4sn8+vqamhUmkkUv27JOqM1q//Tf3u6blPuIXPg1asXGll1R2GBbq1Y8fay8hQL148//nz52fPwnlcvpq6mpOT0/z5i3V0ftZcgyBOR0eHy+WmpaUJ14sx6iEJAX5Ru2v6+vqS4KuhgCC4bNny8+fPb9++feuWrWpqauK2CAMDQwAMwwoKikxmDZfLxRZDWwyCwNOnz3F0dEIDTrXhJaKRkcBxaTpUAEGQlpZ27959Ll688ObNGyur7v37D7CzG6GgoMDlCpRB0tPTa2pqahPXvsEwhMcT0tPTyspK09K+29j04PF4WVlZKioqysrKXC6Xz+czGAwjo86NuWu19Ywyw4YN27Nn58SJjpaWXXv37jNixKjevY14PB4EQWpq6hYWFvHxn8rKSpOTvw4aNPj799TPnxNKSooTExO6d+8uJyeHumv///YF9Qq18g2CkBtarJCS8k1WVtbIyJjD4UAQRCaT9+3zgmtBu4TLyMgYGBiiGv1o8AmCBAlkIIhjs9mpqakcDufYsYBaAWcYj8enp6chiKDrJeqZDRky9Nq1qx8+fOjatduAAQPt7EaoqKg01lmypqa6pqZGXl7+X4MFATMymczhsPh8wdpoPS8B/TkIPztBPl9Xyx07dgnVpBEE0dTUEhZhkMlke3v7oUOHZmdnZ2Vlxsd/evDgwYnAEwUFBQcPHpaRkanNY4SpVBoIgmVlpZLglEgXYDtu8S6B34aZM2cqKytt2bpl44aNjbXIwMDAECUIgtDpdAKBWFVVpaysjJ38FqOvr9+3bz9htjjqwfw2PwmGYQaD4ePj17t3n/DwJ2/fvrlx43qnTnqenl4DBw4SSKeymHw+LyfnR1VVJXpVx+HwI0eOUlISinQgeLygxhOdEI/H02j0Jm5tCILMmjXHwMDg5s0bnz9/9vX18fPzWbNm3Zw581BVl549e4WG3v748WNRUWGvXrYMhuyDB/c+f/6Sk5MzffpMHA7XHN0NGIZqampwODyRKEz2Eqy0wDDC5f70qHA4gT8k/KvwHyAokEFhs1lsNic1NQUtR609w4ZaWlp4PB6CIAqFsnevZ69eto8ehcXFxYaG3tLQ0PT09Bo6dHhD5gnqbWEYrhPCEKx4durU6fXrqOLiYnSFFP1DbUQzfvfu7Q4O493cpqM5dgiCyMvL29r2IZP/KzVAV7RxOFxZWWl8fLyenr6enp6hoaGxsaCoYtasOZs2bXj69HFy8lfUsUYzGlFNst+eQIy6VFVVvXn7BhAVkpJlL97mgGPHjmMwZD08PBYuWmjby1aMlmBgYKDAMKyqqlZQkG9oaIjdSFoMn8/ncDgNSkkJ9TvQLCgWi4lmnqEv8/Jyc3Nzp051nTlz1o8f2e/fv9u+fdv580H9+vWv7TnBoFAo69dvHDbMjsvl4HC46urqHz+y1dTU0dVSLS3tiIjnVVXV6OokDMO1jl3DRoIgyGQyk5K+mJt3sbMbWVBQkJz81cfH+8yZUyNGjDIyMgJB0Mqqe0jI9UePwkAQ17mzMYlEunz5wrNnT2VkyObmFs1so4TD4eXl5ZlMZlVVlba2wN/i8Xj//HOJRqM7OjqhPlDTcoAUCtXQ0PDkybMKCvK1XhE+NzeHyaxBtX9LSkoyM9OdnMa7urrl5Pz48CF6587tQUFnbW371DqF9fwhREZGpjaW9tNThGFBbM/a2ubevbtRUa9MTQUrvKjkCgiCT58+fvfu3axZc1H9EeEutY6mwN+qOzUej8/O/rF06eIZM2Zu3ryVVwsIgkpKSj169Hjy5FFVVdW/C98Am82CYZhOp4OgqNPZpZeqqir3Ne45OTkiO6JEfDYsFispKUm8NgwcOHDtmjWnT5++fPmyBIYAMTA6GgiCaGio5+fnYY3e2wgymcxkMvPy8qhUKg6He/ToYVlpOXq2CQTCx49xM2e6PXwYRiaTO3c2GTt2XG2HCcGyIIIglpZd6HTGvXv32GwWmUxGEOTwYX83t6m5ublonnvfvv2qqqrDw58QCAQqlfbly5fXr1839lGiSferV6/Yv9+Xz+erq6vb2Y2wsbFB1/cAQBD4MTMzk5eXu337tqamprq6uoGBAYVCvXEjxNCws5aWVhMOPWowKnVBIBBsbHqw2azw8KdowC8xMX737h2pqSm1K4xNXfkRROBd9enT9+vXpPfv35JIJDKZnJPzY86cmX5+vhAEEYnE5OSvbm6ud+7cJpGIBgaGY8eO09XVQ5dZG5xQUVFBSUk5NzenbjBv5MjRRkZGRwOOREQ8I5FIVCqVSCQ+fBh28mRg7959BwwY2JzyOAiCOnXS0dfXv3MnNCbmg0wtFAq1sLDg5csXcnJyOjoCkRR0cHFxCR5P0NLSlvyOrhJCRUXF8hXLGQyG/Tj7DhRd43C5m7ds/vpVzO4aAADmFhaeHp6HDh3avXuXu/saBoMhboswMDouMAyrqaknJ3/FnvhbBgRBLBa7iVu7ubkgI37Hjm2xsTG5uTkxMR+oNCqPJyjFhWG4a9dunTp12r59S0zMB2Vllejod2lp31GNUD6fb2Zm4eLiEhh4vLS0uGvXrl++JD169GDWrHmdO3dGpcK6d7ceN87e3/9AVlaWvLx8ePjTyspKOp3W4MMwDMPKysqDBg25cuVyTU21qalZVlbmvXt3xo1z0NTUQn1EVVVVIyPj6PcfTE3NyGSyoqKSrq5eQnzC7Nlz6HS68G1yuVw2m40eBYYF1QZUKvXmzRvy8vLLl6+EIGjgwEHDhg339z+YmZmpoqJy+/ZNVVV1BwenWoFZ9KSx6goFczgcIpEktNPJafz9+3fXrVvz+vUrCoUWHv44Nzd306YtFAoFgiATE1NTU9O9e3cnJiaqqqrGxcV++ZK4Zct2Go3+62IoDCPy8gpmZmbfvn1jMpmo1wtBkK6u7saNW9aucZ87d86AAQN1dHRycn5EREQoKyuvW7deVlYOFT1GEITNZjeWFVdbrKO0dOny1atXzJo1Y/DgIdra2pWVFe/fv/vy5cu6dRv09PRQ6RA+H8rISFdQUDA0FFHfLWmnqqpq5coVsrJyHvs8duzY3lHcNSaTuWHDeh6fP3y43cULFyWhWHf37t3nz5/bsGH9ypWrTExMxG0RBkZHjq5pRkQ8RxsXYvy5s6s2YcIEIyOjBiNPfD7f2traw8P77NnT9+7d1dbW3rx5W+0CnDnqNGhpaR84cOjo0YBXr15CEF9BQcnT08fe3l64PLd8+SoFBcW7d++kpKRQKJQ1a9bPnDlL2B9dRkZm+/ad6uoaz5495fOhwYMHGRubJCYm0Gi0X+1B1xnXrl2vpKT0+PGjxMQEMpk8Y8bsBQsWCeXB8HiCg4NjTU310KHD0AoAR0cnEok0ZMjQuvNYW9vIysqhSfQwDCkpKS1atOSfy5dyc3P+zcmT9fDwOn78WFTUSw6Ha2pqvnz5ChMTk9oO6wRtbR0HB0cVFTX0XeDx+EGDBsvIUFD/Dz0tAQHHjh8/+uLFCxiGNTU1N27cIox4qaio7N/vHxh47PXrKD6fLy8vv337zkmTpjT4EdTm+FOHDh1+8KBfampK167d0El4PN7IkSPV1C6fOXM6Li7206ePNBptwoSJ8+cvMDQ0EvpqJBJp+HA7Op3emPoGBEGjR4+RlZU9e/b0hw/Rb9++IZPJmpqaR44cGzNmLOo2gyBYXV0VFxdrY9NDQ0MTyzr4LRWVFStXrmTIMvz8/GrLUETn4IpOfzI4OHjq1Klu092EbhmXy3Vf415dXR1wJGDT5k0BRwJOnDyxYP4CQAJ4FRV1+vQp5ynOo0ePFrct0oFl1y6JCZ9fRL40N7dooucaBkYzqZU5KPb03HfgwCGhtjtG80H7KXG5PGEHql8hEkk1NdWVlRUKCooyMjJo5Ez4+0UrEIuKirlcjqKiEk0Qe/uvDxXa7KiysrKiooLBYMjLy9f9K7rEicfjS0tLeDy+iooK2l1KGPr6FRwORyQSy8rKauNwdEVFxXpVEQIpfRKJy+Ggbg2qrY8WeArHkEgkPB5f9yi1HZk4dWO0qLRsSUkJh8NRUVEmEP7rT0UgEEgkUt05Uc+vbhAL7YhVXFzE4/GVlZVJJFK99lY4HK6oqIjDYSsoKNLp9Hqnpd5nlJeXN2fOzDFjxq5YsQp1heue/Ly8vJqaajk5OVVVgQdZ952CIIjaxmazG/t80bfP5/Pz8/NYLDaVSlVVVSGTZdDyXvSv0dHRixfP9/b2GzbMDo2touoeEMRftWpFyPXrFy9edHNzAzoGT58+/RDzYeOGjcItoaGhTk5OEyaOvxFys6qqavmKZQyGrLe3N5VCBQBg7do1+/cfOOh/cNXKVe02uiaIq23cUF1dfeTwETq9gUCxeOnfr5++np6fn+/Xr18XLFiANmnBwMAQJSQSmUKhlJWVyssrYO7anwJBEJPJbHoMj8etTWmi1Ha3FFD3r6j4hbKyElorUE+yGEEQLpdbK8wm6OD0q6Axqo4hXytpCcNwY8t2dcdzOBw6nS4rK9vghPUs/NVgNArw6144nKD/lfArhE6Oymegb7zuW663fPyrM4SuISopKf+6O/pXCIKVlBo+ab9Opa2t7eIyNSQkZPLkKRoa/3XxQk++uroGDof2Hq3/ThEEYbFYTUwufPsgCGppaaOyIBAE1f0gIAi6deuGlZV1nz596qryYtQDj8dXV1cvX7GcTmfs99tPIv1cHxcl4ik14HK56zesr6qqOnTokMSmiGlpae3b54En4NetXxcfHy9uczAwOhy1Cg70kpJSTGy97UBjNo15w8I+AY0tk6FyrE0soqGd15vvbf92whaAVhv8pWH1Jmxy99+ctHpmODg4KSkpRka+qFeKUXsUQbDzL8MZqHoL2pe9rsG1PSGSkpK+zJs3v243WIxfqaioWLturUDdxttHLL6aGNw1PB4vqAByX1VdXXXk8BE5WTlAgqFSqSuWr5g1c9bRYwHHA48za37zqIqBgdGKkEgkBoNRUlKMuWsY7RUIguTl5ffu9bS27iHijoi1YtQKe/d69ujRE2vG2DTR0dFUKmW/334qVbAG2iHcNTabtWnzptzc3MOHjkhsXK0evXr18vH25bDZa9et/fTpk7jNwcDoEKDp5zQavbS0BHPXMNoxMAxraWkZGhqKeMUflTY0MzPDMg1+i7Gx8b69HuKKq4kndy0iIsLBweHcuQuysrKA9CAnJ7dq1er3798fO3bUyqr7jBkzsGy2BkElMTGhLIxWgUgkycnJlpWVYV8qjPZNXcliEQPD8K/HxX5x9dDW1qZQKIBYEbW7pq2tvd/vgLTE1erRq1cvExOToHNBa9etnTd3no2NjbgtkjjQHBHsWQ2jVYBhSF5eITU1RVjIhiF1oIlTgPRQtyln80HzzKToSwqCIFri2sjfBdLE2I9OiCScClG7a+bmFlLqq/0XZlu5KiYmJuhc0P0H96a6uHbu3FncRkkE6M/ew2OfgoICgnSolFVBxz2gw/BrNnTbHatWEKG4qKgwMTEBC9lKJyCPx83NzRMqREg+MhQZTQ2tP1T7A/l8Xm5ubtN1oBKFjIyMhoYGHt9YLweQx+O9evUShxfUpYrePGkBxFq8Szg2NjZdu3a9/+C+j6+PdXdr12muEl4z0aZUVVWdOxeUlZWFJ+AePXwobnMwROqaEkkEHo/fpv4qiAM+fcRyRqUfqVA7/vtvcnt6myCgoCCvpqbW1uZIKWw2Oz4hvgM1oUKRukdnIpHo5Og0bOiwK1eurFmzZszoMePGjRNvHqLoiYmJCRN0sjtBJst4+/jIy8pxOJw/+ihBEBcbF1NWVj5s6FBJiDa3gMv/XB45cqSKssq/2Se4hIT47OzssWPHtrOnUhwOd/fevavBVwnEnypWRCLJzm74eKcJJBKxjd4sl8u7ejV4woQJWLaoNALDSFDQ2RcvIh0cHUaPHivJMbbaCxd469aNZ+HPJk+Z5OTo1Hz5DBwOdzbo7LPw5/YO9qNGjZFwATMCgXD+/Ll3b985OTlOnDipicUQCIJ1dHQGDx4sWgOlg/Ly8qtXg5WVBfJ7Hchd4/P56WlpgBTCYDAWLFgwbPiw4OAr4c/C3aa59erVC48X3MzaMRwO59HjR8HBV548eVpcVDx+wngfHx8jQ6OWzaaiovwjJ8fNbTognXz8+NHFZaqGuoZwS3FxyY4d26ZNa4c64KamplmZWW/evMHhQRwOx+Vynz17rqer5+HhSafT2+igMTEfJk+ZoqSo1EbzY7Qpr169evEictSo0W5uMzicpvT3xQvapCEjI/1Z+LMePXq6uk77o92jXr9+Fv7czm7E9OkzudzfCAKLFxKJnJ+f/+7tOysrq47TrqB1qa6uPn/hnJPj+IyMDKDjuGs1NTVXr16VkghywxgaGG7ZvPXTp0/nL5y/cyd01OjRgwYOAtojnz9/fhr+NCjo7Ldv31hMtqys7P4D+1csX9GCzFwhXC5XqptW8Xi8egkriooKNDo9ISHB0tISaF/Y2PS4d+/eli2bz549y+XxCAQ8i8U8ciTg/Yfo/b5+/fr1b4uDKigqZGdlYe6aNCLsm1T7M+FIcmoX2oQAtbYFtRHS8jZR0EuupDUTkhbKy8svXrxgb++gq6srypuXeLoaCOFyuZcuXRw0aJCxsTEg5XTr1u3A/gNjxo59/PjxipUroqOjgfYCl8uNjIycM3eOg6P9qpWrPn2MZzHZ1jbdb9684b7a/W98NQAAKBSKVK9zySvI42tb3AjB4XCDBg4sKCwA2iOKiopHjgQcO3ZcRUWFz4ME7ReJ+Hdv3k2cNPHkyZNtsaKtqamZm5sHtF/a2aI5BkY7prq6+vLlS/b29gb6BiI+tDijazU1NRcunB80aJChoSFXgnMa/ogB/Qf069svLi7O08vz1MlTCgqCfnlSTWlp6RTnKVFRUWwWGwAFed94PG769Bke+zzV1dX/fv7Bg4dIadYaypbNW4lEYr2NY8a0t8S1uhAIhLlz53bt2nXdurUvXkTiCQKPrSC/cPGSRW/fvtm7d5+mpmYrHk5LS/tHTk4LdoyPj792/ZogX6r2+4XD4VTV1Lpbde/bt68I0kyfPHkc/eHDooWLFBUVGxuTmJh4+szp0tLSHdt3GBoaAu0XAoFAJLZVgmMr6neg3UVbDB6PJxKJEn5BIxKJ7T5jp03jauPG2evp6QMihyDeuNrgwUPMzMyA9gUOh7OxselsZFRcXNwO3DUajVZWVspmsfEEHMSH1dXVt2zZOn/+/Na64f1lcE7skMnkxjSNgHZNz549r127vnPnjlOnT/F5EIGIRxAkKOhc0tckXx+//v1bbWFUU0Pz08ePLdgxISF+3959ikoKqMPE5XILCgpwIH6qq8u+vR6t8rDRBM+ePzt58uSUyVMac9dYLNaGDevDn4VPmji5rds2lJaWbt68qUfPnvPmzgPEQVRUlI5OJw5Hch/LQRDE4cC0tFTBiz/3t1AX7dOnT8+ehfP5Er3ISCQS4uJiW6UKtuOAx+O5XO7ly5ft7cXjq4nNXUPjagMHDmp/vpoQGp1eUVkBSDn5+Xm3b4fqaOukfEupqq7u3dv20KHDvXr1ErddGBKBqqrqsWPHe/fps3nzppwfuQQinkDEv33zzt7Bfu+ePfPnL2gVn15LSysvvyWLoTgcnixD2rN7z5w5c9EthYWFR44cOeh/kMPhnD51RkZGBmgzCASCjIxME4XSLBYrNTXVeYrz+fMXgDaGy+XevXsX/0sYuK0RPLfU1hH/c/ny1atXUK8UgmDJVAJAEAT9vKprqlv22BkUdPbChXOAxIOGOYsKC8VtiNRQVlp24cL5MWNGi8tXE4O7hsPh+Hx+e42r1YVBp1dWSLG7xmKxbt2+9fz5s/79+gcGntiyZTMOh9uzZ2+rxyT4fD7aHRKQTjgcDolE+vWuzONxr1y5Mn36DKkTqflTZkyfYWZqtnbd2sgXkTg8SCDiK8rLV65a9SEmxsvT6+9Fm2g0Gg7EcTicBgOZv4VEIgndsk6dOnl5ehUVFwUHX5nm6jZ69Oi6Iz99+vQi8kVlZaVVt252diPqHY7NZkdERHyIiYYg2MbGZvCgwfWKYREEefEi4s2bNwyGrKOjY9Nf6fKK8ucRz5ksZnFJ8fOI5zY2NrIMQV++z58/s9ksc3OLBw8eQBA0fvx44TwfP34MfxbO4bB79uw1aOCguq5wdnZWZmamtbVNTMyHF5GRSopKY8aM0dXV/Xms8rLIl5EIgOTm/Hj5MtLGpofI2lSDIOgyxSUvN5fFYuHx+LS0NBAE9fT0JHO5EATBtLS0tO/pJNIff9OmTp36Izu7hlkj+b93EAQzMjJSU763XTV3+6OktGTEiJGdOnUSow2idteYzJqgoKD+/Qe0b18NAABlZZWc3FxACqm9LT2/f/++trb2vr0eqqqqAACcOHGyjVYtnz9/VlBY6Ca1shcenh7z58/X1tKutx2Hw3/+8iUmNqaHTQ+gvdOzZ887d+5s3779xIkTHA6HQMDDMHIu6Fx8fPx+P7/Bg4f8zeQkEonBkC0qKtLWrn+Sm0M9zwBPwLtNcwu5fj3sYdioUaPQmyubzfb18/Hz81NQUKBSqZ6eHg4OjgGHA5SUf6qHlJaWzl8w7+XLl52NjREYPnLksLW19bmg88IsvZqamu3btx07fkxLS4tAIJ4/f05dIBnf6IJ4Wlqap6dHYWFhVFRUWVnZqZOnLSwsEAQ56H/w08ePZuZmFy9ccpnq7ODgQCQSuVyup6fHocOH1NXUyTJkHx+fkSNHBhw5qqKigs525+5db2+vwYOHREa+kJWVzc3N8/b2PnX6lN1wOwAAUlNTvbw8S0pKnj+LqKmuOXXqtNCTEwHDhg0bPHgw+imsWLmCRCT5+fkBksqOnTs89nmQyX8cFR7Qf0DfPn0l0w39FS9vr21bt9Ewd63Z6Ovri9dXE0NlaFpa2pAhQywsLID2jrqG+o8fPwAppKysLDExccGChRs2bER9tTbNMGOz2dXVf7z0IDmUlZY2WA+Px+P79e374sULoGMgJyt38MDBUydPaqir11aMCsJssTGxkydPDgg4AkHw37lr9OLi4tYyVVdXV0VVJT09jf2vDNjt0Nve3t4zps94cD8s7MHDgwcOPnhw/8zZ08Jdbt688fjxY28v74cPHoY9eOjl5f3mzZs7d0KFA27dvnU88PjSpUvDHjwMCwtzcnJ68uRxE/pEZqZmRw4HaGlqjhgx4lzQ+Tp1Bkh8vEBm+dq1azt37ERDaLdu3fL28Z45c1ZYmMA8Px+/R48eeft419Wb+PEjJzEh4UTgyYdhjy5dusRiMU+ePIEmUZmbWxzyP6ymqmbvYH/8+HENjf80AkUDHo8nEAggCObn5//IySZIMH+Tcoq+TakAfZvS4lxiiMddMzY2NTJqoZ6qdKGirFJVVSWNvwd1dfW1a9eJTDMMrAWQWppIEu/Tp096WlpZWSnQMcDhBCXD9+8/GGY3jM+DEAQhEPHFJSXLV6yYOXP6jx/ZLZuWQCAwZGULi4pay04ZGRkKhcJkMvk8/s+yp4sXLSwsDhw4aG5urquru2DBQgcHh+shIVVVVeguurq6vj5+M2fMZDAYcnJyXS0taTSa0CQ+BN28eaOTru7mTVs6d+6sr6e/erV7jx49+fxGNZkoFIqpqSmZLKOoqGhsbCxcrkUQhEKl+Hj7Tp482cTEFIfDMZnM8+fPmZiabtq0SVdXT11dfd78+RMnTLwREpKZmflzOkRQr718+YqRI0dqamqOHDGyd+/ead/TWCwmAABUKtXExIREIqmoqBgaGomr+QqTxUxPTxOlrGgLkMYrdgvoIG9TBLR1kZA4F0MJhHZeLidEVlYWQBAmkykyUTE+n8fj8dGC+ebvxWazARCUqZOmI9XOk0ShoqKqqaUVFRU1bpw90GHo3r371StXd+/ZFRgYyOXw0IrRy5f/SU5O9vHxGTJkaAvmZDAYJa0XXeNwOGw2m06no45LaWlpSmoKkUjcunXrz05iOPDbt+S0tO/5+fkMBgMAADu7ESYmWYEnA5O+JBUWFiZ/Sy4uLiYSfv7QmDU1GRkZBvr6cnI/ewdTqdSuXbumpqY0YQaPx0MQpJ62BQwjGhoadUU9ioqK0tLS+vTto6Ks8t+TQN++165fKyoqQkciCEyjUU1NTdC/IggiKycLZULCuC96LPHKonI4nB8/ftDpdGFGPwaGtJOd3cKnUOmTyRXS/n69ggs3CJaXl4vgWDwe7/Lly4MHD9bT1+0/oP/ZoLMczu+7oMTGxk5zm2Ziatyli8XyFcu/pXwTgakdDVdX17v37rFYLKAjoaSkdMj/8Plz5zvpduLzIIGiFRH/4UOMo5PTwYMHBAJ+f4iigkJ5eVlrmZeZmVlUVGRibIIWE6DeW1VV1Zcvn5OSvnxJ+vL582cNDS0HB0dhIOr69eu2vXv5H/RPS09XVFIcO2asspIy/H/NFgWqXXWvY7KyDBBsyQW23nqcQCifx6VQqHUnp1KpMAzz6/SmxOMJeLxEa+KwWezy8nIIgkpLO0q8GaN9c+rUqecRz0V2OEn5ebe/H7CsrCyCIJVVlVqAVlsf6/LlS0uWLO0/oP+GDRtfREQsWrSoqqpq5YqVTewSnxDvOs2VxWLOnjUbEXztTkRHv79541brCpxi6Onq6XbSffr0qb19Bwqwobi4TDU1NVu7dk14+DO0YrS6umrd+nUfPnzw8fHV0vqD34WyslJKSmrLojK/7nL79i0ulzts2DD0JZVKpchQulhahlwPEY4pKS0pLS5FixvKysr8D/nr6emdPROE1kh9S04+f+E88m9gjEKhaGlp5ebmstlsYdFlWVlZE82zm4+8vLyiomJWViabzRaumX5P/U6hyNBpdCl6Ks4vKCAQCDweLycnR0kJ6wCLId0Engi8ffv2oEGDrl293oGia8FXg9tfRjYej5eRkSku+qsVnLy83NzflZfm5uX6+vn27m17Nfiq+2r3y5f/GTNmzMGDB1JSGl2I4XA43t5eTGbNrZu3d+7ctWvnLn//wx8/fQwPf9rYLgiClJSUMJlMBEGSkpKio6OFHnZycvL79+/bn8PdWjg4ODx58pjJFGQRdTSsrKxCQ++sXbuGTJbh8yA0bvTPP1fGjBnz5PHj5s+jrKxaU1PdslaMwjQdGIbz8nIPHNh/8tTJ8U7jB/7b2FdJSal///6vXr36+K8Yb2lp6eRJk5avXIZGqaurq4uLi3V19YT17LdDQwsLC0n/phAQiUQ7O7tv3749ffoE3fL58+fHj5+0SoGOsrKynd2IqKgo4XN8enr69ZDr1t176Ov/gQQUIjgT4sxYysxIh2G4qqoqOzsLkOxUJFEmJImFDvI2247jx4/duHHjaMBRQwPDDhRdCw4OPnP2dJcuFnntri2gsbFxSmrKgAEDWjzD/fsPDh0+NHDAgGnTpvXs2avBpLQPHz78+PFj2bLlaAcFOp0+1cXl2bPw169fd+7cucFpv3///vzZ8+nTp1tbW6NbJoyfqKam1klHpzFLqqqqli5bYm5mXlJScvfeverqqi4WXXbu2vX48eMr/1yprKowMTHdu2fv4MGDW/xm2yvm5uaWll0rKytFJnYlUdBoNB8fX5sePdatW/cj+wfasSo+Pt55qsu2rVuXLVvenFRLLS0tNpv9p3cXCII4bK6Xt1fw1WAYhhEYKSou+vbtm52dnaenF4VCQYfhcLhFixdHvoyc4jJl8sTJVCol7GHY169fT58+g35kKioqPXrYhIbeWbdurZa29vv37z9/TqRSqPfv3xsyeEjPnj0BAJg8afKtWzcXL14c9fo1gUB4+DCMyawR+IiNB9gQBGGxWPV8UA6Hw2Kx6vlVixYuCg9/umDBfGdnZyqVdu/u3eLiogP7DwhT5Xg8HpPJrJsGV28eKpUqKyt37VqwvLz8sqXLhAogouT79zQul8fn89PS0wGJhM/nl5SUoP46BP18umh/8Pl8VCC3qKiIzxekO4vbIikj8ETg9ZDrgcdPCPpntugZsmWI2bm+dPlS4Inj/gf9zc3aobRHd6vuSV++/M0MgwcPHjly5MtXL0eOGtm3bx9/f//4+Ph6Yz5//kwgEMzNzIVbTE3NZGRkviQ1euivX5OqqqpsbGxu3rq5fMXydevXPXnyeNDAQfqN96zl8XifP3/29PJMSEjYsX375k1b4hPiHR0dnzx5vHnzJi8v77S071u2bG5BjA2CoLp6BFIHmsTdxAAcDjdv3vy/V4uVXgRaqc4uYQ/CRo8ZBfFhGIYJRHx5eZm7+5ppbtMyM39TKshisZO/JScnJwcFBUVERDQ/RKSvrz91qktXy640Go3BkJWTl+vdu8/Zs0Eh12/Ui0v1sOlx7er1Xj17hT0Mux4SIisre+niZSdHJ/SvMjIyHh6erlOnRryICL5yhUFn/HP5yo4dOxFEEOhCx2hoaJw7d97B0TE8PPzRw0cjR4465H9owoSJaKVCg8jIyDg5OfXp3afuxn79+jk6ONZT6NXV1b169dqECRMjIyMf3L/f2dj42rXrw4cPFw4wMzNzcXFRVlYWnvAB/QfY2zsIc+8UFBQ2bdpkYWGZkZ4urp9bSso3AAFgCMmRSIWjiBcRI0aOCAw8DoDAwYMHx44dGx0dDbQ73rx5M2r0qICjAbWpVyftRthFRkaK2yhp4nigIK52/HigsbGxqI+NiIorV64AAOA23e2/LcFX+g/oHxMTgyDI4iWLBVqsJ08g7QgejzdnzmxUzuNvKCgoCA29PX2Gm7KKkp6+nouL85XgK9XV1ehf165do6au+vHjR+H4799TO+nqzJ03B+ILxBR+JSDgCI1OHTJksLqGmm1vW2OTzhSqzMKFC8rLyxuzoaSkpGs3y066OsnJyQiC8Pm8CRPHyyvIR0ZGogPWr1+nqKSQmJj4p+8uNTW1rvFSx5Mnj5s4bxh1KSsrW7turQxF4EMQiHg8QfC42M2q66NHj5o4US9fRup00iaSBDGAUaNHoW0w2oiioqK8vDwIaviHU1KL8CUa0Ko3prS0tO6Y1qW8vLy4uLjFu/9qrSgZO24MetNZuGghImFERkaqqQseqHQ66XS37q6lLUjh1dPXjY2NRdoRb9+91dPXE/Th1dKw6WGDvk1tHa1Xr16J2zRJ4cmTJ55ennW33L59GwCAiZMmIAgSeCJwyNDB6E0QZc0adwAADvofFIFtOHHG1QKPHz4sEAcH2ikEAkFPXz8xMfEv51FVVXVwcLxw/mL8p4SRI0devXZ12jTXV69eon+FIEHlXd24PQ6Hx+FwglsO0PBCDIfDqalmFhUV37/34GXky49xn9auXXfy1Mlr1641YQafD/Xs2dPAQBCBg2GERqXq6ekKFY81NDQEpWp//uBuaGjYrVs3QGoZPtxOuCbVNBXS3JSsVZCXl/f18b106bKBob6wYvTTx/gJE8d7e3vX1AhWD3+lk65uVVUV+tXC4wWyIG1nobKysrq6emOrroq1CF9SKJRfk/cVFH52lG8L5OTk/iZJX4ylBhAfYjJ/1kdXVFSIcgnpt7DZ7N27dxXkF8ydNycuNu7N6zfR7z84u0zJSM/cs29Pu5Eo43A4vr6+GekZLlNdPkTHRL2Kiv0QO2OG24/sHG8fr45Wvf6nIAhwNuhsSEjI8WPiiKvVIgZ3DY2rnTgReGD/we5W3YF2jYmJSfynn/nLf0N5efnVq8ErVi5/+vSppqbmzBkzTUxM0T/RGQw+n19Tpycxm83mcDgMBgOHazj3gkwW1JdNnzHD2tqaSCRSKJT58+YbGBi8fNVUVBwEBYlxwis+jCB172rt5qLWdoTeCQ17GCZuK8TPxAmTQm/fGTVqFJ8nEAYjEPFMJnPzlo2zZ8/KymogCV1TQ9PE2AT9ftVTKcOQFoqKi4RSLFlZmRL16JKQkBD3MU7fQH/79h1KSkpkMllDQ8Njn6eiksKrly//0yKWcnJzc8PCwjQ0NTw9PDU0NMhksqqa2t69Hp10dZ4+Dc/Kaidvs414//7d9evXjgYcNTH5qW7Y/t01IpGYl5d///79Q4fac1xNSGejzukZGS12ZaqqqiIiItzdV3ftZrlk6ZKSktJly5a9ffP27NkgPT29nwk6evpcLje7TjrIj5wfTCZTX0+/sYdpTU1NAhGvXhv8R6FSqXLy8jU1HbF6UWQMHTI05Pr1ouJWU+eXXrp06XLz5s3NmzfRqDS0YhQEcdevh4waNer+/Xv1BhMIhLFjxgI/3TVxCr1itBguh6uioqqiqqKuoa6goMDjNdrvQfSUlJZWVVV17mykrKRcd02jUyddNptd1HrtNMQLi8Vi1jCVlJSE9w7B4q+OjqqKKovJEsY+MRqERqMfOXxEXHE18bhrNTXVB/0PjBgxwrp7+/fVBGkB2to8Pq/FP/g7d+5MmDg+9E7ozBkz7927H/YgbNXKVdra/1e/2aOHDYVCfVpHgyM8/BmBQOjZq5dwC7+244HQazQzM1NVVX339q1wQPaP7MyMDHShU8R8//49IaF+/YQUERERUVlZ2ZyR2traQ4YMDQoKanujpAAKhbJvn8f58+f19PX4PIETRiDik5KSpk1z8/L2qqfz3M3q53I5mnwlJpMxWo62tvbZs2eXLVu6deuWUydPq6urS87Z1NTQUFBQqG3V+l9wNy0tLeVbCp1OR7X32gF0Ol1JSbGgsCAhIUG4MSkpKTc3V15BTtCGB6NxOnc2MjJqWGmh3bprL168KC8vs+8wPXlUVFTodMbXr0kt293ExDgk5EZqyvc9e/b26d2nXr0YioWFxYQJEy5euBAQEPDx48czZ04fDzw2auSonj0E+gIAAFRWVi5avGiqq0tBYQG6xcjIyG2a28VLF319fWLjYl9Evli/fh2ZLOPq6tqEMWiesvBlvf45v7bTaSZfvnyOev0akFpu3bpZ1mzB/fHjx2dkZPxa3tthmTBhYlhYmIOjvbBitLKqYtPGTc4uzt/TvguHde5sbGgkeJYQKtNiSBc4PE5LU0tdXUNHW0dDQ0OiFL8sLS0HDhyYn1ewYuWK6OjogoKC169fL122pKamxt7eQUNDA2gXaGhoTJg4saigaPnyZVGvowoKCt+9e7d8+bLc3DxHR0edxlWcMAAAEFen3bqIWnBFW1v7wP6DTRS3tz/69OnzPvq9UJPzj6isrLp48cKZM2f+LzVM0DmbuGbNmm5dBSEHHA6/beu2oqLCDRvXKwh69ZQPGjhoz569Qt+Ox+elpqQWFxfyuD8XIAgEwoYNG0vLSnfs3OF/yL+mpkZBQeHIkSNNpBKCIEin04Wi6mh0hEb7L5WNRCLVZsvhOlqL9z8ynkajzZg+4/SZ0wcPHGyvqk5/iqmJ6cULl7x9vPz9/Zk1LEGPURwSejs0JeWbj7fv2LFj0XoUC3OL76lpWO6aVCOZqj0gCO7YvvPL5y+PHz15/z5aT083NTW1uqrG1rbXhvUbgPYCkUhcv359TMyHFy8ix4wZYyKQBU0tLyvvYtll08ZNkuCOSCO4dtzi3dzcokP5agIhpb79rl27ymKxhLKczae0tDTpa1Ktq1bXJ0CIRFLdQh4NDY0r/wS/f/8uNTVVX1/f1rZ33d+eooJiWFgYgiB1DVBUVDx54tTSJcsSPyfKMhi9e/dRVVVtwhJ5efmI5y/wtaC//IAjRxEElpH5OefChYtmz57TgvfY0ejdu/ez5+EhIdednV3EbYukICsru2+vh61t77Vr16R8S0WldL98Tpo8ZdLGjZtWr1rNYDCMBRm+d8XbpByjvWJhYXHjxk1fP9/nz59nZWVpamrZ2Q1fv259p066QDvCyNDoRshNb2+vx48fR0d/0NPTnTxp0rr1GzobGYnbNGklJzen3bprjeWdSHV8pWnodLqhoeG7d+9aoPjv6Og4avSoX7eDAFg30IUGzPr27de3b78GBoNgg14UCIJWtTTHEhAE64ny1zOAWEtzpsKYNXPW1m1bra1tGms70TFxsHcw6Wyybv3au3fvgThBKhuHw9mxY0dsTMyhQ4fHjB59+PBhCBYooonbUox2iImJyelTp79//15RUa6kpKSr+18+fntCT0/v+PHAFy8iBg8eEnjixMgRI8VtkbSCIMi9e3dFWYkiKQkE1dX/6VC0P3r37tO0RkZjEIlEOo3+6380Gg1bSpNeNDW1Zs2c/e79O3EbInGYmJqEhNzYuXMHgy7L50E4HA6Px4WG3hk5emRGRqacnCy2GIrRphgaGlpb27RXX02IlpagfkJLS0vchkgx4eFPKRSqjbVNx3LX+Hx+fn57axhaFzMzs+LiEqwJOoaQgQMHTnWZip2QXyGRSDt27Lx8+bJRZyNhxWhyUvKq1avYbDYEwViLQwyMv6SoqAhPwBUWCDqHYrSA6urq7Ozs4cOHi1KSRvzuWk1NzYULF4jE9pznqKGuIRDOeIdFUzD+A4uPNsG4ceMehj2cOGmCsGK0urqquro6IyP985fP2NcIA+NvyMzMAHFgJiaN2yLKy8uDgs7a2Y0ARIuY3TUul3vp0sVBgwYZGbbzVEcHe/vHTx41fzyf/59MWmlpaUVFhQRWVLUKgruxNKszoP0lW7x7Tk5Ou9HhbF0MDQ3Pnzu/c+cOKpX678IovrCwcNKkSbdDb4nbOgwMKSYtPZ3PhdLS0sRtiPRRXV19+fIle3t70QvyidNdq6mpOXPm9IABAwwNDbk8CWoh1xZYWnYl4AmxsbHNGfz582c7uxF+fn45uTm+fr7btm9LSUlpr8EYBoMhLy8PSC2qampEQstrLJKTk728vSSqhaLkQKPRd+zYef3adTNzUz5P4Bbj8fhvyd9cXFy2bdsqUY2MMDCkiOTkr4L//Sr4X4w/jauNGTNWT08fEDk48cbVBg8eYm7+s0d4u2fEiJH3fmmw8yvBwcHjJzhFRET4+Prs2rVTR0fH18e3R48e7bV4tpet7ZgxYwCpZdHCRU1roDTNoEGDNNTVjx472qpGtStGjRp99+69CRPGQ3wY7THK4/H27ts31dUl+VuyuK3DwJA+srMFTQvrti7EaBo8Hs/lci9fvmxvb6+vLwZfTWzuGhpX699/gJmZGdBh6NmzZ3FRUfaP7MYGFBcXr1u/bvoMt5SUVAIRX1xUzOdDLs4u9RQ02hk0Kk1OVq5154Rh+PnzZ/7+h27fvl1TUwO0JSoqKn+jYILH41evdi8sLDwbdLZV7WpXGBoYXr16bZ/HPjk5eWHFaNiDh6NHj7p27Zq4rcPAkCYgCKqsFESmq6ur2muOTatTVlp24cL5MWNGiyWuJh53DYfD8fl8NK5mYdFR4moo8vLypqamz58/b/CvsbGxkydP2r/fT5DIhQB8HiQrJ0ulUOo1T8T4LQiCHDx4wN7eYfXqVRMnTli1amVdSWEJBI/Hb9ywMTY25v6D++K2RXIhEAibN20ODg42MzMVVoymp2fMnj1769at7VsJCAOjFSkpKeHzBF4axIcKC7Hi0GZRUloyYsRIfX0xtNUWm7vGZNYEBQV1tLiaEGdnl8jIyHqKHnw+Pyjo7Dj7sRERLxBY0MTaxsZ6/fp1b9+8OXTocIN9QtsTHA6ndd2p5ORkH1+fmpoaAhEPgMDp02ciI1sietdMamqq/15qX05Obvu2Hbdv33r56mUr2dU+GTliZFhYmMtU558VowQ8m83at2/fhInjvyR9Ebd1GBhSQF5+Xnl5OQAAFRUVOTmiE+WXavT19Tt16iReG0TtrqWlpQ0Z0uHiakKUlJT69ev3z5V/hFtKSkqWLls6f8H8vNx8Gp06YoTd5UuXb98O9fb2MTMzb6/lBXV59+7dg7AHrThheXl5YUGRwFf7t6Fbm2Y4BQYGFha1whOqqqrq+nUbzpw9gzWAbxpdXb2zZ4I8PPcxGAzBwihe0LHqyeOn9vbjrl/HFkYxMH7Djx8/BCEDECivKP/ReHIOhqQhanfN2NjUqGO3J7MfZ5+YmPgjR5DjGRn5YuTIkSdPnDQyNFq6dEnE84j79x+4urqKvkJYjJSXlxUUFLTihGpqauoaamghIZ8PUWmU/v37A21Genp6ay1Yd+7cecWyFa/fvG6V2doxFApl08bNN0JuWHbtgn7QBCI+7Xu6q5vrhg3rMT1qDIwm+PHjR1V1NQ4HMmtYWdmYu/ZXtOcW7wRC+w8XNY2ysnLv3r1v3LjB5XD27z+goal+8uSJIYOHGHXU9pGonlZrzVZWVnb6zOnJk6Y8ex6emvpdWUluy9at3bp2A9oMAoHQikW71rW01mztm2HDht+9c2/jpo3BV4IBUJDKBkOwj49vbGysv7+/hUUXcRuIgSGJVJSXA4jgwgvDELoqitFiskXo74raXWuM9qpS0SCuU11HjBzBZrFPnTo1cuRIEqk9d3QQJQmJCYcPHRoxYuSkSZMqKitSvn3T0tLW1NQEpBMEQTrU76IF6OrqXr502cbGxsvTq6SkhEDEgyDy9Gn46DFjPPZ5uLm5idtADAyJY/z4CbJyco8ePhxuZzds6DBxmyPFnDp16nlEw7WD7bMJFUqHWr8gkUhLFi92cHSwt7fHfLXW4v6D+/7+B+fNmz958mQQBOXl5Hv27CW9vhoMw0eOHMbawP8WHA63ds3a69evd7HsIqwYzc7Onj9//vr16wWBBAwMjDp07tx5mus0y65dp7pMNTU1xc5Nywg8EXjj5o1BgwYBHcpdC74a/OLFC6Aj4eDgWFhYiGUptQpcLvfIkSOPHz3es3uvra0t0C7A4XDDhw8/efJERESEuG2RAoYMGfIw7OGMmdNhGBFI6RLwXB7H19fXcbwTVrqBgVEPLpcLQRDWTKXFHD9+7MaNG0cDjhoaGAIdx10LDg4+c+Z0ly4dq1ZURkZm7py558+fl3BJMMmnuKR467atLDbLw8NDemNpDWJubrFl89ZLly49fPhQ3LZIAVpaWidPnPL19VFQUECldAlE/IuIF/YO4y5fvsTj8cRtIAYGRnsg8ETg9ZDrAl/N0FCULq+Y3bVLly8Fnjjuf9Df3KxjuWu1XUQtrbp1CzqHadm3nMTExM2bN/Xs0XP9uvU0Gg1odxgYGOzZs+fe/bvHjx/HHI7fQiaT17ivvXXzdndrK2HFaFZm9sxZMy9evCiKDwwDA6NdczxQEFc7fjzQ2NhYxIcWp7sWfDX4xIkTB/YftLDo0u5bvDeIq+u0jx8/fuvYfQ8Faqcw3IId7927d+Dg/gXzF06ePBkQH3y+wC1ou/k1NDQ89nmWlZdt37GtuKS47Q7Ubhg4cOCd0LszZs6AYZjPh0AcoKKs0qZiLhgYGO0DBGj4Yo5WfZ04eeL6dUFczcTYROSmic9dE8TVAo8fPny4I8sWyMnJuU1zCzxxoiMHTjobG1t3/7PvAJvDOXT40LNn4fv2evTo0QMQK3Z2drIM2TY9hKys7OZNm7t3775ly5YfWFfmZqCtrX0u6FxAQICmhgaRSGSxWViDLwwMjBaDIMDZoLMhISHHj4khriYeIQ/URb0qiKsFHvI/3N2qO9CxGThw0Os3b85fOD9v7jygQ2Jm+mftyIqLi719vFVUVPbu3UelUgFx4+joKJoDTZnsbG5m0REaXbQKIAiOtBt58+bN3rZ9+vbrO326G0VGZtGixeK2CwMDQ3IBa//7lffv3zGZNUcDjorLVxODu4bH44POBR09GnD69BmrblYiPrpksnjR4o0bN1iYW/Tp00fctkg6Hz9+PBJweOzYcRPGTwA6Hl26YNKvzeX79+9+B/bv2b0X/VmtXbN28ZIlMAwvWrRYlELkGBgYUgSCAGBD1wcKhXLk8BEjI3Gq2YvOXUMvkTExH4qKCk+ePF3PV+vIMQM5ObmVK1f6+fkZGhqqqqqK2xzJ5c6dO3fu3lmyeKmNjQ3QseFyuSdOnrAwtxg6dKi4bZFQFBQU9uzeo6ysjL5cvGTJ3Xt3165dx+XxVq1cJW7rMDAwJBEmi0mn03/dbm5uLl5frc3dNRiGS0tKuTwugUCorKwAACD1+/ehQ4YlJMRHR7//zwg8ITExQfCvtkzZlmRMTc3s7R389vvt3bO3ownnZmdnM1nMpjM3ORz2sePHsrOz9u3dp6amBkgS0dHRZmZmDf7C2w4ikThyxMjAwOOv37yeO2euhoaGKI8uscAwXFBQgJ4NRUXFun+Sl5P39vIeNXrUhg3ruRzO6tXuRCJRfJZiYGBIItWVVfJy8r9uJxDE3wKqFSxgsdnMmpqMjIyUlG8QBDk6OglvXUwm8/TZ06UlpXg8/lP8R8HgGtahQ4cam6qyshLoqIwbNy4hMeHy5UuzZ88BOhJxcTE/cnKbcNcKCwu9fbw0NbX27fWkUCiAhHH+/Lm169aJ2F0DQdDY2Njb2+f69evbt28bP37C6NGjO3jHqvT09MDA4zY9ekyZPKXBAQMGDJw/f8Eh/0M7d+3kcDjbtm0XuY0YGBgSTVV1tY6Ozq/bGyv/l44W7xmZmfGfPn1P+15UWFhaVqqoqGhk2NnS0lJGRkY4hkajrVi+AqmltLR07769CAyTyeR6tbIgAEa+jEyIT6QzGEBHBY/Hr161et36dTo6OsOH2wEdhtoO740uhX/89PHo0YAxo8eMl9RktdZt8f5HEIlEV1fXfv36HT129M3bN1NdXMzNO5x+IQAA+fn510OuJcQnODk52dmNaGKk+2r358+fxX9K2LN3D5vN2bZtW93rFQYGRgenurpSQaGB6Fpj5OTmAJLprkEQVFxcHBEREfkyUkaGrNtJz8zU1H6cvZ6eXoOhQhAEhbV7dDr95ImTjc28YuWKhPjEDp4CTKPRNqzfsGPnDnV1DSypHACA0NDboXfvLF+2HKsgbgJdXV0fb5979+8FBASYm5vPmze/47ggLBbrdujt8PCn/fr18/Hxk5eXa3p8p06dNqzfOGfuHC6Xs/+AH4fL8fL0koRlDgwMDEmgqqparqHF0Aa5e/dOUVERICr+7Dr17du3Q4f8LS0t3Ve7a2hotKKMAp/Pb62ppBpdXd2VK1ce9D8YcCRAAhf+RAaLxTp+/HhuXq6nh6eaqmQlq0km48aOGzJ4SHz8pw7yU+JyuS9eRNwODe2ko+Oxz7P5NTouLi63Q29fv3adx+P5+x/kcNge+zwZHTiuj9ExaVNxb+mltLRUWVmpOSOvXbuqqKhkY23z5PFTQALdNT09PX//Qx3n2V0sdLfqzufxWib03z4QJKt5e2tpa+3dsxf7sjUfGo3Wp09f9N8IgiR/S1ZWUhaWRrYzkpOTX756tWjRIssuln+0Iw6H27xp8/t377OyMkE8GBBwFARAf/9DHTy0j9GhQGrFt7Fqm3pUVVXV1NSoqPz+2e/GjRAGgzF8+PCHD8MAUdHUFYrFYj1+/LisrEy4hUKhYLfPtiY/P5/OYLTLDpjN4UPMh42bNgwaPMh9tTv2ZWsxIAh+jPu4ddvWwMDjSUlJQLugpKSkoqLip7qymdmunbv+1FdDsbKyWrZsKQCCEB9WUlS0trHBfDWMdl0tygAAdHNJREFUDoWcrOzCBQvrVU9jfP+eqqWt/durQUhICJ1OHz16jIjPWKPRtXfv3p07f864s7Gtra1oTeroZGVldlhdhpu3boY9CFu5YmU3TEL5r3FxcRk0aFD4s/CTp06SSSQnRyer7t2l0gNGgJzcH7du3U76muS+2l1OTpCg9pcJZ4sXLwm9E/oj+0evXr162Ii5jxkGhoghEokKCgrYaa9Haup3PV09oBlxtZEjRwIip4FLXmVl5YED+//555+gc+f69e0neps6OFlZWZqamkCHAUEQPB7PZrMDjh7Jzyvw9PSUrvU7SU4B0dDQcJvmNmnipI8f427dunX1+jUbG5shg4doaWkB0kBRUdGbN68/xcfn5eX2tu2zb+8+1Ff7e2g02rmg8yQSqayszP+Qv8c+D0yhGgOjg5OS8s3WtncTA0JCQhgMulh8tQbctffv3/n4+N4OvQVDSGZGBuauiZ7i4hINzQ4UXZOVlf385cu2bVt1Ouns27ePTCYDUoUMhSLhgmcyMjK9e/fp3btPUlJS+LOnb9+9nThhIiDB8Hi8Dx8+PHjwoLSs1MjIaED//r1792n1uKChoSEAADo6OmPHjvXx8fHw8OhoCtUY7QwYhjkcDg6H+6OrKIfDgRFYhiwj4dextgaVG2tsaQsEwPv379f6aqMAMVHfXbtx4+aNGzfwBByCIIEnTkyePAXLRhQxZeVlJqZNSfy3MwgE4ueEhCnOLvb29oAUsmH9BllZWUAaMKtFWDqKIMiNmzeqq6t72PSQKOGY9Iz08PDwESNHdOvaTQTndrzT+MyM9KNHA1avdm/rY2FgtBGvX7/28/N98/aNnJyc8xTnZcuWq6ioNL1Lfn6+/8GDt+/crqmp6dXLdvny5YMGDuqwTlt+QT6IwzUWZU/6mkShUMTb9K9+Sp2bmxuNLpDnAHFgXFxs5MtIMRnWcamqqqLTRCqRL0Zu3AgJOhe0YeNGKfXV0GZH0iXcJbQWBEETYxOID12+fGnRokXePt4PH4ZlZWVVVVeJpjCZy+WWlpa+f//++PFj69avS/2eim437my8devWAf0HiMwPXrBg0Y8fP+7cCRXN4TAwWpfY2BiXqc5fkr6sXLly2NDhPr4+a9a6s1isJnYpLStdvGTRkaNHhg0bvmrlqszMzMmTJ7189bLDfjQZ6ekyMpTGyi/09Q3E3qC5/m3G1NTUwcHxyj9XCER8dVXNpUuXBg4YiAXYRAqCdATFtRpmTUBAQGlpibeXt5JSs3RuMFody1o4HE5JScmXpC8J8fF37twhkojm5uauU6ehamQIgrTiA3dWVmZycnJBQUFpWVlxcXFhYaGKsnJ3a+vRo8doa2sDYoJKpW7cuGnT5o3a2jrW1tbiMgMDox4VFRUlJSUGBgZNnBk+n3/g4AEej/fP5Svot1dLW9PDw8PJ0WlC42kPly5devr06dGAY7NmzQIAYMyYsSNG2l26dHHggIGN7cJisWpqapSVlYuLi9PT0xkMhomJCQiCpaWlqd9TZRmypqam0vsJfv7yxcLcvLFrnYyM+LN06rtrRCLRecqUO6GhLDYLhwcfPLifmppqZmYmJvM6HFwuFwBBqSzf+xPy8vJ8fLz19Q327Ba0tIcgqIk+VBIOn8/H4/FSvYJAJpM1axk+bDi6RFJYWCAMwqWkfNu/fz+FQtHQ1NTUEPyfhrpAIptEItHpdGHuP4fDYbPZUC1sNruqqqq6uqqqqqqiokJf36B79+61JZ5IfELC16QkZWVlI0OjYUOHGRkZSUi2ooqKypIlS48dO/pHorsYGG1K8rfkpUuW6Orpuk6dNmLEiAZ7E2dnZ795/WbEiJFWVlbolokTJh0/fvzp06eOjk4NXlqrq6vv3rljZWU1ffp0dIuZmdmd0LsI0lRY/c6dOxcunHdwdDh//kJ6ejqJRFq8eHHPHj12796d/C2ZTJKZ6uqydcs2ETdQbi0SExNXrFjxpyVlorzyN7CIY2c3wqq7VdSr1wQivrCg6OrV4J07d4nMoA4Oi8UCa3PDgfbLu3fvTpwInDR58pha3ZrIyBdFxcUSnvzeBAcPHnBzm96etFfUaxG+1Nc32LfPo7S0NC8vLzcvN/5T/JPHj5lMZg2T2cPGZtGixahM0Zu3b27dusXj8bhcLgGPZ8gyGHSGQEGQStXT00enAgFwzOgx48aOAyQS6+7Wjg5OXl5ee/fubcWWLRgYLcbY2Hiqq+vNmzfmzZ8rJyc3ZYqzg72DtbV13RWY9PT0svKyLl26CAXDtLW0tXV0kr5+rampaTCjID8/P+lr0jTXae/evQ0NvcNk1vTo0cPJaXzTldeFRYVhD8MSv3ye6uyyxn1N0Lmg7du3qampOjlOWLVq1a3bt7y9fbp0sXSb5iZ1n3hubi6HzTbQbyqK2SBMFhMQo7tGpVKnTnWNevVa8AIEgq8Gr1q1Sl4e02gRBRwOBwRBCYk3tAXXrl17Gv7U3X2NMLe9oqKisLAQkFqys7M5PA7QfiESiYLeCMrKxsbGTQzr17efjbWNDFmGSCI2MUzCBWnt7e1Tv6cGngh0x8oOMCQAeTl599XuixYuiomNuXf37vVr14KCgqy7dx89eszkyZNRyafS8lIIguomXZHJZAV5hdzcHA6n4UtTaWkpk8l88/bNleArioqKeDz+9JnTQeeCTgSeNDFptNCNgCcgMDBr5sxdO3cL1HDotOfPnw0fbnfokKApiIVFl4ePHsXEfJBGd+358+fW1jZ/uld8fPzDhw8BUdHwpXPSxEm6ep1gGMbjcWlpaSE3QkRmUAcHTfGW8Ftay6ipqfH29oqJ+eDl6VW3DhEEQeldCUU/LBCQ4pXQ1oJIJDIYjKZ9Nalg2dJleXl5t27dFLchGBg/oVKpA/oP8Pb2SUr6umnTxg8xH1atWnXy1En0rzAfRhAAj6tzFQVBAgEPQVBjNUOcWhITEj09vd6/i3775t3lS/9Ef/jg5eUJQVBj5x1BEBkKedjQ4T+tolDoNHpv297oDYvBYMjLyTGZoos2tRZcLvdDTPSAAQP+aK+Y2JjV7qvU1f5biGhrGnYLVFRUnJ1dYEiQYszj8kNCQqqrq0VmU0cG/XWBuPZ2+8/Jydm0aROdztizZ2+90hsYhnk8HlKHun+tu/1Px/w6TJA81dLZGhuDGt+qZwtDnBCJxPXr1t+/fz8uLhb7JDAkBA6HE/EiYvXqVUFBQXg8fsTIEUOGDEH/RKfT8ThcdXWVcDAE8aurq2k0emNlgiQyCQTBgQMHTnWZSiKRiESig4PDmFGj3r57W1xc3JgNCICQSCQK5WeujuC6B4K4f5Nc0euhNGbxJicnEwhEQ8M/WAmNi4tzd3dfuGDRnzp5f0PDAgQ4HG7KlCnnz58rLCjEE3DPn0dER78fMkTMVawdAdQvaGfRmrfv3p4+dWrixEmjR4/+9a8KCgqX/7nMrGEiAALx+SYmJsJqpvfv34eHP8XXk8kQuFzw2LHj0BAdm82+detWRkYGnvB/IToEQRh0xqxZs9AkpMzMTG9vLy0tLRKZXNe7giGoW7duwu5vz549e/fu3a9TEQgEJ0dHQ0MjNEv3+vXrBQUFeDyeD/FzcnMpMu2/krdDoaKismLFykOH/Pfu3deeshIxpA4ej5f4OfHxo0fBwcGp31ONOxuPHTvOxdmlSxcLPP7nhVFbR5tCpWRkZAj3EmSa5uZadu3WWNa/kqKSvLy8krKycCUHj8crq6hwuFwOh920SfUfTqX/YfXVq5c21jZEYnNVsmNiY1atWrls6fIpU6ZER78HREWjelHdrbr369f/5o2bIAhyOdxz589h7poIAGufTaT+61+Hq1eDnz596u7ubm5u0eCAXr1sN9DpbBYbBAEYRurG3jQ1NQcOHCRYbKyD4OQgiLB2D4/Hd+nSpZNuJ9z/P9UhACB4Zvz34ZJOpz8Nf7p61eru3bv/n7smmEpN+FJPT48sQ/51KhwIKij8NIxIJFpZWbFYTBAEEQRxcnT6rRwlhtTRtWtXR0enEydP7NyxU9y2YHRcviQlubpOLSwoHD9hvIeHZ69evX6VPTI0MOjcuXPEi4jikhLl2r++f/8+Jy9vwcJFwkYdMAxDEB+Hw6OZJxoaGhbmFgnx8ZWVlWgtQnV1dUJ8gqa6hqJix5JV4nA4MbExPt6+zRwf91EQV1u0aJGzs7OImxA26q7hcLgF8xfcvn27dm0OCAsL+5r81dREilVVpAIcDkQAABGJSGlbU1VddeTw4ZqaGh8f3ybaCZPJZOvuDStdadfS9FGIRKKlpeVvjRFcpfB4ExPT3r37NDHMoJampyKTyagsBUb7xsHBoVevnuK2AqNDoyAv7+3lM2TIEFQEsUFoNPrcOfPmzZ+7Y/v22XNmlxSXbN++TbdTp7rl9vfv3/f29lqwcMGM6TPRnrnz5y+YN2/u6tWrFixYCILA5X/+iYmNOX48sAkZDgRB6iXDwTD8f0+///9SKnj4MMzY2KQxddx6xMbGrFy1cunSZS7OLoDIaUqNvV+/fr169Xr79i2BgC8pLgm+cgVT9Ghr0NC0aDTl25QfP374+HqbmpitW7deEmSWc3JyiouL8/PzxW0IhqTA5XIhCCKRSE1Uuqira/x9T0YMjBbD4/Oehj+5ejUYAP9v1RHi86c4OwsdsilTpnz//t3/0MGbt26wWWwtLa1Dhw536tRJOL60tDQ+Ib5uDb6jo+OPnOw9e/bcvXcXBEE2m7158xYXl6lNGEMikRgMRt31UwaDIQzggSBIp9OlS4WqhlnzNPzpkiVLfzuSSCQmfk50X+O+cOEisfhqv3HX6HT6jOnTP0RHoymE10NCFixYiFYOY7QRYO0vQeoeUOrx+vXrU6dPTZ06dYTdCEAy+PEju7y8vLKyQtyGYIifmpqas2fPnDl7Nj8/z8Kiy7JlyxwdnOqtuf9KePjTQ4cOx8R+kJeXnzhx0qKFi7CLIUZbw2KykpO/lZSU1HuogPhQaWmp8KWMjMyuXbtcXFxi42Ll5OT69e1Xb0HD1dV14qSJQtcK9T9WrVw93mnCu/fvYBi27m7dtFIPAACzZ82e5jpNKPnWp0/fhPgE4Zzq6upvXr+VrjL/qFdRSkpKZqa/bwSQnJy8evWqRYsWi8tX+427BgDAOHv7g/4HU76lEoj4L1++PHsW7ub2UwQZoy0gk8gAgnC5UqzjdeXKPy9eRG5Yv0GiGpKkZ2TweVBlZaW4DcEQMwgA7N/vt3ff3gkTJrq5uYXevj1z1sxzQecmjJ/QxF5Pnj6Z5uqqoam5YvmKwqKigwcPJCYmXrxwkUajidB2jA6Hubn5zZs3ERipX36GCGJd9Qab1dLgPLV5vA2scujW0kxj6k2Cx+Prfv9BEJQucWkYhu/evbtg4YLmDM7Jydm4YaOz+Hy137trOto6jg6Ofn77BS8Q4NSpU87OLpKwttVeodFoMILUSKF0Ddqc/vCRQzXVNd7e3k2rY4uenJwfqJa3lJaaYzSHzMxMGp2mrKTcxJjEhIQjAUdcp7qeOnWaSCROc53m4Ojg6+M9oP+AxkpGSktL9+zZraOjc+PmTT1dPQAA1FRV9+7b++FD9KBBgxvcBUGQsvIyElHQp+vbt2/l5eV6enpofUxKSkppaamBgQFWoYLxW3A4HI2KPRK0CY8fP1ZSUrLsYtmslifW1uL11RrVXavLzJkzaXSq4CaHA2PjYiMjI0ViWAcFjSSzmCxA2sjKyty0eaOyssru3XskzVcT9E4oFyyDZmZlCbqyYrRTgoLODhs2bOOmjQkJ8RDEb3BMxIsINpvt7PLzsVNDQ2PSxIlJX79+TkxsbNqYmJjExMQFCxegvhoAAEuWLA0NvWPSeOkVh8Nxd1/t4bFv46YNY8aOGTtu7PgJTs+ehXt5eY4ePXqc/dix48aEhT1ojTeNgYHxx1RXV9+5e2fy5EnNHC8JjVB/766ZmJg6ODhCfEGHg+qqmkuXL/L4PJHY1kGh0WgVFVKWYvUq6tWu3bsdHRwXLlgobA0uOfD5/PLaU/r9eyqLJX2uMEYzsbd36NWr1+3bt/r262tnZ3fmzJlv377VHYAgSEJ8vJKSUt3mgF27deNwOMkp/zeyLp/iPxIIhM5Gnc+dO7d4yeKt27Z+/PhxyOAhdTur1gOG4aSkr/6H/F9GvtywfsPu3bszMzPHTxh/PeT62nVr9/sdKC4uXr9hvVS3X8OQXqqqql6+jGysRVVH4Oatm/r6+hYW//XXaRoJbfFeDyKR6DzF+U5oKIvNwuHBBw8epKamNic1D6NlKCsrl5X9l0Mq+Vy6dDHy5cv169Y30WxOvFRXVeXn56H1qh35CtXusbGxOXXyVFZW1quol9euXV+7do2amlr//v0nTJhoZ2dHJBIhSJCgTatFuJe8nByRSCxpXMw9Py8fgqBdu3ampKbq6xv8+JF95MiR1atWbd26rYmHEwKBQKfTjx49ZmVlJRCLfvvm5o1bu3fvGTtmrOCrmJPt7e2dkZEuVBDEwBAZHA7n/oMHnTsbN/HI0Y7JysqKjIz09Wmu1loTiPKG0qzelMPthnez6gZDCA6HKywouhoc3PaGdVxUlFVKy8oAaaCysnLP3j3fvn3z8/WTWF8NAICyiorMzEz0mRKLrrV7OnXq5Dp12u1bt9+8edvF0vLMmbMzZk7/Vhs8g2GYD/HxOHzdtrx4PB4EwSZaJXI4nNKSMgKRGPni5YuIFx/jPo0fP97Hzyf8WXgTZkAQZGnZVdgel0alaetoW1p2RV+qqaoLFMixpXkMcSDtnZr/Bj6fH3gicOKECU2ogTaT5OSvHz99BCTKXaNRaa5Tp/18AQLBV4PLy6XDn5Da6JoUnN6MzIzNmzepqant2LET1cWWWCoqyvPz80GcIOCRm5srbnMw2pyCgvxTp0+tWeP+4UO0nr7uzJkz0V5SgogXg8HmsNl1Ou0wmUw+n9+EDCmJRMLhcYsWLjYyMiIQCAoKCkuWLKHRaG/fvm3CBgRB6HSacK0EQRA8HvffSwAtecGqXjAwRErEiwgulztsuN1fzhMf/+nVqyg0di5B7hoAAJMmTdLT14VhQQZbWlpayI2QNjas46KsolxWR1BHMomMjNy5c+eECRMWzF8g+U9pNTU1lRVVOByOz+dnZv7XWQ+jnVFSUnL//v358+d1seyybds2HA63fdv2D9Ex+/0OKNb2EMPhcAb6BqWlpUV1ksbS0tNrFQ1+lhH8ipaWFlmGVHfVUk5WlkqhMmt+W8GNeWMYGBJEXl5ecPCVRQsXkf5O4CIhIeFVVNTMmTNlyDIS566pqKhMmTIFhgRPhDwu//r1kOrq6ja2rYOira2NJlpJLBcvXgi+emXL5i1Dhw4DpIGC/AI0vMHl8JKSvorbHIy24vTpU1OcJ7+Pfr9+/YawBw/u3Lk7Z87cej0W+/frx2TWvHjxs8IdhuGnT5+oq6sJVy0RBOHxeHz+f4WlVlZWZBL5fZ1ezt++CcQ49PQa9fAwMDAkDS6X67ffd/z4CUZGRn8zT3x8fFTUqzmz5hAIBFG2IGpuER8Oh5syxfn8+fOFBYV4Ai4iIiI6+j3W9L0tkJOVo9Hp2dnZOjo6gIRRUVHhf8ifz+d7e/k0sXgkafD5/M7GnQsK8hUVlHB4LODRbrG1tX327LltL9smxvTr13/I0GEHDu7vpKtjYmz68OHD27dvr17tbmhoiA7IyclZsXK5mqqar68fWr1va2s7atRoPz9fRQVFGxvr3Ly8bdu2GhoaOjg4NHGgev0T6/Vb/LX9IgYGRpty7lyQiooqWuvTYhISEt6+fTtv3nzRayD8wfG6W3Xv16//zRs3BRmyHO658+cwd62N0Nc3SEpKkjR3LS09zc/P18amx6yZsyR/AbQu48aNs+puNW/evG3btvW27S1uczDaisLCort37xxBDgu65v27EUFgOVm5LVu36mgLflA0Gs3Px3fJ0iXz5s2Tk5OrqKhwnuK8ds1aYfEBm81OSkqqqqoSBthoNLq3p/fS5UtWrFyuqKhYXl5uaGh05EiAlpZWE8bQaDRhux60TRCdThfmrqHtF6Xrd4SBIb1ERUV9+vTJy8v7byaJj49//Tpq5sxZYtGr+oND4nC4BfMX3L59u7a1JRAWFvY1+atp40KRGC3G0MAwKenLiBGS0nATAIAXLyIuXLwwzdVt6NChgLRBpVKNOxtTqVQ9PT0pCgpi/CkFBflJX7/W84FgBFZSVORx/1OLNDMzf3A/7PXrqJzcXHMzc2tr67qFogYGBjEfYkEQrNusupNup5s3bn348CElNUVNVa1Pnz5Nl9dQqdSwB2F16++8vX0gCBI6cK5TXSdNnCRd/bAxMKSU1NTUU6dObtmytcXXfyKBmJKSIq64GsqfHbVfv362tr3evHlLIOBLikuCr1zZuXNXm9nWcdHW0X779o2EtEtCEOT8+fPv3r3dtGmzkeFfLfmLET6fjyBI3YQkjPbHwoWLZs+e82t3RRwOV88xolAow4YNb3ASHA7XYOtDIpHYp5Zf/8Tn83+9gtcNrQnaAZPJ9WbDuvlhYIiAwsJCHx/vuXPndu7cucWTpKamvnr1avr06WLUgW9uqQEKnU53c5tOwOMFaw0Icj0kJDcPk0VofdRU1SAELi8vB8RNeXn5zl07MrMyfX39pNdXw+ggkEiCHp102v//R6dTqdS68bNWJ/xZ+PWQ6203PwYGRsuoqKjYuWuHo5PTgAEDgb+AzqBPnz693jOYiPnjS5iDvYO+gb6gJxUB/+XLl2fhTQlFYrQMZWVlGIKLG5dZFw3fv3/fvGWTrq7etq3bJKFjGgaGZGLd3frJkydNy7BhoOqskrBigNFB4PP5Hh4etr1s/7K8AL0pi72/4h8fXltb29HB0c9vv+AFApw6dcrZ+WezZIzWDRLk5ub8TfD2L3n+/Nn58+dnz5kzaOAgcdmAgSEVqKiorF612tfXR0tLq60rhJhMppQ6PXg8nsvlcjhcLpcryqpYBEFIJBJW1dHRqK6u9vD00NXtNHPmrL+frbGeoaKkJd7izJmzAk8EslgsEAfGxsVGRkYOGyYd+ltSRHer7h8/fRw0aLDoD40gyLlzQTGxMdu2bReqG2BgYDSBmZnZ1Kmu3j7e3l5eNFpbhaJzc3N37tqBw+Gk8QmZSCDGfYyjUqhv376B4EZbfrU+iCBTcMHChVhhXMehqqpqz57d+vr6CxcuatMDSVaL918xMTGxt3e48s8VAhFfXVVz6fLFgYMGEgnSd/mQZAYMGBB6J5TL5ZJIJFEet6yszP/QQRwO7+3lU7cNNgYGRtPY2dmlp6f7+/tv3rylLS7iMAwHnggcNHDwmDFjpLJdAgKcDTqrqqIybpy9KO0HATAhIcHb23vjho2S3NoYo7UoLCzcvWd3nz59prn+2zyzzWCyftvaRKzuGpFIdJ4y5U5oKIvNwuHBBw8efE9NNTU1awPzOi7y8vIa6uqfPn3q2bOnyA6akpKyf79f3759p0+fIY2rLRgY4mXWrFm79+y6EnzFdaprq0/+9OkTNos1efJkET/CtSI0mqD04+9ba/8pAwYMkJEhe3jsW7Jkqa1tUyrKHQQqlUokEhusgJZ2srKyPDw97OzsJk6Y2NbHio+Pf/jwISAqWlgtZWc3opuVFQwhOByusKAoODi4tQ3DAHr1so18+bNVjggID3/q5e3p6jptxoyZmK+GgdECSCTSurXrX7x40eq/3Pz8vCtXrqxYsVJ6fTU00UJcOUA9e/basGHj6TOnQkMF0qEdmaSvScHBwYmJCVevXk38nAi0IyJfRm7fsX3ypEki8NViYmNWu69SV1MHJNxdo1Kp/z0+gkBwcHBZWVlr2oUBAGbmZnl5eUxmm8daEQQ5ffrUjZs3t27dNnDgX1U7Y2B0cOTk5FavWh0UFJSVndVac/J4vP379zs6OWlra7fWnB0Qc3PzPbv3Pnv2LPBEoCRkjouLkJCQOXPm3Ai5uWDBgn/++QdoFyAwfDbo7NWrwZs3bWpMUrEViYuLc3d3X7hg0YABAwBR0XItokmTJunq68IwjMfj0tLTbty80aqGYQCddDqBAJCRmdmm56K0tGTbtq0FBQX7/fbr6+lj5x0D4y8xNTWdMX2Gt5dXZWVlq5zM48ePqWtoODk6YR/NX6Kuru7t7VtcUrx9x7aioqKOeT7V1dVBHIjDC+qL1dVFFxxqOwoLC7du3/bjxw9vLx9j4zZPT4yJjVmxcvmSxUumTJkCQZAUuGsqKirOU6bAkEB5n8flX79+vbq6ulVt6+iQSCRDQ6PEhIS2O8S3lG9btmwxNjbZvHmLeAUAMTDaE0OGDLGysjp85PDfT3Xn7p2MzIylS5YC0k+9tvdiQUaGvHnjZhNjk02bN0ZFRQEdD00NDRqNBsMIhSqjrSX18drwZ+GbNm3s2rXr9m3bRaAPGvdREFdbtGiRs7OziAU+Wu6u4XC4KVOc1dRUIT6EJ+AiIiKio9+3qm0YwLBhw6JeR7XRF+LJk8ceHvvc3KbPmNEhCgt4PJ4o1Z4wOjjz5s3ncjgXL15EJaAQpCXfvfj4+Nu3b69Zs7Z9dBe1tbXt0sVS3FYIbl5ubtPXuK+9cuXKgQMHWisIKi3o6OgoKSkCiKCgTVe3EyC1ZGVl7tq1MyzswcaNm5ynCJyntiY2NmbFiuWLFy+e5uoGiJy/aszS3ap7//79EUQgPcLlcM+dP9d6hmEI6Ny5M4lEio2Nbd3TAcPwiZMn7t69u3PHzn79+nWQcz1s2DBNDU1xW4HRUQBBcO269R8/xu3bu3fcuLGvXr360xkKCgoOHzm0bNkyLU0toF3Qw6aH5EhpmJmZ+fr6UqiUDRvWv337BugwqKury8nJAQAgKyurrqEBSCFcLvfGjRt79uwxt7Dw8fYVgZ48kUhM/JzovsZ94cJFLs4ugDj4q6YKOBxuwYIFt27fFjQjxwFhYWFfv341NTVtPfMwgFEjR927d7d79+6t1fSwpKTkwMEDFArFy8u7XRZyNwiBQNi8aXNHCCJiSA5kEolCoWzbvg1BgF27d9+7e6/5QTIul+vr5zNmzFjr7tZtbGbHhUKhLF60+NOnT2eDzj4IC5s8abKlpfiDf22NsrIqKrNMIBDU1NQAqQJBkPDw8LCwB3Q6Y+/efSKzPzk5efXqVYsWLRaXr/a30TUAAPr27Wdr20vQQhSPLykuCQ6+0kqGYfykR48excXFObk5rXJGvn79umnTJnNz861btnYcXw0F89UwRMzXr18PHDyAAIAgXeT589OnTzV/36NHj6qrqY93Gt+WBmII6Natm/9B/969e588ddLL2zMvL699nxccDmTQGYK25TQ6AS/mPpjNB4KgN2/erFq9MuJFxFRX1127donS18zJyZk3d54YfbVWcNfodLqb23QCAY8K6ly/EZKXl9tKtmEIkJOTs+jS5fnzZ39/Oh4+eujr5ztr1iwRaD1jYGBYWFj4+e6n0+kwjMAwfOjQoS9JSb89LQiCHD58uKS0ZNWq1dgzhmgAQXDM6DG+Pr66unq7du/09z/48eNHoP2iq6cHAEAnXV1AGmAymY8ePdqydcv1G9dnzZy9Z/eeHjY9RGyDtbW1s1h9tVZw1wAAcLB30DfQFwTYCPgvn7+Eh4e3hmEY/+Hk6PTy5Ssul/tX7WsCA+/dvbtj+46+ffu2m5PL5XJZLBYE8Zu/CwzDLBbrb04mBkYzIRAIS5YsOXjwoIyMDAIAqanfvbw8f7tXYODx/IK8TRs3EQjSEfnIzc3dsnXzhw8fmjM4Ojp63fp1s+fMPnL4iKRJacjIyEx1meqxz1NLW/vyP5fc17hHRr4QgfKl6EGTvYzbPuXrb0AQ5MePH4GBx93dV8fEfHBwcDjgd6B79+5ieYYRQc2pKNw1bW1tRwfHny8Q4OSpkzwe7++nxRCirq5uZGj4+Mnjlp2ToqKizVs2l1eU799/oFMnKa4DqguTyTx02N/Wtpe+gd6IESPu3L3TnKrPZ8+fOTg6GHU2tLGx3rZta7tf9cCQBObNnXci8ASa3H3jRsjNmzebGBwQEJD9I3vXzl1S1LH36tXg/X77MzLSfzvy8uVLY8aOvnX7Vkpqys5dO53GO6alpQEShqKi4uRJk/ft9Zg2bdrjJ483b950/PjxV69e1dTUAO0FQ0NDIolgZGQESCQZGRmhoaG79+zat28vlUrdtWv35s1b+vYRZ6ChMX0GSW/x/iszZ84MPBHIYrFAHBgXFxf5MnLY0GGtMjMGip3diMv/XBo5YiSaItp8kpKS/P39Bw0a5Ora+k0MxQUEwfsP7N+7d4+Tk5Ob2/Tbt2/NmDnj7JmzE8ZPaGKvx48fT3Nz1dLSXrFiZX5+3kF//+RvyadPnZGVlRWh7RgdkenTpxOIhPnz59dU13h5efbp00ejoYq8EycCf+T82Lp1K5Eo/k5TEATh8fgmBhQWFgYHB8fGxd4JDQVAgED4zaUpPT19+47tFuYWQUHnNDQ1Hty/P3/BfB8f7yNHAppzWYNrEUYc671sdUgkko21jY21TVpa2oeYD8+fP7t8+ZKWttbQocNMjE2oVKpUC1V20ukEw7COxDy9IwjCZNbk5eVHRUV9iIkmkci6up0GDRzUr1//P73liRgOhyOyY7XOd93ExNTBweGfy1cIRHx1Vc2lSxcHDhxI/N2vF6P5dOvW7eq14Ddv3vxRk6iwsAfXrl1btGixFHU1zsrKolKpysrKTYxJSPh05MjhqVNdT544SSKR3Nzcxowd7e3lNXjQYEVFxQZ3qays3LV7l7a29p3Quzo6OgAAqKmp+/r6RH+IbuzRAkGQ8vJyIpFIp9O/fUsuL6/Q19dXUVEBBKtaKaWlZcKXGBi/ZarLVBKRtGDB/OjoD4cPH/b0rL8qeuz4seysrN27dktIV9CzZ88kJn6eOHGCjU2PBkN9xcVFt0NvVVZUysnLcZqRXfDw0cOcnBz/g4f09QXdUyZMmHj//v37D+6vXr3axKRhPYGSkpLTp093725VVlYedC6IxWI6OY2fNXPW8+fPzgYFVVRUjBs3bt7ceUpKSkCbYVALDMPl5eVxcXGPHj48f+6ckpKSkrKyupqarp6+poaGfC2tVbwvAtTV1SE+LN6WBtU11VmZWZmZGTk5uSUlJYVFhTwu16ZHz5UrVmlqakpFJVxy8tePnz5KmbtGJBKnTHYOvR3KYrNwePD+/QepqalmpmatMjkGAAB4PN5t2vTAE4H9+vVr+pEXBYKgEycCv337tmvXbulaAD1z9sytW7fs7e1dnF3Mzc0bfLOvXkVVVla6urqiNzY1NbUpU5x37dr55cvn/v0b7uD2/v37pC9fPD09UV8NAIBlS5f1trVt7D4BAEBVVdW69evk5eXJJPLVa8EVFRWmJqZ79uyJinp97vy5isoKXZ1Oe/bsHTVqVOu9e4z2zMSJEwlE/MwZMwOOHhk/YXyvnr3Q7QiCnDx5MjMjc9u2bRLiq9WuCSrdv3/v/IVzXSy62NvbT5w0ydDAsO7Sj7GxyY2QGyAInr9wYeuWzU3rACMI8iE6Wl1d3dTsv/tC3759/7lyOSUltbGfYVlZ2cmTJ3B4HAjibHvZ5ublbtq0MezBg4zMDGtrGwBANm/eVFJcsm/fvraOweBwOEVFxWG1QBCUkZGRlpb240d21KuXVVVVTBaTyWSBAo0MZUUlJRKJiMfhm3OhFgsgiEMrAoODg3U7CcJsojw2i8UqLCgoKi4mEolKiooKiorqaupmZmZ6+nrSpS8YH/8pOvqDlZXVy8g/llRsGa0WSbazs+vWrdvr128IRHxRYVHwleBdu3a11uQYAABYWlrq6OjcunVr0qRJTZ+QwsLCgwcPyMnJe3l5S50Yur29fW5ubkjI9UOH/G1tbae6TB00aHA9FcT4hHhFRSUjw/8SLywtLWEY/vr1a2PuWkxMDJVG1dPXP3/h/Nu3b1RUVOyG2w0ePKQJSyAI+vr16/v373r27Llp4yY+H9qxc/v48eMNDQ3d3d0pFMru3bs2bd7YtVtXTH0Xo5k4Ojj988+V6TOmr1275t7d+7KyspWVlQcO7gcAYPfu3WQyWXLO5MSJE0eOHPn06ZNr168fDzzu4eU5fNjwKVOm9OvTV0tbGwRBAoGgoKDYzCxsHpeXm5urpKQkX5vDh6KpqYkgSG7jYgI4HA7EgdVV1VevXhs4cGBBQcGIkXYvo15duXzFycmJyWROnDTx3v17K1eu1NIS3Z0ej8cb1oK6oWw2m1cLk8UsKiwqKyvlcnkQxIdgGJDIPvKCKCAIGJsYa2pqqqmpQZDo3DUEBCgyMgP6D1BVVaXRaFQqVXKeT/6IhISEV1FRC+Yv2Lz5KyAqWs1do1Kp06a5vX5dqw0NAlevBa9atUpBQaG15scAAGDSxEkHDuwfPny4vLx8YyckMTHx0CH/4XZ2omnK0er0sOnR42SPzMzMN2/e/HPln7Xr1mpoaPTt03fy5MnDhg1Hn6GLi4sYDEbdBRpZhiyJRCosLGxs2oKCfB6Pt2f37vSMdH19/azsLH//Q2vXrN20aVMTz+U4HKioqHTkcIC1tUCq9PXrqGvXr3l4eoywGwkAwI/s7EOHD2VkZGDuGkbzGTNmzKVLlyZMGH/q1ElnZxdvHy+rblazZs2WwGAMnU53chrv5DQ+LS3tVdSrU6dOTpvm2r27dfCVYNRZQWlOeIYP8dkcNolErvs2yWQyCOLYLFZjeyEIAkHQ0GFD0eYrcnJy6urqFAp15EjBD5BKpZqamn79msRmNzpDWwOCIKUWAACUACUd7Z/BewkHAZChQ4fq6epJ0QKu5BAfH//6ddScWXMIBIIoY5Ot+VFNnDhRT18XhmE8HpeWlnbj5o1WnBwDAAAjIyOjzp3v3bvX2Nm4d//eQf+D8+cvkFJfTYiurq6Li8ud0Dvv3703MzM7ezZo9pzZSbWaVYIrOB/C1SIcj8cLXvL5DSt6IAjC5XILC4oIROLLyFcRz1/Effg4YfwEXz+fp+FPmzADhuEuXbpYWHRBX9LpdC1NrW5drdCXqqqqgvZrmCYIxh8yetToWzdve3p7LVq8yNHBce7ceRLoq9UFBAHB/wn+a2G8CI8nkMlkHo9b90fK4XBgGG56BQCHw6mrq6PnR1Cdhwh+hsJHLDwe8zZaAgiABvoGmK/WAhISEt6+fTtv3nwZiqhXrlrzu66iojJlyhQYQkAQ5HH5169fr66ubsX5MQRFuDNmPo94XlxcXO9sQBB89GjAkydPdu3c1avXz5wYqaawsPDkyZPua9xjY2M76epMnz4DXe8AQZDBYLBZLA6HLRzMYrF4PJ5snXWWuoAgSCSRSGTS4sWLDQwMCASCkrLS8uXLSSTSmze/6RVIo1GFtwQEQXB1bg+NlXZjYPwWJpM5fOiwVStXDR9uJ7Gnq7q6OjT09jQ31yFDhy5bvlRVReXypSs3b9w0MDD406lIJKK6unppaWndm0J+QQEIgmq/SXiv9RXrgEqy//vvPzUEA6PlxMfHR0W9EhR6i0MTsTXdNRwO5zzFRU1NFeJDgqYrEc+jo9+34vwYgni7ktLQIUPPBp2t6ysUFBRs3LSBxWL7+fppa2tL9YkqLi5+EPZgztw5XbqY79i5A0GQnTt2xXyI9fH2EdZ/GXXuXFxSXFDw39JnRmYWj8czMPhvgaYeWpoaVCpFpU7Bqby8PIVCqanBnigwRAqLxfTz83v//t2x48eHDx8usWf/5s0bVlbdZs6amZGRuWjRopgPsSEhN5ydnXV0dFqgNQWCYK+evfLz8798+SLcGBUVpaKiatJZUpq+Y2A0BpFATElJQeNq4tJwaeVIspWVVf/+/RFE8OPkcnjnzp9v3fkxAAAYP358ZkbGu3fv0LORkJCwbdvWnj16rF27VsIlaprDqVMnJ02aFBcXt27d+rAHD+7dvTdr1qx6uh69e9vy+fxnz/7rn/H48SN1dQ1Ly5+rlgiC8Hi8ussuNjY9EQSJjYsTbvny5UtFRUUTHh4GRquTnJy8fv16Epm0e/cexdo8fYmlorJy8uTJTx4/fRn5cuOGjUZGRn/kpWVnZ+/z2BcaGircYmc3QlFRKSAgoLCwkM/nP3369M6d0OHDhxkaYb9BDEknNTX11SuxxdVQWvnAOBxuwYIFt27fRhAExAl0v75+TTLFFD1aFSqVumTJ0iNHDpubm798+fLGjZClS5fZ2NgA7YK+ffs9C3/Wu3fvJsb06d13+HC7g/4HtbS0zcxMHz9+fOdO6OpV7rqdfrbAy8/PX7hooaaGxsGD/uiTUJ8+fUaOGOnj462kqNS9u9WPHz+2bdtmbGziYO/QxIFgGK4bxUQQQefHxl5iYDQBl8u9Enzl5cuXM2fMHDCg4fplicLW1lZFWaWsrCwsLAyCIXQjgiBkErlv3751xaV5PF5NDbNe5mhaetrWLVunOE9xdPzZ86Zz58779u5btXpl7z699fR0o6OjzczMN25oqtYHhmEmk8nl/qdEymKx+BD0X/Ybl8NkMrGfIUZbQ2fQxeurtb67ht5ubW1t39QqepQUl1wJDt61E1P0aGUsLCz69es/zn7cwAEDdu/Zqy3CIva2pqAg/87dOwEBR/7LT6nV1FBWVt6wfgOqIScnJ+fj7bNw0cL5C+YryMuXl5e7urq6u7sLM2e5XG5S0hdmTY3wOi4jI+Pl5b1y1Yqly5coKSqVl5fr6xscPXxMKMP2KyAI0mi0unFvGRkZOp0ujDGQSCQGgyHhSeIYkkB6evrhw4dU1dQ8PTylRVo5JCRk165dOBxYN6gm+CWqqDx59KRr167CjaNHjb5582bPf2XkUCwsLG7cvFHv9zVjxgw9Xd2bt24WlxRv37Z98uQperW9xhtDQ0Pj7NmzQjkuEom0b58HgiDCH92CeQvGjh6joaHZSm8aA6NhlJWVxd7Dt/UPT6fT3dzcot+/RxNCQ0KuL1q4EPs5tS75+fnfUpIrKipGjhrVnnw19K19TUrGE/7PB4IgqKa6pm67DzMzs7AHYW/fvs3NyzUzNbO2tq5b5dSpU6dPH+NBEKxbdKavr3/zxq3o6PcpKanq6uq2trZoG8fGkJOTuxN6F9WXQrd4eXlDECR04KZPn+Hs7CJ1ynYYogSCoNA7offv33dxdrGzk9yqgl+ZN3femDFj6i2AIghCJBDr6SDq11Jvd2Ul5V+bwoEgOGjw4EGDBzfTBjqdPnrUaOFLPB5fLzDZtZZmzoaB0WIkobCsTbxFB3uHgwcPpqakEoj4L5+TwsPD3dymt8WBOiafPn06fOSwo4PDdLcZvn6+ll0sm5BhkzoWLVo8Z87c/y8FE6gH4HC4eo4RjUYbNqzh/lEgCDbYw4RAIPTp07dP81oFo4pKdbfUUzEl1tKcqTA6JnEf486fO6+gIL9zxw4dHWlqLoJq2GpqYlErDIymkL4W7/XQ1tZ2cnTy8/NDX56sVYPEbmytwu3QW/fv3V+6ZCkq3Dpo0KAjRw5v2bK13SjokGoRtxUYGH9FRkb6P//8k5uXN91tuhR17MXAwGg+VVVVb97+RgqqFWmre/yMmTPoDFptwQEYFxcX+TKyjQ7UcYAg6NAh/8gXkbt370Z9NQAAJk+aXF1dffPmTXFbh4GBIYDJZJ08ddLL28vY2OTA/gOYr1YXNpuNyUpjtA+qqqrc17jn5ORIvbtmamLq4OAA8QUdDqqrai5dusTj89roWB2BvLy89evXIQji6+tXNxGQTCZv2LDxydPHr6OixGqgpAPDcFhYGJPFFLchGO0WBEHuP7i3dq07h8Px8PCcNGkSFieux+V/Lj969Eg8Hw8GRutRUVGxfMVyBoNhP84ekHZ3jUgkTpk8hUajwjCMw4P379//nvq9jY7V7omLi922fWv//v1XrVr9ax2ioqLi6lWrT546mZGRLiYDpQAIgnz9fLOzs8VtCEb7JCEhwX2Ne/T76GXLli9ftlzCNdXEBYfDqavKgYEhjVRVVa1cuUKWIeuxz0OUkrltmPBkZzeiW7duMITgcLiiwqIrV6603bHaMbdu3ToScGTp0mXjfymzEmJqajZ79hwfX9/y8nLRWic1CPpQEYmYPhNGq5OZment7X088NikiZN27thlbm6OneQmfoaiTM3GwGh1Kipr42qyDD8/PxkZGaiOCqAUu2tUKnXatGk/X4DA1WvBZWVlbXe49gePxz1wYP/rN6/37fXobtW96cGDBg3q06ePr5+PKL89GBgdmYqKivPnz+3du0dPT/fA/oP9+vWrX9GMgYHR7uJqDAbD29tH9KkObVtOOHHiJD19XQgSZLClpaXduBHSpodrT+Tm5mzctAmHw3t6eGpoaDRnl+lu0+l0xvHjx9veOoz/tXceYE0lbRs+6Qm9g1QpsgpiwS5dbKjYQV1RsYt9xd5dxYKgoggoKAJSxAJr77iKggrSEZAqoHQIJCH9/FcSP5ZfyUncjYQy93d910p4eWcyp8xznpkzAwF6M1+/fr18+fKOnTuampq8vU+C5fcAgJ4NBoOhUCgbNm6Qk5P39fGVIXWwUFT3lmvq6uqurq4wF0ahUCwm+/qNGxQK2FFbNKkfUvfu22tna7t58+afWkl508ZNX75UBocE/5ejBgAAhFFVVRUQGHDg4AEWm7V3z95NmzYrKyuD5gIAejZkMnnrtq3y8vLe0vDVOkOuodHoea7zNTTVOWwOBotOSEhISXn/S0vsAVy/cT0oKHDTps3Tp3/ba098ZGRk9u7dV/jpE1BsAIBkyc/P9/M7c+DAfhKJeNL75OpVq3V1dUEjAwC9gffv38vIkHi+WkcLsHcOv3xt1SFDhlhb28Awb5Ipi8kKDQ3tMAzMPxXslOzr6/P2bfLhw0cGDxr87xpcRkZm3779RYWFIcBjAwAkQVFRkddRL96mnxqaJ054L3Vfhrx9GQAA6GGYmpp6HTkq3aV5frlcQ6PRq1etQmPQ/CVzoQcPH2RlZwvWKGqD9+P/tuLutVRWVm7bvpVAIJw47q2lqfVfUsnJye3ff6Cg4FNwMBgVBQD+PYmJiV5HvXx8fQaam5886bNgwYKetOEbAAAQE11d3c5cs6NDOmOH+bFjrUaOHJGc9BaLwzQ2Nrq5/a6np8fh/KPPMGh0Tk4OBEFsNhvqlaSkpAQGBc6YMWO683SJJOR7bPuOeB0JDr64cuUqieTs7mAxmB6zVRfgl9LS0pKQ8Pzxk8fKSspW1tZbt24jgI3RAIBeDNxTt3j/Djk5OQ+PtS3NLXn5eSgUKjMjKzMj67sYFL8bbaX1xkXnr1+PffT48eZNmy0sLCSYVl5e/sD+A0eOHD5z5szatR54/P/bnry3AcOwoaEhsEYAyOQX5D979iw7O8tA32Djhk0mJiZA4gMAgB67xfuPzJ83H41CLVq82NHRcfu27TD0/4QqCkL5nz935/ZdhV42I4TBYJzxO9PY0HD0iJeGpqbE8wvmsfn7n9u3b9+uXbt7s1hBoVBYLBZMkQR0CI1Gzc7JiYuLo9GoI0eM2rt3n3a7rd4AAADgR+h0emZWJtTD5Boej8fh8BDMGwCeOHHijwH37t/rIn5jp1FeXu57ytfExGSr59Yft5aSFCQSadu27TEx0Tt37fT09Oxn0u8XFQQAdEeys7OTkpOys7KIJNJ05+mWlpZSn6ECAAC6Pk1NTdeuxaipqfU0udYmxTpcc5/NZn8qKIB6E+/evQsMCnSZ6zJlypROKG7+/AU6OrpeXl7Lli2ztbHthBIBgK4MmUx+/Trx8ZPHeBzOwmLQ5s1/GBoaSrtSAACge0ChUMLCr8ycMau0tLQHyjVhUKnUa9eu8UZEew0xMdHPExK2em41NzfvtEJtbGy0tbV9fE5+Litzc1vUaeUCAF0HFov17t275LfJhZ8+GfQ1WLF8Zb9+/QiEXj2tEwAA/BRNTU0REeHOztMNDAxYLBbUS+Qak8m8ejVi/PgJmZmZDx48gHo6DCbjzOkzDQ0NXke81NXVO7l0Y2PjI0e8fE/5Hjh4YN3adRoaGp1cAQBAKrS2tpaUlDx99jQnJ1tLq88wS0v3Je6qqqrgcAAAgJ+CQqFERl51dnbu27ez/XhpyjUqlRoeHmZnZ2dsbMxkMaGezufyzydPnjQzM9u2bZu0XjdTVVU9cvjIjRs3du7asWD+ggkTOphH2CPBYrEYLBZMS+pVsNns1NTUD2kfCj8VstksW1s7VxdXDQ0N8LInAAD4177atGlS0GrSlGsCX83e3mHAgAFQLyA5OTk4JHjunLlOTk7SrQkajXZ1dbW0tLxw8cKbN0kbN27s8ZsePnn6JCAgIDc3Jz8v33m68+pVq6VdI8AvpLW1tays7Omzp9lZ2ZqamgPMBnh4eJiYmIBGBwAA/w4MBsNkMiMjI6Xiq0lTrgl8NVtbu16i1aKjo58nPN/qubXrfF8TE5Pjx47HxMTs2LnD1dV1vON4qOdSXV0dHxcPQVBB/idTU/BubM+krq4uMzPz48fc0tJSBpNpY20z9+BcdXX1X/faNQAA6CU0NjSGh4dNmeIkLa0mBbmGRqPZbHbv8dVaW1tPnz5NpVKOHT2qptbZk9WQwWAwCxcuHDZ8WFBQ0Nvk5CVL3HvqltV6unq874tFo1Boc/OB0q4OQGIwGPS6uvp3794lJb1ppbfq6Oia9us3adJk4KUBAAAJUt9QP3HiJH19fUh6dLZco9GooaGh1tY2vUGrlZWV+Z7yNRswYOfOnV12ukz/3/r7nPSJj4//8/ChIYOHzp07R0ND8gv2Shc5OTkiicBkMgkEHFivoQdAJpPT0j7k5eWVlZU1NTWZmZsv+P13YyNjBQUFaVcNAAD0QAwNDaWr1aQg14qLix0cHHrDs29S0puLFy/OX7Bg0sRJUNcGi8XOnTt3nKNjfNytPXv22Nvbz5o1W0ZGBuopyMvLq6trlJeXs9lsHV0daVcH8NPAMEyhUKqqqjIy0lNSUlpaKLp6usZGRvb29v379/wHPwAAAOhsuWZq2r/nazUYioiMeP06cceOnf3794e6CSrKysuWLZ82zflqZMQWzy3Tpk6dNGkyDoeDuj/KysoGBvrln8uJRCIwYLoRDQ0NH/M+FhUVVlZUVlVVwTBkYTFw3rx5RkbGir1swzoAANDL6Wy5hsX28Gm/rXTeZDUKheJ15Gh3XNhJQ0Njyx+eeXl5N27euHvvrqPj+AnjJ3T3zUbl5eW1tXmmmpamFqF3b3XfxWGxWFQqtaS0JC3tQ0ZGJszlavXR0u6jY2Nr+5vpb52/VCEAAAD0ri3eewmlpaUnfU4OGTJ4145dKHQ33qehf//+e/fsLSktiY+P27Fzu7n5QHs7u0GDBkPdEyKRqKKiwlso2MQYLL3W1aitrS37XFZWWlZV/bWurq66ukZBQX7IkKHr1q7T0tKSk5dHd+INEQAAAMSkpaUlKTkJ6m1yrTMl6i8iMTEx9Mrl+fMWTJgwAeoRGPY1/GPzlrq6uucJz8PCw1Eo1Izp0y0th8nKykLdDcEYaN++fYlE4K5JEwaDQaPRqqqq8vPzcz/mfv78WYZEUuWjq6NrbWVjYmLSHU8wAADQq2hpadniuaWysrJ3ybXW1taPHz9C3RYYhiOuRrx+/Xrnjl39+vW0Zb3U1NRcXVxnTJ+RlZV169bNm7duGRsZWVgMsrS07EbzwLQ0ea+7amvroFBd9BXdngqZTK6qqqquqiqvqKipqW5oaKivrycSiaamv1lbWRsv5r3OKSMjA1ZHAwAA3QUymbxp8yYVFRXnac7nzvn3FrnGYDJ379mdl9dd5RqVSvU95ctmsY4dPSYYceuREAiE4XxKy0o/pH5ISnpzLTZGU1PT3s5+8OAhSkpKXdwf7WtoiEJByt18El5XhsVi0el0BpNRU13zufxzWVnZ58+f62priUSSoqKCvIKCqoqKmZm5oWFffX19IpEk7foCAADAv6GlpWXTpo0KCopHvY4eOLAf6iykLNdoNNqOHdtZbPb48RMiwiOg7kZxcfGp06eGDhmybNnyLq5XJEVfg759DfoKdk/Lysp8/vx5bGysjo6OQV8DfT0DIyOjrrnWrr6evryCvLy8vLQr0hOg0WhkMrmJ3EQmk2traurq6prI5JZmPi0tCvLyevr6BgYGw4cP19HWIZFIRCKRQABj0AAAoNtDbiZv2rRJXkHex8cHj8dzOJxeIdeYTOb2HdspFIr/Of9du3dB3Y1Xr15dunxp8aJF48Y5Qr0PJSUlGxtbGxvblpaW9PS0wsLCpKQ3d+7eaSaTdXR0zM3NzczMtbS0CAQCjo90a6ujo6OmpqaqqibdanRxuHzYbDaLxWKzWQwGs6Ghvra2rr6+vra2tr6+rqa2lkqlEAhEGR4kEpEkJyenpKxsMdBCQ1NDS1NLQ0ND2l8CAAAAfqGvJi+vcOLECTweD3UuWGn6ajt3UCiUc2fPycnJdaZE/e9wudzw8LB379/v3bO35y8jJwp5eXmBbhMMDVMolMLCwpzcnOCQi3Q6XUlRicTv2UkyMrIyMgqKispKykpKSiQSCY1GYzAYNBqtoKBAJBJh+BdWkkgkysnJ4fH41tZWLvdXliQlYJgL81uQC/P+x4fL5f+DzWbTeeOUdMb//sP/B+/fDAadxUcg0XgajcUSvA3QSmtlsZiKSorq6upqqmp9+vQZaDFQQ11DUVERj8djcVieBsfiuux2HQAAACApMBgMhULZsHGDnJy8r49v52s1qcm1Nl/Nz8+v241P0Wg0X18fJovldcRLWVlZ2tXpWsjy0dTUtLKygiCITm+trq7hDZzxaBTMOi8uLqa30llslkBTNDeTKS0UWVnZX6qhYC6XQWeEhV+5f/8eh8uFehytrTQsFkcUjDmiULzFLwTD8ygUBoPmKSu+vsJhv/1X8A88DsfboYsPgfDtv7KyckpKSgJZJu2vBQAAANKHTCZv3bZVXl7+xHEp+GrSkWsYDKa5uXnX7p1UKvXcWf9up9WKiop8fH1Gjhjp7u7eSyar/ReIRJKBgcGPn7PZbL6fyvODuFwOk8WCfr3hdezYccFgH9QTgWEYxadtWZy28xPNh+9j8v4P/DAAAAD4Kd6/f29ubn78mNS0mhTkGp3eumv3ri9fvoRdCe92Wu3Fi4SIiAi3RYsc7B2kXZfuDZZP2489Z3dSAAAAAPQ4TE1NvY4cle6AQ2fPO3nx4gWLxbxyJbwbLdklmKwWGnr5Wmzsnj17gVYDAAAAAKD3oKurK/UdcTrbXdPV1fX1OdW9fLWWlhYf35NoFPrY0WPdffdMAAAAkBZ4PB4s6QLojsC/9FW4rinXzMzMu5dWKywsPH361MhRo5YsWgyByWoAAADw89BotMTEV+/evVVUVCQSiWPHWkndqwAA/js9eYv3riBRxSeBv1fmUveldnZ20q4LAAAAdFeqq6s91noUF5VAEHT7r9tPnz7rmutpAwDiQ6fTM7Myoc5C+ptQCehqb1lyOJzLoZfT09MPHjjQt6+htKsDAAAA3RhlZWXtPtoCuWZoZCgnJyftGgEA/4mmpqZr12LU1NR6l1xjs9klxcVQl5qs5uODRqOOeh1VVFSUdnUAAACge6OoqEggftuITENdo3u9agYAfAeFQgkLvzJzxqzS0lKo98g1KpV67do1COoq7lpBQYHvKR9ra5tFboukXRcAAADoCaBQKEXFb+9pKSgqgMX/AN2XpqamiIhwZ+fpBgYGLBar08qV8gYyTCbz6tUIOzs7U1NTqAvw9OnTE97H3RYuAloNAAAAJIje/yarqYDNYADdFgqFEhl51dnZ2cjQqJOLlqa7RqVSw8PD7OzsjI2NmSymtCersS+HXk5LS9+/b7+BQV/pVgYAAAB6GKa/maLQvC3R9PU72OkEAOguvtq0ac5SmdGOla6vZm/vMGDAAEjakJubvU8cJ8nIHD92HEyqAAAAAIlj2NeQQMARCMS+huDlLUA3A4PBMJnMyMhIZ2fpaDWpyTWBr2Zra9cVtFp+Qf6Z06etra0XLnSTdl0AAACgZ2JgYADDsJycnJ6unrTrAgD8HI0NjeHhYVOmOElxpYjOlmtoNJrNZncdX+3JkyeRUZErVqywtrKWdl0AAACgx6Kiqsp/5QClra0t7boAAD9HfUP9xImT9PX1IenR2XKNRqOGhoZaW9tIXaux2eyQkJCc3Jw///xTX0+axwAAAAB6PHg8Xl1dnUgkgkXXAN0OQ0ND6Wo1Kci14uJiBwcHExMTSKo0NTX5+JwkkkhHvY52r02xAAAAoDtCJBD19fXRKCkvRwAAdFM6W66ZmvZH0GqdsxhPfn7+Gb8z48Y5uMx17YTiAAAAACAjI2PY1xCDlf5inwCA+CDLks5cQbCzrxwsFoPw269fvxYVFXE47F9UOgaDTU1NjbkWPWPGzOHDRhQUFEBQd9rDFAAAALonKDQajcfjsThcYWEhl8uRdn0AANFgMNjyinKEgPJypN9Klq7yoNPQUA9B0OHDfx47dlTYNvC8SaooFMwHIRUKxbsvwDDM5XK/k8AwDDMYDBiGnz17xmKxxMmGRqNRKBSXyxUZJjKVZLMJvqbIVILNWP9Fi3UYhoJQMC+ZhLKhUDAXhhEVM6/FIBSXFwdLJBsEoWBYAu2PRvH+J5H2F//EkPDR5JeIXDGJZkPxDiYEiXOYJHVhinnTEDsbmt/84lyYvDb77xX7qWwijhGEQmNEH0oJn2a8Nvv2NVEoFJvNexS/ejXiu+Q94DYr/tUkkWw/d5vtkleTxNsf/gWdJgqF4nB4jxaNjY0/RgYHBye8SIB6m1xTVFQkEgl6+npYLFZYU6LR6OrqaiUlJTwejyDpMBjM58+fIQjS0tLCYDAwDONw+OZmcl1dnbq6uoyMLM9RgyEUGiUyGw6Hq+ejo6NDIBAQwurq6rBYrJycHMJ5IAhrbGzU0dFBLrS2thaHwyFkE6wBU1ZWpq6urqCgIDQMjaHRW2lUqrLwZcQFLVZWVorB4DU1NQRnaodhaBS6samRy4WVlBQRrwdeNjwer6mpiRAGQVBNTY2KsgoWJ/SI43C4mpoaMpksssXIZDKdTldUUBSZrbm5WVtbGzlbTU0NgUCQlZUVFoPFYmk0Wnl5uZaWFvJholAoDAZDSenb9jsI2SoqKjQ1NcXJpqysjHD+o9HokpISEomkrq4urETBra22tlZVVRXBzBfcBEtKSmRlZRF2Mhbcmuvr61VUVBCy4XC4r1+/0mg0XV1dhMOExWKrq6tlZWVJJJLwGByF0vLly5c+ffrIyMggpGptbW1paZGRkUHIhsPhmpubv379qt1HmySDUCiWTCZzOBxFRUWEexQMwyUlJQoKCioqKsjtTyaT0Si0gqLCf8yGRqFZbFZjY6Oqqqqw61fwNSsqKlgslq6uruDGKOxrNjU1sVgsJSUlhGxYLK6ysoLNZiNnw2Aw1dXV8vLyRCJRoNh+FII4HK6pqam6ulpHR0cQJqz+DQ0NvD2shN/xBGGNjY01NTUis9XX16PRaHl5eYT253A4paWlynwQwphMZnNzM8IxastWUlKiqqqqpKSEkI3BYLS0tCCfPz92c8KySbCba2lpodFo8vLy4mTT1dXttG6OxWY1Nzfj8XiEmzYGg2EwGGVlZRoavC1rEcJofASdpuDmRm4iOzqO/y4y6EJQfHy8nZ1d7LXrUO+Ra1cjI4qLi1+/fmNmZiYsBovFxsfHoVCoKVOmCr2JoCAMGh16JTQ6Ovr0qTP9+/dHoVBYLDYjI/3suXPO06a1/S0Gi4m7FYfDYSdPdhKWjfeHmRkbN248duy4y1wXYWEYDCY3N/d5wvNVK1dhMEKHerFYbFp62ubNm729PebMnoOQLTs7+++Xf69auUpYz4dGo8lk8hbPLZMmTTr85xEikdhxY6BQTU1NoVdC58yeo6fX8UJH/FqgAoMC792753fGz8io4101eK4aCv3gwYPq6qrp02cIEx+CTiggMODhw4d+Z/wMhSyGKcgWExOtrq7h4OCA0GJvkpJ27Ny+zXOrk9MUoS2GxWSkZ7x7927kyJEDBw5EyJb4OnHXrp07duyaNHEiwkF/9+5dWnrasqXLhMWg0ei6+rr1G9a7uLju3bMXK2QuDhqNrqmpibga4bbQDUE58bLV1a5bv27+/AW7d+0WdgoJbruRkVfdFi1SU+1YOQkeBH18fFJS35857SdsuQTBDSgiIryfqemY0WOEVUzghZw86Z2Wnn7mzJk+Wn0QCg2PCB8wYMCokaOEZcPhcA8fPfDy8vrzz8MIi+ZgsdiXL/8uKSn5/feFCO3/teqrx5o1K1as2PKHJ0JYZWXl48eP9PT0HBzGIVxxlZWVazzWrFm9ZtOmzQjZKioqrl+PXbZsubCXk1AoFJPJPHzkcElpyWnf08IEriDs9u3bTCZjzpy5eDweIezQoUMVleWnfE+pqKgKC2MwGFeuhI4ePWbQoEEIDXvz1s1z5856nzhpaWkpLAyHw/7998u8vLyJEyfoCl8dDYvFxl6PDQwM8PY+OXTIUOHZcPfv329uaZ49azZC+xcWFq5d57F9+47ly5YLD0MXF5fcvnN71cpVBMK3reI7zFbwqWDturW7d+92X7IUudB79+6uFJ4NhULRaLRdu3cxGAzvE94IB51KpV4OvTxp4sR+/YRupSgI27lrp5WV9YnjJ4S9G4tCoSgUyuXLl52cnIRO8kZBaDTmCq+bixJ0c8IKxWAx8XFxGCzWCbGby8zM3Lhpw9Gjx1xdXBFaLC/vY2Ji4qBBgywthyFkS09P37R544njJ+bMmfvfuzlPzy0TJ046/OdhEomE0M3dvXtXTk52+vQZCNdvE7npjz82O02ecvjwYYSD3tjUeCU01MXFRUfn255pEARxudzvKhAYGHArLi4oMOjSpRCo04A7i+joaAiC3Ba5/fi5tY11amoq8p/fv3/vr7/+EllKVFSUrZ1tenpa2ycPHz1ctmxpcnJy+7A7PG4jp8rNzXUc7xhyKQQ5LC8vLyAggEqlIofl5OQ4jh93OfSyyEIDAwNoNBpCDI1GW7Fyxdp1aylUCnJYQEBASUkJcokhISHjHB3y8vKQw27evPnw4UPkGBiGL1wMchzvWFBQgBx248aNJ08eI8ekpqba2dvFxMQgh6Wnp1+8eFEwxo3A+5T3dva2sbGxyGFpaR9CQoKZTCZCTGNT4+8Lf9++fRudTkcIa2pq8vf3r6ioQC6xoaFhwYJ5O3fuRP4KjY2N586dq6ysRM7m4+MzZapTeUU5clhUVGRiYiJyDAzDJ7yPT3OeKrLQq1evvnnzGjnm75d/W9tY339wHznszZs3YWFXBKMVwqiurp49Z9ahPw+xWCyEsJqamnPnzlZXVyGX+PXr15mzZhzxOsJmsxHCqqqqzp49W1NTg5ztwIH9c+bMRg7jcrmhoaEpKe+RU8EwvHffnrkuc2tra5GzXb58+cOHD8ip7j+4b21j9fLVS+Sw58+fi7ziePfPu3esbawTX4s4hZ49eyryiispKXGa4nTG7zTiMYdLS0vPnTvX1NSInK2ouGiy06Sz586KLNTf/xyZTEaIYbFYmzZvWrxkcVNTE3LYxYsXPn78iFwii8XasHHD0qXuyIUymcwLF4JE3o2joqNt7WzT2nVzHXL37p3bt0V0cx8/fhw/wTHkUrAY3dx5CoUiXjd3SWShAQEBNKqIbm7lyhUeaz2QC21tbQ0ICCgqKkYukUqlLlu+bN36dcg9NZVKDQgIKC0tRc4WGBToMM4+Pz8fhmFPzy0QBJ0+cxr+9UhZrkVcjbCzt01LE3na3Y2PjxNZRFj4FTsHu/SMdMGPDAbj3LmzmzZvrKj8f13m7du3RSq/7OxsWzvby5dFqKuPHz8GBgaI1AqZWZm2drZhYWFiaLVAZK3Q3Ny8fMWy1WtWt7a2IoQ1NTWdPXu2sLAQucTAoEDH8Y4f80Tca65fv/7gwQPkGBiGzwecHz9hvOAkRiA2NvbRo0fIMe/evbW2sbp+/TpyWFpaWnDwReSOFobhpKQkK+uxN2/dRA778CE1JCQYOVtDfcP8BfM9t3oih9XW1vr5+YnUanV1da7zXLdv38bhcBDCampq/PzOfPmCJJs4HM4J7xNTp04p+1yGECbw1V68eIFcMTaHffTY0WnO0z6Xf0YuNCws7OVLESLg6bOnY63GPn4sQqC/fv06PDwMuSmqqqpmzJx+8OBB5FRfvnzx8zuDLHQEWs15+rQ/D/+JHFZZWenn51dfX48Qw2Qy9+3fO3vO7OrqauSwS5dC3r79f0+PHYQxmLv37J7rMgdZ+TEYjODg4Pfv3yFni4+Pt7KxEkddxcREI8fAMHzr1i1rG6s3SW+Qwx4/fnzt2jXkmOKS4gkTx5/xO4McJtBqLS0tyGGFRYWOExxFarXi4mJ/f3/kbptGo23atHHRYjdkdSXo3bOyspBLpNKo6zesX+K+uLm5GSGMQqGcP38+JycHOVtYeJi9vV16+rduThh37tz+66945JjsnGw7e9tLl0Woq7y8PHG6uaysLFs7mythV5DDcnNzg4LE6OZWLl+9ZhUNsZsjk5vOnTv76dMn5BLJZPLSZe4eaz1aER+wGxsbz571KyoqQs4WEMjr5vLyv0nq3iLXomPE8tXu3r0TFydaq0VGRtrYWn9I+/aUWV9fv2PnjmPHjn6nzflaTcRJnJOTM87R4WLwReSwjx8/+vv7i7yJZGVlOYyzF3lJ5OTknD8v4vGFQqEsW75sjcca5DAqlXr+vH9xsYjT7mLwRXsHO5HPhTdu3BBHq/EfOBwkotVSUlNs7Wyio0X0HB8+fLhwIQjZ4uIrv3c2ttYie47U1JQLFy4g35IaGhrm/z7fc5snXfRlf/bzZyShIzhF58133b5jO3K2hoaGs2f9KkQZZt4nvSc7TS5HVFdcLvfq1YiXL/9GTgXD8LHjx5ymOCHLTS6XGx4eLtKle/HihZW11b1795DDXr9OvHIlFFmrCZywgwcPIvtqVVVVfn5nqqpE+GpfvnyZPmP6n4f/RM729etXPz8/ZBEGw/C+/ftmzppZU42krjgczuXLl0WqKy4M796ze/ac2chyk81mX7p0KSUlBTnb3Xv3xlqP/ftvEQL92bOn0dFRyDG8++ed22Otxr5KfIUc9uTJE5EuXXFx8SSnSadOn0I2U0tKSs6e9WtoaEDOVlhYOGnyRD8/P/57REIpKio6e9avsRHJpWMymRs3bXBbvKgR0cxjMplBQUEi1RWDwVi/Yd0S9yVNZCSXjsFgBAYG5ubmImeLjOJ3c6LMVMl2c+fPi9HNZWc5jHO4JGowit/N+Yvsv5avWLbGY7U43VyhKEuipaVl6TL3tevWIgt0CoXi7+9fXCzCpQu6ENTmq/UiuSbw1drUlTDu3r0rjlYLC79i7/DPA0dWVubyFcuvX4/t6IHjL3EeOMTw1cR84BD4ahJ64PgJX+2TGL7aOJG+2o0bYvlqAQH/74Hjv/lq76ysRftq6eni+WrJYvpqvDFQ5Gz133y1LWL4amdE+2r1P+GrIQ9HCny1KVOnlJWJ9NUixPTVpk6biiw3f9JXe9S5vpqfeL6as5i+Wl1dnUhfbdacWSJ9tZAQMXw1Js9XmyOer/bunWhfzbrTfbUnT55cuxYjnq92WlK+2vif8NVEzCHZtHmTBH21DRvWL1kiMV/NjueriRiMunPndny8SK2WbWdvJ1JdCXw1kY/EP+WrIXeazc3NK8Ty1chi+2pL+b5aq8gHbHF9tf8/VN2T5dqixYtgGI7h+WpW4vlqt0Rmjrga0d5Xu3PnzvIVy3+8kYlpDjuOHycpXy09I11SvloLT6stF/OBQ+Rpx/fV7CXlqwUFff/A0SHXr4vWau9T3tva20aJ8tXS0gS+WqvIEVVbOxsxfLVUkb5afX39778v8NwqGV+turqa76ttk6Cv9lkSvhqHwzl67KjTFBGz3wS+2qtXIiyWhBcJYvpqoaGhHA6SCP7y5cvM2TMPHDwgEV+toqJixszpfx4+9N99NQ6Xu5/vq4kI4/tqItUVh8PZs3fP7Dmza2prJOGr3bWyHvtCsr7aKwn4akVFRZOdJkvKV8vPz584eSJvRFW0r3YW2Vej0+mbNm10W+wmEV+NSqWuW7+W56shzn5jMBhBQaJ9taioKGuJ+WqS7OaysrLGOUrGV2tpaVmxktfNtUjCV2tubl62bOnadR5i+GrnRPpqFy5c6LCb68lybelS97CwsDFWo0WenY8fP35wX8TE5NyPuadOnVq5aqVAebBYrKCgwG3bt/04y+TRo4ciZ8pnZWWNGDk8IoK3JhACRUWFl0UpMCqV6u/v7+m5JSpKxH3w06dPoaLeP6BQKPMXzPPw8EC+u1EolAsXLpSXi+jdz5w5Y2dvK/IVhNu3byckPEeOgWH41ClfBwd7kXMz//rrL5G+TlJSkuWwofFiePjh4SJmAcIwnJiYaGk59M7dO8hhWVlZIo94Y1PT9OnO27ZvQw5ramoMCgoU6euEh4cfPnz44CERLlFjY2NQUBCyrwPD8KFDByc7TaoSNaE+Nvbad2/b/MjLly99T51avWaVyAn1167FvH37Fjnm4cMHw4ZZijzo79+/F9m719TUjB/vePjIYZFhQUFByDYGX9J9HefocJS/viNituqgoKCWFqRug81hb93qOWv2TOT+WOBripxsxGaz/9iyec6c2ci+Du893PDwzMxM5GzXr18fMWK4SEn36tVLcYYvYmJiRo4cIVIr/P333yInGRcXF1tZjfU/748cVllZcfHiReQBBzqDHhQUuHPnjgsXg5CzlZeXBwdfRFbndDp95coVixa7IT9EMRiMS5cuiXybKi4uztvbe/Mfm5CfA+l0ekhIiEjlERx8cazVGJGDIY8ePRT5gC3o5sIjwpHDioqKRHZzMAxnZGSMGDE8MioSOezTp08iB6woVMqCBfM9PNYgd3NUKvXixQvIsz74yo8yb57runVrRRTawus0RQ6GnDp1yl5IN7d9+7ZOk2u8lRc65xXUqKiohQsX9jM1QaMxjo7jxo4Zy794OohEo9GlpSWlpaWOjuPZbGExvNd3I6OitDQ1x48fr6KiQqPRXr56VVVVNWf2HFlZGQ7n2+KB/GWoiss+l/GyCS0R1djYFBUdqaqqOs91Hv+F2Y7DyGRyUlKSjY2NjEzH67ugUBCbzXn48EFxcfG8efO0tLT47Sz0KyQlJ9vZ2pJIMsKzsR88fFBUWOTuvlRZWYnL7fh4wTA3KTmpj1YfExOTtu/+Q4no7OysuPi4mTNmDh48RLBkZYdhnz4VVFdX29s7sFhMYScIGo3OzMr466+/Zs2cNWjQYIRsBQX5tbW1dnb2wrIJFrO4Gnm1r0HfWbNm8S/XjsPq6+vev3/v4DAOj8chVKy2tiYi8qqJkfHMmTP5Q2zCCq1LSXk/bpwjjrcMWIcxKDqdfufOnerqand3d1lZoUsEsdmsN0lvjAyNDAwMhLc/KjU19cHDBy4ursZGRhhMx2uPoVAQi8V68+aNiYmJrp4eV1g2FOp96vtHDx/Nnz/f1NSUze54mXg0GpWdk02j0saMGSv8akJXVX0NjwgfZjls9OgxcnKyCF8hKyubTm8dPXo0f1C442xfv365evXq4MGDnZymIBRaXV2VnpExYfx4/hIwHRdHo9Fu3bpFo9EWL17MXxSqgzAUCmIwGImvEy0GWmhqagq7RtBo3mIKN2/dZNAZixcv5i8K1XE2Op3++s3rQRaDNDQ0hGWDIOj1m8RXrxIXubnp6+sLazEUCkrPSIdgaPjw4cJaDIXiPTa/Skx88+b1IrdFenp6CNnS0tLRaNQwy2EsDrvDxYbRaPTnz2VXIyOtrazGjRuHcJutrKz4+PHjhAkThF1xgrCyslLelClrGwcHB4RsFRXleXn5/GzCrjhUS0vLtWvXcHjcwt8X8lcL6ziMQqG8fvN61MhRSkod3/FQKN7aCs+fP8/IyJg/f762tjbCKdTS0vLmzZvRo0crKioiZHv27Fl6Rrr7EnfEg84bAZCXkx84cKDwKw79qbAgJubaFCengQMHEggEhGzv3r9TUlQaMMBMsBZrh9kKCvJjY2MnT548atQoFlvoQed1c2Vljo6Owi9MXjcXHROloqLi6jKPf9b9y27uf9kaI6OjNNTUXVxcEDrNpqam5ORkG1tbGbG6OXdlZWXEbi5ZS0uzn0k/hGuExWI9ePCgpKTE3X2pklLHB52/PAcnKTlZu4+2iYkxQqeZlZUZ/1d8h90cGo2KiYl5+PCRr6/Pli2e0K8G7ixCr4T+8yUxQldf/AcxQgSpMFh0W7DQ7YPFy8ZLJSlQ4hYqVjLeavzihYmBBNtfzGzCl9v8Ze0v0Wzi7gsn3tdEdXo2SZ4YYmeTZPuLVzHxbxpds/2lcjTFRILZMBhJXuaS3DJevJu2mCVKNkyCN+0ue5uVbDeH6sROc//+fZ0gojpvmdwJ4ye4L3VnMZmCdcORTT3+YnciY3irBaJRqJTUVCqVMmrUaL5H0sFfiZmNf2zFChOxhcX/4kQ6lxLMJggTo0T+OScqTpwWk2y2n2n/j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" 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AiiGrPk7u5ubW3dymuVSqWERCaTXb50ycjQyMLC4szp0wP9/N59/z3iV5UVFZcuXkxOSoZhOGBowJzQUCsrK+JXjx4+zM7Knr9wgZmZGQRBYbdu5eXkzZ47x8HRAYKg5KSk+Lj4ufNCzc3N8fovXjI0NGSxWb9d+LW2ttbdwz103rwuxk9rGvm5uSiKenp59V4TDvb2RsbGZaWlPF4Lu0fP8ugpNHfDTCwWl5WWGRkZ2Tt0Kd9L92Aymfb29s1NTRUVFZCWQyKROnlp1tXUNnK5VtbWSs9SBEFOnvh5/dqPikuKnV1cyivK16396NqVK6pX/XLu3IZ162tra13cXKOjo/bs/log4MMksDbbi0RFRsqkspCQkKDhw2k02uPHj9FnfdyyMjNXvr/8yuVLNjbWNB3ad99+u+frbwiXQ5FIVFZaKpVIeDxecXERcXIDgiAX//zj0p9/Er5yFArlzu3bR48cbmpszwhdXV19cP+B5ORkmuLdEAgE27dv275li1gscnJyjo6KWr3yg+SkpN78o/+jIAiCr3egqFwuT0xIKCst9RvsZ2hoSPwWn11dvXZg//7PNm6Mi42Vy+WEvLioaO3qNb//+pu9vb2Njc25M2fXrVmjHLVqqquPHD6ckpxMLNSfO31mzzdfx8TgBzpjGHb18pXLly4RM3VELr929eruXbs2ff4Fn8+3tbO9cf36+o8+Ki0phbQNsVhcVVlFp9N7V0fo6VlZWfHb2irLKyGNRHPXUlpbW8vLy42NjXv1CcEwbO9gj0FQebl2a3ESidTY2Bh285aOLj4oYxjG4XCuXLpswjJd9s47SlM7NTX1xE8/zVswf9OXX+rS6UKh8LNPN/509NiIkSOJJdyS4uLTP58cM27c3u+/19PXa2lp+WLjxsyMDBKsuRM+bae1tfXunTsDBg50dXPDIKz/gAHRkZFVlZV2dnZEAaFQePjQYZlcfvaXX7y8vVEU3b/vh+PHjs2eO2doYKCjo+PuPd/Mnzu3f//+e3/4QbkAS6PR4Kf74iwWa+KkiceP/pSTk/PWyJG4fZaY1NzUNGPWLCJ29sb1G3fCwrZs3brk7WUwDFdXVX2wfMXPJ074+Pr2RgDPfxMKmZKVhS+h4x8TBvFaeFlZWR5enh+tW6+6rE2j0UqKiz/ZuHHZO28T82+5XH782E9VVVUnz+DWOQRBM+Jmrnxv+emTJ3fs2gXD8OAhQ9gsVkZGxsRJk6qqqhoaGszNzdNS0xYtXtza2pqZmRkYFMRisfDaYZhGpXI4nK+/3TM3NJREIv197a9Nn38eFRXp6KRli5HV1dXNzc22dnZGxka92pCHp8fDBw+ePCkIHt19B6PeQ3OHZrFYzKmvZzKZZmYv3iDsKcwtLBgMBodTT2w4aSlkMqWoqGjDunWrV35A/Nv8xabkpKRBfoO8VULhY2NiSCTS/AULqDSaXC7X0dGZMnUKh8PJz8sjCqSnpfP5gqnTpurp4yfIGRkZTZ8xg06no/+UnRjQbVJTUkpLSkePHUOhUqhU6lsj3+LUc+JiYpUFykrLMtLTx08YT2Q1IJFIi5Ys3rZjB4vVvr5HzNJevQseHBJCppAT4uOJzZfwx49tbG39/f2JPZTwR49cXd0mTJ6MIIhcLre0sgoZMzovN6+muho82R6EBMM0Go2Ku5rQ9PT1WGx2dVX1pYt/qkZyIojc29dnwaKFDAaDeLL1dXXR0dGjx4wmVDgEQQEBQ0cFB0dFRDYqFlcc7O0dnRzzcnNlMtmT/AI6gzFpyuT8vDwBX1BVVVVbWzM0cOjT6jE5gnh6eY0dN454W9w83A0MDJoam7TuQXMbGgQCgbm5OZPRsY3YG9jY2ioWPGohjURzbXF+W1tzc7Ojwj+wVxsyMzPDtXg9RywWq24qaxdyuczX1/eb776j0+kYhMEQxOFwzp099/dffw0bMXzGzJlEsbLSMj6fv2Hd+vZxX7GU2tTUVFHeHkfR0NBApVFNFRuuBLZ2dgwmQxEaA+h5EAR9cP++UCi8E3Y7KSERH7I59QiKPHr0aPrMGYQdXFtbI+DzVSNiLS0tVTNVdSXE3M3N3W/woMjwiA/Xrm3gcBITEuYtWGBsYkyswXI4nJLioreXLMHNdxifEDRwODwer7m5BTz1nkKOyL19vA8f/ZFQnxiGtbW2fv3V7oP7D7h7eI4eM/rp04RYpizVJZCGhgZeS4tq2gwSieTi4hIdHd3A4bBYLF06fUhAwOVLl6urqrKysuwd7MeNHx8XG1dSWpKTnc1gMDq2vTG8XVNTUzqdTggoZDKZQtGojGxdpLGxkc/ns9lsei/nq7a0tCQ+Q0gj0Vwt3tDAQVGU1fveBPg3oEtvaGjQai2OYRidTndzd1N+/K5ubgw6PS4mJjMjQ6nFEUSup6c3a/YsQ0NDwrxWOKFTffv5EgXwb1vhna6smUymkElk7fvEtYTqqsr4uHg2my2RSqqqqvAbTiJZWlpmpKUVFRb6+OLPBcMwFEMR+TNrRcQJEF33VabSqGPHjv1uz7eFT57k5xegGDYyuP0oPwzDz5OwsrJZsHAhlUrFMPzFoFKpOrq6vbqf9d+ERCIR3m0wDBsaGU2bOePK5ctPCgqUWhwHw1G5hAzhpze175ETyBE5SWX1ZUhAwPlfzmdnZefl5gYNC/L19WUymempqdnZ2e7u7lZWuB4igBVNQ9pPU1OTQCBgsUx7O0jY0tISVriRQhqJ5mrxmuoaGIYtrdudMHsPtsIWr6+v1/b0ZERsmKrE0MiIyWS2trYpJbZ2diiKjh4zxtnFhZDU1tY+evhQGcvn7OKComhxUVFgUBAhqa6uEggEyh1WQM8SGxtbUVHx7d7vpk2frojwxofYm9dvbPz446jIKEKLm5mbM+iM0tKO7FGJCQmH9h9Yu36d6pnK/zg0Dw0KMmWZht28VV5e3q9fP6+nnr16enpsNptTXz9z9iw9Pb32IKjMrPyCAu1NoqCZwApUJbW1tSiGGRq1e7e9EAsc87S0NAxFYYXalkmlWZlZZubmhJlIrLVYWFjcDgurq6319e1nYWnp5Oz86OHDhgbu1GlTdXXbLe9/Ew2cBrlcbvp0X6n3wAdSff221lahUKiB51Rp7r54bS0+8bGwsOjthgwNDRlMOq+lRfCvS1epWCqjqIYRj3xrJIZhJ38+2draSpwWvPXLzYcOHJA8DXTp17+fq7vb77/9Xl5ejiBIRXnFL2fPCYXCF2645uXl/XjoUGpKSock93lJrkKSqpTk5igkqZ0lac9IcjpJchSS9OclaWkdkuznJdk/Hjqcnp6ulGRn4ZKMZyRZnSRZmbgk8xlJpkKS0VmS0SHJfF6SoZBkZkIvQSaT3b97z9zMLHDYMMWaCL4xTqFQAgIDLa2sHj18KBTi76SLi4vfoEF3wm6nJCcjcqSpqen4sZ+KCouUIziuGDB8YVwsFr9iadTe3n7w4MHXrl1NTk4eO26sck1VR0dnzNixTwoLf//1N5lMhiBIQUHBx+vXX7r4J4lMqqioOH7sWER4uLKe8rKyl0gilJKysrKfjh2LjHheEvmM5OixKFVJaSkuiXyVpLS0BJdERXVISnBJtIqk5HlJMSGJVpEU/3T0WEz085IYpaS4uPjY0aMxMa+UFBUd+/Fo7AskHZ4NBDAEi0TiioqKKgWlpaVXLl8+vP+Ao4NDwCsTLLLYrImTJkVGRF7/+7pMwdWrV2NjYiZNnmzw1Lnd2MR4wMAB9+/do1CpDgo/Nb+BA+Nj4xo4nMEK74d/GRiGcRsa6HQ6i63w2utNdHV02CyWUCTicrmQ5qHBWrwG34Swsur1BPQkEsnczBxBkHpNXTD5RzAMEyvoNILr0nEK8vNra9v9Mgb7+6//+OOwm7emTJi4bNHiKRMnZWVmbt+x0/FprLy+vv7Gzz4TCYVzZsxcOG/+vDlzxGKxgaHBCxcqMtLTt23dFh3ZMVamp6fhEpXRMy0NLxOjMnoSZWJVxsq0tFS8jMo4mJqiKKMyDqalKMrExnWUSU7uVCZZIYlTKaOQbI2LVS2TpJColEnCy8THxXcuo3AEI0hKStq+dWu8qiQRlyTEJ6hIErdv3ZaQ0CFJTEzYvm1bokqZTmRlZkZGRAx/6y2LZ3O8WFiYBwQOTYiLT07EY4cYDMYnGz9lsdlvL1m6IDR02uQpKcnJn3z2qb0DHg1MFHB1d7v+1/WF8+aXPk34TLwSqtWSyeQxY8fVVNfQaLSRo9qX0wlmzJwZGhq6f9++aZMmL164MHTWbBiGt2zdqq+nX/jkyde7dt+6eVNZuKiw6OtdX4XduqWUFBYWfr1r1+2wDknRE1zyTJmCJ1/vfKbMk4IC/KrbYSqSJ4p6OiQFijJ3bt/uKJP/5OtdO1UlBfkFnSRP8vN379p5984dlTL5u3c+I8l/XpKHS+7dVZXkfb1z133VMrm45MHde0pJXk7u17t2Prh3X0WSg0vu3+v0kcrksvDHj0cOG/5W0LARgUGjR43asulLNpv99bd7lGtjxIPr9LmRSKR33ntvzNgxn2/cOHPatOmTp+zYum3a9OmLlyxRLTNo8OC21jY7Ozsiarz/wAECkZDFZrs/e5pUp/qJPBM9deyC2pBKpRwOh8FgmLHxP7ZX0dWlm5mbCwUCbkMDpHnAGuvUsHj+gocPH166emX4iBG93danGz7+/bffDv14ZG5oKKSFSKXSpKQkEgz7DxmiGrIil8tTk1OaW5oHDRqk9DDAMCw5KTk2JobLbTA3twgOCfb28elUYUlJycMHD6oqq9zcXEcFB5eUlFhaWrq4unYqVl1VlZGR4eHhoTzXtaqqKvPFEk8nZ6dnJJ6eTk/dtaoqKzMzM1UllZWVWZmZnp6ejp0lXsp4mBdIKiqzsjI9vbyUk5LKioqsrCxVSUVFRXZWlpeXl0NniTeRIqND4u3t8FRNVpSXZ2dnPy/x9vZWqtLy8vKcF0t8Xra7XF1dnZmR4e3tY2ffHlSmpKysNDcn19vHx96+/drq6uqI8PDCgieGRoYjRo708/NTXZstLy+PiozU1dUdN26cgcLpISkxEYZg/4AhqsUEAkFcbKyhoeFgf/9OS7tikTguNiYxMVHAFzg5O4eMDrFTNN3Q0JCakmJjY6N8Txo4DampKTa2tsrwhwYOJzU11dbW1uvlEg6Hk/ZCiZ2dcm2fU89JS+skqU9LS7Ozs/N8toyqpL6+Pr1zGcVV9vaenu2HGtfXKco4qErq0tPS7R3sPZ4toyqpq6vL6FxGcZWjg/KgRUWZNAdHR/eXSyAIkkgkiQkJbW1Pt7cwiEQmGRoaunt4mKicE4EgSHJSEplMHujn18npgc/nR0VGZmZkwDA8cODAYSNGdFrdbW5qSk5OtrGxIe6DUCiMi401MTFRera315+YRKZ01M/n85MSk2xsbFzdOn/gmkwrj7d08ZKiwsLzv/3qN2hQr7YlEUs+XLUq/PHjYyeOjxs/HtIwNFSLoyg6YczYvNzch5ERbr12oJmS/d/v+37v3i82f7lu/frebgsAAAAAb0gDhzNtylRELr/y11+2dngkWO+BYdjmLzadPXPmhwP7Fy5eDGkYGrqi3tLcLBSJjE1NmWpxJbCwtMAwrE6xEw8AAAAADUcskXAbGnTVsi8OwzCLzRKLRA0NYF+8yzQ0NAiFQjMzM/WcIWNlbY1hGLETDwAAAAANp7m5WSgUGhkaKp00exUWi02hUoF322vA5XJFQiGL/Uzqg97DlMUik8mNjVzN3F8AAAAAgCp1tbUYhlk8DdPobUxZLCaT2cjlaqAboKbb4uqZZ+np6ZmyTPl8QXNzsxqaAwAAAMCbQOQGtnx6qltvw2KzmEw9DqdeJBRCGoaGavGmxiaRSMRisdVzrDVdV9fUlCUSCpubtS+ZMAAAAPzX4HA4GIpZWPTuKRtKTE1MGAx6U2NTp+hNTUBDtbhAwJdKpfqKY4/VAI1G09fXk0gk/77ELwAAAPDvo5XXikGYYS+fsqFET19fR0eHz+fLZM/kwdUENFSLi0ViGIbVs5yO56GlUul0hlQmE4s0bp4FAAAAgE7w+XzFZqi+eu4MnU6nUKkikUj+bDZ7TUBDtbhAIKBSqUz8KC11QKVSGQyGTCoVat6eBwAAAAA6wee3QRimTPvf2zAYDBqVKhAI5MC7rStgGCYUCalUqi5dHQ7qxLledAZdJpOJRCL1tAgAAACAbsNv42O4Lc5Uzz2kKs440MxUtZpoiyNyuVCAa3FGL5/9roRCoTAZTCluiwMtDgAAAJqOUCQikUhq0xEQBDGZDAzDBAKNW6/VRC0ul8sJW1xt++L4HrzCFheLgRYHAAAAjUYul8tkMl1dXXWenKunpw9DkIDfcdCzhqCJWlymsMVpNHyvWm2N4t5tYF8cAAAANB6hUCiTSplMJpWmRi2uj+/Bt/E1Lo5JE7W4XC4XiYQUivpscYXzAh1W+MarrUUAAAAAdAORSCyVyXC/cUrHEY69jR5TD4Jh3KtOw9BILS6TCwQCGo3GUJePukKLMylUqkARvQAAAAAAjUUoFEilUgaDodYVdYUtzm/TOB2hkVpcLhcJRBQqVVdXrbY4hUIBkWYAAACg4YhFYplMRlcM2pC6IKLaiDh1jUIztbhMICTixdXnf8hgMqmKcEAURdXWKAAAAAC6ty/OYOCDttq1OFhR7wJyOSISidTpo45rcTqDsMXlco1LzQMAAAAAJWKxqA9scX08TxywxbuETC7D98XxFXVdNdri+BYLnpoHaHEAAADQYIRCoVQqZap5X1wPrKh3GbFYLJfLaTo6MAxD6oLOaLfFEbCiDgAAABqMWIzvi+uq30cdgjTQA1p9t6DrECnuaGoMBMQT7FEoJBJJLpNhWqjFEQQRCoUoihKzHkzx5zCe8yrAiwmEOjo6NB1aj+XnEQoZiglQj1T4H0QmlYpEIh1dXR0dHVW5XIbnPqLr6lJpPfOwet4FVSjUpdPVaQz1HiKhCEHkDCaTRHqxq5BQKMQwjMFgdNG0QBFEIBTSaLROj/X1OyZEUYzBfGm7/7IH0UXkMjmKIFQK9WXPqzeg0qgwBEmlIANrFyD8y9T5eIjmYBhGMRTDMEjbKC8rW7d27dJFixYvWKj4t2BB6Lw1q1bHxsSoFisrLV2zevXdu3d6qt309PTVK1dmZmT0VIX/QSIiIpYuXrxl05dNTc+cbZ+YmLjivfcjIyN7sC0Mw0QK3ryq7MyslctXJMTHQ9oPiqInfvpp3dqPGjicFxZAEOT7b7/btX1H12NYqqqqVq9ceTvs9ivKiMViYnLwsgIYhh378eiuHTva2l7qUZWTnbNm9eqoyCjovwSKoSiGEYM2pC4IlaSBZp4m+qgTNmWfaHEMxXBLVtsQCATJSUltrW0+vr7ePj7ePj4WVpaxsbFrV38Y8Ti8oxhfkJKcXFdb21PttjQ3Jyclt7S09FSF/0Hq6+uTkpL+/N8ff/7vD1V5U1NjUmIi5yV6pXsIhcLVH3ywYd06iUTyhlW1tLQkJyU1NjZC/wqKiopSUlLE4pcmfcJHhdeZ3wuFwuSk5NqXf2sYhm3fsnXpokWdZm+dChUWFmZnZ7/CWYfHa0lJTuH26Hui+eADtSJzNqRGCJWkgVuumrgQ2ie2OEzY4qhWqnEYhslk8qiQkG07tiuFEeERa1atunnjxvC3RpDJZKIYjUYj/rsTcrkchiEy+aXvA35nMLRTARKJRKPROj0pDMPU/HVpNWQymclk6usZnP/ll+CQYA9PT9V7+8KHhSroxi4GDMOEonrZx4UiCOnZFhUvBv52dSr5wkevvVAoFBqN9rL3lkwmf77pCwzDno+aUXwX2PP3h/jWiGf0wjIwDEskEpHiSI9Xd4yqgHgWzz/09gfxovfkH0EQhPjrIG0Dv6Uoqn5LD9JIW1wjtbji3SKR1PpukRVPCMUw7dU/nSbs/fv3NzYxaWlpQVH0FR9qcnLytStXC/LzSSSS36BBM2bO9PD0UC1QV1d37crVuNgYqVQ6YODARYsX29rZvbCq3JycWzdu+vbrN3b8OG0cGvoGDD/0cPGSxRcvXjx6+Mj3B/a/IjSjsbHx72vXYqJj2lrbPL09Fy5a5O7R8bCSk5LiYuPmhM61tLQk/EuuXb2KodisObOpVGpra+vpk6cqysopVOr+ffsWL1libWODIMjff/1Fgkkurq5nTp92cnL6cO0aQpmlpaZevnipoKCARCIN9Bs4a84cd3d36D8JgiB3wsIkEumMWTOVT4fP51+7cvXhwwdikXjMuLH+/kNioqMnTp7k6OhIFIBhWC6T3bh+/crlK1KJOGjY8NB5oWbm5hC+tyr97ddfs7OzW1t5B/cfmD9/vqe318taJ5PJaalpt2/dKioqcnZ2njsvdNDgwS8rLJFI/vzfH3r6+rNmzyIkFRUVVy5dGjtuvI+vj7JYWWnZ1StXUpKSIQgbEjh03rx5Fop3RlvAFPsQJHIfaHFgi7+OLd5de46Y+b7WJYodcdyCRBBEjshRpO8t8m5s+WBPIcad8MePW5qb/f39X+H2kpyUtGb1h2w2a8zYcUKB4Mbffz96+PDUmTN29u16uqqqauPHH+dk54wKCUbkyC9nz2VlZh04fMjMzKxTVZnpGRvWrWPq6U2ZPg2o8Nd4ahCGyJGBg/x06fRDBw7cuX17xsyZLyzJbeBu3rQp/PHjoGHD7O3t7t6+Exsdc/joj55e7QogNSX1xPHjw4YPa9ficvm1K1cQBJ06bSqVSpVKpWWlpUKhkEwmFxUWEVu8KIri6qGwiM5g1NbU2NjYEG9dcmLSR2vWmLJMR48dKxQIb1y/ERkRefSnn5ycnaD/HhiGXbt6ra21ddKUyYQWl0gk+/buvXD+wtDAoQ4ODlcvX7n4x5+11TXePj5KLU4mk69dvYIgiK+vr1RG//Hw4aKiwq/37GEymQiClJeVt/J4YomkuKiohcd7WdNkCrm0pGTntm32DvYOjo4RERHhjx8fPHx4aFDgC8tLpdLff//NytJKqcWrqqqOHvnR2tpGqcULCgo+Wv1hfX39W6NGIgj68/ETqckpBw4fMjEx6Y3RtcdRDNRyDEO73R9StzbUCS2ugWnBNFiLd8uYwzDs9MmTUZGRNOrrePaSSIK2NpFIVFtbu+Gj9TQa7bX2wHocsUQyNzR0+swZXSwPQxCFTIl4/PiD5csJPc5taMjJyRk7ftySZcteceGD+w+MjYx+OnHcxhZX2wGBQ1etWJmWlkpocQzDzp/7JSM94+iJ48HBwfhYduXqxk8+uX/37qIlS9qbhmEKhZKdlbV+7UcsNuuHQwdtbW174h78h8AwjATDi5cueXDv3o+HjwQMHUqo4U5cunQxKjJy34H9U6ZOhWG4pLj4naXLzp4+8+3evYRRQiaTdXR0VJcZqTQaGWkfdFgs1lfffL1y+XIdHd1DPx5RHhhIpdHKyspWr1nzwepVSuHjx4/pDMaJkyetrK0hCBo2fNiq5SvS0lL/m1ocv0tUKj4sPCUuNvbyxUsrP/hgwycfU6nU6qrqFe+/L5PLVOeviFwukUqOn/jZ08sLw7Bvdu++cvlKWWmZt483nU7fun1bc1NTcXHR/kMH2Wz2y9olwSQul7t8xYqVq1eRSKTCwsKV771/4vhx3/79XpbakkajqU7cSSSSjo6OsmMymezo4SNtbW3nzp8f4DeQGAQ+++STv6799e577776JjQ2Nn7/3d662lpKn660kcjkyspKOp0RHRm18v3lr7vELZPJd3y109Hptd9kxfIwvusKaRiaqMUJumeKYxiWk51z/97918oYo2gLxiPN5PLoKNzbs2/nm0KhcLD/SxfNXgaxQ4aiGAxD+gYGJqamOdk516//HTpv3ssmnvMXLpgbOtfSyloqlUokkoqycgzD5LL2lflWHi8yIjwwKGj48OGEwh43YYJEInZ1c1PWQCaTkxKTbt28wdTX23/4kI2NzRv83f9dEBTV19f/8KO1a1d/eO70mU1bNndaixKLxeEPHw0YMGD0mDHEdqa9g8OokJCoiIim5iYWi9WVVp66RzyzFYrIEBdX16XLluorUlMRhM6fN2PWDAsLC+LFKC8rR1EMJERSkpKUTKVSiUUOCIKsbawnT5n84+EjquMGgqJjxowlVkpgGHZzc5PLZPyn3uZkMpn4KpX/8eIXA0Hs7e0nTZlMTM5cXV1HhQTfvHGTw+Eojf7XoqqyMjU1dcKkiT79fIkHOjRwqKubW2Jc/KLFi14dFycRi+NiY4uLivo2qo24XRQKpbq6urKqEhe9zmgtlUg/3vhJt9vtWwNPa7Q4CSYWLrpzs2AYXrHqg6nTp72W4wMMw1VVVd99s8fQyOizTV8Y6Ov3rRZHEMTZ2bnr5TEIkiPyt0aN2vnVLkKComhDQ8On6zd8+/U3/fr19/Rq95nqhKmp6d/X/tq1fUd5RYVEIibBJFXfNC5O4/ARI5QfrZ4ec8GiRZ08dI7/dAxDMTs7O3CWTPdRvG4jR42aO2/e/37/PWTMaMqzAyWPx+NwOC0tLXNnzW6/+QqXBbFYzOVyu6jFlW+16uuNQZiJiYnSCicwMTG5ef36Vzt2VVRUSMQSEgnGFwz+Lb5sbwqGW6UMBsNYZQnaxtZOB7ccOm4sTILNLcxVfiS98BG8eqhBUdTcwtzI2FgpsbC0FAmFYkk3wwXr6uoEfP7tW2GJ8QnKhosKC93cXAUCwau1uImp6Xff7xUIhd3e7uwRKBTKw/sPTp74efzECUvfXobvfr7OaI2iaDcMccWFiPI5ahSaqMWJ29S9hQsYhr0UvO6FRUVFFApFX08vJCSEyLSnjSgVMJlMtrCwmDx1SkxMTGlJyQu1uFgs/u6bPVevXJk0ZcqMWbPMLcw59fXbtmxFFRtOxEQKw1BEjr+7L3NalsvlY8aOGTtu/I5t2348dPj7/T+8YZqL/zJkMvn9FcsjI8J/OnpsyrSpz2hNDDeFHZ0c54bOg2Fi6IdpNDxLsbn5Mz4KHYYdhnX1I2r3pmhHJpN9+803Vy9fmTpt2vQZMyytLLkN3K1fftm9ifW/EBjS0dXFvw2VT4NKpZAgWFWdwPhE601HfAzDKGSKqtaUy2QUCoVM6urQrYisVl0hQFAUHejnNyp4FLGoA8MwlUo1MTXtNJN7Hl1d3aGBL96PVzN1tXVyRG5lbTUqOFhtjSq+Jk2cy2qiFm93F1fv9oNUIsXfdYVbKaSdPL8uV1tbS6aQ9Q0NXli+prr6/r17s+fM+eqbrwlJVFSUTCYl1kIUO6kmxkbGpaUlMpmMMMcrKiq2b9k6ecqUOaFziSFGR0cndP78kaNG5eXlnfz5xMhRo2bPndPLf+i/GRsbm7Xr1u3Yuk0sEas+UH0DAzabTaPpLFi0UClMTkquqCin058OvjA+ZCs/HB6PV1db9/wWOwzDMOlVtlRdbd3d23fmzJ2rfDFiY2JkcnnfWmBqoOtemS6uLlcu88vKyqxscL8BCIIqK6vEEvHrbgTij+KVWoFEItXW1fFaePoG+FeMYVh+Xr6ZubmxodFLr8HaQ8gIysvLxWKxsl9mbDMGk2FpZRk6f76yzN07dxSTQk3MEvhCUAzFfdyeNTD+lSHQXYH0L7PFuw2RtQ1/Qto5VMEQzG9rq6mpqVJQWFh49syZX879MnCgn4+Pz0svgiBea6tEIkEQpKy09NSJEwKBEEEQYvJuZGwSMnp0XGzc/bt38WSrAsG5M2cSExI6GX9E4SXLlrq6uf109Gh5efmru5qbk/vjoUOpqamdJGnPSHI6SXIUkvTnJWlpHZLs5yXZPx46nJ6erpRkZ+GSjGckWZ0kWZm4JPMZSaZCktFZopK3LvN5SYZCkpkJvQ4TJ04aFRwcExUtkUiUMyoGgzFm3Li0tLRLFy/KZDIEQTLS09euXn077LZyWDExMWltbU1OTpbL5VKp5OL//iwuKsIdkZ6+0fi0AMNEQqFQ8KqUYQQ8Hk8ikaAoWlpaeurkSYFAiKLtL8az5iYUHRV17MejZaWlSnlU5POSSFxSVvYqSUTEsaPHVCWRCkm5qiQ8HJeovGMR4fjSxfOSivKKzpKKdolUKr16+fL5c+d4T53DYRhfVSoqKnpSUJD/lCcFBUKB4IU3Z2hgoLGxybmzZxu5jQiC5OTkXPrjDzxdVZdHD7wkDIlEora2tleMdRQKpbSk5ML588RBTY8ePoyKjAwODjZlmb6wPJVKNTI0zM/PLykpQRCkpKTk4h9/Kupv75iDo+Ng/yE3/r4eHxePh+TI5X//9feGtesy0ju+Gs2HBLen94DUCNDirwFZ4XCr5idEODqqOaVfT4GhqEwm/d/vvw8fGjgiMGhEYNCEsWP3fbfXz89v1+7dxk831VAUxc/lfbrYYG1jPW3G9LBbt+bPDV2ycNG7b79taGRkY2t75PBhwsUPhuF333/vrZEjP1m/Ye6sWTOmTfvtwq/vL18eOGyYav52YuJvY2OzZu3a4qKi77/b++ocn+npadu2bouN7sgOm5aWum3rthiVfLGpKYoyMbEdZVIUZWLjOsokJ3cqk6yQxKmUUUi2xsWqlklSSFTKJOFl4uPiO5dRSS+alJS0fevWeFVJIi5JiE9QkSRu37otIaFDkpiYsH3btkSVMi/LRa9qPOnSdVevXWNtbd3K46k6lM1fuGDS5ElbNn05c+q0BfPmL5q/wMrK+rMvPleaUEFBQX6DBu3d8+282XOmT5kaExPt5uYmEouVqldHR8fVzS06MmruzFm5OTmEUCKRiFXKQBBkaWU5c9as22Fh8+eGLl246N2ly4yMjKysLI8ePkK8GB2PXtG9u7dv7965s6CgQFnD85I7t2/v3rXziYrkdljY150lt7/euaPwyZNnyuzc+aSwsJPkmTK3wnbv3FmkUibs1q3dO3cWFnaUCbt5c/eujjJisfjs6TMH9h9ofpo3TSaTVZSXL120eNzoMRPGjJ0wZuy4kNHTJk9JT0t/4V1ydnb+ZOOnKcnJM6dNmz839L1lbyMIoqtYZn/ht/bCB+3h6VlQULAgdF74o8fQSxCJROYWFg8ePJg2afL80NC1H67pP2DAO++/pwzhIR6E8j3R1dWdNXdOa2vr/LmhC+fNf3fpMjabRafTZTIpUYBGo63fsN7G1va9t9+ePzd09oxZn3366ZhxY995910NtDJfhkKJ4+HBkBrRWC2OO61AGkZyUvKUiRPfGjny4pXLams0Iz198cJFTk6OF377zcDQENIqWnm85OTkjvyRGB5mamJi4uXtrRqOwuPxkhITXVxcHJ56t/L5/McPH2VkpOvq6gYGBQ32909OSsrMyBg7bpyLqytRpqWlJSI8PCszk0aj+Q8JGDZ8mFJtcDicjPT0AQMHEqEyUqk0LjYWQeSBQcNecTZ8VVVVZkaGh6en01Mfk6rKyszMTFVJZWVlVmamp6enY2eJl6OT40slFZVZWZmeXl5K993KioqsrCxVSUVFRXZWlpeXl0NnibeDo8MzEm9vB4enkvLy7Ozs5yXe3t72TyXl5eU5L5b42DvYv+xuVFZU5Obk+g3yYz8bgp+WmlpbW9uvf39Vt38+nx8ZGZGemiaRSN3cXEePGdMpWUd1dfXDBw9KioqtrK0nTJrY0twiFov8Bg1S5vyqr6sLfxyOoMiECRNMTE1RFE1LTZPJpIMGD1Z1PObz+eGPH2ekp1Op1GHDh/sPGZKUmJiRnjF+/DhnxYvBbWhITU319e1naWWZl5tbXl7u5+dHpDSBIOilkkGDlJkGcnNzK8vLB6pKcnIrKzpJciorKgcO8uskUb1d7ZLBg5TxWjk5OVWdJNnZVVVVfoPaJXK5PDkpSSQSBwwNYDAYGIZlZWZWVVbhOZiVO9uKj2jwYH9TlimGYSnJKXK5rNNdysrMjAiPaGpq9Pf3r+fUH9p/8PjJkwFDAyAIamtri4+Lc3Zx6XjJq6rycnMHDRpkYtpuRvNaWh49etTa2hoSEvLCTEoYhqWnpaMowmAy79+919LS4uXtFRwSYvq0BsIFNT0tzcPTU/meIAiSnJQUFRklEgmHBAT4DRqUlZnp5u6u+iLV19dHPA7Pzc2lUMj9BwwYNWoUsWKvLVy9cmXt6g8XLFy478B+tTUaFxs7e/qM4NGjf/vjf5BGgWkeqamp5qasWdNnqLXRlBQfD88ZU6fxeDx1tgsAALSOrKys3bt2PSkoUEq2bt48LGBoVVVVn/brv8K1K1etzS02fLSOyPqiHqKjoixZ7CULF2IahiZ6t+koThbHXUXUiFgskSNIp6QZAAAA8Dw6NNrtW2Ex0TEfrF5lYmoaFRFx5eKlxUuXvjBdD6DHoengOepxhx45QqGqSYvhB9DhexYvXWXsKzRSi9Nourq6Mqnshdn/ewmhUCCTyfT09MBR2QAA4NW4url9+/3e48eO/fD9PhiCGEzGilWr3nv/PWADqAcmg0mj0QQCfNBWmxYX8PmKaJGO5EgagiZqcQqFwmAwZDKZSCRSzSfVq4hEIkQupzPoQIsDAIB/ZPiIEf5DhlRWVCKI3JSFA26a2tCl61KpVLFYJJfLIEhNxjGfjwcs6DE1LpuIhmpxJoMpk0mFQqHatDgxrWMymeAkDwAA0BV0dHRcXF3AvVI/DAZDYYsLZU/TRasBPh/Pnqunr3FaXBP3gCkUCp1Bl0llImE3swx2AyJag8FgamOkGQAAAPx30NXFbXGRSCTDbXE10daGr6jr6WncirpGanEqlcFkymQyofDFKRd6A2G7Lf4POQgBAAAA0LfQGQzq031xSF3wFfviGpifm6Sp++J0xb64+tzURSKRXC7vSGYJAAAAAI2ETqfTqFSxwpkJUueKOgbp6b/4QNg+RGO1uPptcSGFTHnZkb0AAAAA0BAYhC3+bHY8tdjiGFhRf519cYWPOqQuRCIRVXFClNpaBAAAAED398WFQpk6bfG2NgysqHcRKpXKZDClUqlQIITUAoIgAqGARqMxwL44AAAAaDYwDOvQaFKpVKJMO937gH3x14BEItEZDLlcLhKryRbH2xKJqFRgiwMAAIAWQHiZCV5y6FyPg2GYVCKlUqk6mrdeS9LQ1DxMhkyNtji+By8Q4rY4A3i3AQAAgKajp6cH46vcfPU0JxaJpDIZvh9P6TgOR0PQUC2OH6Unl4vVb4u//CQuAAAAAGgIevr6EAwTq9xqCmJSaHENTO6poVqcQcdzqAnUaYsLBVTcFgdaHAAAALRjRb2tDc+npgYEQqFUKmUymWpL2671WtzAUF9HR6eluVk9x59LJBJeC09XV1dtCV8BAAAA0G2MTUxgGG5s5KrnHvJaeGKxWN/AgEajQRqGhmpxNtuMyWTWc+olEokamhMJhRwOR4/JZLHYamgOAAAAAG+ClbUVDMM11TXquY0NDQ0CgcDMzIyuebuuGqrFTdksOp3ObeCK1RJIwOPx+Hy+vqEhiBcHAAAAzcfCAj/Kvba2Vj3NNTU2CoVCFoulgTpCQ7U4m8ViMpkNHI56wgFra+tgGLYwN1dDWwAAAAB4QywszMlkMofDQVFUDTeTy20QCoVsNlsDj5DXuA4RsFi4Ld7AbRCrZUW9rrYG1+KW+OQOAAAAABoOg8E0NjYWCoQtLS1qaI7L5ZJIJFOWKaR5aKgWpzMYBoYGgjZ+S7M6nlBNDb65YmVtpYa2AAAAAPCG6OjQzMzNRSJhA4fT2zcTQRAOh8NgMFhsTXScImnytgeGW8nq2Paoq1OsqFtYqKEtAAAAALwhOrq6bDZbLBZzub3upo630sDFtTiLBWkemqvFLa0slVZyb0M4OlpZWauhLQAAAAC8Ibq6umbm5kIBHl7U2zdTLBITtjgb2OLdcEGsq+t1W1wikbS0tNDpdBMTY+hfgVyBekLtAYC+AsMwmUyGIIgmPwKZTKYe96v/GmQymc1mC0VCbkOv2+ISibiBw6HjtrgmrqhrXBoaJfguNaYOW7yhoUEkEpqZmenSNS6E4HVJS0sLu3krKzNTKpNaW1sHDRs2duxYzdzLARCUlZXdvH5DIukci4EgqJu7+7Tp03rcJ7a2puava38FBgYO8BuopU+hpbnl3r27kY/Dq6urmXp6nl5eY8aNGTIkAIZhSJMoKCg4euTHTz79xN7B4Q2ram1tvXzpsoODQ8joEGIGc+/O3dq62vkLFmhg7JN6YLPZcrm8oaHXbXGBQNDY2GhmbmZsagJpHpqrxS0tLTEIq6ut6+2GuFyuWCS2d3DQ0dHuj+H0yVOH9u9HIcjPz8/ExLggL//WjZtXL13Z/e037u7ufd07wIupKC8/cvAQgiJERkklMpls3ITxU6ZOeUMtnpWZefbMmUWLFw8aPJiQVFdX/3jkCI1G01ItXlpSumPb9vDHj9zc3Fzd3fltbX/8/vvvv/66eu2aFStXUqkadFhFdGRUW2trj2ymtvJ4p37+OSQ4WKnFb4eFpaamTp8x4z+rxU1ZpnQ6vamxCcOwXp3AcblcRC43MWWRNS/MTKO1uLGxCZ1Ob2lpkUqlvZr0roHDEQpxW1xHRwfSWq5dufrdnj0BAQE7vtrl4OhIIpFkMtntsLBtm7fs3Lb96PGfjI3/JfsF/zJgmEShUpa/t/LDtWs6/YpMJr/50QscDufW9eujR49WSkgkko6ODplMhrSQVl7rti1bEhMTv97zzew5c3TpdBRFa2trv//22/379pmx2XPnzYM0A7FYnJAQHxgUxHx2ftb9E7V1dCgqcxT8lEwdHU1bflAnpqYsPT29hgaOSCTq1eMoa6prMNxxSkNDkTVXi+vSdVksllAoaORyLa16MQaMy+WKFOH82qvFuQ0NZ06ftrGx+WrPNw5P1+5oNNr0GTMqystP/XwyNTll9NgxhLytra3wyRNnF5fGxsaYqKjg0aNtbGyIXyEIkpqckpaeBmFYwNCh/QcMeL6t9LT0lJRkmUw2cKDfkIAhqoNISXGxRCp1dHSMjozKz8+3s7cbNWqUgaGhWu6BdkOlUf8xs6NMKktMiM/IzETkch/ffgFDA1RHLg6HU11Z5entlZeb+6TgyfiJE4yMjGpra/Py8qg0nYKCAlc3N1c3N+XzolAoNdXVd27fQVAkKCjI28cH0gbu3rkTEx29Zu3axUuXEhIymWxjY7Np8+ac7JybN25OmzFD+SEXFxfLpFJHJ6eI8HAUQcaMG6ecFRUXF8fFxPB4PA8Pz2Ejhj9vzjY3N8dEx5SVlbJZ7OCQEDNzM+WvREJhbm6eo5OjQCB4eP+BVCYNCBjaf0D/TjWUlJTU1dYGBA4lnG9yc3IZdLqru5tycaWsrKyxgevh5clkMglJfX19dGRkbW2dja3NyFGjujHzbmpqigiPqKqstLa2fmvUSOUygEgkysnOZrFYDo6OxAwjLydXz0DfxcUFhmEURfPz8slksruHNi3amZiaMJhMLrext7U44Z5FuGppIJqrxZlMppW1VUlxSXVVVa9q8aqKSpFIZGVtrb2z2vT0jLzc3FWrVytVuJK333132PDh1k/1NL5Xl5e/Yd26kDGjHz18xGtp8fD0JLR4c3PzVzt23L59x9zcHEWQI4cOL1+5cvWHq5XTfz6f/8O+fX/+/j8igdGh/QcWLVn8ycaNhPrBMOzMqdMpKckOjo4Z6Rl6eszqqmpXN7dDRw6/+abgv55/XDZva2vb/MWm6KgoYhQ+e/qMl7f3vv37LSzbwyPDHz0+fPDghEkT//fb7za2tkODAo2MjCIeh58/e04ikfx64UJjY+Ou3bsJE5xCIYeHP/7t1wsSiUQmlR0+eHDDho/fee89mKTRn4BEIrl75w7bzGza9OmdfmVhaXni9CmBQKBcY8Aw7OfjxwvyC1xcXC5fujR95ozg0aMpFAoil587e/bHw0d0dXWZenq11UeHDR+2Z+9e1YQeSYmJmzd9WV9fb25uzuVyj//0055vvx0aFEj8trKycu3q1QFDh+bm5sjxA5TFh/bvX/vRuvdXrlBdO0mMTzAxMSE2s1AUPXL4UHVl9Znz56yt8VgYkUi0fcvWlpaWU2fPEFr8zu3bX+/6SiAUskxN6+rq7B0c9h3Y/1p7YQkJCds2b2lqbLS0tKyrrz965Miur3cPGz6caG7H1m1m5uY/nz5FoVBSU1JXrVjh7u5+4tQpYxNjTn39mlWrxk+c+PmmLyDtwdLS0tDAoKqysq2tzdS0F/OxFBcVYxj2/OiqIWjiKj+BgYGBg4Njc3NzeUVF77Uik8nKy8uZTKadnR2ktZQUFyMI4u3bYU7J5XKpAjpdd8DAgaoBEphCJdy8fmPO3Dmnzp7x9PLCRxkEOfXzyXt3732y8ZNzF87/8uuFefPn/3ziRHx8vPLCi3/8+dv5CytWrjx7/vy5CxdWr/nw4h9/3L19p6NmDMvOyhGLxMd//vnchQufb9qUm5Nz/e+/1XgntBIYhrOzsq5duXL50iXi36WLl/7++29uQ4OyzP179x48uP/xp5+eu3D+3IXzX27dnJ6Wdvf2bWUBDMPq6uoeP3y08YvPv//hByL5wbgJ49d8tFZXV2fVqlWr16wh5gowDMtksrSU1IWLFv/y66/nfr0wcKDfL7+cU0P2jDekpbm5oqLCwcHezKI9WTKKosR7LpVKHRwcfHx8ntkpwKDMjIyq6uqjx3/6aP16Yss8Ojp6/w8/hIwefVZxJ3fu/io5JeXcmTPKmI76+vrdu74iwfCRo0fPXTh/6sxpA3397/fu5fF4yopFItGjhw8XLFp87sKFs7+cHzBg4G+//lqpMlLJpNL4uLjB/kMIK59Op48cObK0tCQnO5soUPikMCc7e0hAAGEuFxcVfbVjp7WtzelzZ89duHDk2FF+W9uhAweFwq6ezszhcHZu204mk0+cOnnuwoWTZ04bGBru2rGjsrISgiAjIyOf/v2eFBRw6ushCMrPzW1raystLa2qqsI7U1jI5XL9BvlBWgWLxTJlsTgcTq++uhiGFRUVwTDs6uoKaSSaa4uTyWRHJ0ehQFBaUtJ7rbTyeCUlJSYsU3sHe0hr4fF4ZDLZ0KB97RpBkG1btsbHxuKWgWKFYfLUqWs/WgsrB3G5bMq0qes2bFDWUF1Tc+vmzekzpr+/fAUhWffxhrjY2Fs3bg4bPhyG4dbW1qtXrgSHhKz/5GOiwNp166Kjou+EhU2eOoUYH1EUNTExXrN2bb/+/SAImjhp4oVffikp7sXH9y8AhiESiRzxODwhLl6pSBAENTI2sv3xR2V8gRnbbOPnX8xbMJ+41Z6eXkwmk6t6LKPCil72zjtL316mlJmYmNg7OJBIJDt7e8IEJKZxKIJOmDxxybL2RengkOCDBw5yGjhK7aiZiMRioVBoZ2erdJRJTkrevWunUCgkwSQSiWRgYLBz91fExJQYf5l6el9u3ky8kMSnceXyZTs7+y3btxsbG0EQNCd0bkZG+sMHD5a+vYxthi+bR0VGlpWWHjl29K2RbynSSFh9tH79xk8+SUtNHRUcrKxnVHDw2++8Tfw4bsKEfXv3cjgNjk5OhKS8vLyiomLFypXKzr81ctSPh4+EPw4fN348BEHx8XEymWzM2DHEEuDtsDCxWLx9x05PL08iQue9FcsP7t9fUlTs08+3KzcnIjy8qKjw8JEjfoMGEavN6z/esPzd9yLCwxcvWUIikQICAu6EhT15UmhpZZWenh4wdGhlZWVeXq5vP9+kpCQ2m+3l7Q1pFSQSydXNNTYmpiA/33/IkF5qpba2ltjVZavsqmgUmqvFIQiyd3DQ09cvKy2TyWS95Hra2tpaXlbGZrPt7LVYi9NoVBRFJdL2nPMwDHt7e+G+UWSySCz++9q1yooKrH2chzAMpVFpnb7YmurqRi63oqJi33d7UdzhE5LJ5E3NTYWFhcSeU11dXX19va4OjSig+ITghgYOt6FBLBYTTwfDUBabZfVUW5DJZDqDIUeQ3vYg1WowDEJRZNrMGfPmzVNqcQzD961V5/7D3xrh5u5++eLFJ0+eNHIbS0pKuFyu6vothmEMBsPLu12BKZHL5cr/VxYlk8lOLs5KAZVKhWFYrtmB1/hoRaZQyGSJRKqMETc2MR4aGCQRi8lkcnZ2VnZ2tlAgUJZHUdTCwkJ1gt7K41WUV4iEwhPHjpEUVjuJBBfkF1RVVXEbGwktXlRYKJPK7t65kxAfj2H4NKuurq61tbW4qEipxWEIUt1C1tPXg2EYQTpuckJCgompiYtbxxO0tbMNCByaEB/X3NSsp68XHRnl7OLs64traARBCvILMAz7848/mAwG/qnCUFlpGZfLLSsv66IWz8nONjUxdXf3UErc3NzZbHZuTi7xo4+vr76efk52dr9+/YqKCkPnzQt/HJ6emjZz1qzM9AxvHx8zxZ+vXXh4eJBIpPz8gt5roqK8vEWx82igrw9pJBqtxR0dHY2NjUtKivltbcYmvRKoV1tTw+VyvX19enVbpbexsrZGEKSsrIz4kUQiLVqyhPjvyorK8EePOpWHYZgEP7OZIhKJZDJZQwM3Ly+PSFIBQ5CXl7ebuzum+JEo0NTUnJubq1Q2Tk7OllZWqmuYFDKFRO6oGejuroBhmK2trTIS7IXcu3tv2+YtOjo0ZxdnC0vLkaNG1tfXo8gziX1gBV1qEoapFA2KyOoiBoYGLBa7tra2lccj9pJdXV2/3LKZ+O3hg4dysnM6vXOdQoMkUqlYIuYLBPn5+SQSTLzIBgb6o8eMYT51j+ILBDK5rLSkRFeXTrzqJBgOGR2idAIlbjXl5TdQJpPFRscMHjzYwMBAKaRQKGPGjouKiExPS7O1s83KzFy5ahVD8VegKCoSCqVSaVFhIY1Ga2+URJowYWLXHdzEIjGNRqPSVJzYabgTu1jUviZvZ2/v7OqSk52dlZUpFon9hwS08HhREZF5ublVVVXL3l6mUUF6XcTD0xPCsPy8vN5rorSktKmx0cnJSQ9o8W7g4OBgYGBQWlLaxuf3khZ/UvCEBJNc3dwgbcbXt5+ZmVn4o0cLFizQedbbNiszs6Gh4R+dp/T09alU6vQZM1Z9uFoprKutRVCUGGj09fQoZHLI6NFbtm9TFuDU14slkv9suGoP8ur0Xm1tbWdOnTIzY+/b/4ObB25sVZSXX7t6FYO6mhTsH7W7Qi1p9Jye8JXxDxhy8sSJ1JTUyc96vMqkspTkZHzVp33J6cXQ6XQdHR0vL6+fT52i6bQvy/N4vKbGJuWRhoYGBkwmc+eur1zd24cFuVxeWVFp0uWMH+Vl5ZWVlcoNCyX+Q/zNzMxiYmIsSyx1dHRGKFbsCQXP1Ndjm5mpuitKxOKqqmrlj/+ItbV1S3NzU2OTja0tIWlqampsbLSybp986NBo/v5Dbl6//vjRIzMzMwcHe19f35vXb9y/ew9FUb9XTiI1FhsbW30Dg7ra2tbWVtU5Uw9SUVEulUrtHew18ExSAg3tFoGRsbGFpWVLSwvhgtEb5OXlQTDkpdiL0l5c3VznLZgfEx1z4vhxsagjC1haauqRw4fwXcN/ev8cHR2dnZ0fPXjQ0txMSHJycubPDT1/7hdCAVhZW3t5e4eHhyuz6VVXVy9bvOTIwUOvm2CysbExLS2N8LJ5qYSrkKg4rbxIwu0k4SokDd2TqLiSdUnS8LykIS0tjftKycsgvBElYrHyn1gslkqlqqmjrKytCRUOQdCD+w849RwatUt5FP5xRwPDIKlUWlFejj5dqVZERuUUFhYiz0qKnpN0KpPzXJkXSLJzigqLnpMUqraek51dVFjUIRGLc7Kzi4uKZs+dY21rc/DAgeysLGX/hULh8WPHIiMj/nEiYmhgMHjQ4KysrPT0NOW1n3788ecbN/L5fEIyaNAgOYLcvdvhtnnuzNl5c+d23eBLSkpkMpk+itVyVaytrQODgh4/enTp4kX/IUNcXFwIOQzDQUFBNdXVUVGRT58Itn/fD+8sW1ZdXd3FRkeMGolB2JUrl4nvEcOwq1euICg6bATuo04wdOjQpqam27fCPLy8mHp67h4eNBrt0sWLNjY2zs4dOyxahIGBvrOLC4/XWlJc3Bv1S6XSkuISA0NDpceDBqLRWhyCICLQoiAvv5fqLygoIJFI/Xw7x3pqF2QyecXKDyZNnnTowMFlS5bs+fqbw4cOfbJ+/aoVK1lsdv8B/UUikbIwvnwnEj2zUYrnTzB9b/n7T548Wf7e+0d//HH/vn1rV39IIpPnzJlDFNDV1X1v+XJec8sHy1ccOXjo8MGDy995t7W1LXT+fOXQKZVKxWKxyuYuJlFRRUrCHz0OnTX7+t/XlZLHjx6Fzpp943qH5NELJA9DZ82+ef2GUvLwoUJyQ0XyAJfcunFTRfIgdNacWzc7JA/u3w+dNSfs5q0OyT2F5FaH5P69e6Gz5txWkdy7e3ceLgnrJLkT1uElfpeQqPiN37lzZ97sOXdU3PifB0URqUT6x2+/Lwidp/ovdPacrZu3iMX4nMzExKT/gP6RERG7d+46e/r0+o8+unTxIp3BCH/8OC01lahHLpeLRKLnZ1T6uIECH/3x6B//+x/x2+dfAKlEWltd/ev584KnHtF1tbVrVn+4c9s25TZzbW3tmlWrd2zbLhQ+ldTgkl3bdyj9qGtqajpLqmvWrFq1a8dOFUk1LtnZUaZaIflq564OSVX16lWrcLe1p+9tVXX16pV4GRsbmx07d7W1tb6zdNnH6zccPnjouz17li1a8vvvv02ZOoVGo8lU/65nX0gcGF60ZDGbzf50w8fff/vdiWM/LX/33YS4+AULF5o8Xe0LGjZs0uTJx4/9tPHjj0/9fPKLjZ8dPHAgODh4wMD2VHfP30BE5ebLpLLoyMgBAwd0SsZHMGbcuJrq6pLi4pAxY1QTVIyfOHFoYOA3u3dv37rt5xMn1q7+8NcLF2bMmun0VHlgGCYWi2Uy2cv+Oh8fnyVLl126eHHNqtU/Hj7y0Zo1F879smDhwkEKZzcCZxdnYxOT8vJyb4VbjLm5uZWVVX5e3oCBA7V0Rc3QyMjNzY3Ha1ENEOhBcE/+khJDI0N7DXac0vQ1NA+FlZyX1+6g8Y9gGJaYkFBaWkoh/9OfRoLFQlFlRQWdwYiLiyssKkQRTTm0QC6X+/bvR3xpXcTA0GDP3r0D/AbdunHj3t07ZBLZ2Nj4/RUrFi1efPt2WFtbm9IaM2Wxpk6b5uiEhx2rMnX6dDqD8fuvv966cROG4QEDB6xY+YFyURGCoJGjRh49/tOZ06fv3MHVkp2Dw4qVK1WjUwYNHmxigudEJH7U0dEJHj2axe7sMmNpZRkyerSqO6GllVXI6NG2KhIrhUQ1/I+Q2D4nsbNVkVjjEhvVMtbW+I6misS6XWLbSWJr01miXJl8scSGkHTslVrb2ISMDlENzbdRSFT3U5/H3Nx82owZfEFbp9cPQRAjI0PiqdFotE82btTR0U1MTCQlkzw8PA4ePhwfF3fj+vWKioqBfvgjcHR0nDZ9+vPuHT4+PstXrowID6+ra09mbGJqOnXaVKUhiPs3uDjPnjvX0wv3iCQkdDo9MCjIxMSY/HSKhkuGBZmYmJKffll0Bi4xNTWlPL2KwWAEBQWxWKbKiZ1CMozFYqlKAocNY7OflQQFsc3MOl1lbv6sZHiQuTnuQh8cEnz67Nkzp05lZ2enpaTo6Oq6ublt2rLZxtbm9MmTqmcaDfb3NzM365T50cnZ+ejxn07/fDIyIgJBEBabvXffvgmTJioL6NLp23Zst7e3e/zoUXZ2jq6u7qrVq5e+vUypdA0MDadOn+6m8mnYOThMmz6diOdsbGqUSCTBIXie1OfpP6C/s4uLSCgargjjVmJkZLTvwP4zp07FRMckJeKm/OebNi1YtFD1DoyfMN7Lq31MgGF4sP9gUxZL+ddRKJQNn3xsZ2//19Vrd2/fZuoxP9v0xYKFC1X/fEMjo0VLFnt5efkH4B7d+CbaTDyB65hxY6EuIBQIwsMj+Py2Tl41fQaMGzCtra0ymezWrTAUw2TSjlnOy0AQZOz4ccpJ2z8HMZWW2FjbOCryNGgmsIaffJWUkDh18uTAoKBr17sUdoyi6KoVKy+cP/+PmbCI915PTw9F0ba2No26DwKBYMeunV98+WU3rpWIJfjxADDMZrE67ZF3BQzDGrlcEon8il3ARm4jkcS4G90DvAm8lhZMMeITP4rF4i7m4EQQREtTrr6CxsZGPp/f7fMiW5pbpDKpqanpy+6MSCRqbW3V09NT5lbrCsSJ1+bm5i90FuM2cEPnzMb9S7Z1+Jeo0tbWJhIKDQwNu20cy2QyYpO4x73Vqiorp02ZWvTkCbU3U2K/LjQajclkSqVSoUDQlUFcIpZExkYT8Xj/SGRExLzZc4JDRv9+8Q9IU9F0W9zc0sLMzIzb0NDA4RBxIK8GhuHgkBA9fb0uvMFw4ZMnKUlJru7ugwZ36YmqDYlE+mqP5Vego6ujajK+LjAM/+MZaEB/9xWGT/U3QdcH+n+fCie2gd4ktMRIES/+CugKXrdaXV3dF66+tLW1lZeXh9242dbaNnXatJddrq8AegOoVGovRdzo6enNXzC/oaFBk14nuLm5KTIiQl9ff+bs2fQunEspl8m7okoI8nJzIRgmloQ1Fk3X4gYGBk5OToWFhSUlpV3U4vMXLpi/cEFXKt+/74fHjx5NnzFjzUdre6KzAAAA8GLy8/I+Wb+hoaHhnXff1Zas9Z0wMjb+7AuNS9HK4/GmTprMa2nZtPlLImVhD5KTnYOhqMdTr1LNRDO2N16OoaGhl7d3A4eTnZXZszUL+PyU5GRjY2PtOgAAAABoI65ublu2bzt34fyGTz/R/KA+LcLQ0NDewb6+ri4ttT3uoKfg8/k5OTl0BsO3a4l3+gpN1+IwDPv286VQqZkZmar+mW9OQ0NDVmampZWlls6LAQCAFmFkZDRu/PiAoUO1MbmKhhMQMBSG4fi4uJ6tNjcnp76uztPLy7ynTfz/lhbHvToHDrSwsEhJTm5paenBavPy8urr650cnax688A0AAAAAPQqgYGBFAolKTGxUwDtG5KZkVFfXz9g4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qmprV29ZvXadeuEhYURvzcsJjMuLi7yUqSkhMTO3bsmm5kN5ll8I7MlIyM9LTWtoKCwtqaayWIpKAw3NDLW1dPlVWSqqGBxuH9/+QAAAPBTU1dXR6NQr129KiklZevosN3amsFgHD9y9PmzZy5urtNmzBBQbggbjby0c0/Pxw+T9+zfN2f+fDa/xnEwl0ahUEgkMiE+Pv7W7e07d6xdvx6BQAho0EEgkddjYk+fOmW9c8eGTZvgYkq45PH6tWteFOrUaVPHjhsXGx2zePky6x3WWBye9WdNCUHQ3YSEE0ePrVq7dvsOayQSKUD+whr0XuJdD1e3UXq69o4OklJSf2nZotHokuJidxdXUVHRazdvKCgoDOblA4YkP5Gs7O7uDgsNTUxIXLZs2boN64cPH/6jV/QT0dzcfO3qtasxsdOmT7WxtROX+Is9cQE01NeXlpUV84zMlPz8go6ODikpSVUVFV19fRMTU3UNdSEhITDRFQAA/G5kZ2eRPEhPHj/W1NKi0jwXLF5UV1Pr4+VdXVVFoXnq6ukJ2IyG087zcnNJHsTK8nI7J0fTP2ocBwMajWYymRfOn89ITXMlEKbPFKRfMRhMd3d30InA50+euBOJk6eYsfi1kvDjoUFBly5cWrtuLRaHTX6YvHvv3hWrVsIH9J4BgiAWi3UhIuJa7FU7R4f5CxYI7meHDdfICxePHzkyb8GCbdbbMVjs1zQoEolksVgH9u4rKiy8n/xQX19/kDcBMPT4WWTlx48fAw4eEhIWdnFx0dXT/dHL+UkpLSk5dPBQRUWFk4vz1KlT/38nYTAYra2tGekZaampBQX5NdU1LDZbTk7OyMiIZ2TyKzKBkQkAAIY8Dx888HAnFBUVTTYzo9JoJibG6RkZnmTK8OHDSZ5Uqa84czBIJBKPxz99/NjVyVlRSdHJxUVWTu6bGnTq6urCQ0I4HC7V20tTU1NAdSMGg6mpqfH2pLW1tlK9vLR1tGHxCkemU4jEj+8/bN9hnZ9fwGtjJxHHjB3bT6FCENTW2nokICAzI4Pq7W1sYgLP4BFwxdaWlsOHAu7cumW9a+eiJUsEjNuBwWKxFCLp0cPk8NMnV61ePcj7ABh6/HhZ2cPoOXPqzI3r19etX2exdavQkG70/ucwmczY2Njz5yJmz5693+aAqKjoPzxhY0NDaWlZcXFRWmpaXl5eR0e7pKSUqqrqKN1RJqammpqawMgEAABDj/Pnzh30P9jY2Lhy9WoPMklVWfn+gweHDx6cNZuXXo7D4wVUHMJTtq/FxPj6+E6ZMmXXvr3CQl8tiPzLYsrcnJzw0DCdETpuBIL0n8sf+x2MxWIzMzLJBILOyJEubm5S0jyxCz+em5Njb2PLYPRYbrV6+OABhIFIVKqamlo/hYrF4cpLS0geRDxeiESlKCoqCpa/ODy+oqzMyd6hpLjYxd3N0MhIsK8Jg8FgLl+KPBUefsDGhkgmDeZWAIYkP1hWpqen+/v6odFoN3d3/dHANh8shQWFB/39mxobnVxcJk76biFhTCazpaU5KzMrNTW1IL+gprqawWTIyw83NDTQ1dPnD/tRGdoBTwAAYMjT2tp65PCRM6dO4bDY3fv37d67V1hYOPLixYgzZ/fs37dqzZp++Y79gKdsBwcGXrkUaW5puWbtGg6Xyxl0gw4EQc+fPbt4/sLqtWt27t4toLrxSylkYmLgsePLV67YZm2NwWDgBh0Igh4+eEAhkrS0tWbOnn375k0T0zFOri5Cf1a3sIR9/+6dtydt3Pjxtg72oqKif9PPDkEfP3xwdXQUEhZxJbirqKgMclsfgqAPHz642DuOnzD+0pXLf5leAvgd+GGyks1mnz19JiYmetXqNVuttor8gtMXfywMBuPK5SuXLl5csmTxvv0HsLjv3yzf2NhYVlpWXFSUlp6Wn5vX3t4uISmhrKKqq6drYmKiqakpLCwMKjIBAMAvREVFhYc74d7du3Ly8k6urpvNN3d1dR07fPjly5dEMmXCxAn9ShL7gcPh6urq3Byd09PTHJydxk+YMBgnDwYOKr957fqDBw/snRwXLlokoMEcjUZzudxzZ85ev3p1v43N0uXL4Fh12Cg9e+pUcGDQwkWLlFVU4m/fXr9p02aLLWh+mnrvGVAoFAaDibtxM+hEoLmFubmFBRww8rXl8WbzQND1q9d8vb3Gjx+/Y/duib9rEu8LHo//8OGD3f4DWCx23ITx5ubmS5YsAfVUvyE/RlY2NDR407wqKioIRA9TU9P/fgFDhtycHF9vHzQEefv6wFN5/iWYTGZra2tWZmZqamp+Xj7fyGTKycoaGhnq6Y9W5RVkqgIjEwAA/My8e/fOw53w8cMHY2NjqrfXtKlTyyoqPMmU7q5OCo2mqaUlwJmDnb+sjEwnBwcWi+nm4aGlpSW4SbwvEAR1tLefO3O2rLSU4k0zMTEV8FwIg2lrafH39SsoyCdRqMamxowe3sG8k3R0+Hl7J8YnWGzd2tXV9erlSxc3t1lzZjOYTG4fycjrB2Ixw4NDH9y/7+jkNHveXMFL5U19ZLGOHTkaefHips2bV61bg0bx5kAO5qUhkUg0Gv3q5cuoyMuj9PRKiovfvX2LwWBMTU2ttm2bM3eO+J+HegCGNj9AVhYWFro4OauqqhLJ5GHDwPDQf0pHe7uvj2/2589UT6qxsTHiP6Gpqam0tLSkuCQ9LS03N6etrU1CQlJFRQWuyNTS0gJGJgAA+Km4FXeLSqZUVJTPnjuXRCHr6+mlpqWR3AkjRo50dncT3KADO3/3EhMpRNJI3VH7DhyQkZEZfIMOFoutrKw8cfSYjKwMkUxRVBJU3YjD4YqLiryonmgIIlMpyioqcK0kDocrLSmhEEm5ublbrawy0tPr6+spNNooPd1+83gwGExLS4uft09JcTGJSjEyNhY8QQeLxTY1NdHI5CePntjY286aM2fwchnOSLpx/fr9u/f229quXrumqrLq4YP7kRcvZWdmIpDIiRMnbjTfvHTZMtA48ZvwX8vKp0+e+np7L1q8aN+BAxAE/ZeXHtqcOXPmyqXLDk4OS5Yu/Y8vzWQy29ra4IrM/Ly8mupqOp0uJy9vYGCgP1pfld9aLiQk9B+vCgAAAGDodHpIUHBoSAidTt9kbu5KcB8mLX3nTvyJI0eW9alZFJx2HhYccio8fPmqlRs3bcLhcINv0IEgKDUl5WRY+PSZMw7Y2gqobuQZoljsqxcv/Lx9Jkyc6Oji3HshvJDQqxcvCC6uEpKSq1avjr99W1lVxc3DQ1ZWtl+DDn8GT64nmSIlLU32pP6t/MXj8Rnp6R5u7p28tHOnUfp6vBMO2oLt7Og4c+p0ZWWlB5kEd6Cj0CgIDTU1NSXGx1+Lvfrh/XsIgoyMjbdabVVTU2tv79DW0VZXV0f8v+ByuWmpqSIiojojdP5/ZwAMKVl5OTLy7Jkze/buXbtu3X920d+HB/fvH/TzX7Nu7S5+GfiPWkZTU3N5WWlxcXF6WnpOTk5bW6u4uISysrKenp6xiYmWtpaIiAioyAQAAP8NjY2Nvt4+kZcuiYmJ2Tk4WPHzF8+ePh0bFb1n/74VK1fCNYtfezoGg2lvb/f38bl96/aevXsWLl4suPiyLygUCo1GJ927dzU2dquV1eYtW7hcroBiSp7td+3aqfCTFlst12/ciOLXSqL5xN286UX1HDN2zMRJk2Kio+cvWLBn3z7sn4Mk+87gmThpko29HV5IiP11+QunnT988IBE8FBRUbFzdJD7lowkLBZbVVUVGhQsJCxMplJU/9yBjkKhePlHNTXJDx5ejoz8nJ3Nk7xYbGtb24iRI1atXr3Z3FxeXh7xLbS3tx8OOHz96lVRUdHZc+ds3WoFxOXvKyu7u7sDDh569+4thUodN378f3DF35Ps7Gx3F1c9fX1XdzdJSckfvRyekdne1paZlcWbJ5mXX11d1UPvkZGRMTAy1NcfDbeWg0FKAADgXyI3N8fNxe35s2eamlpECmnJsmUtzc3+vn7ZWVkkKsV0zBjBu729U7YrKyrsnZxMTE0GvzuMRqMZDEbkhYvp6enObq4zZs4UVEwJQfTu7rCQ0AcP7nsQib2jfXiP0+mnT548ffLU6jWrJSQlH9xLst69a+WqVVwut1+DDhKJvB579dTJk31n8AhYHofLjYqMPOTnP2/B/F179vDKKwdXTAlrytTU1FOhYRPNJju59O9A73sVuHH+xLFjp0+eUlZSGq6gkJ6W1t7erqGhsXHzphUrV2poaAzmikWFRa4uzs+ePoPP2d3dLSMju2LVig0bNhj9V9VfgJ9FVra1tXm4uzc1Nfv6+6mpqf3bl/vNqa2ppVIonR0dh48ekfvG74L/Ni3NzaVlZfyKzNTPOTntrW1iYmIqqiojR44yGWOqra0tLCwseO45AAAADJInj5+QicSsrKzxEyZ4+fiMHTumqKTYi+rJZLIoNM+B+Y4D085fPH/u4cqbmu3o7NRb4zgYMBhMU2NTeFhoV2cX2ZMqeFoPFoutr6unUalNjY1UL5q2jg5sGeJwuIaGBiqJ9ObV623W24tLinM/57p7eEyeYtavVhKDwdC7u0OCgx89fEggksymThFsqWKx2Pa29iMBh+Ju3LS0slqyjFc6NfiBkygU6uH9B1djY8wteAPTYVf1Lw/uNVAD/PzNpk5dsWqVjMywlJSU6MtXXr540dnZqaGhcTzwxN+aTY8eJpOIxNycXFU11d379mlqaSbciU+4E9/Y2DBcQWHhwgWWW60MDA0Gs37ALy8rW1tbHe0dcDhcwOHDwiK/+4Dv/wY6ne5NoxUUFJ4ICvzWXYb/DBaL1dbWlp2dnZaSmpeXV1VVRafTZWVk9A1GjzYw4HeWqwqD2CkAAPDtsNnsy5GR3jSvttbW5atWuXsQ1NXU3rx960WlGhgauRLcv+au/c/5Q6Hirl/3JFPMpk6xsbXD4rCDj9rBYrH5eXkhQcE6OjoeFLKkpKSgYkoMJisz05NMUddQd3V3HyYjw2Aw4Mfz8/Kc7B3a2tq2Wlk9ffoEhUSSaTRVVdV+6haDwdTX1/t6edXV1nn6eI8YMUJw0iSvf6iiws3ZJS8319nNdczYsYLLAAZasDFR0a9fvSIQPWbOni3AgoUN1KjLkZcuXNq+Y8eadWtRKBSLxcLh8V0dnZ4USvSVKwwGY8aMGaEnw2VkZARMdQ4PDWtuapo+a6YbgWBsYgJH7H3O/hwVGZmUdK+qskpaWnrxkiWbzTeD7dAhLivb2tpcnJyRKFTA4YB/Pg8GMHjodLqPl3deTk5QaMjP5ln+JS0tLWWlZSUlxenp6TmfP7c0t4iLiyspK/Nay01MdEaMAEYmAAAYbM3VoYAzp08juNztO3fY2NmJS0jcunkz+PiJNfxZboJ3e3nOH50efCIw8uLF9Rs3rl67BoVGcdicwTfovH756vz5iCXLlu3ctatf+ePA7vIH9x8E+PsvXrpk5+7dGAyGzWbDDt/TJ08Irq4qyirzFy28c+vWKF09Z1cX8T8HSX6ZtfM5h0ggqKmpuXoQhn19YE/v8akpqY52dhgMxo3grqKq+k0DJ1uaW8JCQ9rb26k0r5G6o/p1oPeFt33f03P88OHXr165eXhMnTYNdlghCGKyWAF+/jevX586fdrdhMSenh4jY+ONmzatWrVSVEys70mqKqu8PD2vX78uKiq60Xzz3v37ZWRlmAxmb6oRAoHIyMi4cfXa7bi4uro6WVnZadOn79m718jYaJAvCvArycrW1lYnewcsHnfk6FGQaPjfw2QwaJ6eBfkFx39iz/IvYbFY7W3tn7OzU9NSc3Nyq6uru7u7hw0bBreWq6mrq6qoioiC/HwAANCfyspKMpF059Yt+eHDXdzd1m3YwGKxzp46fePaNSdX1/kLF/TLd+wHFoutq6sjEQgf33+wc3QwmzJl8E4eCoXicLnxcbcSExJsHR2WLV8uoLoRhUJxudyIs+duXru+58C+pcuWwaN9YIfvfERE8InAOXPnqGto3Ll1a826dVbbt8MubO8ZYEfzUXLy4YOH5i9auHPXLjweLzgjCYVG37px08/H29jYZPe+vVJSUoPc1oflclFhUUhgoIa2FsHDQ2ZAB3pfsFhsRUWFF5XKYDApnp7qGurwwbwun8pKCpGUnpZmtX17fkF+QV6+kJDQm9evuVyunp6epdXWhQsXysrJ8Ta+k5O9PGkZ6Rla2lqOri7LV6zgcDj9NDp8E9hsdmlJyYWIiMiLl+h0+vgJEyKvXJaSkhrMSwP8MrLyD58SeejwYTHgU/7A3XAvr/zcvKCQ4F/Cs/xLWltby0pLS0pK0tPSP2dnt7S2iomKKikrjxw1ytTUVGeEjoiICKjIBAAAqSkpbi6uHz580NPTI1Ip8+bObWhs9PXxKcjLo9C8RhuMFlBx2HfKdndXlzvRQ0tbe/BN3xgMprOz8+zpM8VFRRSap4mpqYDnYjCYjo6OwwcPpqWle5CIEyZO7HXyenp6Dvn5X42N3WJpwWaxnz196uDsNGfu3H6zfOAe88iLFy9euLBr957Va9cIXircZn7i2LEzJ0+v37hh3Yb1EAQNPu0cg8G8ffPmdPjJpSuW79qzR4AFy7uNOGzqpxQfGk1DU8vNgyAhKcFi8gZO4nC4lE+fSO4EJou5bsOGRw+TxcTFyFSqkJDw4+TkyMhLH99/YDKZpmNM16xZ097eHh5+srmpadbs2W4eBD19fQH6HovFtrW3e1M9nz5+3NXV1d3dffd+kr4+GAc9hGRlG7+eEviUPwMMnmdJK8zP/+U8y68ame3tOZ8/p6Sk5OfmVVZVdXV2ysjK6o/WG21gqMbPyATlFgDAb8itm3E0T8/SkpJZc+d6envpjhyZm5dHIZLExcU9yCRFJSXBE3QgDOb+vXs0MkVDS+uArY2cnNzgG3QgCKqprg4ODBIXFydSKKpqqgKuhcPhioqKvChUCIKoXjRFJaUvTh4OV15WRvEg5nz+bLnNKic7u7KikkKjGRgZ9vT09P1NDUFQV1fX0YCATx8/EfiqVHB/OhaLbWxspFEoz54+3XfgwOw5cwQ3ifeFFwbH5d6Ki0u6l7R3/77lK1f260AfcBuhxDvxgceOr1q7ZvuOHfDEc1iyx9++TSYSDY2MZs6aHRsdNWXKlP12diIiIhwOB4Kg9vb25IcPY6Ki3799y+FwWCyWsIjwtu3WO/fwZkgKeC94uZsZGUQ39/a2Nmc3t2sxMXfv3j0RFLhx06bBvEDALyArOzs7nR2duFzuoSPAp/yJPMuCvPzgsNCvlUX/orS2tpaXlRWXlGRmZGRnZTc3NYmKiSkpKY0aNcrYxHjkqFHAyAQAhjwcDicsNPTo4SPd3d3rNm5wcXNTHD78xcuXNAp1ktlkW3t7YWFhwWnnKBTqzKlTgceOL1m6ZIulJRaH+yYnLzMjIzgwcPKUKfaOjqKiol+7Fqyu3r554+/tY2Bs5OjsDB/Mc/Lw+A/v3pEIBBQKtWbdunsJibJycgQySV5evt++NhaLra6u9vb0bG/voNA84QGSAlaIx+NzPn8mETxqa2rsHB2NTYwFN/T0hZfjQ6dHnDmTn5dPIJEmm00WMK2HVzTJZEacPRt346adg/28BQtghxWCIBaLdSEiIvh44MIli5WUlW7H3bK02rqBL/t61S3cet/a2upJIt+Ki1PX0LCxs1u4ZBGX89WkT9gBTX74kETwUFJSsnNwUFZRjomKPnHsmIWlRcCRI4N8mYCfWlay2WyCm3tTU1NgcBAYrPLzwGAwCG5u3d30w0ePDNX3hcVidXR05Hz+nJrKq8is4huZ0sOGjR6trz96tLq6uoqqqtif68EBAMCvTlNjk7cXLSoqWlREZJ/NgZ27d2Ox2JioqDOnTm+xtNiweTPyzyWJ/YAwmI72Dn8f7/jbd3bu3rVoyRK4xnEwl4a7Rh7cv38t9uoWS8tN5psFRO3A3eW3btwMCQ6ytLQ0t7SEbT8UCgVBUPztOyQCYcyYMVNnTI+Njpk5e9aeffuEhYX7aUocDpeakkKjUEeMHOlO9BAgYXtV16OHye4uLqrqao7Ozt80cBKDxVRXVYcEBgmLCFM8PVUGdKD/6WAMprm5OcD/YG5ODs3H28DIiMF3WOHHD/n6Jd27Z7F1a3NzU1pqmqOL8/Q/gjl7z4BGo1ks1vlz5+Jv37FzcJg8xQyPxwvY2UehUUgE8vKlyIN+fvMXzN+5Zw/E/3qQmZFxYM9eYxOT24kJGDDJbwjIylPhJxMSEk6dOT0E9luHGK0tLXv37DEyMnJxc0P8BrS1tZWVlpWWlmakp2dnZTU3NwuLiCgrK48YOcLU1HTEyJGioqKgIhMA+KXJz8+nkEhJ95JU1dRIVMqSZUuZDGZwYOCDpPuOLi5z5v7NbGscDldSUkIlknJycuwc7CdOmiR4dnZf4HbyK5GRb9+8dXRxnjd/vuC0cwajJzwkNOlekqu727QZM3qdPCaTefb0mZNhYUuXLZWRkUlMSLDabr1u4waeR9dH3SJRKAwEJd29d/zokaXLl2/fsUNwcSRcTBl95cpBX//pM6bv3LNb8MSdv7RgT4WfNDI2cnJ1FRcXF6BfcThcYWEh2YMoISFBpJCHDx/em7tZUlzi7OBQU129fceO169etbe3k6gUPX39fvcZi8Xy1Keff35eHtWLpm9gwBa4TY/BYtvb244fOXr9Kk/QL1+xAjY+0Wh0TU2Ng40tBEHRsTHaOmDA4y8uKxMTEk4cO370xHFQKvtzUlpaar1t2zZr640bNyJ+J2AjMy83N+VTSm5uTlVlVUdn57Bh0rp6eoaG/IpMNTVgZAIAvxbPnz51d3PPyckZP3482Ys2cfz4qpoaH09abW0N1ctr5KhRgnd78Xg8L/vGyVlcQsLZ1UVJWfnb0s6bmsJDQjs7u6hetFG6owRoSgwG01Bf7+vtU1NVRfX20tXTg0UVHJnu40V78ujx1u3baqqqP2dnO7u7mU2Z0u9sKDSaw2ZfPH8h5soVeyenRUt4AyQFqC4Igjo6OgKPHYuJira0slq5ehVfo36DBfvoYXLUlSvmW7ZYbrPq14He72AIgl69fOnn7TN1+rT9Njaww9rb5ePq6CQlJbVy9ao7d+5oqGu4k4gDUzwxGExJcTGFRBYVFSFTqcMVFAS/EXDuprura87nHGc317F9cjdRKBSdTvf38X375k0IX6kP5iUDvi/Q9zrR5+zsgEMBzq4uQFP+tKipqXn7+BDc3NVU1SabTUb8NkAQJCkpOX7ChPETJvAGy7a1l/HGlpdkZmZGR0c3NTaJiIgoKSmOHDXKyMh4lJ6uqIgIBHZPAICfmKgrV3y9fWprapcuW0aiUjQ1NDKzsryonlLS0seDgmTl5QVoShQaDaHRN65fp1GoY8aO3W9zQFRUdPCaEovFFhYWhgWHKKso+/r7yw3/6rV6u8tJBIKyimogv7od1pQ4HK64uNjBxq6xod7WweHF8+c9dHrA0aM6I/uHmfPaxtvbAw4eykhLDzh21MjYWHDmEQ6Pq6mqdnVyzs7OJlIoY8aO6ddFLgA0BLGYzJioqBfPnrsTPWbPmSPgufD2fcyVqDOnTllZb1+/cSOXy2UymV8ej4o+5Oc3yczMwNAgJjp63vwFu/bsxmCxfTUlv20c9/b1a17s/JQpNvZ2wsLCgkcfYXHYtJQ0R1tbNIQ+dOSwKj93s3eFHA5HVFRUTU3t4f37ebm5CASQlb+sW1lbW7tj2/ZlK5Zb79jxPVYF+Be5fu3aqfCToeFhWtra4Eaz2ezOzs6czzn8isycysrKzo4OSSkpPX19AwMDDQ1eRaa4uDi4UQDAT0JHR3vgiROhwaFIFGrHzp37DhwYJi318GGyv6/PrDlzbOzs4B6Rrz0dnrJ9Mizs7Okz6zes37BpE9ytPJhLw+bc29dvzp05s3DJ4v02NgKS1WHHLvnBwyMBhxYsXLRj95dcSbjr/OXz5x5u7nLycosXL7lz+7bOiBHuRA8xcXHWACevvKzck0xGQ2gKlaqsKqjHHL5ielqas4Mjl8t1J3poaGh8U4NOa2vL6ZOnGurrPb29RxsY9OtA7wuaP8T8xNGjb1+/dXF3nTJtGuywoiGIyWAcCQiIuRK9YdMGOO/9gK3N0gEpnvwZkMgb126cDg/fwuvg2YhECHoj+Iej4u/c8fL0NDQ03Hdgv5S09EANisPh7t29e8jXb97CBaFhYSAz+5eUld3d3fv37lVQUPT0ooFitZ8fDodz6ODBjPT00PBwCQmJH72cn4uOjg5ePSavIjMjKyurqalJWEhISUlJZ8QIE1PTUbqjREVFgZEJAPwoamtqSPy0c0kpKQdnJ4utWxFIZPTlKxFnzuzYvWvl6tWCZ1tjcbjmpiaiq/vrN69t7e3NpphxOJzBzy3kcrnxt2/H34nfd+DAspUrENyvNimj0DwNdPH8hSuXI3ft3r1qzZdcSdjJu3LpUsChgOkzZowcNfL2zbhlK1Zs22Hdr1YSdjo/ffxIIZLGjBsruMe8d2ZPwp07VBJ5tMHovfv3SwucuNP/zmCxJSWlJ44dU1NTJZBIcnJyAp6LxWJra2q8aF4tzc1kKnXkqJGweMVisfwh5uTXL19us7YuKyvNzcklUSmmY8b0a77hvVgWm18Fm+Tk6jJ77lzBVbBwqWjgsRNnTp1cu37dug08wfqXGhSCoOKiIjdnFxERkbg7t0Gbxy8pK/18fHNzc4JCQkB12q8Cm822t7HF4HCHAg6BbwIC7lJHR0d+Xn7Kp0+5uTkVFZUdHR1SUlK6urqGRkZqampq6mrAyAQA/jPSUlPd3d3fvnqtp69PpnnOnjOnra0t+MSJp4+feFDIA0sSBzp5vCnY9g6tra1uRI9RowQVRPYDjUZ3dXddOn/hc/ZnsqfnhIkTBDfowGnnGekZHhTyuHHj4IPhtPMAf/9rsbEbzc1RKNSjhw/tHBwXLl7Uz8mDbdFbcXHhwSHrN200t7AQ0GMOL4/D4YQGBZ89fXrVmtXrN27EYgc7xJx3LTT04f27M6dPL1i4cPe+fUJCQgI0JQ6HS0tJoXnyso3ciUTePEn+wXg8PjUlhejmzmAwNm7e/OTRIwwOS6JSVQc4rLxi04YGH5pXfV0d2ZM6SldXsKUKt5PTKJQnjx/vO2AzZ66g3E0kEsnhcPbv2Zufm3v3fhI8QBzwK9VWPn70+NGj5DNnz/1ymrKhvkFG9vuEOHK53KbGxmG/TiQkGo0mkkhWW7feuX1nxUpeDx3gL++ShITE2HFjx44bCxuZ5WXlJSXFWZlZ165ebWxoEBIWVlRUHDFyhLGxia6erpiYGDAyAYB/iaS794geHsXFxdNnzSJTKcZGRpVVVVQypb2tLTA0RFNLS/DuMBaLffzokYebu4qKihvRQ15g8eVfmHO1tYHHjwvh8SHhYapqaoLTzsvKyrw9aUwG41hgoLqG+hcnD4erra7xpJA/vHu3e9++woLC4qKiQ0eOGBoZ9auV7NWId+7ctndyWrBoIYPBEDzEvJ03Y4Z6N/Hu3gP7FyxcyGQyB6kp+TvRqDu3b92Ou7Vzz56169dxOJyvaUrYar2XePfEsWOLlizesWsXr96AX0yJwWCS7t6jEEla2lpz5s69Fhs7bsIEO0cHUVHRfvcKh8Pl5ebRKBRJKaljgScEV8HCx+fn5RHdCZWVlVQazdjUpIcu6HheqhEWo6qmmpuTk5aWBmTlL+ZWNjQ0bLWw3LZ92yr+1sMvxJ3bt328fdzc3b+LqLoceTk4KNDbx2f2nDmIX4dHyY8O+vmdPndGVVXtR6/lF4PNZnd1deXm5Kalpn7+/LmysrK9vU1SUkpXT9fAwFBdQ11VVVVSUvJHLxMAGAowmcyT4eGBx090tLevWb+eQCLKy8mlpKR6ksla2trObq7Dhg0T0OcBK6ezp08HBwYtWLhgi6XlwDzIrwG7hllZWeHBIeMmjLdzcpSUkPzatWDx+v7dO29PmqGRkau7m9AfMex4PP7Tx48EV16424aNG+7fvy8uLuFBJikrKw908pqbmv18fMpKSyk0T/3Ro/8mIwmPy8vJ9XBzr62tdXByNDI2/iYLlk6nnz97rqAg341AmGRmJuC5vFxJNvtCRMTVqOi+3eiwCL504eKRgICFixZp62jHXb+x0dx8YIonfH+ePHp00M+fXwXLiwESLH+FhIQePnhAdHNXVlG2d3SSHy4/mM4qCAMl3EkI8PNbv3FDYHDwYG4F4GeRlWQiqaWl+cjRoxgsFvGLwOFw7iUmurm61dfXy8jIHDx0aNGSxf/khLGxsWQPYmtrq7KycsDhgGkzZvCmXf0iUMmUxsbGYyeOA5vtn9DZ2VlWxqvJzMzIyMrMamhoEMLjFZUUtXVGmJqajNLVFRcXB3cYAPh/0NraetDfP+LsObwQft+BAzt27RITE7t/794h/4OLlizZtWe34PhGCIOhd3cf8j94NTp6+84dK1auHPyYbzgq8lFy8pVLkRs2bdq6fRsSheJ85Vq8UT1o1J2bt0KCg9dv2GBuaQF388BO3r3Eu2QiUXfUqBmzZl2NiTGbOuWAnb2ISP/ZP3AApBeViscLkagURUVFwW3RODz++ZOnHu5uw6Rl7JwclL8pIwmLra+tDQ0JRXC5JE+qjo6OANcQg8W2trQEHDyYnZlFpXkaGhvDt5E3jLu1NeDgofg7d8wttrS3d7x/+8be0XHugBRPuNoqNjom4uxZ6507Vq9dy/16ZWpvMWVMVPRBX9+p06bt2rsHj8cPsrOK132fm7t7u7WmltbFyEuaWlqDvCeAHywr7929e+L4ibPnzikqKSJ+HSoqKlYsW15VWYnD4VgslpiYmP/Bg8tWLP//nS0qKopI8GAyGLyvfd30Ubojo69e/YVqhJuamiy3WJhvMV+/YcOPXsuQai0vLCj49OlTTk5uRXl5e3u7pKTkyFEjjYyM1NTV1dTUgJEJAAyGosIigptbcnKysooKgeixYtUqNodz7vTp61ev7dm3d+ny5YIn4sBp5xQiMS8n19bBfvzEicxBO3koviiMirz87u1bByenufPnCajnQ0MQo6fnzKlT8bduuxDc58ydy2AyuBwuPDnm0oULx48eW7xksYqKSvzteAsry3UbNvRrP+eVfmIxr56/8PX2MZsyxd7JUXBxJK8rGom8Fhvr7UmbPnPG/gMHMIMupoR35LMzM8NCQg2NjdwIBMHNQHCuJJVMFhYSIlGpSn84rFgstqyszM3JpaSk2Hrnjg/v37e2tpGplIG1krwhkF3dwUGBTx8/IXtSJ02eLNhShSCos7Mz6PiJK5cvW261XLV2LWfQo49QKBQXgYi7fj04KAiFQCkoKmzavGnFqlVaQFz+5LKyoaFhy2bz3Xt2w+n2vxBMJjPy4iU/Pz96Vxcvo4vFkpSU/P95lrBP2dnZCU9KEBcXp/l4r1y58tdqgnn65Imfr29oeLimpuaPXssQpLOzs7y8vLSkJDsrKyMjs76+Do8XUlBQGDmSpzL1RuuLiYlhMJgfvUwA4Kfj1cuXJCIpNSXF2MSE5uMzcfKkttbWIwEBnz58IBBJEycLmogDD5h+9/Ytwc0NQkMOzk6amprflHbe2tp6OvxkfX09iUo1NjEWcC0sFtvU2Ojj5V1RXk6heerp68O1kjwnr63Vl+b94P79LVZbG+vrUz59cnJxmTl79kAnD4lC3rh6/VR4uKXV1vUbNyKQCA776zNmMJiurq6g4yeiLl/euHnzqjWr4T6VwaedP3vy9Epk5Jp167Zu3ybA7oVzIt++eu1JoZhNmXrAzlZERAQeYo7FYj9+/OhsZy8sIrpuw7qE+AR5eXlefYJ8/31quDLVi+rZ2tJC9fbS1NQUXIGAw+OqK6sJrq6ZmZn2jg7jJ0wYfO4mL+Ozo+NCRERxUfEmc/PHycnJDx/S6XR1dfX1Gzbs2rMb5A39pLKSzWZ7uBNYbNahgIBfaMO3L5GXImlUKp1Oh79NiomL+/v7f5NnGRUVRSJ4MPg+Jf8MYr7+/it+NZEN4+vtU1JSEhIWCvTNvwqbze7u7s7Ly+NVZGZ/rqioaG9rExMX19XVNTAy1NDQUFVVlZKS+ncXAQD89HC43KsxsZ5USkN9w+KlSzyIRG1t7cLiYi8KlcVi03y9Be/2olAoNBqdEH+H6EYYM3asnaOD8B81joMBi8UWFxWFBAcrKiqSPT1lZGWYDKbg7nIqiSwvL+9OJMoNl2P08BaGxWJLS0pcnJyqKiq3WVu/efu6u7Ob7EnVGdE/7bw3RzPp7j0CiThwWPbA5dVUVxMJHqmfPjk4O0+aPElwOnq/O8Nms29cvfb40SMnV9f5ixawmF+1YGFD9Hrs1bNnTlts3bqBJ3Z5Ditcq3rz+g1/X58xY8eNGWMad/Pm7Dlz99va9KuVhO9PVmYmlUTW1NJ0JRCk/yppst/xmRkZjrZ2HC6HQCSqa2oyBp+7icHU1tSEBAXh8XgqjaauqdlDp7988cLJzr6qqkpWVvZ63E1dXd1Bng3wn3aCP7h/Py0tNeLChV9UUyIQCPMt5iwWy9fHh97VBUFQe1ubB4EAYTCLFi8azNNjY2M9yZSenp5en9LH1/cX1ZQIBGLv/n1WlluvXb26cdOmH72WoQwajRYVFTXlAwe+8jMyy7IyM+7culVXX4/D4hQVFXV0dExMTHT19cTFxYHQB/xuMJmMo0eOhYeEMpiMHTt32Dk5yQ4b9u79ex+a14iRI5zd3MTFxQVIE/gzOSwk9HR4+MrVqzZu3vy3fSH9ZM27t+8izpyZNWfOPpsDvKidr2tKLBb77MkTX2/vOfPm7d23D4vDMXoYvY07zg6OkpKS1rt3Jd6JV1ZW8fH1GyYj009TYrHYxoYGL09abU1NYEjwiJEjBWckYXHY7MxsB1sbBoPpfzgAdv4G7+S1tbWdPnmyprrmaOCJ0YaGTMZXnwvfxsDjx58kP3Lz8JgFO6z8Bh0ul3vs8OHz5yLWrl8vKipy7erVHbt3r1y1isvl9tOUWCw2+cEDf1+/ZcuX8drGMRjBXwYgCLqbmEghknT19PbbHhgmPWyQmhJ+47KzsoJPBE6cPNnOwV5MXJzNYnV2dr58/qKtrU1YWNh65w6wI/eTupVtbW3mmzbv2LFj6fJliF+cyEuXaFTPb/Uso/n1lP/zKcXEfA/+qj5lL8+fPffz9Ym4cOEXKgwdSnA4nM7OzqLCok+fPuZ8zqmoqGhrbRUTFx85coSxiQk/I1MdGJmAIU9NTQ2NQr1+7Zr0sGGOLs6bzM2xWGz87TvHjhxZu3799h3WAuZT/zGqu9GL4vn0yZMDtrYzZs0UXHzZF55LwkXcTUyMu3Fjz759a9avE/BcnpOHQEZevBh15Yr1zh2r1qzhcrmwk4dGo2Oiog8fPDhp8uTRBgZxN28uXLx4z769A9uiMRhMbk4OhURSUlJy8yDKysoIdvLgcB8ahTJi5Mh9NgdkZWUHv60PQVB5eXlwYNDw4cM9yCRFRUUBDTo8Q7SmxtuT1trSQqZ5jvjDYcVisfX1DTQK+dWLl1u3b6+prspIzyBSKRMnTuw3jwe+mRcvnI+Nit5zYP/S5csFF0fC7eRhISFnT51evnLFhk2b4OaHQW/rox4/ehx9JcrcYsvmLVvgdp/SklIalXr/3j1FJSUSmbR6zZpB3ivAfy0rI86de/zo8emzZ3A4HOLX53xEhK+3D727+391lgGHFi3+ap1lbEwMmUjqW0/p7evzy+UrDYTL5drs36+mpu7k4vyj1wLgGZnlZWWlJaXZn7Mz0tNra+vweNzw4cN1Row0NDI0MDAARiZg6JGdne3q7PL61SudESM8SKRFSxbT6XReg8616w5OjnPmz+cIrLHD4XBFhUUOtrYN9fXuROIovVEs5mCbvuGd6AvnL2RlZBAp5IkTJ7K+fi1eA0p39/HDR9++fePmQTCbOrWHX3kJFykeO3Lk0vkL6zduwOHwD+7f329zYPHSpf26nmEn7+mTp75eXvMWLNizby8WixWcdo5CocJDQ0ODgpctX77ZYovg4/sC69eUT5/CQkJmz517wMamN/boLw/G4XCZGRk0qqeiogKBSBwmIwOXQuLx+M/Z2SSCR0NDg7nFlpfPX3IRHLKnp5qaWr9aSfj+HD546NPHjx5k0sRJgqpg4S8DnZ2dNCo18U78PpsD8xcsGHy3PqxHo69EvXzxwsHZef6C+SwWC7acKURiVmamurr6kaNHJ08xG8zZAD9AVtbU1m7fauVOIEyZOgUxVIi8eInm2cez/Hpv+JD0KXvJysyyOXDg9NkzYKfgp4LD4XR3dxfkF6TyKjKzyst5RqaoqOhIXV0jQ0MNTV5FpvSwYT96mQDAP+JuYiKVQinIL5g2fZqnt4+Bwej6hoaAgwdzsrIpXjRjExMB86lh5fTkyROyO2G4goKdg72iktI3zcKur6sPDQ5Go9EkT6qWtpaAwG0sDldeVuZF9WQymZ5eNFU1NdgyhBtTaGTKu3dvrbZtKy0ty8vJIXlSx4wd229fG65ZvHzp0pXISOudO3udTsGb1z40r6S7d3fv3TN/4cJvsmCRSGRifMKdW7e279yxdv16AXYvfBvv30s6GhCwaOnSXocV1poP7t/3cHPX0tJasGjh9atXDY2MHZ2dJCT7p3hisdjy8nIahcLlcCk0TxVVVcGWKg6Py8/N83An1FRV2Tk6mpiaDD53E8JArS2t4aFh7W1tJCpV32A0PO/n1o2b/r6+lZWVGAxGVFR01erVa9etGzN2zGDOCfivZeXRw0cKCwuDQ0OQSCRiCHE+4jxcZynAs+znU4qJi/n4+g4Bn7IXDptDIhERXISPn++PXgvgq9B76GUlZWVlZVlZmZkZmbU1NVgsZriiora2jrGJ8ejRoyUkJEBFJuDX4uyZM4f8/Fvb2latXu3qQVBTUSksLia6uwsLC5MoFAVFRQG9wyg0GgNBFyLOHw0ImDV7ltX27cL8buXBXJe3s4zB5Ofknjh+3MTExMnNVVJS8mvX4pc24j59+Ojr5aUzQsfZzU1CQuJL2rmQUEZaOolA6Ghv32i++cmjxzg8nkShKKsoD3Tyeuj0Y0ePvX750s2DMHXaNMFOHg6HKy4qInkQCwsK4LZowcf3BY1GM5nMC+fPZ6SmuRII02cKagb6I9X8QvSV6P02+5csXcrhO6xwsEnU5cuHDx6aOWvWSN1RN65eW7thvaWVFRzM+af7g8WmfPrkQ6Pp6IxwIbiLi4sLeCN6czdJBIKklJSdo4OKisrgt/XhpqjQoGA5eXkPCllBQQGeDxQeGhoeHNLDYKxaswaLxd5NTKyrrR02bNj8+fMttlqajhkzxNTLry0rS0tKtlltOx54wsDAADHk6N8b/mfPsr9P+Sv3fQugpKRkz87dvv6+JvyeEsBPDofD6erqKiku/vTp0+fsz+XlZS0treJiYto62sYmJurqGmrqasOAkQn4iWltafH39790/gIWh9u1Z8/eA/tFRERevnjhQ/OaMHGijb2dqKioAE0Jb14HHDx4LSZ22/bty1Ys5/C+IQ92dxiNRj998uRK5OV1fJ2EwWC+JoPg9ufE+IQTx46t27B+m/WXKk9YSz24f5/g4jpi1Mj58xdcjY0dN368rb2dmLh4v5VjsdiqqiovCrWru9vT20tdXV2wihISEnr27Jm7s4vMsGGOri6C09H7gcFg6urqwkJCEFwEhUbT1NYS0P4CQVBbW9vxI0c+fUqhetHGjB3D6OEJUN5YyLa240ePX7sas2mzOZvNev3ylY2D/bz5vL3mftv6GAwm/vadwOPH1qz7+ypY3t1Eo69Gx3h7ek6bMWPfgf2DL6aE7+T7d+/Onj4zZ+4cGzs7DBaLQqFqamoO+vrdvH5dRERk9969WywtkUhkUWHh9atXH9y/X15eLiEhMW/+vM3mWyZNnvRr5QAOWVlJ8iByOGwvH59ftwH87z1LXp3l/zzLQwEBCxcvuhp7leTh0cenFPf18125ahViKHI44HBJcfHxwBNgKswvB51O52dkln7+nJ2ellZbU4vFYuV5FZk6hkZGBgYGEhIS2F9nIBZgyFNaUkIhk+PvxCsoKvLSzlevxkDQjWvXQoODN27ebLF1q+BBLDgcrrKigkahfvz40cbOdtr06d/k5HG53NiYmKePn9ja2y1eulRASzX8yX/29OlbN+McXZznzJ0LJylCEMThcCIvXjp+5MjcuXPVNTXjbt7kr9wS/tbXewZ4Hzk9Lc2bRlNVUXUjekhKSgpQUXAx5Y3r1308PcdNmLiPr7a/qZ89NzcnPCRMZ4SOq4fHMGlpAdIci8PxBkUSSRgMhkSlKCt/cVhxOFxVVaW7s0tebt72nTtSU1JqamqJZLKJqUm/+wz32kecO3fj6jV7R8d5CxewBRZHwrmboUHBkRcvrtu4ce26tUgUUkBOZ787wyuZSEi8FRe3Y9fONevWwQvIyf5MJZOfPnmipqbm5Oo6d+5cNv/+845HIvNzc+Pv3Em4c6eyslJcXHzW7NlbLLaYTZny/xCXcMUC773gvz4kitdKBUTq/0dWpnz6RHBzDz91Uk1dHTF06dcbLi0tvWz58mtXr3Z2dg7JesqBNNTXm2/e7EEiTZ069UevBfBPKzKLi4pSU1KzsrPKy8pbWlpERER4w34MjTQ0NVXVVGVkZMAtBvwo3r554+bqlpGebmxiQqF5mk2Z0tXVFRwY9OjhQ0dnp5lz5gieiCMkJPT+3Ts3ZxcIgpxdXdU1/sb5G2jOnQ4Pr6tvoHh6GhoZCtgd5neXNx3y8y8sKKB6exkaGsJVnrySx9a2IwGHbsfdMre06Ghv//jho72T46w5s/sF98Bb7Q+Sko4cCli2fPmuvXv6jdgZuLzu7u7wkNDzZ89u2LyJl44u0Pkb2DD+/OmzSxcurFyzZtee3QKu9Ueg0ltvGm38uHG2Dg6iYmJMJhNecHpqqpODAwaCNmzadC8xUUZGlkilyMrJMf98nyEIam1tPXIoICsz09PHmzeU/OtVsL1t5hQPjw8fPjo4OU42Mxt8RhIaje6h0y9fikxNSSHRPCdPnsxkMtEQlPzggRfVsyA/f8yYMQQSabSBQb9zYjAYLpdbUV5+88aNe3fvFhYUiIqITpsxfYvFlqnTpg0yI722pvb69es5n7Orq6tra2rh/78Ji4ioqatpqKsbm5iOGz9OQUFhMKca2gxKVrLZbEd7B2VlJScXF8RQp29vOIfDgdvKkEgkXE/p6+c3VH3KXs6ePvP8+fNz5yOGqi39G8LoYZSWlZaXlWVnZaVnZNRW16AhSEFBQUtbG67IlJSUBEYm4D/jxvXrXp60ioqKOfPmUWieI0eMqK2rPejjV1xcTKF5jjYwENBwA0/ZTkxIIHt46OvpH3Cwl/yjxnEwYHHYspLS0JBQKSkpEpWipKQkQI/yhnQXFJII7tLSwzzIZPnh8r1OXmVlpbO9Q0lxsfWunR/ev29qbCRSKANXDtcs8qKILl85YGu7eMkSDs+BFWTB1tfXE93cP3x4b2tvP2nyZA6HM3jVxWaz467fePjgga2jw6LFi3lX+npGEgRBN69fDw0O3rxli7mFBfx1lPc4BpNw67YnlWJkaDRh8qRbcbfMppgdsLXFCwmxBwwx543HJHgIifx9FSxs2WZlZTna2PYwGG4eBC0trcE3ffPjjerDgoPZbDaF5qWppclLymSzYnlxTgGNjQ0LFy1ycnERsAb+3HZ0SXHxvcTEWzdvlpSU4HG4aTNmbDY3nzNnDgYraNpZVlaWhzvh+dOnODwei8XCqoCvjjhMBoPeQ0ehUHr6+rNnz9pqZaWkrIz4jRmUrMzLzbXZf+DMubPKKiqI34DIi5d8fXy6urp6a3s5HI6EhISXj/cvN6zy/0FbW9uWzZudnF2mTgOG5RCEy+V2dXWVlpR++vTxc/bnsrKy5uZmUVFRLW1tExNjdQ0NdTU1GVnZH71MwNCkq6srLDQ08NgJFptlaWVla28vLyebmZ1NI5OlpIZRvDyHDRsmQJrAbSjnz54LCQpatmKFpdXWfnmQf+vkffr48fTJk9NnzrR3dBRQzwc7ec+ePjvk6zt91qx9+/cJCQvDTh4Gg/n04aOrk5OQsNDqNWvuJd6VV1QgUSjSA/aaebM22tuPHzn66eNHCs1zYFf4wCvmfP7sZO/Q1dnpRvQYMWLEN7RFQ1BHe/u5M2dLS0upXl6CW6rRaDSDwQgJDHr65AnPG/5jniRfmHJCgoLOnz27YuVKSWmpuwkJ1jt2rtu44S+LKd+/e+dF9ZwwcaKtvZ2IwCpYXiUrBD1Muk8hkbS1tWzs7WVkBOV09nsuBEH5eXnBQUGjRxu4uLtJSUlxOJz2trbA48cjzp6DIGjL1q07du4UERERPBkSdi551mNt7e1btxLj4z9nZ+Px+AkTJ1paWk6fOUNcXHzgU+7dvUsmkYuLiiaZTV61erWiopKMrAyExXA43LaW1vLysqLCoo/v36elpna0t482MKB4es6YOQPxuzIoWenr7dPZ2ent4438bewrezu72OgY2L/hcrlMJnO7tTXN2wvxe3A44HBdXe3BQ4dA09yQh9HD4FVklpbkfM5JTU2tqanBQJD88OHaOtqGPIwkpYCRCfg+NDY2UimU61eviomJHbCzs9q+XUhI6Mnjxwd9/aZOmwZPtRHgO/KnbLdRSeTHycl7D+yfMXNmvxJGAcDVb/fu3rt5/Zo1L2png4DdYX5/Djom6krEmbNW27ev37QRtv1gJ+/m9Ru+Xl5jxo41HWN6++bNmXPm7Nm3D4/H91s5FoutrKwke3igkCiyJ1VZRUVQPzvfgn344AHJnaChoWHjYC8rK/u3CqnftU4cPS4jO4xIpigqCXINMfzRPr5e3tVVVSQqz2GFayV5DTrt7V68CPGkbdbWDY0NKR8/EUjESZMn9/MU+fcBirt+MyQo0HyLxWaLLYLfCLhU9GRYWGhg0NLlyzdtMcfhcN+Uu/ni+fOIs2fXrlu/bYc1xKesrMyb6vng/n1paem9+/evXP0Ng9F7zdrKioqHDx5cv3atID8fhUJNNjNbv2H9kqVLhYSE4MM4HE7EuXOH/A+2tLSsWrPG2c1VfvhwJoPBK67kxzzBV0Qikc3NzZ+zsqMvX37+/LmsrOzR48fmzZ+P+C35e1lZV1dnbbWNSqOZjvlduoNjoqNpVM/Ozs5eUcXlciUlJWneXsuWf8Pc8F+XosKinTusz5w7pz6kS2kB/eByud3d3SXFxampqVlZWWWlZS3NzcIiIjo6vKYfTS1NNVVVWTk5cN8A/w+ys7MJbu7Pnz3TGaFDolLnLZjPZrGvxsScPnlqx65d6zasFxDHCGuL4qIiZwfH6upqNwLBwNBg8E4eGo2m0+lRly+nfPzkQSFPmTpVwHMhCOripZ0fef/2rauHh9kUsz5OHjvw+PGLEedXr1srKip6L/Hunn17V65Zw/4rJ+/Tx080KsXY2MTeyVF8QFf4wHTJ0ydPhgWHLFqy2NzCgjc0cnCaEnbyUlNTT4WGTZs544CtreDeed42dGYmjUJVVFIkUihSUlJ90s4/kwiE+vr6LRZb3r55S6fTKTRPLW3tgdv6TCYzNDj4UXKyg5PT7DlzBL8REAbT0d7uTaPdS+Tnbi5YIGBrfuCd4XA4N65df/L4sY2d7aIlS9gcDhqF+vThA5lIykhPFxYRsbGzs965k97dPfhCiP+tDYKQSGRTc/PdBF60Z3paGhqNNjYxsbS0nDt/HhqNPujnH3HunJCw8K7du7ft2IHDYXt6GGw2i8vhfBGVvP/TctkcNpKXdcUrM70YEREbHS0vLx8VGzNy5EjE78ffy8rLkZFJSUkXLl78TYyrqzGxJCIR7vuGP+bgb1qDmcEzZOBV0zo4aGlqHbC1+dFrAfwwmEwmLyGztPRz9ueM9PSqqio0Gj1cQUFLS9PIyHi0oYG0tDSoyAQMhsePHhHc3PPz8iaaTSZTqePHjWvr6Ag6fvzxo8ceZNJkMzMBNXZwiM+rly/dnF2GSUvbOzspKyt/U9ROY2NjSGAQrybPi6alrc0f8/3X18JisdVVVT5e3q2trRRPqvYIHUbPl7Tz5uZmb0/ao4cPrbZvr6mpyeTP4xk7fny/rmfYd4y/fefE0aNrN6zfum2bYBcNwmC6u7r8fXxvXLu2a8/uxUuXwm3mg3lp8KzIpHv3rkbHbN2+bfOWLQJ653liF4t99OAhL+BzLs9hhUf1wPmRTx8/JhEIcnLyi5cuibt+Q1df38nVpVd09r2ZLc3Nvl4+pWWlZE+qgaEhPGHoa8DFlySCR35enr2T44Rvyd3k6fuurtMnT5WXlREplLHjxjKZTAiC7ty65ePlVVVZhcfjGQyGqqrq9Bkz1m3cqKamhkKhBv9/jH7OZX1d3ePHj6/GxOR8/oxAIMaNGwdhoBfPX8jJybkQ3JcuX85msVksJpfLYbHh+lietOS9WQhebzhPXPJvJoPBOHb4cGJ8/MbNm4KCgxG/H38jK+l0uuUWiy0WFkuWLkH8BvTLp5SWlp47b97dxMT29va/ncEzxHj65MnxY8cvRV4SFRP70WsB/CxGZllZ2aePHz9nZ5eVljU2NYkIC2tqaZmYmmpo8ioygZEJGAibzY44d+5IwOHm5ublK1eQKBRFJaXKykpvT1pLczOZ5jly5EgBUgP+lX/p/IVjR45MmzF92/btcLfy4J28vLy8kEBeTZ6Tm8uwYcMEN+ikpKR4USg6I0YSSERRMTF4agsej8/KzCK6u7e2tm7eYv7i6TMkCkWkUDQ0NQY6eWwW+2R42L2ERFsH+3kLFghuc+YNnCwqInt4FBcU2Trajxs//pssWAaDcenixYz0dBc3t+kzBKWdo1AoLpd7OTIy8sLFfTYHVq5aBddK8nb7kcjY2FgfT9qMWbOMjI2uxVxdsXqV1fZtA1M8eY7m589eZIq0zDAyldo711FQ7ubTpx5u7lLS0g6ODsrfknaOwWAqKypCgoIkpaVJVKqSoiKbzWYwes6cOh0WHNLV1WW+Zcu48eNu3rjx4tkLOr1bRk5u6bJlS5Yu1dPXhzOAvnUwNZpPe3t78sOHJ8PCykpKGEzmmLFjCSTS2PHjGT10FovJV49ceL45z678w7T8n3PJ5aDRUFFhIdHNjcvlXrpy2cTEBPGbAQn+8adPn3ro9MlmkxG/AVdjYqlkSk9Pz5d8SjExTy/asuXLDQwNfLy86d3dcP21B4EAYaAh71lOmjw5PDTs4cOHK1au/NFrAfx4kEiksLDwKD6wkVnBq8gszcnJfZycfDmyGo1Gy8nJaetoGxgYGhkbSUtJYXG4H71qwA+ms7PzcEDA6fBTaAh9wNZmz779UlKSmZmZRAJBXV39WFDgsGHDBGhKCIIYTOaRg4cunD9vabV19dq1cKX7N9XknT8XsXL1qh27dvHO9hVZw7P9ICgxPv7EseMrVq6wsuYV8LH4DTo4HO7xo0ckd4KSktIWS4vrV68ZGRs7ujiLS4j305QYDKa1tfWQn39ebq7PwYOmY0wFvDQkEonH41+/euXh5o7H4738fdXV1Qc/cBKOPQoPCe3s7jp89Kievr6Aa/GGbnd0Hj18+OOHD/6HDo3h235wRhIv1OnEiajLVzaab0YiENdiY/fZ2ixdtozJZPbVlLBh/Ozp0wB//0mTzWzsbHF4vODOKhQadTUmxtuTNm78uL0HDoiKig6+QQeDwaSlpZ0+eWr8+PEOzk4iIiJcLre1peWQn1/UlSgRERF3AmHn7l04HG7R4sXPnjy9eOHCq5evzpw6lZiQMGvWrA2bNmnr6MBv9+DFJVzrKSYmxrOQGAwEErlg4UI3ElFTQ6O7uwsWjTzd+L/97z+E5J9hsXoUlZTGTZx4++bN50+f/Yay8m/cSlsbG01NLVs7W8RQJyYqyqP/vG+/FSu+KKpLFy959ZsbfujgkK+zjLpy5X7S/VNnToNhgIC/NTLLy8pSU1IyM7PKykqbmpqEhIS0tbUNjYy0tLRV1VTl5eXBPfzdKC8vJxIIdxMShysouLi7rV2/Hg1B9+/eO3r48IJFC3fu3o3FYgU16OBwVZWVnmRKysdPB+xspk6bNniVwDPnONyrV2OfPX1qY2u3aMliAYWbvE91JvN8RMS12KuOzk4LFi3qdfJ4Y3ujovx8fGfPmaOrr3fz+o2169dtsbTsN7cQ9h0LCgpoZIqwiAjViyYnL98v37Hf8tBo9K2bcRQicTy/jVpwr1L/O4PF5uXmhQYHa+voEMkkyQFb1X3BYDDl5RVeFAqXyyV7eqqpq8HilbfdX11FIhAz0tK279iRnZ1VVVnlQSYZm/RvIYdLP6/Gxp7hV8GuH9AV/pejj8JDQs+eObNh48ZN5psFDz3vCxKJRKHRD5PuX42Jsdy+zXyLBZfLgTCY7MwsGoXy7OlTVTU1Ly+vRUv+ZOswWcwnj55EXrr07OnT9vZ2aWnp+QsWrFy92tDICNaLg/m/DRqCuru6Tp86denCBTaLZW5paWNvJyIs0tND71NC+WXvmy8m2Rw298sfv2hM3o/ZHA4Ggp48eXL88OE5c+eEnzqF+82+YAuSlfn5+XY2tqHhYWpqaojfpp4S9il9/PrP++6bZ/lHnWXAosWLEEOX2rpaS3OLQ4cDDA0Nf/RaAL8MLBaLV5FZVpbz+XN6WnpVZSUSiZRXUNDU0DAyNjI0NJIeJv27fc7+hrx//57sQXz37p2+/miaj5fZ1Km8kdPnL1yOjNy5a+eqdetYX98dhp281E+fPNzce3p6HJydRo4aNXgnD+KZcx3nTp0pKSslkkmC52jDFuNBX7/83FwyzdPAyIjVx8k7EnD45rVrGzdv7umhv3r1ysbObtHixf1UF+zkvX716qCv75gxY2ydnESEhQVoRAiDYfT0nAwNPXfm7Ko1qzds2jRQpAre1n/18tXF8+cXL1mycw9PmgtIO8disR8/fqQSiaZjxtg7OYmJibFYLNiCzczKcjxgw+FwzC0tHiTdFxYRIZLJyir9i1YxGEx3d3doUNDjR4/diUSzKYKqYL/kbtbV8d76t28P2NmaTZnyDbmbEMRkMGKiot++fu1KcJ82cyaX39vw/OkzGpWakZ4+fsJ4/0OHjI2N//LpDAbjxYsXly5cfPL4cVtbm6ys7MxZs9Zv3Kinr4/BYAR/J8FgsXW1tYcPHYq/fVtKSuqAne1Gc3MUEsVkMvpKxr5737xH+JWsXx6CD+B+qbAsLSmhkckSkpJ3EuJ/t8ETgmTl2dNnUlJSgkNDEL+bT+nv95c7v7+hZ0klU/B4nBuB8KMXAvgl4XIR3d1dlRUVH/kVmSUlpY2NjUJCQlpamsYmJpqammrq6sDIHHrcuhlHIpKqq6vmzZ/vQSHrjhrV3NJy5FBAyqdPRApZcAUhvAd6PynJ3cVVT1fP0dUZFkODvDQWiy0vKwsNDpaQkKR60YYrKgpwDbFYbFFBAYVMERcXJ5JJikpKvU5eVWUlwdUtJ+ez9Y6daWlp9XV1JCp1tMHov3DyUKi4GzfCgkO2brPavGWLAFu0N9Pbk0x59eKFjb3dtOnTBR8/sD7ydlzc3YREW0eHZcuXC3AN4aHbt27eDA8J2bBpk7mFBRzwCQvTpLv3aBTKiFEjp06bdutm3ISJEx2cnQameMKDxX1pXg0N9Z7e3jojRggQ971DI51s7Ts6OtxJRB0dncFP0IEgqLm55fTJ8JbmFpqvz6hRo+BXFxMVHeDv39zUtGzFCk8aTUHxb8bYcNic169fXTx/4dGjR83NzRISEjNnz16zdq3pmDHwL+6B68HhcGmpqQd9fT98+KCtre1BIc+cNaunh8FiMb8ISthu/cOZhHe+e+Ull9+sw3NEv7iaPNhsDoXIa1SKvX7tdxtZ91VZyWIyd+7YuWTp0lWrh/JQmauxsSSPv/Ep+3L+XISvz2/kWd67e+9CRMSlK5fBiHDAP4fFYlWUV5SWluTl5qampFZWVSGRSFk5OR1t7dEGo42NTYCR+avDZrODg4KCjp/o7OraZG7u5OqiIC9fUlrqQ/Pq7Oyk0Dw1NDUF1NjB+RsXzp0LOhG4YNEiS6utAty4v+x0Tv2UcubkyQmTJtk5OoiKigpIO4ctRi8qdcrUaTZ2tkJ8ixF+PCM93dHOHo1Gbdi4MSkpSUpS0oNMVlBU7LdyuHovPDQ06e49nrs2Y4aAWdjwmQvy8+1tbFtbWtyJHiNGjhz8jBlefWRn59nTZ4qKCqmeniZjxgh4LjykOzw09G58or2Tw/yFC3szkpBI5MnQsPDQkCXLlsnJyyfGx2+x3Lph4wbEn6dyw6v9/Pkzyc1dXUvT1d1dcEw93P/+ODnZ3dVNXV3NzsFRVu7bcjeLi4pPHDumpa3l7uEBj2Po6OgIDQo6c+o0i8Xas3ePnb394PtH2WzO2zevIy9FPrh/HxaXvG7xDRuMTU1xWGzvdwNYfD9OTj588GBhYeEkMzOyJ3WUri6DTu/d7ob3v/9XRfnHTviXGsteHck3ZTl//BWFRl+LiYm+cmWzufmxE8cRvxNflZUVFRXWVtvCTp3U0NBAIH53n7Ivly5d8qL28ywPLVu+DDEUaW1p2WppSaZQTEx/l9RSwH8Dl8ul0+kV5eWpKamZmZmlpTwjE4/DaWlpGRoba2trqaqqDgcDdn8pGurrfby9o65EiYmL2Ts4bNm6VVRE5P37DzQqddSoke5EooiIiADfkbcf3dLq7+Nz927i7j175n1jwCECiUx+8CA2OsbKevtmc3MB9Xz8tHNUTFT0+XNnLa2seodu84QphLl965avl5eBoeGESRPjbtycOn2arb39wDJQXm5RQ4Ofj29lRTnVy0tw0wzs5D1KTqZ4EJWUlW0d7BUUFL5hWx+CaqqrQwKDRMXFSRSyqtqX+sivpp3XN/h40Wqqayg0T109vR4GAwEPMW9r86F53b93z9Jqa1tb29s3b92JHtOmTx+4rQ9B0OPkRwEHDy5avHjHrp1/26DD3948HRoUvGDRwi0WFvBEosG8NN70HTT6/bt3506f4W3r790DT+iGswLib9+WlZUlkIibN29GfDtcLvfTx48XL1y4f/9BXW2tuLj45ClT1m/YMHb8eBwOx2GzmSxWVGRkWAivtXzl6tVObq4yMrI99O4vVZI8Jdm7+f0/TQmblH2sS1h0cv+wLjm8IgospqK8nEahILjck6dPTZs+/W9Xy2QyGxoaWEwWhIGkpKQGOan8V5KVV2Ov3k+6FxoePlTbNQb6lL7+g533PaDOUurQ4UMLFw1Nz9LOxmaUru7uPXt+9EIAQxk2m11eVl5WVpqbk5Oell5eUYFAcOXlh2toaBoZ86b9yMjKgorMn5mC/HxXV9fnT56qqau7ET2WL1/ORSDuJiYeP3J0xSpeYA3sRH7t6VgcrrK83MHWrrS01N2DYGBoOHgnj98wzrhyKfL9u3fuROK06dMFO3k9PT1Bx088e/rU2dV1xqyZfZ280OCQU2FhK1atlJYelhgfv33njtVr1w4cIYPD4fLz8kgEj+HDFdyJBFk5OcGqC41GR5w5e/zo0bkLFlhaWQrhhb5pxkxmRkZIYNDkKVMEW7BwBlDO589eVE8JSUkShSw/fDjssPLyI4uLSR4eRYVFllu3pnz61NrWRqF5jhgxot8+NTxhKPLihciLl3bt2bNqzWrBbwSEwfTQ6b5e3jeuXd25Z++SpUu+6csACoW6HXcr/vbtPfv3r1qzmsvlwunuZILHh3fvRo4a5eXjPXPWLMQ/4+OHD5cvX0mMj29saBAWEZk6bdq6DRtGjRp1MiwsJjoagqBde/du56Wd4xgMxhcHkv+PPrHnvf/o+2C/vW++pOSweVOAMBAGg4m6fPnKpUujdHWPB574Wkt4V2fnmzdvHz1KLiworK+rYzKZGAxGRlZ24qRJS5cu0dLWRgwZWbl/714jY+MdO3cihiIx0dEe7oRv9SkF11kePHRo6VD0LBPuxMfGxp46cxr8Ugf8Z3R3d1dVVn76+CkrO7ukuLixoQGPx6traJiYmmhqaqmrqwEj86fiUfIjMomUnZU1adIkTx9v0zFjurq6Lkacj4mOtndyWrT4S2+1AOX05vVrD1c3UTExRxdnVVXVb3LympqaToaGdnfTyTRPXV1dAa4hv/252tuT1tba6untpamlBasuOOXbx8s7+eFDS6utTY2Nnz58IpCJZlOmDHTy+LPCnx709ZsNj20UEuTkQRDU3d3t7+Mbd+OG9c4di5ctQ3xTWzQK9fDBw2uxsVssLTeZbxYwAJ23bY3BPH786JCf/+w5c/bb2vYGT+KF8C+ePSO4ug2TkV2+YsWduDgNLU0Xd/eBU7khCOrs6jpy8FB6aqobiThhwgTBnS78tPNikrtHQUGBnYP9+L87vi9oNLqbTo84c7aosNCdSJw4aSJvtUjE3fhEHy+vkqKiOXPnevv66IwYgfhOZGVmXbhwPunuverqanFxcVFR0ZqaGgVFRWc3t8VLl3DYnN5iyi8q8Y+Nby6nTwT6/4zLP1uYXA6XZ1NyeZoSjYYwEITBsJjMowEBjx48UFJRsbS0nDZzhpKSkhAez2SxmpubKyoq3r19m3Anvri4uLOjA4fHy8rJwXv0tbU1LBZbQVHBwcFxi8UWNPQ3WZC/gKysra3ZtWOX/0H/Ubq6iKEFm82+dvUqlUzp6OiAfUoJCQkff78VK1Z866kuXrjg4+Xd1dUFF7JISkn5+fstXLQI3hEYMlRUVGzfanXq7JkhHwgA+Dlhs9mVFRUlJSX5efkpqamVFRVcLkdWVk5LS8vAwMDIxFgWGJk/lMhLl3y9fRobG5csW0YgemhqajY1Nx/09cvKyqR60oxMjAX0bcA1eTFR0Qd9fCZMnrxz965vbdApKiw6cezYiJEjXQk8nfQ1hQe3P6enpvrQvJRUlN2IxGHS0r1zC/Ny8yhEj8rKyi0WFry5hT10Co2mqanZ72xwMFD0lSvnz56zsrZet3EDbFN9bXk4HK68rJxKIqenp9k62JlNmSp4Jk1f4PbwK5GRb9+8dXRxnjd/vgDFhkajuVxu9JUrF89f2LF718rVqxF8Ew0eEXfj2nUfL6+JEyeajh0TGx2zZPnSnbt2YzCYfgoVjhzyonp2dXaS+S9fQBUs3K3/5vVrkjsBwmAcnJw0NDW+Ke28vr4+NCgYiUKSqZ6aWpqwQXju9OnA4yc6OjrWb9hAJJP+jR7q7KzsgIMHHzx4wGKxdPX1SRTy+ImTeuh0NpvJn5TTm3f+v9bvP+2D9258/1lWcjhsFBLFV5R8+P+LxeHa21rPnjpz725iW2ur/PDhKqoqvDApJquxsbGsrKynp0dUTExXV3fGrFmjR4+WHjYMgtD0np6y0rJHDx48Sk7mcDgubq77DxxA/OqyMv7OnSuRl6/ERCOGHBXl5cuXLquprsbyu94kJSUpVOrK1av4ZvY3nAeJ5H3EXI6M9PXx7e7qgmfOjhg54uq1a3JDK6KPxWLZ7D9gNmXKZvP/T3ULAPBvGJkpqamZGRllJaUNjY1YDEZDU9PI2EhbR0dVVVVRURHc8/+Gjo6OwwEB506fQaJQ23fssLG3ExcXLywo9CSTcDi8B4WsoqIiwHeEt3qOHT4SefGiucWW1WvXIpHIb4zaeXkh4vyy5cut+fV/8FCcrx18PynpaMDhZcuX79q7B74Qz+HD4Z4/ferm7KKooLBsxfIb16/r6uk7ujhLS0v3E0nwh/yJI0ffvH3jRiAMNDL7gRcSevvmtbuzqxAe7+jqoqam9k2qC0477+rqpNBovCYSgUPMOzo6g08cf/XiFYlGnTRpUk9PD2ybdXd3h4eGnj97bu26dcIiwo8eJu/et3fJ8mVwD0r/CUOfPvGrYHXdiR6Cq2Dh0UdxN25SiMQJEyccsLMTFpip1A9evFFGRlhoqImJias7QURUBIlENjY2HvY/GBMdjcfjbe3t9h84AOeGfndu3rzp7UmrrKyaN3+eO4moqqra3U3nsFl9tSO8uc3PpeSy2Ow+MUJ/SMz/ded80Zcono0N/aEpIQjDq3yA0GgsFodEIt++ffv00aOszMzmlhZe+RwaLSklpaCgoD969JRpU42MTfB4PBKJYLJYPKuUX3XQQ++5cf1aaHAIGoUMP3Vq1uzZiF9aVhIJHjKyMnb29oghB4fNuXnzBoVIamhokFdQWLBgQW1t7Tdl8ffC5XLVNXj/OXb0aEtzs/zw4QFHj8ydO3foDU+POBfx9u2b8JMnf/RCAIA/weFwK8p5GZm5ublpqWnl5eUcDkdeXk5dXcPQyMjI2EhOTg4Ub/xLVFZW0qjUG9dvyMrKuri7r1u/DofHv3/3jkoijx031t6JNxxFcNp5XW2ttyftxfPn+w7snz1nzjelnSP5+uD+vaTde/cKrv/70l0eEREbHWNjb7do0SLYaoKLKa/HXvXz9TEzmzLa0PDG1avLV6203rlzYJAkFoutra31pdEaGxspNNqIkSMFyGWe6uKNBb9NJZIMjAxt7Hhq+xst2MLQkBBlZWUCkdhbH/m1g6uqqqgkMpPBINNo6upqsMMK50eSPIgfP7zfbr0jLy+3uLDInUScMHFivyIBWCPeTUwMOnZ86Yrl262t0QKrYDEYTE9Pz6nwk2dOnVq5atUm883flLuJhqBnT55ciby8Zt1aq+3bedoLggry872o1KR7SaqqqhRP6r802o3FZB07djQ0OITNZm8033zAzk5cTIzR0wNLxt6M8y9B519awPtZlwN2wfm1lfx7yJeUGJ6cxPD+8kVWovgvEIfHo1Go6urq9vZ2Rg8Dg4EkJCTl5OXExMUZPQwmk8lmMXmKkif3+cqSzeKdGoGIOH064uy5OXPnnjl3VkhICPGLysq2tjbzTZupnlTTMWMQQ5SbN24ePXLE2tr6bmLio0eP4B2EbzoDrBzREOTr7w9B6NDgECrNc87cuYihSF5enquTc9ipk8OHD//RawEAvkp3d3dNTc2njx+zMrOKi4sbGhqwWKy6upqJ6RgtLV5GJjAyvxepKSmuzq4fP77X1x9NpnlOnzmDy+HeuHYtPDRs42ZeSqJg31FISCgtNdXdxbWb3u3s5jZCR2fwTh4agro6O8+dOVNaUkqiUsaMHSvYyWtrazsSEJCZnk6m0UzHjGH84eR1dXaFBAVdjoxcv2E9CoV68fzFPpsDCxctGhgkicPjM9LSaRSKmrqaB5ksLiHxNVv0S0sQo+fs6TPhwSGr1qy22Lq1dzDg3wK7qm9ev4k4e2bh4sX7bWwEKDb44NSUFBqFamBo4ODsLCkpyWAw4OrPnJwcJ3t7enf3FkvLR8mP8Dgc2dNTSVmp331GodEcnubmVcE6OjktFFgFC6vYhvp6GtXz+bNnB2xtZ8yc8U25m2w2+8a164+Tk53cXOcvWMBms2GVSaNQPmd/NjU19Tvo/y8Jj9raWiqZcvPGDUlJSVtHR97sHw6XyeBrSlg79gpK/l/Z/DRKXrEk/3/YLFa/jW94jCOCy7OxeZWUsECG4D/yZoGi/ycsYZGJRmN4jTy8ugQkksVmM5ksNt+e5JugLN4S+P+A4cVdIRCNjU0uDg7l5eVxd26PGzcO8SvwF3WgDQ31XA5HSUkZMXRZsXLF+AnjeVPqX7wQFhbmcrk4HI7/uTQocQl/YjJ6epAoVEhwcOSVy9FXpysrD9k7pqWlhcFg83JzgawE/MwICQlp8Fm9Zg2Hy4UrMgvy89+/e3fj2jU2my0rJ6eppTl69GgTU1NZWdlfN8Ljx5KQEE8lUYqLi2fMmEn19tLV06PT6SfDwhLuxDs6O89fuIDfTvvVmG4MBvMgKcnDzV1dQ4NEpQwb0DgiANicCwsOweFxx4MC1QTO0cZisWVlZSQCQUhIODg8nJd2zjfqeE5efb27s0t6WtoBW5uszKzysjIvX58x48b1q32E4xsfJiUdCTi8cNHCHbt5JYkCNCUOh2tuaqKSyM+ePbNzdJg+YwbcKDyYlwa7G7duxsXfubN3//7lq1YKaO6BDdGE27ePHz22dv16q+3bUCgUg8GAb++jhw893AmampqzVq+Ou3HTyMjQwcVl4FRuDAbT3t4e4H8wMzPz8NEjRsaCqmB7B1Q62Ng2Nzf7+fuN4CeWDz53s62t7cypU9VV1UdOHDcwNISdvtioqEN+/tXV1YuXLPH29fmXfo1mZWZ5EAjPnz7VGTGCQCbPnDWTxWKzmMw/OnN4uUC9fuUfFZa8P/NTg/7Y54ZlJRxj+Yem/F8dJW/jG/4jX0Z+EZJ8UHwlieK9vxwWi4tE8s/I16t/jIOEd79hScn7M6xw2WwxMTGTsWOLi4sfJSf/wrIyMyNTQUFBepg0YuiCRCJbW1vPnjkL72Vvt96+eMlS3veSQW7BoNHNTU2eVGpJcXFZaWnQicDA4CDE0AWNRisqKRbkFwwmfAsA+BlAIZEqfOARF/RuenV1VVpqWnp6+q24uDOnz0AQpK6hbmxkrDNCR0VVdQh/LfyO9PT0nDl1+nBAAL2nZ+s2KwcnJwUFhZraWj9vn7KysqMnjuvp6wvuLGGzWBEXLx45FDB/wYIdu3fB87gHc2nYhEtPTz8ZGjp+wgRnNzchIaGv6dEv3eWvXvl6+0ycNPGAnZ2oqCjzDycvMyPDxcGRxWLtPbA/+f4DEVHRkJPh8sPl+2lKeKrN+XMRkRcuHLCzW7aCN9VGgHeI4aedO9k7NDTUe/n66Au8FQPvTFdX16ULFz9nZ/sHHBLcUg3XpIYGByfdvefs4jJv4QJ4YSg0CslFngwLCwsOmb9wgbKSckxU9MbNmyy2buVyuQNzN8vKyjzJFAwGExwWqqysLHiCDi/J8tFjoru7gqLiocMB8goKjG8YpwlVlJcHBwbJysmFhIcNV1DgcDidnZ1hwcEnw8IRCMSBAzaOLryqCcS/wL27d8kkcnFR0ZRp08g0Gm8QaG8yJbzd/b/cIPgBnlsJy8reQssvWee8rekv/0EikDwd2UdT8sQkim9R8qUl6ou25AlK3iwmNM+kRPA1JV9Bfvkf3v47791j8XUkiwWPheS5lywWi4VCIg0NDa/Hxr57+47L5f4SJXZ/JSszs9TU1YdqXCUMnU4/evhwXU0NF4GYMmWKi6sr/turFtAQes/OXZ2dnYkJCQsXL1q4cCFi6DJq1KiCgoIfvQoA4P8JXgivoampoam5YtVKBIJbXl5RVlqWl5f7KeVT3M2bsJGprqFuaGhoZGwsLy//mxiZPT098XfuDJcfPsls8t92SLS2tnrRaFGXr+DxeCcX5x27domJiubk5HhRPYVFRAKDg4YLjPjGYrEdHR1+3j7xd+7s4qWdzx98gw4/SxH18P796KgoftSOOSytvnYwBEHXr149GRa+ydx8i6UFl8tlMpmwk5d07x6FSBrJn1t449r1cePH2zrYi4iIMBnMgVNtjgYEfHz/0S8gYMzYMQKcPNjUfPHsubuzs+xwef+AgG9KO8disTU1NcEnTuBw+JDwsL9JO+eFxrf4+fgWFRb6HTxobGoC10rCw7v9vX1v3rhuabW1u5uekJDgSnCfMXMmvJnbb7UfP3ygEEnjxo+3d3QUERUR3FmFRqMvnIs4evjwnHnzLK22CgsLD1JTwjo+NSU1NDiYH3tkIywsjEAieYWqXl6Jd+KlpKUdnBy3WFj8GwkqHA4n4ty5Q/4HW1pa1qxf5+zqKiMrS+/u+qIU/5x0DnuS/JJGOFWo/8Y398u0HS6Cy0GieK+LX075RUX2NSlRPEnJ+ysczInkmZU8uxJuz+/bYs7Xk18EJZvD4bm/PJX5RVPy1olESkpJS0pJNdTXNzY2/hLjxf9CVhYXFs5bMB8xpLl5/cbdxLtoCBITF3dydfl/aEoEAjFz5szVa1afO3uOy+UeP3ps7JixsnK8kVNDEiNj40ePHnV2dv5LXygBgP+QL0am2RQz2Misra359OlTVlZW3M24M6dPYyCMqpqaiYmJlra2mrraEDYyr1+95urigsVgp02ftnXbtslmk79mKBQUFHi4E5IfPlTXUPcgkRYvXYpCoZ48eern7TV12jRbBwcsP2/vaxfCYrEV5eWuTs6FBQVkKnXM2DECNsr7gUajmQzG1cuxL5+/8CCRZ8/lNfd8TY+i0WgGg3H08OFnT595kEkzZn5JO0fxVUtIYNDJsLAly5bKDx8eExVlaWW1ydwc/nXe9yQYDIbXkEShsNnswLAQdYFb7XDqUMTZs4FHj82YPXvrNiueMzpoCxaCoMzMzLCQkHHjxjs4OUlISgi4jTgcLjc3l0amSEpJhZwMl5WVgzXl/9LOCwoP2NllpKfV19UfCzyhp68Pd4X/74o8kYO+ef16WEjIxs3mm7eYo1AoAe1EcDv5QV/fm9dvbN9hvWTZsm8oFeV3ViXEx9+6cXPbDuu1GzagkDzSU1MpRNLHDx9wONyq1avNt2z5NzRlS3PzoYOHIs6dExIWdnB23mZtjcNhe+g9PNXW29b9vz4d/oycfolBXza+2bye8D92wbn8Zi847fyPcsreHW/en/iaku9W8ve+v2yAI1H8/fQvzugf5Zp8c5RvV7L4upILC8ovG+G8fyCQSBFRESUlpeqqqrzc3F9SVrY0Nze3tAy9uMq+lJaUhoWGwl+Ut1hsMf0HYwl379375MnTstLSjLS0iIhzLq6uiCGKopJiZ0dHa0srkJWAIQZeCK+mrq6mrg4P2aqoqCgtKSkoKExJ+XQrLo7JYsnIyGhpaerzKzKHkpHZ3dV16eJFXk80hE5MTHzy5MmMmTO3Wm2dMnVqv1/zL1+8dHdzy87MHDNuHIlKmWxmxmQyY6KiToWf3GZtvWbdWuTXpQnsjX368NHZyRGHxfoHHFJVF+TG/aU5FxYS2traeiw4SE9PT8DuMBaLraur8/P2qa2pCTh6RE9PD74QBoPp6Og46ON75/YtCyurjra2e4mJJArFbNq0ftWB8GrTUlPJHkQDQwMnFxcxcXEBq4XDj/19fK9ERm6ztl6xaiXsjA7mpcGu6qPk5CuXIjds3rR125f6yL88GF7Ys6dPA/wPTjIz4w0xFxJiMhm9+ZFEdwIej7fetTMxPl5ZWSUwNERWVrZf0zcagjhsdkhQUGJ8Ar8KljcrXPDoo+rKSjKRlJryyc2DMGXqVAFR8/2A7eRLFy6kfErxoJBnzprF29JFoe7fS6JRqWWlpZKSkp2dnRcvXiwqLNxssWXWrFnfcY+UJ7KJxPv3kuQVhru4uy9dsYLDYvXQ6Rwu34/8Uys3z6LkmZd944J6HUpeNeQfwUIILgJOO+9t9OZ1fsP73vy/ofnvKLzxjfyTpvxSpAlfgW9MwkWU/LJKuKaS88Wi5P+Dtyh+iSUShZQZNkxTUzM9Le3Tp0+TzXjfhH+xTvCPHz54e3lFx8YO1VQONpvt4uQcdeUKEok0MjK6Eh0lKSX1T04YExXt5uoKR2BGXLwwduxYxFCko6Nj21YrRyenCRMn/Oi1AAD/EXQ6vba2NjU1NSM9vaS4pL6uDo1Gq6qpGRkbjRgxUlVNVUVZ5UsqxC9IbEyMnY2tgaGhj5/f/aSkO7dv5+fliYqKTp06zWq7ldmUKfxGRm7kpUsH/Q7W1dUtXrKYTPNUU1Nra2sNDwl7cP8+gcSblChA5/HFECYmKibA33/s+HE7du2SkpIaZIMO7OQVFxcHnwjU0NR08yDIycsL2HvF4vFZ6Rk0CkVZRYVEIUtISvZG7RQWFJAIHuXlZRZbt3788KGjvZ1E9RylO6qfSIJ3bOPv3Ak+Ebh67RpLKyvB0Tm8tPPyciqJlJmWbuNgP9nM7BsyktAoDosddeXK27dvHRyd5s6fJ6AFG65PuBoTc/b0mR27d63fsAE+mKdbIOj2zTgKkTh+woTJZpNjY2LnLZi/aw9vsnY/dQtnYfp5+1RUlJOpVP3Ro/8+d/P1Gw83NywW6+DspKHxbWnnjQ0NvCgfFovsRdPR0eFpJSbrQkRE4PETba0tm8w379m39+H9h7GxsRnp6UJCQpMnT7bYajl9xgxRUVHEP+P169cEV7f0tLQx48Z5UMhjx47r6aHD3x9gCfe/FMo/pZ3DA737ZFfyCynhGY5cNgeBRPT25QzMp/wiLiEI4glJnoMNC0oEEsHl8IRH78Xgpu++Pd9sNheOFWKymLy/8qOG4PcXgtDCwsKvXr48fPCgto7OtevX/qFi+QGy8vq1a/fu3j19ltfLMiR58ODBrh072SwWGo0+efrU3Hnz/uEJ6XT67p277iclIZHIufPmhoSFDUk/j8vluru6ampq7dy960evBQD4MVRU8FIy8/PyUlPTSkpKWCyWrKysmpqaoaGhsYnxcAWFX8jI7OjosNiy5cWz5z5+fmvXr+dyuSXFxUlJSTeuXi0tKRUSwk+fOWPTps1pqakhwcEcLtdq27YD9nbDhg2rramlUSkN9Q38+MYRAqQGBEEcDif4xInTJ0+t27hx46aNSCRykBvfsMJ79/bd6ZMnFy5etHf/fiwWK2huIRb74P6Do4cOLeD3a2NxOPb/sXcVYFGlbXR6hgaRkrawEOzuwMAGBMTubqQ7xSQEm5AwQUzAwMQW7A5UQJCOYfL+z/d9994ZQFnclV13/znuIgzD3DsDOGfO+55zhEKk5N28fsPV2VlZWWnSlCmpKSfbtG3j6Oysrq5ej3UhI/b+vfuSjx9fuXr1+AmWjS9Tcjic+/fuuTq5iISCdRs3tjNpx+f9BOsqLy/fG7W7qKjI3cvTvBu+H/mjK9fU1ITu2AF2ADzc+/brhxgSg8kQ8AR7oqL27d07efJkZRWVtPPnFi1ZMs3KClEY6RtB3NrH00teQd7dy0tHR6eRbxxaQgW5m+4eXUy7rFyzRkVF5adyN9+8fh0ZHmHcurWzm6s6nNuCmKfNm+NiYtls9rIVy5evWIFSGPO+fDlz5kxsTOyrly8ZDMaAgQPtZtiPHTv2T/8qHT1yxNfbp6CgYJTFaGc3N2NjYy63FpiupVcpiRE4bgGXvhSxSTxjiKCVMO0csEipWErAKmGOEIPBpOLLlECcpNPokFaicFWQrUsoo2DKjbYp0ekg8zeuWwphdSS8UCgE+5tkLBH8PcLcnDc9fPDQzcNj9ZrVjdx9Pp//5s2b50+fffj4EVT4KCgYGBoMHDTo75ye16eVgf4BDAZj4yZHyn8RxcXF9rZ2jx89olKpM2fN8g8M+CUrHU8eP7abbltRUSEUCoNCNs+cOZPyX8S+vXufPnm6feeOf/pEZJDhn0dtbW1hYWH2w4dPnjx59/ZdUVEhncbQN9Dr1q1723ZtDY2M9PT0fmfb5sEDB91dXDqbmoZGRLRo0UIkEjGYTCqV+jU//1Rq6rkzZ968ectiMWtra9VU1dY6bnCYOZPJZD598tjT3dPAwMDR2UlDQ6PxZcqioiJfL6/rV6+vWLVi2MiRgp9JO6dQKCdTUtLPn1+8dOmUadNQemBjJYdxhw4dilu1es2ESROR1AOnj7STySneHh79+/fv2avXsSNHxk+cuGDRQhaLVY8koXjL4MDAN69ee3h7dTUza0TJw/PDz5xxdXLuatZ17Yb1ioo/WTj57t2usHBd3Vbu3t4tNTQEP34YmUwmKDH38q6uqfb09m7Tti051i/+9s3X2+f61atzF8zP/Zj75vVrJ1eXPn37Niwxh3aiq4H+AQMHDVqzYR2LWf/u13s8BQLB/r37doWFTZk2bc68uT+Vu8lkMm9cvx5z8ODESZOXLF8Gg5AYr1++8vX2vpieodNK19Pbc+q0afW+sKys7MTx44eTkh4+eMhkMnv07DF79pzhI0eo/YwyB8j3zp27I6MEAsHMOXNWr10jL6/A59XiRhyilhGWe+Np55LwIKRO4iGVUg068A+xNkmIlChUiAZFSvgevAB0N9JwQgkoJYZRUCIlZKZoyl138A10SbhYCQHOE0y+xRSKmImroGCuTmcwOBzO7VtZfp5eFCp1/cYNc+bOrReNjmHYi+fPL126eO7suRcvXtRya9FOLZ1GY7JYWlpao8dYLFm69O9pYK5DK4VC4aL5C6yn24wdN47yX0RQYFB4aCiFQjEwNDxy9Kie/q/ZxMfE4m1bt23fto1CoRgZGSUkJRkYGlD+c7h08dLePbsTDx/+p09EBhl+O+Tl5X388OHt23cPHzz4+OEjj89r2bKlsbFx5y6du/fooa2t/Zs0ZIhEoju37yQmxJ8/d76ystLF1dVh9mzp3UE6na6goJB8HLRIlxQXG7du7e3vN2ToUDqdnnnpUpB/wEiL0ctWrGjYKC0NOTm5p0+euDm7FBcXr9uwoUtX058Io4EekZiDB1++eOns5tp/4MBGerSRXzskKDgnO9vdy7N7jx64ksdg8Hi8yIiI2IPR06ytWCz25YsXFy9dOnna1IZRi2w2+/37937ePjTYT62nr9e4BCsUCg/s278rLNxyouXM2bMbfygasq67d+4c2Ld/2IjhK1atAvXQje6kPn70yN3FtWOnThudNqlKj/Xfvl23anV5efnc+fOuXL4sxjAPLy/jBi3eeJPQ0WP7du+ePW+uja0t8kf/6AzZbHZxcbGfj0/mpUtLli4bPnLET+VuisXi1JMnz587t3LVqgkTJ2Lw4crKuunr4XX/3v1u3bsFbg7u3bv3j26hqKgo7dy5mJiYp0+eisXivn372thOnzR5clMGgEVFRd6enkcOH2nRosWqtWttZ9jTqDSBgI+2IokZ9Pdn30ikxN3fBK1Etd8YBaNRgXYL8oNIgw5O9hjwLXjDhAYdJFLSQY4QlQi5JP6XBqCOcMESaZOEVimEF8IiIho4HrhpQFhphGx5/OiR3VFRAr5gyJAhQ4cN69ipo5ycXGlp6etXr+/dvZudnZ378aO8gkIrXd2u5maGhoYcNqeisuLJ4yc5Dx+Wlpb27NnTx9+vT58+fyutrK6qnu3g4Ozm2uO/uCB4985dhxkzamtqKFRqyNYtNtOn/8IbLy0tnTnD4eGDBxiGzZjpEAiqd77jsv9X49nTZx7u7vsO7FdVVf2nz0UGGX5f8Hi8wsLCnOzsR48efXj3/mthIY1G0zfQNzMzNzFpb2BgoGdgABLs/l5UVlRcu3YtKSHx2rVrlRUV+gYGY8aOXbJ8OYfDIZ8FYP0H9WJGxtaQkC9fvgwYMMDDx9u0Sxcuj38oNjYpIX7BosVTraY1UqyCmNOVy5mO69cbGRtvdNrUokWLJlpYkJKXn5+/KzycyWR6+/kZGBg0Loh+/PgRJC8yGG6eHmQuDxBKCwu93D1u37q1YNHC12/efHj33tXDA9nPGyp5t7KyAnx8e/buvcHRkc1hN6LkMZlMkATu65eRnr50xfJRo0f/VMcMhUI5d+ZscvKJpcuWW9tOR8JVI3ulZ0+fCdu5Y/K0aXPnzQMx7HCsz2Ayr2Zmujm76Onqjh47JvXkyc6duzi5OMs3qMpkMBi1tbVREREZaemuHu6D/mgLlslkvn/3bv2atYVfvzq7uXXq0knAbywdXRp0Or26uib24MHXr195+fr26NkT0HcKJfnY8SB//8LCwjFjx/r6g2/oH95UdXX1yZSTSYmJd27fplKppqams+fOGTV6tKam5o++5NGjR67OLlk3b7Zt187Ny3PY8OE8Hl8k4OOEEmndUjlCUKdE6ZRASkQhktARToqU4GIqBmIEmZLBN5PBwIfduHoJeSXy5gCDPXDq0Ghw0wMGGMEbhIlBKO2cMH3jQiUafuPCJZiQYyiMCImhKA4TuMrhpiYT8ExG2vnzMQejX754QaPROBwOauupra0Vi0XGrVv36NFz7IQJPXp0l+PI0WhUEXSP8Xm8ly9e7Nuz58rlTGNj44MxMR07dfz7aGVJcfG8OXMDNwd3/M85wblc7tzZc65dvYph2Ljx4yIiI3+5JykjPWPhggVikYjFYu3Zt2/4iOGU/xa+FnxdtnTplq1bjFu3/qfPRQYZ/jXIy8tDM8rs7Oz3798LBIKWLdUNDA1NTU3Nzc1b6eo2t5BZUV5x8mTKyeSUrKwsoVBoYGBgOXHiaAuLtu3aSWtRSIc7FBu7JyqqsqJimo2Ni7ubiorKjq3bsrOzi+EW4LBhw6q53EZiuikUSkJ8/NbgzUOHD1uwaFEjatx348SfPn6yOzKyq5nZRqdNjfRo48mLd+96AbII+scVFRUR62KxWK9fvV63enVNdfWsObMvXbrMYNDdvbwMDQ0bKnk0MCVP3hUeMWOmg70DiNpp3KCT+/Hj2tVr8r98cXJ16dylS9M7ZhDDi42OefL4sZunR59+fUXCOlmS9U4Mw7B9e/amnDi+YtUqy4kT0ZYnojOx0dHbt2wdPnJk6zatT51MnWZtPXvunO+WmH8rKvLz8Sn8Wujl69uufTuBUAjmsj9+PG9ev+64YYOGhuZ6x406Ojo/+2IgfGeovIKCp7eXnr4+GknviYraHbGLW1s7f8GCDY6gW7KJN4jG4hcyMqIPHHz48CGfz+/Zs5eVtZWVjbWKikq9a6anpXu6u7969WrAoIEe3t4dOnTggZpvlClOZAgheiclUmL1dyyxOrRSjFGp4BuBsiml9ilB9SK8BJcraYD1gaxzKiCWNCoFpZ1LaZRgnxIIkcTAW1KmI4C2b3wcLsbwVU2kTeJjdsBioVrJADoonc5ks7/m5+c8zL6dlVVYVMTn8RSVFI2MjDubduncpYtx69Y0KggTgDwWHA+Y3MUiGo1aUlyyOSgoIy3NcuKEPXv3slgsyt9DK/Pz8xfMmx+1Z7c+/LH4L2FP1G5fH18ME2tpaR1KiO/YqdMvP4RQKHRxcoqPT6BgWLdu3eKTEhv+AvyrIRAIbK2nO7u69Oz1HxSzZZDhb0Btbe23b99yHmY/fvz43du3hUWFVCpNT0/P3NysXfv2RkZGunp6vzbD71TqKU9396KiIgzDunfvPmzEiLHjxrXU0KBSqdKsiMFklpaUhIeGHj18WE5ObvmqlQsWLeKw2SGbQ8J37OALBKoqKpaTJtnNsDczN0dfW+9AqAlwW8iWE8eOzVsw33LSJPTM3ZSTpFKpNDr96uXLh2Lj7Gc6zJ0/v5F9PqgN0ZOPHdsbtdt2xgyHWTNRWhzS2y5kZHi5exgbGw0bPiL1ZEq37t03bNrUkN3SGQwBj7d3z57TqambXFxHjBzxh0rezes3XJyc1NTU1m/aqKfbWCdNPTAYjKLCwsjwCCqN5uHj3aZNm8bTzktLS4MDAt+9fevu7WVuZsaDJ4aIaXBAYPLx4zNmzRQJhVczr6x33Dh6zBiBQCD9OOOd4M+fe7q56xvoO7m6tmy0HhNFdh+KjduxdeuQYUPnzp//s7mbT2HuZt9+/dasX6+kpIQKuIP8/I8fPaqmpubo7DRn3lzgif558Hi8s6fPJCTE37xxUygUdujYYeasWWPHjdPV1UVPSQf3H9gcHFxTUzNl2rQNmzZpaGrUcrl4LCTq2iYUSZRnjrfkQLGSKOOu5+MB4iay2MO5N9Ao0fQb781BfI/Ye4SzbyrSKeFCHAYZLFIm0WRbjIbeBMCkG/6BzA/SPvD9Jbt50DvIWM4gvUDgbzATp9OZLBaTwRQI+GJYukOn01hMFp3JEAqEfB4P390k2yBRUJFQRKfTP33KdXN2/vL5S3hkxMSJkyjNhjqD2oqKCiaTAULw/1t4/fr17qgoKpUiEonnzZ/fHJwS/duxbMWKq1evff70KScnJ/rAwdVr11D+Q2AymRw5TmlpyT99IjLI8G8Fh8PRgxg/wZJCoRTk53/48PHdu7cPHjw8f+48j8droa5uZGzUuXPn7t27/3UhE8MomZmZX758YbPZNBqtnYnJxMmT1dXVQZSJFG8A0+QPH/x8fK5dvaqrq7vRyWmatRWNTj8UE7M3KqqFunqfvn3v37uXEBeXkZ4+duzYOfPntWvfnkqlkjfCZrO/FhRsWLvu+fPnHt6e3br3qNfs0giQ0pYUH38l84qzm+vwUaNQdV4jOZHhoaHp589v2OQ4ysICxaoj6XH/3n2hO3ZYjBmjb2iQlJho7zDju308KAvTz8f3U27u9rCwjo1mYSLTSeKhhM1BQYMGDZy/cKGiklITOSVieK9evty5Y0e3bt02OG5SVVNt5GvR0qSvlxebxd4RFqarp1uLxvpsdt7nL94eHtnZ2ctWrHj58sXnT5+37NjRuUv9fkikO165nBng52sxdtzSZUuZjcbUS+Vuxs+dPw92UAG61pR7h7jX5QsXD8XFzZw9e9bsWWC5kEZ79vSpu6tb1o0brVu39vHztRgzpim39qMHZMq0qaMtRl++fDn64MG7t+9scnRMTEi0spo2Zty4g/v3H9h/gE6nr1y7dv7CBWwWu7aGCxkk7r5BoiSZUklIkYR0ie9PSoBG4XhxDt6dwwSDaNz0jSIq0Yfg5wIv0cHTzhFfxeBPL7g1PChIaqkS1XzjBh2iA5xCpaDMIrKoBw2+cWc5ahRHHnP4FhOLQWUU2OoEjzcVvAAT8wVckVBEIYxBwHROMFk0Z+fxeRoamqNGW+yJikpNSR0zZmzzCZZ11MormZkH9h/YvXfPvygm4w/B5/FWrVh58uRJGo3Wf8CAfQf2N6uIGBcb5+LkRKVSVVVV4xMTTLt2pfyHsGzJ0iFDh0yHe98yyCDDLwSPx/tWVPTo0aOc7Jz37999/fqVQqHo6+l3NTczMekAMjL19f+EkOnn6xcRFtayZcvKqko+j6+trW1jazvawqJ1mzaIkSDr7uagoOdPn3br0cPHz69n715wqyd9zcpVtVyuk6urzfTpb9++PZyQkHb+/NeCAm0dnclTp9jY2ZmYmIjB0zDjwb37Ths30un0jc5OxsbGP6Xkgaid3XuKv31DFux6rTDSQEuT/r5+X79+9fL16dChA7oLDAajpqYmOCAgNeWkw+xZtbW1N6/fcHR2Gj6igQZJpbKYzNevXnl5eLRs2dLF3V1bW7vxtHM+n78leHNSQsKsuXOmTJ3a9MJJqCTRr2RmJhyKt7GdPnvuXLQf+aMrM1msG9euBfr59x84cN2G9aRdnSPHuXv7jssmkB9pbWN9/tw5DQ1NZ3c37Qat3Gg1Nj4uLiHu0KKlSyZPndqIgx49nnlfvni6uedkZ69eu3bAoIE/lbspEggTExLv3bmzbuOGEaNGAcGYBgo2/by8X716NWTIEP/AwE6df5mIIxQKM9Iz4uMPZV2/wRcIlJSUSkpKWrVqtdHZaZylJSYSC4QCyeCZrNBBSqUIw73fUtIkqs2BnTu45xttGqAtRrDOCDglmfJDCIjwfyphz5E26Eh0SgxW6CAvDkEf0bAbDb4Js46YRqOSOiUx+EYpmFAQhTwSms2B9YqBXEGIyMLjUikUGK8O7wGsFUdBRtBQjmdiwoOBCzCxuPDrV1dn55rq6rQLGa2bbZmtjlpZUFCgrKz8HwtCP336dEZGBuhpVFRcsxbkb5GfqqqqSjt//vq1axUVlT97s1Qq+J3s2tVs0pTJOjo65OVW1lbnzp7NvHz527dvO7bt2LN/b3PUUv1TUFZWLi0t/afPQgYZ/oNgs9m6enq6enooiKMgP/9jbu7bN29ysnPS09J4tUDINDQ07GLaxdzcXE9fn8PhNCXAiAnDI22mTzczN9sVsevJ48chwcEnU1LGjh9vZW3dsmXL5BMntm/ZUlhYOHa8pZunO9icplKz7z/w9fQqLytbuHixlbW1SCRq06aNi7u75cSJJ44fP3/2bFTErvPnzk2aPGXWnNn3793z8fTuama6ZPlyNTW1n+rCzv2Yu3P7Nl190AqjpaX1w/hGKpXDZj97+szP21tdXX1nWJiGliY6EFx5zPX29Hz+5MmyFSseP3r0rbh4286dHTp1/K6Sd+P6dT9vn6HDhq5YvZrNZjdWYg4lWB9Pz1s3szY4Og4bMRxohz9j0DmcmJh5OXPNunWWEycIBIIfcUrwHEGlHklM2r9nz+x582xsp1OogEXh+ZEnT3l5eJiadhkwaFBiQuKw4cOXr1opJydXj1OiKfmOrVtvZd3y9PEe0GgjDsrdfHD/vpuzC5/P8w3wN4EriU25a0jurSiv2B0ZWVxcHLwlxNTcXAi3P+Ngb3hZWZmtnZ2nt5eWlhbl14HBYIwdN3bU6FHbtm4NDw0rKSnp3Lmzq5dn3759udxasVAABt+ENok4JGjvhu4cGEVJjLylREoy/Rz9nJANOuAvNPvGNxtxtoeoHhUOvlFAJYVKQcIofiQxrkvCDRPc641m0iDonHDuIOWSTgMrBJDC4uN15M4hXEBAF0WDb8Ql8Tdg4E6lUakYhYJ2ONGh0eAbOszBgYUCAZIswYVEHaSqmlrrNm1u3bx5/979v4lWfv36VVVV9XfOWvtZfPnyZce27WBKIhLZO8wYMHAg+akTx46H7tz55s0bLpfLZDLRsjb544UA+0uhoCt1KXoNigZAySeSoyIj7WfMWLF6lTwcV8nJya3fsP7xo0elpaWXLl08dvTof0nba6nRsqS4+J8+Cxlk+O9DW0dHW0enT58+9jNm8Hi84uLinGywkZmRnpEQn4BhYt1WumbdzE1MOqDW8h9FTzCYgFaqq6tPnDRpxMiRZ06fiY+Lu3v3bkRo6KmTJ01MTICPh89fsGjReseNCgoKGIblvn/v5uz89s2bqdbWi5csoVCpqEqOSqWad+vWxdR0ytSpSQkJly5eDA8NPZyUKBKJrKysbexsG46bG9/Ju3v7zv69e0daWCxbsVxeXv5Hs1dkf76YcWFzUNAoi9ErVq0Co1s42OVwOHdu33basFFBUXHJiuWnTqbq6+uHRoRramnWCydH88r4uLiYg9HzFsy3nm4DYgV/rORx5OQe3r/v4rhJKBIFbQlp27Zt03sLUQrm3qiooqJvW3dsbzwFEwUqRYSFZV685O7tPWjwIHBlmJUoFAj27t4TERo6cfJkLW2tw0lJoCrT2hpJdw11Rx9v71ouN2xXhKGRUeOcksVinU5NdXVy6WpmumbdusYLKuuBxWK9f/cuIjRMV18/YndUy5YtxSJRZUXFti1b4+Pi6AzG+g3r16xb9wubGElgGHbi+Imjh48IBYLRY8Y4u7vp6xtwubUikYDMCJLwRkCuoAUc5VCieTjxNC/lziHSzqFIScQI4duUSETEuR0kmGTUOXrlAG4KGHLEIgw0LoogoUSOb6gV4vIp7BiCyiWUD4EsCnVQdDiCryJpEkVgwik30SwOiCxgHqhTHXJKDHBKKFRK2iDxAh9IIQXgaAK4yonrpkKRiE5jdO5iev3q1Zs3b1jbgB+k5kCdf4lKS0pbqLeg/IcQGRHx+vVrOp3euXPnBQsXkpcnxie4u7oCf1mvXh07dizIz2ex2X379YVhoVQME1OpQHiuqqrm8WpZLJaiohJ6nYP+Cbh///67t28ZdEZJSUl2dvb2bdsqq0ACHFqE6tGzp62dXUR4uEAg2BUeMXjIEGk5818NbW3thw8eYnBT+J8+Fxlk+H8Bm81uBYGEzK9fv3788OHdu3fZDx5mpGfU1ta2UG9hZGjYqVPn7j266+rpycnJk7+gLCZLLBbX8gDJUFBQsJluM9pi9IWMC3t3737y5Enely+Kiopufr42trZgbQvDKsor/H187t+/P2DgwLXr1snJy5MMBsMwPh+UUJt169bZ1HTSnTt7oqLu3rnTuUsX+5kOaP7YlLuDGN7pU6dSU07OX7Bgur2dGK6LNWKLjouOjouJXbpi+cTJkygYruQxGIzUlBRvD0/z7t369uuXcOjQqNGjl8I+nnqcEsRY8vnhO3Zeycx0dXcfOmwo8sH86PRYLGba2bPuLq5t2rVds25dC3X1pvcWAgk2N3dXWLhaixY7wsN0dXUbE0RZrMKvX328vMrKykJ3RZBp5yw2q6y0zM/bO/PS5cVLl+Tl519Iz3D38Bg0ZEi9W6NSqWw2Ozs729/b19DIICAoSLXRekzk998dGRm+M3Sc5fg5c+cyfjya/+6q6L27dw/s2z902LCVq1dx5ORoNBpazD2dekpHR8fNw8Nmuk1zPEEIBIId27ZHhIeLRKKZc+esXLNGWVm5llsjMXBLxVKSbTn4qFt69g2IoJRKKRbDTB98Eg3LGaF0iLKDiCk40hFxgw7UDTGYAAqD1VGDDrQAiVBuEF7zDfmeUACjKYmYIaChSht0CFpJtD8idknQWTT2pkoNviGnBKwZn+QD8giYKsEtpRRRkVgoAM09YPIO2DWFyaa3N2kvr6CQ/TD727dvzVS9U4dWlpWVGRkbUf4ruHDhwtGjxxgMBovFWrt+Hcntrl275u3thVEo8xcu/Pbt263bt1VV1USiskNxhyZOmrh6De6zOXb0aEpyck11DYvDHjNmjMPMWQwG/eOHj56eHsXfitXU1KqqasrKyoePGPHg/v09Ubu1tbWXr1iBvnbJsqVXMjOfPXv26tWr8NAw/8AAyn8CWlraJSUlAoGgWeMJZJBBhkZ/DQF69+lja2fH4/FKiovRRubly5eTkpIwsbiVrq6ZmVmHjh2MjIwxChi2gHV+AqqqqlbWVlraWnNnzaqurlFRVVVTa1FbW6usolzLrd0cGHjm9JkuXbq4enhofK+DGxQrCwRUKnXgoEE6Ojo206aVFBdXVVU10V1Ep9Nra3kxBw+8eP7CN8C/8R5tBoNRVVW1c9v2O7dvBwQF9e7bh1ym5PF4Ubt27YmMmjRliqqa6rEjRxcuXjJ56pSG24QsFutrQYGfr29pcUloRHjrNm2QD+ZHpycUCvdGHdy+det4S8v5ixbSaDRhk23RTCbz/r17e3fvGTps2Nr161nsH9pl0JWfPH7s7eHZpm0bHz8/kryCGp637xzXrS8qLFyxetX1a9eFQmFoRLhx69YNOSWDyTx35sy2LVsmTZmyaMkSYNL/8dkymcyy0rLAAP+0c+eXrlxhYWGB2EdT7h0S506lpp48kbxk2TKQuykC/uKsmze93T1ycnJMu3YNCg7q07cvpRkAtmk9PJOPH1dVU1u9fr29wwxMjPG4XGKpkXBx47QSMDwkU+JCJSSeZCsjfB95bGBHIlnzDd4H0eaI68G/ILGEq45orxGyPCQWEt3iSB5Ey4xiqSk30iahUEhcLKZQMFIVJW06MLQItwMBUzk5bcc5JUEooUEHzrzFGNynhHoo8LdLWnskoeu4QgnOTSim0KhMOFs3NjY2NTV9+ODBpYsXf2169/dpJZ/P47D/I2ad8vKKnTt2VldWikFQ5XjSjAYm18dPlHwrmb9wQVFR0es3b0aNGdsCyPjigrwvSUmHBXz+6rVrQ4KDs25mLVy6xMDA8OvXggN79z179nzBwgUrl68w6dDRysZWRVVVyBc8fvzo1MmU7j16FBUWHjt6zH6Gg5oaiOZSV1dfsWrlujVra2trTxw/Pm78OOn5+78XCgryPB6vif8MySCDDM0NNput06qVTqtW6J+4r1+/5n78+Pbt20c5ORcvXuTzeGXl5WwO5/nz569evdIDQqYcUpL69u3r4+u7O2r369evVy5d2rd//1lz57x6+TIpKUlTU9PN07NDhw41NTU/Oi5SLtVbttQ3MPjy+XNubm7Hjh3/8F8GJM5F7YoUikTbQ3e2bdeucSXvy5cvnq5uGIaFR+6STjsvLS31dHe/ef3GkmXLPnz4cDXzioe314CBA+tNfqkUCpvDefrkiZ+3t6aW9o6wUPVGo3ZYLFZFRUWAr1/a2bPLViwfZWHR9N5CtEN/9vSZE8eOzV+00MbW9rsxTAhoaTIjLS0kKHji5EkLFi9G3iA0ns66meW0YUNLDY25CxacOZXaunWbTa4uDTVI1GpzcO++w0lJK1evHmdp2bhgzGazP374sH7N2ry8PF9/vy6mpj+bu3koJvbRo0e+gYH9+vcTi8VUKjXlxIlAf//cj7mjLUYHBAUZGTWLLPXkyRM3F5drV662M2nv4uExbNgwwJRgrJLEgyOVEETqlLgbHAmJUFwk4ioBuYQ5UzQYSClVyYjvUOI5kfh7uFEG55T4PB02QqLHnFygFKGZM2EdgjIhUasDM7DIgxGZ6uRxoEZJbFXiBZB1aSXglPghxXUH37hEKonBRJHrOK8UU6ExCMa609VatBg0ZMj9e/cOHjxoMWZMcziY69BKIQw3ovwnsG/vnvt379LpdEM9vXUb1pP3Ky8v7+yZM23attHV0z127PjkaVZsDge9vNPV1x9rOeHkyVPa2jpXr17bGR7Wrn17gUBg2tW0i6npisVLNqxdq6unN83aGvyTyuNRqdQePXtyudzLFzJ69Op1+9atixcuWFlboQNNnDQpIz3j2NGjFRUVW7ds7WJq+h+IsWQwGE3PDZFBBhn+ESGzV+/etnZ2fB6/rLxsV3jEi2fPX7544ebiwuPxW+nomHXr1qGDiZGxsd2MGVOtph1OOnwoNu5KZuad27fBTWCYUCi8dfOmsrJy+w4d+CBZ+vsmFQzDWGx2p06dXr18+ebV6y5dujTOwFgs1vNnzyIjdnU27eLi5qaopNSYksdi3r97z8/bx8zcfM36dSqqqgLIupgs5pvXbxzXristLV2xcsW1a1cxjBoWucvAwKA+pyRiLDcHBo0ZN275yhU0Gq2R6Bw0vHZctz73w0dPP19zc/Om26LpdDqvlpcQf+jB/Qc+/v4D4X7kjx43QAdFosiIiJPJKSvXrBk/wRKpS0R+ZOy2LVsGDRps0qFDUkIC1CAXUSj1NUgGg1FZWbl969aH9+8HbdncvXv9AqGGD0XWjZtOjo4qKiqbt4To6v1c7ua3om+RERFiTBwWuatNmzYi0OzC3bd7T9jOUND5vGSxk7OzsrIypRlw7tw5T3f39+/eDxoyxN0HpJ3XcrloQ5KYc9c3eEs3faMMS7JoB5+QkwYdGE2JmhLpIEpIyuwtoXt4jQ7gd5BTQjKHZFAkiwol9E4MB+yQ3gklpm9wSkiKJKPU6WTnIxqwQ0KJz8JJTonG7XDwTaFg8HhwnxJFFcHZOySy0FYONUvcF4QfH66NwmOisTuTARZeLcaOybx06d6du/5+/t7e3nLycs1IK8UiEe0/QSuzsx/GxcSi39IlS5caGxuTn8rPyysrKzPv1q28rFxLS5stJyciXlAKhMIW6upKysoxBw8OGzmyTbu26MW6QCDQ1ta2GDs2JDh4xajR5GtQDMN4PF7Xrma3s24qKChUV1d//PBB+jRWrV5988aNoqKi27duJSUkLl66hPIfoJVNfoErgwwy/INgsVmampodO3XicrmDBg9ydHJ6++bt+/fvHj54ePnixeqaGnX1FgYGhpYTJ8QlxJ8/ey764MGCggINDY3Pnz9v37btZHKyxfjx1jY2enp6380yxDCMw+G0bd+ey+V+eP/+Dw06VzKvxMXGWNvYzJ0/j8Fg/mhWi5S8kykpETtDrW2nz5k7l0KlIk7JYrGuXb3qssmpVatWs+bMPpWa2rFjpw2bHJVVVBoqeWAjMyYmNiZ22YrlEydNaiRqB93y3Tt3HNdvUFRQCNqyWc/A4Kds0cXFxRFh4UKhIAztR/L5P+qzAaHxFRUhwcFPHz/xDQzo3bs3YsNo5TEkKCjhULydwww6jZaSnLx67dox48YiciR9IywW6/Pnz56ubjQ6PTwqUk9fv5GzRUuohxMTgwMC+w8cuGDRQqUm526iPKZXr16Fbt9hZm62YdMmNTU1DMNKiouDAwKOHjkqJyfn5OK8YOHC5jDoiMXiAwcOhAQFl5WVWU+fvtFpU8uWLWtrahCJrFPzTbwnRF4dKce3pLORiBTCoM7KYOEp52gITiRH4rIhOaOWDL4Bs6MSFd94DiYZG4Qc35DzicRCsOyIBt9IPMRgg46UFoo36KCdTsgdJcuVElGUPDAFLLKQzT3wf5xE4oN2Ig6TMAzBubcQCLT4wQiLO8xUp6uoyC9euvTL5y/xsbE11dUbNm40MDRASw4IXC73/NlzuZ8/2djY/AlnSF21ElpSKP9y1NbWbtm8paiwiEKlDB4y2N5hhvRnQYEV/N0WCPgsNrvOLz/M1mdz2KXF3xQUFeq1AsgryIN/7+gMaVIFU99QphT4ztf7Z6td+3ZLli319fah0Wi7o6KGDBvaoUMHyr8ZNDodraf80ycigwwyNAlAGwOEStSiRYsWvVv06t3LZvp0Pp9fUlLy5NHje/fuFuTn9+nTZ868uVOmTvn27Zu2js7FCxdiY2JvZWXtiYw8eeLEVCurcePHm8CQyHoKHI1KNTIyUlZW/vz5c0VFhby8fEOJDm0rHk5MunjhwsaNjmPGj0PPfD86W6FQGB4alpGWtsHJadToUaC3UCxG7tuD+/bv3LFjxIgRxm3aJCUmWdtYz12woKEtmsFgVFdXh27feSvrpn9gYB9iI/O7R0RP6ahwsm+/fgsWLVRWUUE28z8EosuvX72KCAvv3KXzhk2b1Bs194C08zdvfbw8OWxOxJ7dOjo6iFOC8sO8fG9Pj4f3Hyxbufzt67fv37/fvHWrefdu/LopnsT65n1fL69u3buvXQ9M3AL+DyVYOp0uEAiCAwITExJmzp41ZepUsCraZIMOnc64euXKoZjYafDFAOKOL54983T3uHb1Spu27bx9fMaM/fNp542gtLQ0JHjzwQMH5OTl1ztunDt/AZvDrq3lkc2IyOON5sFExk5dkB5wYvCNJEx8mbKu6Zto0IF9iWinEkqUyPSNGnQggQShCFLBlLgpBx+C1x18C+E0nErBSD8QWaAjKWZEPiBo+sYt5oROiURKwCwgOQZtn0QoJ84r4Vt8zg0IJe4JQgYdKvhFwEVK9D8+c6fTKRild58+bl4eWzeHJCUkZF6+PGDAALNu5kpKSlVVVe/fvb+VlfXxw0cen6fbSpccwDYddUgk/O391zt8jx45ciUzk86gK6uorFu/vt6rqJYtWzIYjIL8/J49exbcyEK/POj3lk6nV1dXfysstBgz5s7t26WlpUpKSgKBAK2V3Mq6paaq9u7du249epC/lkwm8/27dxXl5Uwmk8liqbdUr3cydvb2aefTbt648fXr1/DQsG07tv+rzS4o3kBGK2WQ4d8CJpNBpVAFgvp5NNoQI0ePIi9UUVVVga3NEydNGj5ixOVLlw7sP/Dg3r3wnaGnU1Mtxo61sbUFvb5QO0RfIhKJdHV1tbW18758KSkuVlRUrEcrmUxmVVXVnsiovLy8rTt3mJmZoXrr754qi8UqLi7eHBj4/v37wJDNZjAaHc8k5/GDQkIOJyTMAJZz7NTJlA2OG7/bx8NisQoKCjxd3fgCQVjkLkNiI7ORrZ4tmzcf3H/AYaaDtY0NuHc/Y9C5fv169L79U6ymLST2I390ZRaLdSsrK8g/wLxbt3UbNigoKqArc+Q4OQ+z3Vxc+bW1S5Yvu5iRoaSsErYrQqdVK17dsT7s+2GeTk3duW27rZ3tbKTjNjrWLyoq8nb3uHHjxvqNG4cNHwbaopts0KFSKEcPH7544cKqtWsmTJoEx/T0K5cvebl7vHz5sk+ffv6BAebdzCnNgA/v37u5uKanp2vr6GxydpowebJIKOTX1pIOGUkyEF6fQ+RQkjNwsuabXKaEQYF1kinxfkZIKJGOiNuzYSglGSQEG3TqSqMoPQjWJOLmHPwiAdH5DRsTRTQaBT8Y4dCBh4LEEjJKFCQEG3MIlRJnlqRBh0ilxJ1BpExKuHPw+CBy/g2uBPKScDIJKDSRhQlpM5y2i8SiYcOHa2trx8XEXL96/dSpU8ePHaPAl0koP1EkEvXu3XvI0CF/4ttXR5Cj0ahNrHD9bfH2zZuIsHAQlo9hCxYu6Na9e70rGBoaDho06MWLFwI+X1VF+U5WFnrFiTqsrl/J7Nip45JlS6gYJSQo6PPnz1QqtbCwMHT7jvwvX7x8ve/fu/vwwX02m81gMtlsdmlpScqJE5paWo9ycvT19YYNH17vcIqKihs2blRSUgJZGCdPnjt7lvJvBqwhkKULySDDvwaodK6JAhUJRUXFCRMnJh05HBEZOWLUyMLCwn179jjY2u7Ytu3Vy5ccDgdtqwuFQj19fS1IK4uKiqTnaIhTfvr0ydfbm0KlhEdGNr6tyGazX758uWrZ8poa7q7du01NTcm08/y8vBXLlp09dWr5qpUFBQXZ2dlbtm+3GDu2HqdE1C0nJ3v54iWamprbQ3caGRn9Ietas3JVUkKio9MmewcH5OpoyuOD7mliQsKhmNi1GzcsX7kSVVD+6Mo0Ov3YkSOuTs7TrKw8vL3kFUBsEzhhNvvc6TNzZ85SVVGxnWF//OixzqamIVu36LRqVe/M0e2Hbd8eGR6x0dlp/qJFjZ8tR04uJzt73sxZr1+/CgrZDDKVflxfVA9I7t2xffu9u3e3bN82cfJkNHGOPnBg9YqVr1+/traxORgT3UycMutm1tzZc86ePdutW7ewqMjJU6cJBUIQJg91QrTHSHqfIcOCarzUJBovw8ZdLPiqJQUOY5ksJpPJYBKQ2HWYEvIH+ukBxZQ06ODHRRuMUB+EoUFIKoS9OSDqHp6kEF4A6R0NmK/RUeCNgwMDegc/JjgfE14EDwnFUdwehLcy4nYgoUSKRO+ARwR1QKLjSo4OHDJgjYTBZLHQ/YTEkil1F8EonM4Ag0dTU9OgkC1Hkk94+vqs3bDBxna6krISjUbjcDjrNqxPOnpEQ0PjT3wHGfV/cKVyKOrh8+fPRw4frqqsgkXn4ETRmaI/8PGB3x10MfGWTmcoKMibmHRgsn797kU9CIXCsLCwT58+UTCKeQ/zefPmNbyOvLz85ClTMjMzk5OTbabbpKdlnE1N1dFtJRQIcz9+0GjZ0tvHR1tbZ9uO7T4+PmtXrtLU0iwuLlZVUd2+c4eRsXF1dU3krl2PcnK0tLRraqpfvnihpKRUXl7+9evXWbNnfze2vlfvXnb29nt276bRaGGhYf3699fU1GzWx+H0qVPXrl7D9xmo8A/qBcI/RB8joySKfMc/FIlF5ubmEyZO/JGkChIl4G9as56/DDLI8KuA5ms/SysR2Gy25cQJw0YMz7x0+cCBA/fu3t0VHn7m1CmLMWOsbW0NDQ1RaKKBgUHWjRu5ubk9e/WSVvKyHz6MjNg1dPiwVWvWyMuDEInvHgXRwczMzJDAoCHDhi5bsUJOTk4AM4zYHM6De/fcnF0wDFu0bOn5M2c1NTVDw8O1tOv38aCNzPNnz23dsmXylCkLFi2k0+mNzKPl5OQe5Txyd3EpLyvz8fPt3KXLT1hYmMyaqqp9e/bl5n4MCArq2ad3PVmx7pUZvFpeZMSujPQ0d2/PQYOHIP81Ekr379kTtmOnxdixenq68XGHZs6eBdgthtXjlKDEvKIi2D/g9atXAcFB3bp3byTtHOZustLOnvNwdWndps3qdetaNup//44B//OXiPBwJUXF7WGh+vr6IpGohlsTum3HgX37aDTaqjVr1q5bq6CgQGkGHD1yxNfbp6CgYOz48c5ursbGrblcLkzUIXYpEUnEe3OAG1tKuCTTKtHsWyJW0qiAaSEKCbkkPo0mKxnxHUQYSUkhPDNwvxPuauI143D0DGfeeD4lwWwh2QMJkRDgK0Aro9SkHeqFDFTViNY3UXOPVLY6oVBKpZ0Ts34ioBJv+oaWb9xgThJc/MCwcxIft0sm7hLPORBi8ZpxGk0sxqg0mqGRYefOnT7m5gb6+fFqeaoqKh7eXlbW1n/6ib4OraTRGMLvvd6qKK84fuzYnt27cz9+ROwERb038R2xWGw5YYKLm+uvrXJqiPPnziUfPwGCKtnsjY5gj/u7V5s0ZfKDhw8P7NsXFxs3eoxFWWnpx4+5LBZr7NgxlhMmUCiUT58+MRiMjY6Oz589e/funb6+fhdTUzaH8/nTp/4D+ispKyUfP/7kUQ6GibW1td6///D08ZO+/fqtWbf2u4ej0+lLli69fu3aixcvnj97tjsyytXdrd7L+l+Fmpqa8NCwPbt3V1VVoXIngklKuGTjYDKZSQmJS1csHzJkKJ1e/yTFIhGDwZDRShlk+LcAPYcCYyKG4a8tfxIKCgrjJ1iOgiHqsTExN2/c2L93b+rJk5OnTBk/YYJZt25mZmbJx4+/fPESyXXoqfF06qnUlJR5CxbY2IGasUaidigYFh8Xd2Df/iXLlk6DRZF42jmdfvb0addNTl3NzYcMHXo06fCw4cOXfq+PBwW57woPP3Uydc3atWPHj0NP742w2PS0NKcNG9u2b79529afLZz8lJsbERauqqq6a3dUw1G1NJhMZlFhYYCfX+HXwp1h4R06dkB0ENDEsrLNQcFnz5yePXdOSUnJhfQMN0+PIUOHNhR02Wz2m9evvT29lBQVd+2O0tDUbIRTIpv53j17toWEjB9vuXDJYlQI1/R7l/0we09kZP9BA9dv3MjhgMDB3I+5/r6+58+c1dDUcHVzs5thT2kG1NTUhO7YGRUVKRIIFyxetGrtGnl5BS6XixwxeAolsU+J71QSw28iWYgYfZMNOnAOTnJKoA4Si5XALgN0O9zxjf6CS43Q8g05JSRxaP5N1uVA9gYNM2AGDq8BVUKQdoS2KTGYdk5QVbTRCBMpcYZHlInjaeeA5uGEElnN4ZoZkSKEjoebgfDQIGQ5h1N2UjIFzA28VsElV1AcKDkBvHYS7GtCNgnH3PBOgqODD69du+bl5v7s6dMOHTvu2LG9W48ef+VbWU+t/M5qZWZmZlTErhs3blBIqoiHvAP5nSw2RHNn8qsQryRfth47evTjhw9evj7m5s0im1MoFDCqhmEHGIY5zJrVSE4kh8Px8PQQi8XHjhzZE7VbX19fU0tLLBKlnU87c+q0GMPHCvA7DX4EUBIWce9gMTyTSaNSKyoqbt++Q6PR+g8csH3nDrB19ANo62gvW7F89cpVcDc8YcTIkb379GpI9EhhsZFLvn81+B0pKCgI8PVLSUlBP6Pf4X/wHoB45B8AveS5efNmTk7OaAuL2XNmt2nTRoxh6GUUk8ksLS1Fmyc/ugUZZJDhtwJSLeCTETAr/OnbYbFY48aPGzps6JXMKwf3779z507Url1nzpwZN368qakpW07uzevXQqGQxWbxannxsXHZ2dlunp5D4T7fD9POmczaGu52UGOd5RcY0KdvX1LJA00we/dGRkSMt7Rs2VIjMT5+9ty5tt/r4wHe6srKLcGbHz965Bvg37N3o9ohbEiPPnBwW0jIyFGj5i1cwOFwfmqZMvvhw3279/bu22fthvWKioqNL1M+f/bczcXF2MgoNCJCvaU6ooNsNvvzp0/r16z9/OnT6rXrbt/KqqqsCt66pWPnzvXOnIixvBnkH9CzV68169c1UnGJvkfl5RWbAwLOnD69dNkyi7Fjm567iQavaefPHztydNac2XYzZiBeAgrfPTxv37rVuUuXgKCggYOaJYC5sLDQx8v7yOHDLVq0WOW01s5hBpVC5fOIZUqiKkciQRIGHaJqRgJETvD6Rgqw4cKpKQ11fCOpEob74EoekPdwxzfe9I0MuKQdiGjOqQNSPQRd34jhwY+pcKcOrDPCpUmSz0H6ipIpQf0jUC4JYw54ZQXpHflUDjmkEFiEkD8I+b2JTEzCoIM7zRGpBDfAoCMDMSLQiCqjaTu6X3h0Ea6M4jGZDAYj+fjxkMCgvLw8mJNVe/HSZU0tLV2Y//DnUMd+sWHdOgUFxf4D+iPGg2HYxQsXThw/Xltbi14OduvRfcCAgfAnmw96zPFpvgD+JRIIBPUfd7G4uroq+2E2+pSWlpb9jBm6erqIRMNvNg7iHhOxTeRFkouRB19yOWHKB98ngUAQFBCYEB9PoVDatmuXeDjpD13xGIbdvHnz2JEjjx8/qamu/umlUiqVzWIZGxtPmjLFYoyFvLx841fn8XirV646lZpKo9FUVFQ6duoIOR9gaPBFA/i5Ius+EX1HZA7MrIG0iV5awL8o8Dr4KxsaYffj37t7Lzc3FzxzUKkDBw4YNHgwh8NBvB9RSvxbDS8iHgSpSymUT7mfMtLTc3NzmUymSCSSl5eXNjxRqdSampqx48buDAtlMv/FxiMZZPj/wdUrV2fOmDF48OD90Qd/lV9QIBBcvHgxNjrmxvXrXC5XXV2dx+NxOJzwqEgOhxMRGiYQCLz9/dq0adPI7JXJZOZ9yfP18uLz+e5enq3btEGSIXr5GuTnfyEjY/a8eV/z858+febk4tR/4MDvKnkf3r/z8fSiMxjevr7arVo1YuJmMpkVFRVbgjefTElesHDR+AkgP7zpy5RUKvVCevqRpMNzF8yfMXNm44lFMO08fduWLeMsxy9YtAiRV3T53du3nTY6KisrT5oy5ezp04ZGRi4e7qqqqg0lWBqNlnz8eGTErrnz5tnPdEDPqo3LqI7rN3x4/97Rxblbt24/lbvJ5/MPJybdunnT2cMd5o2D1c/Tqan+Pr5fvnwZMWKEX4B/m7ZtKc2AR48euTg538rKate+vZunx9Dhw3m1PLQrCSIncQ6Hizu4RwY5WfDwc9LkDS/As9BFFIwCmRagGci2AlOE4OSbkCeJkTSYfoMBMXyahUNvnNyhFAV8xIwHjyP9VEwmUxJMDwy+6ajUmyhmRPQRzxNCzJJsGEd6YcMGHcRloSGIPCiafAthxTc8IXRWuNkcHgJf2CQ0SsgpyRwjqEmiqHWoUwLqwGKxarncPVG790ZFCYXC0RYWGIZdu3KltKzMwMBgmrWVlZWVyZ/KrqlDKwP9A6KjD5aXlSOVC7ShQwiFQp1WrebOnWs3w15dvb7ZuRFAWll96mTqlpCQgoICJpOJftClD4rvFpALBwS7l2KUdd8lPpB8CGgl/1F2DoUKLEc7du6cajWt6SdZUFBQU1ODiX8yNIdKYbNY2jo6TY9kevrkiYP9jKKiIrAF3AzWKPRCnMFgLFu+fMXKFXJ/xHS/ixfPnx88cPBkSkpFeXnDkZlAIFi8ZIlfgP8vOmUZZJCheXHjxo2Z9jP69OlzMCaGI/crS9S4XO7VK1cP7t9/+/ZtPp+vqKhoPd3m2dNnevp6Tq6u6urqP9LVcG9Ndo6nq2unLl02bHIEpWXwyiw2+9PHj+tWr/n6tWDe/AU3b9yora119/Zq165dPYaK/C53b98O8PPr2rXruo0bFRUVG1khZbPZeXl569esffv69SYXZzNz86Y3OyCLd2J8wp3bt51dXQcNGdzI16IX9rEHDybFJyxetmzKtKlIgkUTpGNHjgb5+/ft18+0q+nJlJQx48YtWryYyWLVY6jI/B61a1fa+fNObq6DBg9uJDAYPZ737t7dsHadgoKCo7OTnp5e0wffoNGxrCwyfFdVVaWXr0/7Dh0oMJL54P794TtDKysrHWbNdHZx+amn/qYjPS3N093j9atX/QcN8vDxNjExQQn8OH3EiLxJMI7GQ8ilJEvEIwlaiT5DcEpgjoHuDkAu8fEwJFf4iBrXKgHVAp4ZwAipFLxBB/JJVBwuxSlJBglJnYCoZAQ6IgayMCWtjAyi+xHFnSOVEPUx0oEoSm9AK2ESD1gzA8eEUiQoaBRAxxFxCpLZN+HeAWnnIB+AZJVMXBmFR0ZeIOhrJ6rGCVrJYrGLi78F+fklHzuhpKy0cMmSWbNnYxh2986dlBMnMjMzS0tKWrc2Hjd+/KzZs9u2a/fnaWXkrl2bg4Klrb4Yhqmoqo4fP27FqlWtWrX60z86L2DHw7279xq5DnkmdX556v4mST6SuhydMBDYhEIb2+lbt2+n/K7Yu2fv1pAQBoOB1gYkqwPonTrvSt5v+E7D9xGJNzAwcPf0mDhp0l88z3t37+7du/fje5DuTp4qXLL5uHDJ4vUbNvyKB0MGGWRodty+dcvBfoZ5t24HY6MVFRR/+e0LhcLLFy9t27r18ePHbDZ71pw5rh7uIrH4R6oh7JFjnEpN3RUWPs3aavbcucCUCqeHTBbr5vXrrk7OLVu2HGc5/syp023btXV2c1NWVv6uknc69VTYjh32M2fOnjvnD7XDe3fvOW/cyGKzHJ2cDI2NGxmU1wODwSgpKdm9K7KmpsbT16djx46NWKpR+U1IcPCzJ0/dPD169OyJlBSkzuzYujU+7pCN7XQOm5Oenr5y9aoJkyahLhTpG2Eymd++fQvy8/+S98Xb17djp06NG3RoNNqxo0dDAoF5aNHixaqqqk006KCJ7ft378J3hrZu28bJ1VVDQwPDsG/fvoUEBSclJCgpKq7buGHhokXNEWgtEAgO7D+wOTiIW8OdamW1YZNjSw2NWi6XFAlxBZKo+RaDFUtAK4kxMb5hiauUoEoR/0Ol4Ood8BUT7hVJkBD5HqR6+L4hGAlCKxC8WWgGQo020GOO2CUKqEQ7jVAqBMwP0n0oDeK+HIakAJKKinXweEpJ2jnxP2nQQWnniM/Cim9U14M36BC551KEEvyNfq7ItHOoxeLJlITqRhwaNwPhWZwcDicnO9vf2yfrxg0jY+NNzs7DR45EdwRGegse5eQcO3o08/Llb0VFOjo6EyZOtLO362pm1sTvbJ2fFTW1FqhCSprh0ajUb9++Bfj5CcFvPlrskzhyiOkt+RYf06KhLbgWnPAyGUwlJSVlZWVYmlR/u48kSfjmH/y8hHXVxY/uCYZhcvLyHDm5/Xv3YSBhEZ4iPlsmBsvSJws/lFyAThp9hKbSFOnRNHF9qB/j1yP/gssRxCOCljLB2Br/CvgaCF29Y8cOq9esxtDqKbF9ilEpVHyZHi1NSt7Frwm+GgPXhMmR+B3GbxReiUalwH4q49ate/boWVJcTH57kG0KPy38xL4D8rDocObdum3ZuvXbt2/4Y0487iHBwcpKzdLQJYMMMjQH0EgOPAX+OOXjL97+KIvRDAZjwYIFtTXcu3fuxMXEjB03roW6OpJdpK9MZzBgb+Gu1BTYW2g5HuxHCcGTDoPBSEpICAkKHjhwYIeOHQ4nJk2aMmXe/HkM+DxX74hCoSBq167TJ1OdXF2HjRjeiHaIVutOHDvm7+Pbo2fPxcuWqKioNp1Tslisd2/f7ty+vb2JSWDIZtDy8uOvBaXbHz/6efuIRMLtYTsNDY3IEvNv3775enlfv3p10ZIln3Jz7764G7g5uHuPHg1TPNls9qtXr9ydnXV0dcMiIgDTatSgQ8GwrSEh0fsP2DvMsJ4+nUqjNp1TMpnMO7dv74mKspw4acmypWw2m0qlvn792svN7UrmFX19fU8vr4mT/6pI8V1UVlYGBQbGHIym0+mr166du2gBm8nGOSVJsOCgG3d4I/kOqZKo6ltq9k1eDQPWZnC/yLggwqCD7NgSdw4aiULnN6B48AkUeoHww0IuRzRsQ0IJktChVQds/pF5leAHEh5Fyk9Oh0qhZFsPDb7R5WQ8JU4rpdLOKcBpjvNKyGXxSCMB2geQEinx45JZ7rgOiwgm0f4oWR8k3UBo/5J5MSPDz9vn1cuXvfv0cXZ17WxqSv4comL67j16mJmbZ2dnn0pJSU9L27N792mY/zBr9izTrl3/0LNbR63MSM9YOH8+uW6CdvBEYhF6cYY+RFyvHhEhfMZ1rCT1nCUocOhHV24IYiGwSSAJEdpQrnfo73pc6n553es3eNTqX//PfoiiH+pfLn14qfelvvD779Y7EmiVFImkRYL6d0TqxnHhHSfGMOccLg4jDgr6FVAsKm5dAp8CzQclJT5+vpOnTKn3+Mgggwy/J7IfZjvY2xu3bh0TF9uiRYtmOgqGYadPnTqwf//tW7cxDOvQqaPDzJkjR43W1dMlu3mYTGZJSWlwQMD7d++8fH26mJoiJQ+NmLeFbElKSLC1s6Mz6ZcyLq5ev27c+PH1lDykrpWUlGwOCHz//p2nj49p166NaIcgMk8sDt2+PXr/AVt7exvb6SAIumkWFnSsmzduxB6MnjBp4oLFixsx96Ax9O1bt/x9fLt177bRyUlOTg5Rag6H8ygnx83Zhcvl2trbX7l8mc1hu3l4GDTIaQdHZDKvZmYGBwSOGj16yfJljduJQO5mYaG3h0fWzayVq1cNGT5MwP9h1Hw9IH0h9eTJtLPnlqxYjv5Jp1KpV69c8fbwfP70ad/+/f0D/M27daM0Az58+ODi5JyelmZgYODo4jzO0lIsAn5qskUG0UmyHoesLMQn4iiKEg678W5sSChJ1ZCYeSONkoaEPKkgIWBmJRt0YNo5cuagOTo8DD7vlrKK4O5vcqURkE0yMIgwXDNwvzdSJ6HfHM2kwTcXWoKkRUpg0BFjKFQdNIsDvzmcvUtM38QaJSFRwmOjZUoicRMRSaIUEl+nhH52fMQP7ObgeGBMimGHYmJ3bttWWVk53tJyvaOjlpbWd1+HoFcdQqHw5YsXx48du3ThwufPnzU1NUePHu0wa1av3r0aIZd1aOWD+/c3OW5atXqVnJx8XZM3+Cxp+CbGr/glwG4l/VZKZoQfwk/gH+NfhJrf0V/IcoVuCQPvw6vj1ySugb4A3BhcgQR/SfnP4Yc44YUvX8gTB7ZuyW3UOQn8b+Km62uiGPhK8BadPjwt+A8c/n6dmyIOJH3P4f2RmlNLHQc9Bug+SJ0ozMiCdw4emnikvvOYSsm48N9c9LXwHOAD+D2VV1rrrfdPT/0P68rJ5IdisZjNZu+KihwydOhf+CdFBhlk+Pvw5PHjGXb2rXR14+IPtWzZslmPVVFRcenipQMH9j+4d5/P55t362ZlY2M5cYKGhgaVRnv96lWgnx+LyXLz8mzVqhV6MmOx2V8LCvy8fW5lZc2ZN/f927fv3r339PHuamaGpnJ1onPE4s+fPoGoHSUlV3c3LW3txllXcXFxgK/vxYwLy1auGG1h0XQLC3riT0lOPn/23LIVy6dMm1bvZKSBFKGU5OSoiF12M+ztHRxQdDkK9byQkeHh4mpkbDxy9KhjR4/27t1nzfp1DddAEf1IOBR/cP+BBYsWWdvaIDr1ozPkcDhPnjxxd3EpKSlZt2EDmR7fFKDeuIP797968dLZ3X3AwAHITnQ4MTEkKLiwsHDCxInevj6oC/6X4/atW86bnB49emRmZubq5dm3b18utxbNsAmnL/StICFSCIRoYgwuVf6NaCX4LHJ9g2dFSU8h2qdkEpE+uCkad0dTCcc3nQpal4mCR0Qrga9bLEKjbdxtjSdTErwOzNuhikkmU0qiIWGYOh2+jzuvyaVG5L+WopUSgw5Ojokpu4TUQvM3MXInW7+RtE8mqqOCcSjFEmWQhLkZtwJBWsnmsMvKysJ37oyNjqFRqfMWLJi3YIG8PIjl/6MCTxAf8fTp07OnT585daqgoEBdXX3EyJGzZs/q3afPd+efdYbgGhoa8nJyAwcNUlNTo/zfoh6rIi/+7r8p373yT94CacZuwpW//w/b95XdH165PtFEoQzkCwX0yo9c50SfRUvca9esUVaWDcFlkOFfA7R41UgN9y+EsrLy5CmTx4wbk3Y+LS4mNuvmzUc5OQmHDk23BdGVBw8cMDc33xERzmQwEAficDjZ2Q9dHDeJROIVq1ZmpKWrqqqGRe7S09OrR5JQTe7ObdtvZWX17ddv87atcnJyjUyHOXJyTx8/dnVyKisrDwgK7Ni580/YohmMmurq/Xv3fvqYG7wlpGevXo1lJMH7sicq6uzpM06uLsNHjEAFiWiXLPrAwZCgwFEWY9q1a5sUn2Dn4GDvMKNhKzedwajlcoMDtt29fdvX36/fgAGNHBGx1Yz0dOeNjm3btQvZurVFixZN55RMJrOgoGBXWDibww7fHWVgYCAUCqura8J37ji4/wCGYatWr9rg6IgSK38tMAw7nHTY39e3ID9/nKWls7ubvr4+l1srEglI0U5qmVKSIiSBVC4lBiw8SKcUU5BdRrJJCXkl3lmIz77xOHJSpETLlPg8nWyFJDoRcdc3nhxJ6JP455BRhjwaPvtGkZAMYgRNTKORZQZOACWB51SMgtxH4I6CNUnIJ4Vg+k3EBqHBu7RUCQ4s2RSF95IYfRMbleSsHZ+C4zt5LDbr44cPvl5eF9MzdHR0Vq1dazlpEvXHabLS3zKUCdClS5fOnTtb2dgkHzuWnpZ2OCkpPS1tyNChs2bP7j+gf72K7Dq0Uk5eHqNQCosK/69p5XezIr83Gf9/Q2FhIYvFUmu2OZoMMsjwy4Eq21C/29/z8HLYnEmTJo0AreKXD+zff+/uXedNm8DWIIvFYjI3BwRMt7Nr3aYNnc5IP3/OzcW1ffv2w0eOOJJ0uP/AAavXrm3Yx8NkMgsLCz3d3S+kpTOYzEePcnZu32Frb4eigusJloh1Xb5wwdXJuZVuK/+gwB+N+b4LFouVn5cXGR7BZLO3h4UaGuH7kT+6cnFxsb+PT96XvJ3hYR06dkR0kMliVlVWbdm8+VTKydnz5lVVVJ5KPbV+kyNSTOvxexaL9bWgwN/Hr7S0ZMv27e1M2jdyRDqDgcESxa2bQ4aPHLlw0ULWT+ZuPnv6dHdUVJcupo5Om1BjSEF+foCff/KJ4y3VWzq5ujo4zPgr+aY/gkAg2L51266ICJFINH/RwpVr1yopKcFlSiISiPToEE4cKU5J1HwjkQNV66BRnhhYsAG1Qi1/JKkkpEIo4hFcD+iUiHABowIaPsODQo2QII5kWQ5aqgQtNhKiJ8IoGLx9nKoSb3GJkAEjMCUZiKQ1hwwSwpMpYSol3KnEg4RgZpHU3BuvniQJLRjxE/VAqIxRyp2Ddivh9iSxV4nbzOl0Npt959YtX0/Pp0+eGhobe3h5DR0+vKa6WtTkOBqy9snIyGj9pk0TJ0++kJGRmpJy7uzZ69eu9ezVc5OTc1ezrt+nlRwOh8lgVlZU/uqfKBn+C/j69SuVSm2mmAkZZJChOcBkghpkPp8v4Dc1ceaXALaKTxhtMTojI+Ps6TNMFivvy5fr166/Co84cez4dDs7BQWFfXv2jBw1St/QICkhcebs2bb2dg37eOh0ekVFhZe7R+bFS527dNE3MLhz+/bObdtSjh+3tp0+Zeo0I2MjZKwg63bioqMD/QNGjhq1ZMUyBh2kGjeddT3Kydm9K7J3nz4bncF+ZCNp50wm88WLF17u7q1a6YbuitDU1MTH+izW58+fnTc6vn37ZtnKFQ/v3y8rK98eupMkndK3w2azH+Xk+Hh5GRsZh0fuUlJWboRTMpjMyoqKbSEhycdPzF+4YMKkSYgJNfHe0en0y5cuxccdsrW3m7dgAXps79+75+Xufu/uvY4dOwYEBg4aMpjSDPj69aunu0fyiRMtWrRYvW6d/UwHsUjM59USseIEr8S3JGHNt7ixBh049wbXhXk6REMiHoaNS3ho/Ixyhag0YJrBGSUwuMIGHSmNkiB4yKqDN4/DpEjo+CaIJkbBQAwmHg9JSoZAK4UyqNQYmqz2rrtMiYbtiBlDkzkUKPEcTEkvI/DpIJILneAY+HnDKSxklEy8tZzwewNLO2nUIVKEgGJKpZ44cjQ4ICA/L4/FZhcVFp5MTqZSqT179UKrk02U8BHQt6Bzly46rVpRqdT9e/dyudy082nGxq0bo5XqLdXzvuRRev7SnykZ/hP4CpJHWYqKvz6jRAYZZGgmAIWQyayqqvrb1Mr6reIQFAqluqr60uVLkRG7Hj96tH3rViaTaTPdRkFRIe182iYX5+EjR/B59VkXmhdv2xySmpLSuk2boJCQdu3b38rKOnr48JXMzC1BwakpJ6dMm2ZjO11LS4vBYFSUl2/ZvPnEsePzFi4Yb2nZdIMOYgAZ6RlHEhMdZs2ynwn2I3/0iOEl5pcuB/r7j7awWLpiOYvFQhZaUH6Ynb1h9Rq2HGfxUlhirqW1LXSnlpZWQ4MOk8XKSEvbtmXr2PHjFi5ejJ7mG3kk8/LyNqxd9+bVa08fb/Nu3ZrOCdCu5+HExMzLmY5Om0ZZWCCD69kzZwJ8fN++eTtk6JCgkM3tfjKesIl48viJm6vLtStX25m0d/P0HDIUZK0LhQKcNZIxlAR/JNYqJYNv3AAu1aCDXkXA8kXIsojRMG75RoNvxCkhtQLcDl5SpxqRIJV4qrik5hsnlgSrw4fh4FtGhhXhQ3VI6xh1A8fpQMtES420+suUxMwdUEXo0kGjbzjwRquUOLeUTN7FoOIOKq7E2ihR8o0sQbgOi9gl7vgGM3oWUyAU7AqP2BMJ0s7nzp/PF/DPnz2XfOLEhYyMwUOHWk+f3rNnTzab3cT9EGR1KisrO3b06NnTpx9lZ4vEYnl5ebFYzGL9eAjOYDA6dOiQk509cdLEZvjpkuHfjdevX+vq6cqWAWSQ4V8EJpPNZALSIxD+rWplQygoKkyYMMHCwuLM6dNRuyKfPn168cLFdiYmu6IijVob82rrG7pRQFvo9h0x0dGtdHU9fXw6durE5/MHDBrUq1evO3fuHElKunrlSkhg4ImjR2fMmtmzZ6+w0J1PHj128/Do2buXQABqmptyYqCljM8/evjI9evXXTzcR4wcyYe1cN+9MvIoHNi773BS0qIliydPnYoiM5Fz/MSx40H+/ubdu/fo0f1IUtKIUaNWrAKdvfVUT6SqHty/Pz42bvXatRMmTWxk+RXmbDMf3L/vuH49g8HcvG2LYQMXeSMAUZoVFfv37s3Ly9u2c4dp164ikYjP58ccPLh9y1Yulztn7hwXN9cWzTOGOnf2rIe7x4f37wcNGQLSzjt0qOXW4u0xkjxzPNOHmH2TJpp6Ued4zTf6tqKoRlTzTYy+CTCBPomadXA/NEG4UMs3Ln4SXhnpBh246IhIHhEvBDknKkKU6JQoVh3ySmT8BmowChKiSQKE6qWd4+uTiLciQxJ+fEIURQN39DfIQkfLlASnJBkzHu0OczBRbIvkoGiZkv21IH9zQGDKiWQVFRU3D4/5C+ZjGDZ37tzog9EZ6emnU1OvXL7ct39/G1vbvn37osyBRsgljU4vKCi4kJ5+4vjxd2/f1tTUdOjQYcLEiQoKCn6+vtyaOlvO9TNOW7dpnXoytTl+vGT4t+Pt27edOnX6p89CBhlk+AmwWMDJwOfzUY3NPw4WizVl6tQ2bdrOnjXrU26uesuW58+emzB5ko6OjhjDyJNEyl/0gYO7IyMVFBScXFx69+6NZBU+j0el0QYMGtSjR4+smzeTEhNv37rl6+Wtqqqq3rJl0JYQY2Pjpi9TMpnM8vLyyIiI8rLyneFhiLk2UmLOra7etmXLvbv3vHx9+g8YgGxDaBkxdPuOfXv3TrOyUlZWOn702KKlSydNnUJpkNPOZDKrq6u3hYTcv3c/eEvId9Mr6+VuppxI9vP27ta9++JlS1XVVJvOKUGj46dPodu3a2nrhEdGauvoYBhWVla2bXNIQnw8g8HY5Oy0dOlSdjMYdMRi8YH9+0OCN5eVlVlPn77RaRNI/eTWkLYcGE6JSCWZdw7eqVPzTdrAiY/FYoxKpTBYsOEb6ZSoBZqQEPFlQ0i+cIqHGBeFii9vEkFCYNSObzaSgiVgl2D+jO9ZotBKjIH7yInpOjT/EA06sIiR8F4z8PXNOkFCMPhFEpgE593Qo4MbcnDuSqqU+PmA45Jub3xtFA79UZs3Pl7HdVm0TAlzk9hszvPnT73dPa5dudrexMTbx9tizBj0O2Vmbr59547sh9kJ8fFnTp++mJFx4/r1gQMHTrOx6d+/v5yc3HdfjDEYjC+fP7s4Od27e5dKperp6c2cNXP8hAlt27Y9c+q0SCSqqq6qc/16X2/cunVJSXFNTc0fllzL8H+FivLyD+/e29nb/9MnIoMMMvwEWCxglWm6D/rvQVezrqFhYVFRkdevXvfx8oo/FGc3Y8aYseOM27QWINcLyDA/HhIcTKPR1m3YYDFmjDRTBB4CPp/JYg0fNar/wIFXrlxJio+/c/u2oaGhkZHRz3XMvH8fvjPUyNjYLzBQU0uL/2PGhtLOfT29xGJReFSkvr4+4pTIuOPr7X0t88rCxYu+5hdkXs70DQrs06dPw4edyWR++fLFx8NTLBaHRe5qXHcEmUoiUUhwcMyBg9PtbK2nT6cz6EJBU5cpGQzGg/v39+zePXzEiBUrVyooKmIY9ub1a28Pz4sXLhgYGnp5ezfTZLK0tHRzcHD0gYNycvIbNm2aM38em82ureURldcw7RwRSEi7yShKSXdOvbRzIkgINONAnZIJ9wuJUkYUEonWDSH9QqZvVKNDBaZvxCOhKkrEUCJuR9BK9BkB7r7GPwF+FJFYyGTCYTSYuyNNkhArkWLJaChS0lAyJbIYicQUmIeEOiCRzZ0cdJPNkKRnB0NR34RDB50CuHfEgB93mRPRlHjZCY3OZrPSz58N8PV/9/btoEGDgkKCO3asLwaZdzM372Y+b8H8mOiYtHPn0tPSbly/3r1nT1tb2/4DByopKdX7uaXRaCeOHbtz+7a2lvbc+fPmzptLOnfl5eUxDKtunFYaGhqymKw3b9507SpZwJRBhpKSkpoa7l8p8JRBBhn+foDNShbYrbxy5aqJSQc2h/2bfBcGDR7Uq3eva1evHth/IOvmTR9Pr2OHj0yeOnWq9TQ9Pf2rV64E+PryamsXLVky1crqu0uHYrGYz+PR6fRx48aZtG9vPXVqQUFB8bdvqmpqfzj+xjtm7tzZG7V77Lhxy1YsZ7HZP+KUeOn2vXuBvn4mHTpsdNqkrKyMyCuHw3nx/LmHq1tRYeGyFctv3LgBZMtdEQ35Irl56eHqamZmtt7RUUlJqRFOyWSxykpL/by8MtIvrFyzepSFhYDPB10sTQDa8Dt39uzxo8fmL1xgC+UAKpV688YNTzf3p4+fdOvR3T8woHfv3pRmwIf3H9xcXDLS07V1dDa6OE+cNEkkFPFreeQuI+H2RvXb+OAbSpP1goSImm9cpxSTRYX430zYfI3nCEGxkJhEE6ZvlHaO4VwVlncTRFIyAUenBOfOAunBNywIlG4QZwBXOYyNhA8w7H3ED0eKojTJ7BsuU+LTfnS7YpC1CY9F5lDC9wR1PqRSqGR4ETgW2hBF4UU4k4TLokSDDmr1A/3VInHMwYM7tmwtLS21mT7dw9NTS1vrR9+mDh06BAYFOsx0OJJ0OPnEiZvXr9+5datf//5Tpk0bOmyYgoICOh86nf7l8+dzZ8/SaLQly5ctX7Fc+kbkFeQpGFZTU9MYrVRVVVVtofb82TMZrZRBGp9yP6moqqiqqsoeFhlk+BeBwWCw2WyBQLA5KOj8uXNz5swZZTH6N/lF5nA4o0aPHjZ8+JXMKzHRB69euRocEHD0yJGx48ZlpKcX5BcMHjpk0ZIlDXcTpYHBSF01NTUDQ8NPubnv33/oAXsjGzku2o88cezY+fPnly5fNmXatEYqxRFdOJmcErZzp6293Zx585BdHU8yunTJeaOjoZHR7HlzTxw9Ztat27oN61UatHIj7TD15MmInWFWNtaz5s5pxBKEHpmnT564OjuXlZYFBAd1Me3yE7mb8OGK2bv32dOnPn5+g4YMhuYeSsKh+JDg4K8F+RMnTfLx922mtPObN2+6Ojnn5OT06tXLzcuze8+e/FoekAbxRUky5Jw0esNHHq1TIjs4kRwkWaeEOcrQ5Y2HnAOxUsq7Ih0kBAkdzDqHGh7iqjAqiDB9S+1TSt4Fq4xwvxEv4BaDEkjJJiXeikh22OD8TjpIqO4yJRWlncPjopx3VBklbfomK7+JTU5wPbyXR5JNicb6RLk4eVyUco436ID2vvLy8p1bt8bFxLI5nI2bQK8NWenXCDp37uzt6zNn3ty42Ngzp09fuXz59q1bpl272trZDRwyRL1FC7FYnJKc/OnTJ5MOJjMcZnxnGMJmo6Yr0nfxnf54YyOjN2/e/KKfMRn+I8jJyWnbrq2cnNw/fSIyyCDDz2HBwoVa2tqPHz1++ODBvbt3+/XvP93OdsqUKc0Ref0nwGAwRowcMWjwoOvXrh3Yf+DG9es7tm1jMpk0Ou3F8+fuLi42dnZdunQB5eA/oFYYhnHk5LqYmr54/jz344fefXo3wtgYDAa3lhtzIPrFixfevn4DBg1spCKcwQD5RKB/PPUUsKuPGIF0NLBMSaXGxx3aHBg4ZNhQkw4dDsXEWk23mTt/Po1Gq8cp6XQ6hmG7d0WmJCevXLva0tKyEUsQyVbdnFx0dLT9AgO0tbV/Ku28pLg4aldkLZe7Zdu2Dh07ikQiHp+/Kyx8T2SkSCRasmz5RseNzdRqceTwYV8f368FBWMtxzu7uhobtyZrviUrksR7YB4slT9Zb/CNk07ILkE+EGr5RhuOUnQPcUpc2UO6HRoNQ2aHnNdEszgZLY4SKaEPG+mUsOeb5JtiTNKgIxUkhBcx4g5v6JvBDTpQOqRSwZGp+DIlCDAiy4FwTo1roiiLEjJMEIGOBwnBXUoMMmZUZc7EV0Xx+0cYdPA6c/Af6F6GRFZOTu7D+3f+3r5p589ramp6entb2Vj/VM62sbGxh6enrZ1d8vETR48ceXD//oP7D3r36T1l6tSOnTqlnTsnFovnzJ3b8OUok8mAOVwCPp/PZrN/SCs7d+lyKvUUEj//yk+YDP8lvHjxonefPv/0Wcgggww/jSFDhw4ZOpRbw01OPnE46XDWzZt3bt+OjY6ZPWeOxRiL36T8gsViDR8xYsjQodeuXkuIP4SsCJcuXTp65MiFjIzhI0ZMtbLq2asXhUoVNQjWwTBMTk6ubdu2tbW1uR8/wnrdHx4lPz8/MiycwWJFREUaGBg0wimZTGZxcXFwYGDu+w/bdu7oAgsSUYl5dVVV6M6dRxKT7GbYCwSCM6dOb3DaNNrCoqGhm8FkVJSVBwUEvnv7NmTb1q5mZo3ojkhGjYuJDfLzGz5y5NIVyxGvbepjyGa/evFiV3h4e5MOru5uKqqqGIbl5+UF+PmfOnlSTU3N0WnTXKi2/nLU1NTs3L5jd1SUSCRasHjRqrVr5eXkuVwu2qWUal3EpHu98ZJG0sQDa75hUDhJLMXA0w05JeBaDPg/WcnIYIKqa0IyBNIdHfeugJBF4OiGu5RgBg4Tx9FsG2qSsNkGyoVwnxL1MwLPEAbN19L9OVAKxZt66g6+0Zoj3p2DrOZUPO0cypLgDMBxBHVqviWJ51L7lJgYpJ0jwgxfUxFngXeLA6ZMbnLCWEp4XDpwdN3OyvJyd8/JzunZs6e3n2+/fv3+3Dexffv2m5ydZs6eFX/oUOrJk1k3buZkZysoKJSXl3fr1m3K1KkNv4TJYqF411pu7R/Qyt1Ru4uKirS1tf/cycnwH4NQKCwoKGjTpvU/fSIyyCDDn4ScvJz9jBljx41LT0uPiY7Ofvhw9cqVffr2nT59+pRpU38TjyadTh86bOjQYUMRWbxz+3Z0dPTFjIvHjx27fOnS0GHDbO3tTbt2ZbJYDZVLTS0tBQWF/PyCyvJyeQWFenNwlBP59MmTPZGRpl27bti0SUVFpZHZOpvNfvP6tZuzi6aWJkg719JCBh02LDHftHHji2fPV65Z/Sg7p6AgPyAoyLx7t4Zlkmw2+/27d75e3nQGY3voTt0GpZTSYLJY1VVV27ZsPX70yJz58ydMmkilUpuYu4mG7DevXYuJjhk/ccKiJUvYLBaNRnuU88jH0/P6VeAI9g8IGD5yBKUZUFhY6OPldeTwEZB2vn6drZ0dlUrj82sRWSREO5xMovfxdhvEM+s3NEoyKsHqpESmhO2MkEXiNdhorRI35qDsRmD5pmB43Ta8bWS+IWIp8dEzFBER0cSnz3jaORo94x09kORB87XEX44XM5KNPUg1pIPXA5JQTDGuj6KGccISJCl/xAVKvEQHvA7CczfR1JtQSYnBN273RtyS3OBEDvHk48c3BwbmfckfO26cf4C/kbHxX/xutmrVaqOjo7WNTWrKycSEhM+fP9Np9JmzZn339SeTweBwOIBW1taqUFR+SCt1dHTk5ORev3oto5UyIDx//lwsFjc0lMkggwz/LqipqU23nT5x0sSTKSlHkg7fvHHj7p07sTExs+fOGTN2bIvfqZqVSqX26du3d58+9+/dg+Tywoljxy5dvDhs+PCpVla9evdGYemIXAqFQiNjYx0dnS+fP5eVlSkqKUnTSrxj5sKFQ3GH7B1mzJ0/v2Gdj/SVmUxm5qVLm4ODR4wYsWT5chS8QtbwOK5fT6FQlyxblpaWpq7eIjwqSkNDsx6nRAadWzez/H19e/fpvd7REeVO/+jOslisvLw8F8dNz54+dXV379W7d9NzN1EK5oljx86dObtm/TrQvgNrss+dPevr6f3hw/shw4YGBAZ26NiR0gx49Oixi5PTraysdu3bu3l5DR02lM/jCQR8XIqskyeEi5SIaOIypVCIrz8Chgl6XJBmScHAawycaUFGCZU8KN3hu42SPCGC4AHCBWfekNzhfTzQ842vUuJeHTFUKKU4JTgTKgVj1h18o8Og8Tfu9ZaaRiOFEqmGkmVKERHXjo5J7mqKBECzxIfgeOa5UICMQcCgI7VPCTLXIW0m/DkoYJ0mSTsHe58sZi2XG75j597du/k83tJlSxydnH5hWYmRkdGqNatt7e0mjBufl5fXf9DA714NqJXy8gJAK7nkhd+hlfLy8t179rh65cqgwYN+1SnK8K/GrawsXV3dFuq/0VOODDLI8KchJydna2c3ZuzYC+kZMdHRDx48WLNqde8+CTa206dNm6agoPD7PLaoaK5Hr1737tyJiY7JSE9PPnEi8/LlIcOGTbezMzMzY7HZwCItEunr67fU0HiUk1NaWmpgaFivYyYxPv5q5hUnV5eRo0ah/cjvHg4+e9MPxcbFRkfPX7jA2tYWUBCBAOVHnj19xtvDo0uXLn369zt29OjAQYOWr1opLy8vENRfpoSZLMcjIyIcZs20mzEDMeAf3UEWm/U459G61aupFGrwlhDDJmckkSmYB/btf/f27eZtW7v36AE4lVB4KCZ2+7ZtZSUltnZ27p4empqalGZAelqap7vH61ev+g8a5OHj1cGkA6+WB8RA5FKpoz6S2UJkqY5EtiTkTIzklJJsHbKcUdLBjdYc4WiYDBLCDTr4niaGm3Twlm8kVeK6JR46LilHFGOI2+HB6sTSJjH4ZsBDwEuhF+gHBh0UmiRGQ3Z8pZPIOid8QTDSSAg3ayHdRAYd5PZGbBJtVEIDEmSTaNKN5wgRtJLFZhd/Kwry9z9x7LiqqqqTs/P8hQsYjO/Qub8ITU1NFVXVz58/l5WUUIyMGl6ByWRyOJzysjLpl1XfP48+ffpERez6K+uVGIZdunhRS1u7S5culF+BiooKFov1m+yY/19BIBDcysqynDDhnz4RGWSQ4VdCVVXVysZ6AlAuTx5OSrpx/fr9e/fiYmLnzJk9ZuxY9ZYtf5+Hm0qh9Ordu2evXg8fPIg5GH3hwoXk48cvX7w4dNiwqVZWvfv0odPpHA5HW1v77p07nz596mpmhr6QwWCUl5fv27OnqLBoW+jOrmZmaD/yu0dhMBg1NTXbQrbcv3fP19+/b/9+aA8SeW52bt++f/feiVMnq6u1OHL4yMKFC61tp6P5pvSN0BkMPo+3N2r32dOnXdzcho0Yzoest5Hh9ckTKf4+Pl1MTZeuWK6urt50TslgMPLz8yPCwhQUFMMjIw0MDcRicXlZ2baQLbHR0RwOx9nVZdmKFU1xBP8sBALBgf37NwcFc7lcW4cZ6x0dNTQ0eLW1OJ3EVUeCWwIKBVN+pNPOyRQhfNES/zSVQsUbGXF/DuR7OMMjO2bgEiUx+5bUbcMDoSRMsFcJ+Rtil9CkQ4ZUQtO3WCwQALUbSoN13DlEgw6+QwmJHilSEv8TaecwFBP5glBTD+SvhEqJdjZhgw7arERBRrjxi4hKAneTaPgm1inRSxwUvInXfOMGnZzsbD9vn6wbN9q2besXGDBy5EhKs0GOw8EwrLSs7LufZTGZ8nJyRYWF3D+klWZmZiKR6NnTp6Z/Nr1SLBZfu3rtVlaWgZGhqalpVzOzLl26KCsrM5l1uiN/BJFIVMvlvn79Ovvhw/fv33/58qW6uprBYLRo0aJT5879+vXv0LFDc/yqyNAQeV/yPn/+3KtXL9mDI4MM/z2w2Wyb6TYWYywuZlyIiY6+d+/e2tVrE+ITrG2nW1lZ/cKx2l8HlUoFrYg9ety/dy82OiYtLS01JeVKZubgoUNtbW179+3b1czs/Nmz796+Q+Nj0DGTm7tj23Y9Pb2wXRFa2toN1x/rjaH9fXwqK6u2he5s07Yt2oNkMpmVFZUBfn7nzpyZM39uSUnJhQsXfHx9+vTv37CVm8lilpaU+vv4fv78aXtYaMdOHRsx6EDvBTV8Z+juyMipVlb2M+wZTGbTs9yZTObTJ0/CQ0P79R+wdsM6JSVg7v748aO3u8eFjAxtLW03D3fr6TaUZkBlRUVgYGBsdAydTl+9du28RQtZTBZu+iYH30QmJaKLYNRNppvDzHOJ45tglZgYA+NdMO3Gh9+AXxKZkVIiJQ3tUwKJElI8UGUktchJ8DkoFqJgc0giYYMOWnPEO3QQtwMrm9KDb0TnAJvEmR0eLUSW55AlOmCNE6/5HHbGRgAAztZJREFUJgIqxXDmji9v4gWQkvdhx7gIpJ3DNnN4d/AiRsLSDg9PcEpcj0UiJfD0MJkXMtL9fXxfvXg5YODAwOCgzp07U5oTHEgrKyoqvvtZBlQr0W6l5MLvXrVly5aGRkbXrl7707SSTqd7eHkWFRZdunTx4YMHt7KyysvLlZSUTUxM2rVvp6KiIicnryAvL6cgD8oo+fxqgJqamuqKiopPubkvXrws/vaNzWa30m1laGjUo2dPPX39muqaly9fPn706Py58zQadeCgQf0HDNDS0hKJRC9fvNDV1TUzN/9zZytDI7hz57aBoaGWzL8lgwz/XaioqEy1mmY5ccKp1NSkxKQb1649uP8gLiZm9uw5Y8eP09DQoPxO6NGzZ48ePbOzs2OiQcHxyeTkK5cvDxsxwtjYmMlivXn9GpSjsFh3b9/Zv3fvKIsxy1YsAxtgP7JUU6lsFuvB/fu+Xt4dOnYMCglRUFRA0ehsNvvVq1fuzi5fv35dtXbNraxbAgF/Z3hY2/bt61vIIc97/fqVt5uHhqZGWMQuTS3NRjgik8ksKy319fa5dAGmnY8ejahQU+4+pBj0jPT0I0mHZ8ya6TBzJporZt244eXhmf3gQc9evXwD/Ps0T3bHh/cfXJyd09PSDAwMHF2cx1laopJxqBVCAVJqAC4JEiKzhdAn4bAb0UkR8RHcoYS+HLRUCbIpJTlCsC8RXIwPvgnCBRPH4a4mFCYRhySWKNHuJL5iSYiFeNo5hYKRY3aw5MBgIg8QoK1o3g11SrCWK512TqQIwZ5v2KCDXDmILYvI3Uky67xOJaNQhArNwWHgvihD2vSNzgQcAtYzkgcFhncGQyzGDu7bt3Pb9srKSjt7e09vr7/hF1MO9uhU/oBWsphMOXncCU5e+MNh/ICBA9LOpwkEgibqiw1Bo9G0tLXs7O3t7O1rudxciGfPnt29c7eyooIvEPD5PD5fIBQI6DCwl8VislhsJSUlPT29qdOmGRgYGBga1DMfDYR7o0WFhY8ePbp86bKfjy8ItaLTqyor2Wz2ocSElr/T4ObA/v03rt9gMpmgjhSK5TC5FNe0kYKO/kIvW1F4PosNHPsI8vIK8gryqiqqBoYGLVq0YLPZf/rb8adxJTOzT5++f/9xZZBBhr8ZLBZrmpXVaAuLixcuxhw8ePfO3fXr1iUmJNhMn25lY62kpPQbfUeoqINux8MHD2JjYs+fO3cyOVlRQYFKpRZ+/VpVVXXj2vWUEyfmLVxoa28Hx53f55RoxHn61KmwHTumTLOaO28uncEQCkDaOYfDuXb1qquTc8uW6nPmzk1OPtGpY6eNTptU1dR43zPoXL9+3c/LZ/iI4ctXrWzcoMPhcF69fOnh6vb50ycPH+/u3bs3PZkSNjqKD8XG3rqZ5ejsZDFmDMpmTz5+PNDPPz8vb5ylpZ+/3193BH8Xt7NuOTltevzosZm5mbuXV+8+fWrB4Bsk8xBUEsp2RNY5yS8lxm/wBgqXKIEHUkyKGMQ2oYkw/IYgcokyzpE+CT8BXCtEciTklHjOJeRzUCiEWijZyQjm0SBIiEgcFwJnOCSVoFicNARBYgcPBamklOObnEHXGXzjDTrkfihSP/FCRhGRRQk3OomcSqJ2HK49SDV9g9k36TRHiZh4vjoJCvxRLC8rD9uxPTY6hkajrd+wYdmK5X9PegNSK6urqv+qWkmhUPr37793z94vn78YGRv9gjOTk2tvYtLexGTkqFFoRE5Y+sH3gYqUbaKs/Q9vTUNTc8TIkSNGjqypqamtraVSqGKxyGmTU/G3b78VrTQ3N1dRUQG/MtLZCSiBAP5e4RleaIUZXSLG+HxeVWVVUWERl8vlAUudgMfjAQkaw+QVFQwNDE27dm3d2lhf30BXT5fMtW8mfCsq+pT7admKFc16FBlkkOH3gZKS0uQpk8dbjj996nRSYsK1K9cePngYFxs7c/as8ZaWzWT++NPo1r17t+7d582fF30QKJfFxcU8Pn/H1q1VVdW+QYH9+/dvfAwtEAj27d5z4vjx9Y4bx4wdK4B2CsQeDicm+nh6DR4yxKybeWJCwpSpU+fMn8dkMusxVPTcHx8XF3Mwet7CBdY21hgG9rgaSTu/kpnptNGxlY7O5m1bNTU1fyrtvKy0NGpXZEVFxfbQnZ06dwYLY7W1URERe3fv4fP5i5YsdnF1lW8G0xWGYUlJSQG+fgUF+eMsLV093HX19LhcwClB7TXq8pbOPScs4GSwORFIKfVZeCEFMjw070ayHdinlGTsIMs3DBKC5TlAy6PSKHjaOR6ACZOE6gGeFBQPgQ1bEu+DN9nUDRLCu3NI3zeaQuM9kLgcJDHoIP8NJMeQuMLNTUk0pZg4A4GUSikGciy6e+igyBZEGNyRTimRRpFICRp02OyPHz74enpdvHBBV0/Xzc19qtU0yt8F1IFSVVWn9ZsEg8GQk5NvKq3U0NBopaPz8MGDX0Ir6wE9an9dAJOHQO/7Bfj/Jo1kJNAa0F+/ndra2pKSkuLi4sLCwrdv3t7Kyjp+7JhQIGyp2dLYyLirWddu3btramqy2exfzjKzsm4pKoPVhV97szLIIMNvDiaTOWXqlFGjR126eCkmOvr2rVuOGzYmJSRa29hYT7dRUcEz6n4TmHbtunX7tvv37nm4ud+/f//pk6eBIZsHDRrUcP2RBJPJLC8rCwoIePPmzbYdOzoTBYlMJrO2tjZsx47E+ARbeztQ83j02PKVKydMmigQgFwa6RthMBh8Pj90x46rmVfcPDyGDBvayPommkolxicE+vsNGDhwybJl0EXe5LRzFuvD+w+R4eGaOto7AsK0tbUxDPtW9C0oIODY4cPKKipOLi5z581tjsmSQCDYvm37rvBwkUg0f9GilWvWKCkp1XJr8YZtONrGdyel480lsUJEJjpu48Gd3xiM1wH0Cg6+iaVKiUGHlJykar6RVgic10Q5D/Ry4w5sSOzw5UZcuBQKBbiKKBRhFJA6jhRRqUpGBo0uiVUHiZhkJaO0QokadDC8QQftUcIlSjK8iBiBQ5opRE3fkFyCJU5iY1SyT0mUT+L2cvJ+IgINuSybw7lz65aPh+ezp0+1tbWDQ0JGQW3ubwNSK2u4NY1coam0kslijR5jcTIlZfLUKc0tif0SaGn9sFL93w4Oh9MKgkKhjBgB8mxra2uLCguzs7NzsnNOpabu37ePxWJpami2NzFp07aNmloLRQAFBQUFeUUFRQXFP3T0i8XimpoaQF6/AfB4YHzTr3//rJs3e/fqKetbkkGG/08oKipOnDRx7Lix586eTUxIvHLlSnZ29qG4uJmzZ1laTtDS/r3+1e3Rs+fqtWvWrl5TXFzsusnpdlbWpClTTU27gBQb6VAhKpXFZL5589rb3VNVTS1s165WrVohyZDFYn39+tXDxfXhwwdLli178fzZly9fgreEmHXr1lD1ZLFYBQUF/t7eZWXloRHhrdu0aYRTgm6e6uqI0LD4uDiH2bOmWVkBke/HJZMNDeN34KroaIvRK9esgbtV1Mc5j7w8PG4CR3AbvwD/kaNGU5oBXwsKPD08k5OTW6iprV63zn6mg1gk5vNq8UIcsssbEkjEG6UlS6x+KDqa0AESCofcUlQL1yhhuzcyfeMWFtyRDQkXBRA7dChk7YbV2xKBUjIHhQ06AgE5+MYwcYNKRpCpjouWOKeDi53kMqWU4xtPOyd97LjDm8wsqlvzLSKs3/AHD3cFwbsID0oujeLGHHQgdBJIp6TTGVQa9cSRo8EBAQUFBQwGo7S0dOvmkLzPny3Gjv3bYsXl4W4lt0YSS1kPcvJyIqHoD3IrSQwbNiwxPuHx48dd/6xxR4ZmAofD0Tcw0DcwmDBxIoVC+fzpU25u7pcvX16+fHky5WQtl8uHr6rhOq08i81igm1fvP+UbMzCewggRCIhny+oqqwsh0AvoEPDwx89erRl61bZ91EGGf6fwWQyJ06aNGLkyMuXL8ccjL6VleW00TEp8bC1jdX06dNVfqcx0ajRow8lxB88cDDtfFp4aNipk6ljLcfb2du3a98etXXDQRnrxvVrft4+g4cMWblmtZycHI/HQ/uRL1+8XLdqFV8gWL5y5YX0DAUFhW2hoXoN2nGoVAqbzXny+Imft7e2jvb20FD1lo0FA7HZ7MLCQqcNGx/l5Li4u/Xu06eR7Mx6QPFGp0+dSk1JWbRk6TSraSiC+0JGhr+3z/Pnz/v37x+8ZXOnTs3iCH7y+LGbq9u1K1fbtW/n5u01eMhQyJYAV8ObZJDfBvfd1NmnJJ5siGRKqetjFAy6ZMhuGXzdkORayD3DJKPOoYFGUmOD1zsiNkewOpJRQlaHwinhfBq8QdQc9CJCqRLYsFG/NowRgrXeONcklinJeEoimRLO3FHNN54gJFU0LsDn4CJ8nxKPxsSPS3BmokEH3UVEl/ESHSJiHb5lssCuRVRYxJ7IKIFAsHDRou49uscfOgTXndfHxydMs5pmbWPzN/QXILWykddL8nJyNDqtpqamSbRSW0fHvFu3kykpMlr5m0NPX19PXx+9L+ALvhV/Q0Pz3I8f3755+/z5s2dPwWtuBoOhrKysoKCAlEzwVlGBwWBgGIXFYurpG7Rubdy6dRtDI0MVFRUajRYTHWNgaNC2Xdt/+v7JIIMM/zwUFBQsLS3HjBlz/tz5pPj4y5mZ7q7Zh2LjZs6aZTlxgo6ODuU3AJVK7da9u3m3bo9yHkVHH0w/d373rsiTJ5InTZkyZdpU827dhAJBQlxc/KG4OXPnTrOxoVCAZAie+5nM8+fO+Xh4tmvfbuCgwcePHuvbt+/aDRvYnPrmG8hOWBnpaVuCgseMG7d0xXIajfajWTZKAnry6PGGdesEAkFQyOY2bds2su5ZD3Q6vba2Nj42Licnxy8gsN+A/qCwRSBIOBS/JTgYOYLdPT2aaVh37tw5D1e3Dx8+DBo6xMPLy6Rjh1ouD3htpLYocbES7UkSTnC8UIfglFAqhroi2aAjSTonFDyc4qG0HcmyIZ4ihNLOcTkUHgnSS6QHSplmcG+MlPkanANipUSuOlQnCZ0QVdlQoQsbhWCilHPpBh3g+RZTYGcOPs5HB0UFPqgvBye2QvxvgUAovcRJNujA3E1JlBA4FKGO4suUVCqLw/6an785IDAlOVlFRcXNw33+ggUUCmXipEnnzp5LTIi/dvVaTnZ2XEzsjJkzLSdY6hPP/s0BOXmwW1k/90AKCgqARdRUSzw9fxDLPtVqmpuzS1FR0e8WMPH/DDQ6QVaeosKi/Py8/Pz8oqKib0WATVZVVdXU1HBrahgMhryCvKKikomJybBhw7V1tFVV1ZSUFBUQp4S8spEtHAGffyEjY/6C+c2R3S+DDDL8S8FgMCwnWI4YMfzy5czYmJgb1687OzkdPpxkZWU13c7uu8XBfz+oVKqZudn2HTsezsJ94lG7dp09fbrfgAE11dU3b9xYsHiRjZ0tlUbl8/ho8rhv9+7wnaHjLC11dLSPHD48e86c6eAK9dtxWCxW9oMH+/fue/To0fIVK+wcZqB/jb97GshCcP7cOU9XN5MOHVasWqnesuVPGHRYrG9FRRGhYRQKJTwy0ri1MYZhVZWVO7Zui42OxqjUNevWrVq9qjkcwWKxeP++fVs2h5SVldnY2m502qTesiVMpiQs1shhCqglUfMtsZ7i4iSxbklOwwGtpFKogFdJ2VbQRqUk7ZxQLCGrQ5SPBoy5ZDIk2moEqT6wzoaYd8N9Sjj4hguViPaJxBgZL07SOzxGCHFXnFrCj6X0QrJBB3JKSYY7oYvCe4xPudEsXDrASAiPi9RJaUIpFWBE+L3reXQ4HLlnT5/4eIAm93bt23v7+VpYWEgNDSaOHDXySuaVmOjorJs3XV1cDicmTp46xc7evpleWiC1kv/jDWA5eXkGg15dLVErgaTcyC0KBIJ5c+ZOnjJl2t/oPJKBfPDLy8srKirKy8CfstLSwq9f8/PzCwoKIHfk8nk8NocDNigVFNTU1DQ0NFpqtNTW1tFppaOlpSUvL8+EuVjUJpjrG+LsmbMHDxyIiz8kazaSQQYZvguhUJiRnpEQH3/58iUBj9/OxGTmzJkTJk1Ei+C/Dx4/fhxzMPr8ufOfP3+iUqlyHI6SikqfPn3sZtgPHDxYIBAE+PqeO33GYc7sqorKO7dvb3J1HTJ0SENNEeiOj5+sWbny2ZMnHDm5Xr1729rbDxsxrEUL9YZXBh3OFEpkeMSeqKhJ8ImfzWb/1DLlq5cvI0LDupqZbdi0qYV6CwzDPnz44Ovlff7sWZ1WrTw8PaysrSnNgNLS0s1BwQcPHFCQV1iycvmcefM4bDaPx6uXdi6VrwOWLAGHhPIkmhTDSEq4AkkECWFiDKSYS9Ux4u9KomAg/4OX4Hl78A0kdojBiutU2JACJREmhEf7IMsMkEgpeNQ4subgUijYWgT0Dr7BZUzadwglMOjAtHPc8Q0jOFEoJl7cQ5q+iRQhAbwQpJ1DZsxgguMS428iWp0sFsc7GaFECd9hsVgZaWkBvn7v3r7tP6B/YHBwp06dvvs9EgqFly9dSohPuHzpUnV1tbGxsa293eQpU1q3bv1rfxjiD8WvWrHCcsKEmLjY717hcFLS2tVrZs6aGbR5M/Lh/AGtpFAoifEJ58+f/9EtyvAXgWGYAER48svLyz/lfvr06VN+fl5RYWFxSUl1VVVNdQ2Xy2UymfKQO2ppaeq0aqWlpa2mpqqqqqqioqKsoqKsrMxms3/tN0IoFKxasap79+4LFi38tbcsgwwy/MdQy+VeuXIlJjrm+rVrNTU1Xbt2nWZlZWdv30K92Re/fgoPHzzMzLzcQq3F3Xv30s6dKykpUVFRGTxkSFV1Vd7nL/YODg8fPqioqPTy9mprYiIUCBoadN69e7dy6bJHOTldu3YVCoUvX77EMKx3nz5WNtZjx49XVlYmI82ZTGZVVVWAn/+plJSly5eNHT++EU96PaCJ/PWr16IPHLCysV6wcCGDCeqq79654+Hqlv3wYRdTUz9/v4GDBjXHo/Th/XtXF9eM9HQdHR1HF+eJkyaRPE06MEjS9C2sY9apu09J9OlAmolvFcL7ImnSgXSPzPfBIyRxrwzQKQFbhTcPaSK4cQHcnpQaORMGGlTJCHPQwXeBSiEUSjRch8mURCEivs9IBAnRG9JK+OyMeCwF5BTh8epERSPOI6U5JbqAAtPOpZ1Iko1R0gtE2oLg3J1CoTJZTJFIdDghYfuWraUlpdY21u5enn8oQAr4guvXr8XGxF7JzCwrK+vQocOESRNnzpxJLsX9dRw/dnzh/Pljx42NT0z87hVST6auWLZs4qRJO8NCkbv3j2ll4devC+cv8PLx6da9G6U5IRKJXr16VVlRSYVWL9CKhP+PfwT/4BeCyzAKk8mQk5fX0gR/KP8GlJSUlJaWlsDNx69fCz/lfvz06XNFeXl1TTUmxpSUlZWVlNTV1TU0NTU0NbS1tQGJ1NTkcDhg0xha//6e83z29OmaVatj4w/9bXYzGWSQ4V8NkUh04cKFhEPxly9erOXx2rVrZ+/gMHnyJF09PcpvBgzDsh8+3Ld336WLF4uKilRVVectmH/v7j0jY6MNmza1bNmyofmGyWR++fJl7apV169cHT5ypF9gIJPBOHPmzOnU1IcPHjCZzM5dutg7zBg5erSmpiaNRnv96pWbs8uXz5/XrF/XvUePpi9T0mgg4vvYkSPXrlxZtWbt2PHjgKeSgp08kRIcEJCbmzt27Fi/AP9mSju/eeOGq7NLTk5Oz1693L29evToAdPOcW+KVJ93nWRKCZUkbKHgXRCRjouUZO82cMxIZErC6o24JY3GYDLgPiP069Q36OBJRohMQqkS8kvCskMMvpFZRwwreSSGbyJICAmEZDol+Bwg8WD6TYSeSww6eGsPMWuHVT0CgUSeJGu+yZpxkZiG5yWhpiAyLUkSJwTj1cniHjxFiMVilZWXh27dFhcTw+ZwVqxcsXLVqqbXU4vF4ps3bhyKO3QhI6O0tNTAwMDKxtrKytqkwy9IBjx39uwMO/vRFqOTjhz57hUuXri4YN68YcOGRe7ZjRSuP6aVFArFx8u7trY2ICiQ0pyoqanx9/V7/uwZWOZDUirkl8TKLLwSeh++B/rdRWJebS2VSm1vYjJ+gmXfvn1/uW73S5Cbm7s7MiovLw8IkDU1aHKtoaFhYKCvq6fXsqWGunoLtRYt1NTUFJohxvZPwM/Hl8er9fb1bUo6vQwyyCADAq+Wd/UqUC6vXrlSXV1t2tUUKZe/VVEFievXrjk5bsr9+FFBUdFywgQPH295efna2tqGs++SkpL1a9ZkpKX36tXLPzjYwMBAJBIxWazCgoLMy5ePHjny7OlTkUjUvUcPa9vp+voGft7eCgoK6zZs0DfQb2LNNxlCtH/P3k+fcl09PHr26oUMOnsioyLCwng8nsNMBydnF7UWzbLAeuTwEV8f768FX0ePGePs5mpkbIxqvvEGHcQYpQLN8dVK+B9IHsflRETFJDXfyHiEz4HpMOlcqpMR5oFLylBIDzYFPvuT25SE2RsmRaKaSDSVhnQShY6TO4+AUxKVjGizUWIHIhzfkkwhQqEk674xSNQki5woOAgav8FRgRcH/g2H8cTQHWxXosMxpLdGSTaLCCWNQQfJQUS0OqSzcnJy79+/8/f2ST+fpqml6enlbWVj/ScEJLFYfCsrK/7QofS09OJv31q3aTPe0nLm7Flt2/4l0+3lS5emTZ46cvSoI8eOfvcKWTezZjk4dO/RIzo2BmWnN4lWfvz4cf6cuTvDQjt36UJpNoC1UD5fDJo6cVDhn4YgqSX6ln/KzT139uyNGzeoFNqwEcM7duxAowG7+907dzt26mgzfTrln8bXr18z0tNVVdWMjAxb6erKycmhMlDKb4mioqI5s2b5+vt37979nz4XGWSQ4d8HkUh0+dKl+EOHLl28xOVy27RpY+8wY/KUKc1qWf1zSD2Z6uHmlpeXp6mpaTF27FSrad17dKfS6CJiZk0H5cBVrk5OJ44f72pmtnnLFuPWrUmPDiInFRUV6WlpqSkpd+/cYbFYdBqtd9++Lu5uTV+mREP2T7m5EeHhamotPH28tXV0qPC5Izgg4PjRY0pKSuvWr1+ybGlzPAg11TU7duzYExUlEolmzpmzeu0aOXl5Po+Pt9dAxQ7vskEdjfVShCSDb+RkkQQKkeodUWZDR62MkHMxQdU1ybnImm+oZRBR53h4OmnsRh5sOIvGs8cFAph2DuRDcAqkyRtnq8S0GfE9kAdJ9NngtT11G3TgTy9eA4mbvuFMXVhnnRIlF4FCJqRXYmKUdi6ZfOOzfWKhEwaeo8IgOt7+CDVLJpN5984db3f3nOycnr16+vr59enb9698KzEMe3D/flxsXNr581+/fm2l22rS5Ml2dnZdTE3/3A3eunVr7GiLUaNGHTl+7LtXeJTzyMbKqm27tklHjigqKjaVVmIY5u/rV1FRsXlLCOV3RUVF+e1bty9evJj78SOqjW9vYjLOcryZmdk/fWr/MoTu3Pns6bNdkZFw50MGGWSQ4c+Az+ddu3ItNjY28/LlqqqqLl26TJ021X7GDI3frP7x6ZOnCQnxqSkn87580dLWHmUx2t7BwdTMjEGni8Xi2tpaX0/vhENxhkZGAcHB5t278xtYuVHmZUlx8dUrV6IiIz9++OAwa9aCRQub2KADQohYrOyHD/bt3tsHpBqtV1RUpNFoL54/9/b0unzxopGxsa+/37hx45rj7hcWFvp4eR85fLhFixZr1q+fbm9Ho1IBV8MH3ygZSKopB1rA6zi8EemEHY64pQelnQPLMw1xSjy4kSBcMPGcdHzjNd8oZgcXC6UadHCbDJE3Dt8BnwItNlJ12xgFma+JXUbSBiQtThLJlCSHrWPQgZGayOINeuQBi0WMWmqVUiqXEqqk4L6SheYMeEcl7hxEaknaDDYpAa0EfBpeN/nE8ZCAwPy8/NEWo30D/I1/3W7DvXv3Dicmpp5MLSoq0tPTGzt27Kw5s/+EMvjg/v3RI0cNGjzoREpKvTU8DMOePH6yKzz85MmTHTp0OHnqlJKyUlNpJRIslyxaFLw5pKvZ7x6NDn6TMQra2vinz+Xfh9zc3Plz5oZs3WrezfyfPhcZZJDhXw+RSHTlypVDsXGXLl6srq5u06aNnb39lKlTDAwNKb8TXr96HRMdffbMmQ8fPrRsqT52/Hib6badunTeuX377l2R+vr6PgEBvfv0acgpSdDpdDaHk3nx4tJFizp16bI9dGdTnl4Rp7mQnnHkcNLc+QtmzHRARDPz0iVvD8/Xr1/36dMnICiwa/PoI48fPXLa5HT71q12Ju3dPD2HDhvG5/EAjcPFOpRyjv7GRUpy8E2Ydsj1SkK0hLNv3CYj5fmWpPwgmgX4F3ieRrQOBO2gakQ0QcdvDYqTQBbEaS4ROi4x6KArUSjgiExIYXHTN+JyOMNDf6GQSKgXAt2SIJTQoINTZXjXpZLNCZVSqmkc36iEnBKtLkhxSkY90zfQJGGTOWSVkL7SwIsQLpe7NzISNbnPXzDf0ckJSX2/Fk+fPImLjTt75uynT7na2tpjx41zmAkG1k2/hZzs7HFjxnY163rsxAlySU8oEt7OunU4Men8+fMlxSWtdFstWbZ08ZIlTbXskAgODPr69evW7dv+FV2OMvw5+Hr7VFSUB23eLCPlMsggw68CXyC4fu1aXEzMpYuXqqqqOnXqNGXq1BkzHX630t3nz54lJSSeOHEiLy9PR0fHpEOHRzk5NTU1DrNmbXB0pNPpiHL96MvpdHp+fv7UiRMVFBR2RoRraGg0cmWyUjwpIeH2rdvOrq6DhgymUqlCofBwYtLWzZuLioomT57s5evTTIFNaefTvDw8Xr96PWDQQA8fbxMTEz5fAJcXJXySCKisN/iW7Fni+edkNSNKO6eDwM66WUKSZUrcxYLPpJErG/AtovytzlIjTiTR4BnphijHRypgCNhuCCopIXZSlYzk4JscQwMySdBKwCmRSAnuKHH/oSYJRVFQoAMtOni8EEErRaCyHI71Scc3DeUKIU8Q2QaJT75xWslis4u/FQX5+584dlxVVXXt+vXNnQ/9+NGjo0eOnjh+PD8/X1NTc5SFxaxZs3r07NEULvf0yZMJlhOMDA0PHz2ioamJYdjFixeTEhIvX7pUXl6uq6s7efJk6+k20kP2n6CVXwu+zpwxI3BzcI+fobr/Abx+9VpJWen/wRP97NmzdavXhu4Ka9+u/T99LjLIIMN/DWKx+NrVq4di4zIyMqqrqoxbtwbK5bSpRkZGlN8Jb9++jYmOOXPq1Lu3b4ELgQp8FZ06d7a1tx80eLCSktKPnN00Gq2qqmrV8uVPnzxx9XAfOGhQI3Nw0PJcUronKrKyssrLz7djx44ikaiioiJ8Z+j+vXvpdPqy5ctWrVmDbBC/FgKB4MD+A5uDgrhc7jQb6/WOGzVaanC5tcR2JDH8JlgkatMhC76l5t/kZBy5vkFai6RXBgy+mXRiJkymRuLx43DbkAr+wAYdfOiNT9HJRkayQUfSYyMdJCQWw01NyOPIbUqgghIckphCk7RSOkWIBu3AcHKPJ2LigUUCoQgQTCJTHT8qUihxfgv0Viaedw5yWnAhlobOQ8IpJdFF4I2cnFzOw4d+3j63bt5s07atX2DAyJEjKX8L3rx5cygu7nTqqXfv3qmrq48YOXL2nNm9+/YFBqkf4+WLF5MnTmrRokXC4SR9A/3tW7eH7thRVVXVsVMnS0tL+xn2DccOP0ErKRTK9q3b3r59G74rgvL/AQzD9kTtToiPV2vRQk9Pr1Pnzn379W3fvr2CgsJ/T7IVi8WO69ertVB3dXf7p89FBhlk+M9CKBRev3btUGzchQsXKisrO3TsOGXKZIeZM7V/j/pHEs+fP7+YcUFDU+P9+w+HExNR/22ffv2mTp06YtQoDofTULlEE9XtW7fuiYpatHTJ3HnzflSmzGKx3r9/v3Pb9jZt2zq7ubZs2ZJKpX758sXH0+vcmTPq6urOri4zHBya44mmoqIiKCAwLiaGzmAsXbF83qKFbCaLL+BLJEi0Kkm4uYlsofqDb2gRxzVMYFoRYyjFXXoizAAd3FQmgwmoH77ZCAggnEKjghkqaNDBvTmgr4ZosgG8ERiG4KyZZJQCYs8SN8pIGckJrwyMFsLDhKSyx0mnN5EiRKadQ5ESLXJKBt9oxo0LplLJlEJwVmjEj0dvEiVBNLJNR0qkJHc3QWcjk8m8dPFCgLfvy5cvBw4aFBgU2KlzszS5N4KXL16cOH7iyOHDnz59UlVVHTFixMw5s/v16/ej+eSbN2+sp05jMBhJRw8L+MJpU6bweLwly5ZaWdsYGX1/j+XnaGV+fv6CefOdXVwGDhpI+a/jzZs320K2FBUVuXt6yMnJ37hx4/GjRx8/fuTz+do62p06djTp0EFXT09PV7eFujrl3487t2+7urgeij+k9X+gy8oggwz/LMRi8Y0bN+JiYjPS0ysrK42Njafb2U2dNvWX14T8EuTm5sbGxJw+dfrVy5cKCgqmXbvazZgxePBgZRWVesqlnJzckaQkVyenURYWG52dGHR6vSdZEFvIYNzOyoo+cHD8hAkLlyyS48hRqdT79+55uXtkP3xo3q2bp5dn/wEDmuOOvH//3sXZOSMt3cDAwNHFZfwES7C3yBfg2iQGh8AEpUTkEi1aEvnmkrRz0hKOPgLh4qhPBg2jmdI5Qrg7B5JLiembijfooLRzQCJRgw6xQYnUQly5xAklYJbgLCjQoENySpDlA9POiVRKvLMHRURKJEM0boexhcBihAbf+H4muHv44JuYc5MFjZDREmnn+LYoQS3RfcMH7zR8hVO6khHk2zPEYnF8TOzObdsqq6qsrK09vb3+wdStz58+xR+KP5mS/PLFSxVV1cGDB8+eO3fAwAENwzI/fPgw3cq6trY2Oi724P4D8YcOLV22zC/Av5Eb/zlaSaFQYg6Cpea9B/YrKytT/qOorq5OSkw8nHR44KCBS5culfYtlpWVvXv77v3798+fPXv16lVZaSmLxdLQ1DQyNjIxMTHt2lVHR4fD4fwb4x7nz53Xo2ePZcuX/9MnIoMMMvy/QCQS3bh+41BcXHpaWmVlZXsTk8lTJs+cNet3q39EePP6zbGjR48eOfLp0yc6nd6nb9/JU6eOtrAAyiVkJkiGvH/v3tpVq1TV1PwCAzQ1NREXQUBkKvXkybOnTy9ZtmyqlRVGwWg0+pnUU/6+Pp8/fWYwGDNnzXJ1d1NSAqbaX4tbWVnOm5weP35sZm7u5unZp1+fWm4t7uNGJYxE6yLeqUMMvNFwHENuGsQiyX1KEC8JY30gzUJ8UmJcgbwLWsIh84P7jNCGDVQ8sJaJd4sj0ZAIpJTYYxDNhfuN5IVC0KADJ+ySyHOkFxLiJJRCUTEkkXIuESlxgw4QKHGXN+4wJ0zm+PhdknZOFDOK8LwkPCkJRbtDXxCpj9LgaJ/s+QYBnFQOh1NWVh62Y3tcdAyNRl21es2yFcubo8n9Z/Hu7dtTqanxh+I/vH8vr6AwZOiQmbNmDR02THrR8/Pnz/bTbcvLy6dPnx4XFycnJ5ecetKwUb/dT9NKHo+3cN78Pn37Ll+5gvKfw7t379LOnz935qyqmtqy5cv69uvXyJVFIhG3hvvhw4fHjx+/fPnyy+dPRYVFGIWioaFhbGRkYGiopa2t3lJdvQX485uz8NOnTu3bsy86LkZVVfWfPhcZZJDh/wsoyTk2JjY9Pb2ivNzQ0HC67fRp1lZt2vylJOdmwufPn+NiY0+nnnrx/Lm8gkLnLl2AcjlkiJqaGo/Ho1Kp1dXVC+bOff3q1Y6wsE6dO0mHXHK53AP7979/+87Vw713nz4ikYjH4+3bsycyYhePxzMxMfnw/j2XyzU2Np45a6blxIm6urq/5JwxDEtKTAzw8y8oKBg7fryrh7uunh6vlgdYFNniTThzkBSJyB7+PgyslIpCx8kmatBBS5REtg/ie6jMBjV+43NqPOoc1XzDihM0yIZHwdshQVyoGBPASEhyFo0SIsm8cyqYquMsEoYWSXU/EjXfkvVNtEYJPDMSgw6+Jgoi3IEYigKDAJnGu3II/gq5LGEDF4McKCYY6yMai2qCyINDIxK+S4nCMNH4m8Vmf/zw3tfT60J6hp6enrunx9Rp0yi/E75+/Xo4KenEseOPHz9WVFTs27fv3PnzBg8ZgohvQUHBzBkOH96/53A4JSUlLm6uy1f8Aff7aVoJc4weOG3aFBoe1qFDB8q/HzweLz8v7+rVq/fv3X/9+pVx6zbW1lb9+vdjszk/e1MFBQVfPn/+9OnTxw8fP378+O1bUWVllUAgUFRUVFZWVm+prqOjo6ura2BgoKWlraysBCqepAoGKP8QCgsLZznMXL5i+YSJE/+pc5BBBhn+zyEWiW7ezIqPizt//nxFRUW7du0mQeVS7/erf0S2nhPHjh9OSsrNzaXT6b169548darFmDFycnIMBmP5kiXnz55z9XC3GDsGJaKzWKyCgoLIiAgaje7p7WXcujWGYaUlJVuCNyfEx8vJyS1cvHjSlCmPcnKOHj58+9atWi63s2kXK2trWzu7vzgt5fP5O7Zv3xUWLhKLHWbNWrlmtaKSkgCUjyBLDPgb+rlx9ghbc2D2JK5jErolsvFAnQ+lVYLeGEQlge0bcTxJUSGqvsaFPBoN+MNhzTdKO8cJJZpAE62LKHccTzoXwiZumDwOSSf4DNQLCWM54TFHaihu0oHNNqiqBzJJWNkD04vIBh1wXHgYPFUdpatDSknSSpxTojPCMBrklKjTnNBh8Vx3GgwRgqui+MCdgnfogMCpO7duebt7PM7JMe3aNSAosHGt6h/Ep9zcs2fOxsXGvn79mslkDhw4cMbMmWPGjuFyuTPtZ9y7dw/DMFNT04TDSep/tPX3Z2gl9O5sBTGYu6OaXpaIYdiN69fLyyvQN0MC4icAfYDeSD4krwm3In6IBp+FuxMoMV/EFwgEfPBGwAd/8Xi8km/F+QUF79+9e/PmTWFhIa+2Vk9fz7xb9+Ejhv/FpiNpCIVCPp9fVVX1+dPnjx8/fvnyuSA/v6joW2VlJZfL5fP5TCaTxWKx2Ww2i6WopKSmpqaqpqqmpqaiospms8glZCqN1qZ161a/6GVrPWAY5uS4SYyJgzdv/jfO7mWQQYb/EjAMu3P7dkx0dHpaellpmYGhgfV0Gytr63bt2lF+P+Tl5cXFxp5KTX3+7LmcvHynjh3tZ84cOWrUyeRkX2/viZMnr1m3ViQWs5jMp0+eREXsMu/efZOLs4KiIp1Ge/78uY+n59XLV3T1dDds3Dhm/HgMw1BF3K2bN48dPXrj+nUej4c6iiZNnmxgYPAnzrCgoMDL3SM5ORmlndvPdECcCfdbS1gjJJTEiiUpXeJXwMOGCHIJ/0fqHWKOiFEClRJ0kTBwEQ+xPdC7TaiUYP5MQQ4ZfAiNbhgqgohNwsE3ODeBUCgQCEjXDigWJ0LUSUsQXiuOr1USNd80GjgkrlAi2wy+TCm5w3g4EWj+JhY5SR6Jm76RTImOy5QafEsRWjyUEnEXokGHhtZnwbZDSnJwQEB+Xr7lBEsfX9/fLau1IUpKSo4dPXbsyJGHDx+y2ezefXpbTpiQcCj+5cuXVCp1x86dU63+WGr9k7SyvLx8tsNMe4cZTa9GFIlEfj6+b968ocMVZpTJT/wl9R4prJPviUF6PhKwkasKr9MkRW3S1iW1PSFNK/EWePhWIASpqnJy8mpqasbGxm3btdXR0TEyMtY3+PtaxaoqKyurqrg1ANXgf4CKisqy0tKystKS0rKK8nJUcoBeTfL5vNlz5jSTlHj29JmwsLCDMdH/DwlKMsggw78CYgy7BZTLQ+fOnS0vL2/Tts3kSZNnzp6l/6eoVXPj/bt3J04kH05M/PjxI5VK7devX9t27Q4nJbVu0yYiKpJOp2devpxwKH66ne3suXNRUfS1zExfb5/Hjx6ZmZu7urubm5uDiTB8OoZ0jVldXX0rK+v40aM3b9yoqanp1KnT1GnT7GbY/1TS5+NHj93d3K5dudLOxMTdy2vwkMFoS1C64hvQSaRWktWLSKeUppVkQyOy7lAwGpWGq3fw7qAccoLzSeJ+ENeD8ZR0GOYDUsdhOiTQKUkyiXJ9CAs2qrBBbdv4MiWVSsFZHVqaxC3egL6C24YqKZBCGUzSmANa4mBBIlhplXBKMgUTf3pFmUH4fiVe3QMYLSpqBAQRL5wkfTq4/kruciKjDtK2qJCEMJgMgVAYFR6+N2q3QCCYNWvWJmcnlX/PgllBQUF6WlrMwejnz57zBXx5eXmxSDRg8KCYmBhOE+Ku/iStpFAomZmZgf4BB6IPNn35A/24UuAfBPTaFP5Pkb6kzjvwD/5igsi2J3/miBSp+j+IuLOLgnHYHDk5jpy8vLwchLw8h8NhMVksNuu3Fefq8G0I9Orslx/oy+cv8+fOXbt+ncWYMb/8xmWQQQYZ/gowDLt3925sdMz58+dLS0r1DfStgHBp097E5Dd8YPPz8+PjDp08mfLs6TPUR6KmphYUsvnunbsXLmQ4bnIaPdYCKXTHjhwJ8g8oKSmxGDNmg6OjvoEBr0F5D5D9mEwul3v71q1jR45cv3aNy+UaGRvZ2dtPnjKlKS1/586edXd1+/jx48BBg9y9vDp07MDl1uLGGNzUjUq/iZ1KMq1SOp2SaM4Bn6WAz4K0czxYBy8qxK3fpCcajqJRdiRS8pDcQ6ado9oeEaKV0O2Ni4eEWQaknaN8H3hNKgUjFjZxFotIJO74RvXeUCgFl1DrVjISDTpkkBC+KYknnEPmAPLOidQi8hKRGPJUcn2TFCghl5VkYeKl46g+h0qlsjmcr/n5mwMDU04kq6ioOjptmr9gPuVfiMrKypQTyUcOH3748CGfz98VFWllbd2UL/zztBLDMDcX15qami3btsoaWf6lWL92LZPJ8g8MkH0HZZBBht8TGIbdunUr4VD82TNnysrKjFu3njRp0szZs363EHWED+/fpySnJCYk5H3Jk1dUaNu2raKSkpOLc6fOnYGbp6oqPDR0/959QqFwhoPD0uXLFZWU0PLld4GUyxou9+6tW8eOHbt+9Wp1dbWJicnkqVMcHGbqtPp+0qdYLN6/b1/I5pCKsrJpNjYbnZ3U1dX5PB5ZyChJM8e3JPHPAEWDdO5Ie8CBpgnepWAUwLKAekcUMsIGRrJFB+d2cHkLbDRCYgmSKckGHWjvhqwOBQkRwZR4sA8RJEQwTWDQkbiBAMcjM87Rhhj+DuxGlIyhCVpJBQFG0KMjCTyHOefE/ibRp4PeELIlMAYBOZZkz7g7BxqCQKk4YfomV/rAsWg0Dkfu2dMnPh6e169ebWfS3sfXd7SFBeXfjOLi4osXLlZVVk6ztlJRUWleWonG8HNmzZo0efL8BQv+9I3I8E/hxPHjMQej9x04oKGpIfsuyCCDDL8zMAx7cP9+TEzM+bPnSkpKdHV1raytbKZPN/ktnaP5+fmuzi6nT59WV1d3cXO1srFhA0fwB39fv9MnT6qpq69ctWqatTWNRpOOH/oRkHJZW1t7/969I0lJ165eraqqgn5526nTprap6wcoKSkJCQqOPnhQXkFh6Yrlc+bPZ7NYPMgppUODcG8OCg6q3+6NuhvhVYR41LkYE1MpwC5DCng458J9OWC/ES1TouBG0isBkylRJhG6aTRsJmaKkMQRVm98qxEyP7jUiFfWwGNIQiJhzzYesA50SnwGTf4vlXaO3yU0XUd8EuWtI1qLdEpJ2rmQOC6el8Qg9Vipmm+J6Zssz4F3lsViZaSl+fv4vn/3bsCAAYHBwR07daT8/+Ev0UoKhXL/3r1Njpv8AwL69O3z685KhmbHp0+f5s6a7eTiPHLUKNnDLYMMMvxbcOf27YT4hNOnTpWWlBobG1lOnDhrzuzfMET96dOnSxcvfvXylby83NBhw3v27nX29Jn79+7p6+u7eXoOGTq0trb2p55/UYcNj8e7d/fu8WPHrmZmVlZWtm3bdjLsKNLTB/aADyDt3OVCRoaOjo6ji/PEyZPhPBeIc5BJSnYq8dJvaHOuM/CWDL4lvYygQQfG+uCtjDCdEp94M+q6vuF4GHdgU2kUaJIAzBQmGYlFIkAgIZcj2nTwkbRAABYayQU2SKZhkBDRyIgfhYiKBH/g4BtdTq1XogNfh6BjUMAmJxFXRKQW4RopYLRE9DmRdo64LF7zjYRY4iwILzHSSdHAHciUTBZbJBImxsfv3LqtpKTEZrqNu6fn79Z3/6+hlRQKJSkxMS4mdu/+fc1kVZbhl6OyomLF8hUmHUxcXF1lD68MMsjwr0P2g4fRMdHnzp77VlSkq6s7ddq06bbTO3bqRPmd8K3o26FDcSnHk588fcJisUAVDZ1uYGi4cPHiQYMHa2ho8Hi8n30KRmNxHo+X8/DhkcOHr1y5UlFerq+vb2tn27FTpx3btj98+LBnr17u3t49enSvra0l9yhR12K97EliEi41C0eR6JLPYhLVkBAoIadE2TpEoBAUDalSDTp42jkhUiIqi5tliKJtPIwcD/MRiQQCEazjBnuTBE/F6Z1U1Dm+zYhM31QqCPipW8koadARgruMm95BgQ/SJknLt6TtG+VVkmnnxEEJ5gzvPt6gA008uBUJHo/FYpWXl4du2xYXE8vhcJavXLFy1aqGdTX/P/gFtFIsFrs6u5SVlYbv2iVb0fv9IRaLPdzcC79+3Ra6Q1FB8Z8+HRlkkEGGP4m7d+8mxiekpqaWlpQYGhqOnzBh9pzZvzAk7keQSucGtKSqqqqiHKCkpMTY2Lhe0fOn3NyTKSmnUk+pqqnmfcl78+aNWCTu1r3bhEmTJkyapKioiG7np04AKZcCPv/+/fspJ05cycysrq6mUqhCkXDU6NFObq5Gxsa1XG5dkZLIPcfH3LhISZR+QyMNsosKJZ9EKe54aw5U7aRKGVEmOdT2kFeGSAikUmGNjRSfFELaKhQIkGEHaoOYNK/DNytB6jiFCa3XiDiiTkTIXXEqixp0cG5HBJ6TtBIZdOAx0f2EXFIqDRO/BG1WErNvaNBBIqWk7RuSaXhw3BpEbHXiqTOAznI4nA/v3/t5+1xIS9PQ1PTy9rayaZKv5T+MX0ArUXX9kkWLevfus2bd2l9xVjI0I/bs2ZOanLI/+uD/rUQvgwwy/JeQk5MTEx197szZwsLCVq1aTZ46xdbOrnNdbtcUcLnc2tpa8JZby+XWcLncGviGW8OtqKwoLysvr6iogG9qa2tBELKAz+PxhUIhk8FggfRhFp1OmzR5ytRpUxveOJ/Pp9Fo5WVliQkJJ06ceJTziMVitW3XboaDw7ARIzQ1Nf+cciknJ1dcXOzn7Z12/jyDyZzhMGPVunVycnJ8Hkg7B6GPuEgp5e6W7suRnnkT8ULkoiWFSgXBlCg8iMynJIoKpTkllRQpYb4KtPjgByTM1wSrg5ohakwk81tgGDm4Kko7R1lCkEaiOTcVVkAioinlwqbCTEpU8y1p0EFpmHB9E5rNEakF+5vQmYMP36WWKUHKOp3GJOLc4T2T6p9ECZx4jJCkkhGd5N07t73dPXKyc3r26uXj59u3b9+f/an77+HX0EoKhfLixYtVy1f07d8fZkThIfN188pxdo/vXNS5GIZMwR8O1KqJL/xKX43e4FbQvqzUVkW9g9XPSEfRqISBi4y5rAfJQwNjL8E78IPvvQ/+1L8QflDvFn70vvSFfw/S0tI2BwXvDN3ZxdT0bz60DDLIIEPz4dmzZ/Fxh1KSk8vKyrS1tceMHTt77hxDA0OMgglgCwbghGXlgBhCalhVWVldXQ0yhKsqa2pq+HzAEcEbHl8oENAZDBaTyWKzmEwmm81RUlZSVVFRVlZRUVVRUlJWUICBdfLychw5OXkQYceR43A4HDl5OfxZoVF8/vzp1MnUQ4fi3755IxaLzbt1s5w4cdLkyYpKSsjT0sS7zGKx8vPzt2/Zcub0aVVV1TXr19nY2dGoVIEAOp0l3TmkF0cy6yY/xgfjYGyMRErACFHaOe6ChgwPcq76Nd/wHfQfenLFa2xw0zexyAnT1/H0IEI7JCptCNM3RsGI1UkiroiQLEkKi9tlaDQQL1SPVsLBNxJkUZo6fAjgEJwYeAtgb4+ETqLjEinraPaNaDJeDYkP+GEVI9ncA/9DU/LkY8c2BwYV5OePtrDw8/c3Mv4down+xbSSQqGkp6WvWLasvKwcqdwk2ZK8g39IsLG67Kr+h3WvJnVLjX5VPcZGfPz9qxHHkP4s/AnCmWnDZh/JWjBitfQ6V5W6GG5gSHhxHS5Ncl44NCDeglc/BFEmubbka1FngPT5kJxauolIGuiWidOk0cRibPu2bY6bNo22GP2rvukyyCCDDH8bREIhoSiCN1BSBH/V1tby+YLi4m9379xNT08rLSml0WgtNVpqaWkpKyuzORyhQEin01kQbDaLzeYoKCooKioqwr+UlZSUVZRVVOD/KipKSkqSekD4r2dzSAAlJSWJCYnJx4/nPHzIZLNhmw5QLrW1tZuiXLLY7EcPHwb4+z988KBd+3ZuXl5Dhw2DNd8CaO5Gq4vSxhtpQinJF5JatcTtO5gYQ6NfwqADU4QIbzT+kODOGXq9tHO8qKdO8ji+QQnrGGEJN/TJECHTeMI03pqDp53jzA4vF6ch0ZBKQ3xW6tmOXKbEp/awtAceE38AiCVKxDQlXBa9xUBeEpEhREz68buKDkkYgogfAzBwR678Pbsi9+3ZI+Dz5y1Y4Oi0SVFRtlHWDLSSQqHs37cvKCDQfoZ9exMTLpeLlHCpDQ4p1R399Eo0d8ml0tJ8/U/iorrkFupFbUmZ2ojXZWhZpE5Kl/RpkCWn4KbxeHbw2wH+/PhD8B75oeTyuh+Sf//gwx98FXGwJn34R8dAf6OtETU1NcdNmxYuXvQLv+MyyCCDDH8aSCoj9xRrqmvKy8vLysrgtLm8srKiqrKquroKSIpVVbXcWj6fB//webxaDANyHZATYQ2uvIK8irJKixYtWqi3UFZWvnP7zsmUlNLSUgUFhe49eixavMjcvJuyijKaXf4+37IvX76cTj11KC7uzZs3IpHIzNzccsKEyVOmKCoro97Chl+CeNXFCxe2hoS8e/t2wMCBnr4+7U1M+Dy+SCQkn2lxElk3h5J8AsX3KaWebJGyCNLO6TTYfC3pSCT6c0haiauH1IYGHakgIUKcJPglYpWkTggWKsEzOJVKAY4fqX1K5I0hiCtML0Lv1RFapJcp8WZxaDiHB8MpLL4/Sf6EEe4ccGJUWGhOWtsJhxCxwonbcvDAJLLGj8Vmffv2LcjPP/n4cRVV1XXr189fMJ/BYPwTPzv/H7SSQqHs3b0n7fz5iMhILe1fsbpHEjopIvU9Avfj9//oFqQvJSgoyTnRBIFI+CJ3kNHrPvyFHX5d/Do4VSV+YRG5lbqahN+SVyNfS0pdR/p6DT5ZhyAT76ITaPAJyJXLykovXrhoP8N+85Ytv+CbIoMMMsjwY/B4vFpcVISyIlpRrAGaYkVFJT6GLgfLirVcLp8PlhT5fL6ALwCCIthRhIuKLBZHTk5RSUkJSIoAysrKSFNEkJOTIwVFRDnqncazp09jo2POngU7l1paWpYTJ9jbz+jc5ad3Lv8GlJaUJiUlnTh+PPvBAyaLZWxsbO/gMHzkSB0dnXrKJZ1O5/P5ifHxUbt28Xk8q+nT1zluUFdvya2pwZtj6j5H4UNw0Y9ESvyZCD1jUTAMt0Lj+5SoTwdfakQTaCaDQUWB4ID6wTk0lYqe+KTbe5C7m5ApCV4pleUD2B6G0agU4CtHzTl1goQQjYRaJZOJ/NcknSTTzlEZH+KU+PKmGBMLoB0I6aPIsYOEUdRcCbIqxSjvsq7pW6opCB6CKNCRxFPKycnlPHzo6+1962ZW23Zt/QMCRowc+Y/+4Px/0EqRSLRlc8jdO3cioiJlppDfBBvXr+fWcIO3hKBKMRlkkEGGJgI9beOyIihBEVRWVAJWWF5eAV0sVVWVSE6srKqqqa7i1cIVRT7+hkajs1hMFpPFYDLZLJaSshIaNkN6qKwgrwB2E9GeIgTYUIR/0WCb819HTnZ2UmJi8onkoqKiVq1ajRs/fs7cOb9bFBFCXl7e2dOn42LjXr96LRAKupqZjbe0nDJtmoqKCjJK0+n00tLSiLCwk8nJAoFgxKhRs+bMUVZSUm+pzuFwkPIGAiD5sPWbkCfw5UkpBQPPG6pLK6kUyUSYWKbEtwvJeB0imZKBBt+AbMEGHVwSxdMocZcO0ibJMmU8l5I0fYsx3N8tSREiUs5hujrYoEQaJbSZg/bvhmnnZP8k2eQMJUuiuqde67OIPC6MOUdtjOjegUVSFK1OLFISiZhokQysejIvXbwQ4OP78uXLgQMHBm4O7vRb/hT9B2klhUIRCoUebu55eV927Nypqqb2y29fhqajsrJyw7r1dBotZOtWBUUZp5RBBhkAxGIxsaOIq4pAUgQGaACoJgLmWFEB3C08KCUKIE8Ui0RMYkMRvGGz5eWBpgj1RKArSuREyB6R4YPE3+9TRHj+/HlsdMzpU6fy8vI0NTUnTJw4Y6aDmZnZb/jTUFZWdiTp8PFjxx48eMBgMIyMjWc4OAwfMUJXX7/427dlixdnP3yIYhHRWwzDWGy2pqZmp86dBg4aZNrVTK2FGp/PR7uV5J4Y9OTUtYCTky2gGgJxjgimpIPeQrJAB428iXdx4yxc/qcQxA519UiWGtFfYrFIqsaGSIrEg4wgiWNI9imBZkmoorhSSbDOuiJlnWRKEUYhG8YFdURRfAyOT7zxgka4TAlukskE+5qSfUo09paSSPG8czj6ZjAYYrH4UGxs6NZtlVVVVtbWnl6eLTVk7XR/I638X3tnARdF/obx2V5i6S5bQAVbbMEuDEws7LO9v53YXXdnN62U3QW2IjZlKx1LbtfM/zMzuwvGeQawy/J+uQN2WWZ+O4QP7+99nwdBEAFfsGjRQlSBbtqyGVpZNYVIJJr3vzkymWzbju0cIyONrQMAgApG3aFIvhGJxYQgJFxxCI3IF/CVfYo8vkgkkqjHnqWERQ7enahsVGSz2MrhFRNjfN/ZyAivJerr4YPOREmRraopstnsqvWFffnixfFj+F5zXm6eja1Nr969x44b27BRI0T7yM7KvnDhQlBg4OtXr2QyWSM3t34DBjRp2nSVv39mZiabxbK0stLX00MQRCgS5ebkCIVCPp9Pp9NdXF37Dejfp29fFENkMrxsqW61Ku2nJBSnunap3O8uO/Gt6qtURzIqC3lUOjkHSqPizZRkM2OZXWhCWBKZ3qV253IFXkAtsyFOoRBemMrpHNxdnZwQUvsWUai4zZCqVqnehlbtfSsr6OT+PnFMFA/SIQqlpeM4xIb3ZzeJ8El1bZTc8FZNnROikizBqh0xqTQqglBYbDbudr5je0hgEJVKnTV71rQZM/T19TX9DVL9ZCVZJ/vfrNlMFnPt+vVmZmYVdBbgO9d/3py5VCp1K9QpAaBqIpPJyjgpkqPPxPCzUCTg8wkHbmVdUSAQEE2KeJeiTCpFEITFJhsU8ddsNltZTTQ0wLsVORy8TVGFgaFh2YKizqdavHr1Kigg6OzZMxnp6ZaWln369h09ZnSTpk0R7aO4uDgiIuJEVNTj+Mc0Gq1GzZodOnbs5OnZtFmzsgMGEokkMyPjzu3bd+/cef7sGZVC6dmnz4TJkzkcjkwqVVudEzVLYqpFFcmI4PY6hGhUmVOWmc9h0BmEm4/S7JxQlSqVVyZBhxixVu5/4wNDZfa9S4dkVCPZKBkCWfqthg+Z41vMhHhV+qurN77LxnyXdTsnO0gxYqycrEqWGfomo3yU0zrqQEginUgpKssk95A733jlUlWqJGxZlK/wmO9PHz+uWbnq2pUrDg4O/itXDPT5hikpUEmykizmr/T353ILNm/dbGdnV3EnAv6tTrl1x3YjqFMCgHbwRTqLUCAgq4lKK8WSEgGfL+ATFUU+XywR4w2KSj9FKYJheIsiLhPx2qK+gYFJmb1mAwNDopRImCiq/BRxK0U2W6sGn7WHhJcvI8IjoqOicnJyrKysevXuNXbcODd3d0T7yMnJuUhULl8lp8gVikZubr169/YZPNjU1JTsUySt8RgMRkF+/uXLl/ft2ZOZkdHb23v2n39SaTSynVHZWKmyPFcoFLhUVA3lqNsM1bMrpNU5WdDDZRYx8U0M6CAoRphTKodz8AJkaYlS5eujnvYuG/yNpzKq9tmVUzpkCyMhK/F3yYkdpZ0PmaGDKL368GZKIkGHlMWki7qqWRN/g/ud40vCVaxy05uwzCS2+JWaEt9qJ8e/S09FimblqBBhdU62V7LY7Lj791etWPHy2XM3d/f1Gze0btNG098LSHWXlWS0wLo1a58/f759x/badepU6LkAksLCwkULFlKo1G1QpwSAigdvT1TWFNVGisr/S0p4xYRdTlFxMa+4WEwoRLKmKJfJ6HQ62aVITj7r6+sTI88cAwMDI7yiyMElo5GRsQkuINlsNulBTf2XwWfgF3j75k1QUNCZU6fT0tIsLCx69+kz2m9Ms2bNtPBilpSUREdERkZFxT96RKNSnWrUGD5iRLfu3R0cHaVSKWn6QVbjHsfHL16wICM9fdKUKQMGDZLhWdtk72OprYhSaZWdzikzD62MLCS+21Qx3+T+M6K2OlfZEimNhJSBNmXczmVEkZLc+MYwPA8dLw2SZVGyWxPfCMdnc8j9dZpq41vpdv75gA6CN1Mqp3PIvXfSWl3tqE4uQT3xTSpaDMXdzsn6KIPBUI0dqTbAcUdM5YgO0firPB2ZNn7m5MlNGzZkZWb29fZevWaNUw0nTX8LVA0qXFaS+zi7d+66cOHClm1btbNFWpf48P79siVLzczN1m3YAHVKAPhZ1IPPJDKpjBCFRcRWMy4Q8VKi0kqRJxAI1U6KUqkEt8ghUknILkUWm8Ux5Bjj8Sy4MuQYGeEtinr6xAs57ky2KuJvNDXLAiAIkpiYGBkRGRkRkZOdbWlp2aNXz3Hjxrs3dtfCL0pubu7lS5cCAwKTEhOlUmnDhg179ekzeOhQU1NTfIqF8LlksVhnT59e5e9vZGKyev16G2trqUymtBkiXPTIrkV8LofY/yXHqkhVSWg9YnyHjGRUFvIINx+MKBaqE3TwpkZcQBJ2QuTWc+lEtiqSkejnJNzOlT6Uqk1o5fA1cSpyQAaXlYSyU4fZ4CEgeG6fes+ddOwjZ7sxfAscH0NSuqvja1E1U5KT4JjaL4msVCplpXq3XSmX8bfE+fGTU6h0Jl0mk+/dvevQvv0ymWyM35iFixYbmxhr+itfZagMWUkScPRocGDQqjVr2ndoXzlnrIbcvnV77Zo1Xbt2nTt/HhQzAECNQqFQFxRFYjHuoUiWFUUiPl9Amm/jr4qK+Xw+MfFMNCnKZKhCoSwoqsqKeEHRwNCQY2iAtykaktvQHCMjExMTDoeD/wutckXR4OAz8Au8e/cuODDw9KnTqamp5ubmvXr1GjPWr3mLFlp4MXk8XnRUdFRkxKO4RxQKxcHR0XfEiG49ejg6OZGdtQiCzJk9+8rly1OnT+/t7S0RS1AE3/km3M7VHuDKTsPSZkdCblHJhkdCa6mzjlWCUjX7g2H4/rJyy7vU0F4uJzSeakMcDxZHsG9sfBPKjrS+JIZ3iLtwOUloO/yVauybbKYkLJHICB2iT5Pc7lYWKUn3InVrJS4uUbSsX5IywkdlZKSeBSLDJ9Vu5xQqhc1mZ2Vmbt6w4fTJU8bGxgsWLZwwcaKmv9pVjMqTlQiCnIg+8c9ff8+YNXPwkMGVdtLqQ/jx4/v37f9jypRhw4dpei0AULGUjWbB01mEQrymWITXFPHBZ7w3kUxm4QuIwWe1kyL+7yuKqseemQyGnr4+mfZMRj4bcgyJmmKpmaJ66pnFYsHXVedJSkqKjoyMCI/IysqysLDo3rPHuHHjmjRtqoV/IXDz8sjKZWJiokQicW3QoFfv3oOHDjU3N2cwGGdOnZo/d27jxo2Xr1qN70cTCTqqNsrS+JzSDG5V0jf+P250rgoRplBLQznKxCKp0mvIYERyYkdZKUQVKHFGYkCnjIxVbnwTZ6HT6YRuxD9IzgIR8pXQeGRfJYXQlGQ7KDnnjarivpUuRqVGQoSexaPHiVWhFNy2nTwt7k9J5PSQPkLE+3hBFpfLypZO8lRUqh5bLykxYbX/itu3btV3rr967dru3SHoWLtlJYIgt27e3LxxU7PmzebOm2dsYlKZp9ZhRCLR33/9feP69TVr13q09tD0cgDgF5FKpaSTorKsqOxRxA0VeXg4C1lTxOWjSCSSEdVEvK4ok+GhaqVOikwWW0/po4jXFA0IkxzcLoccb9HT11P3kZF1C/iCAV/w4f2H4CC8cvnx40czM7MevXr6+fm1aNWqEqSlVColzaGKi4sLCgodHR3rO9f/zuMFAsGJqOjIiIi4uDgEQewdHIb7+vbq04fBYPj060dnMFavW2dsbELsCJfqSNKyUflzgPuSk5MsamdKYoNYFbdNDMIoi4a4PsX1m1JIKouSqqFvUtYRwhIlXMeVG98qWamsD5L5iITAVDZUqoe+lYk2RIIO6bupNDsnZsyVQ0LESI5q6JtwQSfOLpMRjpjkeYkX1cY3XhRVLQdXtUpnSnUKJDH0feXSpfVr1n54/75t+3YbN21ydXWt+K+2DlLZshJBkLS0tFUrVgoFghWrVzk7O1fy2XUPbl6ev79/UUHhhs2batSooenlAMBnUahld8eIWWdCGhKjz3iPIlFQ5PF4QoGAHGdRWilKpVQKBS8oEiVFJoNhSMyvEOkseGHRwMBAX18fLyMShUV8/lkZz4IH+sHXACgXUpJToqOiIsLDMzIyzMzNu3fvPm78uGbNm/9m5RJFUdwLSiYTCATZ2dnZmVnZOTn53Lx8bn5BYaFQKBDwBWKJmMFg0mm0YSN8Bw/+7/29/Pz8q5cvBxwNePnypUQiadCgYYeOHR4/fvzm9evZc+Y2a96c3IwuIyrJuiRexlNmcSt9zwm5Rcg8IhkRd4gk5q/JSRlC2alCEclOSmIPmtR2quxvVKnt1FvtZSMZiSkdIghSufFNnk9lS0n0b2EIcV7cE5NomlSdCH+tap0s08hJtlvKMRQvx5a1pVSNfKuN1ZXhOfgLYXWOT9AzWQqF/Fho6N/bthcUFAwdNnT5ihWQEViVZCUZw7N7166zp8/MmDlzgM/Ayl+AznD/3r2NGzY6Ozsv818OAzpAJYBhGO6hSL4oh59VJUWRUJX2TLrlFEskUlVNUaKQK3CFqCooMpksfX19QzLvmSgtqkqKeFHRyNiIyWSWjXuGXmFAU3z8+DEkOOTUiRMfPnwwNTXt3qP7mLFjPTw8/lNcEj8Epab0XG4+LiKzsgoKCoRCgUgkQlEMH/830Dc0NDQzM7ewsLC0tLS2tbG1tbW0tGSz2HjbIwMP4P7BpQqFwpMnTkaEh8c9fIAgFH19fbFY3G/gwLHjx+PVSlxn4W6Updbj+A404T1O3FblFuKCCyGnZFQukeSfiGQtkpR0eKoNcR8+J6PO+sYH0skTqbyK8Hkgcr5bNXFN1C+JIRnlzzZCRH6TE99lEnTIWiUpH5Wb4Ap8q7vUoVJ9XrlCgSAIGTypSmRUbnqTVUqVYZFq45ssiVLxv11Liov/3r49KDBIj82eMWvmjJkzyfgioCrJSpKrV65u3by5o6fnn//7E7KqfxahULhn9+6LFy74jR3nO8IXrOmAX0P5z4UyEEMhkUiKi4pUW3D4W7JHUZXOIsRriaqEFhmRzqIMaMEHn9nq3WYj49J0FlU58bOAFvh6AVWL9+/fnzpxMjw8PDMjw9DQ0KtL53Eqn0uJWJKXl5udk5OVmZWXl5fP5ebn5+M1eKLuiCAIUVPXNzU1tbGxsbWzNTe3IDyj8MI78SNj9OPC8UcoKCi4euVq4NGjL1++VCgUTk5O/mvW2NraUcpMz6htG0nxRfj7kD/NuOrDMHzHWSKRKuT41Brpe1mmYqgK0FGhjPkmEnSUzZrEjDleDcX9fQivcaI2qlSTqqFvpbxT5TOSAzqkvbn6lMrfTWQIpDpHR/2iPC/piEkGM+Ib36pnqQyDVEYyqpzV8QtOperpsT+8/7Bu9aprl69YWVv7r1w5ZOiQcvxCVE80KSsRBElN/bRi+QqJRDJvwbxmzZprcCVVi7i4uC0bNxkbGy9cvKhe/e+13QDVE7lcri4oliY+E28FAoGyeEKoRwGfrxp6xt8gRL6wqqLIYLP1DAwMiJIiMfZsaGhsbGJkbIQLRyNjQ45hqdmdqsqh6acOAOWMWCzmlfCEImFhQeGzZ88O7N//+tUrBEFMTEzs7OwMDA3ZeD8vGY+ub2xiYmlhbm5uYW1tY2OL/2fE4ZCCrZLbM0Qi0ckTJ3bt3PX+7VufwYOnzJjBYDAopLclQ91NSdQu6QwWiyUQ8DOzsgrz80VCIYVGM9A3qFmrJsfQUCgWy6S4uFSJu1J1WdpMKcPntKmktlPVQZXvkr2V5C40Lis/j/lWjugoE3SUgeFktyZRnyT+V+V8q3pq8AKpSlLiHpzElJE6k5FQtFRC1uKelYSWLNWUZJGSRqUxmIy4Bw9X+fu/eP68RcuWa9at9fCAyYSqLyvxdmOhMDgwKCoivGv37lOnTTM2Bneo7yESiQ7s23/2zJnhI3xHjR5d5TJ5gV9D3aGIEoEWQoFAGdyn3G4uwQuK5OQzH99cI9NZyLIirhTVTYpMBv4vn1Ia4q8NDQ3VI89qyIIilMCBagJuUCqTyWVyHq8kC9+nzs7Jyc7n5udxucVFhQIBXnYUSyR4BqaBgamZma2dbUF+wdUrVzIzM5lMppub25Rp07p07aKFUdF379ydNH48j8/3HTnSd9RIczNzOgP3+sZ31xkMDP8TVPHp06fY69cfxcV9/PgxLy9XJBTR6XQjI6P6zs5t27Xr492XY2QsFovIwRlMVa78zEgIRVV5OWo3H+Ufm6TKxP0gGYTNOTlw/oWsJBN0VLqV1JZl3M5x3apK60EVuLs7Pmkul8nxAR11gjkpKVVRPaQ1pnosr9QOk1gCg8E4GRm1acOG7Ozs7j16rF2/rmbNmpr+WukImpeVJG9ev96xfUdaauq0GdN79uoFNY9v8vTJ082bNjGZzIWLFjZo2LCyv0hAeSMRi/GxZ7KkWDaeRSjk8XikkSLZq6gcZyGQy2Q0Go3FYjFYTPJFT0+PjHrGa4qGHCN8usWESGfBN9r02Gx1tgSkswDVFhTDcPMpVYNHMd7syM3OysrOyi4oLCR+9MQIguHTYHoGHCOOOV5ztLC0tLC1xauOFpYWpCkV7oxDVOXT09NDg0NOnTz54f17jpFRl65dRvuNad26jbYNjZ2Ijl62ZGlBfn4jd/eu3bu5uLoaGBhQKBShQPj+/ftHDx8+ffIkPz8fQZAaNWpYWVsbGBjI5fLc3Nw3r18jGNambdv/zZ9nZ28vlUjJMiVZpyR7LYkEHSLJhhjSUXsVKWO+8dkcolZIKE4KlUonfSnxgRmy3VHZTKkK7lG5qqMYPgeEz+qoh/5UO96fu50T7aKkwzpemCTqoqqRdrIoquqnJOuUDAZDLBLv37v38IEDUql0wsSJCxctMjA00PRXSXfQFlmJb9spFGdPnz64/4Czi8vs//0JfzqUJTsr+/DhwzHXrw8aMthv3Fh9Pa37mxj4Ip1FLpPhwX2lRcViAY+oKOKWigKBQEBUEpUBLTKpFG8JUpop0pksFofDITaaCTtFY2N9AwMy6plsVCRzWciaIsyyAAAJhmF40VEuF4vFeXl5WVlZOdnZebl5+QR8Pk8oEAqEQgqFgocd6eubmpvZ2trZ2Fibm1uQw2Jkc/BPjT++ffv21ImTx8LCUlNTjQhxOW78BI/WHlr1gxkbE7tm1arXr18LhUL8r1BDQ4RCEQmFUuI3j4WlZceOHVu3bVu3bl1zCwt9fX25XF6Qn//8+fOAI0cSXrxo2ry5/6pVpqamEomU9KZU1SzxAR1ysrx045t0OVfbjiuNx5VFSuW8N5HWSDbN4NPehJOQ0vySGM4h38iU29yqGR0yYZx4g0csEkFBpMU6g9SUxLa70rtINfZNKktiHIjK0mPl5eVuXrs+Ojra1MRk7ry54yZMoNPpmv766BRaJCtJuFzuzr//uXfv7nBf3wEDB5qbmyPVGy6XGxkefurkqUZubn9M+aM+WDJVLiiKEk6Kyld4QUPVpygUKneiebiTYjGPxyNaFPFXUqkEVaCESlRGs7BYLAN9AzygRTX7rBptIbSjkVHZvFpIZwGA70C63+M/d8V4i3BhYWFOTk5WViY3N4/H54vFIqlEytbTI0yoDExNTS3wEWsLKytrWztbG2trA0NDcjilHJVfZmZmWEhIdFT0mzdvOBxO5y5dxo4b26ZtW+2RLAKB4PatW5cvXc7KzBSJxQUF+Z8+fkIVChab3X/AgOEjRzZs2BDfDCFtzIlaIoPB+Pjhw9IlS+LuPxg0ZPDUGTPEEola36EYRqUoU8hVWeLqrO3SqW8a7nauHJkhbCmVepL0EcJQhMjNURqtK7e5lamQcjwTskzqN7nzjiowIl5SmfRNlCZJP06lRxJxIopayeLlUKJUqaev9+LZ0zUrVj24f79uvbrr1q/v0rWrpr8sOojWyUqS+/fv7965SygQDPAZ6DNoEP6nVfVDKpVGR0WFhYZZW1tNnDy5devWml6RDqaziEQi5Z5YkVIgqqwU8cqiSChS+yhKJBIUVZSZe2bo6bFJacghaoocDkc59lzap0jUE9l6LDakswDAT0CU++Uymay4qCiL6HbMzc3lcrn5XG5RUbEQ73UUyGQysmDP4XCsra1tbW2srK1NyBFrVd2xkp1i3r17d+bU6dDQ0E8fPxoaGnbu0mXc+HFt27XTqsqlVCoVi3BZ+fTJ06CgoMfx8SKRqFbt2t26dx8+YoStrS2FQpHJZOSDWSzW48ePp//xB4PBWLF6dc1atSQSCSkqVWM4qrge5XQ5hdgLL937VjZW4jE26kEdckBHbWBUOvFN1itLE3yUFuvk5rei9LyqDk46UaRUBU/i9xKT5qo6pepcxDQ688b1axtWr3n16lX7Dh02btro2qCBpr8UuomWykr814pccf3ateDg4JLi4mG+vr169zI1NUWqB3K5/NrVa4cOHmQwGOPGj+varZtW/VbSQmQyGdmZSDYqlp185vH4hG0c6ZlTIhAIyPZEcvwZ99wm556JV3hLfhk4yngWZUCLgYGBugGcRNPPGwCqMAqFgmx2VBoTFJfk5ubm4MaOWcXFxeSPMZVKNTDA4zSNjDjmFpYW5maWVta4TY+tjZm5OZPJxJUFg4FoE1lZWcfCwqIio16/eoVbEXXuPHbc2Lbt2mnbOvH2bonkwvkLx8PC7t69K5VKrW1sBg0a1Ltv33r165NKjmh9pKxZtep4aOjosWOH+vqKRWJ8QEe541wqK/E+StKfkoKLTHzamiwlqryDyiboYHiCDoriBusyhQIrnc1RzXwrd75Vw974HxlyBUaGT9LwMiqVRmXQGITlOuGyjo8GEePeyqhxZe4kLikZdBRFQ4OC/tq6jS8QDBk61H/lCgsLC01fe51Fe2UliVQqjblxI+BogFQq9Rk0aMDAAbrtcCkWia9evXLyxAkuN3/kqFF9vfvq9vP9wXQWPp+valDE//nh8/AXAW6liBcWxWIxbrgtkUhx920ZghCDz2SjIpNpaGBA2OEQ2SzGRgYGBqVmikRlES94EEUP7dmuAgDdgNzKlMlkYrE4JxtXjNlZ2VyCgoICPp+Pt5IIhTQaTZ/AwsIct+SxtTUzMzVWWjsa4TNoHA5S1fjw/sOZ06dCQ0I+fPxkoK9PbIuPa9e+nRb+Ocrj8WJu3Ag8GhAXFycUCmvVrt2dqFzaOThQEIRKo108d27xwoUNG7nN+t//2HpsCoKbU5IuRerZa1LZKa18yCIlmTCumpUpTdAhmilx4/QyjrlkkrjSXF0dy1jaT4m7neNSkjTe/GrbXelGWSbmm0qjIgiFxWYXFxf9s2NHSGAQjUqd+efs6dNn6OmDb241lpUkcrn86uUrIaGhQj6/34ABnTp1rF2nDqJbvHv79uqVqxfOnzfkGHbr3n3wkMEczk+0jVcJiIFndTxL2aqisGwWRUkJTywR48VEolOR8Nymq6NZWEymnr4+h4M3KJKQDtykY46xsRGTxVLNPCudyjT9vAFAx+ELBDzVhHUR0eyIK8js7NzcPNzXQCiUy+V6emx9ffyn1tTU1NLSwtzCwobA2sZGH3ezYhIGNLr205qTk3M87FhkRERKSoqhgWEnr05jx49v166dFua4SKXSSxcvhoWG3rl9RyqVWllZDRg0qG/fvq4NG6Z++jRx7Fgej79y7RoHBwdC4eGtjbgrpDKghxj5VtULyXIh4SdEVCnVPY6E2zlucUkO4ig+cz1XhjCS8d5kQyVptq4gHTFVwZMMBtFPWbr3TZ6UHOIh1SVepSRivj99+Lh61crrV644ODj6r1wx0MdH05dZ96kaspJEIpbExsaeiI5OS011bdDAu1+/Nm3bsFhVu2tNoVA8efwkOjLy+fPnderWHTR4UOvWrfW0z/zsa9RxXiQSiYR07iCkIf4eUVPE01n4PL5QKCxtUSSst+l0OtmhSM60ELvNpCGOiZGRqklRT59MfFZPPbPZbDCfAoDKhyw6ymSywsLCLDzDOjsXj7HO53K5JSUlRK+jUCGXEx4F+sbGRta4Fbi1lZW1csJaVXfUwo3gSuDTx49nzpwJCQp+//69vr4+uS3evkMHLdwh4Qv4sTdiAwMCHj54IBAIatas2a1Hj+EjRixZuPDpkycbtmxp1LAhijsKKRso1TM6ZKlQPfRN6DrVxjchKjFiQkedBIkniRNlSOKWMuWb7KTE976J1B6yhIlXPVWaErdvV47olKkdkPNBykFzfJ6HSqeyWOyHD+6vWu7/8sUL98aN129Y37pNG01f3WpBVZKVJBiGfXj/4eSJEw8ePFDI5T169vTq7FUV56M/ffwYHx9/6uSpoqKidu3bDx4yuG7dutpg8yQmc1nEaidFZVWRzxeQjVDEcEsxns5SOvgsxVAMLySq8llYLLYBMfdsaGhowMGnn5V99ESboqGhIREUC+ksAKBFyHBXLHy7gBxiKyoqwjMJCRFZXFwiEokkYjGNTjfArR31jYyNcWNHfMLaiti5tjEzMyM7HbVQLWkDubm54cfDI8PDk5KSDAwMOnbsOHb8+PYd2mthcUQmk12+fDksOOT27dsSicTWzo5Op+dkZ48dP37w0KEYhqk2vim4YSXZb07uRONJOvgYNlkvJCe+yVqAujJJakt1zLdSPxIBkfIyEeO4jRGKuxep03PUjZzK+W+8Qkq4FSndM4j0RyLph0KhnD55csuGjZmZmX29vVevXePk5KTpi1pdqHqyUk1xcfHDhw/Pnjnz9s2bevXqt23btn2HDja2Ntr8G00ul2dmZt64cSPu4cNPnz6ZmZp5e3t7enlZWVtV0BnJXBZyqA4P9BMKS50Ui3FPHHU0C97nRKazkIaKEgmGYcpyIvFGT18Pz2UhR1jw8WcOXkBU1hPxV3ihgigqauH+DgAA5CYDEScjEwiFuClPZlZuTk4eF3d2LMgvIIqOApFQxGDiHvsGBvoWlpa2tnbW1lZmZmbE7Br+G8DICO9Rhuv5a6Slpp49czY4KOjdu3dsNtvT09Nv3NhOnp5a+C+XUCiMjYkJDAi4f+++jEhhaNy48frNm0lXSGWmeJmNb2V/I7n3rZrFLt34ViXofBbzrRrwVg97k4lHardzdcI4OfSt3P1WmWIqi5XE+2q3c5lMtm/37oP79stksjF+fgsXL4L0vsqkCstKNampqRfPX3gcH5+ZlWVsZNS6TZsWLVs4u7iYmZkh2oFYLE5KTIqPj79182ZhYWENJ6eWHh6dO3s5ODr+Wvu2RCIhC4pEk6JYKBLi7wjxFx6PX1xcRIy24JDjLGQ6i0wqpdJoynoi/oZIZ1H5KBrgTYqcsmaK+vr6ZYwU8Z/cCrg2AACUPzweD687FvNI66z8/Pyc7JzMrExcOwrweE+5QkHYOuobGnLMzEzNLSysLK2sbKxtbWytrKzYemzS2RF6TioIbh43PPx4RHhEUkICW0+vQ8eO48aP69Cxoxbm8cpksmtXrwUFBt69c4fNYi1Zvrx9x44KhZwoVxJj2LiLJN4XSzaz4x2XxIQ+/k+PREJk4DAUcrlUIsU7KVSROcqhb2WPpXL3W52ggxDZ5QyGskhJWFQSu+6kllUZCZHtnERWD64pWWx2dlbW5vXrT588ZWJiMn/hwgkTJ2j6+lU7dEFWqvnw4UNSYuK9e/dePn/JZDLq1K3TqpVH0+bNbGxs2Gx2ZaoiFEXFIlFaenpCQsKr5JRXr17xSkqcXVy8Onu5uze2sbX5ZjoLWVaUyWQ8chOKaFQk4p6JgWceHs8ixNNZyIKiMp6FSqWRY88MJv6aw+GUNVMkB5/xSqJq+FndpKiFA4kAAPwgZIa1VCbN53JxX8esrLy8PMLZMZ9XUiIkulYwDMN/9vX0TUxMcFMeO1sLS0tlJwrp7GhkBL8HNEhaWvr5c2eDA4PevnnDZLE6eXbyGzvW08tLCztQBQLBhnXrD+zf36RZ09Vr1zo4OMrlctJFiOynxPe0GEyZTMbN5z64e/fly5dZmZkSMS4rTUxM2rZr26p1GxMTE6kEn8IkuylJS0plXiNRxSTvoqgHdIhgRnxfXZUHqayJKgPI8V12GpWGEBvubLZeYsLLNStW3r51y9nZefXaNd26d9f0ZauO6JSsVCMSiZKTkmJjY5OTkvJy8xAKxdzcvH79ei6uDRwc7O3s7W1sbMr9r/DCwsKMjIyM9IxXKbiOzMnOlsnlbDbL0tLKzd3Nzc2NwWCiqILH4yvDIYjI55Ki4hIeTyKREN3weJifQqFgMPG0ZwZZVWSxiHAWok8Rrypy8H8OyH1o4h8GfCwO0lkAQBeRSCRE1ZEYhiOaHXNzcrKzs7NzspWTcGIxk8nEex0NDIyNjS0sLSzMzQljR2sbW1tjY2Oi5oj/i6zppwL8K/n5+ZEREeHHjye8TGCz2e3atx87blwnz056etrlg1NUVDR+7LibsbEerVtPmzGjkbsbx8hIOX+N5wxlpaQkX7548fbNWwUFBSKRiEaj6bHZEsInWE9f38bW1m/s2L79++EZm1L8XzqyiZKMF5fLiQAdFMWTxAlNWdpPSQ7oEEaZytTHMtZFRCcnjcFgXr18af3qNR8+fGjXvv2GjRtdG7hq+oJVU3RTVpYlOys7MzMjPT39VQr+UpBfgKGoOf6719zMzMzUzNTMzMzKCt//sbS01CPMC6kUvO23rO7EVJBtH1wuNyM9PTU1NTsri5vHLSKaFAvy8/Py8sh9ZwaDYWNjY2llyeFw5HJ8SppKpTDw2FK8oMhmswhLHGXks5GREWmgWJrNoiorauGGCAAA5Qi57yeTyfh8fjaeJ4ObO+YXFHBz84qKivD5aoFALBEzmSyy2dHa2trGxtbaxsYERzkGZ8ThVAn7COA7ZGZknDt3Pigg4M2bN0wGo0OnTmP8xnTu0kWrWtVfv3o9588/Hzx4YGFh0aRZs/r16+sb6EvEkrS0tE8fP759+1YmkXCMjBo3aeLRurWjkxObxZIrFKmfPl27evXZ06cIhg319Z0weTJGZjOqnITI7W9UNaCjCtHBt8+pNFy2kh2WyvAcwr5IHQLJYDIVCsWxkJC/t+8oKCgYOnyYv7+/lbW1pi9V9UX3ZeWXe9NicU5OTlJiUlpaalFhYUFBQUkJT22fSKVSCVtsGgXBlSXRbUxBURT3RcAtujGxWJSenk5BKHr6egYGBmwWm3TdZrNYRiYmlhYWZmZmRkZGhhy8YdHAwJBjxDE2MjIwNCxbUIRdJwCobpDRoERrCz5lzeVyCWPHbLyuI8R/+yAIQlqCGxoamuOujji2trY2NraWVpYsFoucsIZmR92moKAgKjIy/NjxFy9esFnsNm3bjBs/vpOXp77W/NmQk5Pz919/xd6IefPmDYaiVBoNVxEYRhoGt23XbtGSJfYODqQKxDCMQqEoFAqpRHLm9Ol//vqrqKho0h9/DBoyBO/iIESljDBARxBElcdISkvS6xyPFMcDfJR+lCovI5XFOpPJLC4u/nvb9pDAIJYee9asmdNnztQqIV4NqV6y8t+QSqVk5yKvBO9ilMllGJEBgBLf6+psURqNZmBgIBQKGQwGh8MxNjHBOxfZbJr2TfABAFCZYBhGFh0lEgmXy83KysohzMDz87n5+fl8Hk8owONkEAQhdyRMzUztbO2sbawtLS0Jx1YT9d4FCEcgKyvrwrnzgQEBr169ojMYHTp0GOM3pmu3btojmD58+PD82fO0tFSJRIJgyNOnT+/fuycSiewdHDp07Dh8xIg6depQqVSpVEo+nkrFA3JOnzq1dvVqBoOxdsOGmrVqicVihQIvWyIIQvzRpHQ7V8fjqkwxaRSiPokXL5WiEq9VsvXYHz58WLty5fUrV61tbJavWDFk6BBNXxgAZCUAAMAPIxaLVfnyeOGxsKAwJzc3OyszJzeXz+OLRSKJRMJisQwMDfT1DUxMTS3wuqOllZUVUXa05XA4pLMjbFkA/0lhYeGJ6OjjYceePXvGZDLbtG0zdtx4Ty9PQ0NDbbt6crn89q1bQYFBN2NiSng8c3PzXn36DPDxcXNzI5vHyLIlg8FYtXJlWHBwz969Z8yaLRaLFAqUuF/pRclQbnxTyegccvabGAkiXhNmmGQ3J4PJiHv4cLW///Nnz1u0bLlm3VoPDw9NXwYAB6qVAAAApZD904QxeAne55iVlZuTm4dPWHOLioqEuLUjXyqRsghHBQ7H0NrK2sbO1srK2tTUhGiZxmOijIyMWNAYDZQHOdnZFy5cCDgakJKcTKfT27dvP3rM6G49emihibpUKr1z505QQGBsTAyPx7OxsenctavviBH16ten0WhSqZTBYCQnJ08YM0ZPX3/ZylUWlpYIhpGaUuVyTkx+lxpTkkZCyhAdfOYBH+jBORkdvWXjxtyc3K7duq5Zt65mzZqafvaAEpCVAABUO1AUJbNGcTsG3MarODc3Nyc7Jysrq6iokGi0FlEpFH3C2pFjxLEwx4f8rKytrPEBa1tzC3MyJEALjWAAnaS4uPhEdPSxsGPPnj5lMhitWrceO26cV2cvDoeDaBkKhYIQlwExMbElxcXmZmbde/UaNHhwIzc3KpUqEomWLFx45fLlSX9M6dW3L4YqSFtKwuhcufPNIIuURARkqY+QckCHIRaJ9+/dE3D4CJ/PH+gzcNee3WB0oFWArAQAQAfBTUwIJBJJbk5uNjEgQzg75hfk5/P5uDuPUCikUiikCYO5pYUN7stjY25hTnY6GpsYc/Cyo5GmnwoAKMnNzb104WLA0aNJSUlUKrVd+3ajRo/u0bOnFnqGyGSyu3fuBgUGxty4UVJSYmVt3blLlxEjR7o3bhwUGLhq+fLe3t5Tpk0j2yhxWUkMeBOtlMqhb1xY0ulUfLxBKSuZLGZeXt6mdetPnThBo9FQFHVt4Ort3c93xAhrGxj91hZAVgIAUIURCoQlPLLTsaQIpxCfr87Kys3NI4WjTCZjs9nkhLWJiYmlpaW5hTmuH3F/cFt9fX2y6AghUkBVoaSk5OSJE8dCw54+eUJnMFq2bDl2/PjOXTpr4Z9AKIreu3s3MCAg5kZMUVGRmalpb2/vunXr7t6509zCYtW6tRYWlghCWgiVbnyrfYTITHH8f8Lt/MWzp2tWrnr44EHdunX7DxyYnJR06+ZNPp9fq1atEaNG9u/fv1bt2pp+xgDISgAAtBvS3E4qlRYXFZHGjjnZ2XiENRe3iSUmrAUymZyMjzIyMiKswK2tra3xBGui7GhEBMpozxQtAPw+3Ly8S5cuHT1yNCkhEaEgbdu1GzlqZO/efdh6Wle5lMvl9+/dCwoMun7tWklJiYWFBYqiEolkzYYNLVu1QlG0jOU5oSLVRkKErKTS8Cm369eubliz5s2r161at16ybFkjNzeBQBD38GFkRMSDe/eKi4tdXFz6DxgwavQoO3t7TT/jag1UKwEA0DxyuZwIk1Gl2RcV5eXlZWXiNj1FJcVistmRcPjS19c3Mja2MDe3sLSwtLTES462Nmbm5mTRkQ5uX0B1gsfjnT51Kiw09HH8Yzqd3qx587Hjx3fp0tnExATRMlAUffDgQeDRgJgbN/h8PoVC6dy167IV/vhktzLrm9j5JqZzlM6UFCqdQccwRWhQ8F/btvP5/L79+s2ZN8/a2loqlRL543SpVBofFxcZEXH71i0ej+fk5DR8hO9AH5+6detq+hlXU0BWAgBQGaAoKsdTrGUikSg3JyczKys3OwdvdsznFhYUCvh8PFFGKKQzGGScjDluBm5nY21tZm6Gh8mYmJAZ1lrorgIAmiU/P//yxUtHjxxJSEjAMKxN27YjR47o4+2tbfGP5EDP/Xv3gwIDL56/wNJjr1i1qkvXrjKZlKhKflakpFCoLDaruLjk7+3bwoKDKVTa+IkTJ0ycqKenR1pdkhAB4ri4fBQXdzI6+sH9+4WFhbXr1O7UyXP+wgVmZmYafbrVEZCVAACUJ3w+v2zVsaCgICc7JzMrM5+bLxDwRSKxXC7T19MnnR3xCFVzC0tLC2tra1s7OysrK7zZkXCvg2ZHAPjJHz3BmdN45TI+Lp5KozZr1hSvXHbtampqqm1XUqFQ7Ni2fdvWrU5OTstWrGjdtq1cIScTvoliJT67w2AxP7x9t3oV7nZuZ2f359y5fb29yc/9+oB4/rieXkFBwZ5du0KCgki3o117dg8dNkwTz69aA7ISAICfg4yTkclkBfn52bgpT2YebuyIw8PjZAR8gQBVKIhoe7aJsQkeYm1na2lpSUxY49aORhyOkbExbFgDQLlTUFBw5fLlgCNHX7x4gaKoR+vWI0aO8O7XT3viH0kEAsHc//0vKjKqRo0aI8bg8+yWFhZUGg1BqCimyMrMvBUbeyIqKjEhsUHDhgsXL27Ttq1UKv06F5Cc9OGVlMTExJw7c+bZ06cCgUBPT08qla7fuHGM3xgNPb/qC8hKAAC+gUwqLS7BU6xL8EZHvPCYg8/K4C+84hKhSCQWixh0Bt7saGBgbGyEtzqam1nhHj24taOJiQmTwSQiMyDaFAAqG6FQeOb06dCQ0Pi4OIRCadK06bjx47p266ZVm8LFxcUb1q8PDgxSKBRWVlbOLi5GxsYKhTwtNS0jPV0gEKAo6unlNX/hwho1a+IpkV9Bo9G4eXmxMTHRUVGvU1L4AkHNmjX79O2Tl5d3+tTp1WvXTJo8WRPPrFoDshIAqikoipJFR6FQmE2OWGdn5eNpMtzCwkKi5igUi0QMJkNfHx+UsbKyIjSjjampiYmJKT5gbYzXHfUNDDT9VAAA+AaFhUXXrl45cvjIi2fP5AqFh4fH8BG+/QcMMNCan1mpVHrp4sUT0dFxD+NIHakgYBA91kOHD584ebKFhYVQKPy6Tkmn09+9fbti2bLnz5+jKGpjazNs+PB+/fs3atTo77/+Wrdm7bLly2b9+aeGnln1BQoJAFBdmh3JWJmCgvyszMysrGwulysSCgVCIYaiuCU44exoZmZma2vj5uZmY4v7OlpZWbLYbHLImkKhaPqpAADwE5iamgwZOrRvX++zZ8+GhoQ8fPjw0aNHgQGB48aN69q9m4WFhcavJpPJ7Ne/fx/vvulp6R8/fMD/xM3OiXv48ObNm8VFRSejo3OyswcPHdqseXM6nS6Xy78Ql4EBAY8fP7a1tR0xcuS4CeOtrZWm6GwW7rIkEAg19LSqNVCtBAAdcXaUyWRZWVnJiUmpqan5+fklJSU8XgmPx+fh75WIRWL8B55KNTYyql27Tn2X+o6Ojubm5hYWlmZmZqZmpjBhDQA6THFx8bUrV48cOfzs6TOZTN7So9Xw4cMGDhxoqH3xjwiCxD2MCwkOvnTxYkFBgbGxsaeX17ARI5o0acJgMMgOSwaD8fLly1nTpuXm5PyzZ/fQoUPLfnpwUNDcP+f8MXXKmnVrNfckqikgKwGgipGZmZmRnp6RkZmbi7c75uTk8EpKRGIcXkkJg8EwNTNjsVgIghHxFVQalYaHGSII4dtBkcsVYpFIIpWyGAwmG8fE2NjS2srS0sra2srO3t7BwUELR0cBAPh9RGLR+XPnQ4NDHty/j2GYm7vb2HHju/fobmlpqW2XF8OwZ0+fBQQcvXLpcm5urrGxcYdOnYYPH96sRQsGkymTStevXh0aGurVufPRwIAv/iqOjoqeOnnyaD+/bTu2a+4ZVFNAVgKAVqNQKMRiceqnTy9evEhJTklLS+Pm5SEUiiUuA61srG0srazMTJWdjrhhuL6BpZUlISu/jVQqxauYJTxiVxzfF8/PL8jJzs7Ny8vJzi4sLGCz9aysrGrXqd2gQQM3d3cLc3O29rnfAQDwy5SUlFy/du3I4SNPHj+WyWQtWrYYOmz4oMGDOFpZuYx/9CgkJOTCufMFBQVGRkYdPT1HjxlDo9GmTZ4sFIl27t7l3a/fF59y8cKFMaNGDxoyZN/+fRpadfUFZCUAaCP5+fkJLxPi4x8lvEzI53KZTKa5hUWt2rVdXV3c3Rtb21jr6emVe7OjXC4XiUTv3r1LSEh4lZySnp5WkF9Ao9Pt7eyaNGvavHlzV9cGLPa/ClYAAKoQEonkwvnzIcEh9+/dQ1G0YaOGfuPG9ezRw0rVoahVPHv2LPBowOXLl3Oys83MzJhMZkFBgaenZ1j48a9/E966eXPQQJ9evXsHhQRraL3VF5CVAKBFFBQU3L9///bNm69evaZQkCZNmjZt1tTR0dHB0bHy++tRFM1IT09Pz/jw4f2jh3Fv3rwxMjZu3LixV2cv98aN2Wytix4GAOBn4fF4N65fP3L4yOP4eIlE0qJFi6HDhg0aMtjIyEgLL+bjx4/DQkLPnD4tkUgwDAs5FtapU6evH/Yo7lHvnj09PT0jT0RrYpnVGpCVAKB53rx+/ezZ85uxsR8+vDczM2/atKlXZ68GDRuwiHlGLaG4qCguLu5mTGxKSopcLm/cpHEnT88GDRrY2NpqemkAAPwWUqn04oWLIUFB9+7eVaBogwYN/MaO7dGrp42NTUVc2czMTBRFHRwcfu3To6OiFy1cQEEo12NjHB0dv35AUkJip44dW3m0On/x4m8vFvg5QFYCgMYQiUSxMbFnTp9K/ZRqbWPTsVPH5s2bu7i6MhgMbf6qFBcVJyQmPLj/4P7de1KZtEnTJoMGD3Zzc4O4RQCo0gj4/BvXbxw5ciT+0SOxSNy0ebOhw4YOHjLExMSkvE6Rm5t7LDTsypXLQ4cN8xs79tcOkpaWNmjgwIL8gqs3rteqVevrB7x5/dqzY6eGDRtevnYVnNEqGZCVAKABPrx/f/3a9fPnzjEYjG49uvfp29fGxqbKyTKpVPr69evoqOi4hw9srG0G+Ph06NDBxLTc/gUCAKDykclkly5dCgkKunP7jlwud3F1GTt2bM/evW1/b1/i3bt3J6Kjr1+7XrdunREjR7Zs2ZLBZP7aoTIyMgYP9MnKyrpxM7Z27dpfP+D9+/fdOndxqlHj4uVL0K5TyYCsBIDKQ6FQPH/2PCoq8tnTZ041nAYPHtymbVvtSbz4ZTIzM69fu3bm9GkMxTp06jh4yBB7e3tNLwoAgF9HKBDExMQcPXwkLi5OKBQ2bdZ0yJChQ4YN/QX3sffv3gcHBd6/f9+1QYORI0e2aNnyN78webm5A/r1//Tp083bt+rUrfv1A1I/ferVo6eZufnZ8+fKsdQK/AggKwGgMpBIJNeuXo0IjygsKGjl4TF02NB69evr2O6MTCq9c+fOyRMnX79+5e7uPmLUqCZNmmh6UQAA/DpyufzK5cvBgUG3b9+WyWTOzs5j/Px69+ljZ2/3I5/+8sXLsLCwJ48fN2vebPSYMQ0aNCiXL0ZRcXG/3n3evn176+6dut+SlekZGQP6ejMYjJNnTldQeyjwb4CsBICKBcOwm7GxR48cLSkuHjJsqFfnzr+5l6T9JCYmXjh3/uqVK81aNJ/8xx/f3KUCAKCqIBKKYmNjjxw+/PDBA6FQ2KRJk8FDhgwdPszMzOzfncyfBgcFJyYmtm/fbsjQoS6uruW4HqFQ2LtHz5SUlNv37tarV+/rB2RnZw8a6COVSKJORNeoWbMcTw38JyArAaACefzk8aH9B9PT0wcOHDh8xAh9/WrkK56amnr44KH79+917tJ19OhR9r869QkAgDYgl8uvXbsWHBh06+ZNqURaz7neGD+/Pn36lP3RRlH0wf37QUHBaZ8+dfTsNGpUhfzgy+XyHl27JSQk3Ll3r179b8hKLpc7fOiwfC73WES4i4tLuS8A+A4gKwGgQvjw/v2BAwefPI7v2aPn8FEjbG10vEL5b7x4/vzwocNvXr/pP6D/yNGjIHkcAKo0YpHo5s1bRw4ffnD/Pp/Pb9y48aAhQ4b7DudwOPfu3gsNDs7MzOzdp493/35OTk4Vt4xunbs8f/787v179erX//qjhYWFo0eO+vTxY3BYKLTiVDIgKwGgnMnKygoOCr525UrrNq0nTZ7sWJG/W6sKd+/cPXL4MDcvb9SYMf0H9Gf+6gQoAADagFwuv3HjRkhQ8L27d4VCYY2aNc3MTBUK1HfEiIE+A4yMjCt6Ab2693j8+PH1mBtu7u5ff5TH440fO+7lixeBwUEerVtX9GKAstA/uwUAwO9x+dKl3Tt3OTg6bvtrh5ubG1xOknbt27XyaHX1ypWDBw5evXpl/vz536wxAABQJaDT6d27d/do1Wr50mVnz57Nysx8++aNa4MGEolYJpNXwgJYLDxFllfC+/byaDQ2my2Xy8VicSUsBihLFfPJAwCtJScnd+mSJdu3bps0efKefXtBU34Bg8Ho3adPSFhonTp1pkz+IyQoSCqVauZLBQDA71GQnx8WGjrObyxfwN+1d8+BQ4f69u2blpq6bMnSPr167d65K/VTaoVeYxYRHlvC+7aspNLpICs1BVQrAaAcuHHt+o7t2+vWq3fwyOEK7Siq6hgYGCxctKhjx46bN22+ffvO4qVLasKcJgBUHQoLC6MiI8+dPcvhGE2cPNnTy1NfXx9BEE8vz9u3bh09cvTunTv+y5ZFhIf7DBrkO2KElbVVxVUr+fz/rFZKKuLswHcAWQkAvwU3L2/Xzl0P7t+fOHnS4CFD4Gr+CG3atg0ICty9c9fkiRPHj58wZOgQGh1+FwGAVpOamnr29Jlz5846ODj++b85HTt1pNFo6o8ymcwuXbt6enndunkzKDAoNiZm7Zo1YaGho0aP8u7fv9z/emSzSVnJ/+ZHaTSanp6eTCYTi0Xle17gP4Ff5QDw69y5fXvblq22dnb7Dh6AqttPYWxsvGTZ0rbt2u7Ytv3evXsLFi10AAciANBK0tPTw0JCY27E1Kpda7m/f+s2bf4taZZGo3l17ty+Q4c7t+8EHDly69atFf4rwiMifAYNGjFiRDk6k5PVSqFQ+G8PgGqlpgBZCQC/AoZhRw4dCg0JnfzHH8N8h+tYXk6l4enl1bRZs62bt0yeMHHl6tWtPFppekUAAJSSnJQUFRl15/btho0abdi0oXGTJj/yu47BYHh19urYqeOd27eDAgNvXL+xfs3aYyGhI0eP6j9gQK1atX7/ErNYeG+lgC/4twfo6enJ8WoljOxUNiArAeCnEQqFWzZvjnsYt+2vHU2bNoUr+DsYGxuvXrvmWNixhQsWzJo9a6CPD1xPANA4yUlJwUHBj+Pjm7dssWXbVvfGjX/2CDQarZOnZ7v27e/euXP0yNFbN2+uXrkqMjxi4CCfkSNH2tr9UPzj9zfBv7PHzWazFSgKsrLyAVkJAD9HZmam/7JlUpn84OFDdr/3mxEgoVAoI0aOcHR0WL1q1cePH6dOn8YmShEAAFQ+8Y8ehYWGJSUmtm3Xbu+B/b8Zvkqn0zt5enbo2PHunTtBgUHXr13buH7D8bBjviNHDhg4oE6dOr+3Cf7vslKPTaFQxCLoraxswGAIAH6C58+eTZ440d7eYffu3aApy5cOHTvu27//wf37C+bNLy4uhu9LAKhMUBS9f/fe9KnTli5eYmdvt2ffXv+VK35TU6qhUqn4D/iB/YHBwf0HDCgsLFy3Zs2oESM2b9yUmZH5y5vg3yxGYhj28sWL2JhYCoXyneZLoIKAaiUA/CgXzl/YunnLyDGjJkyYAFetIqhTt+6+AwfWrlo9afyE9Zs21q1bF64zAFQ0Uqn09u3bYSEhOdk5PXr1XLlqlaWVZUWciEajdejYoV37dvfv3Q8KDLx+7drmTZvCjx8f7us7cJDPT/28k9VKieQz/yCpVPrg/oPjx45dv3atoKCgVq1azVs0r4DnAXwPCG8EgB/i8KHDoSHBi5cs6da9O1yyCkUqlf7z199XrlxZv3FDixYt4GoDQMX9rF25ciUyPILL5Q4aPKhP377W1taVc7UVqOLBvQeBAQE3rl8vKCioX79+/4EDRo8Z84OOEPv27vVftty7X7/DR4/gR1MoLl+8FB4efvvWrZKSEnt7+wEDBw4eMvib0Y5AhQLVSgD4DzAU279/35nTZ3b89VfjJk3gelU0TCZz3oL59vZ2ixYsXLtubes2beCaA0D5UlJcfPXqtfBjx1FMMWDAwIGDfAwMDCrzItOotHbt27Vp2ybu4cOggMCrV69u27I14nj4MN/hgwYPrlev3o9sgpNJXUKh8M9Zsy9euCAUCt3c3Pr07Tt8hK+jo2NlPRXgM0BWAsB/cPDAgVMnTm7dsb1Ro0ZwsSoN35EjFSi6dMnSTZs3t2gJNUsAKB94PN6J6Ojz585hGDZixMiu3btxOBxNXVwqldq6TZtWHq0fPriPi8trVzdv3HQy+kS/Af1HjxnzncQychJcJpMhCBIdFXX61ClbW9uVq1d3797d0QkEpSYBWQkA/1GnPHv6zNbt20BTVj6jRo9m0OmLFi5cu25d6zatNbACANAhsrOyzp87f+rUKTNzM7+xY7v36MFgMBAtgEqltGnbtnWbNnFxccGBgVcuX9mxdXtkRMTQYcMGDx5c39n533orMQzLz8/fv3cfnU5fs3atd/9+mlg+8BkgKwHgX4E6pcYZ5usrk8uXLlkCNUsA+GVyc3PDQkNvXLtuYWn5v7lzOnTooCWCsiwUCsXDw6NVq1b4tnhQ0JVLl7du3nLyxIl+/fqN9vP7IsaMxWJTEIpUKg04ejQlJaWvt3ePXj01t3agFBjZAYBvgGHY/n37z54+vWnL5kZubnCNNEv4sWMHDx6CmiUA/Czv3r07ERV9/fr1unXrjhg1snXr1v+Wu6hVYBgWHx9PVi7z8vIcHByGDB06ZOgQZxcX8gHXrl4bM2qUubk5jUaTSKVBwUEtW0FGl1YAshIAvsGhgwcjIyK3QT+l1hASHHz06NFt27Y1gVgjAPgB3r97FxQU9PD+gwYNGviOGtGiRcuqeNniHsaFBAVdunSJm8etXbtW3379/Mb61apd++GDBz4DBjIYDJFING7C+I2bNml6pYASkJUA8CVnz5z55+9/tu3Y7g7mFNpEcFDwsdDQPfv3fbEdBgBAWV6+eBEWGvr0ydPmLZqPGjPG1dW1Sl8fDMOePX0aGBBw+dLl3NxcOzu7ESNHOjg6Ll28GEEQGxubiOgo+J2gPYCsBIDPeP7s+ayZM/1XrujSpQtcGm1j/dp1LxMSDh46aGhoqOm1AIB2gWHY06dPgwODkpOS2nXoMGToEBfVlrFuEP8oPiQ4+OKFC/ncfHMLc6lUqpDLFy5ePH3GDISi6cUBKkBWAkApWRmZEydOHDpsqN/YsXBdtBCJRDL3f//T1zdYs24tOQoKAACqQO/fvx8cFJSWntapU6eRI0fa/5ipeFXk+bNngQGBVy5fzsrKcnZ2vnDpoompqaYXBZQCshIAlPB4vNkzZtaoWXOZ/3IajQbXRTvh5nEnT5zYtXu3adOna3otAKBh5HL5zdjYY2HHMjMz+/bt693P2/HfvR51ifhH8RcuXGjs7tZ/4EBNrwX4DJCVAICDouhK/xVpaWl79u3V09ODi6LNJCclz5g2bc68uX369tX0WgBAMwiFwpsxscHBwWKxqFev3oOHDjGFoh2gBYBvJQDgHD169OmTJwcPHwZNqf24NnBdsnzZutVr7O0dmjSFOE2geiESi8+fORsVGSmVSocOG9atR3dzc3NNLwoAlICsBAAk5kZMaFDwP7t32djawOWoEnTp0iX10yf/ZcsOBxy1tLTU9HIAoDLIz8+/fPFSRHi4vr7+0OHDevXuDX8GA9oGbIID1Z38/Pxxfn6jx4wZMnSoptcC/AQymWzB/AVsNnvDxg1w4QDdprCwMCoi8uzZs8bGxiNGjvT07KSnr6/pRQHANwBZCVRr5Aq5/7LlErF4244dml4L8NPk5ub6jR49Y8bMPt7QZAnoJqmfUs+cOXP+3FkHB8eRo0Z26NgRBgoBbQY2wYFqzY1rNx4/ij8SGKDphQC/gpWV1fQZM3fu3NnSo5WVlRVcRECXSE9LCw0Ni42JqVW71vIVK6pK7iJQzYFqJVB9yc3NHTvGb+q0qd79+iFVgY8fPohEItcGDcrlaG9evabSqHXq1kWqOIsXLpLJpBs2bWIwGJpeCwCUA0lJidGR0bdv327k5jbGb0zjxo0pFPD7BqoGICuBagqGYYsWLkQV6MbNm6rEplLqp09Tp0wtKio6eOhgg4YNf/NoKcnJU/+YQmfQDxw6VKtWLaQqk5eX6zfab8qUKf0G9Nf0WgDgt0hKSgoJCoqPf9yyZcthvsMhPxaocoCsBKopZ8+e3b1zZ1BISJXYPE1JSZk/d278o3gEQZydnf/Zvet3/r1JePly9sxZSUlJCII0adJk+187yqsCqimuXrmyZfOWowEB9g72ml4LAPwKj+LiwkLDkpKS2rdvN2rMmKr+xx5QbYFGDaA6kp2VtW/P3pmzZ1cJTYkgyL07dx8+eMhisdhs9ps3b2ZNn56UmPhrh0pJTv5z1uzk5GQ2m81kMp8+eXLzZixSxencpUsrD49tW7eiKKrptQDAT4Ci6L27d6dPnbps6TJHB4e9+/ctX7ECNCVQdYFqJVDtQFF0zarVPF7J1u3bkSqCUCjcvnXrvr376HQ6hUIRi8W/VrMk65TJSUksNhvDMJlMNnHSpIWLF+lXfbOSwsLCkb4j5s6d26VbV02vBQD+G6lUeuvWrbCQ0NycnB69eg739QUHVkAHAFkJVDtSkpNnTJu+7+CBulVqWkUikWxYu+7gwYMMBoNCoUil0nr16u3Zt69BwwY/9cSTkpJYLBaKogqFYoyfn//KFWw2G9EJQoKDz587HxQSDLM7gDYjlUqvXL4cERFRkF/gM8inT19va+uqsW0CAP8JyEqg2vHnrNk2tjaLFi9GqhpSqXTzxo2/VrNMeJkwe+bMpKQkdmmdcuLS5cuZTCaiK5SUlEwcP2Ho8GGDBw/W9FoA4BsUFxdfu3I1PDwcw9D+Awb4DBqkAxsFAFAWkJVA9SLu4cOV/isPHjlkb18lZzt+rWb5dZ1ytJ/fCh2qU6o5e+ZswNGjh44cNjU11fRaAKAUHo93Iir63LlzCIXi6+vbrXs3DocDFwjQPUBWAtUIqVQ6ZfIfHq09/pgyBamyfFGzlIjF9Z2d/9m1y72x+/fnvtV1ygmTJi7TrTqlGoVCMc5vbMdOHSdOmqTptQAATlZW1vmzZ0+fOm1hYT546NDuPXpAkwagw4CsBKoRV69c+WvHjtCwMJMqXsqSSCTr16479AM1y2/VKcesWLlS9+qUam7fvr1uzdrQY2Hm5uaaXgtQrcnNyQ0NDY25ft3SymrUqFHtO3YAQQnoPCArgeqCWCT2GzPax2fQMN/hSNVHKpVu2rhx/xd9lp/XLL+e+54wceIyf92sU6rBMGz2rFkO9g4LFi3U9FqAasq7d++iIiNjbtyoW7feqNGjWnl4QO4iUE0A30qgunD2zFkKherdv2rkNP4nTCZzwcKFEyZOlMlkGIYp/SxnzEhKTPrCn5LFZqMoKpfLx4z1W7JsqW5rSvxvZQpl8uTJ169d+/D+g6bXAlQ73r17t9Lff8bUabk5uevWr9+1Z3frNm1AUwLVB6hWAtUCkVA4ftz4ESNG6Iys/E7Ncs++fRQKZcb0aUmJZfopq0Gdsixz/zfH0dHhzzlzNL0QoLrw4vmLsLDQp0+etGjRYtSYMa6urppeEQBoAJCVQLXg3t2769auCzt+zNjYGNEtiD7LtYcOHiL7LGUyWd169SgI8ubNGwaDodtz39/hzp07G9dvCI+MMDAw0PRaAF0Gw7Anj5+EBAcnJSV16Nhx8JDBLi4uml4UAGgMuuZODQCVR/jx8J49e+qepkQQhMViLVu+nM5gkDVLBoPx7u1bBEHI4QC5XD5h0sTl/v7VbVageYsWZmZmFy9cGDxkiKbXAugmCoXiwf37wYFBaenpnp6e8xfMt6uatmUAUI6ArAR0nw/v3797927GzJmIjsIg+iwxFD1y+Aj+U03Hf64xDKNQKOMmjF+ydGl105QIguix2T179jx//nz/AQOq4dMHKhS5XB4bE3vsWFh2ZlZfb++ly5c5OjnBNQcAkJVAtSA6+oSzs3O9+vUQ3YXFYvXu2/f0qdNcLpecD0BR1MLCol///tVq77ssfft5h4SGPI5/3LpNa02vBdARhEJhTExMSFCwRCLu3bvP4CFDTExNNL0oANAioFoJ6DgFBQU3Y2KW+i9HdJqU5OTFCxbm5OSoK3M0Gi0vL2/hvAW79+758dxwXcLIyMjT0/P0qVMgK4HfRyQSnTt7LioyUiaTDR0+rFu3bmCMCgBfA7IS0HFiY2M5RpymTZsiussXed8KhQLDMAaDQafTU1KSp02ZunPXTrd/yeDRbbz79fvfrNmZGRnQ9Ab8Mtz8/MsXL0WEhxsYGAz3Hd6zVy89PT24ngDwTWASHNBxxowa3bNXzxEjRyI6ytc5On5jx1Jp1IAjR2g0+o/nhuskCoXiz1mzXVxdps+Yoem1AFWPgoKCqMjIc2fPGRsbjxw1qpNnJxCUAPB9oFoJ6DJJiYnFxcXdunVDdJSEhITZM0rrlPjc98QJK1auwhCMyWDs37efTqczmcxXr15Nm0rULN2rV82SRqP16dsnOCho4qRJLBZL08sBqgyfPn06e+bM+bPnHJwc586b275DBxqNpulFAUAVAFJ2AF3mzp07Tk6OllZWiC6SkpLy56xZycnJbHWOjp/fkmXLaHQanU5fsGjRhAkTSjN4Xr+eOX1GUpIyg6f60LpNm+LiklevXml6IUDVIC0tbdPGjVMn/5GclLRi1cr9Bw508vQETQkAPwhUKwGdRSaTxT182Lt3H6Qa9FOSdcpl/v7qHB0Wi7XUfzmdQf+sZjml2tUsTUxMatepHR8X516dnjXwCyQlJkZFRt25c8fNzX3D5k3u7u4UCgWuJAD8FFCtBHSWjPT0tLR0j9YeiM6RkvxVnRLP+172RTYjnhu+aNH4al+z9PT0vH3rNoqimvuKAVpNYmLi4oWL/jf7T6lUsm379m07tjVu3Bg0JQD8AiArAZ0l/lG8o6ODtbU1olskvEyYPnVqYmIii8Ui65TjJ4xftXr1N/0p8Qwe/+V/TJ0il8sxDFPXLF++eIFUG5o0bZqTm5uVlaXphQBax6O4uP/Nmj3nz//pGxjsP3Rw7fr1bu5uml4UAFRhQFYCOktsbEzbdu3oupWw8o06pd836pRlYTKZC6t3zdLJycnB3v7WzVuaXgigLaAoevfOnelTpy5fuszByXHfgf3L/ZfXrFlT0+sCgCoP9FYCukl+fn5qatrUadP+85HFxcWZmZk52dkKhcKQg+Po6MjhcBAtnfuelZSU+G/9lAiCZGVlFRUVsVgsDodjamJCqmqyZkln0A982We5SwtrM7k5OfkFBUwmk8PhmJiYfEcx/yB0Or2Vh8e9u3eH+w6Hnc1qjlQqvXXz5rHQsNy83B49e61as8bCwkLTiwIA3QFkJaCb3Lt7z8jY2NnZ+TuPSU5ODgsNffH8eXZ2jkpW4i/29vY9e/fqP2CAjY0Nol1z37OTk/EZHdKfcozfmKXLlzOZTBRFkxITT5089fbtm6ys7KKiQhaLbWhoaGZq2qZ9u8GDB1tbW5M1S7lMfvjQIQaDoaxZzpixZ9/eBg20ws/y9evXp0+eTEpKyskulZXGRpzWbdoMHDTI6fcylz07e505fTozM9Pe3r78lgxUJaRS2eWLF6OiIgsKCn18fPp497XSUY8IANAgYIcO6CbLly4zNTWdM2/uNz/66tWrvbt2X7lypaioCMMwKpVKoZT+LKAoSqfTLSwshvkO/+OPP0zNzBBN8+TJk/lz5iYnJ5P9lDKZbPzEiStWrqDT6Xfv3AkMDLx18yavhKdQKMjngiAIRkCj0aytrft6e0+YNNHJyUkqlW7csIGsWVIoFLFY7OzsvG3H9uYtWmjw2cXHxx8LDbt48WJJcZFc/vlTIL4WJmZmPXv1HDd+/C8rYIVCMdLXd9z48T169izv5QPaTnFx8bUrV8KPh2MI0n/AAJ9BPvr6+ppeFADoJlCtBHQQoVD4/v37qdOmfvOj4cfDt23dmp6WRnrR6evrGxsb16lbl2NoyOVy09PT8/PzZTIZl8vd9c/OZ0+frlm3rl69eohGSXiZkJSYyFTN6Izx81uxcoVAIPhr+46w0DAer4RGo2EYpq+vz2QyDQwMpDL8RSwWS6XS3Nzc/fv23b93b+Xq1W3btV20eLG6ZslkMl+/fv302TNNyUqRSHTk8JH9e/fm5eXR6XQUxfT09Fgslr6+vkKhkBCIxeKiwsKQoODbt24tX7GiT59fcYyi0WiuDRomJyeDrKxW8Pn8qIjI8+fPUykU35Eju3brqp39LQCgM4CsBHQQbl5eYUFB7Tp1vrifz+evX7suLDRULpdTqVQOh9OxU6dhw4a1bNWSradHoVBQhYLH51+8cOH0qdPxjx7J5fJbN2/5jRq9YtVKzcoR3xG+Bfn527dtk8lkEydNWr12zeP4+GVLlz1/9oysO5qamnby9OzWraube2MbWxu5XJ6fn3/75q0LF87HP4onPfkmTZiwdPny4b7DyT7L/Xv3UanU/82d4+fnp5En9enjx6VLlsbcuEEl4Bhx2rZt17t3b7fG7g4ODgqFIj8/Py4u7uzpM4/i4vh8fnpa+p8zZyW8fDlj5kwDA4OfPZ2bm9vFCxdQFKVSYVRR98nKyjp35uyZM2csLCzGjR/frXs3hm5N7wGAlkLulAGALvHwwUOfAQP5fH7ZO3k83szp0+1tbB3t7G2trPv07BUbE4ui6DePwOfzDx861MDZxc7axt7G1rW+85UrlzGNIpfLN67fsGD+AolEcvXKlRZNm9lZ2zjY2jna2c+YNv3pkyff/CyhUHjy5Mk2rTxsrawdbO1qOjodPHAAwzCxWLx8ydJVK1eR4+GVT8LLlz27dSdXZW9jO8J3xP3790kXpC+QSqUxN2507dzF1sqa/NotXrRIKpX+7BnjH8X39+4nEAjK6RkAWkpOTs72bdv79uo9Ydz4GzduSGU//a0CAMAvA7IS0EEOHzo0f+68spKxpKRk0oSJpC6p4eC4cMHC/Pz8/zzO7Vu3u3h6Odja2VnbtGjaLP5RPKYFhB8/7lrf2d7G1s7aplWLFsePHfs3cawmOTnZZ+BABxtcg9auUfPChQv4vf/xSRXIkydP2rZuTcpi1/rOu3fuEolE3/+U9PT06VOnkjLa3sZ286bNP3vS7Kys/n2937x58xsLB7Sat2/fbtywoUe37jOmTbt/755CodD0igCg2gGbQYAOkpiQWL9+/bJWMhvWrz9/9iy+C4ZhM2bNXL1mtdkPDOK079D+wKFD9erXJ/fUFi5YkJaWhmiUS5curVjuz+PxMAxzcXHZd+DAsOH/bZrj4uKy/8ABr85eMplMKpWuXrESt0PXUC7d2zdv582Z+/HDRwRBLC0tN2/ZMm3G9G96uZfF3t5+y9Zt4yZMIMeS9u3ZE348/KfOa2FpaWFp+fLFy99bPqCNvHv7dsVy/+lTp+bl5q3bsH7n7t2t27SBbgcAqHxAVgK6BlHZSqtTV9lYiaLonl27Q4NDaHQ6lUqdv3DhvPnzf9wKsXad2tt3bLezt6dQKIkJCQvnzS8qKkI0xM3Ym4sXLOTx8Inv1q1bHzh8qGnTpj/4uRYWFhs3b3Jzd0dRNDU1ddHCRTk5uUilw83jzp83LyU5mUql2tnb79yzu28/7x/8XD19vUWLFw308ZHL5VKpdO2aNTE3bvz4qWk0Ws2aNZOTEn917YA28uL584ULFk6fOk2hkP/1999bt29r3ry5phcFANUXkJWArpGZmSmVStXzOhfOn//rr7/I3sSRo0b+MXXKzx6wSdOma9evMzAwoNPpN2/ePHTwEKIJEhMSly5enJeXh2FYIze3bX/tqPPVTNL3sbO3X712jbW1NZVKfRwfv3vnTqRy4fP5K5Yvf/jgAZVCMTExWbd+Xbt27X7qCPr6+itXr/Jo7YGiaEF+/to1awsLC3/8052dnT9+/PTzCwe0DgzDHsfH/zlr9vx584yMjP7euXPt+vUurq6aXhcAVHdAVgK6RnJior6+gaOjI4IgqZ9S161ZK+DzURTt0aPHoiVLfi2ypUePHgsWLqRSqTQa7cihQ8+ePkMql4KCgmVLlrx79w5BkDp1627/a8evBc21bt16uf9yBp3BYDBOREffu3cPqUQOHjhw4sQJPOaHxV7mv7x7jx6/cBALC4tNW7bUqVObQqEkJyXt3b1HbTj6n7g3aczNy8vN1UCZFigvFArFnTt3pkyavGK5v4Ojw9GAgKXLljq7fC/4AACASgNkJaBrvHv3zs7OjkqlKhSK3Tt3paamIgji2sB17Yb1hoaGv3zYEaNGenl5yeXyoqKiHdu3SyQSpBLZv3dfXFwcg8EwN7fYtHlzo0aNfvlQ/X18uvXoplAoCgoK9u/dK5VKkUrh2bNnRw4dJk1eps2YNmz48F8+VP369WfMnk2j0ahU6vFjx548fvyDn4j7FqFoZmbmL58a0CByufza1auTJ05av3Zdk2bN9h7YP2/+fDuITQIAbQJkJaBr5OVxrazxTLbr169HRkbS6XQ2m714yZLfTO1js9lz5s+ztLSk0Wg3Y2Ijwn9uXuR3iImJOXrkCI2olS5YuKBN2za/czQqhTJz9mwrKysajRZzI+bcmTNIxSMQCDat38DlchUKRecuXaZNn/6bBxw0aFDXrl1RFM3Pz9+2ddsPqnw8ENLQsOhn9s0BbUAoFJ4/d270yFF7du1u265t2PFjU6dNJXckAADQKkBWArpGUVGRtbUNmUAjkYhlMpnPIJ9OXl6/f2R3d/fRY8YoFApyDCgjPR2peHJycrZs2iwQCGRyec9evQYNGfz7x2zQoMEwX18yWPzggYM5OdlIBRMaEnLnzh0Gg2FqZjZ3/jw9Pb3fPCCNRpsxe5aVlRWVSr19+3Z0ZNSPfBb+N4aeXklJyW+eHag0REJhRETEOD+/w4cODxg44NCRIxMmTjQxMYEvAQBoJyArAZ1CJpMVFxfb2dkdPnjoxfPnFAqlTt06M2bOpJVTsMq4CeNbtGihQBUfP37cv28fUvH88/ffz54+pVKpNWvWXLx0yX8a8fwIVCp10uRJ9erXo1Kpz58/P3XiFFKRJCcl7d65ixyzmDZ9mpubW7kctmnTpn7jxqKEOj508OCPbG1TKBQLC/O8PG65LACoULhcbkhwyPBhw0+dOOnr6xt6LGzY8OFm5v/tCwYAgAYBWQnoFCKRSCAQZGZkBAYEkK51f0yZUuOXplu+ibm5+dTp0/T09KhU6sULF1+9eoVUJJcvXQ4/dpxOx0ds5s6b6+TkVF5HtrCwmDR5MoqiNBotPDy84gp4QqFw+9ZteXl5crm8TZs2o8eMKceDjxs/3rVBAyqV+vr16wvnzv/Ip1hZW+fl5pTjGoByJz8//8C+fePHjrt86dK06dMOHz0ywMfn9yvcAABUAiArAZ1CKBDy+fyAgIDs7GyFQtGlW9fBQ4aU7yl69url4eFBQZCMjIxjoWEoiiIVA5fL/WvHDpFIJJfJfQYNGlQBT8S9cWMURd+8fn3+3DmkYrh6+cqlS5fodLqZmdnCxYs5HE45HtzExGT8hPFkGTI4KOhHmiatrW2yc0BWaikfP37c+c8/I31HPIqPnztvXkBQYI+ePUFQAkAVAmQloFMIhAIqleri6mJmZm5mZjZ9xoxy2TUuC4VCGTdhAp3BoNPpJ6JPfPyIp8VUBJcvXnz5/DmVSq1dp/afc/5XNkoHRVH5L1FWBJubm/fp25dCoSgUihNR0QI+v9yfgkwmCzh6lDQNHTV6dPMW5e9T3b1790aNGqEo+v79+xMnTv7n483NzQoLixQKRbmvBPgd0lLTNm7YOPWPKSnJKStXr9p/4EAnz040Gg2uKgBULeiaXgAAlCcCvoBCQTZu2pSXl/fi+fNWrVpVxPVt266tp5fXlcuXuXm5AUeOrl67ptxPUVRUFHA0AKFQMAwbO36cg4MDef+7d+9irl2Pe/SIzG/8qWNSEIRjxGnevEWXrl3r1quLIMjQYUODgwIzMzKfPHly69atXr17l++zOHXy1NOnTzEMq12n9shRo5AKwMLScqjv8ISEBBRFI44f9/bua2mF+wD8G0bGxmKRSCaTgWTREhITEqOiIu/dvevm5r5x00b3xo3/M4wUAACtBWQloFOU8ErYbDaTyaxDUEFn0dfX9x054s7t2yKR6NKFC6PGjK5P5IaXI4cPHUpOTsYwrL6zc9++fck7d/79T0hIyPt3bzlGRkwGE6FQUIVCJpOp9SWFQqHRaGQBsmxhkk5AOv+dOnnq8KFDvqNGzpqFT1L369d/986dYhSNiozs3qNHOYqt9LS0vbt3y+VyDMP69vV2qlFujaFfMHDgwMAjR9++fZuYmHj58uVRo0d/58FGRkZiMe4PUO5lbOBnSXiZEBIS/PTxk5atWm3bvr1ROc1yAQCgQUBWAjpFbk6umZn5r0Xp/BTdunVr5eFxKzY2PSMj8GjA2vXryrHE8jj+ceDRAAqFQqVQJk+ebGNrKxaL/9q+/Z+//+FwjHr27mNmaoIqUCaL5ebu5uraACMgBeXHjx/FYrGDg72RkbFUJkUwXFNmZWU9jo8vLCjg8fn5XO7bt283rd8g5Avmzp83ZOjQ6Kgobl5ezI2YuIcP27RtW17P4p+//0lJSaFSqa4NGkz6YzJSYZiYmIwZ67d86TIEQY4eOdq7Tx8zs3+dFzbicBQKuVgsLt8uT+CniHv4MCw0LCUluV37DvsPHfy1yCgAALQQ6K0EdAqhUEiOaVf0iahU6oSJeIclg8GIiox8cP9BeR1ZLpf/vWMHl8tFUbSTl5fP4EEIgly6cGHXzl2WlpYTJ0+kUigvXiR8TEt/mZAQHBQcH/+odZvWbdq2sbWzPREdHRYaEhEeHhQQmJWV1aZNmzZt28hk0qNHDj9+/LiwqLioqAjFsJatWtnZ2e3ZvfvM6TP16tfr0rWrTI4rrT2794hF4nJ5FteuXTtJ5DTiNvJz55ibmyMVSa/evV1cXTEMS0lOPvzd0HYGk0mnM8rraQI/BYqid27fmTZlqv9yfycnp3379y/3Xw6aEgB0CahWAjqFQi6n0Srpj6X2HTp49+t3Ijqax+Nt3bIlICiwXApgx8LCbt68SaPRzM3N582fx2KxiMGXABRF/fz84h7FKTBKv0GDmCwWbpaenR0YGEShUHx8fGZOn+7SoMG6jZtMzUxjY2J2bN/O5/FcGrgumD+/R68+bdq2pVKpGIYlJiScO3O6RcuWV69cCQoIGDBwwOQpf1y9ejWfy71969bpM6eHDRv2m08hJyd36+YtQqEQw7Bhw4f37tMHqWBsbW0nT/lj/py5GIaFBAd7dvZq2bLlNx9JpVKpFIpcIa/oJQFlkUgkt27dOhYampfH7dGz5+q1aywsLOASAYDuAdVKQKeQ47Kykv5YYrFYs4igFxqN9iguLjQk5PePmfopdf/efWRn5KjRoxs3aYIgyJPHjxMSElxdXWl0Wi43v6OXF4vFwlAUQ1FbO7su3XtcOH9+hb9/fWeXFatW1a5T29jYeMjQoctXrggNDd20YWMrjzaeXl6kpqRQKM2aN2/dtm1xcZGjo+PLly/j4+Pr1as3cuQIuVyuUCj2791bWPC72YaHDh54+eIFaeE+68/ZlTOB4ePj4+nlhaIol8vd+fc/MpnsX2UllSqXg6ysJGQy2elTpydPmPjPX3936NjpyNEjM2bOAE0JALoKyEpAp5DJ5eRsSuVQr379qdOnke/v37vv9evXv3M0sUi8ccOGDx8+IAjSuEljdT/iu3fvREJR8xYtXr5McHZ2YTKZ6nEchVxu7+AolcljYmKH+Q4nBROKohKJpJWHh7m5xaOHDz3atJErFORYD4ZhCoWiQcNGOTm59evXl8vlb9+8RRBkjN9YNzc3FEVTklMOH/reJvJ/cv78+aOHj9BoNAaD8b85cyotuJnBYMyZN9fC0oJKpcbcuBERHvHNh+HFSioFZGUlUFxcHBkROWK4b2hISPeePcIjI8aNH/f9OX0AAKo6ICsBnQJFFZXQWFmW4SNGeLRuLZfLc3JyNm/cJBQKf/lQO3f+c+b0aRqNpq+vP/vPP42Njcn7URTFEJROp+OhOHTaF65CFAoulTAFqsfWU4+Ek4VJBpOuIHJ0kDJWRBiGERvBVDqDgWAYqVCtbaxxM046nUqlhoaEPHr06NeeQvyjeP9lyyUSiVQq7d6zh3f/fkgl0rhx41GjR+OXC8N2/fNPYkLi148hnzuqqCgTewBBEB6Pd/TIkYnjx0dHRo4cNerI0aMjR43S19eHiwMAOg/ISkCnoNFoKFqpTtdGHM68+fOMjY3pdPqlixfXr133a5Ww4MCgPTt302g0hUIxecofPXr2VH/I3t6ezdZLePmyXr1679+9Q1GFeluZRqMVFuRTMMy9sfvZs2dJXUihUJgs1tu3b7Ozsho0aPD0yRNcQaqg0+kZGekGBvpv3rymUKlOjkpHzMFDBrdr1w5VKLhc7pKFizLSM372Kbx//37unDnZWVkoijZp0sR/xYpKNvGhUCiT//jD3d0dw7DU1NR5c+Z+HRSOZ4hjGLWyGnCrG1lZWQf2H/AdOuzWzVvjxk8IDgsdMHCAIcdQ0+sCAKCSgN+tgE5Bp9Pl8soOUGndps2UqVPIfO3goKDDhw7/7BEuXby4aeNGBYqbUA4c5DNj5syyH/Vo3bpW7drPnz83NjFB5fLnj5+orSj5fP71K1daebRatWbV1cuXAw4fFgqFcrn8+dOnK5Yu8/LqPGfe3JsxN5ITE4mZdQaNRv/48eOl8+etrK3TUtPq1KnTrEUL8iwMBmPhokUOTk4YhiUkJKxeufKnKq8fPnyYO2fOu7f4lrqjo+PGzZvt7OyQSsfY2HjZCn9ra2sKhfL82VP/pcu+iDvHZSWKMiqxU6KakJOTs2Pb9kkTJj6Ki5u3YP7BQ4d69+nNKPP3DAAA1QH43QronKzUxJDv1OnTc3NzA44GUKnUHdu2mRgbDfP1/cHPjYiIWOW/glfCk8llnTw7rVy16osin76+/vARvksXLQ4/dmygj09sTMyZD+8dHJ1EItHHD+89WrVasGiRgYHBmnVrd/7997mz59hstoDP79y1y6zZs2k0WmZm5qGDB+vUrWdjY8vNy/v06aO9nd3bN2+Ki4v/nDPHxMREfaLGTZusWr1q9sxZYrH43LlzNra2i5cu+ZGK46tXr2bPnPnyxUsqlWpsbLx+48YmTfFhI43Qrl27VWtWz/3fHLFYfPHCRWMTE/+VK0o7ChT4qFPZ8i3wm7x9+zY6MvLGjRhn5/rL/f1bebSCmBwAqLaArAR0CjqdrpG4ZyaTuXDx4rS09KtXrgiFwpUrVnLz8/+YMuX780NisfjokSN/7/hLKBQqFHI3N7d1GzZ8c0h22LBhzx4/CQ8Pl0okTVu04BgalpSUGFma+wzs3659e5lMVlBQ0KhRoy1bt758+VIkEteuXat2nTp4oQ7DvL29HR0dY27EcLlcKpViYmKSnJz89u1bHx8f3xFfat9evXu/fvV686ZNNBrtyOHDfAF/ydKl33edvHjhwoZ169+/f0+hUDgczvIVKzp36YxoFO9+/YiM6Q00Oi382DFuXt6yFf716tVTVytplduAq6u8e/s2KDDo4YMHbu7u6zduaN68/DPfAQCoWoCsBHQKPT09sUiMomglD+6QqYDrN24oKi6Kj3vE5/M3rt+QmJC4YNHCf3N7fvHi5Y6tW69cuUKj0WQyWZu2bTdv3fJvgZNGRkabt23V09ePjoo6GR1tampKthLeuH5DJpOpB8OpVCqDwaDgvowKvMWTmNQhZncYGIrPgGMYxuPxGAzGyFGjVq9dY2Rk9PW5pkybmp2dHRgQQKfTj4WEfnj3fvHSJS1atvy6BPUq5VVYWFhIUJBEIkEQxNzcfP2mjX0q3qXyR5gybWpxcdGeXXuoNNrVq1ffvH27eMmSLl26yGQyuUKhp6en6QVWbZ4/ex4WGvL82fMWrVr+vfMfZxcXTa8IAACtgKIeHQUAHeDmzZsH9+0/HHCURbiFVz6pqanLly27evkK0eUpr1uvbufOnYcMHVanTm0aUbkUiUSJiYlREZE3rl/Py8ujUCgoinp17rxx8yYHB+X0zL8hlUrjHz06eeJk3MMHPB6fzGz88bVRqFQOh9OyZcsBAwe28mj1nUvE5/P/2r7j0KFDCiLR28zMrG27tt79+zdwdTW3sCgpLk5ITLxz6/bVK1fS09NJWezigrtmenp5IlqDRCo9cujQrn92FhUVUalUGpU663//696927Kly4JDQyC88RfAMOzx48chQcHJycmenp18Bg12dnEu/68cAABVFpCVgE7x9OnTtatWBwQHaVA0CIXCXTt3Hdi3TywWk7LP0NDQ1MzMxtqaQqV+/PCBx+OJhCIqlaJAUWMTkylTpkye8sdP1c8kYjGKYWVtg34ICs6PT2eHHzu+ft263NxcsrWAzWYzmUxi1h6VSqVisZhCwX+BMJlM7379Fi1ebGevgRmd/+T27dsrl/snEkNL+/YfsLax2rpla2BQEIutmT88qigKheL+/ftBAYEZmRmdvbx8R46ws7PX9KIAANA6YBMc0Cn09HDvRipFk51z+vr6CxYuaNK48d69e5OTkkQikZAgPS2NlHb4Dx6Drqev16mT5/iJEzw8PH72FKxKMe4Z5ju8Tt06AUcDbly/XlJSIhKJSClJdihSqVQ2m928RYtx48Z26dZNa2d+O3TocDQo8OC+/alpaZ27dr5z+zabzaYz4FffjyKXy2NjYsJCw3Jycrz79Vu+wr/SLO4BAKhyQLUS0Cnev3s3aeKkqdOmklMmpAbCXysbA4k3RNHus5tffRjBX5Qfwl9KD/TVpyMUCpV4o3ohDkdlMOhCoejWrZvnz57LycmREWAYxtbT09fTs7OzGzJ0aIuWLdh6ejKZjDxa6UnV5y17ujJPRn2isjdVd/3Lasvc/OxgykOoP/TZTXIr/1VKSmRk5OuUV0KhUCAQ0BkMaysrpxo1unXv3r59O0qVGn85fuxY3MO47X/t0PRCqgACgSDmRkxISLBUIunb19tn8KCyvgEAAABfA7IS0CnevHo9cMCA3NxcMn5GpZU+l1wqGfmVOsNnXpQ3vpCcn2vLL9Tqtx6P31AP0AgEAqlUSs7W6OnpGRoa6unpoSiKz9DgyyhzGNWJSoXr56coI2gpFCqpPNWf88Xz+Wq535CjxCHKPL/PJCr5SCqVTqPRGQxcU/L5allpYGggx6dfiKfwhZwtPcnnyyYuMAG17DMl7iA/QflhUquTN4nH4V8Y9YNU76peq1B9vvqR5NnI4+LxOggFuX3rVsuWLectWKDZb1QtRygUnjt7LioyUi6TD/Md3q17NzMzM00vCgCAKgDsBAE6BceIY21tXaNGDRtbG9yhkJwyIDoc1aHY5D34+6pb6rvJbsUyjyfeJe4m35R9KHnHZ0fGwxCVN/CdYtUB1Y2e+CNIhxsMJYWOaimqA6IIiihUp1Ku/bMHfP0B9f1ln+3nD1S98/X9nz9p5V34Kr+8YmWkKoZhzxUKMiOx7AM+v8KfXTH1aJGqBquEVJ0/cfPLT//sproK+52jKRSK/gMGlM93my7Czcu7dOlyZHi4Icdw5MiRPXr2ZOtValQSAABVGpCVgE5hbWPj5u7etm3bocOHlb1fLXO+UFplXyulj0paYRjh2qNWWp8JMrUo/cbNz45c5oW8qb679HRlFFiZR5Zqxi8fWUa6KUWgStiVEb5fnvmrRX3x6WUkJSEry3zCN0Tj1xfv8yuJfP34UjGMB5Gr1Sahw1WalrilvoHrcvyrQNwiP6AU7kr1XuYzVIcgbqnUPX6eUqFP5J+jJ0+cVFujA2XJz8+Pioi8cP68kYnxtBkzOnl2quTsTQAAdACQlYBOQaFQzM3N09JSv77/G6UtoJqBouizp88MDCCi+jM+fvx49vSZC+fPO9Vwmjt/frv27Wg0mqa+RgAAVGlAVgK6hq2tTXJSsqZXAWgjYrGYx+OZmuFm8gBpsxoWGnor9mbtOnVWrl7VysMDchcBAPgdQFYCukbd+vWvX78ul8u/H5wIVEM+fvhAZzDs7cFwEUlMSIiKjLp37567u/vGLZvd3N2glg8AwO8D/+4CuoaLs7NYLE5LS6tVq5am1wJoFy9fvrSwsPh+xLnOk/DyZUhwyJOnTzw8PLbv2N6wUSNNrwgAAN0BZCWga9jY2rKY7Hdv34GsBL4gJSWldu3a1Xaf9+GDB8fCwl4lp7Tr0OHgwYM1/iWtHgAA4JcBWQnoIPYO9h8+fND0KgDtQqFQpKWmeffzRqoZKIreu3M3LCz0/fsP3bt3/3POnJogKAEAqBhAVgI6SCO3RkmJSRiGVdu6FPA1uTk5ebm5jRs3rj4XRyKR3Lp5Myw0LJ/L7dGzx5p166p5AwAAABUNyEpAB2nQoMGFc+eFQpGBgb6m1wJoCxkZmRQKxdraGqkGSKXSixcunIiOLiws8vHx6ePd19LSUtOLAgBA9wFZCeggNra2QpGwpLgIZCWg5sOH9za2tmy2nm5fk+Ki4itXLocfD6fRaP379xvg46OvD39cAQBQSYCsBHQQCwtzIyPjd+/e2drZaXotgLaQkJDYoGFDPGtcR+HzeJGRkRfOnafR6aPHjO7StauhIRi/AwBQqYCsBHQQAwPDho0axtyIad+hg6bXAmgFcrk8KTFxytSpiC6SlZl15syZs2fOWFlZTZg0sUvXrgwGQ9OLAgCgOgKyEtBNWrXyOHrkiFQqZTKZml4LoHnevXsnlUpcG7giukVOTk5YSMj1a9ft7O3nzZ/XvkMHSAEAAECDgKwEdJPWbVrv2bUrISGhWbNmml4LoHmuX7tWq3YdOx1qinj75m1UZGRsTIyzi7P/Cv+WkLsIAIAWALIS0E2MjIwcnZyePH4MshKQy+VPnzzp1qOHblyKt2/eBgUGPnzwoHGTJus3bYTvcAAAtAeQlYDO0rlL53Nnz/mNHQt9ZtWc9+/fZ6RndOrYCaniPH/2LDQ09Pmz561atfpn9y5nZ2dNrwgAAOAzQFYCOkuTJk327dmbz+Xa2NqW1zFlMhmCINVEpyoUChRFSUt54n/yVenrsu9oM8+fP7exs7O0qqrGjRiKPX78OCQ4KDk5xdPT859dO0FQAgCgnYCsBHQWO3t7B0eHhw8f9h8woLyOefbMmWPHjvXt692sWdMaNWsaGRn9wkF4JSWZmZlZWdmZGRkKVGFhYVmzZs3adWqzWCxEmzgZfeJEdDSdwaBSKLh+VOpJCn4T/x+/QcWhUWlUKgV/S6XSWEymgaGBgYGBoSH+Rl9fn83WMzMztbCwMLewMDY2ruRngWFYzI0bXl6eVCoVqWooFIp7d+8FBwVlZmR4dem8YNEiXWoPBQBA9wBZCegsLBarSdOmMTGx5Sgr27ZrR6PRrly+HHH8uCGHY2tn61zfuXGTxi6urmwWm0ankZASDMMwuVyuIBCJRCkpKUmJia9SXqWnpwsEAo6hoZW1NYNOz8nNLSwoMDE1bdCwQc+ePRs2akTqS4VCIZfLNag1mzVvbmJqgiAUDENRDMPU/+Ov1O8rIUubqAKVSKUCAV8oEOTn5wv5Ar5AIJFKBHy+RCzRNzCwMDevXadOw4YN3Rq7m5ubs9nsin4WRYVFnz5+mjZ9OlKlkMvlMTduHAsLy83J9e7f33/lCgcHB00vCgAA4D+gYBj2X48BgKrK2zdv//fnnzt37apZq2Y5HhbDMD6Pl5KS8vz585TklIyMDB6Px1TBYrGMjY0wFCvmlUglUolELJFI5XK5kZGRjY11fWfn5s1b1Heur6enR5ofKeSKEl7J4/j4m7E3kxITMQRzdnYxNDRMTkrKzs4+cOhg7Tp1kCoLKT2lUqlQIPz06VNKcnJyclJaWnpBQQGTwahVu3aTpk3q1avvVMPJxsamIhZw5tSp6Ojog4cPVxWrKYFAEHMjJjQkWCKWePfvN9DHx8TERNOLAgAA+CFAVgI6zpTJk1u0bDlx0qSKO4VAIMjMzOTz+UKhUCQUCgXC4pJiCoVibGysT24DEzvCNjY2/xmjl5+f/+LFi7dv3ggFwlq1a504caJJ4yZ/zvkfolsoFIqM9PS0tLSUlJRnT5+lpaUhCGJubm5jY1O7Tm07OztzCwtzc3NTU1Mmk0kn+KKJk/x7mNSsCoUCwTCy9RNFUR6Pl5aWlpme0bpNGxtbm2lTpjZu0viPKVMQrUcoEJ47dy4qMlKhkA8b7tutezdTU1NNLwoAAOAnAFkJ6DjXrl7dt2dvUGhIVUxGfvHiRUlxsc5nBYlEosyMzOSkpHfv36V++lRcXEKWeGUyKYPB0NPTZ7PZGIZJpVIUVeBSUqHccxdLxNw8LpfLJUepSKFJo9ONCNauW2dpafnn7NnBISFaPq+Tl5d36dKlqPAIAw5n2LChPXr2rIT2AAAAgHIHZCWg4xQWFo73Gztvwfx27dtrei3AD8Hn83Nzct6/f//m9Zt3799//PD+08dPXC4Xl4w0Go1ONzE2NsermXhJ08LS0twCHwdS/9lAZzDMzcysbWwcHR03rFsnEolWr12rtZc+n8uNjIi8ePGCsbHx6NFjOnTqCIISAICqC4zsADqOqalpJy+vqMhIkJXag1AoLCkpKS4uLi4qKi4uzs/Pz8nOyczM5HK5QoFALBajGIaPkRsaGhkZtWzZslev3tY21tbWNpZWlqampiwWixg6x/nOWQoKCm7fur1m/TpEK/n44cOZ02cuXrjgVMNp3vz55DSYphcFAADwW4CsBHQf737es2fM/PjxY82a5Tm4A3wHFEVlBLySkuzs7KzMrJycnDwu/lJcXCQQCAV8Pj7nzmbr6euZGJvY2Ng4uzi3t+xgYmJiTLzg29gmxoSR0S9y7uxZWzs7Nzd3bftKffr0KSwk9PatW7Xr1lm5enUrj1ZVwv4TAADgPwFZCeg+derUqVmz5qWLl6ZMrQJzG1UOPp9fVFhUgJOfl5eXkZGRTgx6CwQCkUiEIBg+smRgYGTEMbewqFW7Nl51tLWxs7UzMzNlMJkMBoNOL/9fRCKR6ML5C6NGj2Iytci7PjEhITIi8v69e+6N3Tdt2eLm7qbpFQEAAJQnICuBasGgwYN3bN8+avQoQ0PDcjysQqF48vixRCJBEAqKofhdpKUjMaaMku5dxGsUxRAEf4etp2dibOxUo8avWalrCgzDyOpjSXFxWlp6auqn7KyszKysgvyCkpJiPo9PpVH19Q1MTUzsHR3c3d3MLSxNTU2MjI1NjI05xkbGRpXtgv4oLk7A53t17oxoBy9fvgwJCn729KlHa4/tf/3VsFFDTa8IAACg/AFZCVQLWrdtYxpgeiIqesxYv3I8rFwuDwoMKiwooBJdcWUSDslbWOm7qg/K5XKRSCwUClxcXPp6e7ds2cqQ85nSRVFU2/JguHl5O7bvePfunVgkwrseiZZHczMzWzvbZs2aOTk5OTg6GhsbMxgM7fGGjAgP792nt4GBgaYXgjx88OBY2LGUlJQOHTocOHyoRo0aml4RAABARQGT4EB14eqVK3t27z5y9KipmVk5HlYsliAI9q+R2Z/fT6aKi0TC1E9pd27fvnr1KoPBaNWqlbOLM2la+fTJ0569evbu0wfRJng83r279xgMhoWFuZmZuYmpqaGh5uXad3j65OnSxYv37N+nwW5aFEXv3LlzLDTs44cP3Xv28PEZVKMmCEoAAHQckJVANWKcn1+79u0r1Br9pxCJRPfu3ouJuZGVmUWlUtlstrOLi7d33xowWvQbSKXSmdOnN3JzmzlrFqIJJBLJzdibYWGhBfn5PXr29PX1NTM318hKAAAAKhmQlUA14vatWxvWrQ89fgzCS3SYmBsxWzZvDgkLNSvXsvSPIJVKL5y/cCIqqri42GfQoN59+1haarUNOwAAQPkCvZVANcKjTRtHJ6djYWHTpk/X9FqACkEmkx3Yv3/EyJGVrCmLioquXL4cER5Op9P79es3cNAgPT29ylwAAACANgCyEqhGMBmMMX5jNm7YOGjwYGtra0RHwTDszZs3lpaWxsbG2jb9U9GcO3tWLpcNGDCg0s7I4/GiIiLOnzvPYDJGj/Hr0rVL+boNAAAAVCFAVgLVi3bt2zs5OQYHBc2bPx/RRUpKSjZv3Hjnzl2OEcfGyrpZixbu7m61a9e2tbNDdJ2ioqKgwMBJkyZ/MVxfQWRlZp05ferMmbPWNjYTJ0/q2q1bRRhwAgAAVCHglyBQ7fhjypT/zf6zT9++rq6uiG4RFxe3bcsWIyPj/QcPyGWy5OSU+EePrl6+jKKolbW1o6Oji4tLQ7dGNWrUYLPZuhcVeDL6hKEhp3vPHhV9opycnNDgkBvXr9s5OCxYuKBd+/YgKAEAAGBkB6im/LVjx8sXL3fv3cNmsxGdIDU1NSgw8GbsTd8RvqP9/BhlymZisTgjPf3Zs2evXr369PETl5snl8lNTU2dXVxcXF1r1HCys7e3sbFBqjjZ2dljR49ZvmJFu/btKu4sb9+8iYyMvBkT6+ziMnL0qJYtW0LuIgAAgBqYBAeqIzweb9wYP59Bg0aMGolUZeRy+evXryOOHX8YF1e/fv3pM2fUr1//+5/C5XIz0nGSk5NTklO4eXkIhWJhYWFlZWlrZ2dnZ1+jZg1HR0cOh8NkMqtQEW7BvPkUCmXdhvUVtOY3b94EBwY+fBjXuHHj4SN8mzVrVhFnAQAAqNKArASqKXdu31m1YsXhgKNOTk5IVYPL5b598/bp06d3bt8uLi5u3rz5kGFDGzVq9LPHQVFULBZnZWYmJCSkpaZmZmbl53NLikv4fD6DwTAwNLC0tHR0wrGwsOAYGenjGOjr6+Fv9fRIp3dt4Mzp0/v27A0KCbaoAEOfZ0+fhoWGvXj+vJWHx6jRo+s7/4dwBwAAqLaArASqKQqFYsVyf7FYvHX7tn97jIDPv3btGo/HYzAYdDqdRkInIN7DX8j3la8+u1/9cBqNpk7foZR575v3kKPcaBmkUmlJcfGHjx/fvXmbmpaak51TWFgglytcnJ3bdezQpEljJ6fyjG/hlZQUFBbmc/MLCvKzs7JTU1PTUlOLS0okYrFEKqVQKGwWi0X8z2azDYggRyMOx8jIiMVmMRhMBoNOhDgy3NzdK2fcPjsra6yf36w//+zdu3c5HhZF0cePH4cEBaekJHt5dR44yMfZGQ9DAgAAAP4NkJVA9SUvL2/cGL9pM2b07vNtOVJYULBz587MjAwKhYoLPYwAf4e88dXrzx+Dv6juIFUjlUolZST18//x+/EPKdWlXC5XKIhXCvx/GpVGZzA4HI6lhYWDo2Ot2rXq1a9fs2ZNfX39yrlQGIbJZDJyQSKRqLCwsLAAf1VUWFjCKykp4fGI/yUSKamDFQoFqlBMnjqlTZs2Fb02qVS6YP58jqHhmnXryuuYCoX83t17wYFBGZmZXbp29fX1tbWzLa+DAwAA6DAgK4FqzemTp/bt3RsUGvJTaSiqMqKCFJikksJVpYJ4v2ypsfQeBfm+ouznKW+owVBUgSAUBl7uI0p+BAwGg8VimZmZMRgMpIqgUChIGV3RJzoRfeLwoUOBwUEWFha/fzS5XH7jxo1joaG5uXn9+/fv3bePg4NDeSwTAACgWgCyEqjWoCi6bMkSHo+3Zds2nZkKrz6kpqZOHD9h0ZLFnTt3/s1D8QX8mOsxYSEhYomk/4D+A3x8TIyNy2mZAAAA1QWQlUB1p6iwcNLESZ27dJk6baqm1wL8BAqF4s9Zs8zNLfxXrvidsqhAIDh/9mxUdDQqVwwbPrxr9+6mpibwlQAAAPgFqox7CABUECampqvXrJk2daqrq4unlxdc56rCnt27MzIy165f/8uaMjc37/Kli1ERkYYczqhRo3r06Mlis8p7mQAAANUIkJUAgLg2cJ01e9aWTZtr1qpVs2ZNuCLaz/lz586cPv33zp3Gv7RVzeVyIyMiL128aGxsPGPWzA4dO0ILBAAAwO8Dm+AAoGTtmjVv37zdd2A/KAwt58mTxwvmzV+6bJnXz7dUfvjw4ezpMxcvXqxRw2nkqNFt27XVvRBLAAAATQGyEgCUCASCKZMnO7u4jvEbIxGLqTQaYf9DpVFpuP+P6iYJcZeS0h8nlfEkhXj54s6fe8C37vzi/epJTnb2xAkT+/XvP2nypJ/6xE8fP4aGht65dbtO3bqjx4xu2aoVXEwAAIDyBWQlAJSS+unTtClTP376JBGLS39IVH6SZfVg2ZuE6yT+gktP0oISf0vcQy1zByFM1feotWlZhfoV6gd+cQ+uc1Uf+OyYyuP96+eVnpVci/Ih5IHKrINGw+UyLppJd00lKt9N6jdvqu4kbpbe98Wjy3wY9+pUfgJ+Hb9zDoRCMTAwkMvlM6ZPr1mr1sqVK3/8GzcxISEyIuL+/QfujRuP8Rvj5uYG3/QAAAAVAchKAPiMu3fuTJowkUql2trZymSyz2wlleaSGO5SqYJ0C1e//tGbxMu/P0z59ueO+flN9Tm+ONa/fPQbN1WyT2niThZrVZJPrfmUIrLsner3iDeqd9Uy8xufTKVQEZUaLT1HWYmpkMu9+/fLzcnLzMrYuWvXD1rBv3zxIiQ45NmzZx4eHsN9hzdo2BC+3QEAACoOkJUA8CW3b99e6b/if3P/1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+t29+27g4M3ELAZWQ00sCRNgPnRAunt6b1UUWFgZLi4nwfAvIBCoaFhYZnZ2czMTH19fWRkZLr6+oTECDtBWrN6NTA/IkEAPVogZ86cpqWlBdxFSAFmFmwR3PmLF9Q1NTzctu/0D3j9+jWe8aux/wPys0kRQI8WWkB7+YqCosKSWq8CzAsmZuZDkZFJR4/29fU5OTqGBIe0trTOPHQ1Nn6EmQTys0kOQI8Wwu3bt1u/fgUc+0kQfgH+tIz02Li41pZmfT29qMjDMxbBYffXMECCNskBxLMXQlVlJT8/PxgMXvTPA2BREBMTExYWrq6uTkk+eqmiQlNby8HRcboIDpueDazXSBJgfjRvur59u1xxyQzIySZt1q5dKycnV1JWGrBz5907d7XUNTIzM3FFcGuw22vYQuhffY0APwLMj+bNuXPn6OjpOLm55v9UgOVm7dq16poasvJyVy5fTj2WeurESXMLc2lp6bXr1gLxIxIEmB/Nj7GxsYqL5QpKSkAk+zdi48aNevr65y6ct7C0KD1eYmFu3tvb+6svCmAGAD2aH/fv3Wtrb9fRBXKyfz/+/vtvSyur/MICR0cnSnKKSxUVFy9cWKJOcAALA8jCmAdoNHpPyJ7xsdGYuLgFvt8ApEFvby+uExwlFZW7h7uMjMxq4nouASwKgB7Ng2/fvqkqKSclJ4tJiC/O2w/wS2n60lRSUnLq5Ek2NlZnF1dRMdHVU6FugF8FoEfzIC019VrVtZy8nH//BdIgVw7Nzc2ZGRmVl69wcnE6ubgIEfLAXTrGRkfXrV+/iD17fzuAOepcQaHRVVevKigqAGK0woDD4WHh4Vm5OeTkFNtd3XZ4etW9rVv+y3hXV2dpbpGVmbnqDwbQo7ly+9attrZ2ICd7pcLGxhYZdTgvP2/VqklrS4tdgUFv375dtrM/e/bU2dGpsrLy4YOHq/5gAD2aE5OTk1euVAoLC1NP9YYHWKmwc3AkJCWlpKZ2d3U52NrtDQ39+vXrUp/01q1b9rZ2/QMDDAwM0/2+/0zWjI6O/upr+A341vntamWlsQmBVl8AKwNBIaHUjPSY+LjGz426WtqxMTFNTU1LdK4zp087OzhCIJCMzAwEEon+zu7yD2Td/n0R//zzNzMzMwsrGxwB//ffjRs2ELKP+fM4c+YMIwMDF5CT/cewevVqcXFxYWHhW7dupR1LvXD+gp6enoOT4+LmwWZnZkaE7xMVE4tLOLJlyxY0CvVzMHtychKNRk9MTExOTv7zzz8rewdwdW9vb9vXr+/r69++fdvT07tt2zZycjJqamo4AkFDS0tBQfGrr/DXMzw8bGVhoamlbWdv96uvBeAXgEKhLl+6nJuT097e7ujkqKWlTU6Br8HJXBgbGzsSF380OVlLW+vAoUPbtm3r6emxMrfY+O+/O4MC+3r7+np7O6Zob2/v7ur69PlzX29vbn6+iKjIqpXLuq1TsLCyamprozGY5i9YWpqb7969e/HCxbGxMVpaWmZWFiZGxq1bt/6zceOaPy9t7O2bt81NzTS0NL/6QgB+DevWrdPU0pSVk71y+UpGenrp8RJTczNTM7P/12ByPoyOjobtDcvNznZ2cQkMCvx3as61Zs2avzZsqLl9++2bN0NDQxMTE+vXrycnJ9+6devnz5+Hh4dXr17d3t626s/MP8JgMCPDw319/R8/fKirq2v8/GnDXxvIKSnIKShgMDiSBolEINb8GYkSt6urvXd40yCRaZkZVFRUv/pyAH4lI8PDpaWlZSWlaDTa3dNDSVn5n3/+mdcRurq6gnbuvHzpsv/OAE8vr+kb/OTk5M0bN968fkNFTQUGg6lBWEZHR/fvizh/7pyAgODTp08SkhJ19fRWrVzmkQ/Z1dXV2NjY/OVLR0dnd3d3b28PGRkZKxsbExMTBAr9559/Fny7IHFOlJ2ounp18+ZNo6NjiclJf+AMEeAHOjs7z505k5+XT01Nbe/goKKmOsckxpbmFl8fn7u1tfsPHbSytsYfDOrs7PTz8b1WVeXq6qqjp6evqxtxYL+ZufkK/jgWmJ89NjY2NDTU0txc97auvr5+ZHiYnJycnIIcBAYjkUgEErlly5ZVK4X8/PzKy1eSkpPcXN0kJCU8PL1WdEgRYK50d3fn5uScP3eemppqu4eHjKws/u/F69evvb28WppbomJjNDU18R/88+fPLk7Or1++CggK3OG94/Pnz6pKykG7dtmu6CDm4tSLjI6ONjU1NX5ubPv6taurq7ura9XqVQyMTGxsrDS0tJs3bf5n4/zmtCRFR0eHq7OLtra2pLSUs6NTcHCwgpLir74oAFKh8XNjyfHiM6fPsLGzubm7CwsLzzjs/r17Pt4+I8PDCUmJ0jIy+I/58sVLF2enjraOPWGh1jY2q1ev/vTpk7aGpruHh+t2t1Url8WvX0OhUCMjI9++ffvw/n3d27dfv37dtGkzOTkZFRU1DA6joaWFQCCrlp13dXVFhYWjo2OKyoqSklLzzTp78/q1+3b3/QcPjAwPHzp4KC09nZGJcckuFuD348uXLxlpadevXefi4nJ2deEXEPj+r5cqLvn7+kIgkNgj8Tw8BLqrV9+q9nR3n5iYiDsSr6qmhnuw6UuTrra2lY21t4/PqpXLctTTfm1t/fLlS1NTU9e3b11dXYMDgxAohIWVlZmFhYKc/J+NG9etW1qbytHRUXtbu6qrV9euXfvPP/8IiwjrGxpqaWr+Mx9VOnXyZHZmVkZ21smyE3fv3j2WljrtxwwAgOPtm7c52dnV1bdExcTcPTyYmJhWrVpVVlq2O2gXBwd7fEICPQM9/vfq7OkzgQEBW7dtO5KYIC4hMf14S3OLgZ6err5e0K5dK/jdXu76/pHh4cHBoU+fGurr6z+8fz+JmaSgpCAjI4fCoAgklr8JNvObP/19/cqKii3NzevWr5+cnBwfH1+/fj0LC4u1rY2WjvbWLVvneJz9+yLevXuXdDR5V2AQOTl5xIH9QGwb4GdevXyZlpr28MEDNXX1zZs3JyUmKiopHYo8RIl3cxaDwaSnpUcePMjAwJCUcpSdnf37v7a1tRkZGCoqKu4ND1vB7/kv9hsZGBj40tj45UtTe9vXnu6eb9++bdy4kZmVhZmZBUmD/OeffxZFnjBo9LFjxxLi4gcGB9dP+Tngcl5XrVolKirqtWOHlIw0wYN0dnQGB+8+e+qMb4Cfo6OTrY21sYmptY018ZcHsCJ5cP9+Rlr65UuXqEGg4tISFhYW/OMP7t+flJAoLikZn3AEiUT+8NeOzg4zIxNhEZFDhyNXrVxIyP9oYnxieGS4ra3tXd27+nfvurq+kZGRkZOTU1GDENgtOyQlJSUxx797525xcfHtW7fa29v/+uuvNWvW4OZK5OTkgbuC9A0M//131uXbp4YGnx3edW/rPLw8r12rsrSyZmJm2uHhuf/gAQlJSWKuCmAFMzk5effOndzc3NcvXxkaGRkZG8MR8J+HDQ4OhgaHFBUW6ujpHjp8eMaiiO6uLnNTMzZ29viEI6tWLiSkRz+AQaObmpsbP39ubW3t+vatu7t7bHQMSUPDxs5Gz8Cwbdu2f/75ZwHLpefPn586cfL8uXOdnZ3r1q1bs2YNGo1es3atmJiYta2NnJzczzOy58+f++7wbm9vPxwdraGpcffOnaDAoOSjyXV1dbnZuZk5Wb8kQg/wuzAxMXHzxo2Uo0f7+/p1dHXtHOw3b948/dfe3t4AP//Tp045OTvvDgmeLVGmt6fHytIKjoAfS01dtXIhXT36MVl8ZKSvt/fjx4/YZPFPnzds2EBOgQUKg9LQ0MARCFxCWlNTU2lxMTsHJw8fLwwGm+2ADQ0NqUdTTp8+PTY2tm7dusnJyYnx8fV//cXDw2NpbSUjKzvtK3K7+ranu/vGjf8eSUwQFvnPVm5Bfn5ZSWlOft6xoykNDQ1Hj6X84TYRAARBoVAXL17My8nt7u62d3DQ1tEmIyP7/OmTr4/v3dpa/507d/h449nYGRgYsLWy3rJ1a05e7gp+t38PPfqZrm/fsFt2XxqnksW7ent6yCkoOLm4Pn/6dCBi/9q1a9k5OLh5uJVVVETFxGYUCwxmMi83JzY6prune93adbigEgqFWr16NQcHh72jo7GJcfnFcn9fXwQSeeTIEXZOjunnolCovXtC+/r6Ig7s9/L05OTgDNwVtLxvAMBvyeDg4KXyirTU1H83/SsuLlFdfetd3bvgkBAbO1v8k/2hoSEHO/vVq1cfLy1ZtXL5XfXoe8ZGR4eHh5uamt7X15eVlD548GDNmjUoFAqDwWzatImKikpVXU1SSoqTi4uc/Mey7Lq3dWlpqVcqLvf29qz/Lqi0adMmXT3d06dOCwgIxCccgf401RoYGHCws5OQlDQwNHS0t3d1c1vZhUUAi8jw8HBpSenxoqKnT5+amprGJyYQTHkZGxtzsncYHBo6ffbMCv4sVoIefY+3l9epEydXr16NwWAmJydx9UEYDObvDRu4eXn4+Pk1NDU5ubh+CBLdv3f/5IkT5eXlfb29a9asWbduHRqNHh0d1TcwOHDo4GymKx/ev9/h6eUXELBhw4bg3buSU1I4OTmX64UC/PZ0dnaeP3euML8ADIHY2tkpKiniKYKbmJhwdXb++rWt4vKlVSuXFaVH2O2M2jvPnj3t6urq6+sbGR6ZmBgfHh7p6+vr7u7u7uoeHBxYu3YtCATS1NZSUFQUFhH5/r5UX19ferzk+rVrDQ0Nq1atsrSyCg3bu2HDBjxnDAkOvnL5cklZafXN6vPnz2dlZ5EDjlEA86GrqwtbBHf2HBQGc/dwl5SSmnEYBoPZ7ur24f37qhvXV/AbvKL06GfQaPTQ4ODQ8PDgwEB/f//AwODIyPDAwMD7+vfr1q319fdbv/7/eRIMDw/bWts8uHffc4eXh5cnHjGanJw8djQlOipq7bq1oqJiKceORewLR6HQUTHR69evX5YXB7By+Pz5c3Fh0bmzZ7l5eFzcXAUFBX8e4+Xh+erly2s3b67kcu7JPxXcgu57mpqajPQNGGjpcnNy8T93YHAwdM8eSjJyfR3durd1Pju8A/z8u7u7dbV1kpOSl/KqAVYynz993h20S0RIaLuL6+PHj3/4q5+Pj5S45Pj4+OTK5c/Vox94V1enKC/Pwsh07tw5/CP7+/tdXVypKShtrazb2tomJyc72tu1NTXz8vLq6+sV5OSuVV1brqsGWIG8evnS19tbWEDQz8f3/fv3048HBQaKCYsODg5OrlwAPcJyt/aOiJAwPw/v7erb+N+v1tZWY0MjKnIKX2+foaGh6cefPXumICv34P79S5cuKSkovK+vX+pPDmBl8/zZ8+0uboL8/KEhe+rfvZucnAzfGyYsINjd3TO5clnh8aO5cLWy0tfbh4yM7OixFC5ubjwjP3365Obs8vz5cw9PT18/vx9MnfJz8woLCvIKC4oLC588eZqZlTkv/wAAgJ+5f/dealpqfd07PX39r1+/1tTUVFy+tJK7bEz+2eTn5zPS0etoaX/8+BH/yMePHkuIiSMg0LRjqT/8aWRkZF94uJS4BB0CaW9nNzAw4OriEhiwc2xsbCmvHeCPAIPB3Lx509rSkoGWjpuT6/Xr15Mrlz9aj44mJ8MhUBsr6/a2dvwjb1y/zsvFzUBLd6K07Oe/FhcVI6AwNmYWehpaGBgSFxvX9vWroZ6+pbnFhfPnh4eHl+wVAPwpjI2NVV65YmpsrCArdzQpeWiFRpH+UD0aHh7euycUSg0K8PPv7+vHP7i4qJiFkYmHk/vatZkD1VYWlggoDAmD0yKQSBicDklz5vTp8fHx3JxcIwMDHS3t7KysL42NS/NSAP4gxsbGTp86raetLS0hWVRY1Nuz0mJJf2L8qL+/f2/o3uNFRZ5eXn4B/vgtltKPpUZERCBpaBKTkwT+vwnpNCZGRq9fvu7p7Vm/fv3q1atRKBQEAsnMyebm5sbVdpccP97e1i4iKmpiasrMwrxkrwzgj6C/v/9SRUVmesbff/9tYWlpYGS4YlLe/jg9avva5u/rW11dHbp3r6OzE56RE+PjkZGRyYnJwsLCsfGxzLP7aYWG7Hn18sU/Gzfev3d/fHwcVz0HRyAsrCzV1dQYGLFO2y9fvCguLn76+AkzM7OhsZGomNhKbQ8FsDwMDg6WFB8/UVa2dt06D08PRSWlX/iNevToEQQMhsFncHeaH5N/EvX19TqaWgx09MeLj+MfOTw8HBSwk2zLVnNTs9aWFvyD37x+o6mubmluwcnGzsfDg4TBYWAIAgoDU1OLCgkHBgQ8f/4cN/LTp08JR45oqKlZWViUHC9Z2bkkAMvA169fU5KPiouIGhsZXa28ikajl/9tz87KYqSjD9+7l/hD/UF69PjRI3ERUV4uboL5ih0dHfZ2duRbt3nv2NHd3T2Xg9fX1ycnJV2/dq27uzsjPV1RTgFMRY2EweEQKBQEZqJnsLOxvXzp0vAwNmVpaGjoeHGxpYWFhqpaclJSw8eGRXqJAH8oHe3thw9FSktImpmY3r5NIIduERkdHY06fBgGhlCRU4QBejR3cBtkEqJi9+/dxz+yoaHB2MCQchvZ3j2h32c8zouW5pbUlGNC/AIwMAQOgdLAEVAQmBaJ1NfRzcnOxmkcdh/3xg13NzcVJeXg3btfvHiBQf9YwgIAMHc+fvwYEb5PRFDI0c7+53KTRWd0dHRXYCACCrOztuHm5IqLjSX+mH/E/Oj0yVP0NLTqKqof3n/AP/L5s2fSklJwCPRo8lEip77Nzc1qyiqszMwiQkKQqbkSVpWoQUgYXERQKCYq6s1/E0nq6urC94apqag4OThcraxcsAgCAExOTjZ8/BgYsFNMWMRju/uzp0+X6D3p6upycXTC/lKSkt69e8fDyZWW+mNe3gJY+XqUmZ5BA0eYmpi0NDfjH1lz+7YALx8DDW1+Xh6RJ3396pWstAwHK9ul8vK3b9+Gh4Vzc3BCqEEIKAyXEwCipBLg5fPZ4X33zl3cU5qbmzPTMzTVNUyNjPNzc7tX3FYuwHLy4vkLb68dosIi/j6+nxo+Le7BW1taTY2M4RBoTnY2rvaTkZ7heHExnqfM8e6+kvfXRkdGExMSjsTH6+nrR0Yd/t5E/Wcqysu9PDz//fff6JgYZVUVYs57u/q2r4/36tWrE5OTRUVFcQ++r3+fnZV5qeJSB7a7yYbVa7BpAWg0+t9//xUSFjYxNZGXV9i8ZfPY2NiVy5dPnz7d0d6hqKiooanBwspKzMUA/Mk8ffI0PS3t6dMnaqrqFlYWjFP9KYmkru6tt+eOz42NUdHR2jraq1atevHihaaaemx8nJKy8kB//+DQ0NAglv7+gZ6e7u7unqbGxp7e3l27djGzEmj6tGLnR0NDQ/6+fjAwJCQ4hOA2VlFhEQ0MLiYsUkN0LPDixYtszCzyMrJv3rz5+a9Pnz718vBgZWKGgsBQEJgGjqCBI3CbcZpq6seOHu3s6MCNvHf3rq+3j7Kior+P74P7D1AoFJEXBvDHUnO7xsrCUkpcYv++iG+d34g51KNHj6TEJbg4OG9cv/G/Bx8+JNuyVVxUTEVJWUpcQpCPn4OVjYGGFgmD09PQQqhBIEoqCBWobKbahj9iftTZ0REYGFhVedU/IMDLeweekeNj46mpxw5G7Ofl4zuSmMDKxrbgk05OTuZkZR/Yv59fQCA2Pu7nln7TvH3z5tTJU7du3ap7+xaDweCS2SYmJtasWQMGg7V0sPDwYru8N35uPF5cXFtbQ05ObmRsLCMjs3mWfjgAAHjAYDA3rt/Izsz89PmTmbmFoZEBBAJdNU8qr1T6+/qSk5PHJxzh4+effry5uTkifN/IyPDWrVupqKgpKSkpqSipqagpqShPnDiRn5uHa02WdDRZTl6ewDkmVxxfvnzR1dKmQ9IWFhRg8K5aR0dHg3ftAlFSGRkYNhJXz4HBoONiY6EgsJODY2dn51ye0traeurkKSsLS0Y6ehgIDANDaOAIJAwOoaLm5uB0dXa+dfMmblrU0dGRn5dnqKdvoKuXdix1jscHAPiB0bGx8osXtdQ1FOXlU46mzGvn5PSpU0wMjOoqqvXv5uqlsz8iAgYGW1tYJiUm8XHz3LzxvynVbKw0PXrx4oWcjCw7C2tFRQX+kd++fXN2dKQkI3dxcu4hLng8ODgYFBgIoQYF79o9NDi/3TEUCvXi+fPwvWFy0jLTyQEIKAxCDaJD0ujr6pWVlOIWcSjUxJXLV5wdnZQVFPdHRLx48YKYawb4Y5mYmCgrLdXS0JSTkSkqLOzv68M/Ho1Gp6WmwcAQSwuLr61f53KKvt5ed7ft1BSUri4uAwMD5Rcv8nBy3b5168/Sozt37gjy8Qvw8t2tvYN/ZHt7u4GeHoiSKigwsL+fQD0tfrq7ure7ukGoqKMOHybGYKSpqSkvN09RXgEnRv8LLUFgygqKcTGxTU1NuJGPHz3evWu3koKil4fnyRMnqm9Vv3z5srm5ua+vb3BwcHR0dGJi4mc3XgCA7+nr6ysqLJSTltHR1CorLZvNBndiYiImKgoGgri5uPbMLTe4s7PTytyCYiqDb2BgYHJy8mRZGQ8Xd21t7R8UPzp/9tzuXbvAEHBCYiIH3r5DHz58cHd1e/nypV+Av6+fH64n0sJobmry8fZ5+ODBvogIa1ubVUQzNDhUUVFeWlLy+PGT8bGx6dDS6tWrKSgotLW1tPX0hISEVq1a1draerLsxPNnzyZQE6OjY6Ojo2g0esNff/2F/eevv//+Z9u2rWRk5GRk2H9t3rz533//3Yj9Z+PGjf9unPp/GzduXEDDcYCVxODgYHFh0Ymysn82/uO23V1JWXHduv+V5g4ODOyP2J+bk+Pi6ha8J3gu9XHv3r3z8/F5+uTZruDd2923475gpaWlkQcOpqanifx3u3k2VogeFRYUhIbs4eXjS0hKRCAQeEY+ffrU3dWtpaVlX8Q+KxvrNWtm7XhFkLdv3vj5+H5saDh0OFJfX3/V4jE4OHi7+nZ+Xt6D+/dHhodxjSoxGMz4+DgFBYWYuLiBgb6isjKuWRN2M3Gqhwp2k3VoaHAA+6/BwaG+3t6enp6e3p6eru7BoaGxsbGJifGx0TEMBrPh7w0bNvz999S/N236d8uWLZu3YNm2dds28v9o2NatW9etX7duHbZz79q1awHlWsG0tbWdLDtRXFREz0Dv4OgkIyuzZs2arq6u4F27sXkw3t47vHfMxULg4cOHfj6+XxobDx2ONDMzX/XfG31xUVFMVHRaRrqQ8H86zq9YPZqYmEg8gk0y0tDU3H/gACUVJZ7Bly9fDpqybYyOidHU1iLmvPfv3fd0d1+1alXckfjZemYRCQqFulN7p6iwoPpW9cDAAO4LgcFgUCjUhg0buLm5dfR0mZiYNm3a9O+mTf/+l9k6nWIwmImJCRQKNTo62tvb29Pd3YNNDunp7+vr7+/v6+8b6B8YnpKtsbGx0bGxifHxdevWbfh7asq14e/NWzb/V6nItmzZMn26qdnWP//8g51trRjXiz+Tjo6O7Kys8gsX6RkZLCwssjOzHj9+EhoWamVtPZenl5eXB/oHrFu3Ljo2VklZ6fs/5eflHYmLz8zO5hf4367cCtSjsdGxQwcPpqUes7ax3RO6ZxPejMfSkpKQ3SFbtmxOSEokUkEqr1T6+fhSUlDEJybw8vGuWkowGEx19a246NjHjx/jpiq4x9evX09LSwuBQEZGR0ZGRletWjU139mwadPmKQXZsGXLFjIyss1bt5Bt24ZVEXIycnLyzZs3r1s3Ne+ZXTtGRkaGsClt/01rw866hvr6+nq6p2Zb3d39/QPjY2Pj4+NTc64JrFxNzbc2bNiwcePGrVOzrc2bN8PhcEXlX2mCAbAAPn78WFRQUFJS0tPV7R8Y6OfvN5dnlZWWBgbshEKh8QlHhEVEfvhrbnZOUmJiVm4OLy/vitWj7p7u4KDd58+d8/P38/L2xtMBfXJyMikhMToqipmFOf7IEW4ebGrPgik5XrJrZyAPP29CQiINLc2qZWGgvz8zMysnK6urqwv3C5+cnNy8ebOLq6uRsdHWbdv6+/p6enr6BwYePniQlJCIQqG1tDT/3bSpr79vZHh4bGx8bGx0dGQU9d8YE1awNm8hpyDfvGXrpk3/bttGtmULNsb077+bNm3+32xrto6YuEgnCoUaHx/v7+/v7urCaVVvb+9A/8DUjKvv1auXYmJiwXv2EGxOD0BqfGpoyMnOvn79hpCQoJ29PZ6fDBqNPpaSsi8sXExMLCo2hmUmm7DMjIxjKSl5efmc3Fz4z/u76lFLc0vgzp3Vt26FhoY6ODvhiUljMJjDhw7FxcZJSknGJxyhpaVb8EmxPWlTUiIPHpJXkI+KjqYGgVYtL48ePYo6FFlTU7N+/XpcRGn1qtWiYqIeO7wkJSWncvnrPNy2d3Z2RsfGKqsoTz9xbGxseHh4ZHh4aHh4eGhoZGR0cHDgWMqxa1VVSCRSUUkJjUYPDPSPYXUL+z8MGoOd9fw3zLTx301bpwJMW7Zu2YadbU0t28jJtm7dig2e//XXjIrT3d1tZ20jp6Dg7eO9vO8TwOLw4sXzjLSMBw8eyMnJubq50dLR/jBgdHQ0Jioq8UiisqpyVEwMFDpzjmXqsWOZ6Rn5hQXsHBwrUI/e1b3z8vBo/PLlcHSUjo4OnpEDWGva0LzcPANDw4gD+0FEKMjw0FBMdEzqsWOm5mb7DxzY+It6GQ0ODMTHxefl5o6Nja1bt25ycnJ8fHzjxo179oYyMzN7eniuXbM2KQXraYnnIBgMJikhISY6hp2DIyo6GpcLjotModFoNAo9NjaGi4Z3d2OnPb192FlP/xTYGNP4OHY/b2qx9vffG1Ao9F9//bVp06YtW7dMx5g2b97Mycm1dt06R3t7S2srW1vbZXyTABaTJ48fpx5Lffb0qbaOjrmFOT0DA+7xrq6uPcHBJ8pOWNvY7A0P2zJ75UBK8tGc7OzC48Uzzp7+H5O/Gw/u3xcXFeXn4a2qqsI/sr2t3cnegXzLNn9f3z5CSV/46e/v99juDodA9++L+OX9QjAYzOlTp4T4BSBT7iU4wwA2ZhZONnYFOfm6t2/xP32gv9/X25uKnEJPW+fjBwJdnmZkfHy8t7e3va2toaHB19sHREllYmR07uzZwoKCpITEfWHhPju8LczM5WRknz9//urVKzlpmQsXLiz05QL8ejAYTM3t2xZm5pJi4pGHDvX09jZ9+WJsYAAFgcP3hhH8RSTEHxHkF6ifQ5PU30yPKisr2VhYZSSlnj97hn/khw8ftDU1QZRUUZGHiWx53tr61dzUDAmD/9x57RfS0NAQ4OfPwsiEgMJo4AgwFbWxodGXL1/wP6vta5vlVK6ag53dN+LqTiYmJg5HRtIhabw8vXp+apqKRqOLCgoV5eUbGxtv374tIylVXU04PReAlEGj0VWVV02NTSRExXi5eZjpGXB+IwSJjYkR4hcg2OLwN9OjstIyRjp6TXX175uaz8iTJ09kpaQRUFhKSgqRtmofPnxQU1ZhpKM/UXZikvSounpVQkycipzCxcmZYF1b4+fPGmrq1BSUfj6+fb1ETRgHBwcD/P1BlFShIXvwlEElJSRqqKl3dnaePnlKWVHp1atXxJwUgBQYGRkpv3hRV1uHnZU1PS11ZGSE4FOiD0cJCwh+/vRphejRxMTEsZQUGBhiZWHZ2fkfR47ZqL51i5ONnYWR+fSpU0Se99GjR5Ji4twcnNdn6bz2axkeGgoLDaVFIEN27yboqfLy5UtpSSkwFXXkwYNEanR7e7utlTUcAk1OSsZ/KDQaHRa618LMrK+vLz0tTUNN7fPnz8ScGoBEGB0dPX3ypLaGpqy0TGlpKf6iq0MHDgoLCn758p+Cp99bj8bHxyP27YNBoF4engQLX8svXGSiZ+Dj5r1y+QqR57154wYPJ5eYsMgyWBEvgN6eXs/t7mAq6qjISIJ1c7U1NQK8fDRwRHpaGpFWSp8aGvR1dWngiIL8grmMHxoa8vLw8HT3GBsbi9i3z9TIeI4tEgBIn+7u7oL8AjkZGW1NrVMnTswWGInYh3X1bmlu+e31qKenx9trBxQMCQ8Ln5iYwDMSjUbn5+ZCQWAZSaknj58Qed6SkhIWRqYpd4V3k6RHS3OzqbEJDQyRk5VFcPCpkyfZWFhYGBjPnDpN5HmfPn0qLSnFyc5x5fLluT+rr7fPwtRs755QNBrt7+tnb2cHNHpaSfT19R1NPqogK6+lrlF5+crPv9OwvXtFhITb277+3nrU0dFhaW6BhMGPJifjj0mjUKi4mBgoNUhDTe1dXR2R581IS0fC4OYmpq2trZOkx7u6Ok119amQFmHDvayMTBoEgo+b58aN60Set/rWLUE+fhFBodqamvk+t+3rVx1NraSExJGRETsbW38/f8CBYIXR3NycEH9ETETU3MT05o2b3zfLCQ0JERUWmYtvF+nq0ccPH7TUNRjo6EpLSvCP7O/vD9y5k5qcwtLcor2tnZiTjo6M7t8XAQNBdnh5EWmKtEQ8ePBAVFiEn4f3e8PQGRkfHz944AB2wigl9fTJjxPGoaGhG9ev37t7D4We0/LtzJkzDHT0qkrKbwnlE8zGxw8f5eXkCwsKBgYGjA2NDkREACa8K4/W1tb9+/ZJiolbW1pN96rYHbRLTESku6vrd9WjF89fSElIsrOwVlZW4h/Z19dnb2tHTUHp6e5OZGBicHBwp38AmJKamM5rS8r1a9d4uLglxSUePniIf+TY2NjuoF3kW7dpaWh+/Phjl6eRkRF/Xz8xEVFhQaGkhESC583NyaFFII0MDAnmE+Dn8aPH8jKyVy5fbmlpUVNRzczIIOZoACRLfX19aMgeMWERb0+vho8Nwbt2SYiJ9c7hBk+KenT92jV+Hl5RIeEH9wn0bmxpadHT0QVRUoeF7iUyyaijowO3Z5SSfJQ0lxInT5ykQ9Joqql/+ECgi1wX1vrSiXzrNntbuxmXnGdPn2ZlZmZlZqaBIxjp6E+eODnbVGV0dDT6cBSEGuTm4tLb20v8q7h+7bq0pNT9e/fevH6tKK9w6uRJ4o8JQJrcrr7NQEvnYGe/NzRUSlxiLsaHJKdH586eZWViVpJXrCMUBnpf/15BTg4GhiQnJhEpRg0NDQa6erQIZEF+/iRJkpmB7SJnbmLa0kJgk6KxsdHc1JRs8xZfb+/Z7kgHIiLAVNQ0cAQtAomAwpjoGVydnR/81Ll3aGgoMCAQBobsDtqFM/pbFEqOH1dRVKp/9+5O7R0pcYnqW9WLdWQA0uH169eW5hbCAoIuzs6mJiayUtJzKWwgIT3CYDDpqam0CKSZiWkToVSFu3fuigoJ0yFpjxcfJ/K8uJ60890zWjZGRkYOH4oEU1G7b99O8A7z8sULRTl5EDbJ6BCeJIBDBw8y0TPgmlPiyk0g1CBmBsYdnl5P/pvc0NHe4WBnD4dA42PjFvs1TaampGioqbW1tZVfLJeVlnlGKNse4Pfi7OnTCnLyeTk5B/bvZ2NmoaehTU9Nm8sTSUWP0Gh0bHQMhBrk6uzS9Y1A3OvK5cuc7BzsLKzEK0h1dbUgH5+okHDt7XnvGS0DQ0NDO/38YWDInt3BBPfIa2tqRIWE4RDosaMp+EPFlyoqJMXE9XWwaUTYidJUERzuv7k5OIN3766+dcvYwJCFkSkvN5fI5MkZQaNRYaF7TY1NhoeH83JzleQVGuZQTABA+oyNjcVERSkrKN66eev169eSYuKM9Ax5uXlzjIGQhB4NDAzs9PcHU1OH7tlDcFKXm5PDQEsnKixy7949Is977tw5Rjp6ZQVFgjWov4SOjg4HOzsEFHokPp7g4IryCiYGRlYm5lMnCEdkUCjUgYgIBTl5BTl5IwNDXMOl6eUbDAxhoKUDU1EnJiRMLhloNNrXx9fBzn50ZDQ+Lk5PW7e9nai9UYBfTnNzs5Ojo5mxyedPny5evMjJxs7DyXmV0JYUaenRt2/fXJ1doCBwbHQ0wTBQcmIihBqkJK/w9g2xCpKbk0uLRBrpGxC5Z7RENH1p0tXRpUPSFOQRvreUlpTQIWl4uXkuz3nCiEajnz59Wv/u3dDQ0JUrVwz19HELN9wKDtfdREpCMurw4aVLwhoYGLCxtt7pHzAxMRG8a7eNtTWRNgwAv5D79+6pKimH79377du36MNRcAhUQlTs/v35TRoWoke9PT2VVyoX5Wva2Nior6uH/dURKj4YHR3du2cPJRm5uYkpkb0bR0dHcWtDFyenuexBLj+vX71SkJVjY2Ypv1iOf+T4+PjRpGRqCkpZKenHjx4t+IwT4xPnz53j5+WDgcAICNYwgBaBhEOgUBBYWEAwJSm5ubl5cgno7Ow0NjTCRbtcnV18vL3nUp8JQFKg0ejC/Hw5aenS0tLPnz472NmBqai11DUI1r0vjh5lZWSQb90mJSGZkZ5OzLbLq5cvlRUU2ZhZzpw+g3/kQP+An48P2eYtrs4u374R1YB8eHg4KBC7ZxS0M3CAuM5rS8T9+/eF+AX4eXkJpkGPjo6G7w2jpqTSUFMnuB1JkOLiYnYWVlVlFRVFJZwS4eZKCCgMCgIryMnFxcY2fGxY9GSIho8f1VVUcnNyent7TQyN9kdETJJkvgXAjAwNDQXv2q2ppv748eNHDx8qyMlv27xFVlLq3YIKreatRwP9AzJSUjJS0hZm5rQIpIykVHFh0QJmGXdr7wjw8gkLCNbWEOgS19raamVuQUlGHroHn7XFXOjs7HRycIRDoDHRMaSZZFQ+teqWlZZ5Saj9bNe3ru2ubhTbyKwtrdra2og56djYWFTkYQQUhjMtGRwczMnOUZSTx3aj/O8eHAwMgYEh7Cys7m7br1y+3NuzCLlI0zx7+lRRXv78+fMd7e1qyipHk5IX8eAAS8f7+npTI2M3F5fWltaiggI2FhY4GKKkoMDMwKiipHTy5Mn5zlfmrUfnzp6FgSGXL10aHx+vvHJFT1sHDoGqq6qdKJu1uvdnLlVUcLCyYf0DCW301r97p6OpBaaijokiHF3CT3Nzs4EeNskoNydnKfaMiOd4cTEDLZ22phZBU462tjZjA8OprHSPn73Q5sXIyEjw7mBsq17shPF/357W1taUoymiQsJQEBgGhnyfGUCHpNHW0Ew8kkDkwvl7bty4ISUheffO3YaPDQpy8gSLhAB+OVcrK1WUlWOjY9rb20ND9tDAEVAQOPLAwZaWlvKL5Zpq6ggoTFtD8+KFC/gr4ReuR6Ojo4b6BqrKKtO1XeNjYxfOnddQU4dDoNqamhcvXsS//sdgMEWFhTRwhJ6ODsFv85MnT0SFhadiusSmKb55/VpJXoGVifnCeVI0Tp2YmDgSH4+Ewe1t7QhuM3388FFFUQlESRUeFjZBnEZ3dX1zcnCEgSHxsXEzfmna2tpioqIlxcRxqoSLK9HAERBqEBwC5WLn8Pbacae2dlEq0c6dOSsnLVv39u2TJ0+kJSQvXbpE/DEBloLxsfGkxEQ5aZnLly59/PjB2MAQTEXNRM+Qkf6/AqCxsbGy0jJVZRUEBGqgp3f16tW5zCfmp0eVV67QIWmPpRz74fG+vr6y0jJ5WVkEFGZqbFJ19eqMExAMZjIxIREBhdna2HR0ELBVu3njBjcHNsnoDNG2avfv3xcWFOLj5qm5fXuSNA2ewveBqah9vX0IbjA9e/ZMXEQU64WWmEjkhPHLly8mRsYIKCw7Mwt/yOZTQ0N+bp62phYDLR1Wif7/dImFkcnR3v7G9evjc74NzkZ2ZpaSvEJLc3NlZaWCrNyDBw+IPCDAotPZ2bnD08tQT7/+3buqqiqZKZM/dhbWGUt/erp7CgsKpCUkaRBISzPz27dvf1/3v0A9GhoaunXzZoCfHw0CKS4iOltEeWBgID83D2cUa2NlXX2r+vtzDw4Ohu7ZAwWB/Xx8CCYZnTt7jgaOEBEUqpm/tcUPXLxwkZOdQ1Za+sWz55OkR29vr5e7B3aie/Dg2DgBW7WrlZW8XNwMtIQ9Dwjy6tUrBTl5NmaWuTvtj4+P19TU+Pn6iYuIgqmo4RAobrqEUyVaBNLE0OjC+fNElrnFREXr6+h2dXWVFB+fSg0jNk4PsIi8eP5CV0s7wN+/va39aFIyHzcPHAIVFxG9eeMmnmf19/enp6ZJiksgYXAHO/v7s2cOEtCj9vb29NRUHS1tehpaLnaO0D17CMZZ29raMtLSBfn46WloXRydcJvQfX197q5ucAj04P4DI4TEKCcrGwGFycvIPnv2dJI4iovmGpH5JbR9bbOztoGBIUeTj6IJLXnKSsuYGRg52TkqrxBrfXn3zh1RIWEBXr6bNwiYlszIh/fvs7OytDQ0aBHI6R4nuPABDRyhr6NbVFg0l+JJPM4Ezo6OIyMjR+Li9bR1vn4l7OMFsAycOXVaRlIqJzvn69evOzy9uNg56GloFWTlnvzkZjMjra2tSQmJfDy8TPQM7m7bX8ykJDPrUW9v743rN3YHBXGysTPQ0ulq6+Tm5M7FTmmazs7OI3HxwgKCdDS0AX7+pkbGtHBERlo64VqtyMMgCip9Hd0vxMVKJyYm4uPiEFCYo509aSb+fnj/QVNtTrZqGAwm8UgCEgaXEBUj6DRCkPKLF1kYmRRk5QjeWvAzOjZaeeWKrY0NEz0DhBo0HVqCgsC420leXt7C0kH6+nplpaR9vb3Hx8f37gk1MzFdFGsBgAUzODgYEb5PTUW1tqb28eNHBnr6fNw8dEgaEyOjhoaGeR2qva398KFIAV4+ZgbGwICdjx89/j62M4MejY2Nubm44DZ6/bx9Hj9+TNCeeTa+fPmyMyCAYhsZIx39aULOEsMjw74+vmBKKnsb2w7iFGRsdCw8LAxESeXnQzgi80t4+uSJnLQMJxt7RUUF/pGYycmD+/dTkVOoKiu/qyPWPLe4qIiehlZXW6fh4/y+RrMxPj5efava3W07Ez0DVokgUJwqwSFQOBRmaW4+31pZ1ATq0MGD9DS03BycUYejxsfH3d22b3dzIzJYBrBgmpua7GxsbaysPjU0nDp5UkleQUFWjpmB0cnBoZNQFHg2Gj42eGx3p9hGxszI9L3H2Qx6NDw8rCivAKaiBlNS62rr1Ny+veDd8adPn8pKywjw8RM0M+zs6LC2sqKmoPT39SMyyainp8fdbTuUGnyY6M5rS8Stmze5OTjFRUQf3CcQr+3v7/fe4U2xjczS3KK5iXB7BjyMj40nxB+BUIMc7Oy75uDUNy8wGMyzZ88C/Pz4uHm+X8FBqEGcbOzxsXFztMrr6+vz3rEDCgIfOnDgXV2duqpq6rFjY6OjNlbWuwIDSfPTXNlU36pWVVLeH7G/o6PzQESEnIysrrY2HALV0dJeWGNUDAbz6OGjfWHhXOwcEGoQ+dZt39vyzaBHo6Oj2ppautra8XFxvNw8UBDYwsy8tqZmvqp04/oNHi5uMRHRaQuL2WhtadXW0ARTUR86eJBgdInQoVqsLCyxNe4px0gzyej8uXOsTMzKioqvX73GP7Kjo8PJ0XHb5i0e292JVJCRkZHQkBAYGOLv49vft4RZ6S9fvNgXvo+Hi/v73rlQENhQX/9nz9wf6JyqH4ZQg5ISE3HJB29ev1aQkz998mRX1zddLe2lcD4BwENOdra8jOypk6caGhrsbe0M9Q30dfXoaWhZmZhZGZmcHR2fPZ3H5BeXsWhva8dEzwADQ2ytbQoLChho6dJSUwnokaa6xnZXV5wBY0T4Pm4OTigI7GBnN/f91+PFx5kZGDXV1Ak2yX3z+jUuUSDzu+SFhfHu3TtVZWVmBkbiO68tBWgMJjcnBw6BmhgaEbRV+/Dhg46WNjU5xb7wcCI1uuvbNzcXVxgYEhkZuTxZ6R8/fPB0d8dVwOEyAyBUIB5OrqLCwtlS4xoaGnQ0tehp6EqO/z9Dq/v370tJSF6/du3zp09q2LKS3GW4foDu7u6gnYEaauovXry4XV2trqq2w9NTU12dhZGpID+/4WNDUGAQCyMTDRzhvcN7LkvySxUVGqpqOEMbf1/fF89foFHo3t5eNhbW7x2TZ9UjFyen6Ufq6up2B+1iomegp6F1d9v+5s0b/OfOSEtDwOAWpmZfCdXc3rt7V1hQkIGWjngFefjgoaSYOA8Xd+WVefgbLBtoNDouNg4OgTo7OBIswXv65Im8jCyEGpQQf2Tuua0z0tLSYmxoRItEZqZnLKd//vj4+KmTp6QkJKcnSggojA5JExiw8+f9shfPnyvITdUPX7j486EuXryoICv39MnT58+fy0pJXSIUcQMgkrq3b40NDD3c3VtbW9PT0tSUVSIPHlKQk+di57hw/vz0sOfPn3t7edHAESxMzDsDAvBsYX9q+MTDycXOwpKclPz2O/Xo+tbFwcoWHxc3Bz1y/J8e4Xj75o2P1w5GOno6JE1QYNDr1zMsN0ZHsf05oCCwt9cOgnsiZ8+c4WRj5+XiXtiu8/dcq6riYGWTkpCc49bjMjPQ3797124INShoZ+Do6Cj+wbdu3uRi52Ckoyfe+rLu7VslRSVmBsazZ89O/gpaW1t3BgTQIWlw2yO4TCVxUbGCvPyhwf9ECW/fusXPwysmLHL3zp3ZjlNYUKCipPT58+ebN27ISknfqZ11JACRXCqvkJeVTU5O/vr1q7fXDnNT09Rjx8SERYQFhWbMG3ry5ImzoxMNHMHMwLg/IuJ9/Y81/SgUKmT3bloE8mcjpP7+fk429sOHIgnsr2lpaDo5OM54uQ8fPnRxckZAYRxs7KEhId+7jkzZqv2nPwfBWFd+Xh4dEikhJkYwrECQkydOMNEzaKipk2bvxp6eHtw7FhV5mKAYXbxwgYmBkZONfe5pirPx8OFDEUEhXi7uWzdvTf46UChUYUEhbsk/bWMCA4FDdgePj49fqrjEzsKqICv/8sVLwnmSuro9PT0nT5yUlZIm3gAL4Af6+vr279unKCd/reramzdvDPX1d/oHZGdlcbKyKSkofj+v+QE0Gn27utra0gpMRc3Pwxt56ND34c43r1+zMDHZWFn/nGE3MjzMzcF5IGI/AT3S1tR0sneY7fQYDOZOba21pRUCCmNnYY2Nif344cOrl69srW0Y6eizCXVMRaNQMdHRYCpqHU2t+nqiFAQ1MZGamgqDQC3MzEkzyailuRm7XEIgsTUZeMFgMHm5uRBqkISY+L27xFpfVpRXcLJzSEtIEqxYXh6ePHlioKf//dqNjZklfG8YAw2tkYEhQbv0oaEhfz8/si1bLEzNhoaGMtLS1VVUm0jSSO83pfrWLR0tre2urk1NTefOnVOUV0hPTUtPT2eko59LuBN347lWVWVkYAClBvFx8xw7moJbmPt6+0DBkGdPZ8htRqFQPFxcYaF7CeiRjpa2g709Bpv7Mivj4+NTp8eW0okICQvy8VNs3cbNwRkRvi8l+WhJ8fEbN278nLg0Pj4evjeMfOs2KwvLr61E5d1OTEwc3L8fBoZ4YGvcSbEl/Pv6emVFRWYGxjNnCBg8YfvrxsZCqKhVlJRevSQwU5ijT4CWusZ8c9WWlG/fviUlJPLz8E5PlECUVI72DgTzbHt6e12dncm3bnN1dnFzdfXY7o5GYXOUjAwMiDTDApicmhYd3H9AUU6+tLR0cHAw6vBhNRXVa9euRR0+DIdA3d22z2tvd3ho6ML581oamlTkFPKycnuCQxho6b08PGcMg2IwGD5unuBduwnoka6WtoOd3Vz2YsbHx8svluMcvJQVldRV1fin8sFhYAh0ak7+vSR19/R4bHcn37rNz9uHyIzbnp4eH29vGAgcFrqXyIjvEvHgwQNxEVHscukWgeVSX39/0M5ASjJyU2OTlmbCN6I5+QTY2BJpirREfGpo8PXxoaehhUOgQTsDCa7rGz9/NtI3oCQjD969e3h4eHBw0NrSaveu3ePj4/6+fi6OTovYiOkPpLamVk9bx8XJ6cuXL/X19VaWVnY2tq9evtzpHwCHQMP3hhGMMMzIyMhIWUmporwC+dZtPJzcT5/MWvglLCi00z+AgB7p6ejY285Jj3BcrbzKRM9QUV7R2dn55s2bu3fvXq28ipufl5WW4sY0NzVbW1pSkVOEh4UtLJNqms7OTitLKyQMnpREbOe1JeL6tWvcHJwSomIzTlO/p6enx26qv64L0daXY2PYrHQwFbWfj28fqRZYDAwM+Pn6MtDSHTp4cJSQNe3Lly9VlZSpySmio6KnfxitLa06WtqJRxIGBwftbWyDdgaS5g2JxBkcHIw8eEheVvZ48fGRkZHszCw5adljR1MaGxsdbO2gIPDRpOSJceL2dptbVBSVtDQ08YyRFBP39faelpqZ9UhfR9fO2mbuenT92nVWJuZrVde+f7C1tVVcRJSDle1dXd2HDx9wc6jUlJRJ4mhoaNDW1KKnpf0hUYV0OF5czMLIpKGm/p5Q7lVzc7Oetg41BWXw7t1jC7oRTdPT3Y3NSgeBDx+KHB8jRY3GfSVMjU1o4IiM9PS5tKIS4OOnQ9D8nHNU/+6dmopqUWFRT0+PnrZOVORh0nT7JFlqa2r0dHSdHBy/fPnyvr7extLKzMTkxfMXnxoatNQ1mOgZCNZUzgUMBuNga6euoopnjLysLHYB/t/U5Rn0aHx83EBP38bKeu6f8bWqa6xMzFVXq356vIqJgVFOWkZCVIyJnqGwgIBpP0FevHghLyPLy8V9g+gUgSUiHZd7ZWZOsCq9/t07eRlZGBgSFxNDpBi1trRYmlvAwJDUYySalY6Npr1/r6KEzVY9deIEwcEV5eVsLCwsjEynTs6cmHb//n1pSamrlZVfW1tVlZQJbhcA4BgYGIiKPKwgJ1dYUDg8PJyTna0oJx8bHT00NPT0yVMpCQlONvaqyquTiwEKhbK3sVVVUsYzRkVJ2dXZZXqGO7MeGerp21haEa9HuN8nNQUlOwsr8S4ZN67fEOTn3/LvJgc7O4I97JcfXO4VDAzx9vIiaCh+985dEUEhOgSykOgO3XVv60g5Kx3H40ePxUXFuDk455JrVlRQCAdDhAUE8YferlZelZGSfvz4cV1dnYyU1Ix+YADfc//ePQM9fXs7+0+fPn348MHe1s5AT//RQ6xjxJXLV7DG7cR1qfkBFArlYG+vrKCIR0m0NDQd7Oymoy4z65GRgYG1peWi6NHAwAA9Da2fj+8kcZw7e46NmUVZQXH3rt1szCw8nFzhYeFz2YZcHgYHB3f6B4Aoqfbu2TNMqB748qVLHGzsrEzM5RdnSEeeFw/uP5AUl+Dh5JpX171l5sb1G9wcXOJzqGREo9HJSckQapCcjMxjQoMnJydLjh+XlZb+8P7D3bt35aRlbt3E5wr2JzM8PBwTHS0vLZOflzc8PJyfly8nLRMbHd03ZVNVWlLCQEunqaa+gA5FeMBgME6Ojopy8ngCfAa6etaWVtPBwdn0yNDKwmJR9Ki3t5eRjj40JHRyoWAwmPS0NDokjamJCa53Y11dnc8ObxZGJi4Ojtjo6F/e0LGzo8PW2gbrIZuUTHC5lJ2VzUBLJywgeJfoJOPKykoOVjYZKSnSzErHUVZaysLIpKqiQjCaNjAwEBoSQrF1m76O7twzFY6lHNNQVWtvby+/WC4vI/vkMem+Fb+K+/fvG+rr29vaNXxs+Pjho72tnZGh0b27d3E3gCNY1wewvR1h4/b5gsFgXJ2d5WRkRmYPR5gZm5iZmI6O4NUjEyNjCzPzRdSj4N3/SzGYF2g0OjY6eqp3o3PX/99+evz4sZuLKw0cISoknJSQON1iYJn59OmTob4BDRyRl5dHcPCR+HgoNUhBVm7Gapt5caK0jJGOfi4Vy7+QjPR0JBxhZmxCsHtoT0+Pm4srFTmFjZV1G6HQ2+vXr8+dPYf7/Uz1/t5vbGA40D+QnZWloaZOUllXv5ahoaH42DgFWbnc7OzBwcGC/HwleYVDBw7ifiwjIyNhe0KhIPBcjNsXxnZXVxkpqaHBwdkGWFtaGekbTG+4z6xHpkbGFqZmi6hHu3ftmpw/uAIUCDVots5rGAzm/v37tjY2dEgaMWGRrMzMeZlYEs/LFy/kpGU4WNkIFnli2wrt2k1FTmFsaESkee7ExMSxlBQoCGxtYdnRvkBDrKVmdHT0YMR+OBiC7chE6FbR0txsqKdPSUbu6+0zMPt3F8e5s+fYWViRULiivMLHjx9x31hfbx9XJ+fh4eHow1H6OrpE+vmtDB4/fmxsaGRjZfXh/fuGhgZnRyddbe3pIsHOb524PvVRkYcJeiUvGI/t7lLiEniyTxztHXS0tKd/3TPo0cTEhJmJqZmJ6dx3avDrERM9w67AoMl58u3bN1dnZwg1KCY6Bn+SEQqFunXzppmJCRwCVZRXKMjPX56ey7W1tcKCgkICAtXV1fhH9vf37/DasW3zFmdHpwVb6uEYGxvbH74PBoZ6eXiSZrNvXLQiMGAniJIqNGTPdN3sbHx4/15RTh5CDYoI30cwMW1wcFBVWQXXOxcKAhsZGL59iy1kGx4edrR32LsndHxiIsDf397WlkhXv9+ant7e+Ng4OWmZrKysocHB4qJiORnZyIOHpl3xGhsbTYyMGejo0lPTlnRD1svDU0JUrKtr1vKJ7S6uGmpq00mtM+uROVaPTBZNjxgYg3YGTs6Hxs+N+rp6tEiagvy5pgigUKjKK1cMdPWQMLiyotKpkycHCd1piaG8/CIzA6OCHOGVV0tzi7mpGSUZeUhwMJGX1NPdvcPTEwoC7wsPJ9kkwM7OTntbOzgEmpSYSPAr9PjRI1FhYSQUlvpTE60Zef78OS8X97StEhwM4WBl2xMS8uHDh3t379EhaeJi41CoCRcnZy8Pz4XlFv/WdLS3p6WmqSopOzs61b+r//Tpk7Ojo6Gefs3t//Xpef36lZK8AhwCPVFGOPGCSLy9dogJi+BpbubttUNZQXG6+8MsemRqZmq8aHrEzMC4M+B/KeEEefXypbKCIhszy5nTpyfnyfDQ0Plz59SUVeAQqJ6O7sULF5bC9AfnQq2no/Op4RP+kXVv32qqa4IoqWKiohZsQ46jvb3dwsycBo44mnyUZMWosbHRyMAACYPn5RI2TrtWVcXFzslIRz/39k1v37wV5BdgomeYliSch4mYiKicjCwXO4eEqNjxouL+/n4TQ6N9Yfsm/xj6+vrS09I0VNXsbGxra+9MTEyUHD+urKgYEb7v+wK0O7W1IoJCtAgkIz2DpbnFjRs3lnR+5OvtIyIo1PZ11tKlAD9/ORmZ6QXdzHpkYWZubGi0KHrU19vLwsgU4O8/x0PdmVoESYiK4dIiFsbI8HBZSamSvAICCjM2NKy6enWxfsDj4+OJCYlQENje1o5gneGDBw+wSUZImvw5hLrx8+H9ew01dQY6+hOli5A4u0S8fPlSXlaOnYW1vLyc4OCiggJmegZuTq5rVTN8bWZjfHzc0tzC2MBQRUkZBobgbJVwHiYQahA/D6+Lk7MgH39FeXlHe7uOplZSYiLeqvCVwLfOzqyMTDVlFQdbu+pb2NBBfX39dhdXbU3N2/8/knDuLNYrWUFW7tGjR4X5BbLSMjAQxM7WtramBn9D0AXj7+snxC/Q3Nw824DgXbslxcR7e/DqkZW5hZGB4SLpUR8rE7O/r99cjnOp4hI3ByclGbmYiMi5c+eIrE3r6uoqyM+XFBOngSNtrK1rbtcQWVUwNjYWFroXBob6zWE/ourqVU42djZmFuLTFJ89fSYhJsbFwVk1n5/uMnPnzh2RqZ5uc7FbSkpMxPYRxN515p199+jRI30dXRUlJXNTU20NTRo4AgGFTXemxBmD8XHzPLh/v76+XlFOfrqCcuXR39+fmZmpqa5hY2V9u7oajUZ/+vQpeNduRTn5QwcO/lAOmZ2VRYtAGujpT+fHfP36NT01VYCXj56G1s3FhWCt5QLY6R8gwMuHJyMnfO9eUSHh6cDWDHqEQqFsra31dXUXR4/6sHpEMB8Sg8EUFRbSIpD6OrpxMbHyMrLUFJSa6upXLl8mcpnT29ubnpomISqGhMFdnF3w9MbET3d3t6e7BwwMObD/AMF35uTJkwgoTERQmPgO3VVXq3i5uMVFRB8tXuLsolNRXs7CyKQoJ/+SkFnKyMjInuAQECWVuopqXd0Ce8/29PR8eP9+YmIc64wMgeIiStNzJRo4AgaGiIuIvqt79+DBA1kp6f37Iq5fu06aPUEXRte3rpzsbDUVVTsbmxvXr08Zrn/cExyiJK+wJzj44/+vXhgZGYk8cBABhbk4Of/c6KWzoyM2OkaQX4AGjgjw9ZuxTeOCCdoZyMfN82n2DIyDBw4I8PBOLzVm0iM0ytHeQVtDc+6RF/x6xMbM4uPtTbDfIQIKs7O1xW0/tbS04LxywFTUJkbGN4le5TY1NSUlJHJzcDLRM3i5e7x6+WpeT29vbzc3M6OBI1KPHSO49MvIyICBIfKysvPqvjAjp06eZGZgVFFSrv/JBpR0wNkt6WhpN0ztvuNhaGjIe8cOsi1bzU1Mic+tT05MRMBgTg6Oz549y8rMFBcVg4LAMDDkPx0EqEFqKqotLS3Pnz3buyfUSN9AQ03dwc4++nBU9a1bvT29JFvoh5/BgYGc7GwtDU0rC0tc9OfLly+hIXsU5RVCgkPe/LS7Mjw8HODrB6ai2hMcgseb5ePHj4cOHGRlYmZjZgnetfvTJwKB0TmyO2gXDycXnuqumKhoLg7O6TSdGfQIjUa7Ojmrq6gumh6xsPjsmFWPBgYG9oSEQEFgf1/fH7Z7v379eujgQT5ubggVtbWFJS6jlBhaW78eOniIl4ubnoZ2d2DQq1dzUqUPHz5ozK2R7PDwMK53o76uXiNx/XVRKNTR5KO0CKSlmTme5fevZWJiIjkxaSqaZkvQLOXr169Wlpbk28i8PDzn2I5tNgaxmdx7wJRUO/0Dpr8znZ0d8bFxkmLiYCpqnAslhBpkqG+AW1mjUKimpqaTJ07sCgoyNTJRV1G1t7VNOXr09u3bBHM1SYTu7u78vDwNVTUbKyvcyv1Tw6ew0L2K8grBu3bPmP7e1tZmY2UNh8ISEwjvdU61afy4O2gXBysbCyPToYMHP34ktko0ZHcwFwcHnj6miQkJrMws0xtwM+gRBoPx2L5dWUFx7jFg/HrEzsK6w9Nrxif29fW5ubrBIdBDBw7OljT0vr4+LDSUhYmZBo5wdXYhfj757t27fWHhjHQMXOwce/fsacQ7jX/+7JmEmDgHGzvB2M3g4OAOTy8QJZW9rR2eDc65MDGBOnTgIJiK2sPdg8if7tIxOjq6LywMBob47PAmGE17X/9eT1uHfOu20JA9xCY99PRsd3VFQGGHDhz4eUe/4WND5NQtBwoCYY26wRAzY5Mzp880NzdP31/Hx8dfvXp16uTJQP8APR0dbQ1NN2fXpMSkhw8eDA4OkqB1ydDQUF5uno6mloWZ+bVr11AoVHNTU/iUEu0O2jWboSi2hZSWNi0cUVxYNK/TvXj+3N/Hlw5JI8DLFxcbS0yOcWhICAcb+9vXs3pvZ6RnMNLRt//XO3BmPfL22iEnI7tYesTByubl4fnzn1qbW0yNTWjhiLl0Xquvr/f39cO1fPLz8SWy9zzuF7LTP4CViZmdhTX6cNSMRQbXr13j4+EVFRZ5SGizr72tzdzMjJqCMuC7O/bCwPZo9doBncoPHPlvXQ+p0d3d7eWBzYQ6ELGf4Dz6wf0HEmLiMDA0KTEJhSJqldTS0mKC9SNHfN/U9Gc+NTTsCQnh4+YFUVJBqEG0CCQbM4uWhuaB/fsrysu/7/swPj7+/v37grx8Px8fQz19DTV1NxfX7Kzs+/fukYIZbm9PT2FBoZa6hpWFReVlrEPG58+fI/btU5RXCNq5s+7trAG4hw8eSolLcHNwLLj919MnT12dXRho6QT5+NPS0hZmNxq2dy8HK9tsUUU0Gr0nOAQBhU2b86yaOSnA109KXGLuZ8WvR5xs7B7u7j88/uH9e1UlZSZ6htOn5pFk9PTpU4/t22ngCDZmlt2BQU3EtZDGvek+O7yRMLiwgOCRuPjvbwVnz5xlYWRSVlB8R6htyZfGL+oqqhBqUOTBWWd5c6Sjvd1+yp0vMSGBZJOM2r62WZiZ0SKQKUcJZ0Jdq8LG42kRyLxcYpMe3r17p6ygyMLINMcty5cvXgQFBvJwcsHAEDAV9fS/RYWETY2Nw8PCrly63NnRMT0hGhwcfPL4cVFhoZeHp7aGpp6O7g5Pz8z0jFcvXxF5j1kAw8PDhQUFulo65iamVysrJyYmWltbI/btU1JQDNwZ+OI5vvvxf++jwgvevcGBwWBqbt+2sbJGwuAyklL5uXnzndvuCw9nZ2F9/vz5D4+PjY1dqqiwsbRCQuGy0tL49tcwGIynuwcSCsvJzpnjLQKnR7erb8+mR+5u279/8P79++KiYgvrvIbBYB7cf+BgZ08DR7AyMUceiiQYRiXI48ePnR2d6JA0gnz8WRkZnz9/zkjPwDoKGJsQbH3x4vlzaQlJJAyelZlJ5GV8+PBBS0ODkXYe+YHLz8cPHzVU1RhpCUfTcPF4WgSSm4OT+CaODx48EBUW4eHiribkR/4DLS0tKUeP4ho94xqcwCFQMBU1FASmQ9JwsrGbGBrFxcRWXa36fgNuZGTkxYsXaampnu4eeto6Whqavt7ex4uPP33yZIlKT6fp6+s7XnxcW0PT0sy8ohz7vn358uXggQOK8vI7/QN+jlj/QMnxEnoaWi0NTYL30TmCRqOvVVWZGhkjYXB5WdkTJ05Mp1MT5MD+/WzMLN/3NGtuasrLzVVWUERAYbLSMgnxR76P382sR4kJCXRIGiQMrqSgWFZaSvDmUFVVRQNH6GrruLm42lhZmxgZmxobX7uGta/t7+/n4uDc7uo2PfhaVdWUG44YHpdvgqBQqJs3b5qbmEKoQYJ8/NHR0UQ2CMCgMdXV1fa2dvQ0tDh9cZ2DoXXN7du4/gVnTxPoIEKQp0+eYEtz2djKLxJOJvxVPH/2TFJsrhaC2ZnZcAhMRFAIl6RHDLhkLklxiacLbd/U39d//do1nx3eXOwccAgU1+OEBo7AyROIkooeSSMjKWVnYxsbHVN1ter7j767u/ve3buZGRkuTs6aaupGBoYB/v5FBYUfP3xY3JKUkZGR48XF+jp6psYmVy5dHh8fb2trO7j/gJKCYoCfH8G21BgMJvXYsSl7UrNFD9KPjIxcvHBRS0MDAYVpaWhevHBhLvP3Qwexe3aPH2HDHSgUKj42TkJUDAGF6WrrnDpx8ucw68zrNTQaPTg4WF5ebqCnB4dA1VRUL5w/j0eV3r59a6RvKC8rp6asoq2pZWxoJCIoxMHK9vDhw9HRUW5OLjcXV9zIosJCJgZGLQ2Nn/tYLgAUCnXlyhV9XT0oNUiAly8jLZ1ID5f+vj5srdk28tkcBb7nRGkZGzMLPw9vNdENF6ccy7D+/w/u358kVW7cuMHHzSMqJEwwdX5kZPjwoUjKbeQqSspz3MTEQ3FRERM9g6aa+scPxE6EcZkfR5OTNdTUEVAYDAzBJVLispbgECgfN7eMpJS+rp6utraVuUVcbOyN69e/T00YGBi4f//+kfgjLk7O2ppauto6u3ftPnvmzKtXr4hZqvf395eVlupoapmbml2cagXa3Nx8ODJSUV7Bz9d3Li2whoaGwvbuBVFS+Xp7L13PlfHx8RNlZarKKnAozEBPv+rqVfxJy1GHD7MyMeO+1QX5+UgY3MrCsub27dm0bGY9mmZwcPDUqVPKikoIKMxAX7+qqmq24GV3d3dHR0dfXx/uU6l/Vy8jJT2VgPtQgI9/uxt2fpR2LBUBhVlaWBD0lp4XQ4OD586eUVNWoaaglJWWyc7KWlgKZfeUJT4MDImNiiaYGp6ZnoGEwRel4eK5s9hAlYqi0pvZtyF+OeemomlKCooEmwAPDAz4+/pSkVMY6OoRn8aSkpyMgGK/xHhqoBZAV1fXiRMnsNtPU2kBuPwAXKNKViZmQz397Kysy5cu7wvfZ6Cnr6mh4WjvEBsTU3P7Ns5QEUdbW9utm7eSEhNtra3VVdXMTExDgoNPnzrV3Nw892/g6OhoaUmpgZ6+saFRRXn52NhYZ0fH4UORygqKvt4+c+ze3NPT4+XhCQND9oWFjwwvublFT09PQX6BlLgELQJpZWFRWztr5UNMdDQLI9Ojhw87OzpFhYSNDAzxqzYBPcIxMjKSn5+vKCcPA0MszMyrb2Ez0wk+69XLl/y8fFISEmzMLFYWlvvCwqAg0NI5Pw0PDZUcP64gJwemosaucstODA7MI/bW9OWL0ZStWj6hsOvExMSB/ftBlFR62jpE2nij0eisjEw4BGpmYvKVVLNg0Gh0Rlo6HZLGxNCouYlAJlRbW5u1pRXFVjJnR6d59RH8meHh4bDQUBgY4uvt078035mxsbHyi+VWFhZM9AwQahBurkQDR0BBYE42jqjDhzumot2Nnz+XlZbuCgwyMTJWV1VzsLNPTUmpuV3z/e5HT0/PjRs3Ig9F2tnYaEyt6SLC91WUV9TX1892Cx8YHDh18qSeto6ZscnZM2en8uNaYqKilRQUfHbsePFTDHg2WpqbTYyMaWDw9LS0yWWkr78v9ViqhJg4Eg53dnR8+ODBz2PiY2OZGRkf3L+/f18EHZKGoGHxnPQIR2dHR2ZGhoiQMB2SxsHOfi6+31VXqzhY2WBgCK5DZHhY2MjI0u5TdHZ25mTniImIgiipdLS0L5w/P5dV7pvXr9WUVZhn72YxzejoaPCuXeRbttpa2xB5x0ahUIcjI2EQqKuLC5E/3aUDg8HEREVDQeC5RNMaGxs11dVBlFQ7/fznHvKckYGBAZ8d3iBKqv37IpZ6b2tsbOzG9etODo7MjEzTcyWcbYC6iuqVqV12HINDgy+ePz9RdmJnwE4dLW0dLe3trq4ZqWk/LNa+NDZWVV49HHnY3NRUXVXN2tIyYl/EpYqKjo4O3LdxfHz85IkTRgaGRvr6F85fGB0d7erqio6KVlZU2uHl9fgRYePwad6+fausoMjKxLQM5iEz0tLSknDkCC8XNzMDo5eH5w/h9oT4eA5WtrjYWA4W1j3BIRhC85h56BGO7u7uI/HxooLCNHCEl4cnwdXKibIyCDUYBoIcm5vBzaLQ1dV1NDlZWFAIQkVtpG9wtfIqngndg3v3hQUEBfn4CW7cfOvsdHJwoNhGttM/gMhZXl9vb4C/P5QavOf/t/AlKQYHBgL9A7AXGRxCMJr2+uVLaQlJCDXocORhIksxvn79amlmjoDC0lJTl606H41GP3r0yNvTi5mBcbroBPcf+8LCfs5KHRkZqaurKyos0lBVQ8Lg4iKi7m5ueTm5Dx48mP5uYDCYjo6OivLy8LAwS3MLdVU1S3OL8L1hRgaGJkbG2EwXDKbta1t8bJySgqKXh9fTeVa03rt7T1hQkI+bZ757jovO169fD0Ts5+XixprBBgVNJ0YdTUpmomfkYGOXkZQiOLleiB7haPzceDgykoONjZWZOcA/AM+yBYPBZGVmFs7ZVm0R+fzpc1xMDCcbOwwMsbGyvnvnzs+r3KqrVdzsHNISkgRnkp8/fzY1MqYipzi4fz+RSUbfOr/ZWdsgYfD4uDiSFaPurm43FxcwFXVsTMw4oYu8U1srwMOLa/RIpOHUhw8fdLS06RA0x4t/Tb/PyitXVBSVINQgXIEuEgaHgSEmRsYzbrTfqa0VExGVkpA8c/r08aIiLw8PTXUNfV09b0+v7MzMt2/efL8B9/79+wvnLxw6cPDsmTMjIyPd3d1xsbEqSsqe290fPpi3u05FRQU7C6uMlDTxEczF4t27d6F79jDR0XNzcoXvDevs7ExLTYWDoRAqUHHRnHLEF6hHOHCFfFzsHCyMTOF7w0iwJxruIsPDwjhY2eBgiJuzy8P7/1vllpWWMtLR62prE6z8foH1yZZFwhCZGcQmGX369ElXS5uehrawsHCSVPny5YuhvgEtApmfR7g93JlTp9lYWJkZGM+cITbp4fGjR5LiEtycXFVXF6cl4cLo6e4+dOAgOwsrbn5EA0fg0krycnK/X4eePHkS1ybo+0yfoaGhZ0+fph475u62XUdLW1tTy9fbp6y07OXLl9Pa1N7enngkQVlB0cPdfQG2DWg0OjcnF1fDTIKmBfXv3vl6+zAzMgny8WPzhKlAlmbmc7yFE6VHON68frPTz5+Blk6Al+/woUOL3jVlUXj96nXwrl10SBp6Glpfb5979+55e+1goKWTlZJ++uTJ6OjoyMjIbJGm2ppaAT5+ZnpG4jt0v3r1SkZKmp2F9VLFpUlS5c2bN9hoGj3DmTmkQWdlZtIikHzcPDdvENv77Ob1G/w8vGIiIvfuEpVVvFjcvn1bWUkJTEWNi3MjoDA4FGZiZPRgKnCbm51DA0eYGBnhqXZub2+/U1ubl5trYmTMw8mlo6kVFBgYvjdMTUV1u6vbwpKnMRhMbHQ0HAJxsLMn5bYFTx4/cXdzw6n5hakMhmXSIxwvX7x0d3NjpKPn4+ZJTkpa3B39xeL1q1c7PL0YaOmQMDgUBKamoISBIfQ0tCyMTKLCIsYGhnf+231hmksVFVip5ePDucwQw62bNwX4+IUEBYk3Klg67t29Kyw4p2ja+Pj4gf37oSCwjJT0MyJSW3GcOnmKgZZOQ1WNYD7BctLW1oYrJ8Kt3WjgCDAVtaiwsL+vLwwC3e7qNpcs3Pp37yRExRjp6fdHRCTEx+8KDLq/0Cyz/v7+wIAAGBiyKzCI9BsWYDCYO7W1Bfn5czdWXDQ9wnHv7j17WzskFC4tKZWRnjGvHfdl4969e2YmpnAwJCkh4eKFC5kZmXuCg02MjKEgsLSk1PfJb8VFxbgkoxn3MufFxfMX2JiYFeTk3r4h3SSjq5WVXOyc0pJSBKNpY2NjuwKDKLZu09LQwDUdIobsrCwaOMLUyLiF9JxVxsbGsjIy+bh5prfeYGAIiJJqd1DQXIq5qm/d4uHkYmdlvXD+PJFX0tXV5ezgiI3oRceMjZFooTWRLLIe4Ra3t6urzU1NaeAIWSnp40XFRFZyLAWVV64goLDv/dImJiYK8vMhVCAnB8fR0dGJiYnEhAQQBaWWhiaRacEYDCYzPZ2ehtbYwPDLF6JMkZaU0uMltAikjqYWHjc/HN++fXN2cKTYus3O2obIuoTR0ZHDhyLBVNTu27cvdV0YMXz88CHAz4+bkxMOgSJh8OioqLnYkpwoLWViYBTiF7hHXF3r5JRfmq62Dv18Ou78jiy+HuEYGxu7cvmKrrYOHALVVFM/ffIUSVWrX62sREBh9+/9v2nz+Ph4YEAANQVlwpEjYaF7wVTUluYWRP7e0Gh0XEwMHAJ1cXL6try9KudF6rFj2Fx+c8Kp818aG81MTLdt3uKzw7unhzhbtcHBnVOrj+Bdu5e0OdWi0NTUJC4qxkhHn3bs2Fz2EI8mH0VAYUryCgQrYAny/NkzeVk5FkYmXCnJCmap9AjH2NjYuTNn1VXVEBCYnrbOpYqKMdJoiYWbH/2gR7j1uZ6OLhQERkBhOzy9iKwDGhgYCAzA9tf19/ObWLIWoEQyPDx8ICICTEnl7eVFcH39/PkLRTl5ECXVwf0zeKEtwFkFDoEeiT8ySfLUv3unoqTMwcJ67uw5goNHR0b3hISAqaiNjYyIt8S5du0aHzePmIjodGvZFczS6hGOvt7e0uPHZaWkkTC4pZn5zZs3f7kF32x6hCttRcLgNpZWRMYLu759c3VxgVCB6JA0GtgZ4kki26UsBQMDA747vOEQaFjoXoKvt+b2bREhYRgYcjQpGTVBlLw2Njbqamsz0NLl5+X/8i8DQR4/fiwqJMzLzX1jDvY4w8PDOzw8ybduc3d1I97R7ezpM1gTLmxtI7GTrN+C5dAjHP19/dlZ2ZLiEggo3NHe4eedLBLRo1cvX3KysYfvDSPm+I2fP+vr6tIhaQry8i9euKClroGA4FwaLi5PL++5MGWubIWEwpKTkggOvnjhIhMDIzMDYxnRDeBevnwpJy3DxsxCvCnSMoC1x+HkkhAVm0t3hq+tXy3MzKnJKcL27iXyg0ajUKnHjuEqRkkwzP/b6xGOltaWY0dT+Lh5GOno3d2247e5+1V6xMXOsSckZMEHfznVX5eVifnsf/MD+/v6ykrL5GVkEVCYqZFx1VV89SvLw+dPn7Q0NBlo6Y4XFxPsBXi8+DgtAsnDwVVRQaw30907dwV4+QT5+O/W/garj9OnTjHRM6gpq3x4T9ge5927d9oa2F7ESQmJP8yFJyYm5pWIPzY2dujAQSgIvN3NjWQN1FeCHuFoa2uLPhzFz8NLh6QJ2rmTYNOuZdWjV6+wehQcvLAj19bU8PPwiggK1dbW/vCnwYHB/Lx8GSkpBBRmbWlVfasag/41S5UXz5/LSElzsLJdufK/YtEZGR8fT0pIpKaglJKQnPHtmhfnz51jZ2GVl5F9TfKrj6npSSodkmaO1gt3au+ICYtge38f/9Hb8/79+xZmZgZ6+pcuzSkJtqe7x9vTC0xFvS88nATX+CtQj3C8r3+/f18EEz0DBxt7aEjIcma+49GjN6/fcHNwBu/avYDDll+8iPu94TGLaG9vz0hPF+IXoKehdXF0WkCDViLB1ZrNZRN6ZGRkb2goNQWlqrIK8QqSn5tHh6TR19HF062URMBgMIcPRWKnJ65uc7FeuHL5MgcrGycbx+WfVqBtbW0yktg7EA0cwcPJRTAVtrW11dLcghaBJGUD9ZWpRzg+fPgQtDMQ14guOiqKYPLLUuvR2zdYPdodtGteB8RgMPl5eUgY3EBPby5bKt86O4/ExwvxC9AikN6eXk8fz8l2i3jOnTnDxsyiKCf/hlBa5rfOb27OLhRbtxHfu3FsbCw6KgoBhTk7OpJy0gOOgf7+AD9/KAgcGhIylxhQcVEhHAKVkZR68F1p5DQXL1wAU1HjcrsRUBgvF3d8bNxsaWjv379XVcY2uThx4teYh/xyfr0e4Xj69KnPjh1IOFxYUCgh/shSt5rBo0d1dXU8nFy7AgPnfjQ0Gn0kLh4OgTrY2Xd2zOP31tDQEHX4MBszCysT805///dzCFIswgxFV6+ZUJOC1tZWQ31DKnIKNxdXIr2ZRkdHQ4KDQZRUQQGBRJoiLQM93d0uTs5gKur4uHiCayUMBpOSfBRMRa2uqjZb7++crCwYGIKbH+GK4LAVNpJSqceO9fT0fD/y0cOHYsIivFzcv7aW+NdCKnqE4/GjR84OjnRIGmEBwazMrKUrzcWjR+/evePh5ArauXOOhxro7w8JDoaBIYEBOxe2pdLY2Lh3zx4ONjZmBsZ9YeFLUcA1Pj4eHRWN6+BOsL3f+/p6JXlFagrKEKK9mbq6ulycnLAWwDExpL/6+NLYaKinTzu1K0pw8MDAQOieUIptZDZWVniSSKtv3eLl5lZTVqGnoZ12xYWBITAwREZKOj8vDxeuvnLpEhc7u4SY+LN5WiCtMEhLj3BzjVu3blpbWsHBUAVZucKCwqWoG8SjR+/fv+fl4t7pHzCX4/R0d7s6O8PAkD3BIWjiOh2+evVqV2AQLZKGj5vn4IEDi2hfOzo6GhqyB0RFHRSwk+AM5cnjx2LCwnAwdKpIiigxam5uxtYJQqCZGRmkn2RU9/atmrLKHFvFdHV1ubq4gCipvDw9f5jm/MDg4KCjnb2utvZUtJsB10QAp0pwCBQOgepq6+wKCuJgZTPQ0yfebvx3h+T0CAcaja68UmlsaIiAQJUVFU+fOj2wqPUEePTow4cPvNw8O/39CR6kqanJyMAQNlXQxM/Dm3oslfgmM1MOBJ6MdAw8nFyJCYkEu78RpBurmC4wECQmmvAM5crlyzycXNi0qXzCEwT8vH79Wmkq6eH8OcIJzb+ce3fviggJCfLx3ZqD0WJTU5Oejg6YivpAxP65TPq+ffsWHxsXExX94vmLxIQESTFxMBU1bq6E8+qGUIMYaOlyc3P/tN2030aPcAwND58/e05DVQ0OgepoaV+uuLRYc348etTw8SM/D2+Anx/+I9S9fasoJ8/KxFxWWlpRXq6tiU08kRKXSE9NJT7j8cG9+67OLnAIVEJUPDUlZcEFyS0tzRZmZnAINCM9neAM5XhxMRM9Axszy4XzxBZJ3b93T1xUjI+b5/pUDz4SB+sRysklJS5B0NUAF16UkZamgSNSko8uLEm94WPD4chIAV4+ehpa3EQJ50JJT0NrbmJ2tbKSSIPN3xqS1iMcY6NjxcXFKkrKMBDExMjo+vXrxKsSPj1qaODn5fP39cXz9Du1tSKCQvw8vNMteUdHR0+eOKGiqASmpJKSkCw5fpzIanUMBlNbW2tjZUUDR0iIihXk5c83xl/3tk5FSYmZkQnXuwIPuEZ9CChMWEDwzk9pU/Pl8qVLbMws8jKypOOjiofSklJaJI22ptZcXBzu3bsnwMvHRM9wam4Nu/Hw4MEDAV4+agrK7/uaQKhB9DS01paWlyoqCIb5ViS/gR7h6PrWlZuTKy4qRgNH2lhZ3793n5iQBB49+vzpkyAfv5+PD/5kE2kJyZcvfkwu7+7qKsjPlxKXAFFQaqipnTpFrKvBxMRE1dWrpkbGMDBEWVGp9HjJHLtrPXzwQFJcgoeL6yqhzRoUChUeFkZFTiEvKzeXvoP4KS0pZaCj09bQJE3z4h/ImGqiZ25qNpdoXcXFclZmFj5unhvXiHXma2pqMjMxZaClS4iPD961m5WJedqum2ZqBUcDR6ipqB6OjKyrq/ujpku/jR7h6O3tPZqULCEqhoTB3Vxc59UZZo561NjYKMgv4OvtPeMT83Jypyy3dRo+zpon1dvbm56WJiYiAqaixi4zLxG7zERNTJRfvKivowuDQNRVVS+cO4c/xo9rMyUjKfWEUDfB3t5eT3cPim1khvr6RGZ+TUxMHE1OhlKDbK1t5pX08EsYHRmNPHgIREnl6eFBMMaPdbDKyKCnoZWRlHr+bK5t0Wbj+fPnCrJybMys0+viZ0+feXl4sjKz/NADDgaGMDMw2lrbnD51msgUsN+F30yPcDR9aYqLjePm4GRmYPTZ4T1b6sfC9KjpS5OwgKDPjh0//ykpMREOgdrZ2M4lEeHLly8JR47wcHJBQWALM7Pq6jk10cTDwMDA6VOnVHC9gnX1KmcJNJw6eZKJgVFdRfV7k/kZaW9rs7O13bZ5i4O9PZGpFaOjoxHh4TAQxNvTiwTt935gcHAwMGAnDAwJ2R08l93byIOHcLeWTw3E7n/V3K4RERQS4OX70Q4Yg6mtqXW0s2eko4dQg6b34HDCBIdAFeTk9u4Jffr0KemnTfxxeoSjpaVlX1g4DycXEz3DnuAQgj+/n/VoxlqN5qYmYUEhb6//p0dDQ0Mhu3dDQKDAgJ3zMkVqaW45uP8ANwcHDAR2sLMn3tVgeHi4ID9fSV4BBoaYm5rdvHlzWpVQKFRGWjoMDLE0N29rI9Cr8t27d1oaGpRk5LsCg4i0eeru7vby9ISCwPsjIkh/cdHR0eFgZw+DQI/ExRMcPDgw6OfjQ01BOWWe30Hkqc+cPsPMwKiiqPTq1asZB6DR6Ht37wUFBkpLSOLmR99Pl6DUYGYGRiN9g+LCouUpY1h+fmM9wvGurm73rl1M9Ay8XNz790XMMW3nyuXLUBC45HjJ8+fPq6urL1VUVF65grtVtjQ3iwoJ7/D0nB7c09Pj6e4BpqI+dGCBJmR1b9/u3RPKQEtHi6Dx2O4+29dx7nR0dGRnZYkJi9AikHY2to8ePhweHj58KBIGhri7bSdYEf7wwQNZKWlqCsrIgwdHR4naDWz7+tXCzIwWgUw5epT0b91fvnzR09XDbq7n5BAsZu7u7nZycCTbsjUwYGdfL7FeurnZObQIpKGefuMc6jQ/f/5cWlJiZmw61dgZjIso4YQJBoZAQWApcYmgnYGPHj4k/RvAn6VHON6+ebNjqrMoDyfXkbh4gn4xt6urwdQgnA8kHZKGiZ4BCgK7u20fHh7uaG8XFRbe4fEfPWqeao6OhMGzsrKIvMi6t2/9fH0Z6ehpEcjAgJ0vfgqHz5eenp6kxEQJMXFWJmY5aRkEDB4asodgDktV5VVONnZaBDIrk9hX9OHDB3VVNUZ6+pO/Q73VmzdvFOTkWZiYyi9eJDj448ePejo6ECoQ8Znl//EIp6Ta7urW040vefIHJiYmXjx/Hr43TElBAQ6BQkHg7zO8oSAwPQ2tjZU1KXeI+EP1CMejhw+dnZyQMLiEqFhqSgqeOOXg4OC5s+dOnTxZUV5RVVV1u7o6LjYWCgLvCwvv6OiQEBPzdPfANUdXV1VjomcoKytbxIv03O4OA0PYmFlCQ0LwdO+aI08eP+Zk50BAYUfij4yPERCjM6dOM9EzsDAylZWWEnneZ0+fSYiKcXNwXquqmiR5Hj54ICwgyM/Ld7u6muDgp0+fKMjJwSHQ7KxsIjPLBwYGdvr5w0CQ4F27FuwR/vXr17Nnztjb2rEyMeOU6PsUAVEh4cKCAiLtg0mEFaVH/2n5dOeOtYUlLQIpISZe8N/6oLlw6OBBGjhib+hecVExX2+fp0+e4EKPt27eXPSLvHf3rr2tHQIKY2Vijjoc1bDQcEBjY6ORgSErE3NRAYFut2gUKjMjA9tnlZ+f+B3ra1VVvFzcYiKij+eQQ/jLuXz5MtdUV/S5zEmvVVVxcXBysLIRb57f1taGrXyCQBOPJBB5qMmp6FL9u3fRh6M01NRwEaXpuRIcCjU2NPz8ieR61f7peoRjYnz8WlWVob4BHAJVVVYuKykl2IEeFyrGNv+Dwxlo6aQkJPh5eKUlpRacUkD4IicmrlVdMzczo6agFBIQPBIfP18nwDdv3uCMXysuErBtHB8fj4rEthWSkZLCtVclhtOnTjMxMKgoKS+1IcGiUFZaiu1qra4xl+qwM2fOMNLSCfEL3LpJuHAEPx8+fNBQV2eiZygsKMRMLmb53rdvnRXl5ZbmFlglgkBxEyVqcsqdAXMtAidZVqYe4ZiYmCgvL9fS0IBDYZrq6hfOXyBYydHf329mbAqipKIkI9fS0FyG+kYUClVeXm6gpwemohbiF8jOyu7omNM+Tm1NjZCAANb4ldCeXU9Pj5+PD8U2Mm1NLSLTFNFo9LGUFDokjbmpGelnxKBQqOSkJFoE0srCsp3QhiMag85IS58yn1N+9ZLYDYcnj59IiolzsrETzEddMKOjo6nHjgnxC+Cq4agpKF2cnCd/c1ayHuEYGOg/efKkgpz8f7yrKwl4V3/+/FleVs7IwJD44tj5XOTAqZMnVZSUqcgpsK4G+QX4pfNSRQU7C6uslDTBrbrOjg4rS0tKMnIrc4tW4hQEjUIdPnQIQg3ycNveRfKmzigU6mDEfgg1iGAJPs4x7vChSBAFpZG+AfE+pdevX+fm4BQXEX348OHkElP39u1Of38OVjZVZRXiczV/OStfj3AMDg4W5ufLSkkjoDAbK+vbt2/jiVPi+tNOLjvDw8P5efmK8grUlFSKcvLnzpydMVsvLzePiZ5BT1eX4C+n8fNnLQ1Nym1kxPeS6+/v9/X2gYLA4WHhpNMiZTb6+/p8dnjDQOCI8HCCgd7u7m5vLy9KMnLs/hch5SJIyfHjc28BsFgMDAwQaQ5DIvwpeoSjvb0tIy1dkI+fnpbO1dnlyXK5xM6Ljo6OjIwMUSFhagpKPR2dioqKaXH89u1bVORhGgTSztqGYHnt61evZCQlwVTUYaGhRHpIdXZ0Otk7QKlBiUd+A1Pnb9++OdrbQ+Z2te3tbeampmAq6t1Buwi2wyRISnIyAgazNDdvbSXQ5hdgRv4sPcLR2dkRHxsnyMdPi0D6efuQ5iy361vXkbh4YUEhECWVsYHh7erqocFBe1tbECUVhBpkZ2MbdSjyaPLR4qLiGbuzVN+6JcgvgJhbbzX8NDQ06Ghq0dPQHi8+PknyfPr0SU9Hh56GtriwiODghoYGZQVspnsC0T1yh4aGQkP2wMAQH28fIq0d/mT+RD3C8fHjx8OHIlmZmNlZWHcF7fr4kbDdxPLz6dOnqMjDnGzscAjUwsxMXESUm4NTXVVNgI+fiZ6BDklDvnWbiKDQD+b8586eY2NhoaelKy4uJjJ95vmz54py8mzMLL9F5/jXr14pKyiyMDJdOHee4OCnT5+KCAox0NIV5BPbI7evr8/D3R1MRX1w/4Hh4WFiDvWH8+fqEY5Pnz6F7A5mY2FlYWQ6tP8AabpkfP78OTQkhIudA0xF7e7qNjY2NjI8MjQ01NPTk5OVg4DC9HV0cYEPDAaTeuwYHQ0tFwdnJaHeagS5hfV+5hETFrl7h0CXHlKgtqZGkF9AWECw5nYNwcFXK69yTyUZEf8uNX35YmJkTANHZGZkEHkogD9dj3C8fPFyp38ADRwhwMcfGx1NfOXkUvDo4UNBPv7trq4/PB4TFU2xjSx8bxjWtP/wYTAVtaiwMMHeagS5eOEC61RnpOXv1rkArly+zMnOLisl/WwOJnDHi4sZ6OjFhEUe3Ce2w+Xbt2/UlFUYaOlOnzhJ5KEAgPnR/+P5s+fbXd3oaej4efnSjqV+/bp8+/1zYWxsTFtT08XJ6YfHh4eHba2t6WlodbV1INQgNWUVgr3V8IPBYPJycpFQuLGhYXPTb9A5/nhRMQ0coaejSzBfDIVCxcXEIqAwVWUV4vu41N6uERYQFOTjX/QM/j8WYH70IzU1Nfa2djAwRFZKOic7m3Rahg0ODmppaPysR7h2adKSUpTbyHW0tIlsAYBGoY/EH6GBI1wcnUjnteMhNeUYcqr/OEELJzQaHRocQklGYbEYyZwVFRUcrGzYGdmf3aFocQH0aAbQaPSN69fNTU0RUJi8jOyJ0jJS2DHBo0eTk5MR4fsotpERacXf398fsms3JRk5hBrk7+df9/btJAkzPDy8f18EiJLKd4c3wVLVnu5uN2cXKjJyb68dRCYZYTCY3JxcBAxuqKf/+fPMnWYBFgagR7MyOjJSfrFcR0sbDoFqqWtcOH/+17ajwa9HUZGHKcnIL87BSWM2uru7nR2dkTD4gYj9hw4cZGZg5GLnCA0JaWwkxZ/cwMCAr48PDAwJC91LcEurpRnbZ4ViK1lE+D4iU7FQExPxsXEwMATbi/iPtNxfUgA9IsD4+PiJshMaampQENhAV+9qZeWvUiX8ehR9OIqSjPz8HPa5Z6SpqclQ34AWgczJzsY98v79+50BASxMTGwsrFGHD5OUIWF7W7uNlTUCCjualExw8KsXL5UVFBFQWHpqGpH7+v19/UE7A0GUVLsCg0g/Sf13BNCjOdHT01NUWCgtKYmEwS3MzGtrapa/4Sp+PYqNjqEkIz93lkBroxmpq6tTlMf2kjt39sfejU+fPvX22oGEwYUFhY7ExZHCjODzp0/amloMdPRYixVCH0JNTY2okDADLV1pSekiGN3aOyCh8OjDUSujOIMEAfRoHvT396elpkpJSMKhMCcHR+KNOxZRj+JiYynJyM+eIdzr+Qfu3r2L6yWHJ23nyePHzk5OdEgaIX6BjLR0PO3ql5pXL1/KSkmzsbBcvnSZ4OAL5y8w0tEL8PIR35by8+fPOlrYJPX8PGI79wLgAdCjedPS0pKUmMjLzcNIz+Dp7vHm9etJEtCjI/HxlGTkp0+dntcxK69cma2X3A9gMJjb1dW21jZQEFhORiY3O2fBbocL5u7duwK8fIJ8/HNpi1BUWISAwmQkpR4RXWT/4sULaQlJTja2uRjdAhADoEcLpO1r28EDB/h5eOlpaIN2BhKZ8kO8HiUeSaAkIz91ch59Uwvy85noGXQ0tefuTolGo69fu2ZqbILdeZSVK8PuPC5Td6Pyixex++vSMq8J3QDGxsbi4+Ioych1dXSILwO6eeMGHzePsKAg8cmTAAQB9Igo3te/3xu6l4WRiYudIyx0b1MTUbk/xOhRcmISJRn53H31kxKTEBCorbXNAjqvjeB2HjW1YGCIlrrm+XPnljqeUlxYxEBDq6Ol3Uhof31oaCh41y4QBZWttTXBpk8EOX3qFBMDg5KC4gJ6/AEsAECPFoH6+np/Xz9WJmZONvaYqOgvS7NBjl+PUo4epSQjP1FKuO/A8FQlOi0CGRI8p26IszE2NnbyxAkNNXUYGKKvq3fl8uWlUKWJiYkjcfFIOMLOxpagc2ZHe4e9jS01OaW/vz/x+/opR4/SIZCmRsYtzaTuhLliAPRo0Xj65KmH23ZaBFJESDgpIZF4Z6956VFqyjEqMnKCu0h9fX3eXjuoyCjgYIjvDu8vX74QeVU9PT3FRUUyUlJIGMzcxLT61i0i2/B+z8TExL6wcDAVtZ+PL8G2t18aG7XUNWBgyKEDB4jcjJ+YmNi/LwJCDfJ09+jq6iLmUADzAtCjRebBgwf2trZ0SBpRIeHsrCyCrmmLpUdpqalUZOQlJSV4jtDa2mJuakqHpIkID/fYvp0WQcPMwHhg/wHibfkHBgYy0tNlJKVwiYJYS2+i0yF6e3u9PDxhIMjBAwcJtmN4/eq1pLgEDRxBfFM5bPtPDw8oCByxb9/KaCL0GwHo0eKDQqFu3rhpamwCh8KU5BWKC4tGFyN3Dr8eZaSnU5FTHC8unu3p9fX1Whoa05k4aDT61s2bNpZWIEoqfh7e6MNRXURLZ2tra8rRo/y8fAy0dG4uLs+fL9zorqOjw25qLy/l6FGCLVhra2p4uXlYGJkWkO7wA1+/frW2tMSdl/SdMFcegB4tFSgU6srlK3o6uthqciXlM6fPEBnRwK9HmRkZVOQUxUUzmyI+fPhQXESUj5vnh0wcNBp9tbLS2MAIQg3i5+FNS00lPreoo709+vBhQf4p+00fX4KZBD/z8eNHbU1NRjq6uTStPHXyJCsTswAvX21t7SRx1L19q6aswkTPcBIwD/lFAHq0tAwNDZ09c0ZFSRkOgRro6V+6dGnBDdfx61F2ZhYVOUXhTF0hr1dd4+XilhATf3B/5gTOoaGhc2fPaqqrU5FTyEhJ52RlESmdOE05sP8AGzMLGwvrrsCguacUPH/2TEFWDttUrryC4OD01FQkHCEvI/uKaJOmB/fvS4qLc3FwXq1cqg5FAAQB9Gg5GB4ePl58XF5WDgGFmpua3bh+YwFBX/x6lJOVjdWj/B+zh0+cOEGHpNFU1yBofTk6Onq8+LiKkhKIkkpOWubkiZNEtiTBGVTvCgriYGVjYWLeH7Gf4DVU37rFN+VIee8uAUfKsbGx8LAwCDXIUN+A+IrfivJydhZWOWmZJ09IscXDnwOgR8tHZ2dnTna2qJAwHZLG0d5hvvl1OD1ycnBAo9EoFGp8fPz7/fXcnBwqcor8vLzvn5KRlkYDR5ibmbW2znXH+ltnZ252joSYODUFpbaG5oVz54kPo7x8+dLPx5eelpafly86Kmq2bfuK8nI2FlYFOTmCjpQjIyN+3j7kW7e5ODnPsX0mHo4XH6enpdPS0CRNt+I/CkCPlpuurq7kxCQRQSFaBNLLw+Px47n24x4YGNDW0GSgpXOwtzc1NtFS15CXkQ3auRPnmpaXm0tFTpGXm4sbPDw8fPDAATAVtZeHxwKmOT09PcnJyeIiolM9l3SvVVUteJk5zfNnz7a7ujLS0fPz8B5NTv5/gSrMZH5ePgIKM9I3aCKUgtDe3m5taUVFTrEnJITIdeX4+HhC/BEINQgwDyERAD36NXz+/Dk2OoadhZWViTnAz7++vp7gUyYmJqKjopUVFXU0tcxNzVycnCzMzMFU1AF+/pOTk4UFhVTkFDnZOTjl8vPxgYMhoXv2EPOL/dL4JS4mlpuDE0INsjS3rK2pJTq3CHP3zh07G1skDC4lIZGZkTE4OIjtap2YBIdA7W1tCfoHvH//Xldbh5qCMj4ujsj0y+Hh4T3BIVAQxM8H6FBEKgB69Ctp+vIlLHQvJxs7MwNjeFhY/TsCqoTBYMbGxiYmJlAoFAaDQaEmEuKPwMCQI3FxRQWF1BSUBfn5nR0dttZYb6DkxMRFucjm5uZ94eFYVaICOdrbzxYUnzvYVINbt8xNzeiQSBVFJVdnFygIHODrR9BW7cH9+xKiYgw0tEVz6K2Gn87OTmdHJygIEhV5GINebusYgNkA9OjX8/r1691Bu+iQNPw8vIcOHpzXjvvY2Fjwrt10SBp1VVUEFBa+d6+Bnj4DLV1xEbGd136g7u3b4F27Geno6ZA0Htvd3xJdP4xGo0+dOMHMwAChBh2IiCCYUT3doejiBWKL7BsbGw109ehpaLMyMxcxmxyAeAA9IhVev3rl5eHJSEfPy8V9NCmpuXmujT2GhoacHR0h1CAaOAIJg3Nzcl0huqfYrBf5+rWPlzcjHQMtArkrKIhgqT0e2tvb7W3tGOno01JTCQ4uLSlBQGGSYuL37hLbx+nVq1fyMrKsTMy/RYfLPw1Aj0iL+/fuuTg5wyFQSXGJ9LT0OfYR+NbZqaygSElGzsvFfZ/ozmsEefjgoYuTEwIK42Rj37sntLV13o2hPn78qKGqxkTPMBfbxvTUNCgIrKqkTIz84aitqRXg5RPiF6itIdwzEmD5AfSI5MBgMDW3a6wsLGjgCGlJqeLi4p7uboLPamxsPBwZuWwdQTAYTG1NjY2lFQIKY2dhjYuJnXsS0PNnz6UkJDnY2KuuEsg8HBwc2hcWTklGbmlm3tpCbDu8M6fPsDIzy8vKEa9rAEsEoEckyvj4eOWVK4b6BnAwRF1F9cyp0yRY2zk+Pl519aqRvgGYilpESCjxSMIAoZZtNbdr+Lh5RASFCMbFe3t73d22gyip3N22d89BkfGTnZlJi0Aa6hk0L6VHFQCRAHpE0kxMTJw7c0ZbA+t8pqOpdamiYnSE5FRpYmLi4oUL2ppaEGqQsIBgXk7ObK4G586cZZvqwf2W0DyupbnZUN8AREmF6wNOzOWNjIweiNgPh0K3u7p2dxGrawBLCqBHvwF9fX2lJaXyMrIIKMzU2OTWzZskuCvU3z9wsqxMUV6BmoJSUU6+IL/gh/yg/Nw8WiSNgZ4ewR7c7+vfy8vKImHwpMSkCeLEaGhwMMDPD0RJFRqyZ/kNvwHmC6BHvw2Dg4NZmZmyUjIwMMTexvbunTvL33OJIIODgwV5+bJS0iBKKmUFxXNnz46OjmIwmJjoGGwPbifnrm8E7M0ePHggLCDIQEs/l+J+/LS1tVlbWsGhsOTkZBJUcICfAfToN6Pt69djKSmCfPw4j6EXRHgMLR3tbe3pqWnCAoIQapCJkZGNtTUcAvVy9+js7ERPMdsTL1+6zMHKxs3BSTDUTZAPHz7oamnTIpDFRCdPAiwbq7GaBPC70dnZmZeTW1Za2tnZaWhkZGtny8HJuYrE6OzsLMjPz8rI7OzsXLVqFRUVFQgE2ka2jYyMnJeP197B4d9///1+fG52zv6ICAgEmpicxMfPR8ypHz186L1jx+DAYExcrKKSEtEvBWCZAPToN6ahoaGkuLggv2Dt2rV6enqOLs40NDSrSAxfb5/KK1d8/fxaWloaGhpaW1tbmps7OzuCdu328fOdHhYXExsTHS0gKJiQmEjPQE/MGa9du+bv67fxn3/iExKERYQX40UALBfLNxUDWBoaPn4M2hnIzsLKxsJ66ODBT58+kdQ7vdM/QFRIGPffaDR6bGys7etX/SnbzMuXsT1mh4aGdvoHUFNQ2trYEO9OWVJ8nA5Jo6Wh+b6eWFNwgOUH0KMVwosXL7y9dtDT0ArxC8THxi1iHwEiCfDzFxEU+uHBF8+f4/riPnr0yGO7O9mWrf4+vr3EdWTBYDDHjqYw0NLZ29ktoKkcACkA6NGK4smTJ86OTgxTqpSelk68V9kS6dHk5OTFixcZaOjokDQIKCzqcBSR5iGDg4Nhe/dSbCNjZmAsLioaI73cUYC5AOjRSgODxtTcvm1lYYGAwuRkZPJycwn6ePwSPZqcnPTz8aHYRpaUmEjkZnxPT4+723YaOMLL00tHUwsJgxvo61deqSTeQw5gmVmzbIEqgOVh9ZrVEpKSufn5uQX5VJRUIcEh2pqaJ0+cHBwcJLWPgI+Pf/Xq1XJycmvWLPx72NrS4uLkfPHChZDQPQmJCSVlZQcPHerv7bOztra2tLp1A2tVvqhXDbCEAHq0MlmzZo28vHxeYUFqaurfG/722bHD0tyi/MIF0vpxrsb+awKFWvAB6urqbKxtnj9/Fp+Q4OjktGrVqr//+dvCyrKo5Pj+gwc+NTTY2tg6OTg+fICtlVvMKwdYGgA9Wsn8/fff6poap86eOZKYMDIy4ubqZmZiijPDXkUCrFmzFrvDi8Es7Ol379y1sbTq7urKzM7W09f7/k9UVFS29vYVly/5BQS8q6sz0NP3cvd48vjxIl04wFIB6NHK56+//jIwNCwpKz0YGdna2upgb+9o73Cn9s4vnzLglmmYBenRpfIKBzu7jRs35hUUSEpKzjhmGxmZh6dHSVmpj5/vrVu3zExMfb193tXVEX3hAEsFoEd/CmRkZJZWluWXKnYHh9TX15ubmrq7uT16+PAXXtKaNatXT2XAzetZkxhMTna2p4cHKxtbbkE+JxeBxHQEEunj63up8oqVtdWN69c11NT3BAfXvQVUiRQB9OjPYuvWrc4uzmUnT/j6+dXW1FqYmft6e7998/YXzo/mpUeTk5NxcXF7gkPk5OXTMtLnno8Og8FCQkNLT5SZW1iUlpSaGBlFhIe3tLQs9NoBlgRAj/5E4HC4l/eOy5VXbOxsr127pqWpGRoSUrfsC5kpPZpHxdLAwEDgzsCjScmOzs6JyYlUVFTzPSMzC8u+/RHnyy8qKikVFRWpKinHx8Z9+dI0/2sHWBIAPfpzgUChu4ODy06etLCwKC4qNjUy3r9v33JOGbB6tHoVZm561PWty9/XN/1Y6pYtW7S1tf75Z+OCz8vKyhobH1d68qSyinJiQoKluXlMdMzY2NiCDwiwWAB69KfDwsISHrGv4vIlBUXFgvwCNWWVhPgjTV++LN96DUNYjz41NDjY29+8cdPA0GD1mtX6unoBfv4vX74k5uxIB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" 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AAAqi+IhAAAAABQfUEkBAAAAIDqCyIhAAAAAFRfEAkBAAAAoPqCSAgAAAAA1RdEQgAAAACoviASAgAAAED1BZEQAAAAAKoviIQAAAAAUH1BJAQAAACA6gsiIQAAAABUXxAJAQAAAKD6gkgIAAAAANUXREIAAAAAqL4gEgIAAABA9QWREAAAAACqL4iEAAAAAFB9QSQEAAAAgOoLIiEAAAAAVF8QCQEAAACg+oJICAAAAADVF0RCAAAAAKi+IBICAAAAQPUFkRAAAAAAqi+IhAAAAABQfUEkBAAAAIDqCyIhAAAAAFRfEAkBAAAAoPqCSAgAAAAA1RdEQgAAAACoviASAgAAAED1BZEQAAAAAKoviIQAAAAAUH1BJAQAAACA6gsiIQAAAABUXxAJAQAAAKD6gkgIAAAAANUXREIAAAAAqL4gEgIAAABA9QWREAAAAACqL4iEAAAAAFB90TR+FwgEUqlUYyNBECiKaj4UReRyOY7jTAZT+7jFJcV6unrfWYmyj1+6Xfk8Ze0CAPw6TCaTx+PBGQYAVAcoGW2oODo5njh5gsFgfM+DvxKp4DhOoUCDEwC/HxzHdfV0Z0yb4T7H/Ts/CgAA4I9qEyosLCzz449KpRIEgeP4d+4qcyOKolQqVaFQaB+EQqGgKIphmHZ5DMM0IjYajaa98Su7yjz4d6JQKDQqTSaXIVXGV17Ol3ahpXAcV12Xr1yLr+yiUqk4jhMEQV6Xb74xyMJfqiRKQVFEWSuk8lApVF0ur1jAx4mfrMaP/mmUeXJ+7nL8lzf2l1AoFKFQuGLlitzc3OXLlnM4nHI8OAAAVPVIyMbGpmnTpnQ6XWM7iqIZGRlsNtvY2FjjExlF0bS0NF1dXQMDA3IXiqBUGjU1NZXFYhkaGqp/1vP5/MLCwlq1aml8QVJQSkFhgUgkqlmzplwuV23ECTwxMdHCwoLFYqnK4ziempJqaWnJZDIx/NN3AIqicpk8LT3NxsaGRqOpvn5oVFoJvyQ/P9/KyupH+9pQFJVKJGKhWNdAr4r001FQSm5erkKhsLKyUp0rEoqiOdk5KAU1NzdXv0woikrEEolUYmxsnJqWyqAzjI2NxWJxZmamra2tqnlPVVgkFOXm5trWttW4TARBZGZmGhsbs5is5JTkGuY16Ax6SkqKoaGhnq6eAvvsjaG8TKmpNcxrsDls9a9qZf1zc2UKmbWVtUAgEAqFJsYmPx2F/EfK94xUXlJYaGljTaFSyoytvyktNc3A0EBPT08zWCGQ1NRUI2MjHR0djWCFTqMnJSfxeDwDfQOcUEalQqEwLy/PtpYtTnx2zlEUFQgE+fn5traal4NKpQqFwpycHGtr6/J6c6IoWlRUlJqaSqPRtoZszc7O3rRxk5GRUbkcHAAAfoPesbz8PJFQpP2pSmfQ4z7E7di5Y8KECY3tGn/2sY4ib16/OXjo4KxZs2xrKb9WqVTqxUsXn0U+c5rtZGRkpHoKCoUiFou3hW2zsrQaPXq0+o0yiqKFhYXh28Pt7e0HDRxEbsFxPDAo0MzUbMTwEUwWE1Gr6bXr1x49fjTPcx6Px/t0HBSRy+Rnz51NTEz09PSkUWlk00VqWmpoaOjfw/9u2byl+ktDUc2XX8YJQtErV65cOnd+bYA/m81GqgAURXPzckNDQ7t3796jew/1a4GiaGpqaviO8OF/D2/dujWm+HcXikjEEoVCERkVeefOHSdHJzMzM5FYdPSfowKhwNnZGVV/J6CISCg6eOggg8GYOnUqgWtGQkZGRrv37OZyuePGjqMz6M+ePTt16tScOXMsalioVwbH8fsP7t+8edPTw1NfX191mZThWk6OSCzS1dHdHLh55MiRzZo2+7kQ5L9DUfTVq1fuLm77Du63srFWf499v6ioqOMnj7u5ullZWX0656WnK+p51KlTp1ycXZS7/j05FArl1OlTsbGxs2bO0tfXV752FBEKhfv37+dwOVMmT1FuUV0NFOUL+Pv27dPT05s4caLqclCp1KysrKDgoEGDBrVr2658I6EdO3fs3rMbRVGZXDZ44ODNmzZbW1uXy/EBAKDKIb5PzPuYgoKC6OhoF1eXD3EftAvcv39/2Ypl5M+XLl+a7z0/Ny9Xu1h8fLxAIFi0eNGJEye09+bl5XnO9Xz8+DFBEJgCC1gfsDVkq3YxkUgkkUoOHzm8YuUKiUSiXSAsPCxgfYBUKlV+c2dlznGfc+fune98pWUcLTS0V/fuhYVFRFWSkpriNsft4cOH2rtiY2PnuM959eqVxvY7d+94zvNMT09X37hh44YyT7JYLF65cuX+g/u1dwUHB2/atIlsnyDduHFj7ry5eXl52oVPnzm9YOECgUCgsb2gsGDuvLlXr14lKtuTx4+ta1g8fqR81/20u3fvenh6ZGdna++6eeumxq6zZ896eXkVFWm+o2Ry2cpVK/cfKOOcSySS5SuW79u/T7WlsLBwvtf8i5cvEr+AQqHw8/fTN9TX0dNhc9ldu3eNiYn5FU8EAACV7tuREIZjt27fmuM+JysriyCIZ8+eOTk7xcbGapdMTU3Fcfz8hfPuHu45OTkae3EC3xK0Zfv27eSH+Lz588oMhjIzMxOTEhUKxVq/tYFbAuVyuUaB7OxsL28vMhrbs2fPkqVLRCKRRhmFQnHr1i2xWJySkuLq5nrz1k3tJ4q4FxESEqJQKL55BrzmzWtUr35KcgpRxaSmpTo7O9+7d09715s3b2Y7zn7x4oVqy7Xr11zcXDTCIOX1xbDVa1ZvDS0jGBIIBIuXLt67b68q6MFxfMOmDev815FRprpLly+5zXHTvu4EQfxz9B+fBT7FJcWqLVlZWe4e7hcuXiCqgHNnz1mamf/vyP9++giZWZlCofDGjRvOrs7aZ5ggiKtXr/r6+vL5fIIgzpw54znXMzdX8z5BJpO9efNGKBQuWbpk9+7d2gcpKSlZvGTxlatXlH8FOdnunu7nzp8jfhkcx4O3Bpuam/J0eWwuu237tk+ePPl1TwcAAFU3EiosKlzrtzYxKVG15VnkM0cnxzKDoVOnTs2bNy8/P19ju1wuD9wS6B/gr/oGLSoqmu81//iJ49oHkcvkK1etDAkN0d5FNvBcuHCBzIkmCGLX7l3LVywXCoXahZOSk5ycnSIiIrR3RUREuLi6lPkStI0ZOcrSzPx9zHuiKnn95nVqWmpCQsIsx1kPHjzQLvDmzZuFvgtLSkqUYcqlS+4e7hmZGRplMAyLjo5WKBRr1q7ZunWr6qyqCAQC38W+Fy8pGx6kUql/gP+GTRvUW4NIhYWFfD7/4qWLHp4eZQZD//vnfz4LfMhQICMjw3WO67Vr17SLiSVi7Tr8aqEhIRamZmtWrvq5h7948cJ1jmt8fDzZ/OPq5pqWlqZdjGwTOnnypIenh/YfiFgsXrNmzc5dO8kmz6XLlu7ctVP7PEul0pKSktzcXA9Pj18aBqn8c/Qfm1o2XB0uh8ep16De9RvXK+BJAQCgirUJldLY+PjJY2cXZ/LTX+XU6VOe8zy1u0gwDNu4aeP6DetlMpn69oKCAo+5HmfOnFHfKJPJVq1etTWkjG/ljMwMFzeXixc1uwN27NyxfOVyjW6yhMQEFzeXuxF3tV9RRESEk7OTemz3FTiO9+/T17qGxb2IMppeKgWO4xH3IlzcXMiXEJ8Q7+Ti9OjRI+2SeXl5CoXi0iVlaw3ZpKchJCQkMDCQ/CZesXJFWHiYdpmSkpL4+Hgcx5Vh0MYN2q10ubm5873mv37zmmzwcPdw1/6mJwji3r17YpE4PT3dzd3t6rUyOsUePny4YeOGMrs7fynvefNNDY2cZs/+icfm5eUtWbrkZfRL1ZbrN667uLqUGQx9qTVI2QK6du2WoC2qFkqhULh02dJdu3ZpH4QMg86eO0tUlPPnzzdo2IDNZXN1uLXq1CqzKRcAAH5f35snpO3x48fqLUP/HP1nvvd87dQHqVS6cdPGjZs2lnmvr+wmmzfvxMkT5F6hULhs+bLw7eHaJZXfoHPcvpRWEr49fNXqVWSTA0EQcXFxjs6ODx+VkUND3rWnpHxvV1duTk7v7j1tLCwOHzpEVA18Pj9wS2BcXJxqy4cPH2bNnlVm58W58+eUSSo5mvkrGIYFbw1e47dGFXnIZLIVK1dsC9um3RShbDTyWxMUHKR9/JycHM+5nmfOnlFd3zNnznwpZygtLc3F1eX2ndvaux48fODs7Pz23Vuiwo0Y9reZkfH4MWO1X/g3KRQKsVissfH2nduubq6pqanqG0+dOvXF1qC1a4K3BmtvX7Z8mUbLUMWHQaRHjx+1aNWCw+PwdHnGpsY7d+6s+KY7AACoQpHQqdOnjhw5Qt7lv3ypvBs+dvzYvPnzCgoKNEoqFIqA9QGbAzdrNyQIBILNgZvz8/Nzc3PDt4fz+XyZTLZ8xfLt27djOFZGQoyLc5n9Ka9ev7p67SqO49t3bCf7C2I/xDq7OpeZSnzz1k1nF2eNr6ive/XqVfvWbSz/Q+9JuSvzC/vDhw+OTo7Pnj1T33ju/Dl3D3ftRggcV+ZsrfNfp9EAIxQpk1R27d6lHQYFbgnUzqnKys6a4z5Hu5vmxIkTnvM8CwsL1TcmpyS7uLncunVLu/L3H9yf7TRbo4mxYmAY1qVjJwtTs+HD/i4qv6T4GzdvuLi6qALuM2fPeM4ruzXIz89vy5YtmELzPY/jeElJiTIY+jfsyMlVBp0VHwaRoqKimrdozmQzebo8IxMj/wD/SqkGAABUfiR09OjReV7z1MeFHTp8yGeBD5mPok4ikfj7+28J2qL9zV1UVOTt433w0EHVl2tJScmixYt27ykjUTQ1NVWZ9XyzjKzn6OjoWbNnkdEYmY30/v372U6znzwto3Xk6tWrbnPcykxo/YpLFy42rFvP0sx82hTl2OYqC8Owd+/ezXKcFRkZ+Slna/487bYZuVy+OXBzwPqAMrPFZVLZ0mVLw8PDya5MkUi0YuWKkG1l52y5e7iTKUTajp84Pt97vipnKDEx0cnFqczk7rsRd51dNXtaK0xeXl77tu2szGt079ot7kMZgyJ/1OUrl0+eOkl2wt6+ffvrrUFr167Vbg0iW9rW+a/LzMyUSCUHDhwQCoW5ubmVGAaRnF2cO3TqwNPl6ejp8HR5qsQvAACoRpHQ0WNHyS9XVcbPkf8d8fbxLmM8sEy21k/5Ka/dil5SUuKzwOfQ4UMag2J27d6lHTMlJSU5Ojneul1GQ8KLFy8cnRyjo6NVW16/fu3k4vT02VPtwlevXXVxc8nI0EwZ/qY9u3bZWFha17D4a9Agoqo6feb0nr17CIJ4++4t2Ud28tRJz7me2t++ZM7Who0btAd/icSizYGbk5KS+Hz+zl07i4uL5XJl6nrZOVsZGa5urpcvX9auTExMzNFjR5Udpv/8c+KkMqckMTHR2dW5zNT1u3fvOjk7JSUlEZXkVXR06xYtbSwsmzSyu19WoPZDbt5U9r0mpySrtpw9d/ZLuUF+fn6BWwK1W4PIoOfU6VOftuTlKjPqzn6WUVfx5s6b+/z584mTJrK5bB09HR09nZmzZ2rfAgEAwB8bCR06fMh7gTfZjbVx48Z795VfG4cOH9K+LxSJRGvWrilz8FdBQcG8+fPIb8qEhIQrV5RDgu/cvfPP0X+0Cyu/QV2c794tI+s5Kipq1uxZr18rs3Tv3rsrFoslUon/ev+nkWWEQRcuXpjj8XEWgB+1acPGGiamNhaW/fv0rZof+mTbj/p0NUePHfXy9tLonCLD0/Ub1peZs1VcUrzAd8G+/ftU/Zh8AX/p8qXbdyhnPdCQnp7u6uZaZs7Wm7fK0fuqdikMwz7EKbvtvpSz5eLmkpz8KW6oeBfOX2hYp66ttU1NS6vTpz4FHz/h2vVrzi6fjaI/fuK4u2cZ+eNiiZi8T/jSlFrqwwgyMzPJTCyiwmEYlpWVFfM+5v175cDJhb4LExISxGKxi6uLrr4uOdXQqNGjMjMzK75uAABQ0ZHQ4SOHvX28C4s+frnGxsY6OzuXmaIrkUhWrlxZZuKtci447/lkGER+xM9xn3Pp0qUynzE+IX620+wy+1OePnvq6Oz49u3H7Nqw7WFr1q6RltIufPHSxTnuc8qc8u6bcBxftniJdQ2LmpZWXTt1jvvwKUm5ijh16pTnXOV4PVXGj7Jbymt+QaFmzpZcLvcP8C9ziiahULjQd+HefXvVtyhT18PDtS9iSkqKMmfrehk5W6/fvHZydoqKilJtef/+vbNL2TlbZCbND+Vs/QrbQkJrWlrVtqlpYWq2f18ZUxp+p1u3brm6uZJhUFBwENk/e/jwYe05BTAM81vnFxgYqB2P5uYpW4NOnzlNNnAePHSQnA2hzLNdASQSye49u5ctX0YOKly1etXzF8/Jt8eSpUt09XV5ujwOj9OnX5+EhIRKqSEAAFREJCSTyXbv2b3Qd6HGnD0fPnyY7ThbIxgSCAQrVq4osyGBvNlVb/NXjYXRzjX5EPfBycXpwcMypsl58uTJLMdZ72LeqW/cGrJ1nf86jVH6ZKaqx1wP7b6J7yQUCqdPmWpdw6KWlbV9w0Z3bpUx6KkSkW0/ZNfk5sDNZLPByVMni4s/zWFIkkgkfuv8yszZKiwq9Pb2PnzkMNkXSfZnRUZGltlKl5qa6uLqUmbO1suXL2c7ziZztu7evVtYWIhh2JbgLeSM4RquXr06x31OmUPNK9jSxYvNjIxtrW0szczXrfUrl9agd+/eOTo7Pn5SxgsnL0Rw8Bdag+Z9ag1S/Sn9xIi28oITuKQUGT1v3LTx/v37qr2bt2w2MTPR0dNhcVgdOnWIev4pAgYAgD9rZsXS5cBK+GV0DL1//97R2TEy6mNXSHFx8dKlS7fvLDsMmjdv3qmyeh+ys7M1hsfHxMTMdpxdZn/Kw0cPnZyctJf7wBRYUHCQv7+/ehbwmbNn3D3LGDn1/XJycvr26kW2Gdha2xw+qLxHryKUOVte81RtPxmZGcoGtstlNLDJZDLlxIkhW7VTpEtKSrwXeKtytvLz830X+Za5woayszIp0dHJkcwC1vDi5QsnJydVztY/R//x9lZ2pJY51vrKlSuubq5VpEtl0/oNHdq0bdm0Wce27QI3b/7Rh2MYppxAyM0lLf2zqE6Zue84W2MoH4Zh69at2xy4WftCqLcGqSjT1VesCN9RxqQSlWLbtm3qrVM4joeFh+kZ6JEtQ02aNYm4V0YqGAAA/PaREHlLmpGRce5cGXPavotRjlciO0SuXb9W5ioBOTk5qrHWb9680e7DItdeuHJNmTMklUqXLVv29OnTssdaz5794cMHkUiknQRD3qSq5m+MiIjw9vHWHtiv7puT+Eml0lu3bm3auHH6lKmnT51K/e5ZiH4puVy+/8D+BQsXaOQtZWVlKbOYr3yWxSwSi1avWV3m4K/8gnxVzpaKWCz2Xey7d/+nnrJv5mxFRkbOdpz95s0b9Y1HjhzxWeij3Tp14eIFdw/3n8vZ+hXkcnlmZuaalasyMzO1+w2/qaCgIGB9QJkDEmM/xDo5O6maxPgCvt86vzLnZMrLy5s7b67GFKMkiUSyYtWK8O3hVWH+nv3792ukKxUVFXXq3KmxfWOuDpfNZdepV4ccNwcAAH9gnlBeXt58L2WKj3Zb/Zs3bxydHZ8/f17mqOyMjAz1BZL27tu7zn+d9mR0mZmZLm4u169fl8vlefmaA79xHL9z946TixOZjpCckuyzwCcxMbHM8eHkPMXJycnaI9o07Ni14/yF89987e/evt20YSNRZRQXFx88dLDMIC8zM9Ntjpvqxr2kpGTFKuXM0WXmbM3zmnf06NEyjl9SvGDhArK/TL2Fg8yR1/AsUrkO3bt3n3VWkg4cPKC+9iqO4+cunHNzd9Oe5rFyFRYW+q/1KzO2/ia8VEZGRpmzmcfGxjo6OZJh/f3794OCg7T/Rsgw6PRpZWtQTEyMdno1OZFBmdN/V7Bjx47973+frc6WX5CvXAb4wUO7xnbkvIuW1pYHDh6ovDoCAMCvHDtWVFS0e/du7VwcZY5I9Ev1UfHqzpw9o54TrcAUISEh6kPfVdLT01evWV3mDCX5+fnLVyxPSPyYlYnj+I2bNzYFbtL+XsFxfOPGjWV2EpX5jD4LfLTXbNcQ/fLlev8Aosogw5rMzMx/jv6jfQbS09OdXZxv3LhBdibu2LlD+wjKUdmeHmTO1tu3b7VDRjKHmrymOI6vXrO6zJytx48fz5o96/3791KptMx2kQMHDyxasohsu4qMjPT28f56Z2WljM4rKChYt2bt15sPv66wsNBngc8///yj3XJDTnd+7969MhucyHFhqk6xs2fPzvf6NAmTilQqXblqZWhYaMUvRUIi/+ovXryosQBIYVGhu4c7QRDPnz/v2Lkjm6dckcPY1HjDpg3fs7YxAABUBagyGqoyFJiCRqWVsV2hwHGcwWCobxQKhRwOB0VRjcJyuVwkEunp6X3PMxYXF0ulUlNT06+UeRUdfeXylfneXkhVwufzNwVuMjcznzljJoVCUd+VkZGx1m/tyBEju3fvrv3AnJwc/wD/zp07/z3sbwRBzpw58+jxowU+CzTOWHFx8Zq1a1q3bj1i+AiBQKCxl1wm7OChg54envXq1SssLFyzdo2Dg0PzZs01rsi+/fviPsR5eXmJRCIOh6Orq/uVF3Xw8EEUQceOGUulUpGKUlhYuH1b2CwnRwMDg58+SH5+/omTJ8aNHaejo6Ox613MuxcvXoweNVr7RUVERAgEggEDBqi2nDp1qmatmi1btNQoKRaLjx0/1q9vPzMzM+TXINcJ+fDhg0wmEwqFIrFIJBSJJWIUQVkslqeHZ3xC/MuXL11dXFUPKeGXrFy5csXyFVwuNz4+3tHJ8d6De3QanUKhzPOct2DBAjqd/otqCwAA5aVqRUJVU9WMhMiY7+TJk4MGDeLxeBq7kpKSHj9+PHz4cO2vomvXruE43q9fP9WWQ4cO1atXr23bthol+Xz+9h3bx48fX8O8hsaukpKSsPCw4X8Pr1u3Lrnl+Yvn165dc3N1Y7PZGoX37dvHZrNHjx79zVdUXFK8adOmfv36dezQEfmtIiGS8t5CKzT/yi4cxzWi2J84SHkh1xcrKCjg8XhcDpfNYXM5XC6XS76FdHR0IqMir1+/7rvQV/UQoVDot87P08PTyMgIQZDMzMy585U9fXQ6HcfxqZOnrlmz5uuxLwAAVDqIhH7jSKgSkT10Go0cUqmUTle2B2iXLykp+c5vRFEpY2Nj5DeMhH53UqmURqOpX9bsnOzc3Fz7xvYIgmRlZb1997Znj57qD0lNTbW2tlb9KpFIlAvpHDyIE7hUKh0zZsx6//UmJiYV+zoAAOAHlNEVBcA3lRnuMJnML5X//oYBTim4BJXi2PFjRkZGA/p/6q1LTkq+fec2GQmZl5JKpeQkQ+QPCkzx9NlTiZjcpJx5qGnTpra1bF+/fc1isf7555+83LzQkFAbGxu4pgCAqgkiIQDAR1QqtaiwSP10cLgcsViMIMj6DesTEhIYDAaNRqOXopX+U/7w7xZyk66u7qrVq548fhIcEozj+M1bNydPnbw1aGvjxo3hRAMAqiCIhAAAHzWo30AkFqmfDi6HKxQJEQSZOHEiBaXQaDRKKSqVqv5f7eylgQMGWttYL1m6RCgUPn78ePyE8eFh4e3btYdzDQCoaiASAgB81LKl5pg1DocjEiljI3Mz8x89TdOnTReKhAsXLqTRaHHxcVOnTg3aEtSnTx843QCAKqWMbA8AACAxGAwC//nhpc2bNh8zekzt2rWVi9alpU6ZNuXosaNwbgEAVQpEQgCAL39AUCh0Oh3DsJ87RziCd+zQcXvY9sZ2jTEMKykpmeM+J3x7OJxxAEDVAb1jAIAvolKpDDpDJBJpzxgpk8nI8WLKf6VDycQSMfmbVCIVCAVt2rRRphkJhW3btj104NBsp9mPHz8WCoXePt75+fnz5s77ymBDAACoMBAJAQC+qDQ7moJh2Pv3748dP6acfloklEqkZFuR9vAx1Q/kw1lMllwhxzCsfv36+/fud3VzvXrtKp1OD1gfkF+Qv3b1WgiGAACVDiIhAMAX0en0Xr160el0Y2Pjvn368nR4yume2BxqKdXwMfUf1B8eExOjUCgwDKNSqdbW1nv37HX3dD979iyO42FhYYWFhev915PzUwMAQGWBSAgA8EV0Or1Pb+VoLy6X+xMhC4vFksvlOI6TvxoYGGwN2lpUVHT16lUGg3H06NGioqLQraHm5j88MA0AAMoLZEwDAH4VJpNJtgmptujq6rZv1370qNFMJpNCoVy6dGnCxAnvY9/DNQAAVBaIhAAAv4pGmxCJzWY7OjquWrmKVurBwweTJk96/uI5XAYAQKWA3jEAwH+lUChU65GR48hEIpG+vr6lhaVGm5AyPGKzpFKp42xHXV1dn4U+RYVF0dHREyZO2LJ5S+/eveFiAAAqGERCAIAf8+LFi8uXL0tlynBHLBbjOK4cLcYoHUv279gxFEWbNm1a27a2dpsQi8UqKSlBEGT8uPEG+gYubi45OTlJSUmznGZt3rh56F9D4XoAACoSREIAgB9jamratVtXHZ4Oh6v8R46EV1+GjMlk4jhOjiOTyWQKTKH+cAtzC9XPAwYMOLj/oJOLU1xcXE52jpOzU052zsyZM+GSAAAqDERCAIAfY1GK/Fkqlebn56t+RRBELBZfvXa1e7fuDAYDQRA3VzdjI2P1h/fr148gPq3g0bFjxz279zg6Ob59+1YgECxYtEAoEnq4e8BVAQBUDIiEAAA/LyU15cSJE54enqo5EuVy+bVr19q3a49hWH5+PofDiYmJEUvEH+ejlkikMilJIVf+k8vlFAqle7fuAoEgOTkZkSFLly3Nzsleungpm82GawMA+NUgEgIA/DwmkymTydQzgVgsFk4of3379u3Zc2fJtKHS+afpNEbpnNQ0ZVIRj8tjsVlMJpPNYjOZzJ49e44bO84/wP/M2TMMBiMoKEgoEK5etVpXVxcuDwDgl4JICADw80yMTUaOHKlaXoNcvl4ul8vksmbNmjVq1Eh9KupvHm17+HZTU9M9e/fQaLQdO3fk5ORsCdxiZmYGVwgA8OvAfEIAgJ/HZrPtGtnRaJ/dUxE4gSkwGo3G4XCYTCadTv+eMIicd3HNqjUtmrcgp7c+c/bMjJkz4hPi4QoBAH4diIQAAOWMyWKKxKKffmy/fv1mzpjJ4XDodPqNmzcmTpz46tWr8q4jAAB8BJEQAKCccdgcsUj8Ew8kx5RRqVRHR0e/tX48Ho9CobyMfjlpyqT7D+7DdQIA/AqQJwQAKGccDkcoFGrOPS39d+yYVCqWiJXbxcpxZDKpTKFQDiKTSCRmZmaDBw9m0BkioWjqlKmGhoZz583NysqKjY2dOGliSHDIgAED4GoBAMoXREIAgHKmo6tDDijzD/AvKixiMBkfR4+VzkCtmoeaRqMxGAwOl8MqxWAwjI2MmQwmlUYVi5VNSkP/Gsrlcj08PBISE3Jzc2c5zQpYFzBu7Di4YACAcgSREACgnI0fO57BYFAoFFcXV7K3SzV8jPzhG59KNJpEKiF/7t2r98GDBx2dHF+/fl1UWOTq5ppfkO84y1EjRxsAAH4a5AkBAMqZgYEBl8tFEESvFI/HUw0i+2YY9DESknyMhBAEad6s+YrlK4yMjHACl8vlS5cuXeu3VmMtMwAA+GkQCQEAqhYGnSGVSNW3WNSwmDxpcp/efQiCkMvlARsCPOd6ksu4AgDAfwSREACgalHvHVNt0dPV2x62ffTo0cq1XVHK7j273ea4FRYWVl41AQB/COhrBwBUBIIgPo4a+ziKTHNMmViizJLu368/h8sRiT6bjojFYonEIiNjo9CtoQb6Bjt37cRx/Oixo0XFRVuDtlpbW8MlBAD8NIiEAAC/nEwmW7Z8mUwmYzA+G0f2aRAZnUGlUcnsIjqdLpPJ1B/OZDJFIpFUIuVwOGtWrzE0MvT396fRaNeuXZs0eVJ4WHj9+vXhKgIAfg5EQgCAX45Op3t7eaMoSo4gYzAYaCkKhYKiqEZhPT09jTYhHR0d+yb2ZLY1k8n0XeBrZGi0bPkykUj06PGj8RPGbw3a2r59e7iQAICfAHlCAIBfDkVRAwMDfX19HR0dLpcbHR2dlZ1FpVJVYdDVa1cj7kWQP3fp3OXvYX+rP1xHR8dhnAONRpPJZBKJRCQSjR83fsXyFeSY/Hfv3k2bPu3mzZtwIQEAPwHahAAAFe3ho4eNGjWysrRSbcnOyqZQKRiGRT2Pys/Pl8vkIrFIJpPJSymnoFaQP8qVE1KX/pcgiL///vvB/QfpGenJKcnTZkxb57du7JixcDkBAD8EIiEAPi53BSoMl8vFMEx9iypLOjEhsaCwgJx8iMVk6evrM5lMFlM5CbXq/5T/YTLZbDaTyXz48KGjs2N8fHxBQYHHXA+hUDh92nS4lACA7weREAAIFSYsrljjxo6jUD/rmmcxWUVFRVQqdfTo0T90qA4dOhw6eGjWrFkvo18KBcL53vNzcnLmz5tPp9PLu9YAgD8T5AmB6k5HR2f02NE6OjqVXZFqRLnKGJ2hsUUhV/zc0ewb28+ZM8fS0pIgCEyB+a3zW75yufos1QAA8BUQCYHqjkaj1axZC9axqlxMJlOukP/0w2uY15gyecoEhwlyuRxF0c2bN7u5w7yLAIDvAr1jAIDKx2Kx5HK5cv5oyjduzwiCwHEcwzDVf1ksFp1O1+HpbNywkUan7d27l0ajHTx4UCAQbNyw0aKGRUW9CADAbwkiIQBA5WOymFKplCCIvPy8tLQ0tamnlf8nk8vUB46pfpbJZBiGjRk9RkdXp5hfzOVyN2/cbGpiunHzRjqdfubMmdzc3PBt4XXq1Kns1wcAqLogEgIAVD5dXV1jY2MKhZIQn3D37l0647N5qBkMhq6O7sfhY6Vjx9SHkuno6MTHx4uEyqFndDp9ke8iHo/nt86PIIgHDx5MmjJpa/DWFs1bVPZLBABUURAJAQAqn421zdQpU1EUbd26datWrcqce/orOJxPS5VRqdS5nnNNjE3me8+XSCQvXrxwmOAQFhbWtXPXX1Z9AMBvDCIh8Cd7+eLF5UuXc3NyLCxqDBg0uJFdI/W9Tx4/jouLU33fYjhev379tu3aqZdJS007e+ZMQny8WQ3zYcOG1YP1rX4NciEO5SCOb+UJlYnJZGL4ZxMUTZw48dHjR8dPHBcKhSkpKdOmTQvcFDh48ODyqzIA4A8BkRD4M8lksm1bQ3bu2GFlbaWrq3cvIuLQwUNLli0bOvxvMvTBMGx7ePjd23d0dXXJh8gV8tGjx6hHQm9ev/aY415YUFC7Tp0HDx6cOn5irb9/9x7dK+tFgS+hUCh0Gl094ZogCDs7O9/6vgcOHnj37l1WVtaMWTPW+6+fMGHCD7U2AQD+eBAJgT/Ts6fPdu7YMezvv+d4ehgYGHyIjfWeP3/L5s3t2rerYaEcTCQUCrMys0aNHj1m3FhyhmmCIIyNjFVHEAmFQYFbBAJ+cGhI6zZtEhISPNzcNq1f36xZUwNDw0p8aUAdOVc1lUql0WgSiYTD4ZDbURTFcbxjh459eveZMWvG8+fPhULhvPnz8gvyPdw94BwCAFQgEgJ/pog7dwicmDx1iomJCYIgjezsho8cuXblqg8fPpCRUGFBoVAgaNu+XdNmzco8QkzM+0cPH06YPKlDx44IgjRo0GDKtGlLfBc9ffKkb//+Ff6CqqPc3NzMrEypVDmEjPwv+YP6SmQSiaRp06bdunWj0+lSqVQVCZHZ08UlxW3atDl04JCjk+O9+/fEEvGy5csK8gsWLFigXhIAUJ1BJAT+TJbWViPHjDY1M1NtUa7ZWdpUQP6am5tDEASDwbh582ZhfkH9Bg0a2TVSn18xLu6DRCJp1aqVakujRo24XO6rV68hEqoYb9++ffjooXINMhqdzlAOJaPRaAwGQ09XTzVwjMFg1KhRg8CV7XpisdjAwED1cCqVKhaLEQSxtbXdt3ffHPc55y+cR1F0S/CW/ML89f7rIRgCAEAkBP5YDhMmkF0k5K8fPnw49s/R2nVqN2jQgNySlZVVUJC/ZNEiCoVKoaCFBYVdunZdumK5jY3NxwKZmTQazdj4U3+Znr6+jo5OXm5uZbyg6qhz586dOnWilPp6SZlMZt/YXmOi8M6dOjOZTPJnc3PzPbv3zPee/7///Q/H8T179hQVFm3etNnU1PRXvgIAwG8AVtsAfya0FPkdeeTw4emTpxQXFc339la1EuXm5FCotJEjR+3YtXP33r0ec+dGRNwN8FsnEgrJAlKJFEVRBuPT8lg0KpVGp8vkskp6TdUOmf1DhkFZ2Vl79u75UkkGgzFu3DgTExMMw8guM5FIVLNmTVNT04LCgry8vPSM9Ozs7CmTpvTo3kMqldLp9NNnTk+bPi01NbViXxMAoMqB3jHwJ3vy+MnmjRujoqK6des2x8PdvkkT1a4Ro0b169/fwtKS/NWuceO01NQL58+/fx/boqVyFj4mi4XjuFz+aTEshfJbVsagwSLnlUChUDx89HDqlKnau16/eR0REUFGvR/noSb/yZT5RGQ6EZVC5XA5ujq6Xbt0NTE1OX36tEgkunHzhsNEh5CtIU3sP70xAADVDURC4I91/OjRtavXWFpaBods7d6jh3rrDjmpsWr8PKmhXaNTJ08WFRWRv5qYmiowLD8/X1WAz+cLBUJDtf4yUGF0eDpNmzQtcxeHzbG2tuZxeeTE00wmk81iM5nKRCImS/mzdudam9ZtFvoulEgkz549mzxl8rbQbe3afjaPFACg+oBICPyZHj96tHb1mn79+/suWayjo6Oxl8/nh4WEGhoZTp85U7UxOyuLwWTq6X0Mj+rXr8dmsaIiI7v36EFuefvmjUAobNLEvgJfB/hIT0/P2cm5zNNRu9QPnakZ02cYGhrO95pfmF/w7t27SZMnbdqwadCgQXC6AaiGIE8I/JlOnzrFZrNHjx0jEAjSSKnK/5CDiZhMZkpKcvCWoIf375Prmb98/uL0qdN2dnb16tUjj9CgYcOWrVqeOnnqVfQrDMPS0tIO7j9Q29a2VZs2lf3iqqmfm376S4b/PXx72HZ9HV0mk5menu7s4nz06NFyPD4A4HcBbULgD8Tn859HRiXEx4/8ezhRipw4kUqlbtsR3rdvPwaD4eTiGh8fP23K1JatWrFYrGdPnxqbGM/39tL5t8uMx+N5zJ3rOcd9wrhxje3t4+PjCJxYu24dOUER+AO0btXK1MSExeOmpacVFBa4znHNyclxcXGBSagBqFZQ8ksCfMWr6Ogrl6/M9/aCs/S7kMlkjx894vP5GttRFG3ZqpXZv8PHUlJSbt248fr1awzD7ezsevfpXcvWVuMhH2JjL5w/n5CQYG5uPnDQoOYtYEnzP8fLFy+mTprsMW/uof8djoiIoNFoVCrVx8fHa54XuQgaAKA6gEjo2yASAuCPdOHceafZs/85fsy2Tm03N7dzF84x6AycwGfPmL1i5Qoel1fZFQQAVATIEwIAVFNJSYlyuTwnJ8fczDxsW9iYUWMUCgUFpWwL3zZ33tyCgoLKriAAoCJAJAQAqKaSk1MIgkhPT0cQxMjIaFvoNhdnF5zAaTTagQMHps+Ynp6h3AUA+LNBJAQAqKaKi4pwHE9OSiJ/5XA4q1ev9pqrTBKi0WhXrl6ZOnXq+/fvK7uaAIBfCyIhAEB1JBKJxCIRjUaLj4vDMIzcyGQwly1btnbNWg6HQ6VS792/5zDBITIqsrIrCwD4hSASAgBUR4WFhfn5+VQqNTMzE/83EiI5OTptCNhgYGCAoui7mHeTp0y+fed25dUUAPBrQSQEAKiOcnNysrOzKRSKRCwt0ZpwYeLEiTvCd1iWLkuXlJQ0afKk02dOV1JNAQC/FkRCoLqTy+VJiUnqK62C6qCgoKCwsLB03moiMz1Du0C/fv1279xdr149DMMKCwudXZx3791dGTUFAPxaEAmB6k4gEBz75x+BQFDZFQEVqqS4RCKRUFBUKBSmpKaWWaZz586HDx5u1aoVjuN8Pn/+/PkbNmyQyWRwqQD4k0AkBACiSpgF1UduXi6NRkNQVCKRJCUmfKmYnZ3dgX0HunXtpii1xm/N8hXLoQURgD8JREIAKFfhgLNQvRBEQlycQqEgCEIikSQmJn6lrK2t7f59+4cNHUYQBIZhQcFBrnNcCwsLK7C6AIBfCFZgBQBURz179eLp6ERFRrVu06Zdu3ZfL2xsbLwtdJvBYoN9+/ZRqdRDhw4VFxUHBwebGMNyvAD89iASAgBUPyjap1+/Dh07Bm7e7DnXk8Vmf/MR+vr6WzZvMTQ0DAkNQRTImbNnioqLQoJD6tSpUyE1BgD8KtA7BgCopnAcJwgCx/HvLE+n05ctWbZk0RJyEuq7d+9OnjL51etXv7iaAIBfCyIhAEA1RRCE6r/fiU6nz/WcG7g5UFdPl0qlRkZFTpg44c6dO7+ymgCAXwsiIQAA+DGTJ00ODQ41NDSkUqlxcXEzZ828dPkSnEQAflMQCQEAwA8bOnTo/r37a9vWRhAkIzNj5qyZe/fthfMIwO8IIiEAAPgZ3bp127tnr52dHY7jJSUl3j7eodtC4VQC8NuBSAgAAH5Sy5YtDx041LVrV7lcLpFIFvouXLZimVQqhRMKwG8EIiEAAPh59evX371z94ABA8iJpzdu2ui72BcWbwHgNwKREAAA/CcWFha7duyaPGmyQq6gUqihoaHOLs65eblwWgH4LUAkBAAA/5WBgcHGDRsdnRwJgqDT6cdPHJ81e1ZKSgqcWQCqPoiEAACgHHC53PX+6xcvWkylKeddvHzl8oSJE2JiYuDkAlDFQSQEAADl9HlKoXjN91q9YjWHw6GglMioyImTJz5++hjOLwBVGURCAABQblAUdXFx2Rq01djYGEXRt2/fTpg44fqN63CKAaiyIBICAIByNnLkyLBtYVZWVjiOZ2Zkzpg54/iJ43CWAaiaIBICAIDyN6D/gAP7D9jZ2REEkZeX5+zivH3HdgzD4FwDUNVAJAQAAL9Em9ZtDuw70Lp1awzDJBKJ7yLf9evXIz+w3isAoCJAJAQAAL+KnZ3doQOHevfqjeO4VCpdu26t9wJvmHcRgCoFIiEAAPiFrKysdu/aPWzYMLJrbFvYNg9Pj5KSEjjpAFQREAkBAMCvZWJisj1s+4wZM9BShw4fmjZ9WkZGBpx3AKoCiIQAAOCX43A4/n7+np6eBEHQaLSLly5OmTYlISEBTj0AlQ4iIQAAqAhsNnv50uVr16xls9lUKjUiImL8hPHPIp/B2QegckEkBAAAFcfN1W3Txk1cLpdGo0VHR0+bNu3u3btwAQCoRBAJAQBAhZrgMGH3zt01zGtQKJS4+Lip06aeOHkCrgEAlQUiIQAAqGgDBw7ctWtXzZo1URTNzsme4z7nwIEDcBkAqBQQCQEAQCXo0rnLoYOHWrZsiWFYSUmJx1yPDZs2wCTUAFQ8iIS+jSAI+HgCAJS75s2a79uzr2uXrgqFQi6Xr1q1avWa1TKZDE41ABUJIqFv43K4VlZWFXAxAADVTe3atfft3Td8+HC5XI4giH+Av+dcz+Li4squFwDVCK2yK/AbqFXb1tIaIiEAwC9hbm4eEhzC4/IOHj5Io9H27N3DF/A3BGwwNTWFMw5ABYA2oW+jUqksFqsCLgYAoHrS19cPDgr29PBEEIROpx87dmzKtCnJycmVXS8AqgWIhEB1x2AwqFQqg8Go7IqAao3BYCxfutx3oS+t1J07dyZNnvTq9avKrhcAfz6IhEC19vTp00MHDrx+9erg/v1Pnzyp7OqAao1Goy3wWbA+YD1Ph0ehUJ4+e+owweHho4eVXS8A/nAQCYFq7dj//lm0wPfunTvLly47d+ZMZVcHAGTa1GlbNm8xNjZGECQ+Pn7K1ClXrlyB8wLArwOREKjWzGvUYHPYKIVCpVKta9as7OoAoDR61Og9u/bUqlkLQZD09PRpM6b975//wakB4BepvmPHigoLb9+6LRKL0NJfcYJgMpndunc3MTFRlRGLxRcvXHj25CmNRuvZu1f3Hj1QlCz+yYfY2LNnzmRmZNaytR32999WMMrst2JpaclkMsn5ovT19Su7OgB81L17971797q6ur56/aqkpMTdwz2/IN/FyQVOEADlrvpGQjExMYt9PyYnIgiCYZi+gX6dOnVUkRCfz1+80Pfa1asNGjaQSKQnT5yYNXu2s5srnU5XHSTizl0fLy8EQaysrW/funXm1OlNWzY3adq08l4W+DG1bG15PF5hYSGXxzU0MITTB6qOtm3aHj50eNbsWY+fPBaJRIsWLSrIL/Ca7wVDWQEoX9U3EsrIyODyuCtXra5hUYMonUmaSqPZ2tqqCpw4euza1asec+c6TJwglUrX+weEh4W1adeuY6eOZIH8/PyNGzbo6upuDtpSt16955FRHnPct2wODArZyuFwKu+VgR9gYVGDxWbj+fkGBgam5mZw7kCVUrdu3f3797u5uV2+chlF0Q0bNxQUFvit9WMxYV4PAMpN9c0TSk1JNTc379a9W9NmpZo3t7e353K55F4+n3/hwoWGjRpNnDyJy+UaGhrOmDWTw+FcPH+OIJSBE4IgUZGRb16/njx1aiM7Ozqd3rZ9u5GjRz18cP99TEylvjLwA8zMzSgoiuO4iYkpTGQHqiArS6vdu3aPGTOGIAgcx7dv3+7o6Jifn1/Z9QLgz1F9I6H09DRTU7PY2NgTx5RtP9nZ2ep7s7OzExMTmzRpwmazyS3mZmb16td/8/qNWCwmt7x5/YbFYjVuYq96VMuWLWQy+fuY9xX7UsDPYzCYunp6OI7zeDxDQ+gdA1WRgYFBUGDQzJkzCYKgUqnHjh+bMWtGZmZmZdcLgD9ENe0dk8vlOdk5Uc+eRUVFsVgsPr+EQWfM8fAYP8GBTBsqKiwU8PkWlpaqhzCZTFMz05cvXhYXF5OdX+lpaTwdHfU0WwMjIxaLBZ9Qv5eaNWtGRUay2Wz1DDAAqhRdXd31/usNDQ03b9qMIMjly5cdJjqEbA1p1LBRZVcNgN9eNW0TEgqEJSUlVtbWq9es2b13T/iOHQ0bNQrw87t14wZZQCaV4RjGZDFVD0EpFAaDgWHKNaPJLVKplE6j0UsjJxKdTqfRaKpGI/BbqF2nDoVCMTODJKHqiBw2+FugUqkLfRauWrWK/Jx5+PDh5CmTI6MiK7teAPz2qmmbkI6uTkjYNjabrWrRMTQymjhu3Lmz57r37Emn0+kMOoVKlUqkqofgOC6TypQjzf5tOWCymAqFQq5QqMooSrHYkMz4O6lZqyaVSq1dt05lVwRUNCqVamVlRaH8NjeEVCrV2cnZyMjIy9uroKDg1etXEydNDNwc2LdP38quGgC/sd/mI6B8USiUGjVqqHdsWVtbm9WokZOTI5Mqox89fX0ul5udlaUqIJfL8/PzdHX1dHV1yS01zGvwlUpUZYoKCyUSiTm0LvxWzM1rkH1klV0RUNG4PN44BwfWv7mAv4sxo8eEh4WbmZlRKdTklGRHJ8dTp09VdqUA+I1V0zahx48enT55asLkSfb2H/Odi4uLS4qKa9asyWAqe8TMzc1ta9eOfvlSJBKRWUGZmZnv38f27tNHNb7MvkkTqVTyKvpV48YfD/I8KopOpzeo8J77oqKijIwM7Vkf/1Q4jpuamqrPgflfcLkcJpNpbW1TLkcDvxEURVV/zr+XAf0HHNh/wG2O27t373JycpycnXJycmbPml3Z9QLgt1RNIyE6nXHh/HmxWLxi1So9fT2pVHrowIGs7GzX7j3ItFkdHZ0+/foGbtx0+uSp0WPHKBSKQwcOlBQX9x/QX3WQ5i1b1KtX/+CBgx07dbK0tIx9//74seOt27Rp0LBBBb+cm7du+izwqT6rqYvFYk9PTzcXt3I5GpfH43A4ZjCZEPitdOzQcd+efbOdZj9//lwkEvku8hUKhR7uHr9RZx8AVUQ1jYRatmo528kxJCj4xYvndnZ2aalpMTEx4yc4DB4ymCyAouiYMWOiX7xcumTJiePHRUJhfHz8LMfZHTt1Uh3E1NR0nrf3Am/vkcP+rlu33pu3rw0NjTznzeXxeBX8cgQCQXJyMrO0Nas6EIlExUXFX9obHx//6OFDGvW73ttUGjUpMUkkEh0/eszAQB/HP04WRSBEp86dra2ty6/WAJQze3v7g/sPenh6XL12FUGQZcuX5eTkLF2yFGZ2BeCHoKp5AqsbuVz+5PHju3fvZmVkGhoZduzUqXOXLqrZg0iFhYUXz1+IioykM+jdunXr2bu3drTx4sXLyxcvKNcdq1Vz0JAh9RtUdIMQgiD7D+yfNn1a1Y+EaBSaLpcnkIpkMtl/OY5IJFq5YuWSxUvK3JuSnPLi+XMq9bvujAkEoaAUKo2qkCsIhFD1LxII0qp16xo1lClEAFRlOTk5Hp4ep8+cptPpCoVi6pSpq1ev1teDRfQA+F7VNxL6k5y/cH75iuUMelXvHaNSqUV5+UKx2MrGWoEplOHGTxFLxM5OzjNnzCzn+gHwexIIBIsWL9q1exeFQpEr5EMGDwkKDDI3N6/segHwe4BI6E8gEokKCgtQpKpnTFMolCOHDu3euWu139p2HdrjGP5zxyEIQk9PT0dHp7wrCP4QCoXiwf37N67fEAmF9es3GDh4oKWVlXqBZ0+exn6IVf3BYDher169du3bq5d5++bNubPncnNz6tev/9ewYVU8sBBLxKvXrA4JCcFxXIEpunfrHhQYVLdu3cquFwC/AYiEQIXKz88f0KevlZXl3gMHdPX04OyDcifg8xf7+t64caNO7bo0Oi3uwwcDQ4ONmze3bNWKLCCTydzd3K5fvab37ztQJpeNHDVq6fLlqoNcvnhxyaLFbA7b3LxG3IcPFpaWgcG/QWCxJWjLqtWrZDKZXCFv1rTZ9vDtTZs0rexKAVDVQSQEKprPfK99e/bMcJy9es0aOPug3B3cv3/NqlVz53uNHT+ewaDfu3fP18vbvmnToJCt5Jj5wsLCGVOn1qlbb8LECWQPLYHjRsbGqgT57KysCePHc3k6mwI3W1tZ37sX4TVvXpeuXdcFBFT9bLxdu3YtXb60qKgIRdE6deqEbA3p3KlzZVcKgCoNxluCijZ8xAgOl/vPkf8dO3oMzj4oX1Kp9NrVa7Vr1xk9ZrSODo/JZPbq1atL925v375VTZRaVFRUXFzSvn37ps0+at6ihfo4wXv37qUmp8yYMaN27dp0Br1Hz56Dhwy5dzciPi6+6l+v6dOnh4WGkX15cXFxEydNvHDxQmVXCoAqDSIhUNEaNmrYrl07sUgUuHHjh9hYuACgHOEY3qxZs8FD/+KqTWaBYRhaOjUG+Wt+Xp5MJmOz2Tdv3jx+7PjLly8VamvmIAgS/TJa38CgXv36qi0tW7YsKSmJj4/7LS7WkCFDdmzfUatWLRzHc/NyHZ0cDx46WNmVAqDqqqbzCYFKpKev361794cPHyYnJy9bsnTb9nBVugYA/xGbw/acP4+cEozccvPGzbu3b7dt197s35TnnJycwsKCpUuWoKVZ/AUFhd26dV20bGmtWrWUYZMCy87K0tXT09f/9LY0MTVDKZSc7Ozf5QL17NHz0MFDsx1nv3r1qrCw0N3DPT8/38XZhaa2YjQAgARtQt+WkZ5+4/rHNepBuRgwaKCZmRmNRnv86NGuHTvhrIJyhJZCEKSgoCAoMNDT3d3ExNTN3V0132BBvnKg5YiRI7fv2rVr314vH++IiIh1q9eIxeLScWSYTCql02lUKlV1TCaTQaVQpKWLEv4umjVtdnD/wY4dO2IYJpPJVqxcsWrNKgzHKrteAFQ5EAl9W15e3rOnTyvgYlQfNWvVat2mDTkePiw09Orly5VdI/BHUSgUFy9cGD1i5I7w7UOHDd21b69dYzvV3qHDhl26dnWB78LmLZo3btx45uxZY8aNvRsREfPuHTnXA4PBUCh9ChpkUhmO40wmC/mt1K1b9+D+g4MGDiIIQq6Qb9q0ycPDo6Tk06LRAACIhL4LiqLqd4egXAwfOYL81pFKpesD1n/48AFOLCgXcrl888aN8z3n2taqtXvf3pWrV1taWqoX0NHV0djSyK4xplDk5uaS838am5qWlPAFAr6qQH5+Ho7jJqamv901MjMzCw8LHzt2LKbAUBTds3ePq5trYWFhZdcLgCoE2oRA5WjevHnTZs3kcjmNRnsVHb1/7164EqBcnDh+Yt/evW7u7tt372rTtq3GXolYEuDnvz08XH1jdmYmnUYzMjIm73yaNW9WWFDwPiZGVeDZs0hdPd06dev8jtfIyMgoJDjEzdWNUurY8WOTJk9KTk6u7HoBUFVAJAQqh5GxcecuXaRSKUEQg4cMGe/gAFcC/HfFJSUnTxy3b2zfr3+/jIyMtFKpqamZGRlyuRxBEDqDnp6eFrR5y8MHDzAMw3H8zevXx48da2Rvr1o0sFOnTmbm5vv37cvJzsEw7OmTpxfPn2/btl3dOlV9ZsUvYTKZK1esXOizEEVRGo124+aNKVOnxKiFegBUZzCOAFSav4b+lZuT06Zt2/fvYxo0bAhXAvx36ampcbEfsrOz+/TsRZQi04YsrSz3HTzYoEEDKpXq6OyUkBA/bfKUFi1bsNmcp0+fmpgYe3t76+h8HHhvYWnp5e29ZNGiYUP/qlWzZvTLaCsrqzke7kxWVZ9W8SuYTKaPj4+hseHSpUsFAsGjx48cJjgEBwV37NixsqsGQCWDOaa/7VV09JXLV+Z7e1XA9aietoWE2tSqOWjQoMquCPjtFRUVRT57pjHIiyAINpvdpm1b1Vp1aWlpN65df/P6tQLDGjVq2Kdv31q2thqHevb06aULF3Pz8urVrzd48GDb2rWRP8Kx48c853oWFRURBGFjYxMUGNSnT5/KrhQAlQkioW+DSOhXS0tLCw0J8VmwACYWAqACXL9x3d3dPTklmSAIYyNjPz+/8ePGw5kH1RbkCYHKZ2VlVa9evetXr1Z2RQCoFnr36r171+569eoRBFFQVDB33tydO2FaL1B9QSQEqoSRI0c9efIkJyfnvx9KLBIXFhQKBALtXQqFoqgUpjZVzM+RiCXFxcU4jv/H4wBQKdq1a3fwwMGOHToq5AqRSDTfe/5av7VkUjkA1Q1EQqBK0NHV6dSly+lTp/77oQ4eOOAwduwCb+9srbjq2pWrUydOcpo1OyHhvy6leebUKU9397y8POQXEwgEfD4fKc38BaAcNbZrvHv37t69e8vlchzH/db5LV22VCQSwUkG1Q1EQqCq6NGjR0pSUmJi4n88Tkpy8rNnz65cvhL17Jn6dplMdvHChQf3Hzx//lwoFP7HZ8nIyHj54sWvXn5BIpHM9/R0c3ElF4IAoHzZWNvs3b133LhxCoWCQqEEbgl0m+NWUFAA5xlUKxAJgapCR0enR69eZ07+12YhCpVqZmamq6Nz/9599d6r1JSUN29e12tQn8lkqpbnVMFxnLwz/vrBMexjtxqVSmUwGBrH0X44juMa65yXeUxysLc2FEWlUqlEItGuMNnZ983uDIVCQXz1RSkXlfj3RYFqyMjIaMvmLdOnT8dxnE6nH/nfEUdnx/SM9MquFwAVB+YTAlVIz169Hty//zwqqkXLlj9/FILg8Xht27V7+OBBTk6O+b8rkD95/EQqkbbv2PHqlSvqxYVC4cXzFy5fupSdlWVkbNy9R49hw/82MDD492DEuTNnBQJB8xbNd+3cZWJsPM/bi06nazzn9WvXHj963H/AgFatW5FbCgoKTp86dffW7eKSkvr16zlMnNi0WTNV+cSExLNnzvTq0zvy6bM7t295L1zYUGtGJYFAsCN8e9yHOBzH/f3WTZo6xfbfkd4x72KO/fPPi+fP5Qp5Y3v7ocOGtevQHkU+RkuPHj6Miozs2q3byRMnnkdGGZuY/D18eJ9+fTWqHfUs8vjxY+/fxbA5nB69eo4ePVpHV/fnTzv4beno6ARuCjQ1Md20eROKoufPn8/Pyw8PC69b93edSRKAHwJtQqAKQVF0wMCBly5e/C+Zm4Tyf0T7Du1LioufR0WRGzEMu3Xrll1jO0tLC42Wmx3h4UsXLdbV1R369zATExP/des2BqyXyWQfj0YQt2/d2hoc7OPlfevmDZwg1JtnyJ9PnTg5190jPy+vZq2a5PbCgoLFvov81/pRaDQ7O7uH9x+4OjurKqOcOCA1dc+uXSuXLd8SGFhQUEgpq8kHx/HsrCyxRCKVStMz0iUSCbk9KSnZzdXl5s2bnbt27d2nb/SLl27OLs+efOoKfB71PDgo2Hve/Ldv3jZp2jQ7O3uuh8fhQ4fVD3796tWZM2bcj7jXoGFDNosV4LduQ0CA6imqCYlYfPXqVdW1rs6oVKrvQt+FCxbS6XQKlfLo8aMJkyZEPf/0jgXgDwZtQqBqad2mzfWr1yKfPmvfscPPHQFFEAWG1WtQ37a27fVr1/v170+hUJISE9++fu3k7MwX8NW7ooqLi29evzFqzOiVa1aTW1hsVsTdiJycHCsrK3ILncHISE8fMKD/HM/DPB5PtRwvBVUGQqdOnFixbPmQv/5avHQpm8Mmd50+derm9et+/v5/jxiOomhaWtq0SZN37dgZGBxEoyn/6Kg0qlQqLS4q2nfwQIMGDbQbmRAE0dXVXbpieXZ2lkQq2xwYyOV9nAH54YP7Uolkc1BQq1bK9qe+/fpNdHC4c/t2m7ZtyAI0Ok3A5ze0a7RqzRoul8svKfGY475927aevXpaW1sr26vy8zdt3FTb1nZr2DYzMzMEQXbt2Bm8ZUuvPn26duuGVBtSqfTBvXudOnZkMBiVXZfKR6VSJ0+a/PjJ48ePHheXFEdHRztMcAjbFtatazV6S4DqCdqEQJUzasyYkydOxMfFpSSnpCQnf+l/X8m/wTHcyNCoXfv2L1+8yMjIUEYPDx+iKKVN+3YIiqqPw2Kz2f4bNrh5uCsUColEkpqSkpWZhRAEpnZwDMOsra0nTZmip6enCoOUx0HRo/87umzJ0l59ei9e9ikMksvlN2/eamzfuHffPhiGyeVyCwuLXn16P38elfvvcDaitG1p1JgxTZo00c43UqFQKBo/IAjSvUePnbt329vby2QykVAUF/dBLpOq5/oQBMHhcof9PZzL5ZaOy9Md8tdf+fn5b9+8IQu8ev06NSVl1JjRxsbGcrlcoVD06duHy+VGPv0sx7w6+HRBAYLQaLSGDRoGBgaam5sTCJGamjpt+rSzZ8/CuQF/NmgTAlVOnbp1OnXpvHvnLvpX79Q9PD31DfTL3kcQVCq1W/ce/zt8JCoy0tzc/O6dO/Ua1K9du/a1z5OEGAwGnUHfvm3b48dPcnNyKFSqSCg0NDRUBjqfDobr6+vz/l2ogUShUDLSM8JCQzEMK8gvkMvlbPbHSIjP5+dkZ2VmZo0eMfJj1IWiBfn5xcXFOTk5NSwsSo+pfGoTE5OvnwpV85V6O5aRkdGTR4/W+wfExcWJhEI6gyESidVDJYRAeDyepaXyiUiGRoY0Oi3/3zH/qcnJEokkZOvWPbt2k0fGCeXXXmJiIhmifb1W4E/FYrHEYvHIESMtLS1nO86Oj4/Pzs6e5TiroKBg8uTJ8MYAfyqIhEBVNHTYsKHDhv2XI2AYZm/f2MLS4uH9h/Xr13/75u2MWTNpNBr++SitpMRE59mOIpFo5OhRDRs2NDc3P3702P179zTm71GGC1pbUASZ5ejI4XA2b9x46NAhJycn1T6FQlGzZs0JEydQqFQy1GDQGUwm09rGRvOwP4ggiF07d27ZHNitW1dHJ0cLC0sFpli6aDGGqbeQERQKheyG+3g2cBwhlA1gqpNDo9F69+lj17gx2ZhEoVDoNLqlleWP1gf87nAcF4lECoWCRqOxOWxyrGKH9h0O7j/o5OwU9TxKKBR6+XgVFBTMnTu3sisLwC8BkRD4M+E4wWKzu3bvcf7MGX0DPQzDOnfurF0s4m5ERnp6UMjWnr16kVtOnDiB4fg3b38JHDc1Nxs/wcHAwODB/fvbt4V16tipabOmCIJweTxTM3OJSDRi1ChVOPI8KiruQxyLxfqJ14KiqKrJp6iw8NKFi+3atQsODSWzW+Lj4qQyKYqqtQmhKL+En56WXrNWLXJDXOwHFEVVa4haWVujFIqdnd2IkSPJLQqF4uTx41QaFe77q5u8/Lw9e/akp6c3a9Zs+rTpilIIgjRt2vTQwUOOzo7379+XSCQrVq3IK8hb7LuYw+FUdpUBKGeQJwT+VMrmlk6dOpaUlBzcf6Bp06Y2NT8O7FKHUlByCQ5yPqGrVy5fvnhJGRl8xxQ7KKp8LJPJdHR2UsjlW4ODyQkbmUxm375937x5c/jQIblcjmHY29ev3V3dzp09+6NxBoqiBIGIRCK+QPCxNUuZpo3y+XyBgI/jeF5uXnhYOJnbpGphoqCoUCjYvXNneno6plDEffjwvyNHWrRsUb9BA7JA8+bNbWvV2rtnb1JiEoZhYrE4JCh48aJFGRmZP1Q98AcwMjRycnLyX+c/beo08t2rmsazVumbpHu37uSUV1u3bp3vNR8moQZ/HoiEwJ9GmUcsEpFD5Rs2alSrVq2szMzOXbqQLShyuVy1F0GQbt27N2jUcMmixVMnTh4+bNjWoOB27dvl5uSsXrEyPz+fLKPsLxBLNHqy5HK5WCwmN7bv0MFh4oSL588f2LuXPPLwkSOGjxyxZuWqvwYOGjd6zKiRo/QN9Bcs8lXvnyK7JL7+WhgMRoMGDSKfPhkxdNiL588RBDEwMPh7xIi3b96MGz1m6qTJo0YM5/NL7Js0OXzo0Iljx8hHEaXjzpKSk0f9PXzsqNGjho+g0Wjz5s9X3c0bGRsvWOTLLykZNmSIw9ixQwYOCtu2zcnJuU+fPuV9NUBVR6VSdXV02Ww2GaZzOBz1GdjNzczd3Nzq16tPDm/cu2/v9BnTc7LLYX1AAKoO6B0Df5qJkyf16tObTEzW09NbvmplZmYmOeAcQZC/hg61b2xf+99+Imtr6y1BwTdv3EhJSe5k2bl3nz5mpqbnz51TKBTs0p4sFEVnzZ7N5/N1P591cOjfw1q2bmVsbEwm2cx2dGzRooWBoSG5V09Pb+ny5T179oqKihSLxYOHDOnVp7el5acsnMb2jUPDwuwa2339tVAolBmzZ9WtX08qkVr/O6rfYYKDjbX1s6dPMQwb7+DQpVvXhPj4O7fv1K5ThyxA4ASbzV62YnlKcnJcXPyAQYN69eld8/MmsS5du+7et/fWzVtJSUmtWuu0bdu2U+fOtLIG84Nqhc1mayztwuFwxowZo8AUAQEBNBrtzNkzfD4/NCTU5vOkNwB+X+hP5GxWN6+io69cvjLf26uyKwLAd9keFr4tNPT4yRN1YI7gryouKgrasmXuvHmquZrA+g3ru3fv3qb1x7mpEAR5+vTpzds3fbx8Nm3atHbdWplMJpfLW7VqFRIc0kxt2nQAfl/QOwbAnwbDMJlM9s2uNwBIBEGQE199bBMSabYJ8Uv4CIJ4enoG+AewWCwajRYZGTl1+tQHDx/AOQR/AOgdA+BPU6OGectWLVU5SQCoSCSS+w/u5+bmKpfvlcnlio//ZDIZk8l0dXHlcrlC0ac8IXLWdXIZFhRFp02dZmhgOM9rXk5OTkxMzOQpkzdt2DRkyBA4w+C3BpEQAH+aAQMH9uzVC3p8gDYMw/h8vlQmZTPZOjo6LCaLxWJxuVwmU/kTiqJ0Op1sAVKh0+jq83YOGzaMxWaNHTcWQZDMzEwXNxehSDh2jPJXAH5TEAkB8KdhspRfcJVdC1AVcbncvn36aswJlJObQ6fRDQwMEARpUL+BxpK0JiYmDg4O6lv69+sfEhyyY9eOZ8+eFRYWus1xy83JdXFx+WyicwB+HxAJAQBANbJn756BAwba2tqqtly7do3FZI0YMQJBkDZtlLnSMpkMwzAcx8mZhGrVrJWbmysSiURikUgoEovFVlZWAwcMTEtLy8zMlEqlS5cvFQgFXvO91Gc2B+B3Ae9aAACoRgoKCvIL8tUjIWVukFCIYdj27dslUgm5KK/qv2QmkQJTTiLK5XA5/6pVq9aG9RsOHTp04dIFFEVXr1mdk5OzcsVKnc9X6AOg6oNICAAAqpEmTZpwOVz1LWw2OzcnV7mraRMGg8Fmscm0IfK/5A9fOlqXzl1mzpp58dJFJpO5fcf2En5JwLoAIyOjCnkpAJQPiIQAAKAaGfrXUI0tXC5XIBRQqdTOncpYm+/rjIyM+vbtW1BY8OrVK4IgDh8+nJebFxoSqj6PKABVHCS4AQBANVK6ct1n69+xWKz/spoYhmHe8729vbxppa7duDZp8qSYmJjyqCwAFQEiIQAAqNa4HM05hH4Ik8EkCMLH22ft6rUcDodKoT589HD8hPGRkZHlWk0AfhXoHQMAgGqNxWLJpDLtiadxrPRf6Qgy9f9KpVKhUCgSi4RCYevWrbk8rkiibFJydHTU0dHxXeybl5cXGxs7cfLErcFbe/boWUkvC4DvBZEQAABUa1QqFcdxBEEiIyOjnkfhOP5x7JhcIZPLtMeR0Rl0HofH5rDZHLZdIzsul8vnf5yM0cHBwdTU1NXNNSMzIzk5efLUyYGbAkcMV47PB6DKgkgIAACqNV1d3S5duhAEQafTjY2NuRyuasgYi/3vCDLyP0ymRo6R8luERpNKpKpf+/TpExYWNnPWzPT09MLCQlc314KCgpkzZlb4ywLge0EkBAAA1Zq+vv7fw/5GEKRpqR99OIfD0ZiWukf3Hm3btI03in/z5g2fz/dZ4FNQUODp4clgMMq14gCUD8iYBgAA8PPYLLZEqlyiVZ2+vv6+Pfu6d+uOYZhCofBb57dk2RJyuXsAqhqIhAAAAPw8Npstk8kIglDfSKPSLCws9u3dN3z4cIIgMAwLCQlxdnUuLCyEcw2qGugdAwAA8A3kwDHtcWRcLpfNZkulUhzHqVSqqjybzS4qKrKxsQnZGmJgYLBnzx4qlXro0KGS4pLgoGBTU1M446DqgEgIAADAZwiCePTo0dt3b3Ec/3fEWOnQMbVxZAqFQiQSjRo1yq6RnVQq1WgTYnPY5BxF+nr6mzduNjI0CgkJQRDkzLkzRcVFW4O31qtbD046qCIgEgIAAKD13UCj6evrc7lcJpPJYXNYLBadQSdHkLGYLOUQejabLJmfn68dCenq6kokH5OH6HT6ksVLUlJSjp84zqAzIiIipkyZEhoa2qxpMzjvoCqASAgAAMBnUBRtU4r8VSqRyhVyHo+nKlBYWBgXF9ekSRMEQfT09IYPH06n0dWP4OzkrL5uK41GCw8L79u375IlS7JzsqOeR02YOCEoMKhHjx5w6kGlg0gIAADA1zx8/DA9Pd1hvINqS1pa2ukzpxs3biyXy2UyWdMmTQuKCnAMl8qkIqHyn0QiUc5DXfpPLBIrt0glErHEytpKIBQIhcKEhIRZjrMCNwUOGjQIzj6oXBAJAQAA+BoCJ3Jzc9W38Hg8HMcpFMqVq1fu3btHEASZOUSlUjkcDpfDZXPYZDI1l8s1MzPjcDkcNofD4cycMfPNmzdz58+Nj4/PzMycOXvmmtVrpk6ZChcAVCKIhAAAAHxN48aNNUZ7sVgsqVSqUCi6d+veuVNnck5qCuW7pmUxMzML2Rry19C/ZDKZQCDw9vEWCoWuLq5wDUBlgUioyiHvtCq7FgD8+ciFI7SXjwAaTEtpzyuN47iuru5PnK56desNHjQ4vyD/5s2bCIL4LvLNzclduHAhi8WCkw8qHnzjVi0ikej40aMw+RgAvxrZoUOuNqox7gl8k3IOIZnmeLHvp1AoateuHbwlePDgwQqFAkGQTYGbFvouVK3kCkBFgkioapHL5fHx8VLpp+UMAQC/wu6dO2fNnHnt6tVpU6bu2bUbTvIPYTAY5GyKP3feaDSaQqEwNzfftWPXlElTMAyjUChh4WFOzk45uTlwLUAFg96xqgVFURqNBs31APxqKSkpjx88pDMYcbEf6tevDyf8R1FRqkwmY7FYCoXi45TTpf/IuadlMpmolHL0WCmxWCwSiopKiho2aNiubTsqlSoQCkyMTTZs2MDlccN3hNNotFOnT/H5/KAtQTVr1oQrAioMREIAgOrItnZtKo1GoVA4XG7tunUquzq/Hx0dHYlEgqJo6LZQ1cTTpRNRK3+moJTSIWRcDlc5CSM5mszExMTaxrpWzVpUKpVCoZAr2HM4nPUB601MTdYHrJfJZVevXXWY6LBj+45GDRtV9ksE1QVEQgCA6sjIyAjDMCqVymKza9nWquzq/H5mzpypp6dHpVL/+uuvj3NPkxNQM5nqC5CVSSgSKiMhqTISInnN8yopLtm4aSONRnv+/LnDRIdtW7e1a9fu178OACBPCABQLenq6nI4HBzH2Wy2tbVNZVfn91OvXj3lEhx0ul0ju9q1a1tYWBgaGnI4nG+GQeRK9VSqsnNNtQVF0RYtWjiMdzA3N0dRNCYmxmGSw9VrV3/xiwBACTKmAQDVkZGxsYGhoTLnlyBqmJtXdnWqFxqNRkEpUpnm0JD+/fqHh4VbW1sjBJKVmTVz1syjx45WUh1BNQKREACgOjIxNq5RowZOEDwdHTaHU9nVqV6oVCpKRdXbhMiR+XwBv2ePngcPHLSzsyMIIj8/38XVZdu2bRiGVV5lwZ8P8oQAANWRvoGBvr4+plBYWlp+T4cO+CaCIBQKxWeDyEr/KeQKkZgcQCYSCAV0Or19u/Z0Gl09T0gZCbHYUomylahVy1YH9x90dHZ8/PixVCpdvHRxQVGB7wJfGFQLfhGIhAAA1RGTyWRz2DiO161XD2Z1Lxc5OTl79+0lB5GpDyUjCILNUq46xuVymSympaUlTuAoimpMnMZms0ViEflzw4YNDx04NGv2rNt3biMI4u/vX5BfsGL5Ch6PVz51BUANREIAgGrK0NCIQqHY2EC6dPnQ1dUdNHAQi80ih5LxeDxaqTILM5lMjT4vY2NjCwsL1a+Wlpbr1q1z93R/+uQphUIJ3x5eVFS0edPmn1vfA4CvgDwhAEA1ZVs6eL6GRY3Krsgfgs1m29vb161T18rKysjIKCExQT0TiCCIc+fPJSUlkb9OcJjQuXNn9YfXrVt37Jix6lvs7eyPHDwyZvQY5XcVhXL4yOEp06akp6dX1AsC1QW0CVUtFAoFRVFoqwegAtRv0JDFYuno6MDZLndisfh///vfxIkT69WtR25BUfTt27emJqZWVlZpaWkCgUA5A7VQ+DGFSChS5RKR23Ecp9PpTCbT2Ni4Y4eODx89pNPply5dmsKfEhoSqjosAP8dREJVCI7jAoFAKpUJ+AIDA4MvtSoD8IvEvI+JfhmNoKX//nQUKiUxIUFPT4/LhdST8kej0QwMDAj8syVa6XQ6TuA5OTkHDh5QKBQ8Ho+ch5rNYRsaGVpzrDn/YnPYTIZyhkYKhUJ2se3avWv5yuUEQdy7d2/ChAlbg7e2adPmF1QcVEfwXVuFHNi//9yZs3l5eVHPnvXq09vR2Rkah0BFOn/+vM8CH7Jhspqc+Rb2zXg8bmXX4g9Ep9PHjB5jYGCgvpGCUkQikYWFxZLFS370gM5Oznq6evO95wsEglevX02bMS14S3D37t3LtdagmoJIqArJzMy8feuWjo5OzLt3TZs3gzAIVDA6nc7lcn/3SIhAiO9s01IoFDY2Nvqff1uDcoGiqHr6M4nJYmqMF/shDg4OhkaGHp4eaWlpCQkJU6dNDVgfMGrEqP9cWVDdQSRUhZiZmfF4PEopUzOzyq4OqHYUCoVYLP6tIyHl+g8UmkAsJIjP+mW+NPlNy3atzeBvraKw2ez/EgkhCDKg/wAdno6Ti1N8fHxuXq67u7tIKJo8aXL51RFURxAJVSFWVlYcLkcsEjMYDI1WZQAqgH1j+8mTJqOlfscTjlIoTx89NtTTr93g2+m0BEHgBN6sSbMKqRpQ4rA5GrMpficcx1Vvy86dOx86cMjN3e3JkycCgcBjrkduTq6HhwckVoKfBpFQFWJpaaWvpy8UCHV1dM3NYCEkUNH6lfp9z3t6WvrQwYPd3N2H/j2ssusCysBkMgsKC5Rr0QuFYrFYoVAox4mJ/x04JiTHkAnFIrGQ/KV0r0Ku0NXVdXZyVq5HVqpp06Z7du2Z4zHn3r17mAJbtWZViaBk0cJFTCYTzjv4CRAJVSE1LGpwuFwMwwwMDSwsNbvYAQBfUVJS4ubibGBg0OnzWWpA1WFiYiJXyBEEOXnq5IMHD2g0GptTOvc0m8vhfhw1plzQ3urTEDIul8tgMKhUqsaEirVr116zcs34cWNT0tMQCrJhw4bcnFy/tX76+vqV9/rA7woioSpEX1+fSqXiOK6jo2NiZlrZ1QHgdxK+bdvjR49dXN2MTYwruy6gbC1btmyqaKrMfR7vMHHCxP9ymtLT0pb4+nbs0LEHl713314ajbb/wP4SfsmmDZsg8Qv8KIiEqhAURY2MjAiCoDMYBvqQJwTA97p25eqO8O0GBgYjRo6As1ZlsVgs8of/ODD27Zs3bs4uUpk0fNdOc3NzfQP94OBgKpV68tTJ/Lz8sG1htWopZw8H4DtBJFS11LK1RQgCGngB+H6JCQnr1q4VCoVt27er16A+nLo/272Iewu8vbKzsrfv2lmjhnKllOVLl+vwdNZvWI/jeMS9iImTJgYHBTdp0uQ3TfwHFUaVhg+RUNVSt24dCpVqa2tb2RUB4Pcgk8nW+wfExcXRaLSRo0bCLFx/tiOHDm1cvyE1NXWOh0ePnj3JjTQazcfbx9TUdNHiRXw+//mL54P/GtyxQ0c2m00g35hM4ROyIMRO/91vciZxDHd2du7YoSNEQlWOtbUNhUKpXadOZVcEgN/D7p27Lpw/jyBIgwYNWrZqXdnVAb8KjuNBW7aEh24TCASdu3RxcnbWKDB1ylRdHV0vH6/MzMySkpILFy/80PGpFOXSHrLShG7w0wiEYFAZGI7hBI5UbQqFYvBgZcQMkVCVY16jBkEQNjY2lV0RAH4D9yIitoeHUygUDMPadWgPfzh/quLi4tUrVx0/ehTHcUNDQ++FCwyNDLWLjRgxwtjY2NvH++27t+QURN95fAIhuAwOl8XOLsz7ZmEcxxkMBvlVqr2LyWSSk3Z+dvzSeT4ZDAaO4wqFAkVRgiAoFAqdTpfL5RqzgBIEQaVSaTSaTC7TaNLCcIxKpTLoDNWjCIJgMpkKhQLHNSMPcpdcIddY/Q0ncBRByaeQSqXl3ofIYbPlcrlQItKozFde71d20Wg0CoUilUkpqDK3DCdwJoOJ4ziGYWWefO1dBEGgKMpgKE+a+rtC/bmgd6xqYbFZdDodhtAD8E15eXl+a9bm5+dTKRQdHZ2//hoKJ+2PlJGRsXLZ8gvnzjOYDIIgpkyf1q5duy8V7tat24njJ968eUMGHN//LNeuXr1z81bI9rBv9qcpMMWu3bvs7e27dumKKT770hWKhLt27+rerXvLFi3VgyECUX7ZX716NSMjY8KECVQKlSCIm7dupqamTpkyhSzxqTBBXLx0saSkZPz48cpva7VdZENLWHhYi+Yt2rdvjyJoWnra4SOHp06Zam5mrh4BEAgR9yHu3Plzs2bN0tXVxbFPcZJUJqVSqTnZOYeOHJo8abKpSXmOU1Zgit07dlpYWg4eMkR9u/L13r6ZkpwydepUFFEGgp/tunUzJUW5S/1UEAhBpVDfxby7eOnijOkzdHg6CILw+fydu3f279e/iX0TjXBTIBDs2LVjQP8BjRs3/uy6oMogacfOHfZ29h07dlS9K3ACb9miJfkzREKVCcdxZUj+768ohSKVSChUikKBSaVSQivGJxGlIy8YDIb237lELDlz+pRAIEBLw+ffxr/LRH1rgYRP5XEFZmltNWDgwF9bMVBViUXi1StXvnzxgsViYRjWoEGDFq0+fqiBP8nLly+XLVr8/HkUk8WUyWRdu3WbNn361x9iVepHnygxLuHR/QcDB3zXR0qL5i02BSqH6zdv1lxjVxP7Jjt27qhXt55t7c/SPW/euslis7aFbjM0/NiaNXDgwE2Bm7JzsqdOLo0A1PTq1Wv9hvVikXj48OEauwKDAocMHjJ71mzVllo1a925e2fUyFEcDkejsI2NzavXr3wX+mpMwJ2fn++3zm/1qtWdOnZCypVcLj+0d7+Bnv5ArQ/nQYMGbQ7cnJmZOX2a5hXs169f4JbAvLy8SRMnqW9PSUm5cu3K5o2b7e3tVRsb2zfeu3fviOEjtEcINmzUcM+ePSNHjNRoHt6+c3uvnr3muM75UvbSZ6EZKNOr6Ogrl6/M9/Yq9/OTlJi4c8cOGvXjexSloHw+/8G9+x07d9LV0dVu7SRhOG5qYjJt5gwuV3MN7dzc3P69+6Smpip/+Y2uLIrSaDSFXPHZndFXilMomELRrUePE6dP/frKgapIIBAsW7zk3NmzYrEYQZC169ZNnPzZZyj4A2RlZU2fMjX65UsGQ9kapK+vv3vf3uYtWpT7ExEEsXih77Vr1y5cumhi+l1tJEnJSQEBAVOmTGnbpq3Grujo6JDQEDdXN9X394WLF65eu7po4SLTzw+OYdiq1assLS1nzpipcZCS4pJ1AeuaNmk6ZswY8qYXw7D1G9az2Cw3Zzcqjape+Oy5s7du3VqyeIkqzFLZf2B/bGzsIt9FbDab3JKamhqwIWD438N7dO+BlLeM9IzhQ4fVqVvn0P+OaO/FMMxvnZ+RoZGTk5PGLrFEvHHTRmND4+nTp9PpdARB3se+37Jly/Rp01u1aqVR+OXLl9vCtrm7uzdq2EhjV2Rk5K7du1ycXRrbNUZQ5ZUNCg6SyWTuc9zJPs0yQZtQZbKytvby8fnUtEMQKIVSGhPIlWHMl1p2CYJCpWqH/+SYQCaTqa+cVWUkj8f9SiyEogg5iyP+eRdyxUNRpLCg8PSpU126dqlbr9434zcURTIzM08cOw4z61dnPB5v5ZrVIpEoNzc3KzOzQydl2iP4w5iYmIwcOfLdmzdkeoezm+uvCIOUHUZSaXp6mkQszsjI+J5I6MWLFzVq1Jg3d976DetRBG3Tpo363qZNmzo5Oh3+3+Gli5eyWKzTZ05HREQsXbzUyMhIvZhCoXgX826R7yI/P78dO3bMmDFDvZlfV093wYIFq1evNjM369G9h0Qi2bBhg6GhobNWqnhBQUHPHj1xHF/rt9Z3oa9GMDRp4qT9B/b7rfPz9vLm8XjJycn+Af7jxo3r0rmL5kmQSBnMMroafohILMrOzjYxMSazc9R3FRYWJiQm+C709ff3Dw4OdnZ2plI/xXNsFtt7vveGjRsioyLbt2v//v37TYGbZs+c3bKlZltvREREs2bNnBydgoODXV1c7ezs1Pe2atWKIIiz587WqVOHwWAEbw2WSCTz581Xf64yEOBbol++XO8f8Fucp9zc3Pat27Rq3qKoqOibheM+fBAIBEQVgGHYuTNnv6fOpBfPnxvp6Y8bPeYX1wtUaVcuXw4L3VZUWPji+XMMwyq7OuCXOLB//xxXt9bNWziMGy8UCn/RWc7Pz+/RtVvdWrbnz577ekkMw67fuO42xy09I50giPex752cnSIjI7VL5uTm4Dh+5swZD0+PvLw87eNs2rwpZFsIQRBCoXDJ0iW79+zWPkhBYUFKSopcJl+1ZtXWkK0KhUKjQEZGhsdcj/ex7wmCOHb82DyvedofpDiOP3jwQCwWJyYmuri63I24q/1Et2/f3hK0hcxZ/i+iIqMszcz79+lTWFiovj03N3e+1/xTp08RBCEWi1evWb01ZKv2wyUSiVQmfR/73tnF+enTp9oFzp496+HpUVBQQBDE8+fPZznOevP2jXYxoVCowBRBQUH+6/0lUsk3q/1bZZOA70O+n75e5u6dO8OH/b1vz56qcFIpFMrgv4bo6el9Z3mpVPqLawSquuLi4hvXb/w9Yrievn6z5s1hGqE/0qEDB3OyszdvCdy5d8+qNavLbAgvF1KJNDsrSyqVpqWVphZ8mUAgiI6O9prvZVFDuTRk/Xr13ee4h+8If/78uUZJE2OTEydORNyLWLZ0mUZrkFwuD9wSiOHYrBmzlIOtOJxFvouSkpL27NX8QDbQNzAzM1u9drWpsamLs4tGw0ZGRobfOr8B/QbUq1sPQZCRI0a2a9Nu7bq1RUVF6sVQFO3QoUNGZob/en8HBwft1qDbt28fP3F88ODBGulEPyE9PZ1Op/NL+FlZWerbHz1+1Lp162FDlUsjs1ishQsWlpSUBAUFaYzzYjKZSUlJmzZvmj5teuvWmpNinD57+s7dO0sWLzEwUK7B0Lx5c2dH5+CtwW/evtEoyeawQ0JCRGLRPM95TMa31+WFSKiaatmy5fadO4aPgKUJwG/p0oWLTZo21ci6AH+SyxcvxsfFzXZ0pFAozZo1+6XzzQr4fKlUqlAoCgsLv15SR0fH08PT2tpataVBgwae7p47duyIjo5WL3nixIlHjx/5LvTVWDMAw7DAoECUgnrM8VBFHkwm09vL+0Pch4OHDqoXlkql69atq2FRY8aMGRo1SU9PX7N2zZAhQ/r27avqhxo1alSL5i38/P34fL564Q9xHzZu2jhp4qQO7TtoHOf2ndvHjh/z8fKpbVsb+c9SkpMwDCsqKsrMyFDfPnDAwDGjx6h+pVAo8+bO4wv4YWFhn9Xzw4ctW7bMmDZDu1Ps3Plzd+7cWbhgoXr3n7KbbLZTUHCQRjAUHKzsFPNw9/hGp5iqPj/4MkH5kEqliQmJcR8+kP/78OFDYkKCdkNOdnbWvXv37ty+nZyUVL6nnqej0659e/PSueoB+L3k5OREv3w5YOCAyq4I+FUi7t6NiIhwn+vJ5fEq4CynpadTS+etKS4u+dJQFVKZaTR16tRxcXUJCQ15Gf2S3HLkyJEnT58sW7qMbL1QkUqlGzdvZNAZ6mEQicvlLl28NCYmZu++vXK5coJHgUCwevVqaxvr2TNna7R6pqWlrVu3bsSIEX1699GozNgxY5s1bea3zq+goIDcEhsbu2nTpimTp2iHQdevXz9x6oSvr6+V9Q+PtivTh9gPBEEIBIKMzyOhMlttFy5YyOfzg4ODyWb+97HvN27aOG3aNO3WoDNnz9y5fWfJoiUarWs4jtvWtnV2cg4JCXnzRhkMYTgWFBwkFovnzp37/bmkkDFdOWLevfOaN08oEKoGBRgaGvpvXG9v30RV5vatWwF+fsnJKTiOm5qZObu4jBk3tpLqCz6TlpaWlpLK4XAaNbYjhzmo8Ev472NiCISoV7/+f1w/rqSk5ENsbK1atYyMYXH1z5w+ebJ9xw4an4ngj/Hq1auzZ854zJ37/T3m/1FqSrJcJlPOspOTLRKJeD8Sfh07dkwqlU6YMMHZ2ZmcD+TI/468ePli4YKFOjrKKXBUFArF5sDNXC7X2clZI6Li8/lh4WGTJ0328fY5efqkRCLBMMx/vb9tbdspk0snHFKTkpLi5+83etRo7cFfL1++TElJGT9u/JEjR+7fvz9kyJCYmJjgrcFldjZdu37t7NmzCxcuJHv6ykVaaiqFQpHJZEWFRV8rlpa2a9cuDw8PT0/Pe/fuUalUsjVIOVKspeZIsfPnz9++fXvxosXaI+NCQkNq1qz515C/3FzdyMmWQkJDyNYg1aDs7wFtQpUjOTk5OytrwKBB4xzGjx0/fvwEh+HK2VFNVAViY2OX+C6i0eg7du365/ixBg0arFy+/O6du0jVIxFLEhMTtWf8/IOdOnFywrjxUydPJu9C1F28cH7cmDEzp01/oZU38KNiY947zZp9/9495BeL+/DhwvnzxcXFyO8g9v37tNS0fv37V3ZFwC+REB+/f+/e2Y6OlpaWFXaKP8TGYqUzMaYkJ2v0K33d4SOHI6MiBw0apOypadqsadOm+w/sf/Xq1dIlSzVuhCQSyfqN63V0dNxc3TS6bIqKilauXGljY2NkZKSjozN54mScwFeuWlm/Xv1pU6dpxExJSUnKwV9jx2mHQc9fPA/dFkp2I44bN27QoEFv377dvGXz9OllhEGXLl+6cPHC4kWLyzEMwjCshF+iXLqESiUzpssslpqaunbd2m7du+nq6jKZzF69eiUmJm7crGwN0hiF93GCgNvKCQK0W4OCtwYLRcK+ffoiCNKoUaPGdo2DtwaLRKK5nj/QGkSCNqFvo1Ao5T4feXpauoWlpee8udpzApHOnz3L5/MDNm7s0FHZnrloyWKHseOO/vO/Tp07fWfHZ4VJSkrcsH79psBAXV3dn3g4jmMUStV6Rd+EYcpVdQoKCu5HRDRv/mlqNYVCcfv2HZlMxmKx/vtMXQRBKKeH//XzQt24fn3Txk1nzp2tsFvwn0YgyMWLF3v06glzKPyRsrOzt4WGjh03rm49ZQpwhUlLSyOUS49RsjKzBHw+8n1pA//73/9evny5cMFC1VQ9h48cfhfzbqHPQo0PdplMtmHjBiMjI8fZjhoHKSou8vPza9O2zehRo8ktxcXF/uv9GzVqNHHCRI3CCQkJ69evd3Bw6Ny5s8auyKjInTt3erh7NGr0cYqd169fh4WHOTo6tmimOfXA5VKLfDXnN/qPcnNzMQWGoihFeSYzZTKZ9t9pWnpawPqAUSNHdevSTaFQ0On0+IT4LUFbpk+d3lpr3cDzF87funWr7NagbcqEaE93T/ILkSCIsPAwkUi55SfyvqFN6BsUGCYUimQymXLS5/L7TkpJSba2tpHL5UmJidmf59iT3cORzyJta9s2bfqxs8zK2rpN27avol9lZ2cjVYxcLs/Pz/965/qXhAQHTxg3PqfqvaivIwjCwMCgbr16D+494Jd8uoNMSkx89/Ztk6ZNyIngNB6Vnpb+PCoq+uXLwn/771WEQiE53CMrKyvuQ5yqgU0jBC8qLMzLzVNvfpPL5bHvY59HRX2cTlONQqEoKChQyBVSqTTm3bviz4eTqAgEAolEwmKxCgoLRaLPlgoqLCx8FR0dFRmpfXCpRFpQoMwtLSgoePniRez794rSzAZtebm50S9evn71SiAQIP/Zm9eviwoKu3br9t8PBaqaosLC4C1bhvz1VyutBoxfiszwJUqnLCouLhYIhN/zqP379796/Wr5suU6OjpbQ7ZeunypdMktzpJFSzTuCUUikX+Av6mpqZOjk8ZfdH5B/spVK9t3aD961OikpKSTJ08iCPL23ds2bdpoh0Hx8fEbNm2YNHmSdhj09NnT7Tu2K2cabNTo5s2bJfwSuVx+89bNWTNnaYdB586du3rt6pLFS8p9wEFGekZRkbJpmSCIxIQEkVDzTKampa71Wztq5Kge3Xu8ePli2YplfD6/pKTE0dGx7NagW2W3Bm0N2SoUCJXjwpjMkNCQV69eyeSyhg0bus9x/7l7JGgT+prCwsJVK1YmxMcXFRW9fhU9eerUvv36If+ZQqHIzc1NTU5xnu2YkZFBp9Pt7Bo5Ojs3+neGKAFfkJmZ2ahRQ86/NxZUKtXKyurunTu5OTkWFuXWmFkuUFS5mN/PPdbcvEbDRna0z1Ntqj6CIBgMRoeOHW7duPnu3du2/66CdP/+fRqN1rxFi4yMTPXyErE4NCTk4vkLQuVHA2Fiajph0qTRYz6NpPjnyJHnz59379EjNHirTa1aQVuDNTIMSrvkTuzds3fU6FHjHBzILe/evNkSuCX65Uu5XM7l8Yb9PczJxUX1QRAfH++3ek3/gQMfP3z48MFDv4B1PXr21H4hu3fuOnLosFgkWuLrO2Xa9ImTPn7+Xjx/ITwsLDdHOScKh8vp27efk6uLqtHo7p07/ztypHuPHufOnk1KTKRQKW3btfNesEB9lQMMw/bv3Xf0n3/y85SrWtatV2+u13ztVvofOO04fuLoseEjR1S1ZlHw30kkkq3BwW3btq34MFfA5+MYztPRoVCpdDo9Pz//mw85cPBAzPuYBQsWkK1BY8eM9Q/wZ9AZw4YpR4mrE4vFAesDrCyttAd/FRQUrPVb26Vzl7+H/U2OSnv85LFcIVcfY6Xy4YNy8NeUyVPat2+vsevx48d79++dP3d+vdKGtPTM9Bv+N3wX+rrPcdfuzTh3/tyNWzcW+y42/gXZhzk52QqFnM1mUyiU/Px8kUhkoNaWk56eHhCgbA3q2rUrOf/kq9ev1vmvW7pkqXb4cv7C+Rs3byxZVMas2aHbQoVCoafHx7afrl27bg3Z6ubq9l+mzIY2oa9BUTQuLu7J48dJiYn3793XuGP+aQKBIDU5JTU11crKasrUqd26d4u4GzHHxTX2/XuygFQqFYvFXC5P/X3M5fEUCmUDFfIHGTFq5NLly7Tf61WfXC5v07Ytm826F/Exj0cikdy7G9GwQQNb29oaDSTHjh7dsX1Hv/79d+3dsyU42NTUbM3KVdEvX6rNC5J57crVkOCtDRo2HDhwgPrnAqX0PXDsn3+WLVnasGHDIUOHknFAelraXM+5b16/njlrll+Af5euXbZvCzuwd5+qKUosEkW/fBm8JTAlJXn4iOHaa/SQ2rZt07xlCzqD0X/AgCb/tkG+io5evnSpialJYHDQrr17Bg4atGf3rhPHj6seVVhYcPf27ZDg4DZt265bv368w4Q7t26vWrFC1fCjnBNv3z5/P7+6deosW7nSa4FPYWHhQm+ftLS0nz7nd+7c0dPTa9K06U8fAVRNcrk8fNu2Wra1/9KKJCqArp7epi2Bi5YuHTtu3NGTJ8iEhC+Ry+U7du6I/RC7dMlSXZ2PbT+WlpYLfBacPHXyxs0b6oUFAsG6gHU2NjbaYVBebt7KVSu7d+tOhkEIghgZGS1dsvTli5f/++d/GoXfx77fHLh5+rTp2mHQw4cP9+zdM9djLhkGIQgy0WFi/fr1/QP8xSLlQjTqTpw8cffO3WVLlv2KMAhBkM6dO//v+LG/RwxfvHTpgSOHzczNVbsSExNVrUHkFiqVOmniJDs7u2XLl5HZRRqtQUsXL9WoJ9kaxOfz581VtgaRG1s0b+Hq6hq6LfRV9Kufrjm0CX0Nl8utV7fuy+fPUQQxMTOr+YXvkh/FYDCcXF0MDQ1Vdz8tWrac7zn3+LHjC3wXUpRQFEXJTHiV0snLEQrlhzOWCILYuX1H5LNni5YuUZ8G4/dCEMS2kJA3r9+sWLWqKjQJYDhuXqNGi5atIu7eneU4WzmNfVLS27dv3dzdCRzXWGk5P79g6NChc728qFTlvYdcoXj44EFKckrTZs3IMjQaTSwSTZw8aeq0aerPorziVOqpEyfXrfUbPmKE1wIfVf7BmdNncrKzQ8K2te+g/ODu3aePRCQ+ffr00OHDTUyUHx8oqlxV0MrKKjQs7Eujz1AUbd+xY0xMzKOHj/4ePlyVnJGXl1e/QYMlS5fVrFVTucSjrXLu3bjYD6oHUihUBYYNHDTIy8cbQZCevXpSKJTwbdueR0V1Kb3hy8zM/N/hI7369A7eFko+pGHDhtOnTr166fK0mTO+NNn9V064SCS6ef2GwwSHck/aA5Vu3959DAZjvMP4Snl2FEXr1K1bUFAol8mafivOFovFHA7Hx8uHxWKpb7ewsPBd6Ovn70elUrt3606m+6zfsL5OnTpTp2gusJqbm7t23drevXoPHjxYfTuXy/Xx8Vm9ZjWdTh8xXDnZG0EQb9++DQoOmjljpnZ76v379w8dPrTAZ4HGfc7kSZP37t27LmCdKoeJIIhTp089fPDQ19dXY2B/OeLp6DRs2LBGDYsGDRuoIjNSSkrK8OHDydYgdQ7jHQ4cPLDOf92ihYu4XC5BEKrWIO3BodvCtgmFwnnz5mlkAjWxb+Lk6BQSEuLi4tKkyafx198PIqGvodPpJqYmGIahNJq+nl6Ncpp9h8PhDPv7430AqUvXrlY2Nu9j3smkUhabzWKzdXR0ioqKMAxTfesXFhbS6fSfyEomFyPj8Xga473Ll/b3E4ZhOTk5Mqm0XCJI5atgMHk6PBq9irxpCQad3qNXzyuXL79987Ztu7aPHj7CFIrOXTrfuXVbvRyKoh5zPfl8fuz7mPy8/MLCwgvnzyvnz1A7YwSBm5mZ9en7+dQgKIKilONHjz198sS2tu1cr/mqMEgikUQ9e2ZoZCSVSp8+eULm9RsYGmZmZKSlppCREPnU3Xv2/OYgfIVCQd7sqrb06NGjU5cuaSkpjx89Ki4qjoqMzMjMQNVmBCEIgsfjde76abLa9h3abwsNjY2NJSOhuA9x6enpPXr2jHwWieMYgqIioUBXV+/Fi+cYhpMRobrY2Nirly9/qZ8URdHc7JxatW0b/JsNCv4Yx/75pyA/33Pe3MqdKFw5DOI7kh11dXUdxjtkZmaeO39uzOgx6nVWtgx5L1izdg2KoN26dXsZ/bJBgwba6T7Z2dmr164eOGDggP4Dol9F17atrT5oX09Pb8niJavXriYIYuSIkRiGnTx1cvasMpbfuhtx9/Dhwz7ePqamptnZ2WZmZup7p0yZsnvPbv/1/t7zvTkczsOHD6Mio5YuXfqVbxCBQMDlcv/7nQaO49pDibt27Yqi6NlzZ5vYN9GYJHPihImHjxxetXqV70JfFouVmJS4ZNES7dag0G2hfD7fa75XcXHxq1evundXhpsqTZo0cXVzDQ0NnT1rdrN/7zC/XxX5Uqm6dHX1lF9TOK6Mikw+jXL/L+I+xMW8j+nQsYOR4ceYV7kOKo7TGQzyy0ZXR7emjU1ySnJxUbGhkbLnSCaTJcTHGxoZqbc3fr9JUyYjvwxBEAqFQiwWZ2dlJSUlpaakZGdl5+bmlvBLMtMzzC1qhG3f/pVFgL/f9Fkfl2uuEiP2CeULb9GihaGR4d07t1u1bnX79m37pk0tLCyUX/yfi3wWGbhxY3x8vEwm09fXNzQyVJ6Qz9qNEDqTSf18AgwUpUil0vv37tWpWycpMen69evDhw8nd0kkYr5AkJSY6DPfS1VaIZfTaDSZTPZvBZUBhMad63fKys4OCgyMuHtXLBIzWcyaNjXZLLb6ByRB4CwWS1//080li82m0aiqBvmiwkKZVPrP//536tQp1SsVCoX1GzSQyWRstmatTExMOnXp8sXvQoKgUqn16tf/idcCqrIrl6+8ffNmnrf3L71PK3ccDicmJmbP3j0ao9ytrKx8F/qu819HpVK7dumKaC5rocyVWb9h/aABg/qXTgMR8y7m+PHjXvO91PMCdXV1F/osXLVG2fg99K+h7u7uqm44Eo7jt+/cPnHihO9CXxsbm6ysrI0bN06dOrVRo0bqlZk2ddqOXTvWb1g/d+5cW1vbBQsWfH2epOMnjnM4nJEjRv6KkJSsmA5PJ2B9wAKfBTVrKhubVcaPG4/jeEBAwIIFC+a4ztF4LIZj4dvDBQLBXM+5NBoNpaCXr1zOzcsdOWKk+uu1b2zv7OS8detWV1dXe3v7H6oeRELfYGJizGKzpVIpV0envDplEhISFnp5u7nPmeX4cUTl3du3M9LTR4wYQfZ9MlnMLt273Vu95sb1a6NK82qfR0U9fvxo1OjRVXA2OTaHY9/YPvb9+9nTZ9jUrNmyVSsjY6PmLVvUqlXr4oULVCrt9/qM+34YhpmZm7ds2erxw0fPnj798P69o4szhULR6OTJy81ds2pVSXHxshUr2rRry+PxHj967DLbkVDGKmoIzQ1kADF9xowJkya5ubgEbwlq3rx57drKGfFpVBqKonaNGwcGB/F4vI/9SgQhVyg03yE/PuCRIIgd4dtPnzo9d/68fv37m5iYCIXCMSNHfX7HjOI4RjYmkYQCAY7hqpQvBoNOoVLd3N2HDhuqKI1cURSVy+V0Op3FKmNwh2GpH60q+K09evDw1o0b872Va6QjvxU9PT3fhb6nTp/SHihubW09b+68yMhIHMe1Q4pXr14NGTKkV89e5K+jR48W7RPFx8erT8ahXG7MwGDJ4iU7d+0sKSnRnqC1uLj48ePHPt4+NjY2peNOzEeOGnnlypW6detq3HPOnD4zfHv4rVu3/hry1zdf1F9D/goMDKxTu06rVppzG5aXHj160Bn07JxsjUgIQZAJDhOuXL2SkZFRX+uGp7i4uIZ5jelTp5On2tDA0NvLO+JehEQiUc1fQLK3t58zZ05ubu6PVgwioW+wtLLi8XgSiaQcp/lq36F9q9atgwK3pKSkNGnSJCkp+Z8jRxo2avjX35+yBQcOGnTh3Hm/NWsT4hM4XM6J48eNDI3GjBuHVD21atXyXriARqO5z5175fLlCZMnNW7cmNx14/qNGjXM/9TEDnKmn67duq178GDn9h0sFqtNm7ZkJKFeLCsrKzE+fvK0af0GfJwMMCU5WSQRfTNAJAiCTqfbN21iZW3l6OQ0x9V1e3j46rVraFQah8utU7fOzes3MIVC1VR5+NChhw8eLlzk+8OjC0srrPoMlcvlL54/b9y48YyZHxvhkpOS8vPy1O8EKBS0pIT/Kjq6bbu2H8fxPnlCp9MbNGxA/mpTs6aOjk5ycrLhv5FZTk6O/1q/Vm1aT5r8C1sowe/i9atXJ0+ccPf0MP63M/f3wmQyx44pe9L/2qXK3EU2BanTnkKaZKBv4DXv3xbfz+np6fl4+6iHWe3atmvRvEWZHykzZ8wUizVTp8tkaGi4YMGC7yz80zp30pwCQKVf37KHZhsaGKryyj9uMTQc+tfQMgvb/TsE+4dAJPQNNSws9A0M8vPytQPVn6arq+vnv27njp2PHj549OAhg8noP3DAbCcn9WDLyMgoYOOGoM2B165exXCsXv36Lm5uDRp8/JqpUmg0Gtn37OjspKOrM8fFdeXq1Z06d1IoFNlZWR1K83n/MERphyn5c9v27dgs1oXz54ePGFG7Tm3VXlU8pKunp29gcP9eRPce3ekMRlRk5K7tOwicSIhP4JeU6JSeOvUDqsNxnEzf6d23z9C/hx3/52jXLl0GDh5MoVBGjhp95dLllctXOLu66OjoREZGbgxY37dfPyO1lhX1anwFnckUiUQ3rt9gMBjWNjY0Gs3S0jLi7t3LFy/VrlM7KSlp7+49xUVF2dnZmZmZZLacMqMfx7eHh3G5nMb29sqegt27e/Ts2fjfRul69esPGDTo+LFjlpaW7Tt0kEolO8K3P3jwYGwlZcWCKkW57vruPTNnzbRUm3YBfKcye6++lIFAoVC+NH+vNk6panghIBL6BjMzMyaTSaVRa9ZUtkOWlxoWFkuWLS0sKCgpKeHxeGXmtNrY2GzYvCkzIwPDsBoWFlVhwFSZ0tPTz505M3nKFDaH4zBhAovJWrZkyZLly9q2aZufl2dTruetimAwGDwej/w8MjMz69CxY3p6etdu3ch7MjqdzuPxVKMbLC0tnd1cA9b5z54xk85gGBsbObo4nzx+fO+e3Y0aNerRSznHD5PJ1M5VpFApqjx3KpU6fcaMqMiofXv3tWrd2szcvEXLFqvWrF7vH+A4cxaHwynh83v36eOzcAHz38Qg5Scgj0f/jgytFi1a1LSxWb/OXy6Xu7i5UiiU6TNnJCYmLPD21tPTQ1F07PjxtrVtT504eeTQobnz55fGWISenl7Lli0DNwcSBCEWiTp26jTf21uVlkSn0+d4eojFoqDAwF07dkhlUh6Xt2rNau1hwKC6ycnJCQsNHTd+XEPIfwdVg3KcbWXXoar7a9DgqMjIC1cu/0RGegXLy8sbMmCgTC6/eOWyxlCCX+fd27fr1voFhWxVTbt36eLFzRs3/T1i+PUrV0PCtpX7ivdPHj8e2K9/3379DmtNvFEx5KVYLBYZDCkUCnKFDfVflQG0WvCanZX94UMsm81pZNeIw+EUFhZmZWba1KxJ3q7JZDIMw1gslnowhGO4RCphMBiqoEoqlcrlyonLVEcWCgRv374tKSmpWbNWnbp1Pns4jkslEjqd/j0TVxYVFRUUFJiZmnF5H28fhQJhTMw7kVjcqFEjY2NjMmffyNiY7Iw7+r9//P38QsK21axV60NsrJm5ed269bRHhJE9awkJCSwWu5Fdo/+4JC34AygXEVq3rmevXtrzfFauRw8fvXn9enpZUzyAH7Jlc2DHTh3btP3Yb/5bgDahbzMzM/u54et/ksyMjLz8vEaN7LSXdKlla7t85Ur1nMcBAwey2RwfLy89PT0W67OMtj8DvZTqV1qpL/1KMjM3MzP/FJsalPp6yzaFStFoqWaWUt/C5fG+9IlDoVDY393QrV/q8yNz1Rc9YDAYGnfwyh49gqhR6itHrlmrVnlNxAV+d3K5PCR4a8uWLataGASqOZhj+ttq165tbGz8c6OR/wwYhm0JDHRxdE6Ij9fey2azbWvbanTede/RfePmzb379GZz/sBICGAYJpVKf26xOVA9KRSK0K0hNSxq/D1COWcgAFUHtAl9W516dS0sLH6LPDIajUZOUF2+cRuVSvWcN2/KtGn1tVK2cRzPy82Liozs2r0bm80me2eKCouYTEbnLp07d/niMIH/AtYhr3T2TZo4ubiQg3gB+B6HDhxEUdTh31XzAKiikRCGYbfv3C4sKCQIomHDhk2aNFEoFLfv3C4qKlIlq+MYbldKKpXeuXuHz+f/n727gGuq6x8Avrve6BhdUoqKIord3d2P3UojqWIhUtKp2N2t+Dx2i4higSLdOWq93Xvfz5jOvSYisAHn6/t//nJ34+xsst/OPef3E09NQGCkq2XXTh07cTgc0UOSR1n1sDI1MWWz2Xfu3uFwOJ+PEqZQQXtY9TA2Nq6rq3v46CGLxZI8qk+fPvr6+gwG49btWwiMYEQHoSgWi+3Vs5e+vj6dTn/y9AmXy/3aDAQZNHCQpqZmdXX1nTt3RIeIjsLj8X1699HS0iotLU1MFNa6Ex+FoujwYcNVVFTKysoePnwIiYtaoMIMEJraWlQqtaCwICkpCakvWSx6CIvDjhwxUl5evqCg4Fnis68tRxAqlTpo4CAFBYWs7KxXwnodwj+iC5FIpOHDhlOp1MzMzFevXmG/zK5AUZRCoeho6XTp2iU7J/vN6zeSDynIKwwZMoREIqWlpb1//178EIIgykrKQ4cOxePxqamplVV0FIM5f/68krISgiBqamoDBwwkEAgpr1MyPmV8PQpG1NTVRCVgXr56mZmZKR7UQWBES1urX99+OBzu+fPnefl5WCxWFGOlpqbq6un26d0n9f37j+npqampaWlphQUFBfn5Zubm+vr6Pax60DRoAf4Buno6C78slkZgxMDAoHfv3gKB4Fnis+LiYvG1YBg2MzUT5dIQlVDGYrEwDKOI8I+pqalVdysul/v06dOKigpx4zM+fS378O+//9YxJN5pCNKlcxcLCwsWi/X4yeOamhrxQzAMW1lZmZmasTnsV69e9bbp/f09LKCBLLtZiouUAcBvnT1zpqi4yNXNrdWVWwbag28/CdhstrAWGorh8Xlft9TW4rBfProQmC/4nJWfxWLV1X6NhGAEFvA/Z1pjsVjfHAULhNnVUBRlMpgsNksUF6AYFMJA4vxsTCaTwWBgoS8fXQgMI1+OYjL5fL74KCwWKxqZR1CEwWBw2F9Cq/otkg+Jp4SjGGF2FlExLxiBGQwGj8/7HJ7U3ycU7YkgSB2jTrwdi8fJy8urWlgIj4WFJxQW3/jSDOHG+mvBMCyM/L60XPg5/uW6sEB4LWHVsC9HibpCNFxcW/e1l7A4bGFB4ZYNmy5cvoQgiCgsEB2FoAgOhxOdk8/nSx4FI7BkJhhhj6EQg8nA4/ECgUA8lMXj8b45Sjw3lsfl1dbW4r8kOIYRWEX18xQWDpcjfh0JRAKLxUp59erUsRP37t3NyMiAcDiqMLMwHkGQFy9epLx8df7M2focoFguj/s88XlXS+Gaah6PJywuITohmyN5LQEsEBd5oNMrA/wDqqroa9at09TUFAgEfN6XdxqbJW48noCXLIUrfBP+f89Lvj9/+CYU1fJ89OiRs5NzW836CACy487t269TUtw8PMA/N0A2gbVjDSIQCFpm/CAnO2fY4MG3790TZab5U9XV1RNGj+Hy+bfu3mnydToZnz6F7Np17+698vJyY2Njqx49Onbq1K17NyaDYbfO1mm9i7mZ+euUlA8fPrx7+5bBYCgpKc2YOXOdna1ygwv+ZWZksljM3xYbT3n1auSw4X+zdgxBkT179hQXF7s4u4iXvAEA0OQSnyVeOH/ezd3tt/XvpAusHWsqYO1Ym9Vit1HYbDa/fvCmcYcLBALhYBSKisdgmgSKwZw4diw8JLSgoIBEItna28+dP69Tp06iRw8fOqSgqLh02TJVVdVJUyYL+ILbt285OTrV1NREhIU9ffrU3dNDVJXzt0xMTRqym7i0VqNhIeya1WuOHj3qs8PH3c1dQ0PjL08IAMD3Pn74cObUKTtHBxkPg4B2Dqwdky11dXUIihbk57fYFVEEKSkuTn7x4t7duz+Mn2AYjggN83L3qK6uVlBUHDRs6Nbt28RhUHFxsa/vTjMzU3GwiCfgP6anm3fqeOjYkdFjxya/eGG7Zs2/N25gZM+CBQuGDh0aExPT3AnmAaAdys/P3xsfv3zlCiOQRgGQbWDGqGwpLCyAICgvN7cFrnX40KHMTxmlZaUVZeV1jLrqquor169p/H8+RhRFd8fGhQYHKygoTJ8589yF8671KYbFQkNDFRQU5BUUxAuqc3Jy9u3bFxYWNmDAQEvLbmHBIXt37/Zy88BhcSNHj8LImIkTJnaz/M3NOAAA/lRlZWV0ROT0GTMtGlUHCgBaEhgTki252bkIgmR8ymiBayU9Tzp75ox1z56RMTHeW7YYGBhQvytPc+3K1UB/fzk5OV9/v+zcnClTplhafl0x9Pz58xs3bnht8ELqi42LBpD8/f379es3bJhwVZqiouIG703zFy0sKi7c6On5Kf3rmi/ZYWBgQKFQcvNyk18lS7stANAW1NbWRoZHjBg1sl//Nlh2EGh7QCQkWzIzMzAoWlxU1ALXCggKnPvP/Ds3b9XUVLNZbHUajUL5vyyIhQWFIcHBPB7Pa8MGqpxcWlqag4OD5A5+fn5z58617GopgD+v/ktMTHzw4IGb29cSyng8vo7F0tTWzi8oCA4K4nH/dopPc0Exe/fuvX37trTbAQCtG5/Pj42O6dKl86jRo6XdFgBoEBAJyRbhDCEIYjKZ4swCzYdKpXpv3jxqzBjX9euPHjmib2AgmSdaIBDExkS/e/t28tQp4ydN3LFjx9q1a7W0tMQ7nD59uri4eO3atTACo6iwOLlAINixY8fixYtNTL5OfL59+/bjR49i4uI6d+l89crVixcvYGSSoaHhFu8tV65dOX3mtLTbAgCtFQzD8bv30Gi0WXPmSLstANBQIBKSIXw+n8FkYrFYHo9XXl7eMhddvnLFmDFjEq5fp/7/gFBubu61K1d0dXRd1q8/e/YsFoudP3+++FE6nR4aGmpnZ6eiogLXB21kMvns2bNVVVWrV68W7yYQCPz9/ZcsWTJgwIAVK1dBWOjM6dMcNgcjk7S0tDZv2vzy5cv9B/fDX+73AQDQcMePHuPx+YuXLAGdBrQiIBKSIWVlZQKBAIvF1hcqL2mx6661tT197tyUaVMlN167crWwsGjoiGHKKirR0dEbN26UvHcWHx+vrKw8a9Ys0Y94PD4/Pz80NNTNzU0yj9H+/fv5fP7y5cuFc5MnTzI3N098+uzFiySMrFJVVd22dVtRYdH5C+fFuTEBAGiISxcv5uXlrlm7Bof/vyqEACDjQCQkQ0qKiuvqq0NUV1f/5VShH9Y2/xk8Hj902NAOxl9zOcIwnHDtGplMnjNvXlBQUI8ePYZL1I7Ozs4+fvy4h4eHqP6XKGKIjY3V1dWdPHny16dTUhITE+Pq6qqgoIDBYOTl5adMncrj8a5euYKRYSQSyc3VrfdPCrwDAPBD9+7cffH8uZ2DQ3suVg20UmAVvQzJy8urravD4XAsFqusrKzR54EgKPHZMw0Nje5WVt+UiG+gnOyc4pISU1PTqqqqhISECxcuSFbv8vPz69+//9ChQ0VbqHJyEAZz+dLlEydPSKagDA8P79ix47hx48Rb+vXrB8Pwh7Q0Pp/fkLz7yS9eYLHY7lZW4qu3DBKJZGhgiMFgnj57ampiSqPRWvLqANDqvExOvnbt2no3V5CxHWiNwJiQDCkpLWWz2RAECYuO1dY0+jwQBO3Yut1n6zYGg9G4M3z8+KG2tsbUzCwyImL27NlmZmbih549e/bo0SPJ1WEGBgZ8BBk/YXyvXr3EG9+9e3f16lUPDw/JUOzq9Wto/Ryj/AakjuTxeN4bN+3Ytp3Nklraw/Lyct+dvoWFhdJqAADIvo8fPhw/ftzWzlZyRQUAtCJgTEiGlJeVcTgcIpGIIEhhfoGwaOuXsrJ/BEXRyLgYXV1dRUXFxrWkIL+Ay+GmfUijyMk5OzuLt8Mw7Ovru3r1amOJW2kPHz7MycmJjo4Wb0EQZIev74wZM6ytrcUbX758efny5R49ehQWFJSVlkqe4YeIROLhY0fxeLy4UmzLmzxpsjCX0k5fJ0cnc3NzaTUDAGRWUWHh3j3xi5csNurQQdptAYBGApGQDJk+fbqWpuaJEydmzZ7dp1/fRp8HRVE9Pb1v7ukcPnSosrIS9/+3mRAUXbJ0qbKy8sePH69cvjx16lRTM7PKisq7d+4QCIS01LQRI0cePnhQtJAKj8dnZ+ekf/jQr0+fiLAwBEXnzJ2rqam5c+dOMpFYWlKiqalJp9MvnDuXmZX17PGTjmZmEeHhmPoV9jgs7tLlS3IUCh6H43K5x48d09DUNDY2Li0tPX7sWL/+/fv27VtbW3vx/PlKOl3cSCwOh8CwopLStOnTpTXqPmL4CEUFxdCw0BXLV/Ts2VMqbQAA2VRFp0dHRU+dPv23VZMBQJaBSEiGoMJSp/V/QVEM8lcLl8S1L8Rqa2qr6FXfTBtCEUQU5fB4vCo6XVTZlC/gc9hsgUDQu3dvS8uulZWVokVU1dXVZ8+enTFjBgRhq6qqUQSBIOjIkSOf0tM7GBrW1dWJBo3y8vJPnTg5evQoIp5QRa8SBjRYbGJiYkV5xZQpU+7dvYvBYJgMhuhaAoGguqqKU1/2C0WQmtra6qoqLPZrI2FYmKxIumvabWxs5OXlY+NilVWUTYwbVCMWANo8JpMZERY+aPCgAQMHSLstAPBXQCQkQ86fOx8VEaGoqLhj+/ZFixdb92rKEQg7B/tfPGppaWnp5yf6u5aW1phx4x4+fDhixMj17l+rjAUEBvTqbRMWES7eUlpaGhYWJlxcZm1tamqKwWBoNJqegb6JuVlEVJR4CYlAIBg1apSL6/oFCxZkZ2UWFhSsWLVaVMNVV1d3m4+PaDclZWX7/89hLTssLCw2bNhAwP9+ljcAtAcwDMfGxHbs1GmsxJIIAGilQCQkQzQ1NUXRAxaL1dXTbdwkoSahq6uroKDw6dNHHo8nWpCflpZ25PCRAwcOSO4WEhLSsWPHWbNni5uam5sbUU9yJW1wcDCVSp0/f35RYWFWZpaqmpq6ujqmtdHSFM4GZbPZL5JfDBwwUIqvDgBIF4Ige+LiFBUV586fB14LoA0Aa8dkiKaWJoVCQVEUi8UqKkpnWoyIeaeOioqKaalpLBZL9IvP399/5MiRNjY24n3evn2bkJDg6enJZDKfPH7M5/MxGExYWFiPHj2GDBki3i07O/vQoUNeXl5YLLa8vDw7O5tGoxkaCdeot1J37t6JiY0BeReBduv0yVMsJmsJSCQNtBUgEpIhBgYGiooKMAxTqVQNDQ0ptsTY2JhG08jJyfn08aOodlhycrKHh4d4Bx6P5+PjM2nSJCsrq9ycnNCQEIFAkJycfOvWLVHQI97Tz89v8ODBAwcOFK7Af/qMx+Wam5v9UeJHmUKhUDZ4buBwOAGBAaIwEQDalcuXLmd8SrdzdCSSWuu/YgD4BoiEZIiWtraCohKCIMrKyjq6OlJsCYFAGDVmNJvNPnPmDIqi/v7+q1at0tbWFu9w69atjx8/2tsL5x6JVvuzWSx/f/8ZM2ZYWFiId3v06NGzZ89cXYWTjTgczsULF4hE4viJE4WVyyorPd3cYyXW3rcWBALB2clZRVnFd6dvTU3j0z4BQKvz+NGjZ0+e2Do4kEAYBLQhIBKSIRoaGng8HkEQFRUVzZbKUfYiKcl+nW3yixffbJ8ybaqGhsbTx0+cnZ1xOJyodpgIk8n08/Ozt7cXJ1IjEAjnz5/PyclxdHQU78bhcHx9fRcuXCiaTH0j4UZaaqp1z579+vUTTaOuratly2o11l/DYrGrV6+27GoZFR3F5XKl3RwAaAmvXr26dPGSg5OTiooK6HGgLQEzpmUIgUCQl5NDEIRAJLZYhQcej1ddU/39x7mJicmYcWNPnzz18VP6iVOn5OS+pjfct28fmUyeN+/LZEkIYjFZYeHhnp6ekr8iz507R6fTV65cKVpltjs2lsfjzZg1i1p/Kg1NzZi4OExrNnfu3KysLGm3AgBaQlZm5rHDR1avXaOlDRJJA20NiIRki56BAebpU3k5OckCXs2q/4ABffv1+76wF4FAsLWzS3z6LCcnh15JF2/PycnZs2dPVFSUODbC4XAfPnzo1KXz3LlzxbtVVVWFhYV5eHgoKysjCBIeEpr84sXYceNmzJyJaUNEmbKzsrM4bE7nzp2l3RwAaBYlxcW7Y2MXLl5kBjKtA20RuDsmW0xMTCAI0tZpyklCmZmZLk5O9+tTGv7Qz+qbGpuY2Ds6YiDIb8eOWzdvijaGhYX17Nlz8ODB4t14XG51dbWnp6dk9BYREaGnpzd16lQMBrM7Nvb4sWPa2tpuHh6NLp3x8eNHF0fHxw8fYWQPn8cPjwx/+uyptBsCAE2vpqYmIjx83MSJ3a2sQP8CbRIYE5IthkaGEBZraiacWNNUGHV1uTk5VVXVjTh2xqyZ2dnZURERLg6Ou0JD5RUV7t69e+rUKcng6cCBg0ZGRqJMiSKpqaknT548ffo0iqJhISEhu4Ll5eW2+Wy37GbZ6GdRW1ubk5NbXd2YZ9HcOnbs6OXhFRwSTKfTJ4yfIO3mAECTYTKZkWHh/QcMGDp0KOhWoK0CkZBs0dXVQ1HUwLAp0+10t7I6c+4c9v/rbHwDQRAul0smk79JGIjH453Xu/D5/NjoaHdXVyweP2vmTMmg5+nTpydPnhj0/5kGd+3aNWnSJCVFRWcHx0sXL1IolO07dkydPv2bi75MfhkUEDB33twp06b99lnY2NicOX/um2ohssPIyGjjho2BQYFMJnPmjJk/G2YDgFYEhuE9sXFGHTpMnDQJ09YhCCIQCKTdCkA6wO9r2aKoqIDFYvX1DZr2tL8Og4QFpYuKpk+ZYrt27YVzwiVgkg+RSCTPDV6btmyGYbgwP//Zkycnjh0ryC+or1Am8Pf3Hz9+PIlEEkdCt27ffvLoMRaDmTtr9umTJ01NTcMiwmfOnv39RSlUira2tnKD16HIbBgkoqWltW3rttdvXl9PuC7ttgDA30JR9OD+/WQqZcGihe2hN1VVVY06GEm7FYB0gDEh2UImU0gkkpq6WuMOJxKJoojkT1MX6urpmpt3LC4uvnP79vFjR7W0tGfOnj1k6OdU0QQCYZ2tba9evQL8/JISnyc9T+ratWvffv04XE55WdmiBQuOHT2Wk51dU1Pz6uWrc2fPMuvqDh04KCcnN3f+fBdX15/9frGwsAgJD8O0IQoKChu8NlSUV0i7IQDwt06fOk2nVzk6O7WTruxk0amTxdfRbqBdAZGQNJWVld389z8c7vPIHA6HLyoq5PP558+e09LWQv6wADsEYetqa9n1ZeTPnDqtrCxM0tjAYwkEYeTEZrOHDBuanZV9+NCh4pLi8rJS8XAximJGjBp59Pjx69euXbl85emTJ3ExMUQSiUqlbtqwUSAQzJo+g8/ns1gsBEGMOnTo16/fjFkzBw4a1N7qc8lR5eQMhbPCExMTO3XqpKQkzaopANA4N64nfEhNc3V3a73p4AGg4UAkJE04HE5RSVFyTomZufne/fsFsKBxZa1QjDDdMwRB8grycvLyf3Ts2PHjggICMzMys7OyOnfuvHT5MlgiFENRFEEQCpU6Y9asyVOnprx69fHDx/fv3n348KGkuLiyslJDU1NHR6erZVcLi86du3S2aPdLyrNzss+dP+fh7qGm1sgRPgCQiqdPnj64f9/Vw73RKz0BoHUBkZA0qampTZo8uQlPyGAwIkLDeHz+hIkTGzEa8SHtQ2ZGhrAOxsYN1j17/mw3AoFg07u3Te/ewqlCfH5aamp4WJh/YKCKikqLpUGSfXPnzKXKUbdt3+bu5q6npyft5gBAg7x9+/bc2TOOzs6qqqqgy4B2AsyYblM4HA5aj8NpTBWLUaNH30hI6Nmr5y/CoG8QCISOnTpt3rJFTU0NhEHfmDxx8vRp0/38/FJTUxvxcgBAC8vKyjx84OCq1av19fVB5wPtB4iEgK9MTU29Nm5YumLFH3UKiUQyNDIC68Z/aOjQocuWLYvbHVdUVATeaoAsKysr2x0TN2/+fPOOHaXdFgBoUeBehtSIBm/EP4rm93y/G5fLRVGUTCa3QJPIFPLy+jJhf6SyoiLx2bMRo0aRSKTmaVfr1rNnTw1NDQqFIu2GAMBP1dXWRUdEjB031rpXQ8eDWwsmk3nz33+fP3+OIIhVjx7jJ0xQVFQUP8rn8x88eFBaUiL65YuiGAjC9OjZUzJrGgaDefTgwa1bt1lMZk+bXhMnTZKswwi0ASASko7srKzIiEgmow6DEf4DRBBYUUnJ1t7O2NhEvE9RYeGe3bvv3LrN4/H69uu3eu1ai84WLdbCsrIyDIpqaGr+ds+ioqK98Xv7DxwIIqGf0dcT3muoq6t7n/q+b5++TfxSAcDf4XA4EeHh1r16DRsxoo31ZU52trur26f0dFNTU75AcOnCpcsXLwUG7xJP3auurg7y88/Ly6PKUTEoBkFRLAQ5u64XR0IwDMfv3hMeFmZgYCAnJ3ft6tW7t+/sDPAH86jaEhAJSUdmRub1q1dNzcwoFAqKQREYgeH/y3BaXV2z0dPrRVLSvH/+kVeQP3n8RFpq6u59e42MWiL3F4/Hc3VxQRE0Oi5W8vvTDxl16LBpszf4kvRbEARdvnw57UPa0sVLm+ylAoC/Fh+3W09fb/KUKW2sL2GBYG/83k/p6UHBuwYOHiwQCC5dvLjFe/ORQ4e9Nm4Q7VNFp1fX1Dg6O/Xr3x/9MiikI1H58eXL5D1xcaPHjtnk7S0vL3/29JntW7eeOnly7bp10ntmQBMDkZB0FBQW6Ojq7N4br6WlJbpT9k0O5WtXLic+e7Z5+7a58+aJak2sXL7i6OHDG729WyBDD4FAWLhwIYTFUqnU3+6soKDQ8BnW34BhuKS4WFtXBwu1/Slr8vLymzZuCgkNiYyMXL16NcjUAkgfitm3dy8Wh1u8ZAmmzamsrLx/9+7AQQNHjh4t2jJt+vSzp04nJSay2WzRDevy8nIIgxk4eHCXLl2+PwOKov8l/IuBoNVr1tBoNAwGM2vO7ITr169dufrPggW//ZYItBZt/+NHNuXn5eto69A0NHD18PXEIQ6Px3v08JGuvt6IL4PVPXr2tOnd+8njJy1TghSCoFFjxowcNaohy8EYDMab168bV7KnpLjYwc5+9YqV8bv3ZGZk8vl8TJtGpVLd3dwFsCAoKIjNZku7OUB7d/78ubKy0uUr/2yRRKsBQQMGDhw9dqx4AwzDAliA/ZLMVnRzn0qVYzEY165evXzxYmZGhmQqNzabnZaWpq+vZ/ilFiSZTO5u1b2osLCwQFhxCGgbwJiQFCAIUlRUiMVi98fHv3v7TllZuXef3sNGjFBQUBDtUFNdk52dbWhoqPolKR+ZTDY3N3/39m1xUbFKgwt1tYzcnBzfHTt2x8crKyv/6bEampq6erqlJaWf0tMTrl2jyslNmDRx3vz5mLaLSCQ6Oznv278vOiba0cGRQCBIu0VAO/Xfv/++Tnnt4eXZMgsyWp6GhoZfYID4GyaKohfPn3///r2dnb14BUNhQWFRceHa1WsIBAJfwGcymLNmz17v7ibKx8Zhs0tLSw0MDCRXPGhoaPL5/PLy8pabtgk0MxAJSQGbzS4uKkp5lZKTk2NsavLx48djR49Onzljy9atiqJ/fhxOXV2dsrKK5P0yJSUlPl9QW1eLkTEoija6hjOBQBgzduyZU6cDg3d9SE1bvnRZfl4+ph1Yvmx5enq6tFsBtF8vnifduX3b1c29IXfAWy9xGJSbkxMTFX3x4sVhw4YvWLxIvENFRbmcnPw623V9+vYTCPjnz507eviIkrKyk4szDocTCAR8Ho9EIklmCSHWL5LlcrjSeEJAswCRkBTw+fxOnSz69uu3as0aZWVlLocTFRW1Oya2S5euy1Ysr48tEASGv8nQg8Pj6rc3tJRYS/qbqUvDR4zYu2fPs6dPP3361KlTRwcnR0z7YG5ujsFgMjIyMBDG1MRU2s0B2pHU9+9Pnzpl7+SoTlPHtHVMJvPk8eO7Y+MgCGPv6LB06VLJSkTOLuvtHRw06+drCv9Vduz48ePHa1evLli0UFNTE4fHE4gELo+LIIj4FzKfx4MgiEQCFdnaDhAJSYGysrJ/UKD4RwqVumDhwssXLz179mzBooXEemQKhclioqiwjphoNyaThcfjqdS2lpaGQqEMHjxk75748vIy7y1b2upA/c8wmIzY2Nh1a9d1795d2m0B2oX8vPwDe/ctWb6sPSSSrqys3L5l6783bkyfOXPZiuWmpv/3lQNFUTX1/ysLSKFQzM3M0z+ki6bxUSgUdXUavZLO4XDEg2cVFeV4PF5Nve0Hke0HmDEtBTU1Nfn5+TweT7xFQUFBXl6ew2GL6s8rKChqa2sXFRWxWCzRDjAMF+Tny8vL0zQ0MG3O6HFj7965M3jw4F42Nph2xqq7laOj4+49u+8/uC/ttgBtX0V5RXRU5Ox5c7t07Ypp62AYjo6MfPjwYXhk5E5/v2/CoPqcbUXeGzddu3JFvAVBkNKyUiVlRdFXMgqF0qVrl/y8vNzsHNEOHA7ndUqKtra2voFByz4boBmBSEgKnj55umr58kcPH4q3ZGdllZaUGHcwFt2BplKpVj2scjKz0t5/rldVUlKSnJxs0bmzZgNSHTYEl8t99/ZtZUUFRgYYGxuHRUb8aZWPNqOzRWcPd4+zZ89ev35dMu04ADQtJpMZERY2fPgIUfnkNi8vL+/a1Wtjxoyx6mFV8EV+fn5paanoHxqVSnmZnBwWGpaZkYEIpyTA/ybcePLo8YABA9Trh3wgCBo+YiSfzz98+BCDwRAIBAnXrj179mz02DFgCX1bAu6OSUEni05MBjMoQHiDzMjIqLy8InTXLjweP2nKFNGtaAgLTZ465dKFi4EB/utd3cgU8v69+8pKS7du39ZUVU4Tnz2zt7VbvWb1Ojs7Kc6YFqFQKJMmT8a0Y4aGhlu3bPUP9CeTycOHD5d2c4A2iMNmR0ZEdO/RY/TYMZj24WPah4KC/BPHj586eVL8HUMgEPSwtj5+8oS8goKKqqrzepcNnl6zpk3v0bMnm81OfvGiZ69eq9euFf+m7duv74pVqyLCw5NfJCspKb15nTJ4yJD5CxZI9ZkBTQxEQlJgZGS0zcdnp6+vo709TZ1WU1NDlZPbsm2rdU9r8T6dOlls2rLZZ9v21StX4vA4BEHcPNwHDR7cVG2wtrbeszdenCTjbygoKPTs2QsUov9LampqmzZsapl8UUB7g6Lo3r17NTQ0ZsycgWk3unXvtnf/fnHqWhEURZWVlclfVsWPHDVKV0/v7q3bnz59UqfRJk+dMmLECMlJCFgsds26tR07dbx/7x6LxZo0edL4iRNFI0ZAmwGB0XhpYTKYb16nFJeUqKurd7eyEqWv+EZ5WfnLl8k8Lre7lZVBA6KWioqKSePG8/j86//eaKr7aL8lLCSLoJLJyprb88TE8WPGjh4z5vipk5g2B4bh5JfJXbt0bdvLm4GWdOTQoaqqantHhxbIUA+0c+GhYf0H9G9dd2DBmJDUyMnL9Rsw4Nf70DRoYyQSpMomCIIgHPj12pTev3t/5eoVd1d3cbJNAGi0SxcuFhQUOK9fD8IgAPghMGMaAGQLDodbunRpZ4vO27ZtKysrk3ZzgNbt7p07L5KS1tnZtbf8FADQcCASaoOEgzStZwwcQYSJA/5IK3p2jTZv7ryhw4b67vTNzs6WdluA1upF0osbCQkOTo4/vPkOAIAIiITaHojH48H1eYkwqGz/D4OJ3717+ZJl5WXlf9Da/5//2IZNnDBx5oyZYRFhFZUykewAaF1QFK2url61enWbTEIGAE0IzBOSJjabXVhQCGE/j3BAwtEOLB6Pry/J/vNPexRDIBJ0dXUlq5KJQZAwc6OLgyOFSm3aiAHCQKgoEmk6r16+rKioWLt6taKiYgNbi8Viq6roBAKhPcRDgwYN0tXVJeBBlVbgj0EQNHLUSNBxAPBbIBKSprLS0qNHjojXn0MQVFtTk5CQMG7cOEUlpZ990iMIQqPRFi1ZLCcn9/2johtjjx49QhC0CW8ioSiKxWIhCEKQJit8htYXZieTyYnPnjW8tSiK4nA4PA7XHu6RidJOYjCYquqqnOycHj16SLs5AAAAbQ2IhKTJ0Mho6/ZtklvycnPPnT3r4Oykq6vbiBMqKikGh4VyuFxIOMDUlDgczo5t2+b+M79rV0uMDEAQRFVVBdOeHDt+LCMrY9aMWdJuCNDshHkp0N/M/EMQhMfjYbFYIvGnpUC5XC6KoiQSqZ18bfgbHz9+zM/NGzl6lLQbAkgBiIRkC5vDEQgE1VVVjYuEiARi3379MM1jq7e3HFVuyNAhzXR+4BdUlFU2bdwUuCuwtqZ26ZKl4rLYQNvz37//nj97TjwkDCOwuXlHR2cnUn0pHpHnz5/vjol99/atnLzc+AkTl69YofL/XwyKi4v37t7z33//8Xk8mz59Vq9Z3dVSJr7DyKzKisrMzMyRGBAJtUfg96lsYTGZAoGgqLAII3sIROL9+/clC8cCLUlZWXnThk0lJSXhEeH1M8mAtunJo8ePHj6oqKig0+mV9MrKisra2lrJGXqvXr50dnDIy8tdsmxp//4D9sXH++/cKa7WjMFgamtrN3l6nT51auy4sf8sXPAyOdnZ0Sk7K0s6z6eVwGKFczSl3QpAOsALL1uKioogCMrN+Vz3WKYoKys/efSouLi4SWp0AI1ApVK9PL2ioqPidsetW7cOh/3BlHmgVePz+YWFhaPGjA0ICqxfEiEcGxLmLv2yPILP5+/buxcWwNFxcebm5hgMRlNTMzoqavSY0SNGfR7PuHE94cGDB9t8tovKY9n07r121epDBw96b90C3jMA8D0wJiRb8vPyEBjOlMlvb4oKCiwm8+H9B9JuSLuGxWLtbO1GjgBrgtomJpNZVVXVoUMHIpGIE8Lj8XjJVaIlxcVJic+HDhsmCoMwGMz4SROpVOqjR49EPwoEgvv37hkaGg4b8bmUb89evXr07Pk88Tm9olIazwkAZB2IhGRLxqdPCILk5+VhZI+ikhJfIPj3xo0mXD4GNAIWi7WwsMBhcenp6QUFBaAP25Lqqqq6urrKioqggIB1a9b47/RLfJYo+S8uPz+/uqa6c5fO4i2ampp6enrpH9NFP9bU1OTk5Bh1MFJR+TxziEAgdOxoXlxURKdXtfgTAoBWAERCsiU3Nw8DQXV1dTIYbSirKGOx2Jzs7E/pn6TdFkCITqf77vT99Am8HG1HRUVFSXHxqZMn79y5w2Iwz505vXzJkkMHDop3qK6qRmBESUlZvIVAICgpK9fV1YomWbNZLCaToaCgSCB8XVOmqqrG4/F4fG6LPyEAaAVAJCRDYBiuqanBYrE8Hq+yUubGsVVVVQkEQm5eXuKzp9JuCyDUt2/f5cuXh4SGvEh+0fI9kvgskcFggFeiaeFwuD59++zYufPSlSv7Dx+6dPVat+7dIsLC3r55K9pBlD7+m6yqOBwOhj9/d0IQBIER3P8n3MLisCgqXJsPXi8A+B6IhGRIZWUlDMNYLLamprqstBQjYxQVFYW/XjGYp0+eghVkMqJXz16ODo779++/f/9+S173zOnTyxYv9tm6jcPhtOR127we1tZ79u2bOXsWkUjEYrE6ujoLFi5is9mvXiaLdpCTl4cgiMlkig9BYJjJZFIoZFHoQySRSGQyi8X6XHKnHrOOgcfjCQSQrBwAfgBEQjKkuKiIUVeHw2Krq6oLCwoxMkZJSUm0huXhgwfFxcXSbg7wWadOnTZu2HjhwoWnLTVWd+7M2a3em+l0+tEjRzZ6eQnXeANNAUXR0pLSkpISyY0qqqoEIpHN/hxxamtrkSlkyamEtXV1JcXFurp6oh+VlJQ0NTRKiouZX0bsUBTNy8tTVlaWl5cHLxQAfA9EQjKkoKBAdHeMyWSWlZVhZIy8vIIo3S2LxXr88KG0mwN8pauru2nTJh0dnRbolBvXE7Zu3sxmsecv+MfUzOz4sWObvDaA22RN5cD+/fa2tuXl9TWJ66WmpvJ5vA7GHUQ/6unrm5iaPX70iMX8nEAo5WVKaWmpjY2N6EcKhdKjp/WnjE/pHz+KtpSUlKS8etXJwgKUYgWAHwKRkAwpKixksVgQFitMM11djZEx8gryCAxDEMTn869fuy459g5Inbq6uqGBIY/Pe5H8ovnyLiZcv+7h7l5TU7PGznZXSEhoeJipqempkyfdnF3odHozXbT9gCCoc2eL169S/H19U169yszIuHzxUlxMdA9r6z59+4r2UVBQmDN3TlpaWlBgwNs3b+7dvRsSvMvUzGzYyBHi80yeNlVBQSEwIPD5s8TXr1MC/fyLS4pnz5lDJpOl9+QAQHaBzIoypKy0jFFXJ1yszuOVFBejKCpT1YIoFEodgyEnJ0ehUul0ellpqXaLDEIAfyTxeeLN/266uLhIFmdoEg/uP9jotaGivHydnZ2jkyMEQdY9e4ZFRKx3drlw/gKPzw8KCVZVVQWv198YPXasU2Hh3t177t+7r6CoUF5W3t3KynvLZiUlJfE+U6ZOLSwo2L9337UrV9kctpamls+OHZL1ecxMzbZu2+azffvK5csJRIKAL3B0dh46fBh4aQDgh6CfFTwHWt7ZM2f/vX49Pz9fV09v+IgR8xf8I1ORUHZWdlBAAIIimpqaa9et09DUBNWvZBCKovv27cvOyXZzdVNW/rrW+i89uP/A1dm5qKho+coVm7dulVy7lPo+1cHO7s3r12PHjQsKCdbU1Gyqi7ZbJcUlb9++YTAYRkYdulp2/eFM5/T09LTUVAUFBWtra+UvqYMkVVRUJL94wePyLLt3MzIyapGGt2LPnj57/+7d8pUrpN2QVi88NKz/gP42vXtjWg8QCckWgUAQFRGxbMUKRUVFjEz6kPbhv//+c3B0kHZDgF85deZU0vOk9evXa2tp/31PJb94YbfONic7e8mypd5btlCp1G92SEtNdXF0Sk5OHjFyZFhEuKaWFnh5gNYFRELtORIC84RkC4vF4vP5bDYbI6uUlJQ4bHZdXZ20GwL8ypxZc0aOHLlr166/f6WSX7xwsnfIzcmZ/88/W7dv/z4MwmAwFp07x+yOGzxkyL07d2zXrsvLzQUvDwAArQWIhIA/o6auxuNxwcJp2Td2zNiVK1f+5Q3W1Pfv1zs5p6enz5g1a+v2bb+Ye9TB2Lhjx46qqqpPHz+2t7XLBcFQkxIIBGAmAwA0ExAJAX+GSCSSyOSKsq+rfAGZ1aljJ3l5+fLy8nfv3zXi8NT37x3s7D98+DBtxnS/AH+FX96x5fP5+fn58goKnSwsXiQlrVu95uOXVdzAX8rIyIiLiZHloWIAaNVAJAT8sQ4dOuTJZI1Y4Gf27t2bcCPhj/onKyvLxcn5zevXEydO9AsI+G1SPgKBEB4VNWzECDKFYt6x49s3bxxs7T5++ABelL9UUlKyd/eePv36/fC+JAAAfw9EQsAfMzU1zcnOBh3XWtBoNE8Pz9u3b588dbKBh2RnZjnY2r5MTh47flxQaIi4qvmvqago7/T3GzV6NBaLVVRUfPvmje2ata9TUv6u+e1abW1tVETEuPHjxIkTAQBociASAv5YB2PjwsIC0HGtiJaWlvdG7/fv3+/ZuwdBPpfq/JnCwkIXJ6fEZ4kjR43aFRzcwDBIBIvFOjo7DRw0iMlk6unpffz40cHOLuXVq79+Bu0Rl8uNjojsbdN7yDCQCggAmhGIhIA/pqCgQKZQymWvHgjwC0rKSt6bvOl0+oEDB36xW1FhkZO9/ePHj4cOHRoaEa7x58mBIAjy3OC198CBw8eOTp02Lf1Dut3adU8ePwavzh8RCASx0dH6BgaTp00FXQcAzQpEQsCfv2mwWG1t7ZwcsFK6lSESietd1vfp0+dnO1RWVLi6uNy7e6//gAEh4WGNzpFIoVBGjBzRycJih9/O2XPnZGRkuDg5P3n85C/a3u4cOXyYQCDMnT9P2g0BgLYPREJAY2jr6GZnZ4G+a3UIeELXrl2FGTI/fvimym9lRYWLk/Otmzf79O0TER2lb2AgfghBkMRnz96+efOnC7mVlJT8gwIXLlqUn5fnaGd387+bTfdU2rIzp06Xl5atXrsWjwcFkQCg2YFICGgMLS3NstJS0HetV3FRsc8On/yCfNGPtbW1Hm5uCQnXrXv2DAmPMJAIgzAYDJPJdF/vuisgsBFldykUytbt2xcvXVJUVOTh6gqCod+6ffPmu3dv19quA2EQALQMEAkBjUHT0OByuBwOB3RfKzVs2LBZM2f5+/unf0pnMBgerm5XLl/pZtktIirS3Nzsm53l5eWPnjixKyy0cZ/NcvJy23f4rFq9qry83NXZ+eKFi030JNqgp0+e3Lp129HZ+dfZmwAAaEJg6FXmtIpksurq6jwer662lkwmS7stQCMNHjxYUVExPCK8upJ+99Ydi84WweFh5h07fr8nBEH6Bvp/09F4PMFjwwYCiRQTGbXJywuDwUwFE4G/8yEt7fzZc/ZOjqqqqn/T2wAA/BEwJiRbiERCz169ZD+FmoKCAoKiVVVV0m4I8FcsLCy4TPb58xf0DfUjoqK6d+/efB1KJpM3bNzo7OLCYDC83N2PHz3afNdqjXJzcvft3bti1cpvbk0CANDcQCQkW8hkyugxY2S2EL0kbR3tggKQVagV4/P52zZvuXE9oZulZXBoaLfmDIPEHJydXN3c2Gz2ti1bQTAkVlFRERsdNXPWrI6dOrXAqwAAgCQQCQGNZGZmlpudA7qvleKwOT7bth88cEBbRyc8ImLgwEEcDiclJeW3eRf/EoFAsHN08Nq4USAQbN7kHb97N0bm7wU3t9ra2siw8FFjx/bp21fabQGA9ghEQkAjGZuYgHrjrRSKoruCgg7s26etre0fGNC3Xz/R9tt3bkdGRaJIs4cmK1ev2rTZG0EQP9+d8Xv2YNoxPp8fExXVrXv3ESNGSLstANAEBAJBc3+hanIgEgIaSUtLi8PlMFks0IOtC4/HDwoI3B0bq6qmGhi8a8TIkaLtZDLZydEJRdEdO3cwmcxmbQMWi126fLnPTl8ikejrsyMsJKQR6/PbAIFAsCdut7aW9oxZM6XdFgBoGubm5q1uyj+IhIBGwuFwWlqaeTngBlkrExsVFR0Vpays7OPrKwqDioqKXJycDx04iMPhHOwddHV1ff18W2A6/D8LFvj4+pJIpJBdwZHhEa3ue+TfO370KIwgCxYvknZDAKDJTJoy2czcHNOqgEgIaDwtbd1sUJS+9YBhODY6OjQkRI5K9fX3mzxlimg7n8+vq63lcrmi0ZplS5dZ97D2D/Bns9mNuMqd27cd7R3SP35syM6z5swO3BWkqKgYHBjk5+vL4/Ew7cbFCxeLiorWrF2Dw+Gk3RYAaNdAPiGg8bS0tNI/fgA92Foc3H8gKDCITCZ7b90iDoMwGIyhoWH8/n2Se86cMbOj+Q8SCzUEh8OpralueEwzZdo0AoHg5uoWExWNYjDuHh5EIhHT1t2+fftVcrKru3t7eLIAIONAJAQ0npaW5suXyTAMgy+1Mg5F0SOHj/j6+OBwuC3bts2bP/+3h1haWmIwmJKSktq6WnOzPxjrHj9hwthx47DYPxhvHj9xIoFI8nBzjYmMYjFZmzZ7y35Krb/xIinpv4QbLq6uCooK0m4L8BmRSATlTdotcHcMaDx1Go1fn2kadKKMO33y1I5t27AQ1mOD17x/fh8GicEwHBEZcf/BfcmNKa9euTg5vUxO/tlRfxQGiYwaPSokLExLS+vAvn0+27Y195RtKfqQ9uHUiZPr7Gw1tTSl3RZAiMfjnTt79uyZ048ePoyLiS3I/1yMD2g/QCQENJ6Kigqfx68BkZBsO3/unPfGTTwe33PjhhUrV/5stx8undfV1XV1cT177uyVa1fEG6urq3Nzcpvkda+urnZb7xq/ew+KokOHDYuMiTYyMjqwb/8GD8/atvi+Kigo2Lc3fsmypYZGRtJuC/AZl8vdE7f7yKHDd27f3r5166dPGaBr2htwdwxoPBwOp6CkVFpSYmhoCPpRNl29csV740Yul7PezXX5yhU/2+3Rw0cRYWGr1qweOWrUNw8ZGRlt3rg5cFdgbU3t/HnzIQgaOmzY4MGDsb+c5wvDMI/Ho1Aov24eBEECPh9FP68aGzBwYHhUpKOd/akTJ1AU3b7DR1lFBdNWVFZWxkRFT58xo0vXrtJuC/CVvLy8vMLn25REIlFdXQ30zvc+fPjw+uUrGEEgSPgjjCDa2tqDhwwhEAjiffLz8y9fvJiVmaWrpzd5ymRTs29rOSMIcv/evbt37nC53L59+42bMF5GKleCSAj4K6ampjnZOb379AH9KIP+vXHDw9WttrbW1d3dwcnpF3vKycvp6OgoKin98FGaBm3L5i1Bu4KOnzj+z/x/hIPJv1vulJaa5mhv16NHj6HDR/Sw7qGrq/vD3ZSUlEIjwiW39O7TJzoudr2T86mTJ1lsVkBQkJpaW/hkYjKZkeERQ4YO7de/v7TbAvwfCILUVFUhCEJRVFVVlUqVAx30vcsXL8XvjlNUVILqQyE+n9+3X98+ffuKI6HXr145OzrVMRjGxsZPnz45e/p0YHDwwEEDxWcQCAQRYWHxu/d06NCBRCZdvXzl3r17O3b6KnwJQ6UIRELAXzExMb5y+TLoRBl05/YdTzf3mpoaW3s7W3u7X+/co0ePHpE9frGDvLy8l4dXekZ6A69u1MGIRtMoKys/d+bMvvh4ow5Gc+bO69vv/6pJvHv3TkVFVVdX55tjrXv2DI+OcrC1u3LpMoqgO/39W/uUGgEsiI2O7tyly5ixY6TdFuAHDA0NIQhCEERHVxdMY/8en88vyM/v3aevu6cnpn5MCEUQBQUF8coGNosVHhbG4XCi42J7WFt//JDm4ugUGryrq2VXZWVl0T5Pnzw5uP/A1OnT3dzdyRTy0UOHAwMCevXqtVAG8mmBeULAXzE0MiorLWufCYJl2cMHD9Y7OZWWltja2bl7en6/KKaoqCguNra6urrh5yRTyN0suwnHez6kVVX/Ju+ivLz8mLFjVVVV9+zb6+rufv/e/eLiIskd7t+75+zgUFRY+MPDu3XrFh0Xa21tffXKFWdHx5LiYkyrhSDI7tg4FRXV2XNmS7stwI+ZmpkRCAQERfUNDGRhiELWsNns4uLi7lbdhf+rZ9Wjh4mpqXhtxLt375JfJM+ZO7d3794EPL5rV8sFixZ9/PDxeWKiaAcEQa5fuyYnJ7dy9SpVNVUqlTr3n/ldLS2vXL7EYjUmb1nTApEQ8FfIZLKKqkpR0f99yAHS9ezZM1dnl9LS0mUrVri4uf4wxwGFTHn18qX3ho01NTV/ev6srKwdO3ZUVFT8erdx48dlZHzKy819npg4ePDgKVOnih968uTJ9q1bnVxcbHrb/OzwLl26RERHWfe0vn3rlrOjY15uHqZ1Onn8BI/Lk4UvvsDP6Bvo43A4GIbV1dVkZOaKTGEwGFX0KnV19WdPn545dTrxWSLr/+sspaWmoShq2b27eIulpSWBgE9NTRX9WFtb+/HDRyPjDuIb5QoKCpbdLPPz8kv+/zuSVIBICPgrEATp6OhkZ2WBfpQRL5JeONra5ebmLlu+3HvLFhKJ9MPdVFRVQsOFE3RcnV3odPofXWLC+AkjR4zc7rM955e1VrS0tS27dQ8JDrl75469k6P462PS8+ebN2y0d3CcMHHiry9kZm4eFRMzYODA27du29va5rTChOaXLl7MzsqytbcDGRRlmba2jnBgG0HE82AASXQ6vaamOiY6xm7durCQkEX//DN/ztyXL1+KdygtLSEQCDSauniLqqoahUItLS4RVdFhMZkV5eU0mob4NxIEQZqamhwOp7Lyz37/NAcQCQF/S1NLCxSllxGvU1JcnJzycnLnzZ+/wXvjz8IgESqV6hcYIK8g7+ayvrys7I8uNG7cuJkzZwYEBrx///4Xu40eMzrh2rWp06aamJiItrx8+XKDp9eqNWumTp/WkAuZmJqGR0YMGjzo2dOnjvb26ekNnagkCx4+ePA88bmtgz0Ig2QchUqRk5PDEwjqbWJ6fpOrplfxeLzBQwbH7dmz9+CBnQH+xUVFmzduFN+25nK4WCyWIJEwHU/A4wl4Hp8nWhnKFwj4AgH5/38jEUkkBEF49XV+pAtEQsDf0tLWplfSUfSH+WiAlvP+/Xt7W7uPHz7M/We+z07fhiyBkZeXD9y1i0ajOTs5F//hXJzBgwavXbs2Jjbmw4efVlzpYW3ttXHDnHnzRD++evnSy91jydKls+fOafiF9A0MIqKjRo8e/ezJM7u1635xOZnyMjn56uUrjs5O4hmjgMyikMk6urokMlnP0EDabZFFPXv1unYjISAoqJeNjYWFxYyZM9fZ2717++7Z02eiHYgkIoIgfIkaOwI+XyAQEIkkCBKGGcK4iIDn8v4v6OFzecL4iST9gjMgEgL+lrq6Oo/H++a2MdDCPqZ9cHFw/Pjhw9Rp07b5bJeXl2/ggQQCYev27UZGhlu8vf9oArVwXrNlNw93D5Wfp/xRVlZeuXq1nNznmCw1NXXe/Pn/LBCuw/8jurp6u8JCx4wd8/pVisM627dv3mBkW2ZG5vFjx1etWaOhoSHttgC/R6FS9Q305ahUvZ+ke2jnKFSKnr6+ZOqgzhadiURiaWmJ6Eeahgafz6dL3Oeqrq5hs9g0Gk10W5wqJ6eqqlZRXsHj80U7oChaXlFOIpFUZSBnGFhFD/wtDZoGl8uprakRf+ABLSwzM9PB3v7Vq1dTp03zCwz4WVqgnyFTyFu2bUtOSvpt/MRisbKzsgryC9LT02uqqwWwAIfFaWlp6RnokymU3r17/+I9UFRUNHrMGBqNhmkUTU3N4PAwiteGixcu2K5ZGxEdZdXjV8v+paioqGh3XNzipUtMTD/fEwRkHJFI1NPVe0N6raunJ+22yBwURQ/s219WWmrv5Cj+B15SWgLDMO1LoN+5c2csFvvm9eshw4aKtrx985ov4Hfp2kX0o4KCgoWFxf379wvy8o1NjDEYTF1d3ds3b/QN9HVkIPoEkRDwt0hkEgFPoNPp2jrfJoYBWkB2VpaLo1PKq1ejx4zZGeCvqqraiJMQCIS+9Rn/Pn36BNUvKv5mh8qKiqtXryZcu57x6VN+fj6KogQCAcJgoPovfBwOB4OF+g8cOGnCxEmTJ2lqaUkem/HpU2x0zLu3bztZWISEheK+W9LfQDQazT8oEIKgC+fP29vahYSF2vTujZExNdXV0RGREydNEpWwBWQKh8MRlrT7bko0kUgik8kIisAwXEmvxLQZqHA64G9Tvf8aBEGMurrY2FgTM9Np06fjcLiioqIjhw5pa2tbW/cU7WPZrVuXrl3PnD49csxoc3Pzgrz8E8eOG3cw7mXzeXEoDocbOXrU5cuXjh094uruTiAQrly69DrltefGDbJQblmYVVPabQBavZMnTigoKk6YMEHaDWl3CgsKbNeue/L48egxY3aFBGtpazf6VAI+v6ys7M6du/fu3ImKjRGvJWYwGCeOHdsXv7eoqEjA56vTaDZ9+piammppaeHwOAaDERcba25mzqire5aUCEGQmbHZ8pUr5v8zX0FRUXSGC+cvZGVkmHU0V1NT7z+g/1+uzamtqdm6Zevxo0cNDAzCIyP6DRiAkRkMBiM0OLiXjc248eOl3RbgB+L3xm/ctFHyLo8YAYvHYSAO8vneTdvAYrG2btnq6OD4l+cpLSn1dHd//OhRV8uuNA2NlFcpCAxv3rpl0pQp4n1evnjh5OhUV1fXuXPnT/UrG4KCdw0ZNky8AywQBAUF7d29x7xjRwqZ/Obt29FjRvv6+cnCRDoQCQFNIOl50oukpLW260BvtqSiwqL1zs53bt8eMHBAZEzMzypaNNCn9HS39a5q6moqyipr1q0z6mCEx+M/fvjg57vz5n//USgUKyurFy+Tff38/vnn60Sfo0eP7tmz5+rVqywm80VS0oFDB588fkLAYocMGers5tqjRw9R6t5GVKf/BUYdY8tm7+NHj+kb6O8KCRk8ZAhGBsAwHB4SqqWtNX/BAmm3BfixmNgYVzfX7yMhFEXlyFQygUhn/HF6LVnGYrF2+u50c3X7+1PRKyvv3r2X/CKJxWJ16NBh+IgRlt2EeVYlpaenX710OScnR1dPd9z4Cd26f7sDh8O9c+vWwwcPuDxuLxub8ePHy0hhQRAJAU2AXlkZFBjoFxAAerPFVJSXO9jZ37p5c+CgQaHhYX9f25zNZq9bswaBYW0d3fQPH5SUlTt16nTt2rUPaWndray8t2y+dfv2x48fT5w4IQ5rysrKxowZs3379kmTJom2oCi6bPmyUydOKskp6OjpjB49xtHZWUv7/26WNQkOm+27w3fvnj0aGhrBYaHfF45tYQiC7IuPR1F01Zo10m0J0IhISPhZWP+n+W6SiP7ViJLrtMZIqG0D84SAJqCsooLD4auqqn6xjAhoQhUVFZ7uHrdv3erZq+eu0JC/D4OEy0MolNGjxzx4cN8/MOBV8st1a9cmXLtGplAWL1nitN6Fw+WeO3fuyJEjkqM7YWFh5ubmY8Z8raVVXl6e+j41cFdQXlbOkcOHT5061bdfvynTvmaXbipkCmXjpo0QBt23d5+rs4t/UODYceMw0nP65Kna2tpfl7kFpI5Coairq39ffKa5YbFYHptDJJAQbItOR/n7SULtBIiEgCaAxWJ1dXWzs7JUen6eQAc0n+rqai93j8uXLln37BkWEWFsLFyI0STGjh937MiRt2/ePH+eWFRYKKegQCKRpk6bqquru3DhwjFjxlhbW4t3fvXq1aVLl06dOiVOG4iiqJ+fX5cuXVYuX+Hqsl5XX7+8rCzAz79rN0txZsUmRKZQNm/bRpWTj4qIcHF04nF5k6d+nbXQkq5fu/bpU7qrm9sPBxsA2bFwwcI5s/8gl1WTgCAoIyPjnzlzQyPC+9WvS2gxKAYlEqSfrUf2gUgIaBpa9ZmmrUEk1Mxqa2q3bPK+cvly5y5dQsJCO3bq1IQnV1FR6d2nz57YuOfPn8MwPGny5AEDB/r7+Q188iQzM9PX11dy58DAwIkTJ3bt2lW85WXyy9u3bx/Yf8DDzR1PwO87sH/t2jWZ6Z+CA4OCw0Kb47spHo9f7+YKQZjoyEhPd3cenzdz1ixMy3r86NHjR4/c3N0pMrAEBvg1fD0pTCALDdPT1+9lYyML66SAH0ABoCk8efw4KiIS9GWzYtQxHG3tNVTVhg4clPIqpTku8ezp006mpvraOv1seufl5aEoeubUaU11dXdXN8ndrly5Ym1tXVBQIN4Cw/D0GdM93D3cnF3WrFzJYjFRFD19+hSRSNDR1Dx25CjanCLCwgx0dE2NOhw/dgxBELSlpKSkuLmsF6UVAIDvIQgSGR6hTdOIiY4B/SOzQI5poGnQaDQuh8OTyLYONC22cI7wjpMnT3To0CE4LKS71deyz01IV1dXmOgMRdfartPX1xcmQGMyDIyMXqek3EhIEO1TU1MTHBy8atUqydVqV65cyc7KLi8rramr8w8KolCoMAyfPHlqzOgxGBw2Pj6ew2Zjmo2tvb2buzsMw1s2eR8+eBDTIjIzMo4eOrxqzWo9kI4P+Imk5893x8bq6euPHTsWdJLMApEQ0DRoGhpcHq+2pk2tQZUdXC5nx/bt+/fu7dChQ3h0lHXPXs10oazMrKzMLCvrHqJMIaWlpeHh4T47dmzeujXIP+DyxUsYDObw4cMQBC1dulR8VHV1dWhoKCKAsVhc4K4gpfok1ydOnCgtLY2OienRzerV61cHDzVjgILFYu0cHby3bIYRZOuWLfG7dwtLizen0tLSPXG75y/45/sslADw+U1SUrplk3dFRYWNjU0H4w6gW2QWiISApqGoqCgQ8GtqakGHNjk+n78rMOjAvv3a2tpBIcF9+vRpvk5OuH6dzWYPHTpMlO4sJCSkc+fOw4cP7z+g/3bfHVGRkfG79xw5csTT01OyvvqRI0devUjuYWXlHxggCoPKysoiIyMdHBz09fWnz5iBQ6Gnj59gmtnS5cs3em8i4Al+vjvjomOa70I1NTVRERHjJ0zoITGFHAAkCfj8sJCQtLQ0Eok0a/bs9tM5ly5eEmVWbEVAJAQ0DQiCtLS1CwsLQIc2LYFAEOQfEBMZraWtHRoRPnDQoObrYS6X+/DBAwUFhYmThfmBkpOTr1y54u3tLVoSNWDgwO07fMLDwjQ1NEZJ5O/Jzs6ODA8fO3bsrpAQNTU10ca4uDhtbe0ZM2ZgMJjefXrr6emVlZSWlJR8/PiRwWA031NYtny5z05fIpEY6O8fuiu4OW7XstnsyPAIm959xCWWAOB7p0+fPnXyJIqilt26WX6XY7ANy/j0iU7/Woq1VQCRENBkjE1McnNzQYc2IRRFoyIiYmNilFWU/QMDh0qkrm8OpSUldDqdRqMZGBhgMJiAgICpU6daWFiIdyCSSDg8jsNk3b55S7wxeFewoYFBWES4mvrnMCgzM/P06dMeHh44HA6DwWjr6OgbGOTn55eVlH5M/+i707eurq75nsWcuXO3+WyXV1AIDwsL3RXctLnsUBTdExdnZGQ0ecrkJjwt0Ma8ef06PDRMNHl/2LBh4m8I7QEej2/anPItoJU1F5BlZmZm2VnZ0m5F24GiaHhYWHBQsLKyclBI8Ogxo5v7ip8+feJwOGYdzckUypUrV7Kysuzt7cWPwjC8bdu2mbNnxx/Yb9Gls2jjgwcP7t+/FxIeLq6/KxAIduzYMXz48H79+om2qKmp6evrFxcXFxUXTZo42draesvWLcXFxc33RObMmxcYvEtZWTkmOnr7lq1NNX0NRdG98fFEInHBooVNckKgTaqprt65w7e0pASCIE1NzTHjpZnzE2gIkE8IaDJaWloMBoPD4YiLdwJ/Y298fHhIKJVK8fH1Hd8i1W3plXSBQKClpV1dXR0cHLxmzRptiZKuFy9eLCoqWrNmDY1GE82VSbh2fe++vQsWLpSsu/7gwYMXL14kfFloJqowwOVxhf/lciEIM2vmLHk5ed+dvutd1nfo0MTTSD+vicViBw0aTNPQKCkpSUl5xeVym+Tk586eraLTQSJp4BdggTB70ONHj0gkEp/P72Rh0aVLF9BjMg6MCQFNhkgkampq5OXlgT79SwiCxEbH+O3wpVKpO/39pk6f1txdiqLorsCguNgYCIJwWGj//n1EInHx4sXiHaqqqnbt2uXk5CQKgzAYzKOHj1ycnQUCwYqVK8S78Xg8X1/flStXSi4sv3Hjxr1798hkskAgEG0ZN27cggULgkOCs7ObchARhuGdPjts16wtKixyXb/+/bt3Vj16BIeE0jQ0/v7kCQkJ79++s3dwAIE+8Atv3749e+YMDocTFh6GoDlz54Lukn0gEgKakpaWdm5ODujTv1eQn89mswkEgpJyC5Vy09PX09PTx+Fwubm5Bw8e8vDwkKwdER8fr6SkNGfO10oFOro6VHk5ewcHNdWvcyCOHj3K5/MlF9hzudzw8HAUQXFYCIIg8fa+ffo6OjqSSKSmfRaGHYy0dXU3eXlduXTJwsIiODTExMz070/7PDHx/t17do4OIJE08Gtm5mabt25RU1VFEERHT6+nTXMlvACaEIiEgKakraOTlwvGhP4WFovdtNl7zbq1FRUV652c/rtxA9PMIAiaO2+enYM9iUR68vjJ4MGDR4wYIX40Ozv78OHD3t7eokoFL54nVVdXJyQkdLeymjp1ak1Nzflz5/h8fmlpaVRUlIeHh4KCgvjY+Ph4Po9vbW1NJJE0NTQlL2pmaqajo1NXV5eWltYkzwKHw02fMaO6in79+nXzjh0joqO7SBQDabR3b9+dPX1GGPO1p3mvQOPIycmpqasvWLJ489atq1avlry/DMgsME8IaEoaGrQ3r1NgGBYtGgIajUKlenp5YTDQnrg4t/WufAE8YWKzTxUyN+9IoVD4fL7tunWS2wMCAgYOHCiaAX3m1OmTx4+vsbU9ffp0bGwsDicc67lw7tzbN2+4fH7Hjh3Hjx8vPjAvL+/gwYO2tranjh2n0TRomp/vrH3jxKkTFp0s5s2d95ft53K5WzZ5nzx+wtTUbFdoSJeuTTA/Q/gUDhxYvmKFrt7XhNoA8DN1tbU3EhLWu7pqaP5f3A/IMjAmBDQlmoYGj8dr1oQx7QeJTN7ovclpvQudTl/v5HTh3PlGn0ogEBQWFubn5f96NwVFBTNzc9HO4o33799/+PDhxo0bsVjsubPn9sXHe27ccPLUyaFDh4piIwVFxV2hoWlpaUcPHXZwcJC8BRYSEmJtbW3cwTgtLU3fwEBbW+cHF1VQcFvv9j71fWxc7K9XvPP5/IJ6P3yUxWJt27r16JEjBoaGYRHhNjY2mL9WXl4eExk1b/48i85fUwkAwC9cvHixh7U1CINaFzAmBDQlNTU1LpdbV1srSjQM/CU8Hu/s4gJBUERo2EZPTz6fP3vu15k6P8NmsbOzs3JzcwvyC0pLSsoryuvq6goLCjp27BQaEf6L4TosFjts+PA7t25dvHBxZH3uRBiG/f39Fy9erK+v/29Cwu6YGB9fXw6X+/z58xsS9+w0NTXJVKq6uvq502esrKxEZedfvhSWpj99+vTxI0e5XO6AgQMk75pJUlBQ2OC5ISIqIiQ0xMHeQZS9mslkZmdn54meRWlJRXlFXV1dfn5edyurwF27vklYAsNwoL//4QMH9fT0AoICe/VugjCIwWBEhoWPGDWqZy8w1QNokLLS0tT37908PEB/tS5gTAhoSng8Xl5evqy0FHRrE3apq5ub58aNLA7Hy8Pj6OEjKIr++pDniYmTxk+IjozKzsqiUCm9etksXbbMzNxcV1f3t3ctR40ebWxq+uD+/TevX4tmQDMYDDs7u1s3b+4K2rXR27tXb5stW7Z8X3713bt3x0+d5PJ4Lk7OtbW1fAHfx8dn7ty5KioqVy5dUlVTmzx16i+uS6VSPdw8qFRq0K4gPp+PwWAeP3w0efyE3bFxOTnZcnJyNn16L1ux3NjERFdX75swiMflBvj5x+/eo6GpGRwWOmRoE6R+ZrHZkWHh1j17jhr9NZu2jENRlFFXV0Wv4nA43z/K5XKr6FV1tXXI794/v8Vms2tra5s2ZWXbcOH8hf79+6uqqkq7IcAfasnC90B7cPH8+fPnzkm7FW0NgiAx0dEd9A1MjTrs27v31zvX1dUFBwXNmjY9MzNTvNHJwUEURf0aDMOe7u7qyirOjo65ubm9e/e+cuXK0ydPRg0fcfXKFRRF4+PjBw0aVFtbKz6EzWYPGjRoz549KIrW1NTYr7O1W7v20KFDffr0qaysdF/vqqGqZr/OVpRv97dPM+lFEo/HQ1GUyWT679w5Z8bMvNxc8Q7r1qw5c+r0N0cFBQYa6Oh269zl+tWraFNAECQiLOzA3n1oq1JXV7fBw3PcqNE7d+yAYVjyIRiBw8PCxo4a7eayvqqq6i8vdHD//rWrVpeWlKLNrLYe2kpkZGRs8vLicDho+xYWEvo8MRFtVcCYENDETM3MmjZJDCBa27V23bqt27djMOj2zVviYmPFuXm+Jy8v7+LqOnLUqLWrVqe8eoXBYDhsNr2Sbmhk+NvOxGKxq9esMTMzu3r5yro1aztZWKgoq2z13mzv6DBh4sSioqKYmBgvLy/J+1y7d+8mk8nz588XFeL1DwqkUuXcXV3t7OySX7w4fepUB+MO9o7/N3/oZyAI6tWzF4FAyM/Pr62t9fDyGjBo0OqVK9+/fy+6XVVTXWNgKKwEIiIQCCLCw8NDQhUUFPwDA8c1Sf5JFHP40CEIgpYs+5oLoFWAYfjDh7SkpKTLFy/l5//fnLDy0vIL586/SEpKTU0VDbn9jYKCgrdv3zZVvsqfYbPZDrZ2TvYOMAxjZB4Mw+fPnhszdlyTJ4YAWgCIhIAmZmhkVFJU/Ns7OEAjLFqy2HvLViKJFLDTLyY6+tedvHLN6n8W/OO+3vVFUhKbw6mtqRFVE/stow4dnNa78Pn85KQkQ339sJCQZSuWT5osLLMVGRlpZmY2duxY8c55eXn79+93d3eXk5MTbaFSqdp6uvJy8jdv/Ltt8xYYhletWm1mbv5Hz7S2ttbX1zc1NdXe0WH6jBkujk6vU1JYLBaDwZB8Fnvj40ODQxTkFbZu3z5uwtc1a3/jwvnzxUXFK1etwjQgdJM1eDzewNCQy+UmPnsmuf3Vq5d1tbUGBgYEPP77kBRBED6f/9u7XeKIBIfDEQiEb87z/eEwDP8iXv/mnN+DIIjDFf75YQwtqPfrkwsEgl/8G0FRVMDnN9Vvqvfv3rNYzN59+zTJ2YAWBmZMA01MTk5OQVGxuLhY50shKqAJLVqyWE6O6r1xU5B/AI/LdXB0JP7kOygEQYuWLKFQqd4bNk6ZNhWPxyurNDRJ4/QZM9JSUw/tP3D4wMElS5fOrs+T++bNm8uXL584cULykyk4OLhHjx4jR44Ub0lPTz9+4sSiJUsuX7iQl5c3e+6chUu+5qpuoC5duixdujQiMmL5suUrVq2iUuU2eHhOnDyZRCIqKSsLP3dR5ND+A/6+O0lEos/OHTNmzcI0hdu3bqWkpLi6u5FaZ8UYgQA2NTGFYcH9u/emTJ0qGp9AEOT2rdsdjI2FscX/TyFiMpmXLl68ffNmaUmpmrr6yFGjJk2ZrFzfw6IDL1+8yGKzu3e32hsfr6en5+DkKJlvU+TG9YTkl8kTJ07sbmUl2lJRUXHpwsX7d+8ymIxOFp3nzp/XrdvXYuyPHz589/bd8JEjT508WVNTs2HjRhXVb9+Z1dXVB/btz8nKweGwfr47/1m4wMjISNSkx48enTtzNjs7m0Ag9O7de+ac2cbGxuIDHz18mPrufZ9+fc+fO/fm9RtNTc2p06eNGj1acoYcn8e7efPm9avXCgoKNDU1p02fPnLUKDyh8Z+GMAxfvHhh6rRposn+QKsDxoSAJgZBkLY2yDTdjGbMmuXju0NJSSkyPCIoKOjX9w5mzZ5t7+S4OzZOIBA0/Nc0Ho8fP34CiUyGYTjh+vWD+/czGIyAgIApU6ZIfqQlJyffuXPH1dVV8tiY6Oi66up/ExLKyspMzcx+WJUaRdHc3Ny01NRfjENYW1u7rnc9cOjArdu35i/4Z9WaNTHR0RgMJHoWx48c2+njSyAQNnh7N1UYlJSUdPO//+wdHX62xk32oQhCppL79e/37u3b/C91b4qLit+8fm3T20ZJSVGyw4WTz6KifbZuU1JWmTJtmrq6mq+PT1hIiPgdhaLorZu3YiKj3F1d79+9+83wCYQVBsRnTp1ydXGpptMNDD/fe6VXVnq4ue0KDCRTKB07Wdy/e9dhne27d+/EBya/fBkXG7PRy+v0qZN8Hu/HQz58fmlJCZcjVFRYwP0SwN25fdvRzr6kuHjsuHHWPa3PnT3r6uwiWc33RVJSRHi4u6vrp/RPlt265efnuzg6nTl9+msXoejuuN1O9g6FhYXdunWrqKhwdnA4ffrU33T7o4eP5Khy4kAQaH2kPVEJaIOuXrly/OhRabeijUu4dr17l67aGpqbvb2ZTOavd/434UZYSIjoZkED/Xvj333xe/12+Brp6Rvo6A4dNMiyS5ecnGzxDmw2e8qUKT4+PhJbWOfOnjPS0zfU1TMxNNrotaGkuDgzI+Ob2bsoinI4nOVLlk4YM7aosPDXzSgoLHB2cf73v39RFL1y+Up0ZCSKoqdOnDQxNOpgYHDwwAG0iaSlpro4O2dnf32CrU51dfW0SZMXzJv37Okzmx7Wx458niB/6cKFvr1snj59unypsM/Ly8tF20tKSiaNH799y1bxGdxdXQf17y/eQSAQONk7GOrq+u/cWVNTI37/+Pn6Dh8ytLCg8OTxE927dN26eTOLxRKfJC4mxsLM/NKFC6IfszIzRwwZ6uLoJJoIj6JoTFS0gY7umlWrCwsL+fX3p36IwWDMmz3nn7nzeDwuigqn28Mw7OXhOW3SZPGk74sXLpgbm9y5fUd8VHRkpI6mprurq2jmMp1OXzj/n6GDBufn54t2SEp83qNbd++NG9ksNoqiLBbT0c5u+JChRUVFjet2Nou10dMrIyOjcYe3PWGtcMY0uDsGND1NTc2szEzQs81q7PhxKAbd6Om1b088n8vbsn3b91M1EQSpqqoikUijx44ZPXZMA88MwzAWix09ZrTo75bduoWFhr57+1ZeXt7D1X3wkME2ffqYm5v/999/+fn5cbGxtbW1H9LSXqe8vnf3zpPHT/h8fgfjDm7uHhMmTRTfknj04CFNQ8O8o7loAIBEIrl7evJ43N/WRtXV0d3gteHt27csJnPipInCeTznzm/x9hYIBO5enouXLME0hbzc3H179y5fvlx0C6ZVgxGkg3GHThYWd+/cnTt/PgRBjx4+0tXTs7Cw+Gb4UElJKXDXLnV1mnDGDV9QVl5WWloGYSDJ3RAE0dM3WLJsmaKiosShwhfx+NGjhw4cnDB5oueGDeL3HpvNvnf3npV1jyHDhokiJwNDw4GDBz168LCiokJUegJBEEVFxaXLlv76Brp4NBGLxYmuCEHQylUrIQirqKjI5XJZLFZOtrDKoeSEIQRBFRUUp06bJmqSiorKpMmTN23YkP4xXVQV+PHjx1gsdtbsOXgCns/nEwjEsePHP3r4KPXd+x9WxigqKqJXVkLQj++fYLHY54nPdPX0TCTu0AGtDoiEgKanoaHB5fJYLBaVSgX923zGjR8vLye/3sX5wP79PB5v87at//9xJSzjOnHc+PETJ/gFBDRk6RYGg/n06VNIfd4gHo8nEAjMO5pPmDSxb/9+B/btu3Pr9sMHDx7cu0eVk6NQqTwel0ym/DN3Hp1Or6urE40KWHazHD1m7Lx/5ktmG8JgMB8+fDh+/FhwaKgo6aKwskfHhs6hrqurc7ZzmDxtyqIli18mv9yyyZvFYnls8Fpna4tpCvTKytjomBmzZnXu0gTVOaQORVEFBYWhw4bF796dm5MrJy+X+OzZrDlzFBUVUeT/bm+RyWQsDhsdGZmcnFxWWorD49gstniS0OezCYMJZXl5ecmNeDwuOysrvj5vQkV5BSxxx626qopeWVlcXDxn5ixM/d00CIstLSnh8/l1tXVfQg2USqX+NumO+Gac+C8QBCkrK589c/b2zZuFhYUCgQCCICwWK/nWRhFEWVlZS1NLvIWmQcNAGDqdLgrCCgsLqquq1js5YXE4YQshiMVklpWVFRUX/bAZ796+fZmcLKq498NGUijUBYsWtsb59YAYiISApqemri7MNF1XByKh5jZoyOBdISEerm7Hjx3j8Xk7/f0lP7RoGhrBYaE6uroNDINEc127de9OIpE2btjAZrFi9+xWq+fq7r546dLniYmPHz1Ke5+ak5MjgLB8Hq+osBBPIHTpKmTTu3effn1/+MV66fJlI0aNJDdqGrKGhkZQSLChkeHp06cjwsPlyFQnF+c1a9dimgKTyYwMjxg2YkTfvn0xbQKKohAW6tO3z949exKfPVVWVWGx2f379/v+PfDxwwe7tet4PN70mTMtLCxomhqnT5x88uTxd2f8GouIL4HD4dbZ2WJxuKjwiFPHTyxdvuzLvhgBLDA2MZk7fx4eh0dQYZBEIBAoFIqW9tfoRDK+aTgmk7lpw8YH9+9Pmz597vz5Wtra2VlZvsL7s/+3GxaLxeK/zo8WjhihGEr9e090i01BQWH23LnKysqi5uFxeDwB39XS8ocXHT1mzOgxDR1PBVopEAkBTU9OTg6q/xKmCWoQNr/BQ4ZExkS7ODqdOnGSz+P7+vurflmJQ6FQRo0W3uRqCBiGIQjqVw+DQd3c3erHA74u6qHRaBMmTpwwcSKfz2ezWOUVFVgIwuHx8vWrBb9fUiQJh8N16NChfnHWbQUF+d59/mCxsZyc3Kgxox8+fHjmxCkel9fD2nrBokU/nIjdcLk5OVQ5OVU1taiIiC6WXUW3AtsMmC8wMzM3Mze/dfMWgUAwNzc379RJOFvr/3d7/OhRUVHR3v37+w3oL9py6sQJFEF/GzfDMKynrz93/nx5efmnj5/ExcT07m3TpT6SUFJSUlVVw+PxM2bOInxZjZX0/HlBfv7PhlV+TTTqI/p7TnbO3Tt3Vq1Z4+TiLNpSUVEu4PNFc7c/74/FVldXl5aUGH6Zwf3xQxqVSjWoT6aFw+F0dHQgCBoydIg4s0NxcfG9O3cJjWoe0DaAtWNAs9DXNyj4Xb1PoKn0srEJCQ+z6Gxx4fx5t/XrRTcC/khlZaWrs8u7t+IFPlBXS6EfBhwEAkFRScnExKSDsbGBgYGqmtqvw6D/u1BFxaYNGxITE/+oeY8ePHRxcCwrK3Nxdl62fLmfv5/kcqE/VVNTvcHLy83FxX+Hr56+/vQZMzBtC4KiRBJx8JAhT588efDgQb/+/eXl5b9fpgdBWIFAQK+ii/IJ3UhIuPnvfxAEwb/L0yMKUPh8vpyc3FrbdbW1tTHRMaJEi3JyciNHjXqZnHzm9Ck+nw/DcMqrV84OjgnXExo+MCm+hLDsCZPJYDAkB5Cq6HS43oe0tEMHD/L4fEQibxAWC9XU1Ozft6+stFQgEKSlpZ09fbaXjY2JiYloh8FDhgjTgcbtrqqqgmG4rKzMe+PG8LCwv084CbReIAoGmoWpmdnbN29A57aYXjY20XFxTvb2Vy5eEvD5QSHBGr+bjCxGp9OdHRz19PRMzUz/viUCgaC0tLQgv4DP5/Xr3/+bSmez587BYrHeGzZu2LRx6LBhDTnhs6dPnRyEa57XrFvrsWEDgUBQVVX18/fzcPf4ZjZSA+2J2/3w/gMMBvP2zduDRw7/5fCS7BAtykPqFwRjMJgBAwcE79qFCASDhgwW7SDMU8gWrqgS/Th46JDz5857urmfPnmKXlmJxeH6Dej/740bO7b7bN/ho6auLqpWJlqEJXkhHo/HZrNFs44GDBo0d/78+N27e9nYLF66BIvFzp0/78OHD9u3bD16+Ii8vNy7d+/NzczdPD3EU8SEY4ps9m8TORKJxI6dOu7dHT918uTQsPDuVt2NjY0nTpp04tixtLQ0LBZbVlrao6d1xqdPwUG7aBoaPaytRTOmlZWV0z98nDZlqo6OTnp6uo6OjtN6F/GdepvevR0cHUOCg589eWJoZJSZkSEQCDZv22b8JVQC2iEI5AIGmkNZaWlEWPgOv52ge1tS6vv3652cXr58NXzEiLCIcE2t/5uZ8UMMBsPBzk5FRdV3py/5y2dVI8AwHL9nT1FhYXFRMZ1Or6LTsVjo6o0bP5wbdP7cubiYGM8NG4aPGPHr0ya/eOFgZ5+ZkbFoyeJtPj7iT9O0tDQVFRWtBjzBbyQ+S1y1fBmDwRQtdBo/cUJUTEzjJjDJGj6f/+J5EhaH7dmrFx4vXBiV+PQZjCL9+vUjEokIgiS/SObxuL1sbMRLvbKzsm/d/K+wsFBfX3/EyJFq6upXrlzGYrCTpkyWk5NDUfR1ymsmk9Gnb1/Je1sfP3woLS21selNoQpfjoqKihdJSeo0mrW1tSisZDIYjx49Sn6RzOVwzDt2HDZiuOQyscyMDGFJuz59vpmI/b3S0tL79+7x+YIxY8ao04SRWXVV1Z3bt9+9ey8vLz94yOBu3bs/vH8/IyNjwsSJevr6wjToYeHHjh0L3BWUm5ubnZVlaGg4bMSIb7Kroyj6Mjn5yaPHpWWlWtraQ4cO62rZtalfjfYrPDSs/4D+Nr17Y1oRaS/jB9omgUCwwd2jprpG2g1pdzIzMieOG6+urDJz6jTJ2qU/VFtTs2r5CicHB9bvMhL9Fo/HmztrjnW37sePHSsrKzt/9tyyxYt/kcHoRkLCqOHDr1y+/ItzpqSkDOjTV1NN3dVlvegWyTeqq6vTP6U3vJHl5eWTJ0zQ19YxMTTS09KeOG7865SUhpSGBVqLiNAwG2trydrDQAsLa4X5hNrIsDAga3A4nJa2dm5urrQb0u4YmxhHREUOHDTo/v379rZ2v3gJWEzWBk8vLA7rs8OX8tf5DggEQuzu2OEjR/x3418uh8NkMLS1db+5NSZpzNixru7ukeHht2/d/uEO7969c3F0/PTp04xZMzdv3SKuayYJRdED+w9cvXq1gY3cExv3OuU1Ho/n8XhDhg6N3R3XrXv3P52/AsgyGIZ5PB6Y9AP8ERAJAc1FuMY1Owv0b8vrYGwcHRs7dNiwJ48f265em56e/sPdoiIjeDyef2CgvMJvblI0kLKKSuCuoC5du9rZ2l67etWwfrXOL4weM2b7Dt8fzvX5+PGjo63du7fvZs6c6evn97PyF8rKyi4uLvcf3D985PBvm3f71i1RkXkcDjdrzuzYPbtF91OAtkRHV7dHD2vxXVQAaAgQCQHNRUtbq6jwx8nKgOamo6sTFhkxcvSo588T7deuS//48ft9xk+YsDPAX0lJqQmvC0HY9W6u3Sy73bp1S6EBAVafvn06WXT6ZmNGRsZ6J6d3796NnzBhh9/Ob3L9fUNdXX3Txk2ZmZkxcTG/mIRbVFgYsmtXXW0tkURaZ2e7w9e39RYXA35h8tQp4ZGRonTSANBAIBICmoumpiaLxRKAtalSoqOjExkVNW7ChJSUlHWr17x5/fqbHbpaWqqpqTX5dSEI8tq08cSpU0MatjTsG7k5uU72DknPk8aNHx8QFKTyu0zEohw23pu8mQxmWHiYZOEFMRRFI8PDX718RdPQ8PHd4bx+/d/fDQRkE5lMVlRSbDPrAYGWAd4uQHNRp9F4PF5tXR3oYmlRU1cPCQudPGXy27dv7W3tXqektMx1KRTKyNGjfphs+tfy8/PdXFySnj8fMnSof1CghmZDEwHg8XhnJ+dBAwf98NFrV64eO3pMR1cnNDx89pw5f9oqAADaNhAJAc1FRUWFz+PX1NSALpYiNTW1kPCw6TNnfExLs1279tnTp404CYIgic+evX3zplmTbpSUlKx3cr5///6QIUNCwkL/dIU8Ho+3sbHB4/G5ubkVFRXi7TnZ2b47dph37Lh3//5hI4Y3Q8MBAGjdQCQENBcIgtTUVYuLwFQhKVNQUPQPDJwzb17GpwwnB8enT5786RmYTKb7etddAYHfFDNvQmWlpZ5ubvfv3evdu/eu0NC/mctcXlHu4+uTnZ0trN5aW+vi7KKppbX/0EGrHj2atMkAALQRIBICmpGpmVlO/QcSIF1KSkr+QYELFi7My811tLO7ffPWHx0uLy9/9MSJXWGhjSsd9VvVVVXurm4J1xNsevcOjYwwMPy/PHh/qlfPXjNnzAwMCkxPT79586ayklL83vhvcusBAACIgWobQDMyNjFJfvECdLEsoFAo23y2E4nEQwcOuK1fHxQcPGLUyAYeC0GQvkGzLDjPzMi8cP588osX9+7etbS0DAkPMzVtgoofgwYOUlZSDg0PnTJpclhEuGKTro8DAKCNAWNCQDPS19evoleBLGcyQk5efvuOHSvXrC4vL3dxdr508ZK0W4RJS0uNioi4e+dOl65dwqMizb+UB/97lpaWrutdE27cePP2bVOdEwCANglEQkAzIhKJaupqBfmgKL2swBPwXhs3Ojo71dXWbvLyunTxohQbw2QyHz14KBAITExNg8PCunRt4tpPJsYmXl5ev05HBAAAACIhoBlBEKStoyOauwrICBKJ1K9/f2UVlYqKig0enieOHZNKM9hs9rbNWw4dOGBkZBQRHdW9e/fmuIqWplbXrl1hGP748eMPUw0BAACASAhoXlpaWnl5eaCXZURhQcEGT68VS5eNHz/ezcODxWJt3byl5YMhHo8X4Od35PBhXT294NCQnj17NvcV7z+4HxYe1nxr3wAAaL1AJAQ0Ly0trerqavTnZRCAllFRUREXEzNj6rRjh48sWrLEZ6evi+t6Dy8vgUCweZN3/J49LfZC8Hh8o2KsGQAAeJpJREFUP1/fPXG79fT0wiMj+/Tr19xXxOFwy5Yuo5ApPr4+tbW1zX05AABaFxAJAc1LXV2dz+MxmUzQ0dICw/CFc+dXLFvuu92ntLTU2dVlvZurqAD7qjWrN272RhBkp8+O4MCgFmgMgiDhoSF7du9RV1cPDA4eMGhgC1xUlHfR1tbWyMDId6dvVVVVy1wUAIBWAURCQPNSp9E4HG4N+CIuJU8eP162eImHm1tSYqKcvPx6N1dHZ2cikSh6FIvFLlu+fPsOHwKBEBEeHhYS+vf3j+7cvu1o7/DDmq8wDIcE7QoPDVNXUwsODRk2vDGFyf7GkiVL+vfv7+PrU1ZW1sKXBgBAZoF8QkDzIhKJZDK5oqJCV1cX9HVLysrIiI/fe/XKldqaGgiCqFSqo7PzitWrRKNBkv5ZuJBAIHpv3BiyaxcGg3F0dvp+n4bjcDi1NdU8Hu/7h+JiYyPDw+XlFXb6+48aMwYjDVMmT+nQoYNULg0AgGwCkRDQ7IyNjXNzsptpcRDwvZqamiOHDx/Yu6+iogKHw2GxWDKZ7OK6fuXq1T/rrtlz5xCJxE0bNgQHBbGYTFcPd/G40Z8aP2HC2HHjvi8GHhMVHeQfQJWT8wsImDBpohRfuG6W3TAYTFVVVU1NjZGRkRRbAgCALAB3x4BmZ2xqkpuTCzq6xfC4vDs3b5WWlhIIBBRFCQSCm4f7shUrfn3U1OnTAnYFKioqRkdFBfkH/CIfZsqrVy5OTi+Tk3+2w/dh0KEDB3YFBuLx+G0+26dOn4aRAQKBIDom+s6dO9JuCAAAUgYiIaDZGRsbFxQUNGsZc0ASTYPWu28fIpEoEAgoFMpGb+9lK1bgcLjf9tKEiZNCIyI0NDWjo6K2em9ms1g/3K26ujo3J7fhc78OHTjgs90Hh8Nt9dk+e+5cGXmxaDSao4PjxcsXz58/L+22AAAgTSASApqdgoIChUytrKgAfd0CGAxGeGionJy8nYMDgUDw3LBh0ZLFDT989JjRoWFhmlqa+/ft89m+nfWjRX9Dhw07c+7ssGG/mu8MwzCbzYZh+OyZMzt9fGGBYMOmjfP/+QcjS/T09Lw3eSc+Tzx85LC02wIAgNSAeUJAs8Nisdo62llZWeo0GujuZpWWmnrk8OHeffpMnTqNJ+CPHjumS5cufzr9eejwYVExMeudnQ/s3cdiMn18fRUUFb/ZB/u7Eaa01LT1zk7a2tovkl7wBXzPDRuWLl+OkT00ddq2rdv8A/3j4uJWrlzZkJEzAADaGDAmBLQELS3N3FwwVah5Xbt69dDBQ3Pmzp06bRoGwhAJhK5duzZuFdiAgQPDo6IMO3Q4cfzEpg0bq6ur//QMxibGCoqK169dZzAYzutdlq/8zSwlKSKTyZ7untbW1tJuCABIE4vFep6Y2D5fAxAJAS1BW0entLQU9HUzqampiQgNe//unecGr+5WVk1yzj59+sTExVpYWJw8ccLNxYVOp//R4Q/u3c/KyJSjUu0cHOwdHfF4mR5+JpPJvXv3xuFwOTk5NTU10m4OAEgBo45x7eq19tn1IBICWoK6ujqXw+VyOKC7m1z6x4+Bfn46errr3dyatu66dc+eEdFRFp07X7p4yd3VtazBsez9e/c2eHqWlZauXLPG3tEB03rkF+T7+PgUFxdLuyEAIAXQXyQSa9VAJAS0BA0NDS6HA0o+NbmEa9f27903a/acmbNmNcccl27du0fHxVpbW1+5dNnJwbEhIcK9e/dcnV3KyspWrF7t4eVJIpEwrceggYNGjR61w3dHVlaWtNsCAEALAZEQ0BLkFRQQBGnEdBPgZ9gsVlR4xJvXb9a7u1lZ92i+jurSpUtkTHQPa+tbN2+ud3LOy8v7xc4vnid5urkXFBQsWrrE3dOjNU5AHjN6zMIFCwODAl+lvJJ2WwAAaAkgEgJaiK6+Xn5ePujuJpH+8aOvj4+Wtrabpwet+VfkmZmbR8XGDBg48PatWw62djk5OT/cLel5kqODQ15u7j8LF27ZupVKpWJap759+9rZ2sXHxyclJUm7LQAANDsQCQEtxMTEBCwfaxL/3rixN37vtBkzZs6e9X0252ZiamoaERU5YNDAp4+fONnZf0pP/2aH92/fuTo7Z3z6NHvOnC3btraum2Lf69q1q5enl5ycnLQbAgBAswORENBCzMzMcrKzQXf/jbq6uujIyJfJLz28PHv26tXCnalvYBARFTVy9KinT5/arV334cMH8UPv371zsLP7+PHjjJkzff39FBQUMK2fvr5+586dBQLBp0+fUARkSAeANgtEQkALUafRuDwu80c5i4GGyMzICNjpp6qm7urupqamJpVO09PTCwkPGz1mdEpKiqOt3du3b+obluni5Pz27dtJUybv9Pdre+Mo169fj4uPk3YrAABoLiASAloIHo/X0tIGpVgb57///tsTt3vKtKnz5s8jEAgY6dHU1AwJD586bWpKSoqDrd2J48edHR1TXr0aP2FC0K5dyioqmLYFj8evXr2aUcsIDApks9nSbg4AAE0PREJAC4EgSEtLKzf3x5NtgZ/hcDgxUdFJic+dXdfb9O4tCx1Fo9H8AwOnTpv2Ie3DeifnpMTno0aNCgpug2GQCJlMdnFxoVKp/gH+YFATANoeEAkBLUdLW7sgHywf+wOZmZk7tvuoqqp4bfDS0tLCyAwVVdXA4F1z589HEWTQ4EEhEeE0DQ1M24XD4exs7Tp27Lhjx45KeqW0mwMAQFOS6RT4QBujoUFLefUShuHWmGam5d2+devfGzdmzJjZp19fjOxRUlLaum2rqanJ+AkTNdp0GCQ2f978ZPNkDJg8DQBtC4iEgJbNNM3l1tXWKas0ZVGItofJZB45dKiystLV3V2WgwwlZWVbe3tMe9KzZ08MBlNZWcnhcHR1daXdHABoMiQyud1+RwV3x4CWo6KqxuPyautqQaf/Qk5Ojv/OnfLyCm4eHrIcBrVnHA4nJCzkedJzaTcEAJrGubNnw0NCXiYn7woMfNH+EoqCMSGg5eBwWGUV5eLiYgMDA9DvP3T3zp0b1xOmzZjet18/0EUyS1dXd+3qtSFhIdXV1aNHjZZ2cwDgbx05dDgpMZFEJiclJlIolF42Nu2qT8GYENCijI2N83JyQad/j8fj7Ynb/ejhQ0dnJxAGyT5TU9NNGzYlJCScP39e2m0BgL9lamaGw+EgCKJQqUYdOrS3DgWRENCiTM3Ns0GV7+/k5OT4+vhQqBSvTZt0wOyTVkJHR2frlq3Pk54fOXoEQRBpNwcAGs/c3AyHx0MQBMOwnp5+e+tKcHcMaFEGBgYVFeVg+Zik+/fuXbtyZcrUaQMGDQRvx9ZFSUlp04ZN71PfS7shAPBXDAwM8Xg8DMN4PF5RsS1Uy/kjIBICWhSZTFZRVS0sLARThTAYDJvNPnb0SFFhkbOrq7a2NngvtkbyCvJ9+vTBYDDZOdmaGppUKlXaLQKAP6arpysQCIRJ5LW0KBRKe+tBcHcMaPFM09raYKoQBoMpyM8P2OmHxxPcPT1BGNQGpKen+/r60qvo0m4IAPwxeXl5EomEIIiBvoGcvHx760EQCQEtTUtLO7vdF6V/+OBBZHj4iFGjlixdSiaTwbuwDRg9anTPnj19fHyKioqk3RYA+DMUKlVTSwuGYX1D/XY4rgkiIaClaWpqVFVVtdt+FwgE+/fuvXPrlr2j46DBg6TdHKDJQBA0ffr0CRMm+Pr6pqeng54FWhF5OTl9fX0+j6+mpt4O8yuCSAiQTqbp9lnJMj8/39dnBxaL3eDtraff7hZotAcjR4xctGhRWHjYu/fvpN0WAGgoCpWqp6+HgYSLANphr4EZ00BLU6fRuFxOXV2dnJxcu+r9x48eXbpwccKkiUOGDpV2W4Bm1KdPHzU1NdH8UwBoFXA4nKqqKoFAoGnQMO0PiISAlkYmk/F4QmVFhUwVV29WXC73+LFjOdk5Dk5Owi9eQFtnamqKwWD4fH5efp6JsYm0mwMAv6egoKioqKin1x5/QYG7Y4AUGBkZ5eXltZOuLy4qCtjpB8Owp5cnCIPam7Nnzx49elTarQCA31NWVlZRVdHU0myHnQXGhAApMDUzfZ6Y2B66/umTpxfOnxs/YcLQYcOk3RagpREIhLVr14aGhkbHRq9asYpAIIDXQCpYTGZBQQEMwxgIatsvAYqi6mpqGpqNiWZ0dHTU1WntMME0iIQA6ehgbHzu7Nm23fswDB87cvTTp0+2dnaGRkbSbg4gHYoKip4enmERYcEhwetd1oNgSCpS09I83dxra2twOBwsgCVLo+DxeKQeppXAYrE4/A+eBYwgWCwEw8iiRYscnJ2+PzAzM/PRw4dY7I9vBGEhKCsri8FgnDh2DEFR0UYURUkk0rBhwzU0NTBtGhgTAqRAWVkZjyfQ6XRVVdU2+QIUFRbu37tPS1t702ZvEokk7eYA0kQikTzcPPbE7/Hd6evs5Nw+1+ZIF5fLLS0pqa6uFn4N69BBUUkJrp/PDmGxebm5ioqKyioqaGsIhiAslk6nF+QXGJuYKCgofHkWUG5OroqqSl1tXVlZWW1t7Q+PlaNS9fT0oJ+NikGQtq5uTxsbYXozcSSEwRDweCKJiGnrQCQESAEOh9PW1s7NzW2TkVDis2fnzp4dM3bsiJEjpd0WQFasWrnq2bNnrWjsoS2BIAhBkB7WPUxMTHJycrf6bNfX1xcIBCiK2q+z/Wfhgv4DBqBfPv5lGQRBVfSq+N1xGRmZO/x2amtrCwQCGIbt1q5bs27dm9cpwUG7fjbqo6WtrQVK+vwEiIQA6dDS1srJyurRo0dbegH4PN7JkyfTP6aDO2LA9/r27YvBYCoqKmAY1mzUTA6g0RAEUVZW2bJ9e2xU9M4dO0LDw3V0dOh0OgRBlpaWNFqrWTpOo9F2+Pn5+uzYuWNHSFiYpqZmeVkZHo+z7GZZWlLcKuI5GQTWjgHSoaWpVVJS2pZ6v6y0NMA/gMVkeXh5golBwM/U1tUGBAa8ewfyLrY0gUBAIpFcPdx79ey1esXKnOzsyooKgYDf6tJ5kEikjd6bOlt0Xr1iZUF+QVlZOYKg6urqfD5f2k1rrUAkBEiHhqYGi8Xi8Xht4wVIev48eNeuvv36rV67Rr791S8EGs64g/GSJUuioqMeP34M+q2FwTBMIBDcPD1Gjxnj4uh0I+GGgoIitRWmeCWRSF6bNg4eMtjZ0fHmf/8pKyvh8XgwINRo4O4YIB00mgaPy62rq1NTU2vVrwGCIKdOnHj//v3qtWuNjY2l3RygFehm2c3dzT0kNITJZI4ePVrazWmP7Bzs5eXl/XfulKnJfAiCZHz6hMPhjE1Mfjq1+QssFuvk4iInt2dXUNCEiRMafpXSktJHjx5yuVzRBVAUpcjJjRg+QlFJUbxPbW3tlUuXUlJSFBUUR48b26dPH0ybBiIhQDqUlJUEsKC6urpVR0IlxSUH9u1TUVXd6O1NoVCk3Ryg1TA2Nt7svXmn/04GgzFt2rTffuwBTQuCoKXLl5FIRAEMy07f1tbWujg5q6urR8XGNGRoGYvFrl67hkwm/9HyrufPEzdv3EQgEPB4YQAAw7CmtpaVlZU4EiotLXV1cUl5+apjp0411dWnTpx09/JcuHhRG36XgkgIkBpNTa2igkITk9ZaiyD5xYtTJ0+NGDFizLix0m4L0PpoaGhs3rT506dP0m5IuwPDMJ1OV1BQmL9gQfNd5dmzZ29SXq9cvarhAYSSkpJfgD+JRG5ITUaBQFBFr1JUUly8dMkfNawgP19LW3vb9m2KSkrC+dUoSiASdXR0xDscPngo6dnzHf5+kyZPqqLTN2/yjo6M7GnTq0uXLg05PxaLFcVYrQiYJwRIjZm5WXZ2dmt8AQQCwcnjxy+cO7d67RoQBgGNpqqq2qdPHwiCcrJz2sycOdmXnJzc27rn/r17//RAGIbTUlNzc3IasnNhQUFycvIfzd0RLmTr1s28o3lDgqdnT5/26tHj6OHDDT+/6F5YUWGRnp7ewMGDu3WvZ2XVuXNncdqz8vLyfxMSBg8dMnXaNBKJpKWtvXL1Kg6Xe/O//357ci6XW1RYWFVFLygoKC0tbUU5I1pZ4Aa0JcbGxo8ePMS0NhUVFXv37FFUVHT38lJU/HpnHQAaLeV1yuGjh9e7rG/IYADwl8zMzGJ2x3WysPjTA0tKStY7OZuYmASFBJN/dzcch8MRic2Yk9Cic+fYPbu7du36x0kmS0toNNr7d+9TU9+rq6l3t7JSVfua1024pK6yctqM6Xg8TrTFxNRUU0Mj9X0qj8f79TN6+uRJoJ9/aWnpvwk3NDQ14+L3tJZsESASAqRGW0eHwWBwOBxhVtNW4tXLl6dOnBw6fNjYceOk3Rag7Zg8eXIto3a7z3Y3Vzd1dXVpN6eNU1FRGTd+fCMO1NLS8tnpq6SkRJKBX1lqamrjJ/zBRGkRFotdXl7+/Pnzu3fukCmU6qoqFVVVdw/3iZMni1IylpaWCQQCycplcnJyqmqq5WVlHA7n15EQmUTKz8+vra1FEIRIIuGwn2Mp2QfujgFSQyAQaBoa+Xn5reI1QBDkzKlTZ06fWbFqJQiDgKaFxWIXLVjUr1+/7T7b8/Nbx7+IdgiHw/Xs1cvUzKz1zh1mMutqamrNzTvuCg3Zf/BATFycmrra5k3eL5OTRTvweFwUxZCIX2sEYbFYEonM43KFJWx/SUdPj0ajQRCEw2LNzM3k5VvNACcYEwKkBoIgbW3tnOxsM3MzGX8ZysrKDuzbLycvt3HTJrnW888baF2mTpmqpKjkH+Dv4uzSelcSAJLEMROXyy0pKSnIyyeRSL1620irl7S1dY4cO6akrCRam9axUycyhbx4wcKEa9d72QhbJZwwBKFcHld8CIIgPB6XSCLicL8Z49HU1CQQCcKpUSiqp6snCyNnDQQiIUCatLS0cnMbNP1Qil6npBw/dmzwkCETJk6UdluANm7YsGEaGhqtaKop8AtYLLa6uvrQgQMV5RWFhYU1NTUlxcXGxsZHT56QVr/hcDhdPV3JLUYdOmhoapaUlIh+pNFoOByuorxCvAObxaLT6Qb6hr8tJk0ikchk4fQpAQyrqKq0opEzcHcMkCZNLc262jqZ/b2PIMjZ06dPnjixfMUKEAYBLaNLly5mZmY8Hi87p1WurAREEARFEYTP51+/eu3Ro0ez587Zf+jgnHlzjTp0kGIX3b51293VVXJOQnVVdW1trYaGhuhHI6MONHXa61evxLU7MjMzS0vLOnf5ur7sF3T19FAUxePxysoqmNYDREKANNFoGlwel8FgyODLUEWn7woKKi4q9vDyMu/YUdrNAdqdw0cOX7hwQdqtABqpf//+q9as1tDQOHj0iKmZ6b8JNzAoyqhj6OnrSbFPsRB05uSpQwcOsFlsFEWZDObhQ4dYTOaQoUNEO9A0aMOGD79///7tW7dgAVxTP6aFw2GHjxzRkPObmpqKJllraH4OrVoFcHcMkCY1dTUOm1NbUyNry9Hfvnlz/OixgYMGTpg0SdptAdojIpFou9Y2OCS4trZ24aKFWAh8a21ltLS1tLSFtV11dHTCIiJ2bNu+ZtUqDoezdp2tFFvVf+CAZStXHjl8+P69e6ZmppkZmfn5+evsbAcMGiSZffv9u3dO9g7drawqKsoLCwrdPNy7W1k15PwdjDvgcDglZSV9fX1M6wH+dQHShMfj5RXky8vLZedlQFH0wrnzx48eW7x0CQiDAClSV1ffuGFjTm5OdHS0zN5BBn6msrIyMyND9Hd5efntvjvk5OSfPnmqoKggxU4jk8mu7m6xu3cPGjKESCQNHjp09954O3t7AoEg3kdHVzc0MsLNw0NbW3vAgIGxe3YvXrq0gefX1dUVCASKioq0VpJJSASMCQFSZmJqmp2V1cPaGiMDKisqDgqHgvFemzbK2jAV0A7Jy8t7b/IOjwgPDAq0s7VrSC0qQEbcv3fv1s1bUTHRojw9RCJxV2jI7LlzuvxhLsQmR6FQho8c8eu7XZqamstXrmjEyVVUVLBYLIFAVG9VBSVBJARImYmp6X///ouRAe/fvTty+HC//v2nTJ0q7bYAwGdYLNbRwfHxk8dgWKh1sbS0VFRUlFw/paKiMmZsG69RSKZQ1NTU5OTkWtHCMRAJAdJnZGRUUlSMIIjom5NUoCh66cLFZ0+fLlqypHOXztJqBgD8EBaLHTRQOI2jvLwci8Wqtapv220Yl8t9npiopaVlZm7+/aNm5uY/3N62KSgo6Bno6+h+refaKoB5QoCUUalUBSVFcTaLlldTUxMaHJKdne3u5QnCIECWVVRW7PTbmZmVKe2GtDLilIBN+3WrqKjIfp3tkUM/roGKIAiX8zU/YQsQVbeQ4ldKDAajpKSko63dwUiamQIaAdwdA6QMi8XWZ5rO0dGRwteItNTUw4cO9enbb8rUKa1rOBdohyw6WcyaNWtX8K55c+cZ6BtgMBgNDQ0qlVpfVrNUAAsgzNf3sLa2NplM5vF4RUVFkhXRISykraVNIpHYbHZpWSmK/P9D2tokovChb76cYHFYHW0dAoHAYrHKysokT4jD4bS1tQkEApPJLCsr+zaPn64uDodjMBiSCyNQDEokELW0tPB4fG1tbUVlhbjlKAYl4Al6enoQBNXU1FTSKyUfIpPImpqaOByuurqaXkWXfIhEJOnqCnMGVtUT/3OGsJDouUAQVF5RjsBf556jGJRCpmhra4smONfU1IiPQlFUTl5Og6YhPKq8vK6u7utDGFReTl5DQ0NfX3/Pvn0EIiEnJweCICwOy+VwOWw2g8EoKS55+uRJRkbGtBnTNTQ0lZQUFRQVdXV1lZSUhJVcS0tYTJbktZSVlVVVhWVQi4qLOBwODofDYXECWIDAiEo9BEFKSks4HM7Xp4yiqqqqysrKKIoWFhUK+IKy8jIUg9Kr6Nk52WqqaoqKijAMFxcX8/g8yY5SV1dXVBA+VFRcxOfzv75nIIy2lvA9IxAIioqLYIFEbQ0IQ1OnycvL8/n84uJiyXcaikG1tbQpFAqfzy8qKqovo0TEQJicnBwMhNGgfX5/lpSUfHN7V0dHh0Qicbnc4uJiybcTFofV1NAkk8k/eH9CkJ6eHh6P/+b9iWKEGYy0tb68CcvLMF8PEp5QV0cXj8dLXkt0dfE+IBICpE9LUysvN7f/gP4tfN0rly4/evRw4aJFXS0tW/jSANA4ffv0lZeTP3f+nKhy34wZMzqadywrKzt9+jSTxRSNB6AoCkHQwoULjQyNysvLjx47Kv6kQVGUSCTOnz/fQN+gsLDw9JnTAoFA9JGMoiiBQFi8aLGOjk5hYeEJiTzICIJQqdTFixdr0DSys7PPXzgvuoToIXl5+UWLFtHUaRmZGRcvXhSPSSAIoqCgsGL5CkVFxY/pHy9fvozHf/7EQRBETU1twT8LlJWVU1NTb/x7QzxsgyDCz/41q9cQicR379/9999/4qNgGNbT1Zs3b56cnNzLly8fPHwgPgqGYS0trdWrVkMQlPwy+cGDB+LFUBAWW1tdjYGEK1WfPn2anp4uDkFgGDY0NFy6ZCmKok+fPk16kSS+lkAg6NKly/Tp0/E4/N17d9+/fy/ZjM4WnWfPng1BUEFRQWpqKg6Hq6mpyc/Ny8/NYzDqaqprGAwGiUjEQND9u3exOJyysrKSsrJNbxuX9esNDA3v3bv34cMHceP5fP6AAQPGjB6DIMi1a9eK6mVmZHS3slJUVBw4cOCI4SO4XK7oIXH3CgSCESNGDB40mMvlXrp0iU6nv05JESDIm3dvjxw9MmrkqH59+7FYrAsXL9DpdPFRMAKPHze+t01vBpNx4cKFqqoq0UMQBFXRq8hEkq/fzrq6ulOnTrHZbPEbA4vFTpk8xdLSkl5FP3P2DIPBkHyV58+fb2ZqVlVVdeToEQiCuHxubl7ekWNHCXj8jOkzzMzMSkpLTp0WnlB8FIpBly1ZpqenV1ZWdujwIcmzUanUObPnGBgY5OXnnT9/XhirfWkGHo9ftXKVurp6fn7+8RPHJd8zioqK/8z/R0NDIyMj4/KVy+L3J4qiFAplzeo1CgoKFRUVh48cFsZwEGbJ4iWS6/whyVgMAKTiRVLSs6dPbe3tW2xUpqqq6tCBAzAML1+5UllZuWUuCgBNBYZhUQpgApGAw+LqK0PxvtmHSCRisdjGPSQ+/1eQsConBEHfPwRBEJFIbPRDgnoNfKh+XRLhZ0eJvuXz+fxvaoUmJiauWbGyh7V1dFwshUL55oSi+urfH4XFYYkE4UM8Hu+b8QzxUSiKlpSUHD969OTxE0VFRRAGMjA0MDQyotPpHz98MO9o3sumd3FRYUFBYUF+PpPJVJBXGDFqxPJVq7p27SoQCMSfvzgcThS6cblcFEXPnjlz8tjxTVs2W/Xoga+HoiiPx/vm8/qbhw4dOLB185a169a5e3n+4igCgYDD4b5/6MH9B1ER4RevXBFGM9xv7+uJjkLqs2Z/c0LRewZFUdFR4hCkcW9CCIIIBMKP34T1BT3+9J0mPkryWqKrf+3Jbw4AgJanTqNxuVwOh/PNL6lm8iEt7dDBQzY2vaZNnw5J9Z46ADSO8O6JRDlMLBZL/km1y8Y99M35m/Uh0Wd2Ez5EqCe5RRS1iP7ys6f8/VHfH/69ly9fBgcG3r1zV05eftDgwbNmz+rWvbuyisrCRYv69u9naGi4098PRdHi4uLdcXFHDx8hkUmnT51OfJZo5+iwYNFCybuZIqJg7p8FC6ZNny4nJ/d9nPc98UOidhIIBPFzbMhRYrW1tQwGo6qqSk1N7RfvmV+cUMbfhL9qxg+3AkBL0tTU5HA4tbW1LXCtq5cv79+/f/4/86fPnAnCIABoDyRvDjbhaS+eP79k4cJ7d+/17NUrft/eoyeOz5g1y8zc/NSpU1gImjJ1KpfLRRAEgiBFRcU7d+/6+PleTbi+eMmSsrKyDR6e7utdmUzmD88MQZBkGNRAomfX6OdIr6ykV9JLS0sx7Q8YEwKkTzgUBEFVVVWazZmWtK6ubv++fTwez93dXZ1Ga74LAQDQ5l2+eGnzJu/ysvJBQ4ZERkdpaQkLa2AwmLy8vH379oWGhrJZLPjL7OzY2Fg5ObkZ02eQSKSdAf59+/cLCgg8cfQYhIG2++742UBFC2OxmDU1NcWFhZ07t7tMImBMCJAJhgYGebm5zXf+9PR0P9+durp6rm5uIAwCAOBv3L97z9PNrba2VlVdfcu2beIwCEGQoKAgKyuroUOHiibNYLHYrKysI0eOeHt7i+4r4XC4adOnDxw8SADDx48dC/Dz+2bCk1SgKFpdXcNmswsLheu/2hsQCQEywdjUVLjqsnkkXL++d8+eOXPnzJw1EyyVBwCgIdJSU23XrE24dv2b7WVlZUFBgUwmE8LhnNe7dO5sIX7o1atXt27dcnd3F/0IQcI1Sbt27erXr9+AAQPEu3348OHuvXte3pu0tbUPHzx059Ytqb8iPC6vrKQUhuHq6mpM+wPujgEywdTU9PqVq01+2pqamsMHD7LZbA8vL5CZFwCAhuNyuXV1dd+sbBLAgtjo6DcprxUUFRWUlGbMmCFegsTlcn18fObNm2dh8Tk2IhDwDx8+vH///rVr18RngGF4586dAwcOdHR0lKdQvTdtCgwItOrRQ0OqJUsZTEZeXi4Bj6+urhIvQW8/wJgQIBNUVVURFK1r0knTGZ8+BfoFaGpqrndzA2EQAAB/xKpHj8PHjk6Z9n9VCHOzc86cOq2goMBks9esWytKhyhy584dOp1ub28v+hHCQDwuz9/ff/HixUZGRuLd7t279/LlSycnJwwGM3/hghEjR757+/b8OWGCKCliMZlFRUU4AqGkuOT7JfRtHoiEAJkgTFOro52dnd1UJ7yRkLAnLm7m7Jmz58792aJKAACAP3L2zJnamhoUwlh27zZr5kzx9oqKivj4+KCgIBUVFdEWEol489YtLpe7bt068W5MJtPPz2/16tWGhoaixSJLli5RUFC4fFGYGlGKrwWbza6ursZhsTnZ2T9b0daGgUgIkAkQBGlpauY2xaRpJpMZHRH5OiVlvbt7D2vrpmgdAAAAhl5Jv33zFg6Pr6tjuDg7Sy50379/P5PJ7Natm3gLBEElJcUODg7y8vLijceOHePz+UuXLhVv6WZlpaml9fr16+QXL6TYxeXlFdh6RUVFLBAJAYC0aGlrFxYU/uVJMjMy/Hx91dTV3Tw8mnVNPgAA7YFkep60tNTS0tI6BmPqtKnDhg0Tb8/IyDh69OiWLVskc8MmJ78UFsoYMUK8paioKDIy0tPTUzI2Onv2bFl5ORaLffbkqXhjXm6u7dp1F86fx7SU/Lw8UfRWU1PDYrEx7QwYEwJkBY2mwWazv0+U3nD//ftfXEzs1GnT586fJ92CzAAAtAEXzl+YPWPG2zdvRD/mZGfT6XQdXZ11tnaSuwUFBfWvJ96SlpZ2499/HRwdJYOeiIiIzp07jxw5UrylqKhoz549ixYvwuGw79+/lzyngP9tiY9mlZWVya+fG47D4crK2l1yRbB2DJAVGpoaXA6nrq5OchJiAzHq6g4fPlxTXe3u6UnTAFkTAQBoAspKSvr6BnJyn6OZzMxMFou11s7WwqKTeJ+HDx8+fvw4ISFBvAWGYV9f3142vUaPGSPemJSUdP369ZMnT0rW9AgICOjTp8/yFStOHjtWkF9QW1urqKiIwWAMDA13793bki/hhw8fRIEXLIBzsrMHDR6MaU9AJATICmVlZR6PW1f7x5FQdlbW/r37OllYrFy16meVgwAAaLdEtTm/387n80tLSwUCgeRjKAZDJBA1NTVxeFyv3jZdLS1V1YS/kWpra/Py8uTk5FRVVAsKC2C+AFN/Tl9f3zGjR+Px+NycHLR+EnRKSsqbN2/279+fmppqYmJCIpE4HM6jR4/Gjh2rpKSUW584jUAgvHv//t8bN6KjoysrK5WUVVhs1ru3b/v07YvD4ZgMRnlFhYaGBpVK5fP5hQUF37QfRVESiaSto9NUXUSlUrW0tNgcDlVOrh3WZQeRECArsFisuoZGYWGBoZFwVUUD3bp589+EG7PnzrHp3bs5WwcAgMx5++ZNUVGRsHQ5VP8Hi4Xq/4PF4kT/hSBh3udXL1/x+fzvg6HSktLtW7eWlZfhJZaXCmDYyNBo89Ytqmpq586cvXrlSkhYqIGh4cvk5BdJSUQi8eyZM3du30IQFIvFFhQUVFdXy1OpDra2aD0lZZUXL5MdHR2fP0uMjAi/dOWKeceO58+f378n3qJzZ0c7ewwGhSBhDfbXKSm6enp798Sz2Kzqqio+nx/g5x8dF6unp/f8+fNdgUFbt2+z6d27uKjIycHhm3KzAoHA2MQ0JCy0qXrS3dPz1cuXJ4+f8PDyFK1ra1dAJATIEBMTk9yc3P4SyVh/gc1mHz54iF5Z6eLqqq2j3fytAwBAtsTFxp49dYZCpdTHQJ+DIOHf6pM7oyhKIBBIZDKfx+NyON/PHdTS1vL18xPAAskgSXSUcv1i+BmzZo4dP05dXR2Dwdj07t23b98bCTcWLV40dtw4BEXpdPqc2XM2bNo4eswY0a0lLBZ74MCBzOys+fPnp6enq6iqdDA2ZjKZe/bsWb5q5bz580XDLXg87urVa3kF+TG742g0WkV5xcplyzgczuatW7W1hb/K+vbrt/fAftHouI6ubtyePaLxp6+EjRRWnm8qvtt9XiYnc3m8tatWr1m3bvnKFZj2BERCgAwxMzM/kXSsIXtmZ2cf2LfPvGPHFatWgnRBANBOMBiM6urq6qoq4X+rqysrKihUiug3AIqgAkSAIAgMw2Qy2dTMzNDQsJNFpyHDhtErK+3X2cIw/M3Z8Hj8r6cVKtQT/V1OTs7QqAOTwWCz2aJ80Lt37+7YqePcefPEAzZlZWUnTpzw9/enUCjd62EwmKioKAKBYGdvL96NwWC8efPGa8OGLl26CJNTc7jl5eXa2toWXTqLngulnriRWvXhUfOCoPKyMhKZzGIyqXJUTDsDIiFAhujo6tRU1/B4PCLxV1937ty5k3Dt2oxZs/r27duCrQMAoNnx+XwBn8/j83lcbkVFZXlFeUVZWXl5eXlZOZPJJJPJVCqVQhX+R0FR0djE9OmTp1wuF4/Hy8vLU+XkrKy6Dxg40NjE1MTEWEdXV3TOp0+/LlD/G8bGxlgc/lP6J9HqsLNnzx44cEDyvlVISEinTp1EK+dhGEZRpLS0LD4+PioqSnK3qKiojx8/hoSEiH789CmdUVdn0LcvVWIRfgvr2LHjrf/+gyAIh8NJZsRuJ0AkBMgQIpGoTqMVFBQYGxv/cAcmk3nsyNGysrL1rq4t8T0JAIBmU1NdU10tHN2pqqquramuq6tjszksJpPFZrFYwoQaysrKNA0ajUbrbmVFo9GUVVSIRCKhnmjsxMjI6GVyspGRkXmnjgMHDuzcpTOFQv1+kLippgAbmxjTaLS0tNTKykp/f//Ro0f36tVL/GhycvL169ePHz8uWrdx67//nj9/XlJW1q9fv2+SDx06dGjfvn3iLUmJiQiKSmZlbHkmpiYEAkF0S1Gd1u6W34JICJAhWCxWS0srNyfnh5FQfl7e3vh4YxMTd0+PXw8aAQAgdSiKCvhCPD6fzWZXlFeUl5cJ/6+svKKinMvhCgd25KhUSv0QD5Wqpq6urKyioqKspKysoqxCIpN+e4nu3a32Hdivq6fXIk8I07lLF0NDg7TUtKiIyHfv3l28eFH8kEAgCAwMnDhxYteuXUVb+ALB7du3axmMkydPSs5DCgoKGjx4cJ8+fUQ/VldX37t7j0Ag9BvwNR1Ry9PT00NRFEEQVVVVMpmMaWdAJATIFi1trR/W3Lh35+61q1enz5zZr38/abQLAICfQhCkqqqqpn7uTlVVVW1NLYNRx2Kx2cLRHRaTxUIRRE1NXUODpk6jmZiYqtPUFRUVCV8GeBqdB5VIIrZYGCSaKjRl2tTXr18fOnhwg/cmfX198UMJCQnp6emRkZHiLWQy+UXSi207tpubm4s33r17NzEx8cKFC+KBqzu3br17967/gP5WVlYY6VFVU8PUR0J6+vryElVE2gkQCQGyRUNDMy01DUVR8bcoLpd79PDh4qJiRxdnvRb8rQcAgBiKojweTzSDh8lkCgd26sd4yoX/rwJFkPrpO59Hd+Tk5LW0tJVVPw/vKKuoEP5/EXjrNW7ChLiY2Lq6On2J30UMBiMoKMjW1lZDQ0O8MT093dLSct68+eItHA4nICDgn3/+6dChg2hLdXX14YOHYBieMHGS/Jep2VJBJpNV1NRKS0oMDA2oIBICAOlnmuZyGQyGaMlGXm7u/n37/9feeUA1kXVxPB1CEnpvonRQQIqCiDQb9t52XfvauwL23rEidtbeuyIgUgTBAgqo9CK9hJDe2+Q7k8EYERBRd/1kfnvOHjN5mfJmmHfffff+r4WFRei6tc0UNWBgYH4GIpGIyWDSGaCPB3LwcKHYHS4P8vGgMRg9XV09PT0DAwMHR0d9fX2CmprCwdOihuH/LwKBgEqlmnwMvjYzM5s5e/buHTvCDx3u6eoKmT6nTp1SVVWdPn264ldMJjMyMrKPlxeUFQ9x48YNJpM5Z84cxZbjEcdevHjR18dn1JjRiP8UIpFoZmZWU11tZGikovL1dcnfDHhogfm10NPVEwgEPC6PRCKlJCc/vP9g5JjRffv2/a/PCwbm90EqlUIRPGKxmMFkNsozs+QungYajYZCoQhq4H/yAB48gUg0MzeTB/BoaWhqaGlp/Wa2Ttu8ef1mx9atdvb2nl5evn6+evr6s2bPSk19lvAkfu+u3XvC9jU0NERGRoaHhytP1U6fPk2lUqEYZKi7Ghsbjx49unr1ak1NTajNg3v3z/0DigatDgmGimz8hxAIBFNTU4lEoq6hgeh8wJYQzK8FFoclEgnlFeWxsTHl5eXLViz/N+MAYGB+MwR8fpP2jjxJi8Vi8Zpys0Anj4DPV1FR1dXX09fTNzc3d3N319XVxauqKhw8//Xp//c4ODqgMRihUJicnHzl8mU9Pb3Zf/+9acuW8g9lVy5fVlFVJVMafHx8AgICFD8pKSm5cPHCH1OmCAQCxcYjR46YmpqOHz8e+nj/zt3Q4GC+QLB+wwZPr/8+9hGHw+kbGGAxmA6UffwNgC0hmF8OXV29w/sPDBw8KCQ0tBNmMcDAfBNSqVQsEoEpWiIRnU5vaGgAZXgayBRKI5PJwGFxH707YBQPiUQ0MjQCY3c0wfCd/9wV8eujpaXVz7efgC/YsHlTbEzMmuCQkaNH9fbsfeDQweVLl52NjFTBq55RSolHIBB79+718/P39PR88iQe2lJYWHjjxo3Ll0HZWIFA8M+ZMxHhR9lszvJVK2fMmon4NSCpk/BqasY/rpbZ/xGwJQTzy2FoZDh+0sTRY8b81ycCA/NrweFwoNgdhlyJh81iy5078uAdHk8oEBCIRH0DfT1dXRs7u74+eto6Oio4HOTggcPsOszIUaOWLV5SU1WdlJA4cfLkYcOHIxCIPn37HomICF61sqz0w6b1G2pragcOHmRgYJCYlJiRkREVFZWdlSWTgbXJZDLZjh07xowZ4+LikpaadvxYRGJ8ApFADF23dsGihR3Om/vhEIkETU1NhRxlpwK2hGB+OQYOGvRfnwIMzC+hsNwIhvCAATxkMpnH5amoqqipEaAsLYIaQV1d3byLOeTe0dTSJHS+lJ9/h67dull07bpn956amqrjp04ptvf27H3u4sVDBw7cvX0nZPXqy5cu+Qf4P4lPGD9+vLGRUfqrV5DHLj4+/s2bNz1dXObMnJWSksJmsZxdXNasW+uvtKD2Q4Ay8ztsWunrGWjr6JiYwD4hGBgYGJh/BSaTCYory//PZDDYbA6fD0rv8Hl8Lo8rEUtAhWU9PX19vR5OzoH6LSgsw/w7YLFYX3+/NSGhEccjlPPkQSOpa9eDhw/7+/vfuH795ctXWZmZWCyWTqW+z34r4PMpjZRZM2ZkZ2XxWOzDBw4K+HzHHj0GBQ2eMXOmVCItKCj4gZHnSCSyrq4OhUI1NjYWFRZ+s6w2EsnhcNBodHV1tWKbDIFAo1AmpqZqar95JTLYJwTzdZTVfWBgYNqrsCyRQBo8PD6f2tgIRvCA/h0wU0soFIKxO6DCclMdLR0dHU0tS00tKIRHE46Q+6UICAw8HH5kwMAW3NUoFGrUmDGDgoIy0tOfxMVlvcmsqKhIf/UKAGQoFLKyohKJRBqbmDg5OQUEBvr084GWn+7evlNeXv4DLVo0Gl1YUIhGoysqKp7EPfmy3GzbIJFIPp9n7+AQ9/ixwoiSyWSqqirDRoyALaEWYDKZ169eo9NoCqsTg8Wam5t7efdR1tzsAEKh8Mb160QCcfTYlmNEpFLpnVu3JVLp2HFjoXoLxUVF0VGPBg8JsrWzQ/yOvHn9Jvnp0yl/TPmxZbbEYvGNa9dVVVVHjh7VRgDBu7dvr1+9JpVKl61cYWhoiOhkxMXGVlZWTZg08T8MLE1MSCgpKZkwYYKmltbP2D+fz79y6bKxiXHQkCEtNpDJZNFRURRK4/iJE+D1lxYBAEBRHZ0BhvAwOVwOGMEDRfFwuYBMpq2tra+vr6ur182ym66enoa6OhaLw8pdPL9OpAhMa+jp6Q0fMaKN/sHj8f18ffv5+oJx6zTah9IPsbGxOe/fm3Uxj34YtWvPnn6+/ZRv9IhRIwEAQCJ+3AwTCeZ/xcbEODs7z50/D/TnfAsyBDjdRSKRymcFbewMDsiO+IRYTObZyEgqlWokDzKXyWQsJpPa2Ojs4rInbJ/jx6orHYDP51+7ctXAwGDUmNEtOiFkAHDvzm2BUDR8xHDIEiotLY08c8ba1uZ3tYTev3t35tSpAQMG/FhLSCqV3rh+XV1dfdiI4a1ZQmw2e9vmLTk5OSNGjeycHqHE+IQXL14MGTb0P7SEUp4mxz1+PHDgwJ9kCQn4/Ivnz7u4urZmCSEQiNiY2IKCgqHDhnVaS+hLheXGjz6eRgpFKpUSiGCCFl6NADp6CGoGBoZaoMIyqL6joakJp6N3HnA4nIGhoYGhoZGJcWVFhZ29/eTJk3s4OTWzd9Fyfuyh0WjwECgU6nui49GdwO75ko70FxKJRKGQoLfwaFONFYlE8vDe/S2bN0eePrMnbF+H/+xRKBS0EN5GAywOByhZu328va/dvGlq+tuGuw8fOaJX715dW6nN3mGQSGTbXQ0mqrDZtbW1k6ZM2bRlM6JTgsFicTjcf7syiMFgcCoqP+8c2vMkYH+BfvjXAMUGofLokMIyi8XhcPnyBC0+WCedh0Zj9OQSy/r6+o6Ojnp6egQC4XdVWIbpMBZy5BWEPgstgvkF6bjliEKhFJrcKioqI8eMvnLlSnlZGY/H01ASqeRwOKnPnhUWFJBI6r5+vpZWVs32w2QyExMSK8rLrK2t3T080KjmBimfx3+alFRYUGBmbh4QGID6vIFEIuHxuJKPa6IAABTkF4BBXmamT+KelJeV2djY+Af4NyukIhQKU5KTc3NyDA2NBgcFUSgNAoEQVNBqxRxuIJMrKiocHB2LCgvfvX03fOQIhfwUn89PS03Nz8tTVVX16edrZ9/cNdVAJickJJDr651dXHr39iwoyNfT14eWEcGzLSgQi0SKGQOPx3v/7p2xsYmZedM6o1gEzkEBAGj6KBa/f/dOT18fr4qPjY21tbXx6NUL+koqlb7OyMh6kymRSnv17uXRq1ezlzKHw0lMSCgtKelmaenj4wNNIFqDwWC8eP5CJBI1NDSkv3zV3amHYqmYQqE8TUyqrq4yNTX18/fXU/o7l0gkebl5BAJBT18v9lG0sYlJ334+Le6/sKCQy+U4OTtD0xeBQABel56exceKPPV1ddXV1Q6Ojrk5OS/Snmtoafr5+3fp0qXZfsj15JSU5JrqGkMjw4DAQOWXDovFKsjPt7axaWxsTHgSj0Qi+/Tp08PZqdkeuFzu87S0grw8vBrBL8Df6otHtBk0Gi05KamiolLfQN8/IEBZTR/ibXb2q1evuByOnYODr69vsyV2mUz2OiPjzevXUqnU1c29t2fvZpNFiUTy8sXLrDdv1DXUBwcFoTHtmqKVFBenpabR6XQbWxv/gAA8Hq/8bU1NTUpyck1VtYaGRl+ffvaO9s1+jsGgG8gN8U/iqFSac08Xb2/vr04NGQxG6rNnpSUlmpqafgEBX96akpKStGepNCrV3KKLn7+/jo4O4tcAAKRghpZcg4fJZEGBO5DOMo1OQyFRUOQOlJ9FIBDMzc0+1UjvZArLMB1GJIdIJP5qfUiuJ6emPhMKhdBzLJPJ8ARCYECgusYnzzeLxXp4/352drY6SX1g0ODevXsjfmu+yxJS/lhfV0elUt3c3PD4T1J4hYWFocEhJcXFxsbGbCbr2NHwDZs3jxw1StGgtLQ0ZNXqvNxcc3PzO7zbNjY2LDZLV09X0aCuri509er09AwzU1OhSPTwwQNKQ4PyMsHrjIy1IaHbd+0cHBQEGQpHDh2qr6vT1NYqLSnF4/Gnjp/o1btX2MEDigGbSqWuC12T/PSpqampWCKJeviAzxeQSKSIE8dbc/6npaYdPLDfPyDg/p27GpqaPr79IEuoorx87Zo12ZlZJqamXC732NGI4NDQiZMnKTonIz09ZNVqGo1maGR459ZtZxeXt2/f/vHnH3Pnz1ecLbWReuHyJWjoqqmqXrpo8dRp0xYuXgTtIe7x4wNhYZeuXuneowdkzWxav6GrZbfamto3rzPWbdwIWUJMJnPblq2PoqKM5NE8xyMipk6ftnzFCoW1WlFeEbx6Vc67d6amZnyB4OG9+zQanURqddGntKQk4uhRJouZmpJCa2zcsz/M3NwcgUCkPkvduH4dl8M1NDIk19cfizi2fecO74/VMHg83p5du7A4HEIme5qUtGTZstYsoRPHjxUVFF65cR2ymykUyqrlK4YOGxa8JhRqkJiQcCzimJubW2bmGwKBSKE0RBwJ33dgv6+fn2InTxOTNqxfz+VwDAwM6uvrz56J3BO2z6VnT+jb4sKiZYuXePTyyMnJRaPRHA7nyMFDwWtDp06bhvo4mJWVloaGhBbk5xubGFMojSdPnNi6bWvQ0KGtdUtmZubakNBGCsXYxITS0HDi2LGNmzb3HzgA+lYikRw7GnE2MtLQyAiDxpw/e87V3W1fWJiObtMjzWQy9+7afffOHQNDQyQCcfRI+J9Tp65YvUphuPB4vG1btt69fdvI2AiFRD24dx+Px2PaNEokEsmlixcPHzxEIhFVcCrHIioDAwO3796po91keaQ+e7Y2JBSFRhkZGdNptIiIiHnz58+Z+7fC1kGh0UWFRXPnzGaz2AAARISHjx0/bs3adURSqy/xd2/fhoaE1FRWGRkb0+j0E8ePb922fcCggYoGt2/e2rNrl7q6OpFErL5Ufe7s2YOHDltZf8XK/OEIBIIm747cw8NisSDtHXn0DujpUVFRBfOzDPTNzM1d3dxAhWU8XhHB8y+fLczvREx0dGJC4sHDh361OLD09Fcb161XSExJpVIDI0MXFxeFJUQmk1etWJGdmWVrZ8dkMK5fvRa8JnTqtL9+4zlABy0hFApVVlZ28dx5mTwui8FkJiUkaGioz1u4AIdrGno5HM7eXbvJdXVhBw44OzszmYx9e/Ye3H+gZ8+e5vLpo0gkOnok/MOH0n3797t5uLOYzL279+Tn5Vnb2CgOdOb06fT09I2bNvkFBPB4vIgj4UmJif18fZslaChnDMpksqysrHETJqxbv55EIt26eevAvn1JSUkTJk6EGly8cCExMTF07drBQYNEQtGZU6cuXbykPL62ABLR0NCQlJi4bNXKnj17mhiDi3ECAX//vrCigsLde/e4eXjweLzwQ4cPHjjQ09UV8gyxWKywvfsAAAg/FmFrZ1dZUbFj2/bKiormBYAkkmaXoxz2/+UFAgDwOCYWFPtasRzqK5lMdu6fszGPHi1fsWJwUBASibh+7fo/kZFubm4DBoKDEwAAxyMi8nJyt+/c6eXtzWKxDu3fX5CfryiJ/CX2Dg5btm1dtXyFr5/f/IULoXDp+vr67Vu3EonEA4cOdbGwqKgo37R+446t286cO6tQJpUBQFrqs0GDBl+4fOlLF2BrFw6N6J/lOyCRtTU1BAJh5+7dtnZ2Bfn5wStXXbxw0atPHyhErLysbOuWzfoGBmuPHDY1M6uoqNiwZu3+sLATp041WbRIMNQp9Vnqug3r+3h7U6m09WvXXr5wcdDgwdDlcLncfXv3lZd92Bu2z8XVlVxPXhMSsj8srFfv3grbRRkKhbJ961YAAI6dPGltbU2ur9+8edPWLVusbKwhN3hJcfGlixcn/zFl5qzZKDQ6KTFhy6ZNj6Ie/TV9GrSHyxcv3bp1a9ny5UOHDUUikXdu3z5z6oyTi8vwEcObNPjv3bt7+/asObMnTp6MQqKuX716/NixLhYWiNbfQS+fPz+wL2zAoIELFy1SUVWNjoravXOXm7v77L/BQo88Hu/UiZPqGhoHD4O3jE6nbduy9cL5cyNGjVTcMjQanfUmc+GSRRMmTULIZDev3zh54oSDg+MfU/9s8Yg0Gm3n9h0CHv/w0aN2DvY0Km371i1he/c6u7joG4DzDRqNdvLECa8+XqHr1qmpqb3LfhsaHHz54sWNWzb/8JepXGEZElgW0RkMChmM4KE0gKXSmUwmDotV1M/Cq6mpk0iGhoage0euwaM8CYaBaRGZnA5YM2Zm5h69PH5B66G6qsrQyGjL1i3qGhrguCKTYXE4ZWnpC+fOZ7xM37571/ARw+k02sb1GyLCw9083B0dHRG/KR21hNDo8vKys2fPgvnVCARfIKitqXHp2ZPP4yvaZGdlZ2ZmBocEDxoMZh4aGhmuWL1qxl9/JT9NnjrtLwQCUVVZmfL06fARI4YOHwY2MDScv3BBWlqq7GMcEJlMTkpIDOzff+KUKdAkfv6ihWmpqc3yA5s9agAAGBsbL122FLK3hg4bejYysvxDGfQtk8GIi33cx7vP1L+mQnO++YsWJSc//XrOoQzxx59Tp8+YodhQVFiU/PTpoiWLh48cCW1ZFRI8btTo5KQkyBJ69/Zdfl7ekmXLfPr1g1aLp82Ynpebq2zWQOH6zS7nyy3KHyUSib2Dw7oNGzQ0m1YhG8jkqIcPBwcF/T1vLrRl8dIlac+ePYqKCuzfH4VC1VTXpKSkDBk2dPTYsU1dvWhRWmpaG1etpqZmaWmJxWK1dXQsuoLDPAKBSHgSX1Ndvf/gAcjvoqWltXjp0mWLlyQmJPw5dWrT6UmlFhYW6zdtbDvXrD0XjsVgpk2bBvWenp6em7t7eVkZh8PWlns7khKTGsgNh44ccXJ2RiAQBgYGCxYv2rhufWFhoaurK7RLAACGDh8+Ztw4+RNo5Ofnd/nSJUpDA3Ru+Xl5z1JSZs2ZPUjuUDQwMFi6Yvm1K1cZDEaLltCL589z3+fsCdvXqzfoh9PS1lq6bNnsmTPjYh9DPU9tbORyOGDILJGAx+PHjhunpaWto9O0kMpgMO7fuzdo0KD5CxdAW5YuX56SnPI4Nmbo0CEoNJrP4z+OibWytp4zdy5UpnHW33OePUuh0+itdaNMJrt/776amtrylStN5QXa/po+vaS4RCgQQtoHMgAYMHCgpZUVZDQbGBhaWFikPUvlcrnKT5SDo8Pfc+eS5IHhcxfMj4+PfxwbO3HypBZDLzNepee8f793f5hfgD/0OC1fuXLu7DkvX70cIc+vYbNYVCpVjUBUU1PT0NDw8e134NBBKSCTATIkuuWBQSaTicUSuYJJKw8MAikUCeUKy6AED4NOZ7NBheWmDC0ejy8UEAkEfX0DXT1dGztbb5++2traKioqsMIyTIfhcbmbN26SSqV7wvZ9axiyq5urqxv0IvqFkMlktTW1pqamfeXv1S+hUCiPY2L6+fmOGj0ag0EbGhnNmfv37JmznsTFwZZQc6QSiYeHx+Zt2+SWEFIkEpaXl+3ft3/F0qVnzp21traWL68UCwT8F89flJdXyF9woHATk8EsKiqSycApbkNDA4fLsVHyAJmZmxsaGgJA0/DcSKGwmMyuXbsq1jKM5bStGQUAgIGhoWItDIPFqqqqKoZ8GpVGp9E8PT0Vrm99PT1z8y5t71MGyNTU1OzsP4uu+FD6gcvjZWVm7dqxE7pAPp/P4XDy8/OhBtXVVXJ90k9+FxsbGw0NDUXQT4exsbEhqZMUH+vq6hrI5Jqamt07d0IXAkgBCoUikUq4XC6JRCKTyVwut5tS2LWZmZmhoWHbVw35ohRnK5PJCgoKNDU1bZTS9Owd7DU0NSAhryY7Ribr0sVCT0/vO68RAAA1IsHiY+/JZOAtkMkvDdpSUJCPkMlu3bj5KOoR1P+1NTUMBqO0uBiyhGQyGQaDUY77wRPUkCiU4oo+fPggEomcXVwUDQYOHOjv799aiExhQYGamlr37uAyJUTXbt2MjY1Liougj7b29j169Dh65Ejc41gHx+7e3t6+/n6KvLPamhpKA0VdXX33zl0yGXgOSCSKQqGw2WxQXUZNjc1hk8nkLhZd1ElNN1ddXd3Syup1ekZrFgKXxyssLLCystLXa3rgVVRUdu3ZDXy8HQQiceq0v169fHn44KHq6ioqlZrz7j0Gg1E2OmUAYGNnR/x4ngQCoWvXrkVFhRKJpMW3f0lJiUgkSkxIfJv9Fup5Op3GZrOLC5v6wdDQsJ9vv1s3bmS+eW1v79Db0zMgMMCgTcu4qrLqwvnzYOxC63NoDBqtilf9KMJDIJHUzczNwdgduYeH8OsFZMD8v4NCo7tYWHTMqwPI+dWKnAiFQjK5Xk9PLzcnNy8vV1dH19nFRfvjbA3ytVOp1NFjx2A+RihaWlkZ6Ovn5eaJRCLIH//70cGbJJPJiEQStCIAYWNry+Fwly9Z+ibjNWQJ8Xg8qURaW1PD4/PkEgXge7+fr6+tna1MBiCRoLMR1CpQelCwWKwaXq2ZywSjtFqPxWLxavivimc2f/iUHmTZFwdFYzBqBAKPy2tPxpzyFh6PK5VI6uvrRWKR4gL79PWGAnogUCiU8rCKx+O/8iS172+u2WjB5wskEgmNRispKYGGeSQCae/goGz6oJAIDOZTT+JwONXPg2q/ikwmEwoFUDrVp/2A0RQYgUCgsIRk3yH33gx557UaIsPhcKQAUFZWpqKiAsjA/keh0EFDhuh9tAk+PmCt7gHyizS7I21EhwgEQnkm16f2GAxGRUVFLBZDH3V1dU+cOX339p3UZ8/SX766d/uOnr7e5q1bAwf0h4LrxRIRnU4rKS4GHe4IcBZhZ29namqGVOoxDBqjWAtDoVAENUIbxoFYJOLzBXq6ekilhxOlFAzP4XB2bN0a9TDK0srKxMTEzs6ORCQ+T3vebD/q6iTF7+UWJLoNPRIulyOVSqurqhh0OtTzSBTKPzDA0tISaqCiqrp7716ffr4JT+Ly8/PiHj/eu3v3quDgSVMmt3ZDjU2MlyxdCq22t5U6isFgcbjOmegL8++jqqqqCNn8Vp4mJb16+Sp07ZpfaoGMx+NTKJT09PSkxERVPJ5Bp2tpaweHBA8bMQJ6b5PJDRKJRN/AQPETAoGgraNNaWgQCASwJdScLx0bqiqqSBRS4dFRV1dXUVFZsmxZP79PYT0VFRVEAhHqcR0wOFGttrZW8a1YJOJwuIp3ura2NoFIJNfXf96AQyB0fPKnpaWlrqFBJtdLpVLofSqVStksFhr9zUahhqYmBo3+e95cKFgborKyUiEOa2gIZhWRyWTFt2CVxM9nvZDZp9jCAbN0ec1Mrq9CJBLRGEzQ0CHLV6xQbCSTyWKxmCj3Lujp6ari8WTyp54UCYU8HheBaGENqDVQKJShgSGbxWpsbFQsKlMoFBaLbWhk9K3WD3jhSsthXPmFf5PMmJamJolE2rc/TKG0JBaLKysrDQ3aqwCppakplUqpVKpiS25ublJCwphx41osyGxsbMzhcMhkMhQ8Di22NjY2enp5QR8rKyvZLNaMWTNnzJpZV1uXlZW5a/uOyDNnvLz7qKmpkdTVMWjMoEGDV4eGKPZJJpNFIhEU2E4kEnV1dSgUilyAGN8k1sVmAa3b/nhVVXV1dQq1USwWQzacRCK5fvWqhobm0OHDkEhkxqv0+/fuz5s/f/qsmZB36sSx489Snn22FyRSeQFOLBbX1dbp6euDNllLaGhoqqiorF23zsnFWaHAVlFWriFf0QOXaxsa6mprR4waOWbsmMbGxoL8/LA9e/85c8bP389EvoT3JRgMBo7agfm/hsfjbdm0mUgkrFy9Wk1NjclkVldX/2oC/Vwum8lk2djYzl+4wNjYuL6u/sCB/RvXbzA2MXH38JDH7wplMoTKx3jfj3niqmwW+1t1q/+P+N65OzSQSySS0pKSK5cva2lp9XBqejk69+yppqYWHR2t6L6HD+6PHzP22bMU6KOpqamzi0v84zhKAwXakhCfUFFRrkik1zcwcHVzTUlOKSkpgbYkJycXFxV/z4xQS1vL09PzRdrz/LymNaznaWl5uXkd2KeDg4Ounl7UwyiRSARteZqUOHr4iCdxcdDHHj26Gxkbx0THgGO83HaMjoqmUqkKowF6wqhUKo1Gg7bERkczGHTIYdZ+zLuY29nZJcUnUChNPVlUWDh5woQzJ08h5DdIrvXunBifoKgpkxCfUF72zVrv/fx8pVLp3Vu3IDsYAIDbt27LZDJv76bcsfaDx6tRGxtp1E8XTm1sRH3Lhffy9GQymHGPm3obAaZiHZkyYWJFRXk79+Dg6KirqxsbHS0UgndQIhYfCz965fKV1hYNe/XuRSQSbl6/oXACPXjwgMlg9vsYbv84JmbGtGkZ8sqLRsZGg4KCulhYKOYGZmZm9vb2oKTCR+O4vKz8j0mTTkQcg/pTTU2tTx/vwoKCVy9fQg3evX2b/vIV+MC08i5VxeM9PT2LC4vS09OhLa8zMnZu31lcVAS9f6lUqlgsduzeHTKDqI2NyUlJzVxfaDT6xYsXOe/fQx/TX73Kz8/36eeDwbZsCfV07YnF4aKiHiq66drlq+NGj8nKzIQ+vn/7btqfUx/efwD5yfr6+Dg4On5zISQYmB8KuMLw+XKBUCisrKioV5psfw8oFAqvqkogEKH3qnwZ4d/IGhMKhRXl5RQKpT0ml5GR8cXLl/85f84/IMDWzs7X32/tunUCgSDmUTTUAJyVIWVCkVDxEwAARCIhTuV39sV2ZHUMjG2USFKSUyZPmCg3eMEg2eqqajaLtXzlCnuHpmAae3v7CZMnnT5xkkGn93R1ra2rfXDvnouLi6IAr5qa2oyZM1YtXz7v7zl+/gG1tTXPU9PUCASBQAA1QKPR06ZPf/H8xdKFiwYFDaZRaSkpKUgUSiQSKd6qUqmUz+cr26pCOcpnKxAIFEMXAoGY8ucfycnJy5cuHTJ0KJfDefIkjsfjtf0MSSXNj4JAILpYWEyfOfPIoUPz5vzt0asXlUZ9cO++lZXVgAFNOdU6urozZs3YvGHTwvkLPNzdCwryU5+lKv9tYLFYDw/32OjokJWrvLz7lJSU5Lx/TyASFaYVZGXy+XzlYB2BQKDcQD5H15g1Z3ZocMicmbMCAgMlUklM1COJWDJ+0kTourBY7IxZMxcvXLRo/vzA/gPI9fVpqakYDKbZfr680c26zqVnz0mTJ587e5bS0GjnYJ+fl5eYkDBtxgxFYKB8BU0oUur/1ujVy+PWzRuhwcH9fPuVlX7Izc3F4/HKx2p24VCyIbQMB3309fMLHNA/bO/e/Lw8i25d83PznsTFTfljiiL3EAAAPp+vnKEmkUgEfIFin5ZWVlOnTTsafmThvHk9XXu+f5/zNDFxybKlComgZke0d3CYNmPG8YhjdDrNydn5Q2lpXOzjsePGeXp6Qg36+vicP3suNCRk8JAh6iRSZmbmu+y3wWtDIUkhPB4/a86c1atW/T1rVkBgfwCQxkTHiISicRMnKF4xY8aNffz48dqQ0NFjx8hkiOSkJC6Ph8FgFGkEXzJu4oTk5KdrgkNGjRqFxmDu371ramY64qNWha2drY6u7v6wsPLycjaL9erVS3JDA4fDuXXjxszZs7W0tCD1ZA6bvXrlKv8AfyQSee/OHWsba8UevuwHl549x44bd+nCxbq6uu49elRWVEQ9eNjXx0fhG3Nydu5iYbF7x47cnBwDA/2iwqIncXETJ08yUHK5w8D8myCRSIFA8DY7m0KhVFVVNdSTGxspbDanoqJi4KBBa9at/f5DqKqqbt62FfGTYTIYZWVlFRUVtTU1ZPAqGjkcTnl52djxE9RJpK8aQ2g02uRzIWKLrl315Sok0Ec9PT00Gt1IaVQ04PN4NBrN3KyLQpPl96MjlpAagRA0ZAi5ngyOMUjQM47BYlxcXAYHBbm5uyuaodHoxUuWGBgYRN1/cP/uXQwWO278hL/nzlXWXfT18zt4+Mg//0TGxsQQCIRFS5Y0NDQoArVAx5KLS8Tx45GnTz+Oeayiips9ZzaHw+Hz+YoZrbGJyfARI0zkNe0gq9y7rzcP1IFt2glBfrY9nD7F7tjY2p44fepExLGE+Cc4HG7SpMkJCQnySJpWnyFzC/NhI4Y3e4+jUKi/5/6tq6t7+9athw/uQ0Eqc+fNU15hHT9hIl4Vf/3a9aioKHnG1sLI06eVR/eJkyYLhaKY6OhHUY+6deu2ccuWxCfxNrafosgtraxGjBqp9VFCSUVFZcDAgRZduzZ74gcNHqyqqnrx/IXYmBhwzHZ0/HvuXOVQf08vr/CIiH/OnImNjlYjqC1YtLChoQElp7WrJhAIg4cE9VAKe8JgMCtWrzTrYv7w/oPY6GiSuvq6DesnTJqkuB04HM7Xz49IbCu0BWLYiBFcHv/BvXtRDx52sbBYt3FD8tOn9kox6d0sLYcNH677MYcLiUS6e7gbGBooFh81NDR27tkdefpMakpKdnY2Ho9fuXr1H1P/VJyMjo7O8JEjlIOlbGxshgwbqvVRFRONRs9bMF9HV/fB3bvRjx7h1dTWb9o4ceJERZ/0dHUlkogKsR8MBrNg0SJDQ6N7d+8+jolVU1NbGbx68pQpirVzeweHwxFHz/9zNjnpKQAAWlpaG7dsHjMOzNeDCBzQ/+ixY+f++ScuNhaBRFpbW8+dN0+xxgTmdhkaHjpy5NSJEynJKQiEbNDgwUbGRvn5BW2UuejatWt4RMSpEydTU1NlAODq5jZv4QJLq6aQnR5OTjt27jx39uzdO7dJJPWgoUM9vbwiwsNLS0p5XK6WlhZORcU/IMCiqwWloSExIRG05/r5Lli4UPE3hUAgPHp5GJuYKHoeh8OFhIYamxjHxcSWFJfgcLhpM6bPmDVLoSGpp6938MjhyNOn01+9kojFBCJx/sKFf02fphzzBwPzb4LFYnNzcqZP/cvJ2dnaxlpXF0ww7NKlS/iRIwoZ2/8Lbt64sWPbdk8vLysrK109XTt7O/MuXQ4dONjF3JzNZn3V85oQnxD3OHbxkqWKq2bQGSwWS6FJa2HRVU9X721WlmLBvbS0lExuGDw46De2hJrEEn4qYLB6fT2TyWytAQCAiU48Hq+NnUCW7/efDAAArzMy3mVny2QyBoMBauhzuYP6D1i+dKlELO7YPsViMZlMZjAYrTUQiURgJpdEUlJS0svVLSI8vFkDDodDoVBkPwIKhdLY2NhGg0YKhcvlfudRRCJRY2Mj5Jz7HrhcbkNDAwAA37MTDodTX1/f9vPTNpCUNp/Pb2d7sUTc2NgoEIKZ6i1Co9GgOK0O3ya6XA9Q9i0wGAwqldryCYvFUMAj9FEqlQqEghYOCpaXoLf/iAIBv76+nsVit9aAyWTW19e3v2NhYH4GaWlpDja2Y0aOXLF02azpM2jy8uEQf06e8jQp6Wcc9O6dO4sWLJRKpT92t5Ds4ZwZM1ks0O6BmDR+QkZ6xoVz5wx19XZsBXO6WyPhSbyFiem2zVt4XDCTicPmrA1dY921W1JCAtQAAIDtW7baWVnHREdLxBIGnb54wQJXZ+fsrCzZ78u/keCHw+GU3SRfgkQiFVP/1vhRUv1IJDLqYdSDe/d27d3j1acPnU6/eulyTXXNwsWLlBPKvgkMBtN2ZRksFgtdoGJobNYAlPT/QbUtv96TX2vQHrBY7A+5I2pyvnMn3997WCz2m9L+MWhM25ev8OF1+DZBekLfhLK3tRkYDEZX6QLBADWliMhPB9X4toOqqKgaGHzSlP8SdTnftE8YmJ8BqMqhRtiweVPEkfDZM2ceOnzYzNyc0tAgFAqV3Z8/lp8RG6evr799585tW7bMmTnzwOHDxsbGdbW1UqnE2MQ4N6cp1K8N+vT1njlnzsULF5KfPrWytiotKa2qqlqwaKG3T1MxACQSOWPWzNycnGWLlzi7uDQ2Umqqa1aHBCurjfx+/FpSB/8Of0z98212dujqYPMuXfh8Xn1d/V/T/4K0mH82SCQSi8X+xnFnMDAwML8mUqlURUUleE3oof0HFsybHx5xVCwWgzZES4mi3w8o+vBzloNVVFQ2bNoUtmfvgrnzjh47Jl9vAS2k9ijVqaqqrgpe7e3tnZqaSm1s7Ofn18+3X58+fZRXro1NTA6GH4l68PD9u3e2trb+gQGQvO1vTGe0hKysrC5dvfLy+YvikmJ1krqbu5uNre2/c2gzM7OjJ47DcaMwMDAw/z5SqRSPx68ODVHF41csXeYfGEgiqTerz/2j8PP3d/fw+EnpYyoqKmvWrzt04MDypUu9+/bV1NQA8yra54LC4/EB/QMD+ge20cbAwGDWnNmITkNntISgRZmvPgo/6bg9P9YHhYGBgYH5T1i0ZDGRSNy9c2dgf1D19GfQgaVhAABKikGZmG6Wll9NOkGhUMtWrCAQToXt2zd0WKtFo2HaQye1hGBgYGBgOi1QNIyKCk7yK6kFslisFcuW6+rqHj1+jNiO6jEoFGru/HmqqqrKwvcwHQC2hGBgYGBgOhFSqZRGo5FIpCl//on4ldDQ0Ni1Z7eKimp7UkAkEgmdRlfXUJ82Y/q/cna/M9+1hEmn00tLSqC1SbFYzADrQzfx6V90Op1GVy583RoyBJgOzWGDqfKttYGO0rYe4P8FEomkuLg4IyMj880b5Xoj7UcsETPoDJFcHBmmGYBUymQyFRKdbcNms3NzctJfpb97+5bJYDT7ViaTsdlsDocDd/K/CYPO+FBaCstSw/xA0Gg0pIiT8/59X0+vSxcvdmAnBfkFVVVgae2fARKJ7OHkZGNr0x616MzMzD69e9+4fl2x5ScFaHcGOu4TEolEYXv2GhkbQwXqst5k7tq5U8Dno1AopDxmHpBKIXlfsVgc0L//ytWr2r5PgBQ4sC9MJBKt3bC+tczqzDdvwg8dWbB4YR9v7+96zzIYMY+i3759i0QinZydgoYM+WrSckV5xcsXzxXB+YBMpqWl5R8QoJDdaz+vXr48fepUzrv3fAEfiUBqaWkF9g+cO3++Xpup+M0oyC/YvnnLvAUL/AObNLt/ERgMRtSDBznvc7BYrKu72+DBQXi1b+6i76SmpmbD+vVDhgyZMGlSG83EYvG9O3cuX7pcXVUlEosxaLSpqen4SZMmTf6kFcnj8XZu36GmprZ2/bpfPOmPTCZH3X9QWFSkoqLi5u4+aPCg9jycDQ0NZ89Ejhk3VqHNrUz0o0dVVVXTpk9XyCp+laTExNRnqfPA5/krwgQSieTF8+cJ8fEcDsfGxiZo6FAzsya1NzqdvnnjpqXLlymLtcLAdBgMFlOQn/9PZKSWlhaNSvXs40WhUK5dvdr+PaCQSAaTefnCRT09PbBUOxb731rqVCq1j3efutpa6CpQKFTUw6g2ArSlH0fk1kDKaZaAhgS7DvvvlA35v7SE4p88Sc9Ijzh2HLJeiSSinb2dSChCoZBUGj3l6dMuFl16uoJFGKQSqamp6VeNXJlMVlxUxBd8KobwJXQ6PSsrU7laZAeorKxcsXRZcXGRjbWNFJA+uHfv3p27YQcPKN7CLZKYmLB9y1YNTU1Iiloikdja2fXu7fmtltCjqKi1IaEqKqojR490cHQUCARpqannz50vKiw6cOTwV2VmFLBZ7Mw3b5Srh/4KVFZUrFyxorS4xNrGWiAQ3rp1MzY6Zuee3T9KDqqd8Pn87KxslzYFMMRicdievadOnuzeo8fM2bPNzMzq6+tiY2I3rV9Prq9funwZZAxJpdKC/Hx1kvov7p949+7dquUraFSqpaUVX8C/df16XGzstp07vtrz9+/dO3P6tJd3ny8tIQql4XjEMSwWO+WPP9ppCRUXFW1cv4HJYPzx5x9tW0JcDmfDuvVP4uK6WVricLiEJ/GXL13ef/AAVAaya7eullZWxyOOHT1+rP1GGAxMiwAAIJVIqxqqtm3eApUDU1FRSXma3LZl8CWgFpw8qPnly5f/eV3VpqtITlFchVROaxdVUFAQHfUIjW7ZpkEikWw2p7KywlGpRCAAyFRVVUeNGW3aSuHkzm4JsdnsSxcv9vH2trK2grY4ODru2rMH+ndhQeHbrKyAwMB1Gza0+HOJWIz4ohie3GzHYqVSRUntLxugUCgcDteifSqRSJBIZHtm7VcuXc7Py9uzb9+AgQOkUunDBw+3bt58/dq1VatWIVp/uCvKy7v36LF2/To8Hi+T/0mo4fFtaNm1SGVFxf69+0jqpCNHj7q6uUEbJ0+efOrkqV3bd1y9dHnR0iXN/sAgidJv6oqvAqkMK+9TIazezvatcfPGzbyc3P2HDgb27y/g869fu75/376oh1HTpk/76m8lEolMJmvbcdj2XQbkYOTgcF+pFxgf9+TsP/8EDui/e+9ehQE6cfLk4JWr/pFXj/f+6HfEYrEt1iKVSqUAAHyPR/qrD61EImm7IoriTM6cPk2n0cKPRbh7ePB5vEsXLx46eKivj8+UP/9o8SdkMjnmUfS7t28T4uPRcpS/ffH8RdqzZy9ePH+blaWoL/tVOGz2wQMH6mprdXV1vzpOPLh/P/rRo+UrVkyZ+icOp/LieVpocMjRI+GKWNFRo0ctWbgw4Un80OHD2nkCMDAtYmRkNGnKZD6P/wPMF2gPv+a8CImUSiTuvcC5xJd06dJl3ITxyFaKOSORyPT09FcvX6zfsFFpswyFQrd/ft7pLKEXaWllpR8WLV7c4jtaKK9C8KVlCgBASnLy3dt3ysrKVFRUent6jp84vksXC+U2KDTqxfMX9+7eqayotLaxmTxlssvX0s6zs7Nv37yVn5eHw+H8AwLGT5zQxlIXn89/8fy5q6vboMGDsThwDBsydEjkmTOlJSViiRiLbTkCHwCA6upqW1vb3h9rbXYMaK1h87atCjMIBImcNGVyfl4eh8sRi8WKIlb1dXW3bt5MS0sTC0Wu7m4TJ06y/Gh3folIJLp44YKmptao0aOgUa28vPzurdv+gQFQB4pEops3bqjh1QwMDS9dvFBbU9u7d6/Zf8+trKw8GxlZVVXl5u42feZMc3NzxQ5vXr9OJBINjYwvnDtXW1NjZ28/+Y8pTs6fimQ1QyaT5bx/b25u7uvri5UTNGzo6VOnPpSWtN0tpSWlN65fe/PmjVAgsLO3HzlyZJ++fRWPVlFh4aOoRwMGDniemvYk/gkOixs4aNCoMaOVzVChUBgbE/Pg3n0qlerVx6uPt3drUx8IHo9388YNDQ2N5StWKP+dq6urL1i8iMvlNjY0tPHz6qqqa1evpae/EvD5Xbt1GzlqVD9fX4WlmJWZlZSYMHbc+C4WXUBrRiq5d+cul8OZOHmywr2RnZV1/eq1oqJCLAbr5e095c8/PhO5lslSU1Pv37tfWlJMIqkPGTp0+MgRbYhx02i0jFfp/gEBXn36gKabhsaIkSMjz0SWtt7z1MbGJ0+eMBkMIokklnwqfAvxNjs7KSlRJkMQSSQZor0v/X/ORJaXlY0ZOyb5aXLbI4VIJHoS96Rr164TJk0ikUiQ+Iqfv9/TxKS6ujpra2uoiJu9g8PNGzf8AwO+X4gcpjNjaWm5cfNmROeGKKeNBrk5ORKJVFtHuxPqwnfEEgINmpQUEolka2f3TT98HPs4NDi4e3fHoKFDaI3U61evZrx6FX78mKJUBRqDLnibv3XzZls7O1tbm6SkpLRnzw5HHHVTths+J/lpcsjqVRg0pq+PD4PB2L9vX3Fx0eatW1t7dWKx2NC1a0kkIvbjLL+8vJxOp5uZmaHRrfYGl8ulUWk2NjaZb94UF5eYmpo4OTmT1ME3ePsRCgRZmVk6urpeH0t2K1BXV98Ttk/ZwVBXV7dq2fL3798PCgoiENSiHjxMjE84EnHUQamoqjJiueFi3qXLiJEjIEuoqrLqzOkzBoaGkCUkFokfPYwqKS4mkkjW1tampqbnz53PzMxiMpnm5maWlt2uXLpcXlZ+KPwI9GcgEomiHjz88OEDSV3dytLS1t7+8ePHL1+8iDx/TrmmqTJIJNLc3PzN69fv37/v1bu3TCZLf/GSzWJZWHRto1tqa2uXLVlCp9NHjR6NV1V98uTJogULw49FKFRNyz58OHn8+JO4OBkAuHm4l5eVbdm0qaGBvHL1aoW1dDbynwNhYT169HBydsrIyEh5mszhcJDIVo2h+vr6gvz8Hk5O1l+Iajo5OZ3+J7INNwyloSF41erSkpLRY8eoq6s/ffp02eLFu/buHTqsyXWRm5sTefpMb08vyBKSSqUxj6IpDQ2jx46FLKHs7OwlCxdpaGj49OtHaWw8c+pUQWHBnr17FS+gO7fvbN640cDAoFfv3jXV1RvXr6usrFy5ahWqFfOORCTu2bdXWSq3pLhYIBCYmTXZtV9iY2t77MRxBAJx49q1g/sPNPv2r+nTJk2ZzGaxFy9cKBY3t5NaJDXl2fXr19euW1tTXZOUCFZybQNAKu3h5OTu4U4kfXo1yys6IxWFkHE4XG8vr+NHI4oKi1x6/s5K/zAwvwJkMljZvq62FraE2gWbzX7/9p2pmelXiyspI5FIEuLjbcE68KehWaCNne36NWuLi4sVlhAKiaJSqctWrPjzr6lIJLIgP3/2jJlnTp7uHt69xSq4dDr90IH9hgaGESdPQLVjrly6tGPb9kGDB7eml4XBYLz6gIYIj8eLjnpUUlIc9zjOyspy6vTpbQx+TAaTyWBcvXzlxrXrKqqqdCrV2NRk/caNfv7+7e8BHp9PJpN1dHRarPylcAVBtuaFc+ffv39/KPxIQCAo/zhh4qQ5M2eGHwk/cjS8teUYHA6n/BW0iqy86oHBYBh0RnBo6Njx4wAAWLpo8d07d9Zv3Dh3wTwUEmVoaHT1ypXioiJFjCoGg6HT6cGhIWPGjUMikX37ei9dsvTl8xetWUIIBGLW33NKSkoWzpvfx9tbKBQ+T0sL7N9/9NgxbXTL6/R0Bp2+Z99e7759EQjE0OHDp0yclJiQqLCE0GiMWCwmqZMOh4cbGhryeby/Z8+OjYmZOXs2FARTUlzyT2TkoMGDd+/bSyAQmExm6Orgd+/eIVGtesJpVBqbzTY1M8O11JltB6bk5uaWlJTs2LVrwMAB0ILa2FGjniYmDRk6FPK9Qykqyo8TFotVvr/xcU+EItHJyNPGxuBD6+7hcfnixcqKiu49ekCm+ZHDh3t59t4Xtl9LWwsAgIP791+6cHFwUFAPJ7BBCyeMx/fz9YWuKzYmurioOC7usZ+/34iRI1q7CgwGAznVWszXherBYdDgOiOiHVRXVe/ZvXvgoIFDhw07FnHsq0sHqnj8shXLIesZ2pKc9PRpYpKrm5uhkZGiWffu3fl8fm5uDmwJwcD8bFgsJp1Gq6mp+VYfx29AR6JMGAwGmUzW0zf4piAVFAq1YOGCffv3EwgEoVBIo9EqysqRSKTyIppUKrG0showaCD0frSzt/fu2/f9u7c0Gq3FfRYVFhYWFo0ZP97I0EgsFkskEl8/Pz09vZfPX3z1fAR8Qdzjx/fv3qusqODzBY3ktlZDGAy6QCBwdXM9EnH0n3Nnww4dlEqkmzZsLC4qan8PAAAglicofbXf6HR6Skqym4e778cQDQdHh8FDgrIzM8vLyhAdRSqVWtvaDBgMdi8ajTYyNjIyNg4aMgQl9510s7QEQz04n/QOpFKpra3tgEGDoNthZW2tqanZdow2h80RicV8Pr+ioqKqslIkErHZbHortw/C08vrzNl/3NzdRSIRj8crKSkWCgXSz+TOZEgkcvjwEYaGhqBUvJqanb0Dh8Pl8XjQ19nZ2Xweb+jw4dCgrqGhMWLUSDCcq/XQe7FYJJVKWzSDvoqTs/O5C+f7+vQVi8XgCRcV83g8KQC0P6QajUbTqNR7d+5WVlaKxeLRY8acOnMa6n9wZSorm9LQMHHSJHUNdbFYDADAgIGDsFjs64yMr+6ZyWJGPYx6FBVFrqvncjhUals9D9FGggIUo/bVPYjF4vDDh3FY7OIlSxFIJPSTr0bsQYkq0NMefvjIsiWLtbS1lyxbpmyZ6ejqYrHY6p+WtAwDA6OAxWTx+fy62jpE56Mjq2N8Pp8vEJCU3NrtAYVCaWhq3rx+PSkhqaa2WiqRQjH8ytN2AACMjY2VXXOGRoZg9EwrAkI11dVCgSDy1Okrly6BIWxIJCCVlpeXV1RWfvV8tLW1I04cBwDg9evXIStXbVy//sLlS1ra2i02traxuXHrlrauDpQpZmtnB0ilq1asTIiPbzH3uEVUcDgSidTQ0MDn8SCvmDKlJSV8Pt/Wzg6LxTIYjAZyg5eXl/Jw0q2bJZ/PJ9eT23/EL9HS1lLDN60bymQyPB6votrkbAOXJT4PJ5Q1tW9KjkOBYbWoNkIFWSzW5o0bq6sqz128ABUufpaSsmLpsv37wg4cPqTsFFFGW0fn9evXB/fvLy4q5nC5OCyWzeEoG4syuU/FwNBAsQWHwyKV6jxTGylYLFZb55OH0tTMFE/AtzGIE0kkFVUVOp0uk6eJKiMSicBkMXV1i64tL+ppqGu8e/s24ujRosIiFpOpoqLCoDO+aVYwavSovNzc8EOHD+zfb2tr59Ov36jRoxS+kKqqKj6fv3vHzv37wqCnWiwS1dfVtUfFxMLC4vylixKJJCkxMXR1yK7tO05Gnv6pKiMyBOLOrdtJiYmbtmwGnY4MBp/Pl8lkdDpdR0dHefHrS6RS6ZO4uANhYbU1taPGjJ43f77p5/mbYNg7BsNisn7e+cPAwCDkoZZkMlkikbTmd/i96YglBFowH+dz7YfNYq0JCXn14uXosWOn/PmHoZFhYWHh3p27lEcrmQx02ivvGXSiYLAoVCu5QuBgKAscENi9e3dINB0s/4vBGhl/crA3g0qlvkh7bmNna2NjA40Q3t7ew0aMOH/2LIvFas0SUsHhTMw+SyO0sbUlEokNbcbVNkONQLCysszNyamoqNQ3MGgWh7QGTK1XOXH6JFYu3oBGo5qFnINuEiSytUiRlhM+wXH0s41IRNOU/bM2rYNEotqfI1FZUVFYUDBh0kQoERqBQAQEBnr37ZuVmcnlcluzhC5fvLRn1y5PT89Zc+aYmpqi0KgN69ZLP792eb5Dq8+bKh4vz2775NvAoDHoVp4ZCENDQyND45LiYhaDofF5fH1+Xt7c2XMmTZkCLd98yf1799avXevq5jZ12l/mZuYkdfW1ISFfelY+PcUy0MRX7sau3bodiTj67u3b3Jzc52lpF86efXj//oHDh6B4fACQYtCYYSNGmHcxh3xjaBQag8UonEZfUlNT8ybjtau7m6mpKRSrPmTo0NiY2PSXL0VC0U+1hACpNCU5mclknjxx8vTJUwgksqGhgcPhBK9c6e7hvnnbttbuu0QiOXzoYOSpM159vLbv2NnLs3fLTikAaDv4HQYG5vvhcrlV1VUYDOZLddnOQEcsISKRqEYgsFnsb/pVaUnps6cpS5Yvm79wAbSlprpGIvcMKdqgUKjqqioOmw25XgAAKMgvMDUxbW1maWxkhMVgraysx4wbB20BAOmd23eQrU/QGQzG9m1bR4wctXb9OsVGKFQZ1Yo/XyaT3bl1K+d9zqKlSxTqLBQKRSgUfpbv8zVQKJSvn/+tm7du37zp6uaq7O95HBOTnZU1f+ECaGlAR0fH3Nw8NzeXx+dBLhyZTPb+/Xt1dfU2YmBlMoRUnpUNfaysrBTIlRsR/x7gsWSfDfqgaYtCo1s7DQ6HE/3okaOjY8SJ43h5kHtNTY1IKGwjxOdLrKysAAAoLSlRhKJXV1VzOdw2bHUdHR1vn77nz56Ni4sbP2GCYrtYLL527RqHw3F1A6WwvgQAgIcPH5iZm0ecOA7F2bDZbJFYBFpqSscDQNmRJtuIzebU1NTgVZtcayKR6NqVq3r6ekFDhvT29Jwxa+aL589nz5j1PC0NsoRMTE2RKGTPnj39Apqi0DgcTtTDh22sN9XU1Kxbs2ZVcLCy7j4AADgc7pt6sgMgkcjR48Y6dneUG3ugiy391Ss2i+Xt49O9R482XGV379w5G3l24aJF8xctbK0ZlwNmU2r/u2JUM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zc2NKqL1dTUzJ4Vr759rCA/Pz5uVm5OjrpYc1PzogULr1y5gpypq61dMP+j27du/f1hoQ3rEw7s/xmCoHlz5275brOe7VcH9v88aeK7MplM8Y+5eOFCTPS4+vp6XQKlpaVRo8ekpj4vLy+fPSs+Iz1D/a9tfP6ypUvPnj2LnGGzWIsXLUq8kqguBkHQf7/88oe9P0glHU3Z1ta2aePnB/b/rPF1Bw/8smF9Qltn7hOpRLrvh33//eILuVyuLnb16tXFixazWSzkzF9//LFs6VKRSKQu9iLzxez4+MLCl8iZR8mP5sTH19T8LdFzZUXFnPjZz54+Q868LCiYPSs+JztbXexvfWfKoxQhX7Bg4QKkY6fRaAmfb0xLTSstKUHEKsrLMzMyV65eBdd8xmAweDx+8ZIlzU1NSP1d5W+Xw0lMTFy7fp16x/7Bhx84OTGSrl5V/1GePH7io48/9vb2Rk6OGTNmVETE8WNH1X9GRw7/PmHixOHDhyPn/Pr1mxUf/+cff6h3RYlXEpk+zIkTJyJnnJydV61Zc+7cuTY+HzmZ/DBZKpUuWrIYBEF5d6kTCgsLff38DNzArh9fX9+mpqYGNlu/mKRd4u7uPv+jj/44eULdCJV0JdHF2WXKlCnIGQdHx3Xr1iVeuaLe4aU+T21tblmyZAkO39GUVCr1s1UrMzIy1Meu4uLi9PS0hI0bqJ25T3B43OIli/l8QcqjR4gYj8e7fPHiylUrHRwdkZPTZsxwcXa5ePEickYqkRw/dnTBggU+Pr7IyZGhIyMiIs6eOYuckcvlp0+dih4XHTI0pOu1+PnNnTfv+LFjEokEOfk37UxPS48cOxaH/5tH2MrKKiQk5MmTJ8iZhw8ejhg50traWl2MQCCMj419cP8BciY7O9utr5uH1mRifExMTk4Ook9VVVVSqXTESM30G5MmTSouKW1ra4MPGxsbGzmN0eOiNcQiRke0tLQ0NDTAhzKZLC8vNzY2VkPMr5+fs7Nz1osXyJl7d+9MnjwZYwAQBJWVlXl6eWFeBS6uru3t7dqzIFRGho4Ui8U1NTXwoUwmy83N1XY4eXh6urm5ZWVlIWfu37sXO3ECopowtra2w4YNS0nuUrunj5+EDB2qkaAUh8ONiRyj3tHk5eY5ODr6+PhofO+UqVOePXmKmCBKSkuxOJx2JpXYiROKi4rEYjF8yOPxamtrtadJw0cMx2CASrUfT5d2tre3V1dXodqZA4ODKsor4F+wXC7Pzc1FXboOGjy4oqICSStQUFAQEIiy1GAymW2tPOSHnp6WHty/v3a3RKfTnZ2cCl++hA8LC4sYjgztRK8EAsHTyysnOxs+bGhoEAgFqIsJP1+//Lw8+P+tLUr8AwMxBiCXy3k8no31q0nOgcfj8QQC0lT6weFwgUFBGenp8GFTUxOPx2MyNbVEFXriX5Cf39WUNdXvvDNQW2zI0BDl6KnSJwiCKisrUYvFBwUH19TUIDeZkZ4eEjJUW8zF1dXCwqKqqho+zMvJYTJ9tJvSwcHR0tKyqLAQPiwvLyeRydpLJQsLC1dX18LCIhTt5HA4MpnMydlJ+yb69OkjFAr5qmGxubkZA2Cc0cSsra3pdHpNtfJeZTIZh8PxUhusEag0GpVGg8UwGExRUZE/WiAFCIJOzs7IMFRZWeHi6oKaiiggILC4uBj+f0lxiaurK/7v3T+Mp5cXh8OBf2PV1TW2dnZUKrr1QBs5BAHgKxjWYUAAMNzk6R8QUFTU0WBVVVVWVlYUtNv29PLkcrjwiFRZWWljbW1phZKy2dXVVQZBLa2tGAxGoMK1Tx9tMRcXF7G4HelBSktLUduITCbb2NrW1nZ07dXV1Z46TCh+/fohHU1xUbGfrx+qmJe3V3V1FXLY1diS9nYikYhqcVBmqOp8oVKJRCmmI2EViUSC5w1w8kULCwtUMTKFgkwvpBKJLsMEiWQhkXSkgpFKZbqyIVAoZDUxCTIb1oBoQQQBsOMppFJdD4sKnkCQqs2H/iEyCMLiDNV1CpmMvCtJu86nsyAqXzXydCQSGfXpQBAkWhDhCyqFAWUYAKoYnkDoaiOZlExBefkAAOAJeKm04+UrVP1f9y0uRb8arD8Khfx1WePV7Rp6AsYMjCV75SFnf7ugwdfGYrH2dnYsNuuV3AOfz4dkMiqlhxkYFYa9VV1iWiqr72rGesVeSXupX6NLO6lUqkgoQn4H6vDb2hSqCRP8IxAKhOoLKwS5XN7a2gpnvgRBEIfDt7S0oD5Da0sLkiCTRqNxGjmoN8rj8ZDBl0IhNzehXE01J+HSOnsUS0vLxsZG9Ku1toIAgFUN0BQKhS/gywzLcgiCoI+vb2Fh4St5+6WlpZaWNF0Gam04HA6N2vWumpqbUcVaW3lYHA6e81Gp1NbWVtTJg1gsFgoEsEMEh8MBANjG42mLSSQSqaQdGazIZAqXg9JGcrlcebVOMQIevcWVBpxGDq1zzUClUnW1eFNTE5FARNFOaxsbmqVleVmZ9mfKy8uV0x3VI1laWtJotDI0sbraWplM6uziAvc3yhluQcdUQx1OI0cqkyLTneDgoOzsrsUmAgRBtTW1zM51ItPHp7amBpKh6FPWixdBQUGIGLeRw+9c6atTVFjk2rcPiFU+sru7W0tzS4uWzVkX3kzvopeF+k3oBlJcWGhFp9s72Bso/+JFFrJw6evWV6Jjvf/y5UtXVxdYO11VZgE2C6WzLy0podOt4ekBmUymW9HLy8u1xcrKyuh0a8QsExAQ8OIFShu1tbU1cZvc3d3hQ2+mT0nnAkCDgoKC4OCOBXdAgH9xcTGqFa+0pFTdsNilnTgczt3DIzUVxUOTnpbu168f0s8PGjxI3RiGkJyc7B8QgCxc/AMC8vLytH/BOTk5drZ2SN/Zf8A7RYVFQoFAQ6y6qqq5uQm5Vy8vL24Tt55VryHG5XLZbLZvv45ZNs2SZmtnl925hEeQyWQFBQVBQR3NTCAS3T3cnz59ijEMJpPJ4XJQf7pGoVAoHj954uTkrGGP0wVfICgtKQke0NGuVBrVzs4uW81yBCOXy/Pz8vwDOiwkWCzWr5/fI7Q2evQoZfCQwfD/QRD09fNLT+swCKiTlprq7u6OmL0HDRqUnpYm0xpX8/Py8Xi8fec4EBQcVFpaKtBqyqLCIgAAXPt0bFJV9V+K8nJNl2Fzc3N9fZ2Prw/6vDM0LPThg4etqgUdQmlpaVFRUWh4KHJmZGho4cuXJSV/82I1NjQ8Sn40JjISORMYFCgQCJ49/ZsXSyaTJV1NHDFyBKLEdvZ2bm5uly9rerFOnjgZFj4KWX3TaLT+A/qfOXVaQ+zK5cveTG8rKyv4EAtih40YfuXyZY1+7sGDB3I55OvXZSWOjY29cf26xsPqwq9fP3d396SkJMw/o66uriAv3/Dc21cuXfLw8LCxsYEPsSB2xIgRVxOvakzAnj55IhQKA9UMZGPHjn1w7z7n75OckqLi4qKiESNHImdCw5RNqTEStra2Jj9MHhnW1eKwxqjbvOHFzelTpyZMnICccXFxcXB00G7K8+fOhoSEILpOJpODg/tfUjPjwyQlXnVycmI4OaFrp7+/v3+AP7yfCwaCoGNHjk58910b644XhMFgbGxsoseNO/3Xn+o+jMuXLwcFB3mpmaxJJNLMWXGn/vpL3bZ388ZNEpk8KiICOQMAwMxZcffu3FV3dWRmZLBYrEmTJ6nf3vQZM4qLi/Jy89Qd5Y8fpUybPl3d0hQZFSWTQY9THiNnBALBxfPnZ8+Zo74+9evXj+njk3jlCnwXGL0oXRJDh969c1fbT20Ujx+lNLe0jI3uXjtBEOTxePfv3Z8RN1P96SLGjCYSiXfv3EHOiEXiU6dOzYqfRSJ1mT68vL2DgoMuX7qEnIEg6NSpU+Njxqt327a2trETJxw/elR9nD1z6nRAYGA/tRh+PB4/Y+bMs2fPqneft27epNFoI0O7lBgAgLnz5j24d5+lNqnIz8urrq6e+O676k/3/pQpxcXFhZ0WUAwGU19f//Dhwzlz56k/rOaaferUqWlpaUjHU1dXJxAIRo/pUiaYMZGRrHoWMgWWSqV5ubkad6C0/Q4ZQqVSC9Rmnw/u33///fc1xNzd3d3c3dUdOc+fPw8fFa7+uuGlzMjQUPVf8LMnTwKDglxUM10EHBY7afKke3fv/m0uYWcfoGV7j4mJyc/Ll0qlhixOp06dWlpScv3adUxPEYlEhw4emjBhgrXaT10XIBabkZ4BO4E0/jRlypT79+4hh/n5+ZY0y3cGatreYyZMyM8vQNavrS0t9fX1kWqDG0xkVBSP11ZX3zFlkkgkmZkZUz+YqiE2eMggHBZX0unQhiAoMyNz3PjxGq/OxcXF29v7RWYmcib5YXJExGia5d9sFDRL2ugxo+/d6Wqjp8qmDHRkdHlKUbTTydmZTqcjN1FUVMRgMKida0YEa2trW3s7xEqsLOaMUSCzYwQAAHx8ffNyc+FDFosNQRCqiX7osKGIR0QqlVZVVqH6MAIDg2prapA3npGZOXTYMG2xoOBgDoeDeEEL8vN9fH20VdDTy0sgEHAaOYZop1+/flOmTPlh714e2iLXEE4cO97UzJ3/0XxDhLEgmJGePnQoioeG6cuUSCSIaSI/P4/p46Ptp/D09JTJZLV1dfBhQUGBo6ODZecUCIFKpTo5OyFNWVJcYmNj66jmT4cBAHDgwIFpqR3uTR6P19zcpD5TQgjuH1z4sqNThCCooKAgZBjKUwwaPLi4qAjuB+VyeVFhkbafUvORQBB07dMHCY+trKhw99DUuS4fRmfP/PLlSx+mry7rf11tLWyLqa2ptrG1RY3vDAwMrCivgMUEAkFrawuqX7uvW18+vw2ed4tEotaWVi8vFOcEhUJxcHCoUM275XI5m92gvhJEIBKJzs7OJaUl+qthIMyZN0/A5+/euRNjPDk5Ofv3//Th9GmoP04NAAAQi8XV1dX+AageGoqdvX1VZSW8zKqvq/P2RnlXAAB4e3sjHpqiwqKAwA7LhgZubm7wu1LZZ8pcXDrW/hr08+/y9zSwG0AQtLOz0xbz8vJqbGyEZ8YNbDYej3dSm0oi2NvbEy0s4AAJkUgkEAj69O2rIYPSKmQyqb29o3OCIIhMRnf3UdWs/xJxO6p7DXaeAmBHZQ+JRGpBtEB9cgqVCqlCtmC3IQYDoHojlVfDdHitJBIJgUDQiFnpeCoQJCtdLEqPv0pYYWGB7o6i0aiG1BuA8fL2Sti48fix40d+P4IxBjiQ1NvLe+nSZQZ9AFD6xkAQ1JjbwIAgaEHs8KLBNnNdHhoqjYrE5kokEl1tRKFQIKhjLieRSFC/FG4jibSjxdvbxUSVd0obEoksVwF7/HW5hZReK2Kn10rpKAa0vVa4f9tDY5iLRt89dP5F/3BsoNfKWKZMnVJcVPjt11/jcNhZ8fGGfKS8rGz1qlVikWjroYO6/JBvrkft//VqKH1nG68N8dAQicQWHc4JLpdL6exWqVQqqi9BdTUeCADw0Ekik4QCAao7isvlEokd9aZweDwAAAK1WMyuq7W1KUClaRb2/re3t6Nm/4cgqK2tjayaQoAgiAWxbW3ok0UOt0nlZzLiDa5cs3r23DmbNn7+vy++ZLP0hWkq5PJ7d+/FzZjZ2Ni4b/9P6gaNblBgCEQCAAAtrSiuF5lMxufz4T5JmWFetbpHvQyXw0V+D2QKpYmDHrbX0tyC9FtkMoWH5stQOnK4XErn1SgUilAoRN39zOO14jq9VhQqtY3Xhiomk8kEAgHsjsLh8Qq5XLvFNbVTJpNVVlUh0aPe3t4VlR3TQQ3ycnORVXBAUGBZWTmqK6WoqAjZL+Lu7s5p4iKLFXWyXrxAvpRCodjb2xerxTsjVJSX0+l0+I1bWFg4OTkV5Bdoi7W0tHCbmuB4GRAE+/Tp87JzwqSOgM/nchq9mUyjNkkSCcTPN23auOnzv/76c9oHH/x66FBTU5PGs7e3t6enpS9auHDBRx/16dvn+IkT77zzjuFfoVAoiASCN9M750U2qqeew+F6uCvfKgAAHu7uSIiWOhKJpKKiHDHRBwYF5uTkaIvJ5fKKigok5tDHh1lbUy1Fq8OUnZ2D+OQcHB2xOJy65Qih8GWhk7Mz3IPY2dnh8bhK1RRZg9qaGgAA4JmrhYWFtbW1tgNSUzuLi4ulEombe4cVg+nj09DQoO06q6+rFwqE7p4dCyYHBwcymVxQoKkoUomkqLAQWX3T6XQrSyttV4dCoXj29OnAzq1bWCzW3cMdWcKrozSyeHggM9fBIUOePO6yayI8e/rUrW9fpD8ICFQu4LR/PHn5+VZ0upWVlbGDDxaLXbho0V+nT/v4+ny/dduwIUPjps/YtmXrz/v37/th36qVqyLCR01+773i4pKEjRuOHDumvZ+rW2QQNHjIkCdo3qzMjEwb264AuYCgoKLCQu3Ih5cFBRSq0rcEH3p7efF4PFa9pj41cZuUzrZOj7G7h4dIJC4v1VQUSXt7dlYWsr2Oqrpyrpa6KzdvvHiBLOYAAAju3/+RWrwzQkpKSlBQEDxaAgAQEBiYmdFlh0LXzuNHj0WN7bIV29vbu/V1O3+uyz4Pc/78OR9fH0taxwvCYrFDhw09e1rTkXPt2jUikai++p7w7sSzZ85oxN6mpaW1tLQEBnetKJV2zZTHGrECdXV16Wlp4aNGIWeGDBlSXV2dm9NhsYLh8XiJV66Mj+kKIPf184MgSN1GCHPx/PmQkKE4HE49astwBrzzzoGDB4+dPLF06VIQBI8eOfL91m17d+9OT00NDw/ftWfPn6dPfbxgga5Fhn7kcnlwcHATl6Meo66yvYvOnTkzYUKXh8bLywuPJ9y8cUPjCufOnoWfDj6k0mh+fn7nz5/XFvPw9LDtVGIAACIjI48dVdszo+L69et0azoSHQEAQGhoaOKVRI01ZVZWFpvNGqhmfA0fNerpkyd1nYYtmJrq6udPn42J6jK+Dh8+vKKyQrN3R3YY8fn8Pbt2rVm1ur29XX3nUVNT0/x5806qdrcod0VJpX/98efH8+dzOBx1MZFItOqzlT/t+xHZ0Xb92vWZ02eUl5drbLPatnXrpo2fNzZ27GjLyMiYNTPu6eMnGmInjh9fsmhRRYVyXqFQKEpKSj6e/9G5s+c0xO7evavaLdWx8Y3FYiWsXbdn124NsZcFBTOnT79//z58yOPxdnz//Yb1CfBGtjnx8fp3vXWLTCYTCgQ8Ho/P54vF4n9yKXjXW8qjR0qnfErKrLi4zIxM+E+NjY2bNn6+bes2jY+UlZXFzZh588ZN+JDP5+/b+8PqlSs17qSxsfGjefNP/fkX/NQQBJ04fvyjefObm5rVxSTtktUrV+3etUvA58Nn7ty+Had01HVtS4TZuX37hvUJjQ0N8GFmZmb8zLjHKSkaYn+cPLlsydKKTk0oLS1dtGDB6VOnNMQePHgQHxeXlZWFnOmw9Vy8cOFqonI71WerVtK1AhQqKipURj7Aycmprq4OBMHVa1ZrW6eampp27dzJaWx0d3fncptaW1uXLV/Wf8AADTGxWLz/x59yc3O9vb2EIlF1VfWcuXPUHfQIv//++/27d5lMplyhKCkuHh8TOzNuprbYtaSkP0/+6e7pTiQQi4uLhwwZsmDRQu1sBc+ePTt44IC9vQOdTi8rK3Vxdlm5ZjW8FWTenDn9+vmvS1iPeQOoqqr6eN78bzd/F6Iyxd+5dfvo0aNubm4kEqmkuDgoOHjJsmUWFprGlxeZmft/2k+3pttY21RUVNjb2a1as9q600GPUFlZuWuH0l7r7KxsSgwArFq9Wtsd1dzcvHvXbnZ9vbuHR7OSpuUrPunfGYyCIJVKf9i7Ny8n15vJFIlEVZWVcfGzoseN036oEydO3Lx+g8lkwh1NTGzsjJkztMWuJSWd+vMvL2/vBYsWMhiMDu08dPAggUAIDw/H4nDaKywcDicSiW7futXY2MhgMEaPGUMikbSncVgsViaTPUpOLi8vp9FoY6Oj6XS6tphyqqHaJZyTk0Mmk0PDwvq4ukq1xABAmWK4oKAg9flzOM2LN5MJyWTaU0QcDldZWfEo+ZFEIhkwYIDq96CQyzUF8Tgcl8u9deuWUCj08vIaMXIkFgtCkHJMT1i3ztPTa9GSxcj6T6FQYLFYBoOBGjr+CmlsbGxra0OsY4BSO6u/3LRpxaefDBo0SBlWi8NVVVenPEoWCkXBwcHw7Fx7GYfD4Vqam2/dvNXGb/Pw8AgNC8PpaEqhUHjv7l02m+1g7xA5NkpPU6Y8elRaWmptbR0REWFrZ6dtbAGVJfKA9LS03NxcAp4wesxoFxcXtKZUGm0KCgrSUlMVCsWw4cN9fX0gqMO8rXF7tbW1N6/fmBk305vJVGqnXC6Pj4urra2Dh3nUlwiAgCpYFVDIlaOYntBrLA4HKs3vyuW/cj6HKggAWCWgQoGBIJnyXaOLKaNylGsgAAPJIEgO6RIDQSwOFoPkyiZBvT3lmwRVT6FsXUimnKjA5xsaGgh4grWNDbwdTGmTkkPWdOttO7aj7qd5hWz5bvOVy5cR1wOcCITT2Ghtba3axqBQPR2IxSpvuydPpy0IAjgsTuki6b4psSAIquYtEPJmdDUlRoGRvZqmBCEI2vTFF9HjxnVMmUtLSisrK5UNbJJgcTihQsjlchH7vgyC7Ozs2sWGupF6TENDQ0lJCbFzHqKA1QKLra+vl8vlplktUyQWwxbcDu3E4XB4PP6VZBN4S4FHn65D5c4T5Vjxur8Xi8Xi8XhtfyxWBcYkwUNQh18GPhaLxSKRyGRfhzYQBInF4n8hlaFEIhGJROaUs+qIxWL4hSi1EwCAhI0b2ng8XfuATRCFartzn74oe71fLR9O+3DAgP6guV9QA5JBcLhqx5rdjJk3EHNnaebNxaydZt5czNpp5s3FrJ0ooMaMvlakytwbryxPU6/BrJ2atLa2rli67DlaMunXhEwm+3zj55fUdveagTFrpya/HDjw4sULA3N1vBKwWCyJRNq+7Xvt4EsTx6ydfyMrK+vY0WNLly9D8jf9CwAAsGTZUhKJtGfPnn/tS98KzNrZhVQq3bJ5s79/v3jDtrO9QhgMxtr16y5euHBPK0TalDFrZxdnTp/Ozc5Zs24dHq2SFRx8/c/fuC7vaExs7KhRo77fuvUfJsPpTZi1s4OK8vK9u/fEzZoVEtJVCAJBLBZv2vj5gwddNRt6hlAo/O+XX6pnaOlqCRBcu25tY0PjLwd++Yff0mswa2cH+/btI5FIi5cuQX1NRUVF169fx+uogGY4WCy2uLDoqlpBHHW8mcyPFy48cvhwfn5XJjNTxqydSm7fupV4+cqGzzfqWqo/TnlMt7IaotWtSiSS3NxcZaWHvyOXywtfvtTY6gXnBxgfG5OdnYWa+hWDwcydN9fT03Prd1teSSbbtx2zdioTPezcsTN6XLSuiqByuTwpMTFmQqz2XqUGNntjwgbUdK/btm47f05zAyQGg4mOjq6vq8/tzHymgYWFxdqE9WnpaRe0Nk+aIGbtxBz+9TdWfd269etRF0Oq9AEvq6qqwsO7diojtPJ4HA5Hu8dV7kLGKJBSKeo4OTsPHjzo5s2buppkxIgR06ZP37Nrd3Vn0RyTxdS1Mzcn58jvv3/y2WfaW0wRriUl9XVzQ60Mxue1icUi1BxrdrZ2XLTMMAAAjIuJuXP7Dlz/CZVly5cDIPDzT/sxpo1Ja6dIJNqyeUtQcNC0adP1yKSkPA4JCUES3avT0toKYACkyKQ6DCeGQMBHtR8NCQmxsCA+fPhQ15fa2dmtT0g4d/bsw39sJXirMWntvHD+fHpa2vqEBF1Z/ODUpOVlZerZ0dXhcjg2Njao1cwZDIZQIGrjoSSNcnd39/Zm3ryuL41y9Lhxo0eP3vH9du0ll+lgutpZU1Oza+fOOfPmaue0ViclOdnOzi6wM7uVBvX19U5OTqj7sRgMhkAoaOWhVE3AYrHR48bl5ORqL+oRiETi+o0bKisqjh3RTBpjOpiqdioUu3fusrKy+njBAj1SEARdTbwaM2ECaqpbZdpYFsuRwUBNncxwcoJz16B+MDIqsrGhQbtyjToeHh7LVqz49dAh1AR6poCJauft27evJiauW59gb6+vqlVeXh6bzQ5Tq42ijkIur2ezGE4M1L86OjoKhULUSmpw1r5hw4ffuK6ZmkuDGXEzfXx9t27eYmBN4l6GKWonn8/ftnVb1Ngo7WrvGiRdverm7o6kwNRABkGsehbDEV07KRQKXNUF9a8AAESPi354/z6vVV+NBBqNtj5h/ePHjxMvw5VrTAtT1M6ff9rf2tq6eu1a/ckU4FJgw4YP01XbWCaTNXG5dvYomf1hk6ednV1jozJrPyqDVeVy7t3vJigpZOjQWbNm7di+ndVZtMV0MDntzM7OOnbs2OIlizy6y/hakJ+vWq1P1CXA5/MVysKhmjVWYOAkYXoCivv27evt43Prhk6zPMKixYuIFkQTjP4ETS6C87st/fz8ZsXP7lb44cOHLi4ufn7ode6V5ZfqWRQKGclBrAEIgo5O+rQTBMGY8eNzc3O79Qk5Mhhr1627eOGidoLc3o1paeeZ02eys7PXrFur7THXQFnPM/FqTGwsqi0ThsVikUlkOAMoKsq+k83Wk+4mYszo5qYmbTe9NrETJoSHh2/bus2koj9NSDsryiv27tkza1YcnLVVP1lZWS0tLepFILVhserJFIqVXu2sr6/TkyPJzs42LCwsKelat/cDKqM/1zWw2Qd/MaHoTxPSzh/37SNZWCxagh7BibZad+vn31XJVBs2i0Umk1HdmDC2trYtzS16Y+GAqOixjx89ajagUjzTh7lg4cLffzucn5+PMQ1MRTvv3Lp95cqVhA0bkGrSeuC18tKep4aGhumqoQZTz2LDZiNdAlZWVgAA6K+rOWjwYDqdfketZrAe5s6fp4z+3LwFMo3oT9BkIjh3jB07Vr3Igx4KCvLLyspiJsTqF2tpbtZvzKdZWpLJZNSiPgiurq6+fn63b9025MYsLCzWrl+XlpZ64cIFjAlgEtr5+2+H6+rq1yWs73YxBHP/3j0vLy+m3nKrEolEIOA76XAUwVhaWpIpFP271AEAiI2Nzc/Lq6joqKOqnxEjR344bfrunbtMIfqz92tnbm6uKoLz0766IzjVkUqlSVeTYibEYvXuIuLx2oRCkSNDr3ZaWZHJJF2bNBDCwsPb+G0vMrvK0+tn+YrlAGAS0Z9g74/g/G5zYGDg9OnTDPxIenqaSCQaPmKEfrG2tlZV34kSd4xAo1LJZEo9qxsfj7WNsqhFko6tcOjRnxvWm0L0Zy/XzosXLqSnpa3bkABXdDWEpKtJbu7uvr7o5eYReDyeUCBkMPRpJwAAVCq1ga2v0itMVFRU6vPnjY2NBt5k9LjxEaMjdnz/fUsLSpnXXkNv1s7a2tpdO5QRnOqF8fTT3NycnpY+KmJUt2WKeK08kUikf1WkjEWyt29q6j58eOCgwTY2Nrdude/VhCESiQkbNlRUVB49Ylyl+LeLXqudCgxm986dNEua/ghODfLz8qsqK2PUamzqoqWlhWhhQSRZdOuEFAmFGsUktXFydurn73/vzj3D0414eHouW7H814OHCntv9Gev1c47t28nXklcn9BNBKcG9+7e8fPzM6QkcENDg6OjY7cVnpycnQS6Y5DVmTBhQr4y7qTc8LudGRfn4+vTi6M/e6d28vn877dsjYyKQq3ZqIv29vbrSddjYmMNqYzDYrEZOqLiNXcXCYWGaOeI0JFikSgjM8PwG6bRaOvWr09JSUm8kojpjfRO7fx5//6WltY13UVwavD82XMZJBs2fJghwqz6OgbDsVvtdHJyFggEuiLk1bGysoocG2VslPHQYcPi4mft+P57/Tb/t5ReqJ05OdnHjhxdtGSRh2f3A7Q6SUlXPTw9vJnMbiXlcjmLxdZv7ISxtbUVi8VtbSg7M7UZMybyRWamsVHGixYvJhAJe3f3wujP3qadUql083eb/fr5GZuDk8PhvMjMjBg9xhB/kkwmY7FYDAO0k2hBJJFIhizbVSv3gfYODjdudLPZCDX354Xz5+/fv4/pXfQ27Tx75mz2i+w1a9cRjKxcnZ+XV11dMz5mvCHCUqmU39ZmSPZuLBbr6OjY0KBz/4Y6Dg4OAYGBD+49MLYw4YQJE8OVuT+3CYX/dj2G10qv0s6Kioq9u3fHzYobOqz7CE4Nbt+6FRwc3KePQaUHm7hcAh6va8+G5v4NJyfDB+uJEyfkF+SXlZZijAHO/clmsXpZ9Gev0s6f9v1ItLDQlYNTDyKR6ObNm+PHj+92lQPDYrFJFIqeqHgEAAAYDEcWm2WgIXPYsGFyuTwtLR1jJEwfn48XLvj9t9/y83pP9Gfv0c47t29fuXzJwAhODZ6kPAYB0PAet55Vr2dHkQZw32lguWIqjRY9LvrK5cs9yAE+b/58D0/PrVt6T/RnL9HOpqamnTt2RI0dG2VYBKcG165d8/Dy9PLyMlCezWKR9O4oUsfBwYHNYhs+lYyIiMjPy6utQcmu2H3057p1aam9J/qzl2jn4d9+q6+rW5eQoCsHpx7YbHZ2VlZkVBRORzoaHbsxKbr2uWtgY2MjEAgkBpdye2fgQEcG41pSEsZ4RoaO/HD6tF29JfqzN2hnXm7ukcO/r/j0MwMjOLU+nldXVzcuupu8IOo0NjQY2HHCEfIEAoHLRcnliYqtrW1wcFDyw2SptCcDtDL3Z2+J/gR7RQ5OVQTnDJ05OPVz88aNgYMHObu4GCivUChaeTxHR0cD5S0tLSkUSr0xNvZ333vvZUFBaUkxxnjs7e3XJyijP5Mf6MwP+rbw1mvnpYsX01LT1iUkGDjOaiAQCO7euTNu3DjDfZ4ioUgoFBriKIKxtLQkGRAhr86gwYOxWGxqahqmR4wbP35URMT27W999OfbrZ3V1dU7t++YPXfOwEGGRnBqkPwwmUAkotYo0gWP1yoQCPTvKFLHyspK1XcaoZ0UCmV8bMylSxd7Vr+LSCRu2LihvKz8bY/+fLu18+TxE5aWlgsWLuzxFW5cv+7l5dVtTiWtqHiB4X2nhYUFiUQ2qu/EYDCjRo0qKSquNGwrnDYenp5LVyw/cfwEh8PBvLW83do5I27m9zu2GxXBqU59fX1Odnb0uGj9G9w04LW18ZV9p749GxpYW9MNdGYi9B8wwMnZOelqT1buMNOnT9/7ww90Oh3z1vJ2a6ebm9ugwYN7/PGc7Gw2mx0ZFWXUp9p4PJlMZlSJbHsHB2WYkjHDtLW19YB3BqSkpHQbV6/nCiNGjtCTB+rN5+3Wzn/IjWvXhw0fbvjqG4bL5VpaWurK1Y2KkypLN18gMOqL3ps0qfDly5Linqzcewemq51tvLb79+9HR0cbFaGschSxnRgMQ+LnERyVFQ4MipBXZ8CAASQS6fnz5xhTxXS18/79exQqdXDIEGM/yGKxHJ2637OhjhODoYqQNygGGYFEIsVOmHDp4kUDffS9D9PVzps3bnp7e7u5uRn1KYVCoYw7dmQY1eMqq8MYtn9Dg7DwsMqKyrLSMoxJYqLaWVNTk5uTExMbY1QXqNyzAUFwjSKjPmVFp0MyGWrtIv0EBQe7uromJppiSQPT1c7srGwulxsxerSxH5RBEKex0d7BOBsWHo+n0+lN3O6TdGpgZWX1zqCBT588EfXSPcH6MVHtvHb1amhYmJ0derkMPYhEovb2dmONiFgs1snJqb5H2yYnTZpUVFhUVFiIMT1MUTtbmptTUlJ6sFpXRic1NpJIJBrN0AClrt1FDIax7iKYwKAgSyurp0+eYEwPU9TOO3fuWFpZ9cyMX19fT6FQDIyK18whzzI0Ql4dIpE4ceLEy5cuGbsVrhdgctopl8uTEq/6+Pi49nHtwcdVUfEkw4M7EeDaRT2zDY0MHVlVWZWXm4cxMd5iN1fPEAmFDgzH0NCwHgzrcN9JNmy/mwb2DvacxkZIJuuBazEwKGjsuHGGxy/3GkxOOylU6ldff93jj7NZbAqZbJQbE8bKykoqkwlFIqLeSgmo0Gi0r7/5mkqlYkwMkxvZMRgMQUXPPsvhcGxsbXvwQWUOeRKJbUCmWVSopqeaJqqdPQaCIIFAYGzUSJd2ko2O8jRxzNppBG38NoGAzzDSUdRV4cDI3UVmzNppBG2tPIEyV7yhUfHaI3uvzGP4+jBrpxHweLzmpiYGoycjOw6HIxAIdbW1PfisyQL0bF+VacLj8Z4/ez58xHCKwRU81ElLSyMSiUFBQa/h1nonZu008+ZiHtnNYN5Y/g/TjafzdOjaIQAAAABJRU5ErkJggg==" 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Eql+u7b77Zt2UKrqJBKJDU1Nd9+/c3H27aJJWItyePHjr23ek1BQYFELG5gNRw6cGBlXByHzdESS0xIWLJo8YMHD5YsXrxn124DC6sv/vXXsMFDJBIJ9NL8dvi3d2bO5PP5+gTodPrE8ROuXrny4759mz7aJBBoS547c3ZV3Ircx4/FYnFTY+ORw4fjli5jsVhaYimah3Lv7l2BQNDS3Hz5778Xzl/wtKhIS6ykpGTB3HmXLl4UCoUymSwlOWXxwoV3U1K0xBgMxqoVK4/+9ltDQ4NELM7LzVuxPO7c2bNaYiKR6KMNG3/47vsXtbUSiaSsrGzzpk17d+/Rvcxd332/dfMWGo2mPvgLxrdff71l02aZpi8ZQgftrKurWxm3oqy0FL0xOSlpw4cfioRCZItEIlm/bl1KxwsoKipauTyuoaEB2SKTyb/8/IuzZzpcQENDw8oVK7Tu0bGjR3f98AN6i1AoXP/BurR799Ab42/e3PzRJplMht749Zdfnf39DHrL45ycNatWczgddPHokSM/fP8DupBBXV1d3LJl5WXqH17csmW7f9gF6ef7775bGbfilVSKu5+WPmbUaPipYEKn0yeMHZeVmQlB0A/ff3/82HH0fwufFK5asaKxsRG98ezvZ7764ku5XN7hPsfFPXv2DC2WfOfOhvXr0b8xoVC4Yf2HKckdHmVJccnKuLj6ujpki0Kh+O6bb0+d7FAssr6ufsXyuNKSEu1H+f336C1isXjD+g/vJN1Bb7x58+aWTZvQJwxB0HfffnfieIeL7TDvvJuSEt0/uk9QEHrj+IkT7e3ss7KykC1ZmZkODo5jO7Z2DA8P7xvZ797du8gWWkU5n8+fM7eDGeHs7Dxt2rSk27eRLXw+Pzsre1XH+gIUCmXl6lVXrlxFtkil0qTbSWvWrLGwsEBLLl8Rl5mZKRQKkVdBSkrKrHdmab3uFy1e3MBiVVVWIVsSbsaPGDEysE8fdCN1TCAIqiivCAwMfCWWin9gQDOX29jQYFhMoVDgcLgVK1dmZ2Xx+e1W1J2kpGnTp2u97ufMm8vj8SoqKpAtyXeSo6KiQ0ND0WLjxo+3tbPLyc5GtmRmZtrb248bPw4tFhwSHB3d/+7de8iW2tpaBoMxf8ECtJibu9vs2bMvX/ob2cJhs/Pz8letWYMWs7S0XLJ0aUpyMmLDSKXS+2npi5cs0Wpcu2Lliif5BVwOB9nSfrtVKhWtomI41txx8OAhBQVPkI+PHj4aM2a07txxwoQJubm5yMeioqLQ0FDdDpADBw5iMVmIPj0teurl5eWi46aJiIggEAg1NTXwx6qqKisra/9AdStpNL169bKytqqk0+GPIpGojsEYPHSolpiVlVVwcPCTJ61XoVQqi4qKtJ6KPpRKZX1dnZFL3TvF3s4OBMGWFqPC7u7u7m5ubsXFz+CPIqGwvr5u0GDtlc2WlurIflFhIbIlLzd3wsSJWmIAAIwaPTrzUWsLbhwOV1jwBLM0+NBhw2gVFchKwLzc3MjISN2545BhQxsaGxEL6enTpz6+vi4uLlpiUdFRPB4PsZDUcwOpJEzHmPFwd3dycSkrL8fQTh6P19jYpDVwwgT0CWhqaoKtOZFIxGQyg0NaO4+j8evdWyqWwMYmBEFVVVUhHX+7MO4e7nKFor6+Hv5YUJAfGRWpK0YgELy8vEpLS+GPFeXl7u7umH3++vbtW1BQAP9dWVlJJlOcsCzrPkFBdDodHiZfvHhBJpONbBoEqdS9A0kkEu6VAAAEAkGhMOQMQRMZFVmQnwf/zWAwVCoI87RDQkOqKqtgfWKxWEql0sfXR1csNCzsRS0DfpQSsZjNbgoIDNQV6xPUpxGldoVPCqP6R+uK2draOjjYV1VWwh9LSkoCNZ3otbCwsPD3713YNjSUFBf7eHvr3k8Aj/fz8ysvLcPQzmYu19LSkkLBiII4ODhASqVEIlG/iHk8K2srzBAzkUh0dHZq0minQqGQiMWubhiOawKB4OjkxEZ+SawGL6xhCQAARydHdhMb/shmc9zcsd3gPj4+jY3I0VieXp6YYi6uLnKZDH5jcjgce3t7i856WradivpsoC4tSjcIpD6escI+Pj4NDa3epaamJhcXF93+sOqrc3GRSqXw1TU1NTk6OmpNgWCoNjYUKwqfz1drp0Ye00dmbW1NIBBamlsHeDabjfnqsLCwoNraNjc3wx8FAoG+H7y3r28DiwX/3djY5O2D8ctRD58e7vC5waAmUhCkr2wVoKF9Hzxe30QND+ARSa29Oojh8UhPKsNixhwN/S8AAPTNDjuIaT5himHuaEWhCFCTv5dBqVTKpFIi0diRGOhw4cZdnf6boDY10E/ZwF1FHUHzVPWLob5X38+uwzUYfpSoTO32M8ATCDIZdlUg2FaFjwjg8XK5Ql+/M7lcvXQB/hoIwink6p+yLjKpFN82AKhbluv5Xrlcjm87VwBQf8Q+mkzWfrUAoM/trFAoVZCq9SoAAB5mjAEEwV5+fpWVrVPbl4RZz7QgWGg79vQjQ10dHg9IpVJMMYUC9Yw0XeD1HVAuk+ORZ6RStxbBPqBcjugxgNN7QIVcjpyeSqXSd1flMjmAfuJ6jiZXKNCa1a6dDg4OKpWSy+Xq7sNiMi2IRPilb29vL5FIOFhiIpGI3cT20NSmAkGQakvFjNNIpVIul4sUCfLx8aG32TRo1G4RVoN7m5iHh0ddXetUVQtaRYVP23vH19f3eQ12+ITxotba2hp+Lbq5ubLZbMNxEQQAAAIDA8vL262El4FWUWHnYO/s3Ek9OgQ6ne7T9h708PRsamrC/PnV1tba2NjAVrC7u3tTk9rBrCvW1NQkl8vh3kuWlpYkSxKzzQDQEgPxeMTv4enpSadhPCOpVNrMbXZtM4OcnZ1r9cSu6HSab1u8wNvbi1ah7lCvS011tbOzE4Z2WltZuXt4PHvaah6iKSkp8fD0hC0SCwuLwICAJ21WCJqnT586u7jYaGqtAwDQp09Q8bOnumLVVdUUCgWx7AYMHFiQn68rJhaLX7yoDQ1rjW30CQpi1teLRdp3XKlUlpSUREZHwR+9vLxAEMSM75WVloWEhMA/dFc3NxAEq6urccYR2CewoqLCmPh4pxQU5NvZ2ekatvrIz88fMGAA/LeLiwvFilJd3erHQFNc/KxPcBB8dXZ2dg4ODiXFJRjfnpcfFBwEKzGJRPL09MQUKy4udvNwVzcF1RAVHY32QyE0Njby+fxevXrBH8MjImgorxaCQCCor6sPj4iAPwYFB7PZbN1YqEKheFFbiza4O0xBwsLCUu/d093n0cNH/fv3R7YMGz4s9d493cH5duItdBm3sLCw0tJS3cE4PS3Nt1cvxGTzD/Dn8/llZWXaYunpVCoVcex5enoCAJCTk6MlVlRYCEGAp2erJUQkEn19fVJRvjqYhoaG8vKyiLYbhMPhBg0aGH/zJs44+vTpQ7a0fPTwIe7lEIlEOTk54RHhRnoASkpKxCKxX+/e8EcSidTL1zc9NVVLjMvhlpWWhaN8NIMGD751K1FLTCqVpqWlDkW526Kjox89eqT7Ok5LTQ0LC0Ne2X379a2oqGhgaftok27fDggMJLU5DUNDQ1kNDeU6j/J+erqri4uNjQ380d7e3sbGJidLW93Ly8q4XG4AyurvMHceM3ZsfX19fl6r/wLm6pWrtna2/Qe0a2e/yEg7e/sb16+jxR4+fNjc0jIK1TWil1+v8PCIP86dQ4s9r3menZ09c+YMZIulpeWUqVPPnT2LngC1NDdfufzP4iVLkS0gCM5fuOCvPzsk+CgUigvnz0+bHoM8bAAAZs6a9eB+OuKxgicJv586PWTIUHTNwakxMbXPa/NQDloD+AcEhISG3rh+A/dyFBcX02n0We+807koAKhUqnNnz06NmYr2GU+fOTMrK0trynTu7Nm+ffsir04cDjd23DgOm/PoYbtrE4fDxd+46eDgGNG3L7Kl/4ABNjY2Wo8yNzeXxWSOQUVbXF1do6P7X7p4ES1WXVX98OHDBQvbXfRkMnn6jBmnT55Czz14PN71a9ffjZ2N6DqBQHh39rtX/vkHnTwkl8l/P/37tBkz0F6jDtppY2MTOyf28uXLyBYBX3A/PX3JkiUd7xswZ86chxkPkZmNOkJzJ3nGzBlaDtsFCxeWlpQyme3JRFeu/DN27FitypSTJk9q5jbTaO1zkdTUVH9//+CQDqt2oqOj3dzdHty/j2wpKipSKlVjOqYs+Pj6Dhw06FZC+8hRU1Pz4sWLd2a/ixajWFnFxMSk3ElGjAkDAAAwadKknOxsfRMmI7l25aqrq2sYlhtYCzweT6fT+Xy+llPdw8Nj9JjR11BRtPq6uvLysnkL5qPF1Ioyc0ZKSjIyV5ZIJBkPHsyZOxd9sQAALFm6NPXePaGw/Td/+e+/586bp+U0nDd/XkFBAQcVyElISBg9eoxW1GrCxAlSmaykuBjZkvHggZe3N/Jah4nu39/d3T09LR3ZUlBQAADAhAkTOtwErZsybPhwXksLu+0kKivpdnb2vfz8tMRCQkOVKlV9m5nC4/GYTOaQIdpRBwdHB/8AfySGIZXKKmn0MeM6hEDh4XPgoEG5OY/hjxAElZaWDRs+DGuNzoinT58i/qyszMzhI4brui0nTpr0pPAJMhg/LXoaEBhga2urJTZoyGAmC45ade5dmj5zBtWWevToEVx3efb06d+XLr23di0ByxOpBQEEH+fkDBo0WDfYNnbcuPLycmRmVVhY5O8f4OCg7QQYPHgwi8lCHGEMBgPCQaGh2mEUP//ednb2dHqrR72hoUEoEOiGoxwcHQL79EGiHhKJRB2T06nHSyQSIyMjC1FRq5zs7AkTxuv+/sdNmJCVmYl8zM/P6z9wgJYrV1s7SSSSl5cXovtlZWWeXp5a8VD4PRsYGICoXUlxiaurK6aLPrBPn9KS1nhPdXUVVR1dwHCmREVHFRUVwX+LxWJmfX0QVtSqt38Au4kt0kRBlUpleXl5v379dMXgqNKLFy/gjzQaDfNoTk5ORKJFdVW1MQF0CoWyYcOG61evZWPZB50il8v/89NP4eHhU6ZO6VwaUP9EnxY9jW6z9tA4OjpSqdSqqtacgfLy8sA+GPEeKpXq4OCATOgLnzwJCgpCezFhCCDo6eVZ1hahKVc/cW/dn4Q6atWvX0Feq/3KZrOFQmEv31Z7CE1IWGhNTY1KMzTw+fzGhsbgYIzIYkBggHodtcY2kslk9XX1QX20n5H2uQIA4Ozi0tgWnOBymz08PXQPDQe4Gxpbp8nM+nrfXhj5hRrfjZtILILfL1wO187ODvPKe/Xq1dzcDItJxGKZTOaMZdW6uDiro1Aan59QKATxoANWqMPCwsLZyRkO7CoUCrFY5OaGUYMdAAAvL28mi2mkZ37SlCkjR436eMvWTnN+dTl44MDDjIebt23FjMbpnphQpMbTCyNCQyKRHBwcOGx1FE2lUum7OrV/rZdvfX3rMqYGVoNvm3GthYeHB5fb+rZsamx0dnLCvCE+vXxZrNZJGruJTaFQiCSMYJu7m7tIKJK3xeTs7O0xl2GRyWQqlQobzVKJRKVSOjppP0q84QgNXh38MSo4of8Bd4hbGDgaWsxQLKHjqWJHrTRHMyY4oblWY4NGlpaWX3/7DQ6H+2TbNvQMrFP+vnTp10O/bN66ZdgwjOkKNhD8ILD/qblXbc9IHaHRK9bhGel5ReA1tH4wMtgGqN+fnYrhNKEpfZHFDgV8NIEm7RPT3UchV3cwaTu4OrcP89DqiFHb4TTef2wxSKVUqdoiNHhArlSn9GF8qTpI0B7I0aQaY7i+lUqlqs2IwePx+s5NndjfFsNoi4joiVqhQh3G4Onp+fOB/bQK2vIlS5EMFQPIFfL9//3vx1u3LV227L333zf+i/B4QKVS6gvkyBXtV6eCIJU+Mbm8PbQIAAp9ERq5AnkoBgI56LAQHo/XG5NToo6Gx+sLBMIPve0q1C8B3YvV1k4IgphMpodH65vCxcVFn/efVlGBeBm9fLz1Bfpqa2ttqa01+p2dnblcLmYMg1ZBc3J2gcUsyWQymYJ2CSEw65kkEhH2DFAoFBAEMUMdMpm0sbER9gzg8XgbG5sXLxjYp/e81tvLq0t12qOio0+cOiEQChYvXHTyxEl01gIaCILycvPeX/3e/p/3r1+//tPtnxn/M4BUEJlMtrOzq67CiBeoY3VsDrw0FAAAKpWKzLC1qKqsROJMXl6eNKx4jyZjqxZZaOrm5tbQ2IA5NFRWVnm1zTQcnZykUqlQ0JoGiYbx4gWVSoVzUFxcXHg8Hh9rERKfz+fz+LDJT6ZYWVhYNOjkvGprJ5/Pr6urQzLfgoKD6+rrdGO7Mpns+fPnffu1es6Cg4N5LTy2ZiakRUVFeWjbWhYfHx+xWMxituaqoHmckxPVlkdHJpPVMYxn7V4JhLKyMldXN1g78Xh8WHhYXkfvLEx1VRUI4uEoKAAAwSHBpaUYEZEXL16AIN7L27urIcp+kVHnzp8fPnz4ru+/nz415sD+A6n37tHpdAaDUfv8eUF+/qWLFz/8YN2c2bMr6fT/+/m/2z79BHO2bQgA6BcZmZODYYHV19dLJGIkQS4kJLQClROJ0NjYKBSJAtsS5Pr261dJp+mOizKZjMFgBLWV3AkJDa1j1GFGxfJyc/sPbI1aOTg42NjYVFa1WvponhYV+fv7w9MDS0tLHx+fJ0/aTXiE4mfP3N3d4Vk4CIK+vr2KUX4obO1MvnPH09MTsb79/PyEAqHubvl5eRZEIhIs1uiTx32U+wqGwWBUVVZHhLf6uggEQlh4eGJigpZYS0tLfn5+dHR7BmFYeHh6uvbRIAh6cP9+v8j2ZNDBQ4Y8fJABp/ahiY+Pj0YFt0LDwug0uu4qxwfp993d3S0tLbvR48LT03P/wQOnz5wJCgra/9//rl65asmixYsXLly8aNHypcu2bt7ypPDJ9h07Lly8+M67HfysRqJSKvsPGJCXm6s7NifEJ0RE9EVmh2ERYVVVVXV12i+H+/fve7i7Ix5oFxcXIpGoFWqB488iocivzWlIpVJdXV3v6QTbap8/ZzAYYW2BZSKR2Lt37/TUNC0xkUhU8KQwvG+7d3PwkMHJSUm6F3jnzp2hwzpErXJysrVmCx20s7Ky8vq164sWL0K2kEik2bGxx44cRedyt7S0nD51etY7s5BcYAAA3p0de+3aNSSVHY6bHdi/f/yE8fYO7Yso5syZk5ubqxW0PXXyZHBwMNqiHDlqJI/XEh8fjxa7fPmyUqkcPqI9ez84ONjL2/vUyVNosfS09IryimnTpyNbPDw8Bg8ZcujAQfQ8lU6nJyXdnvXOO5oXbndyNwEAGDFyxJHjx7Jysg8fORI7J3bs2HGTJ0/evHVLUkpyyt27a95/z93dqARnXZQqlbe3d0Bgn1MnTqK3Z2VlFeTnz54Ti2xxcnQaM3bswf0HpLL2V1xNdfXN6zfend0eoSESiTNnzTp18hQP/Sibm48dOTJnTiw6rXvJ0iVX/rmMnlTI5fLDvx4eN348Eo3E4XDTZkwvKMhHr4bQ9Gg87ufXKwQVKx8ydKhUJr165Qpa7OJff0FK1fARI5AtEX0jPDw8jh052uEuwMuLBAJB/M2b8+fO++fvy7rrsA78vH/ZkqUPMx5yOJwH9+/HLVv2y6FfdFvhXrp4ceH8BQnxCRw2u7CwcP3aD77c+bnWIjX1sq/09LmxsRf+ON/U2ESrqPhi5851a9dyuVwtMRqNNn/u3EMHDjKZzLq6uv/89J+FCxbodjBvaGhYs2r1d998W11V1dDQ8PupU/PnzsvOytISE4vFn277eNPGj4qLi9ls9rWrV+fGzrlx4wb83+VLlxpe9fZvAq96y3jwAIIgLpf7wftrv/j8CzqN1tTYeP7cH/PmzHlw/77WLjKZ7POdOz9ct76oqIjD5iTcjF8wd97lS5e0xJQq1cEDB+KWLc948IDD4WRkZCxdsuTggQO653D50qUFc+clJCRw2JzCwsKNH274fMcOsUikJfbo0aPYd2efO3uuqbGxsrLyi52fr33v/ebmZi2xivLyxYsWHzxwoI7BYLxg7P/vz0sXL4HXKaBhs9nvrVr99Zdf1T5/rrGS23oM//yf/6usqnp/7fu6qz1g0tPSz//xh1gstra2XrBwwchRozDFCp88OXXyNIfDJhAIs959Z+bMmZhitbW1Rw7/VltbC+Lxw0eNXLlqJaZThMvlHjty9NkzddpUZFTk6jVr0L9dBIVCcfzYsazMLEil8vXz+2DdB/oytC9fupSQkKBQKF1cnFeuXo38xFfGxYWGhm375GPcGwCDwVixbPmuPbsHDBwIDx8nj5/IyMhQKpXePj5rP1jrhbUwH4fDXb967fr1a3K5Ot19xcoV6Hg6mvTUtD///FMoFJLJ5MVLlowcNRJT7GlR0YkTJzhsDpFIjJkW8+7s2Zhitc9rjx458vz5czweGDV6zLLlyzA9TTwe7/Cvh+EoT3hExNoP1mLGbhQKxelTpzIePNjxxReBAQFq7YQg6Kd9PyqUSisKRaG26rVfcwAOIFgQ+Hy+UCC0srKysbFRqzbG2xAgEECxWMzj8S1JJDt7O4UcU0w9C1YoFPCV29vbK9XDMIZdgseDOAhSh1UhyMnZCV7Srium8dDhuRyOQqFwcHAAQVCpwvCwAOoFPRZcDkcmk9na2pJIJORir1+95ujkNGLkCGQCqraaKeTZs2e/7maVt2/dKnxSCBLaMnNxAIfLib9xc/TYMT7ePhAOgq+umcuVyeUODg4EAojpZoKfUTO3WSKVUqk2ZDJZs3RJz6Pk8YVCoZW1tY2NtZ5npH6UEomkublF7T2wtdXzxFsfJZfDBQmgk5OTJgka81HiIQgHr7eEM6/1PUoCCDIYjAULF0RGRalDlBAEXb1ypbq6k4Ae7NrVpyKoL1DfzlclBl8/7Ok0LAafXqdt/DDFQBCsqqrKRq2KViqVjo6OQ4cOe93aeSvx1vk//tBazQeC4OVLf6PP8GWu7s15lPD3dvoo5XL5wEEDW7UT/gJQg+HdDK9ZeX1isL1vjJgxl4ApphusIhAI/0K7DBAECRo6PUPcS1zd2/UoES99q5w6MtMW0TGD3JB/4VbAQ86b00P2TQAZ+1u108HBQSQSGfmbMwWUSqW9ZpL3ur/I2sZGkypl3Npl00AikZBI6uBFq82urq2jgozIcjQZ1GvO1e7e111HU6ZZYm9+a6GBIIhEIqkbkZlbgZt5YzEX2DXz5mLWTjNvLmbtNPPmYtZObVSQKi01Falc9S8AQVB2djY6gcYMjFk7tcnJyl7/wbq8XIy00deEUqn8ae++H/fuM1uoWpi1swMCPv/HfT/2HzBAdy3s64NAIKxasyYlOflO0p1/7UvfCsza2YELFy6UlpTs2LkDKSH07zB5yuSpMTF7d++Gq5+agTFrZztVVVW/HDy0Zs0aZBnDv8mWbVtbWlqOHz/+73/1G4tZO1uRSaX7du/x9vZetiIO807lZGdjLsTrEgqFIvfxY1ZbFWA0Xl5em7duOX3yFFLRwIxZO1tJSkpKSUnZ9snHur254AqmO7bvQFdW6R4SieT7b7+/gqpUhebd2bOj+/ffu3evSNhJ7zwTwaydaths9t7de2LnzMHscQbXoGIxmYN1qgt1FStr66DgPmlpaZiLwSkUyo6dO58UFFy8aG6UbdbONuBlUus+XK9Pq5LvJA8YOFA3E5nL4e7+YVehzopYhUJx6MABdFsmGACHmz5jJp1eqa+WXXhE+IoVK/b/vL/T9p6mgHnsxD169OjP8+c3b9msryNRC6/l7t2UmGkxuplEbA775o0bPJ528yEQBO/ff5CJNRMYOHAA0cLiEappkBYr16x2c3Xdt2ev3GDfVVPA1LVTJpX+uGfvgAED3tGzqktdgTL9AYVshV4gj8Dn8RQKBVITpWM7GycOG6PWEsnScmpMTEJ8vL6MY0dHx62ffHzr1q27Ke2N80wTU9fOUydP0en0T3ds17ecAIKghMSEoOCg3m3lsdHweDypVOrkhNGiwMXFRV84dMzYMbSKCqQ/nS4TJkyYOXPm7t27m7n/XkD1DcSktZNWQTt65EjcihVIiQtd6uvri58+mzCxQ01ehObmZooVdqFANzdXkUikW6cErnTi7e2Nrs6sy4cbN0jE4t8OH8aZMKarnSqV6sd9+1xcXd9ba6g0XH5eHpvN1qoYjcBisVxdXQlYK17c3N2FQiG68AaCnZ1d/wED0u/f19d8CK4RtGHTR2fPnMFsdmEimK52JiYkpKelffLpJ4aDlklJSUOGDnXsWB0dgclkurm5I53B0Li5uYlFIt2+JzAx06ZV0um6nUbQzJs3L6JvxE/7fjTQGqtnY6LayWIyf9y3b+asWWPHGWozzOFw0lPTpsZMxVz3o64mWc90c3PF/K87PHbysOsnRkVHWdvYPMow1GLGwsJi+86dxSUl586cwZkkJqqdx44cFYvEm7ZsNiyWnpZGtbWNiorSNzdgMpmueqpiOzo4yGQyzNKVcM2tqTEx8fotd5h+/fotWbrk8K+HkSrxJoUpamd2dva5c+e2frwNaXOIiUqlunXrVkhIh+J4aBQKBYvFxOyjrNE/kpWVFdK9RJfRo0c/r6kx/HLH4XDr1q+n2lL/89N/TDD70+S0UyAQ/Lhn36Ahg/VVIENgMBilxSWTJk/WJyCTyYQCIdxzUheQALq6uenW80UICw/z8fVJ7FgFUhcbG5tPPv005c6d5Dsml/1pctp54fz5kpLiHTt3WnZs/KVL3uPc5uZmAxPTpqYmEolkS9VugwSDx+Pd3NyYbS0vdLGxsRk0aBC6KZk+Jk2ePDVm6p7de5ra2tCbCKalndVVVb8cOrTmvTXBRmRw3r59a+SoUfqGRti0srKyomq61uoCAICbmyuLyTLwRo6ZPr2ystKY7ghbtm1r5nJNLfvThLRTJpXt3bPHy8t7WRx2BieapqamhxkPp0yZbKBKB7OeSbGyotpia6fGqeRez2QasHsiIiIcnRwz7j/o9Hy81NmfW38/dUq3tHYPxoS0806Sul72x59+gpnBqcXdlBR7B4e+qBr1ujCZTApF3RJKn4Czi0sDi6WvbQ3sM5oaMy0+Pr7TooE4HG527Oyo6Oh9e/eim5/2bExFOzkczp7du2fPmTMa1QVZH0ql8s7tpNDQUH1ZSzBMZr2VlZWBZhoODvZisdhAQAiHw40aNZLFZBZr6jsbhkKhbN+x/UlB4aW/TCX701S085eDh5RK5Xr9GZxoap8/Ly0t7bShZWNjE1WPSQRjQ6WSSCS4IaI+QsPCfH19ExK0+5BgEtG3b9yKuP0/739hGtmfJqGdmY8eXTh/fvPWLYbHQoTHublCkQjda14XCIL4fJ6bHmcnDJVKtbKyMrwaiUKhDBk6NPNRpqbVceesWrPa1dV13959phDe7PnaKZPJfty7r/+AAfrq8utyOzFxzNixBiaUcA9ZkVDkqqd9AgyVSqVQKCxUe3pMpk2fVlVZie5pbgBHR8etH398KzHxnglkf/Z87Tx18iSNRvtsu94MTi2YTGZ2VvakSRMN19TktfAEQqHhaJMtlUqxsmLWd6KdwSEhHh4e93W6h+ljwsQJM2bO3L1rV4/P/uzh2kmnqTM4l69YEdbWDbFTkpOTnZ2d+0VitH1Hw+PxxCKRvtYzMEQSiUwmMzsbOwkEQsy0mPib8Qasey0+3LhBJBYd6enZn/gen8Hp7OTyvsEMTjQKhSLlTnJYeLi7O3ZXegQ+nycQCDrtyOHgYN9o0CqCGT5iRHNz85MnT4w8Tz8/v40fbTp75szjnBxcz6Una2diYmJaatonn31qfNmZmurq8vKyqTExnUryeDwVpLK1NWSz43A4V1dXAZ/faQJHSGioj69vQrxRljvM3PlzwyMiftzXk80jfE/O4Ny7d+asWePGG8rg1CInJ0cmlY0c2d6/UR9NTWx7O/tO57JubuosT4GeLtkIlpaWI0aOeJydrS9bWReiBXH7zh3Fz4rPnT2L66H0WO08dvSYSCjatLmTDE40EAQlJiROmDDBCqtJnhYsdWanGwHsVDvdRCJRixE6FxMTY7zlDtMvMnLx0iW//XIYs417D6BnamdOdva5s2e3fvyxu0cXOrXVMRj5+fnj9Sxw06KeyXRzd8eDndxANw/12MnXkyGPJiAw0M/fPzU1FdcV1n/4oQ3V5v9++qlHZn/2QO0UCAT79u4dNHjwzFmdZHBqkZSU5Obm1rdfP2NGWRaT6eZqyBXfPnYKhXx+52MngUCYGjM1MT6hS/NIG3X25yd3emj2Zw/UzgvnLxQ/K96xcwe5swxONHK5/G7K3b4RES4uLp0KK5XK+vo6YwZmqo0NhMM1Y63M1GXYsGEikSj38WNcV5g0ZcrUqVP37t5jOGT6NtLTtLOmulpdg/O994JRDeyNoaqqilZRETNtmjHCCoWiqYntpGehJhoCgWBvZ8duYhtz2KBg9SoRI2PuaDZv28rlck8cP4HrWfQo7ZTJZHt37/Hy8lyupwanAbIzsyAIGjJsqDHCIqFQIZd36k7SrN8guLm7dxrMhCGRSKNHj8rLzeVyubiu4O3tran9ebIgv0fV/uxR2pmclJScnLzNuAxONBAExcfHT5o0iUKmGCPf0NBAoVAMB+I7rN8wTjtxONyUmJia6prirljuMLNjYyOjo3pY9mfP0U42m71n957ZsbFj9NTgNEDt8+fPnj4dN2G8kZ1C6+sNrdnQws3drb6+3kib2s/PLzg4+F5KCq6LqGt/7thRkF/w98WLuJ5Cz9HOX3/5Ra5QGJnBqcWtxFuenp7hffsaKc9iMsnGjZ2w2c5iMo3JfodLK06ZOvVW4i3DOcudZX++wPUIeoh2ZmZmXvjj/OYtW7x9fLq6r0wmS01N7RcZ6eToaOQu9eqseIqNcdrp7Ozc1NRkfIbHkKFDFQpFdlZ3yietWr3G2dm5x4Q38T0kg3PP3uj+/WfHGpvBiYZOo9EqaNOmTzd+FxaLRbGyMjIlj0q1ValURiYX43C4wD6Bfn5+iV233NXZn07q7M/EhIR7d+/h3n56gnaePnmKRqdv11+D0zCZmZkWRMLAQQON34XTxDZ+oKXaarI8mcb26yASiWPGjc3Pz++e/1Kd/Tljxp5du/7NZoqvCXyPyOD8bXnc8rDw8G7sDqlU8Tfjp0yZYmDxmhYKhUIoFLq6Gsrs1M6QJ1OY9RhdYPQxecoUtaFmxFI4XQAAWL9xg1AoPHL4N9xbDv7tz+D80cnZ5f21a7t3hMqqqory8jFju5DHxOeps+LdjI7ga1YXUYwfO3E4nI+PT0Tfvil3knHdonfv3hs3fXTm99/f9uzPt1s7b1y/kZqa2mkNTgPcSkj08vIKj+jCuMvj8USdZcWjoVKpZErnGfJo8Hj81Jipd5KSOi1io4+58+aFh4fv3rW7G7b/m8PbrZ1cLnfR4kXjxo/v3u5SqTQ9PT16QP8uee/5fL5QKDReO/F4vJW1tZHhIoRBgwcDeODhQ72tOQxDJBI/+exTZ2dn462xN5DumBFvDnEr4ro9uuBwuPLycjqdtnnLli7txePzRSKRqxEJSghOjk6NXWzP6u/v7+fndzsxYXxXsqfRREVFHTh0kEjEqGn/tvB2j504HK5LiUhaPHr40MrKKioau3isPlqamy0IBCNjnqga8oIu+SAtLCzGT5j45MmTBqymmsaAB8G3WjV7gnZ2G5XGWp8aE0Mikbq0Y2Njo5OzM0jAqBVvOEOeZ0SWJ5rJkycxGHXds9x7BqarneVlZTXV1caUVdKivq7e3d29S75VN3c3oUDIb+k8Qx6Nh4dH/+ho3XaGpoPpamdiYqK3j094RERXd1RnxevpZNDJ2Gn0ijYYAI+fPHVKSnLKW23ZvAwmqp0SseRhxsOBgwba2Nh0aUeVSlWvv5OBPlxdXMRicVe1E6e23AcRScT76fdxJomJamdpWSmd1rXYOoxSqYTHzi7tZUkmW1hYtLR0ObTo18uvt7//7Vu3cCaJiWpnxoMHDo4OEV1/rcvl8ubmZkejg+wwBALBxcXFQIcDfYAEwqRJk4sKCw0XsuupmKJ2qpTK+Btqa70bDpeWlhY8CBqZ2YmAB0E4y7N7WR0sFquosAhnepiidhYXFzOZ9SNHjurGvsx6db3jLmsnAGgy5Lujna6uroOHDDHNl7spamf8zXi1td6tnKZOa8Xrw1WzushwZzdMAACYNHlSWmpqi3HLjnsSJqedUok0Oytr8JAhFKsuBHsQmEymFcXKmNWYWri5uTOZ9UqjM+TRDBw0iEgiZT7qZsz97eXtjrN3AzyI37h5k5ElunVhMplkMoXS9ZQoewd7XgtfrlBYdH2y6+Pj882333R1hX4PwOS008LCohvxIQQWk2VDtemSKx7GlkolEEAOh0OhdHnMBkFw4qRJONPD5N7sL0lLS4uzs3M3doQ7HHQpy9OMWTu7gEQsFnZWK97Q+g0rCqtbZrvJYtbOLsDj8TutFa8Pqq0tmUwxj51dwqydXaC5pbmF12L8iiI0cFc4BqOH1EH4dzA5q+hlAEGwVy8/D49OGh7oIzg42FZ/x2IzugA9smbuawKCIIVcYWFBwHXdZoeXGgMAAIJdSFvGmTb/D/SON7HOyS5YAAAAAElFTkSuQmCC" 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" 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QAKNNkihRmVp9XZMwfa/jD1U1NSTCZTtlIiyC6IzIGMymO1npe3F5s3kMkf6Kx2ZjQgyiNtzx2oVCq5ysIQLAwAAPAfB5QiAHxlcyBFUaw5kMkRk5aalpzKRA0np6Rq0tJ0TNZAPTIFslHDjF0QZay1WQEdnAR5PJ5UJmXVHpMv0FY1lVGBriqV0sEOqJCxAcP/PIM0AAAA8K8HlCIAfC70er3BYHD0EdRqtYwWZP0Cbe6BbAJBo9HoWEqEMwzSGCYSiZBzoEKh8PDwQHZBuVzO5g5EpkCbLZBRhE4qMAcCAAAAnxBQigDwwdA0jYQdSiVtixJ28BFMS0tDRUQcIoUZo6DRaLSZA9HD5iMo4PN5UqlUzWaIcWPrC7PVRBiLoFKpzKwsbAcGhQEAAIAvAyhFAMgFg8Go1zvGCzOwOWO4aiKsXTAtzWAwUGyyQJst0OYcSNI0JRKL5XJkBFS4u7sjw6BcwVQWQYHCTLwwKi/nypgD0QgyeAcCAAAABQdQisB/0RyI3AMNBgNbPsRWS4TLIMh4BxoMjFEwM16Y8Q6kaZrPY+2BAoFQKGDDenGapsVisZ+fHyouzD7bRoSdnJyQRyBTUxj5CSrkPB7/a58DAAAAAHhfQCkC/zaMRqOtmojBwMYLM+bANFYKskkDWTHImgQNekOma6DDBE3TQoGQ9Qxk4oVd3dyQXVAuVzg5OaEYEU8vz/1//nn82HGapqtWq7Z95w5UgA7GhQEAAIB/E6AUgW/NHMjGCxuNRiY7jN0MiJ7SUtO0GWy2QJQ20B4sbDQaaZrm8Xg5S4mIRCJPLy8uUpjxEWRdBFUqVda8gYxhkM/PYg68c+sWSRA8Vh1KJJKvd2IAAAAA4HMBShEoQJhMJqZmXKYxkDEOIjloqyNiHynW6XSosnC2UiIURQmFQtYUyJgBCxcuzJoGmRwxTs5OtjBh9oHyCDo5OSHJyOcxjw/aW0glDQAAAPzrAaX49eFqbFgsFr1eLxaLhUIhn89H6e5wFm4i10bsmzIHmkwm2/ivzTuQmUxLS8vIyGDUoc0WaMshaDAYHM2BjjVFhCKRh4eH3S+QzSDo5uaidnFydraZAh0QCOCjDgAAAAAfDFw+vwRmsxm5y9liaHVMXj0miDYpOTklOSU5OSWFmU5LSyMIAik/Ho8n5BAx/5knhxYB8yQSMH+zdBQImK5MxAUz4/DMLGKNZ1lhIzT4ebWj0r25LOVlN7+ZTCY9B6omotNpNGl2c6DdMMiaAxmnQAdjIJqkKUogEHClRAoVKowcBeUKuUplNweyuhBVE3F2dkaSGsULf5F3EgAAAPh4aJq2WCwwIPNtAUrxUxbeTU9PR7IvJTmZ1YApqSnJGk06spQxUbRalgyt0cR4zjnU12DUGs2CpBhN08i7LicY9xejMufQFPs9RN9GZufQtH1XcTaTH9+mFwUCPg9NoyfOdY/rw83wBUgx5iopGYlmsZhtGljL1hJhDYJ6vZ4zB2Y7UqFQ6O7uzg4Cu7EZo1HUMBMsjCoL2wyCTB5BmUAo/MfvEgAAAPD1kcvlnb///s+9e0mK/Nr7ArwvoBT/HqvVytoDkVHQFi6B8uol22GqryWnmM1mNoSWJEmrLbkeQVAkyefzmUK7SqVSpSxcpDDrQsfYy9CAqaurm7u7G47js2bMfPHiRfuOHRs2bmzQGwiCzdFntRJW0kpYmIx9VsJqh1k188xuyPZgkr8g5WpTkjTNTKEmB0WbBda/D2UEZAoHEwSJSsyh0WI7NLtORplysGoUaUCCYCyCjLJjnQJ9/fxs5kC5XOXk5GgIZLNJu4E5EAAA4D+IQqEYMGjgndu3CStTkh74JvivK0XHYhtarZYxA7L/WeHHKEGNRmOzkWkzQdYyPo+xyTnC5/NVKpWrq6ubmxsjAZk/zF+1i4ucHUZlE63YJFS2AdO0tDSJRELTtFyu8PT0MpvNjg6ImdMOrblPOh4de4AOSpE9UM5hMItutKlIh6V2jci83tFsyYhGtjOB47wb16/dvHGjXv36fX/sywaOsAZBNlxYrpALwRwIAAAAOIBjWEBAgEwmg7PyrfDvV4okSTpYBFknQab8GuM1x44QI09BRhwaDJnZ9bjyuyRF4Tgul8sZi6BS6ePjw1gEWUc6Z2dnuxZ0c3FzdWMVokKhQG5zXEjKe8KY5ewDx0iifcKTgAJf2OHj3ETn3+lQNIu+4WgX0X6KJZLk5KQrly75+xdt2qzZJ9xhAAAA4F+JTCb7bdpUcC7/hvi2lSIjqkjmwSTYMxiQQdCu/JjntLQ05DrnYBBkCm8Q7IiwgzFQwBcy4RsymcxmEXR1dXVHIpBJs6dUIoNg5uNzWMscRnY/9ZodRo0dp/8hPD4fKVpkgoSk0wAAAMDfAskoCjg4Yxf6dpQiTdPICsiaA22hwxqNhosZsdkFk5P1en02iyBKsIdjmFQmQxZBDw+PwMBAtviuksmu55YpC9F4sUql4mJ7QfcAAAAAAPDfBDmw4Tj+lZWizUWOJE1mM8qiwkaH2PLGpKak2ops2NBptRk6nc5qtTrW2+B8BMVisZeXtxtjC3R1Z5QfEyvi4qJWqlS2Wmysr6BcLheLxVhB5PNZFQEAAIBvBqvV+uTJE21GBuv1w8Dj8zw9PIv6F/3n47ZWq/XB/QdOzs5BQYG5dqAo6tGjRwKBIDQ0lMfj0TT98uVLrVZbqlSpvMbTtFrt40ePivr7e3l5YZ+O+Pj4hPiEEiWKyxWK3I/FYnnw4KGz2jkwMPdj+TJER0Ulp6SUKlXqX1mv67MrRZs5kM2xh9wFNZp0Nn1gUqYuTErSarWsCZAgrJklNwiCiY2SiCVKFWMRVLuo2cBhRvWpVCpmXJiNHGZ8BFnDoLOzM5fnBSyCAAAAwDdKenr6pF8nPnzwQCKR4DjOpSGsExY2YeKvISEh/2TlaWlpo0eOrFGzxszZs3PtYDGbJ/36q7Ozeu36dRKJhKLp9evW3bt77/fd/3Nxccn1JZEREd27dps0ZXKPnj1Ry+NHj6Kjo8Pq1lXkIfLehyN//bVh/fpNmzeXKl061w4pqamjR46sWavWjFkzsS8CTdO3btzMyEivHRYmEolQ484dOw4ePLh7715/f3/sX8c/UopcmKzVamVjRGzCD7kJJqek6rQZmT6COp02g7EIWsxmnMfLkmGPRSgUurm7I1ugm5s7NzDMVOC1Z2BGUcNSqRT7VwImRQAAAIDFZDKFhIaMHjNWKmXMVBaL5caNm+vWrJk5ffqq1asVSuU/OU/IOyuvpQKBoEu3blKJlHMoRM5d+azQx8dn+MiR5cuX51oOHT70+/adh44e+SdKEW03f/f6/I/lk0PT9ObNm58/fba/alVOKYbVrevt46NWq7F/I3+jFE1GI8ohyBUXycjIQIPEyBbIJBJMTk7XaLI7CLJvHU3TIpEI+QgqFWzgMJNuT6FUqpgUe6xvIGcRdHFxgZIbAAAAAIAUiaurW916dTm5Vq9+/eSkpL8OH372/HmlSpWQmjQYDC4uLqmpqe8SEwMCAzntQhLkq1cvdTqdm5tbocKFs51SNhsGM4odGRGp1+v8Cvm5ublzS/kCQfPmLXg8Wx/Un3H64gsS4hMSExNdXF2KFCniuEJ3D4+u3bpyuW90Wq3FbBGJxampqV6enhIH+w5BEFGvXul0OhdX12wrQaSnp8dER/MFguDgYIFA8LdZRHKtaqtJS3sdG4tjeOHChZycnXO+ymKxvHr1ymgweHh4+Pr5ZVtKUVTUq1cajUYqlfoHBHD2KZqmU1NTKYoSCAXJSckSsUQkZk54xUqVypQtm1MTx75+nZySIpfJAwIDHON4aJrWaDQSiUQskbyMfKHX63x8fT08PLCCrxQTEhKuXLr8LukdMhBmpDMmQDaTYAYyCWozdCaTEcPxHC6CzB9ntbObmzuSfSiftJsrU4QXuQhyFkG5XP71jrcgAxZFAAAAIBOKosxms6PC8PT0JEnSoNej2VOnTv2xZ2/7Du03rt9AEOTGzZu8fbwxDIt69WrBvPl379y1WC1yubxp8+aDBg9SqVTceng8Xnp6xsxp048cOWIymTw9PfsPGtimTRu01GqxTJ0yRalS/jJhApKeOI6TJLl1y5bDhw4lJyfLZLL2HTr0HziAk4YvIiMn/DKh7499m7doYbVaV6xYcWDffq1ON27M2AEDBrTv2AF1e/7s2eJFi+7evWu1ElKptH379oOGDHb07btw/vyihYtiX78WCAW1a9V2UjvzeB/sl3nkryNrV69+8/YNjuFe3l79Bw5s3ry5Y4f79+4tXrT42bOnZpPZycmpZ69ePXr15GRxfHz8gvnzb16/YTab+QK+f1H/ocOHV69RHcMwo9E4fdq0y5cvE1br4EGDfp34a81atTAM+9+uXRcvXpw5e7aPjw9aiU6rXbF8xdEjR4xGI18gqFSp4sjRowMCAtBSrVb76y+/hIYW12g0x48dM5lMrq6uP/fv36lzpwL4Bcj8/BEEMXf2nD/27kV1ilHVDYFQqFAwXoIKpcLDw535w0zL2QK8DlHD7B+xSMSVCf6qBwUAAAAA3zw8Ps/R2+rtm7dXLl92dnbmbIQpycnh4eGvXr4sFhxco2ZNpZKxaSUlJY0ZPTo2Nm7I0CFBQcUuXry4cf16o14/eeoUgcAWj8Lj80+fOlWxYsURo0bJ5fL169bNmDotNDQUeUBSFPX8+TO12oXL7Mvn819ERh48cKBbj+6+vr4nT5xcvmyZSCQaPHQI6qDX6+/dvZuclMR05vFr1Kj5+NHje3fvNm/RIqR4KOoTHx8/YviItLTUn376qUhR//DwixvWrZNKpf0HDkChBY8fPRo3dpzKSTVuwi8qpfLQwUNHjx1TyOUooe97curkyTGjRlWtVnXYiBEUSW7buvWXseMkYnH9Bg1Qh5cvX44YPpymseEjRjg5Oe3dvWfmjBl+hfwaNW6MxrsXLVh45tSZCRMnlK9QIerVq/lz582YPmPbjm2urq5CobBhw4avXr5KTkpq265toUKFuEN79OiR2WxGsxaLZd7cuXv27O3Tp0/tOnVevXq5fNnyMSNHrlm/3t2dsd2SJBnxPOLUyVOVK1cePXaMgM9fs2btnNmzixcvXqp0KawgK8WkpCSSJMuWKxsWFuasVru6uqnVzraiImzkMCrX9gHvGAAAAAAAH3F5FgieP30+ZtRoZFM0Go1PnjyJeP58yLCh3KCtQCAwGY2NmjSZOHkSzy6njh09+vjR43kL5rdq3RrDsGrVq5lNxj/++LN9x47lypdDfSiS9Pb2nr9wgY+vLxKCgwYMePniJRcrIxQKs42WCoXCoSOGt2bXWScsLDkpad+ff373/ffuHoz0wXFcxFqLkMCtE1bn1q2bEc+fd/6usy+7CWTqi46K2rBpY42aNTEMa9S4kdlk2rdvX8fOnTw8PGiaPnzokMFgWLlqZUV2bL1S5co9unZ78+bN+6sOk8m0ZfMWXz+/ufPno8HcMuXKdvn+h+1bt9WoWRMVQvvzjz+TkpLXrV9XvUYNpkPZst27dL144SJSiiaTyWKxDB4y+PsffsAwLCQkJCIiYvvWbclJSUgptmrd+uyZsxRJduvenTOp8vl8oVDIDYI/efxk/779Xbt1HTt+HIZh1WtUd3JyGj502MnjJ7p272YbMefx3NzcZs6e7R/ABMHw+IKxo0c/e/asQCtFVIFDKBT+9HO/jp06fr1d+q/C1GkGAAAAAAYcx3U63eNHj3h8Piqm6u7u3rNXr87fdeaSe1AUrVSpmjZtyslEgiBuXL/h5eWF1BiiYcNGu3fvfvTwYaZSpKhy5csjmYhhmJOTk0AoZLzL8oAiKR9fn8pVqqBZsVhcpWrVW7dvxcREI6WYE5KNVbBYLNzs9WvXPDw8LBbLzRs3aYzm4TxXN/e4uLiYmBgPDw+zyfzkydNCfn6hxYujl7i7u1erXm3fn/ve/+IYGxv7/Nmztu3acT5/np6etWvX/uvQIY1G4+Xlpdfr79y+FRgQUM4efOPr67vj913cGuRy+fKVK5KSku7evZuWmvb2zZvjR485boIgCFTi1mKx5FWT8N69uyaTqXHjJlxL1apVCxcpcv36NaQU2RNClCtfrnARm3nY09NDKBIajQas4Ee0cF6uAAAAAAB8LaxWa+kypZcuXy6XyWmMSYCsVCpzJICjhWzmEMdXpaWlqVQqRxHj7KIWi8U6u3cjQi6Xvb+lgsZoJh5VnhmxIWXXbzKZ3vNwzGZzRkZGbGzsmFGjUd4fDMcpkhSLRDqtjlFOFGkymWRymaMtU+3iymiS9y4tlpGebrFY3NzcHBu9vLwMBgOK3TYajampqT7ePkJ76A8K3Hbsv++PPzesX49GWb29vUmK+tCiMinJyWKxWK3OjKSRSKUuLuoMJkGmDRzDZTK5Y1XdD6oA/CXJ5eA/YbU3AAAAAAA+DqFQ6OLi8h7JnDOv2gKBwMlJ9fbtW5PJxPk4ZmjSrRZrXgaw94QkmDoZ3KxOqxUKhE5OuYQV54pAIODxeCGhoctXrHBycrJ7QNIWq9XV1RUdrLPaOS42zmqxcNUxrFbrB2kShUIhEAo16RrHxuTkZIlUiqxgAoFALBbrDQbSahWwLRRFRUZE8AWCoKAgxhx49+6M6dNLly49febMkNAQiUSyZvXqbVu3fZAyclarLRZrhlbLtZhMpoz0DE/PT5mW/IuR7e4EAAAAAIACAU3TH5opUCgUli1XPiEh/u7t21zjlcuXKYoKDf34fN08nJeQkBAREYFmLRbLrVu3vLy8uMHTXHcewzAua49IJAoNDU2IjydJ0s3dzcPTw8PT49y5c9N+m5qamoo6lCpVKj4+/vlz21ZMJtPD+/cpinp/Y5tfoUJFixa9culSusYmFjPS069euRIcHIxCv5VKZVBQUHR0dFxcHOoQHx8/oP+A//3+O5p99vSZ0Wjs1adPxUoVGd0pEERHR9MUJRRm8drEcTyfYm+lSpfm8fDwCxe4lscPH0ZFRZWvkJlv8hsClCIAAAAAFDholr/tw4Unc7Rq3SogIHDGjBnHjh67f+/+ls1bNqzf0KRpU8e02DTraef4KuR7l9fWcR6epkmbOWPG6VOn7t+/v2Tx4kvhl77/4XsnJ6e81iCVSDUazdnTZxISElBL+44d+Hz+b1MmX7l85eHDhzt27Jg5fYZUJnVxcbXveWu1s/PMGTMuhV+6e+fO3Dlzrl67JhQK8z8Pjscil8t79e797NnzadOm3bp56+bNm5MmTYqOju7RqyfK0CcQCDp17mwxm2dMn3Hjxo3bt2/PmjEzISGhXv36aA0ozdCxo0efPnly9+7d2bNmnzh23Gq1RkREIp9LHo8nFosT3707dfJUakpKrm9E2bJlW7RqtWnjps2bNt2/d+/EiRPTpk0PCgpq0bJlXmc45wksOHzlus8AB/PpKJAfEQAAAOALg+O4TCaTSqX5m9OETCY7RTbnRR8fnzlz50ybOm30yJFSmcxoMDRr0Xzs+HGcZx6zcrnc0STG5/MVCoWjv6NUKnUc9RYKhOXLV/Dz9Rs5fKRIJLRYLAMGDujUuTPXgcfjZVtDterVdu3aNWP6dIqievbuxUQZlykze96c2TNm/fTjjwq5PD09vVHjxr/++isqQoNhmL+//7SZM6ZO+W1g//58Pt/X17dT505Xr1zFs3tnZj1RWY+lWfNmGRkZK5YtO3PqNAq+mThpUpOmTbkO1WvU+G3q1Pnz5/3Upy+O40KhcPLkydWqVkNLq1St2rV7t107dl66dIkgiHLlyo2f8MvK5SuWLF5UvETxokWL8ni8sLCw06dOjR87dtmK5Q0bNUJbkcsznQ4lEsn4X8bjODZ/7jy5XK7T68uULj1x8mRvb2/H99fxDOc8gQUHUIoAAAAAULBwcXHZvXdP/kOcGIZ1/u67tu3a5XRkLF2mzK7//R4ZEZGcklKExXGpm5vbgcOHHKNXK1aseOnKZW6kWCKVbtqyhds6n8ebOHkSqxcFTx4/SU5JCSoW5Je1rknpMmXCHdaAYVjlKlWOHDuartF4etmc83Acb9y4SY0aNZ8+eZqRkV64cOHAoKBsMrdOnTqHDh9++vSJ2WwpXbqUQqk0m835nAQPD49sxyIUCrt179aiZYvnz5/zcF5wSLBz1hotOI6369C+fsMGz54+tVqtocWLO0bASKXSXydO7Nq1a3R0jJeXZ3BICJ/Pr1u3rt5g4A65ZetWlatWMRqNPnblN2TYsIGDs6QQd3d3X7BwwZChQ2NiYtxcXYsFBzuqQJVKtXffnzwW1FKufPnTZ886nsCCAyhFAAAAAChY4DjumHM7L1CdtFwXCYXCEiVLvufK+Xx+tniXbOqT02qlypTOdZ08Hi9nxIwLS7ZGhUJRuUplLG/kCnmlypkd8j8PeZ0otVpdrZrNTJgrTk5OVfPogOO4f0CAv72eCoZhOcv9eXp6Os7mofDwnDI9r93O9QQWEMBPEQAAAAAAAMgdUIoFCPBSBAAAAACgQAFKEQAAAAAAALCRLYwKlGKBAqyKAAAAAAAUIEApAgAAAAAAALkDSrEgASZFAAAAAAAKEqAUAQAAAODfyc2bN5csWhwfH48VJM6dPbd82fI0tojfv5u3b94sWbTo+vXrX3Kj9+7eXTBv/id800EpAgAAAMCXhqbplStWzJwx06DXf76t3L93b93atW/s9fQ+lISEhOFDhv116PA/2YfTp04PHzrs1ctXXMvlS5c2b9yosZdm/hfzNjFx3dp1d+/c+ZIbffjw4apVq7giiv8cUIoFCBh8BgAA+I+A4/itm7cuX7r0WUv98vl8sVicrQ7K+2M0Gk+cOPHy5ct/sg8xMTEnT5zQarVci0Ag+Cd79Q3BY4tEO5aQ+QL8wzc9J1CjBQAAAAA+EovFcvny5UcPHgqEgpo1a5YpWxa167Tae/fuKZXKMmXLonLAqSkpDx8+9PMrFBgUSBDEndt30tPTzWbTxYsXq1Sp6urmil6o1+vDL1589vSZQqEIq1e3WLFi3La0Wu3jR49CQkOTk5LPnD5N0VTNWrXK2rfIcef2natXr/J5eOOmTXNWcCEI4srlK/fv36MoumKlitWrV89Lx6Smpt66cVMg4MfExNy+fbt06dJcJZLIiIgLFy7otLriJYrXrlMnn+IikZGRL1+8EAgEt27eUKqUAfbCJziOkxR18eLFWzduent7NWjUyMPDI9trH9y/f+3qNaPRWKZsmZq1auVT6Y4kySdPnohFIh9f32NHjrq6udWrXw+d9jcJCefOnY+NjVU7O9WsVatkqVLcq8xm84P79/0KFcIx7NixYxkZGZUrV65WvXo2jRUdFXXu7Ln0jPSaNWuGFi/+9OlT/6JF3R32Vq/XX7p06dnTZ1KJJKxe3ZCQkGy7xxfwX8e8PnbsKEkQ1WrUqFChQrYO8XFx58+dS3z3zr+of7369ZzV6mwdXr18ef78BY1GE1o8NCwsTC6XZ+tw9+7dK5cv83m8Rk2a8Pn8/IqFfzigFAsMYFEEAAD4pkhISJj068Tw8HA/Pz+z2bRi2fLhI0f27tOb0Wc4vnPHjsuXLq9YtbJOWJjZbJ7629SLF86vWrs2MCjQYDCsWb36yePHFEXNnzd/6rRptevUxjAsIiJi3JixEc+f+/j4ZGRkrFi+fNKUKR06dkCbe/HixaABA+vUqXP33j0+n6/T6ZYvXTZ67NhevXshtWe1WletXLlqxUpXV1eZTLbvz32FihTmOQhBnU43ZdLkU6dOFSlc2GKxrF29utN3nX+ZMCFn5WgMw548frxm9Wq9Xn/y5EltRsbcBfNdXFwIktixbfuSRYtVTk5KpXLDhg1ly5adM3duocKFcj1Fhw4e/OvwYYPBsHrVarPZMnDwIEYm8nCLxTJn5qyHDx+qVKrEt2/XrVu/bMXy0qVtpQKNRuPSJYu3bd7m4uoiEotXrljRomXLadOnK1XKXLdiMpnmz51LEIRUKjt14kS/AQPq1a+HYVj4xfDx48byeXxvH5/U1NSlS5cNHDSof//+fAFzTpKTkseMHhMSXCwuPl6vN5AkuWLZ8h49e4z7ZbxIZKteeOSvvyZPmkxTlJub259//FmmTJnbt25NmPhr6zZtUIdXr16NHzvu4YMHvn6+Oq1u5cqVE36d0Om7zjzcJjf5fH74+Yu7duykKdpisSxbumzYiOH9+vdHepSm6ePHjk2d8huG4+7ubttj49avXzd77lzuBoCmqF27di2YN1+hUDg5O2/dvLlYcPDc+fMCAwNRB6vFsm7duhXLljs7O8vk8r17/wgOLvZprZj/ftsvAAAAAHxyCMK6bOnS69euzZg5c/uO7dt37mzduvWKpUvv3b2LqhsPHjJEJpMtWbwkNTX16JEjx44c7dW7d9UqVZjSxnL55N+mVKhYMSAwcOGihRUqlEemqbmzZ8fFxS1YtHD7zh3bd+6oVLny4kWLol5FcRs1GAznz58fNHjQjl07t27bFhIaun3r1sS3iWjp5UuX1q1Z26JVK+blu3Z269HjcvglwmpF1jUMwy6Fhx89enTixIk7ft+1fdfOn/v1O7j/wO1bt3I9wPIVKkyaMlmhUHbo0GHyb1NUKhWGYdeuXps7Z26Dhg3RHs5fuODp0ycLFsw3mUy5rqRHjx5du3WTy+WTpkzp/P13qJHH47158yZNo1m+csWOXTsXLF6UnJy8Z/du7lWHDx1av3Z9tx7dt7FbGT9hwqmTJ/fu2ZPP20HTNGNJ5fO37dzRs3cvHGfE6NrVq1VK1YZNm7bv3Ll95466dcN27tiRkGAL9aAxmrBaL5y/2KxZ8x07d+7YuaNR40a///57xPMI1CEuLm7+3HmFCvlt3LJ5x65dv02b+ujhw6SkJMe3Y96cua9evpy/aOH2Hcw5r1mjxsL5C15GvrAdKY4TBHHz5s0+ffpu37lz247t1apV27VjJxduEhkZOfW3qUFBQVu3b9u+c+fa9euMRuP036ZyTpy3bt2aP3dejZo10alYsGhRdHT0/LnzjEYj6nD9+vUVy5Y3a958+66dO3bt7N2n96XwSwRJcm/6PweUYsGBxj6ntwoAAADwCYmOjjl57HjPXr06f9fZ188vICBgzPhxcqXy9OnTqEPJUqVGjBr54P796VOnLVm0uFqNan1/+glZ+Ph8ftGiRVUqlVQqDQkJkSsUbPTJ/Vs3bw0ZNqRZ8+Ze3t7BISFjxo2xmM3nz53jNkoQRNNmzTp17uzt7R1aPLRho4YpDMkYhlEUderkKalMNnTY0MCgIG9v767duobVDSMIgnv527dvCatVKpMpFAoPD49+/fvNnjvH19c31wOUy+X+AQF8Pt/T07NQ4cICgYCiqH17/3Bycho2fHiRIkVcXFyaNWv2ww9dTp88xamrbLh7eHh5e/P5/ICAADc3N9RIUZRCoRg4aFClypXdPTxq1qoVGhoSHRWFdtVsNv/xxx+Vq1QZ98v4gIAAX1/fPn37VK9R48SJ4/q8o38oivLx9pk0ZXLdevX8/PyYFpJs1KTJpClTgkOCRSKhl5dXkaJFLWazTqfjXkWSVKXKlfoPHOBXyK9I0aItWraymC0Jb96gpeEXw9+9e/dzv37ly5f38PRo0KBBx06deDwed61++uRJ+MWLAwcPbtmypbePT7FixcaMH0eQ5Pnz51EHmh0Zb9qsWZduXX18ffwDAsLq1tXpdG/fvkUdjh87lpaaNmLUyJCQEGdn5ypVqw4YOOju3bvXr11DB3Vg/wGRWDxi5Ah/f3+1Wt2ocaMePXswDg8PH6I1nDxxUiwWDxk6JIh907t17167Tm3SasU+HTD6DAAAAAAfTHRUdEZGxtMnT2bNnEnTNI7hFqtVq9U+e/qU69Ouffsb12/s2rGzaID/mLFjFawiRFAsNE1b7Rf1Fy8ijUbj9SvX4l7H0RizQp1ep9GkR0REMOtnTUQ8Hi/YwQ1OoVDSNE2SJBp6jouL8/DwcHd3R0v5fH7xEiWuXL7CGSEqV67i7e09fsyYzZs2lS1btk5YnQYNG+bj/4ekG1o/snpGRESEhoZ6eGZ66VWoWHHtmjWvXr0qU7ZMritBL3cUrDRFOzk5FS5S2DZL0yKRmCRJipVg7969S4hPUMjlc2fPoVnHLB7Oi3kdk5aSqtVqc7ro2c8nXbhwYS8vL65FIpX27NXz+rVrixYujIuLT01JeXD/gUDAx+3jwmjj/gEBnDenTCYTCASkfVfjYmMlEkmRIkW43qElSkilUpqm0Oyrly8NBsOtmzfevnmD3jK9waDT6TI/AzTN4/ECgmwjxRiGCYVCHMcpklkDTdOPHj7yK+Tn729z32RuMEqWkMvlT548adK0KTrhRYsWKVQoc3C/fPnyFEnGx8dXZj9FMTEx3t7eLq42P1d0i3L6lO125ZMAShEAAAAAPhiDQU+QZOK7dxiOUxRz4cdxvGrVqmXKZAomoVDo4upK0ZRSqVS7uPzNCvUGgiATEhKMJhNaIQ/n1QmrHRoaSlEU8jzDcVwozHLhzjrISAv4fMeADJlMxuPzuAGrkqVK7vrf73v37r1x7fqJ48e3bN5cukzp2XPnlixZ8n0OmSAIi9UqkUgcNyGVSnAcN5lzH33OCz6f2dHM/XYYUjOZTBaLJZ0kIyMYOyWNYTiGFfYrVL5ceXHeopY5XVmd8wwGw9TJUw4fPlQsOMTX17d4CUaB3bp1K1uwuVAkzHuVNI/Z0cwTLpfLhMLM/noD4934JuGNyWS2v2V47dq1ubgZmhX3Qoe4Iset0zRtNpvFYrHA4T0Vi8VCodBkZM4nSZIWi1nl5MR3WINYzJxwqzVTefMFAsd3RKFQ4DzeJwx+AKVYUICBZwAAgG8IJycnHo/Xo2eP777/nmuMi41zDDe+cP78rl07a9eu/eTJk5XLV8yYNYvPz9Ppy8lJJZGIhwwbVr9Bfa4xJiZGLpO9T4CCUCj08vJ+9SpKq9VKpVLUqM3QMuYrVk3SNB3xPIIv4I8YOZKm6ejo6PALF+bMnrP7999/mzYtn6QqnBiVy+Vubm7xcXEmk4mzRMbGxtI07eXp+Xc7+L5ucwqFQigUVq1addGSxVxjSnKKVqdVOTm950oYB75r1//6668+fX/sN6C/UsmEwqxeterGhyTB9vbxsZjNyclJGBaKWnRarcVq4Y7F2dmZz+cPGjy4YeNG3KtiYmJk0jyDwR3h8Xi+fr6PHz1K12iQGyiGYYmJ77TaDDSALpVKPTw8Y2JitBkZ3J1GXFwsRVFO7Klg1uDrG/H8uU6nQ8eIYVi6Jp3Ro58u/hn8FAEAAADggwkJDS1UqNCRv/7iYgtuXL/RplWrffv3odmEhIR5c+b6+fgtXLL4hy5d9u7Zc+jgwWwroWlaaJdc5cqXVygUR48c4QZqDx8+3KFtuwvnL7zX5ZzHq1GzRmpKyqmTJ1FLfFzc6dOn2ZFxG+vWre3340/x8fE4jvv7+zdt3kzt4oKMYXlBs6BpkUjUsFHDp0+ecL6Y6RrN3j17g4oVc8w+k+tK+IL31Rvu7u7ly5e/cvlyBGtTZIKUk5P79uk9a8YMbqT+fUhKSiJJsmTJUkhCJb1LOn/uPElRovyMiFmoUrWqRCL56/Bf6BSZTKajR44Y9AZOOpcsVcrNze3w4UPcjp06caJ1i5Znz5x5z03Uq1cvXaM5cOAAmrVYrXt371YqVdWqV0P2xbB69V7HxBw7ehR1SE9P//OPP318fEqXscWJ165TJzkl5fSpU2g28W3iyZMnHVWixWJ5+PDh82fPKbsXwYcCNkUAAAAA+GA8PT1//vnnmTNn9u3dp2bNGunpGYcOHvTx9WnZsiVSFYsXLXr69OmyFcuLFCnS58e+4eHhc2bNCgkJLsEO9fJ4PBcXl9OnT036deJPP/8cWjw0OCSkS9euK1eu0Gg0FStVfPPmzcH9B8qWK8fZqyiKMhqNjg5/BEEYjUZO6jVo2LBmrSNzZs2JfB6hcnYKDw9HYdHIUxDH8caNGx85/NfggYPq1quL43j4hYsWs7lps+Z5GRRlMplcLvv99118Pq9Hr14KhaJt27bnzp6dNuW3u7fvuLi6hF+4+OLFixmzZnLOkTlRq50ztNqZ06b36du3SbOmyKXSZDI5jsOazWZuaE0gEPTp2+fWzZsD+/Vv1ryZQCA8ffJUwpuEEaNG5prNh1tDtqMoWaqkyslp8aKFcfGxOq322rXrCfHxBr1+z+7dAwYNcnZ2pmnaZDI5qk+SJI1GI+eXGRQU9H2XLqtXrdLrdSEhobdv3bpx4wbraGjrHxAQ0Kt37+XLlmm1P1eqXCnpXdLBgwdKlCzx/m9Zrdq123XssGrlqpcvXwX4+9+9e+fqlavDRowIDApCHVq3bnXuzJnZM2c9fPTI09PryuXLDx88mD5jhre3N+pQu3atho0azpszNzIy0tlZHX7hwrvERMruvcomA0oa1H9g4SKF129YL80782U+gFIEAAAAgA8Gx/GuPbo7u6h37tx1+PBhnPEpDBs4eFDhwkygxpuENxazZcSokc1btMAwzNfXd9KUydu2bH327BlSihiGdeveLTU19V1iosFgQK57g4cOcffwOHjgwIH9BwQCQYdOnfr174fGGTEMc3FxaduuXYA9kR6SMq3btHGxj0sqFIrZc+esXb362tVrVqu1arVqP/3406VLl7hwhyZNmy5dtuz3XbuOHTmK47iXt/eCxYtq1a6V1zF6e3sPHT7szz/+jIuLR8rDxdV1ybJlG9etv3T5MkFYvby8l61YXrcek7wwL8LCwnr27HH37r1Ue6HnUqVLG41GLr6Hz+fXqVOHcQq0Sz0mSmbD+vVr1506dRqjaR8fn3ETfslnPwUCQZ2wOjjOcxSLJUuWnDV79ubNm/f/uU+uULRo1bJmjZorli17+fKlXq9nsg/KZM2aN+eSpWMY5uXt1bZdOy4YnMfjjRg5wt3d7cD+A5GRkUGBQX1+7Ltj23ZuK3w+f8DAAW4ebvv+2HfowEEej9+6dZt+A/q72k+4Wq1u1bp1seBgbhOBgYGtWrfiwsClUunUadMCAwJPnjgR8fyZs5Pz7Llz2rZrx5ktVSrV/IULtmzadPHixft373l6ei5bsaKRw2C3QqmcNXv2mtWrr1y6TJBkxYoVBwwceOrUKW4fJBJJyZIl0tPTUcDQR4Bzot5kMvXt1Ts8PHzJsmXtO7T/uNUBH01iYmLnjp2eP3vWvWevNu3asTdYBR2xRLJ7185d27f36tN7/sKF/4XSTI5MmTRpzarVPD6/TljY7r35Jfr6LzNy+IidO3bgON6iZcuNmzd97d0pEGi12ioVKxlZduza5fijD3xyjEZjr+49zp8/P3HypCFDh36OM0ySZGpKikAoVOcorfE+UBSV7cfTYrGkpaVJpVLOd+1D0Wq1VquVU5DZoGk6JTkZw3FOr3zoHqI4aLPZnNcmckKS5Eekg05JSaWYrNeuH50dkHl3UlNVSpVYwiTTpmjaarGIxbbE2vmTlJT05PGTcuXKKpTKjIwMtVr9+65dc2bPXrtuXbXq1R17Wq1EWlqqWCzmZP2HYmbT9yDHx1w7GAwGo9Ho6uKCvE4/6E0/e+bMiePHp8+cmU+cuyPnzp7t0K59nbCw/QcP4DgONkUAAAAA+Hj4fL5jbbcPJacIE4lEnn8fIJIfXHBDruA47pb3YHFOcrUCyFnefyUfVzXE1fV9lWg+23UcGefh+HvKROSFOXbMmMqVK40bP95Zrb5188bmTZuDg4NLlMgeKi4UCnJWI/wgxCz5dJCxfMSbnpqaeub0mZatWr2nTMwJKMUCRabfMQAAAAAAX5GAwMC+P/64bMmSRw8fOTk7xcfFu7i6jhs/XuX0kbber4JMJhs0ZLCPj88HvCar2RKUIgAAAAAAQHZ4PN7P/X5u2LDh1atXdFqdf4B/terVP9ol4GshkUg+TCZmKx0Ho88FC8ipCAAAAAAFiYDAgIDAzBoq/0H+WyEIAAAAAAAAwPsDShEAAAAAAADIHfBTLGCDzxDSAgAAAOTB69ev9/+5r3adOhUqVvjqJ+npkydMFZmOHQMdUjx+VlJSUp4/e2YymVxd3YqXKP63wbwkScbHxxsNBluIBuN0h3t6eX50LpuP4OSJk5GRkT169sg/IL0gA0oRAAAAAL4N4uPi161d6+TsVBCUYkRExKoVKytVrvxllOKhgwfXrF4TEx1ttVrFYnGDhg3H/TKeK1WSKynJyeNGj4mMjEQ5eiiKEgqF4yf80rpNG+xLceH8+RMnTrRr3w6UIvBJoMGoCAAAAOQFj8cTi8Ufl5vwk8Pn88Vi8ZepuXD92rVfxo+vWLHS1KlTndTOR/86snLFCr6AP3vOnHwsi0nJyRHPn9cOCwsqFkQzJUqYMjBBxYphXxCBQPDFztJnAmyKAAAAAPDJIKzE1atX7t+7z+PzatSoWa58OW5RfFx8bOzrUqVKKdiBSIqinjx+TNNMhWKkJFJTUiIiIkuULBEZEXH58mWZTB5WN6xYDmXD5/NfREaeOnWKx+PVqlW7ZKnsiaAJgrh+7dqdO3f5fF716tXLV8hugNTpdBfOX3j29ClfwK9YsWLVatUc9VbSu3dRUVElSpZ88eLFvTt3W7RqySWvfvzocXj4RZIkGzRoyOzze5ROMZtM4eHhjx4+VCiVtWrXDg0NdVz66uXL9IyM4sWLh1+8mJ6e3qp161wTUB86eJDPF0yeMiWoGFMQOXhk8KuXLy+cOx8XFxcQkGdgctK7JJzP69e/f/ESxXPt8OrVq4yM9JDg0PDwiw8fPgwICGjarJlEIjl79uy9u/f8ixZt3LQJV3UwL/R6/aXw8MePn+AYVr5Cheo1qmc7BD6PZzaZTp08+fjRI79ChRo0aKh2yV7O59WrVxfOn09L04SGhobVDeOymmekpz98+NDLy4urBI1h2LNnzzRpaeXKl+cKYb98+TL8YnhaampgsaAGDRp8UFL0vwWUIgAAAAB8GpKSkqZMnHTu3Dk/P7+MjIwVy5aPGTeuR88eyAp4/Nix1atWbdm2tVTp0qiI7ry5cwmC3LJtKxJqt+/cGT9mbM2aNe/cvSuTSlNSUlYuX/7btKmt27Thytnx+fy/Dh/etGEjzsMzMjKWLVk6ZuzYHr16clYrjUYzberUY0ePFSlShLBaV65Y2a17t+EjRkilUtQhNjZ25PARUa9e+QcEmM2mDWvX1atff+ac2VymwKtXrsyZPadho4YHDxxUKBQ1atV0d3cnSXL7tm0L5i+Qy2RKlXLvnr0lS5b8W+tmXFzcL+PG37t7t3CRwnqdfumSJcOGDevVp49AYJMf//vf/86eOVuhYoU9/9tdu06dxk2a5FSKBEkYjMZatWp5+2SONXv5+KCSmPlsPSEhXqlUyRXy169f4zju7e3Nbde29d9/P3niRHBwyIMHD6RSaVxs7IXzF6RS6ZkzZ5QK5evXMYcOHVq0ZHE+RQvfvn07dtTohw8fBgYGWgli08aNVatXnztvLld2Gcdxg9EwceLEqJevZDLZ69evtwZvnb9wYWhoCOpA0/Tvu3bNnzdfIZc7OTtv3bw5KLjYvPnz0Zi+yWSaNHGSp6fnhk0bkf5LT08fNWKki4t67fr16K5g544dixYsFEskTipVXGxchUoV5y2Yz1Wv/ueAUiww0JBPEQAA4BuGJMnVq1adO39+8m+/1a1XV6vVzpoxc8nixdVrVEeGNJIkCYKg6czcuQTBtDiuJC0t7datW9NmzChdpnTSu3fTpk6bO3tuqdKlAgMZkxLOwy0Wy6NHj3777beatWunp2vmz523dMmSchXKlyvHGC9pmt6wfv3RI0cnTJjQrHlzgiR27dy5asXKAP+A7374Hm3ijz17nzx+snT5slq1a5nN5p07dqxYtrzllStNmjZFHWgMS05OPn3q9NDhwytWqli4cGEMwx4+eLhwwcKaNWuOGj1a5aS6fOnyrBkzLGZLPhWZCYJYvHDR/Xv3Zs+ZU6NWTZ1Wt3L58qVLlgQWK1avXj2uW0REhEwmW7p8efESxXM1hvF5/DFjx+I4zpWzS0tLu3b1qpe3l2Olvpy8efNGr9NNGP9LXFwcRtN+hfz69v2xXoP6mT1oLDIi0svbZ826tR4eHksXL9m2ZWv5ihVWrFxZqFChHTu2r1+7LvzixTZt2+a1iQP799+9e3fO/Hn16tUjSfLPP/6YPm36lctXWrVuhTrweLy42LjixYuv37hB7eJ6/97dCePGL128aPHSpcgiePvWrXlz59WoWWPM2LHOzs63b93+Zfy4eXPmLlm2VCqVunt41KhRY9+ff0ZFRZUqVQrDsHt370VHRXXo2AGdjevXr8+bM7dBw4YDBw9ydnK+ffv2pF9/Xb923aQpkz+Vl8I3PHAOAAAAAAWHhPj4vw4dbtq06Q9dfvD29g4ODh4+YnjZsmUz0tNRB5zF8SXZWnAcpyiqQ6eODRs19PT0LFW69KAhgxMT3169fNXWg8ZIkmrevEX7jh09PT2Dg0MGDR5M09SZU6fR8rdv3x7cf6BevXo9evV093D39vbu179/mTJl9u7Zw5nfQkJDpk2f1rBRQ4lE4uTkFFwsWCAQpKWlZe4GhtM0/UOXLn1/7FuuXDkkaM6eOU0SxKAhg4NDgr28vDp07NCocSOCzCJzs/H82bOzZ892/u67lq1bubi4FC5SePiokc5ql/1/7rNarbYDommZVDpy5Mg2bdsEBwfnKm5wHPfx8fH29kbn6u7du4MHDHz+7NnP/frlU22ZpumXL14mJCSIxeIuXbu2adc2Li5+6JAhJ46f4PpQNKVUKgcOHFiuXDkfH59atWuJJeLeffpUqVrF28e7abNmMpksPj4+n2MsFlTs14kTW7RoIZPJlEplcEhItpNJ07RCoRg4aFDxEiW8vDybNG3avlPHS+GXoqOikAfCgf0HRELhiBEj/P391Wp1w0YNe/TseeXy5YcPHqBjb9y0CUEQVy5fRv3Pnjnj7Kyuy0ptmqYP7j/g4uLy27SpoaGhXt5eLVq26PRd59OnTiW9e4d9IsCmCAAAAACfgNexsampqeUrlOdaypUvv3Hzpvc37dAULZaIS5bM9Dv08/VVKpXRMdG2DjQtFAmLlyjBdfDy8nJWq2PjYkmS5PP58fHxie/e9apUieugUCjKlCt74tjxd+/eFSlSBMOw5i1avIh8sXbNmqhXUWmpqREREUaDQeCwkxRNSaTSbL590dHR7h7ujsqsVOnS/N178qkuFhn5wmIxlytX1nFvg4ODIyMjdTqdWs346tE07erqGhD0XtHTSe+SNqxf9/vv/5PLZHPmzf3bEOaOnTo2bdasabOmaHC/abNmvXr02LZ1a+06tZFBjqZoZ7W6UOFC3EskEom3tyeaFggEfD6fpvKrn9agUcPoqKgN69e/evkqJSXl5cuXBr0+y8mkKA8Pj6JFi3ItxYoVMxiNbxMTQ4sX1+v1ERERRYoW8WMNt4hy5ctTFBUfF49VZWZLlSoVEhoafvFin75909LSrl65UqVKZfRWmkymyMgIgiBWLl/B4zO2PxzHHz14mMDilW9g+PsDShEAAAAAPgEGvZ6i6WxudkKh8EPWQQt4fLk8M4SCx+PxsgpNPo+nUGQO0fJ4fB4vs4PFbKZIUmJ3SURIpVKCIKwWC9JGW7dsWbhggaeXV5GiRf38fP0KFdq7dy8TGewAY+rMGq5L0xifL3CM4VUoFOy+5SmkzGYzjuFih53BcVwikVjMFpIks2zrPU7N1atXp0yclJiY2KVLl959+nh62fRcXuA4Xr9BA8eW4sWLV6pU6dat2zqtjhvIZsRg1jPscCb+psYuRVF7du+ZM2uWi4vaPyDQx8fHP8A/IT6eoiiHtdESiURsDz1BApQ7YookLRazQql0dKCUiCU4j2e1uyW4uLjUr19/186d0VGvYmPj4uLixv0yHu2zxWI1Gk0mk+nFi0gej48cG2QyWfPmLaT2A/zngFIsKDCFuKHuMwAAwDeLk5MzjuPv3iVxLbGxsfv/+LNxs6bIT5FmwXGb2CJJIi0tzcnJFkfCgONWgtBmZHANaWkavU7n5+tn78A4O2Y4dEhP1+i0Wm9vbyQdXF1dpTJZTHS0o5qJjXmtUqnUbFjG27dvNm/aVKlKlVmzZqEAkRvXr//xxx9/ewXy8/O7dOlSRkYGZ1ZMT08nGUmUp8zz8vZiIr5j47gWo9EYHx/n4eHOCbX35NGjRyOHDfcr5LdwyeLSbDzQ35KUlHTt6tWSpUo5BkeTJJNSEZnf/jnJyckb168vXrz4gkULff2Y9+jJ40fbtmx17IPjuN5gMDlE3iQkJEjEYg/Ww1IilXp4eEZHRWkzMri4mbi4WIoiHdOD161fb/v2bdeuXX/27FmRIkUqVKyI2iUSsUIulwcErN+4kYte1+l0iYmJfuz+fBLATxEAAAAAPgGBQYFBQUGnTp7UaDSoZdvWbWvXrDGZTGhWIhGbTKa4eJtyunzp8rNnTx0NWjjOBKz89ddfnE/h4cOHpFJppcq20WQcY6Tk8eMnUlJSUMvxY8eNRmPNmjXRbOEiRapUqXzs6NFXr16hlls3b128eLF27dooGjc9PSNDqw0M8Ecy0Wq1Hj92XKfV/m29k5q1ahn0+pPHjqNZTVrasSNHGeNZ3vbAMmXKFPX3P3Bgf1KSTT2fPnUq4nlEWL16H6QUKYratGGjWCxesGgRkomMrkX/7Fit1sePHj99+pS0m+J0Wt2MadOXLl7CtTx+9OjWzZtlypblorz/IXq9PjU1rUjRokgmUhR17Njx9IwMR0Myj8eLj4s7eeIkmk1NTTt+9Fjp0mWKsOPRYrE4rF7d169fHztyBHVIz8j4848/vb28y5TJFMQlS5YsVar0nt17z58517hpEzRwj15evUaNx48fX79+HbWYTeYxo0cPHTRYp9V+kmMEm2JBA4yKAAAA3yqurq4///zz5MmTf+rbt3btOjExMX8dPtypc+cSdrfC0mXKKBTKWdNnPH38RKvTXb182dnJ2WzXkQw0LRKJLl640O+nnytVrvzq5cvjx4717tsnxJ6DkKIomqIePXgwoF//WrVqJbxJOLD/QKvWrapUrcoNNPfr33/Y0GH9fvypcdMmFovlyOG/fHx8uvfqiTr4+PmGhITs3bNXJpMrFIobN268jolhM+/8Vbp0aZSVmiRJo9HoOECMYVjlKpVbt2mzYsWK2Pg4T0+vy+GXYmOZ1DPZujmiVqsHDBo4bvSYn/r+GFa3blpq6qGDB8uVL9+xY0euj9VqNZlM+Vs0k94lXb9+PS01deyo0WgIDg2jyxWKiZMnBbGJBtPS0oYNGSKTy7ft2O7s7MyK5sItW7XatHGj2WyqWauWVqvdu3s3n8/v2asnJ4uzbT3bgVMUZTQaCXvwTU7c3NzKlC3z1+HDrm5uTirVnTt3Xrx4IZfJjh49WqZc2eLFGUdPq9XCw/E1q1c/fvK4UKFCFy9ciIuLW7BwIRfl3bp163Nnzs6eNfvRo0eeXt5Xr1x+cP/BtOnTvX18uA2JRKKGjRqOGj7Cx9e3Xv36WX0xO509e3b0iJGt2rRRq52vXrl65/adSVMmudjT9PxzYPQZAAAAAD4NHTp1VKqUO7ZvP3b0qFAkGjh4UN8ff+R0SfkKFWbPnbN1y+bjx46pXRgVlZyckq5J45z/aJrxa/y5f7+I58+PHT0qkUhGjx3To2dPzkbl6uratl27ipUqXr1y9ciRvyQS6YCB/Xv36etoEaxSteradevWr1t7/tx5HMPr1qv7c7/+Rf1tERUqpXLqtGnLly07c/q0UCisVLnyxEkT9+7de+3qtcR375BSLFS4cOs2rbMVyhOLxZN/m+Lr53f2zJl7d+6WKlO634D+J44f9/TMz1+wRYsWTirVls1bTp04IRQJO3333U8//+Tm7sZ1KFOmDEmQ+WeKpmkqLKxOUlKyoyqlaUomV3AWWbFIVKNmDZFYwp0rPp8/YtQoD0/Po0eObNq4kc/nBxUL/rlfv8pVKmduvWwZiqK4rfsVKtS2XTvuiJycnFu2ahXCCr5cUSqVk6ZMXrFs+bmzZ4RCUblyZUeNGX3s6NHwixcTEhKQUixdukz/gQODgoL27tnz8MEDDw/PxUuXOKo9pVI5f8H8zZs3X7xw4f69+x6enstWLG/UuHG2bdWrX79Hr16+fn7cjQeiSNEiK1evWrtmzZXLlymSdFY7z50/t1Xr1ting4mER1Mmk6lvr97h4eFLli1r36H9J9wG8D68ffu2U/sOL1686NajZ5t27cxmc8E/b2KJZPeunbu2b+/Vp/f8hQu/6WpFH8GUSZPWrFrN4/PrhIXt3rvna+9OAWXk8BE7d+zAcbxFy5YbN2/62rtTINBqtVUqVkJJg3fs2tWocaOvvUf/ZoxGY6/uPc6fPz9x8qQhQ4d+mY1SFJWamiqVSnMVQATBuCeqVKqcKaZPnTw1ZNCgVWvX1K9fPyUlRSaTcemyc5KcnJzXJhAajYbH4+U10pqamioUCrlixCaTiSv4kT96nd5kNnGZpd+T1JQUsUTyaWuHvCc6nS4lJUUkEuVfJPqfkJqayufzOc9Ck8kklkiyDcsbjUadXu/q4pLXtdJgMBiNRhcXl/eL8MlOenq62WxWu7gIs2YX/wjOnTvXoW27OmF19h84gPN4YFMEAAAAgE8Jj8dzc8s0m2VDIBDkky+apmmUi/tvpVg+m0CgQdi8yFZ35D1lIoZhcoVc7hB8/Z58wsHQD0XB8lk34fIeJ1PKks9KZCwfvQ+OETD/EDyr8+l/ywhU4AE/RQAAgP8uOI4LhcKPMykBwCcGOYSCnyIAAAAAFBAqVqq4ZdtW5CwIAAUEGH0GAAAAgAKBWq2uVDkz3gIACgIw+lyAgMzbAAAAAAAUKEApAgAAAAAAALkDSrEAAfEsAAAA/2KMRmNaWlo+qao/mvT09MjISFTlj6bpjIwMbYa2gJSIJUkyLS2Nqzrz+TCZTKmpqShy/FORwVS0yTyTFoslLTXNwlbQ/sLodLr09PSv8p6CUgQAAACAT49ep0tLTWXq3dk5eODgkEGD4uMy6yB/Em7futWnZ68+PXtdvnQJ1R2ZMX36wgULvoqgsVqtqSmpXAFDVPx66OAhB/bv/yerNTB181LzF9mnTp7s2b1HZGQk9omwWiwzp89YMH++1V6m5fKlS31797l75w72mUnXpGdkZNiDjxlWrVj56y+/GAwG7IsDShEAAAAAPj1LFi/u3KkzV/IYw7A3CQn3793/5Na1Xbt2PX78+PsuP5QsVQrl/X7+7NmLF5GOIvWLcffOnRbNmx0+dIhrMRqND+7ff/PmzT9Z7erVq9u1bpOQkJBPHz6PJxaJeJ8uxxBFUc+ePXsREcGdSR6PJxKJeA6luj8HFotl4IABY0aNtloyCwm+evXqyeMnn8Mg/bdA7HOBoUCMEgAAAACfBovVajQaHZMj8vl8kUgkYMvNEQTBY8n1tTRNkwSBev4tWq0uJCSkd9++MntiZ6FQKMitUAfFkusijvx3DEGSJFdGL+cmstWMxnGcOWp2oyRJ0jSd1w5QFIXWnHPrVvZk5rNLGIY1btKkbr36Eqkk19VyVf7eB6vVis6hUCh0fBdq1qpVuUplsTiXxNo0TVMUle205H+8eXXAcdxkMmfLrIl2BvsagFIEAAAAgE8JQRC7du68duVqukYzf+687374vlKlSmgRn8+Pi4v9Y8/ey5cvu7u5tW3frnGTJo5l/fR6w7GjR44dO5aU+K5Q4cKdv/surG5YXhsyGAxbNm16+vixyWSaMW3a999/X6Zs2bx6/nX48PFjx5KTkgMCAjp07lSrVq1sKb6vX7u2Z/eeFy9eODmpGjdt2rZtW8fSJvv37zfo9GXKld2yabPaRf3LhAk5xeK9u3c3bdxkMpoO7NtPWK3fd+mCNBCO4wRBHDxwYPf/dlvM5mrVq3fp1tXHx8fhqPWHDh06cexYYuI7V1eXhg0btWnXRq1mCp8QBLHvzz8vXrig0+mWLFrcqXOnatWr53qMDx48OHvmTJdu3bg1p6am7t279+KFC+kaTWBg0A9dfsjrtRw3b9z4feeuyMjIogH+Xbt2ZTVr5ll6/vz5yeMnWrVpHRQUhGGY2Wze87//KZ2c/Pz81q1ZW6VKlR9//gn1TEhI2Lt7z9UrV8wWS7lyZbt2745ewhETHb13794b129YrdZq1ap179Hdx9eXqcGYptm0cePrmBiRWDhvztxu3bsXKVok205qtdod27YpFMofutrOMEWSBw4ciI+L79aju1qtxj4pMPpccKAhTQ4AAMC/g3dJ77RaLUEQCQnxOq0WNeI8XKfTTf9t2tUrV8qVLZuWljZi2PC/Dh/mXmU2m+fNnTN+7Di9Tl+6TJkXkZFDBg06cfxEXlshSfLNm7cGg8FsNifEx+t0uly7WSyWBfPmT/hlAg/nVa9Z81VUVL+fft7355+OfY4eOdLvp35PHj+uUrWqTCaf/tvUmdNnOHrFnT55atXKlWNGjT5z+nReg2BarfZdYiJFUSmpqYmJ71D4BY7jPB5v/779y5Ys9fby8vH1WbtmzdQpUwx6PXcUa1at/m3SZGdndZu2bTzcPWbPmrVwwUKL2YxsdUnvkjLSM0iSTHiTkM5G7eTKgwcPVq1c9cY+Qm02m2fPnLVi6TI/X9/ateu8iIzs99PPV69ezevlGIZdCg//+cefrl+/Xqp0aYPeMPHXiS9evHAUxM+fPVuzek10VBR3Yg8dPLRk0eJxo8fcu3uXx7dpqtevXw8eMHDtmjWurq6BgQH79+0fNmRodFQ0t55XL18O7D9gx7bthQoV8vb22rB+/S/jx6drNIw5k7C8efPGbDYZDcb4hHiTKRdLqkgkunPnztIlS2JiYlBLUlLS8qXLrl69mn/BwI8DbIoAAAAA8EmvrALBqFGjM9Izzp09t2DRIi8vL9SO43hGRkbLVq2mTP1NLpe/e/fuh+++P/LXX+3at0fjrRfOX9i1Y+fQYUMHDx3K4/E0Gs2gAQPXrFpVpUoVtUsuhiKlUjl1+rTExMTEt28XL12alzHp/Llzv+/aNXDQwGHDh/P5/PR0zdAhQ5cuXlK5SpXChQtjGPb27duFCxYEhwSvWbvWxdWFpukN69bNnj2neo3qrdu0QSuRSCTR0dE/9+83YuRIuVye6+hz7dp1+Hz+oIEDe/fp/UOXLpzN0kpYeXz+0rVrSrGelPPmzNm5Y+eLly/LlCmDYVhaauqZM2e+++H7adOno/5CkejcmbODBw/28vYWCoUDBw/K0GYc2Ld/9pw5RYpkN7Bx8Pl8sVjMjVy/evXq7Nkzg4cM6TegP4Zh3Xv0GD502PVr16rnYVY0mUyrV65SOTlt3rolICCApunVq1bNmjETx+m8NsG810Lh65iY8RMm9OjRXcTahmma3rxxU0RExLoN62vVro1h2P17937s0/f3XTvH/fILj8cjCGLN6jUJbxLWbdxQpUoVmqa3b932y/jx4eHhLVu1cnf3mD5zRlRUlEKhWLR4ca4lpMVicctWrS6FX7px40ZgYCBSybGxsT/37/f+9bvfH7ApAgAAAMAnBmdBMRCcYKIoSqlStevQXi6XYxjm7OxcuHBhjSadC1I+d/asp5dn67ZtKYqyWq1KpbJFi+YvXr6Mjo7K8ypuX39enoUURZ0/d17lpOrQsSOSd05Ozt99911ycvKd27dRnwf370dHRX/3/XcursyAL47jrdu08fX1ZcyHdkiS9PXz69W7t0qlystJEcNtu+F41KwHH12/QQMkEzEMK+ofgOM4MqExelelWrBw4dBhwwiCMBqNsbGx71h7JGF3dsz1ZP4tPJxH0/S5c+euXb1qMBi8vL3XrF/brXv3vPrHxcY+e/asYcOGAQEBaKOtWrf28/MjyfwCg0iSLFmyZJcuXSRSKTr2tLS08PDwuvXqVa5ShSAIq9VaslTJSpUrXb9+Hdlo3759e/Xq1Vq1a1WpUsV+tlvPnTevsF0Ec29lPt6iVatVc3d3vxx+CWUFunjholqtrlGjBvYZAJsiAAAAAHwusiTAozGpVOrqwqgxBI+Hs12YPhaLJT4+/l3iux979+HxeDTrH6fValNSUhLiE8pXqJD/+vPKtGexWGJjX3t6eHp4eHCNRYoWlUgkSe9scdkxMa+FAkFRf3+ug5Ozc+EihR1jjWmaUqvVCoX8fY43287w+Dx3NzdullV7ONdFLBYLhYLly5bdvH4jKSlJKBTq9XonJ6d8DvZ9CCoW1K9f/40bNnzXqbObm1vVatWat2jRoGGDvPprNBqr1eru4c61uLi4uLq5/d1GaRdXV6lDGE1ycnK6RnPp0qVWLVpy4+9xsbFyudxkNCoUiqSkpNSUlAB/xhaIcFaru/Xo/v7vKYZhXl5edeqGnTx+4s2bN0ql8vLly7Vq1fYtVAj7DIBSBAAAAIAvRH4GMZqJ3nBzd+/avZtCoUSZWdiIV0HZcmU/fos4zufzSYp0TJpDEgRN07jdZCUUCCiaphwClpl4YSuRxXaYiwJ8L1jJyzzy4kXki5/6/kiSVKfOnUJCQzw9Pf/3v/9dvHAB+2fw+fx+A/o3aNjw8eNHt27eunjx4l+HD/fr33/8hPF8fi7iRySW8Hh8x6htHo+Xp/U0K45nhWZDrUuXKtWqTRt0wnA2Gl2ukCuVSqYHc67pbBnCCYJA79T7H2CDBg3/2Lv3/r17KpUqNTmlXoP6gs+TvgeUIgAAAAB8HthgjvfsKxKLfH19o6OimjVv4eXliRpfvnx59cpVieTjwxREIlGx4OD79x/EREeXKFkSNT558sRsNhcubDNBBRUrRtH0wwcPK7PjoRiGJSYmvnjxoknTph+3UZyxlb4vV65cfv369bYdO2rVroVa/vf7/xghm2Og+f1PJhPFfPPmzRs3unTt2qZt2zZt22ZkZAwZNOjUyZP9BvR3czBwcvj4eLu4qJ8/e05RlG0cOTUtOSnZJTcP0XxwdXVVOalUTk6dv+vMNZ47e06v16FEjG7ubs4u6levXnHH+OzZsymTJvXq3btZ8+bcS5gR93yPt2y5ssHBIcePHVer1V7e3tVr/E1Y90cDfooFBRoyKgIAAPy7sJhMGRkZ758Bu3Hjxknv3m3auAGlJHwd83r0yFFbNm8myI+vUIfjeJMmTWmMXr16dWpKCkEQERERGzdsDCoWVLlKZdSndNkyFStW3Lply+PHjwmCyMjIWLdmrU6nb96ixUdsjiTJDE0GV9fkPV7CI5iKf0w9G6vVeuL4iVMnT+IYTjpY3XAcN5vNGRlMBPR7rvbt27cL5s3ftXOn1WqlKMpkMmm1Og9PT+QkmhNXV9cGDRuePnXq3LlzBEFotVomW83rmA+y8zHrcXOrX6/+mdOnjx87RrBcvHBh6OAhly9fRrrQ28enTp3a4Rcvnjl9hiAInU63ft26B/cf+Pj4OvhlYnq9zqDT5WPFVavVYWFhl8LDjx45UqduHXf3zHHzTwvYFAEAAADg0xMSErJ185b2bdrNmDUDRRAz6aMNBkfhaDabHQvf1a1fr/+ggevXrjtx7Linl9fzZ88USuW8+fO46OlcQStxlBQmk8kxS3OlypXGjBkzb87c5k2befv4REZGenp4TJo8GSUsZLwSVapfJ/76y7hfOrXvEBwS8i4xUavVjhk3xtFMZTabjUbj3w4/+/r6urm6TZ827cmTJ/MXLhAKhUwuboPRUTgSBGEwGDjNVyesTqlSpcaNGbtnz57UlFSapmvUrPHXocMzps+YPXeOq6srOplpaWldvvv+10mTHG11jqDVcqe3Xr16bdu1WzBv/v4/97m6ub14ESngC+bMnZtXHhkcx/v+2Pf582eD+g8ILV48NTVVJpMVLVrUaDTltec0TZtMJh6eRUriOP5Tv5+jo6OHDBocUjyUh/OePH5co2bNocOGodyHAoFg0ODBMTExA/v1Cy1RIl2jSUxMHDFyZOkypdEaRCJRaGjx9evWdmzfYeHiRWXLlcv1/OM4Xr9hg23btun1+o+2/r4PoBQBAAAA4NPTqnVrlZNT4tu3qMgehmFt2rYtV76cn5+f7QIsEAwfOdJqsYhEItQiFAqHDR9erVq1y5evZKRrGjRsUK9e/eCQ4Hy2guP40GFDTSYTlyVbKBT+OmmSQCDgVothWNdu3UqVLn05PDwpObl9+/Zh9eqi/DgcZcqWXbdx/YVz5168fKl2VteoWaOiPVs4ov/AgVqdVqVS5X/UhQoXXrh48e3bt/z9A5A1rlChQktXLC9SJHNztevUXrVmVenSNmFUpEiRlatXnT51Ovb167A6dRo0bOTm7la9OhPGy6m6xk2arFm79s2bN/m4bNZv0MDHxzfQnuBaoVBMnT6tcePG9+7d1Wp19erVC6tXNzQ0NJ+d9/L2XrJ06dkzZx49fuzq6tq8WfN0bQZJZNZ3qV6jxuq1a7h9kMlkE379lc8XZLM7evv4LFqy+Nz5Cw/v36coqlv37g0a1Hd1GPIuVLjwshUrLpw///jxY4lEUrNWrWrVqjmOrQ8eOqRkyZI0Tfuy6bgxDBs4eJBOq5PJZI4bKlasmK+vr5NKlf9xfSjZhv1BKRYooKIfAADAvwSlUtmyZUvHlqBiQUHFMgt18Hg8rnYLh0AgqFmrVs1aNo+996FCxYqOs3w+P9eUgWVZ8lmPr69vl27d8lparjxj2XofylcoX75CeW5WqVRmizj2Y3Fs8ff3/8le3QTRpVtXx1mZTNasRaYPX64UYXFsUSqVTZs3a9q82XvuORPv7OrasXPnjnks9WHhZgUCQV5FX5zV6nbt2rZr1zavDbm7u3fs1Kljp065LvX09Py+yw+OLeXLZ55SjsiIyHfv3nXp0iWvIfVPAihFAAAAAACAb4lXL1+ePnXqyJGjjHtlo4afdVugFAsSYFIEAAAAAODvSE5O3r//AI7jo8eO8fb2xj4noBQBAAAAAAC+JcqVL79h00a5TOacRwnHTwgoxQIEmBQBAAAAAPhbRCIm+yb2RYB8igAAAAAAAEDugFIEAAAAgI/HbDanpaVlK872QS9PTU19/zzVnwq9TqfRaN4/K/jXgqZprVabkZGR61KKojQajV6vx74dtBkZkRGR6enp2DcCKMUCBYw/AwAAfGOcO3tuYP8Bz549+7iXX7l8+ac+fZ88fox9TkiSTE1JNRgMXMuGDRvGjxmblpaGFWysVuviRYvnzJqdq5hOS00dNnjIhnXrsW+Ee/fu/dT3x25dulwKD8e+EUApAgAAAMDHk5T0js3trP24l6empt65cycvm9mn4nVMTMvmzbds2sy1REdHP3782GKxYAUbmqZfvngR8fx57uVhcFwoEqHaJwUfmqb37t5z9969Ll26conHCz7fxsn9TwCFnwEAAL5B+Hy+SCRCZTwIguCx5NoTjVBnkzU8Hk8kEuV8CUmSNE1/Qg1kNBodh8gFAoGQBe0Yn89HVYlz3e18DuqDdjvXM8BB0zRJkjmXol3N1khRFI/Hc3FxWbZiea6lmQmCwHE810U0TRMEkXOdeUFRJElS798/566iN5oZSdfpAgICfur/c7ZqK8wGqPw2kc+7wJ43gs8X5PUO/kNAKQIAAADAP4LP479582bxokUXL1xwUjm1atO6RcuWEomE6/DixYu9u/fcunULx7Bq1at36dbVsdRHNpKTk//Ys/fixQsGg6FMmbI/dPmheIkSGIalpKRs3bwlODi4ZetWGIbFx8fv2rmrSJEi7Tu0FwgEBoNh29atPr6+rVu3zrbCyIiI9evWG43GM6dPi8Wirt27o9J/fAH/+dNnS44dffDgoZ+fX6fOncLq1uW0CEmS58+dO7j/QExMjNpF3bpNm5YtW4rE4nx2e9+ff144f0Gv15UsWap7j+6hxYtzS+NiY3///X/Xrl7Fcbxylcrf//CDYz0Vi9l8/PiJw4cOJSa+LVSocLv27erVr5+ryLNYLHt2705ISPj+hx8KFy6s0+l2bNvm7x+ACrE8fPDw/Llz9erXP3/u7JnTZ+QKRZOmTdq1b8+VOqQo6sL583t274mLjS1ZqmSXrl2vX78eEBDQoGHuyatTUlL+2Mu8F+majGJBQd93+aFqtWpo0bmz5x4+uN+1WzdUps9gMPzv99+VKlXHjh1xHNfr9du3bgthiuzRW7dsad2mTZu2bdeuWfvg3j2tTjd1ym8/dPmhHFt25c2bN7t//9+Vy5d1en3RokVatW7ToGEDrhIjSZJnz5w5dPDg69evXVxcO3Ts0KRpU05QWq3WkydOHjl8OC4+zsPDs33HDo0bN/7kFlYYfQYAAACAjwfHcZPJtGDuvIsXLpYsVUqr1Y4eOWrdmrVchydPnvzU58fdu3cXLlLYx9d344YNY0ePTk1JyXVtycnJ48aMWbpkiZenV4WKFc+dO/djn763bt5kTDt8welTpzZs2GA2mzEMu3Xz5uKFC9evXZuamophWExMzLIlSxPi4nOu02AwvH37liTJNI3mzdu3yLDH5/Hfvnk7aeLEF5EvypYtGxkRMWzI0EuXLnGv2r5t26ABAyMjI0uVLm0wGMeNGbt58+bch4AxLCU5ZfTIUYsXLlKr1QEBgYcOHBgxbPjr16/R0uioqP79+v++c2fx4sVDQkJ2//6/QQMGvnz5Ei0lCGLlypWjR40yGY3Va9RITHw7ZNDgHdt3ZNsEn8+3Wq1LFi2aMW26RCJ1d3fHMEyn023dsvXs2bOoT0RExKqVK0cOH37s6LGSpUtbLOYJ43/ZtGEDt5JDBw4O6Nf/RWRk2fLlYl/Hjho5atHCRdeuXcv1oEwm86wZM1csX+HnV6h27drPI573+7nf9evX0dKrV65s3bw1TaNBs0ajcc/uPceOHOFmd+/+34L58ydO+DUyIpLH51MUnZj4Vm8wWMzm+Lh4nV7H+Fmmpf0ybtzWrVtKly3TokULTZpmxLBhB/YfQCuhaXrbli2DBw2Oi4svXbrM27dvRo0YcejgQbSUJMl1a9YOHzI0Lj6uTJmyKcnJI4cN3717N/apAZsiAAAAAHw8yIBUrXr1hYsZnWTQGyaMH7958+bGTRqHFi9utVqXL11mNpt27NxZqnQpDMNOnzo1auTIgwcO9u7bJ9uqaJre/b//Xbp0eeHCBS1Z02D3Hj169+y1aOGiTVs2Ozk71apTe/+f++JiYwODgh49euTi4pKSkhIdFe3h4fHgwQOhUFS9Ro2ce1i2XLnJUyZ37tipffv2w0YMR2OUPJyXkpLSq0+f4SOG8/n858+ed+va9fSJk7Vr18Zx/PmzZ8uWLG3arNms2bNlchlBENN++23j+g0NGjQIKlYs5yZ27/5f+MWLi5YuadOmDYZhZ8+c6ffzz/v37Rs2fDhFUWvWrImJidmwaWPVqlUxDGvfof1PfX9ct3rNzDmzBQLB7Vu316xe07Vb14kTJ/EFfKPBMG7suKWLF1etVjWUsckx8Pg8k8m0bOnSbVu2jv9lfK8+tlOH47jIwU9RIBCYTCYPD48ly5a6ubunpaX91PfHo0eP9ezVy8nZOSU5ZdXKVSVKlVy7bp27u7vZzAjBDevXCwS5j/m+evny3LlzQ4cN/ennnzEM69aj2/Ahw65fu46OQiAQiMQibsAX7Qln7cN5uEAofBEZOWvO7JatWgmFQh6PN3HSpLQ0TWRExLKVy9VsxuzIiIhHDx9NnTqtdVvmvPXo1bNDu/Znz5xu16G9UCB48vjxsqXLmjRtMmfOHJlcnpaW1qNb9/Vr1zVp2lShUNy9e2f16tU/dPnh10mTxBKxyWQaP3bsmlWr69Wrl4/F+iMAm2LBAQKfAQAAvj0oipJKpa3btEHXfplc1rJ1K7PZdP/+A2Tqu3v3brPmzUOLh1qtVsJKVK1WLSio2PVr13JGkxgMhnNnz5YsWbJR48aoxd/fv03bto8ePXr+7DmGYRUrVrJYLM+fR1gtlsePHjVp2tTJ2fkxGzd96+bNgAD/ov5Fc91JNKbM4/E4ZUNSpJe3V5s2bdAgr5e3l5u7W1pGOkmSGIZdv37dYDR+9/33IrEIBR23aNlSp9M9fPgw58pNJtO5M2fLli1bv3591FKzVq3Zc+ZWrFgJw7B3ie+uXrpSv379ypWYWeYoKlUKq1v30qVLyBp6/vw5kVDYqXNnvoDZE6lM9kOXLlqt9tqVq/adxw0G44K58zZv2jRsxIievXvn816IxeLWbdu4sRZHtVodHBxsNBr1bND3s2dP37xJaN68ObJHisXitu3aubi45JUqCOfhNE2fO3vu+rVrBoPBx8dn7fr1Xbp2wd4HGiMJomatmq3btBGLxdz5594O9EYEh4Rs2b6tYaNGVqvVYDBERkTqdDqKpDB2l27euKnVar///geZXI4OZ/KUKb169xbwGWV89fJVjKY7f/8dX8BYWwUCQYtWrVKSk58+eYJ9UsCmCAAAAAD/CKlUWrhwIW7WxcVVJBKjhHlv37zVabWHDh68FB5OsUO3OIa9fPkytHhxvU4vcrG5oyEyMjISEt7UqFFd7ODjGBgQSBJkfHxc2XJlS5cp7eLq8vDBg9CQkPi4+B49expNpju3b7dr3+7pk6fVqld3Uqly3UM0auw4dkzTtJPKSam0OfDhOM7DeUwr2yc6KtpkNE745RehQECz+2y2WFJSUqJeReVceVpq6tvExIoVK0qlUtQiFos7duqIphPfJaZr0wMDA3gOfoehoaHHjx0zGY0YhkW9ivLw9PDw8OCW+vr6OKvVUVG2bfH5gls3bz55/JgkyJSUZIqicnVhRIclEoncWMdBhFAk4qI8UlPTKIpCMhHh6enhrFbnNaQeHBz8888/b9q4sXPHTm5ubtWqVWveskX9Bg2w98bd3cPRa5DbEDehUqnS0tLGrhrz9MmT9PR0sUSc9O4dv0wZ9pRjr169VCmVXt5e3BoqV6lcuUplNB0dHa3X64cNHcbn8dB7ZDSZUlJTY6JjsE8KKMWCAoQ+AwAAfIvQrInIURAQJEHTtEjEDERSFGOiq1Ktar169UiSMRThOC4UClxcXGXyLNGvyNTE5/OzJfEmSCuG26KJvby8QkOLP3369ObtW0KhsHTpMtHRMUf++uvmjZvpGk2lSpWw945+pTEax/G8BrMIgpBKpe07tPf28iZZ+xafzxMIhCEhwTk7MwqYDb91lFwkQdIYs9tMVDWGE6ypksNqtTIGNnZvhUIhEzHtYNgjSYqmMoOgKYpSqZwm/zb55o0b27ZurVWrVljdunkdF2Ory+McSCQSnMcjiMw94fP5PB6e15gen88fMGhgw8aNHj96dPvmrQsXLhw+fLj/wAHjf/kl1xhkxjaZ/fwzyjufkOTjR4+NGjGiVJkyPXr1LFSosIuLetKvE5FZl10hzUREO5wZFLUtEDBhzgRBKJXK7777Tm03iwr4fIFAULJUSeyTAkoRAAAAAD4enB01fh3zukzZsqjl5cuXJEEULerPWq28ZDKZt7d3x06duJccOXKEJHPJ0uLk5BQQGPD06bP09HQnJyfU+PDBA6lE4u/PrI3H49WoWXP92rXHjx4NDAr08vYqW7bMnv/9b//+fQqlsmy5sn+zq++tI4sULUqSZPUaNRj1yZKWlnb40OFcY5/VarWbm1t0dIzBYEC7/e7du19/+aVq1Wo//vyTr6+vu4fHwwcPzWazmH05RZH37t719vFRyBmLZvESxU+eOBEVFeVuNytGRDxPS9MUL2ELnSZJsnTpUt99/32VqlWvXLmyaOGiUqVKu7q5Yh+If0BRmVQaGcGM4yMSE99pNOk4nrsn3o3r12/fut2la9di7dq1bdcuPV0zeOCg0ydP9+/f38WV2TpFITMxgyYt7e2bN46m5ffh8OG/XN3dV6xa6enpiQr2WJixftsbVaRoEa1W+yYhISgoCPVfuXzFw4cPFyxaqFQqixQtQpBk3fr1goNt8v3t27cnT5yQSGyW3U8F+CkCAAAAwD+4jvJ4RqNx69atUa9ekST5+vXrndu2BwYGlq/A5EDxD/CvVLnygX37r1+7RhCE1Wr9848/Rwwb/ujho5y6TSKRtGzZMirq1eZNm0wmE0EQ4Rcv7vtzX+06Yf4BAahPhYoVjEbj5UuXS5QsyefzA4sVk0qlx48eCw4ORmojV3A2mV96RrrVas1rsNWRmjVrKpXKdavXpKSkkCSp0WimTZ06d84cvS6XunkymaxRkyaPHjw4dPCg1Wo1m827duy8cP6Cl7c30pHNmzcPv3jx4P79VpZ9f+67fPlys2bNnNXOGIY1aNBAqVSuXrUq6V0SQRCvX79eu3pN0aJFHaNzcBy3Wq3+/v4//fzzg/v3t27din04RYv6V65SZd+f++7evUsQRFJS0oZ165KSkvJKFfnm7dv58+b97/ffrVYrRVEmk1mn1Xt6eqBUiM5qdUpKyu1bNwmC0Ov127ZuffPmzXtmneTg83GjwZCRnkHTlE6nW7dm7bOnTzGcRibYGjVqOjurt2zekpKcTBDErVu3Nm3cKBQJUQKmOnXCeDze2tWr0zUakiSTk5N/nTBh6eIlZgsTGk9R1Injx1etWJkQn4D9M8CmWJB4j28vAAAAUKCwWK0isUiv13Xq0LFIkaJR0VEyqXTugvnIuiYSiUaNHjVqxMie3XsUL1HCYjY/f/a8easWvfr0RkqRIAiDwcANOLZu0+ZFZOTqFSsP7j+gUCojnj+vWKnS8BEjuKHYokWLFipcKOFqfBnGmw1zc3X1Dwi4dOlS1WpV85EparXaPyBgzarVLyNfLFyy2NXV1WKxGI1GR885k8mE8u8wfoTFQyf8OmHG9JlNGzUODAyMiYnR6fWTJk8qU5bZaE5+6PLD82fPpv02ddfOXRRJvnjxomv3bo0aN0JLe/buFR0TPWnixI0bNyE3zWbNm/f5sS/a4ZDQ0Em/TZkxbVrTJk0KFy786uVLlZNq+syZvr6+6OVms9lkMqFd7fzdd2dOn1mxdGnFChXC6tWladpoNHKxQdlOJsq/yB2mQCAYMXLkiOHDu3XpGhIc/PbtW4FAwL5NuV9869ev37pNm3lz5v7xxx+uLi4vXrwQikRz5s6RsO6YDRs1PLB//4Txv/y+6/f09HR3d/eQkBCuXmK2HeNgjsXhtLfv0CH8YniPbt1CQkJev37t6+tbrVr1s2fOrli+fNTo0SVLlRw/YfzMGTOaN2vu4+Pz9MmToKBig4cMQdboipUqjhkzZv78+VcuXylSpMjLly8pivpt2tTAwECkFA/s23f69OnKVar4+H5oKHSWexhQigAAAADw8dStW7dwoUL+AQGXwy89e/a0UZPGDRs15IYLmZCUoKA169edP3fuyeMnAqGw/8ABdevVUyqVaGmNmjU3bNpYsqTNt0wsFo8eO7ZW7do3btwwGox9+vQJq1vXxdWFW5tMJvtt2rTEt4mVKjORDTweb+iwYS1ataxSpUo+O6lWq2fPmXP18mV3Dw85G0jb98cfO3TogOK10WqnTZ8ml8u5YJEOnToVCw65eOHCm7dvqlarVrtOnUqVK+Wz/pmzZzVt1vT27ds4jo8cPapOWBgaa0ZLZ82a1bx58zu3b2MYPnzkiFq1a3PZsDEMa9OmTXCxoIsXLiYmJrZu3apO3bpI7iAvxuEjR5Cscx6GYXK5fMasmQ8fPPDysRks5y9cyIWw1KhZc9WaNWXtbgBMmqHu3Zs2beLiYjuBQcWC1m/cePrkyRcvIlu0ahkcHDJm9Oi8suQolcppM6Y3adrk3t17er2ufoMGYXXrhoSGoKUBAQErV606c+b065jX/v7+jZs2TnybyESWsDcAKpVq7rx5arXa0XLMOD4OHKDT6rhjr1e//qYtmy9cuJiu0bRo1bJhw4Zane7okSMB9sPv/N13wSEhFy9cTElObt2mTcNGDQsVsg1w4zjes1evkqVLXQ4Pf5eUVKNmzbr166H7B7StH3/+OTUt7aMLt7DhE6zC/rjXAwAAAACAYVhhFsarzKHoSDa8vLy+/+GHXBf5sji2CIXC2nXq1K5TJ9f+OI4zasDBtBccEhycW6BJNkJCQziVg2EYJym4jdasVSvbS8qULZOXETEnCoWiWfPmzZo3z3WpTC5v3KRJ4yZN8np58RIli5fIJRSDx+NxvpKIoixoWiKR1K1XN5+TWaJkCQwrwYWWr1+3LjgkpFuP7qjl5IkTep0u0D6ynxOVSpXPQfkH+P8Y8JPD1v24aZFIVCcsLFt/HMfLlSuXraVipUoVHQ5Q7eLSf8AAxz7lWHLfPxyrxJLLEhwXCARubm5+hTL36uMApQgAAAAAwL8fiUQS8ez5hnXrE+Ljy5cvHxkRsXrVqmLFiuWUyP8CSJJ89PBRh06dvLwyk+x8HKAUAQAAAAD49yMSiSZNmbx40eJdO3du3bJVLBKVL19h6PBh7h6ZGRb/NfD5/O+7/JB34skPAJRiAQLiWQAAAADg8+FXqNDCxYtex8RotVqlSoXcBv6t8D+FTASlCAAAAADAf4vCeXuUAjmBfIoFCrAqAgAAAABQgAClCAAAAAAAAOQOKMWCBJgUAQAA/ttQFPXgwYOnT544Vvt1hKbp58+f37t71zG/dD5YrdY7t26/ePECK/CkpqRcv349NTX1E65Tr9ffvH4jLi7uE64Tw7DIiIi7d+9amcp7/35AKQIAAABAQcFkMk37beriRYtylvdAkCS5ZNGi0aNGceVA8kej0YwaNWrThg1Ygefq1au9e/S8cf36R68hMTHx8KHDMTExXMvrmJhBAwf+dfgw9klZvWr1+DFjdTod9h8AlCIAAAAAFCAIlrxKa/B4vNZt2vTu05ergPI+K3xPA+TXJTgkZOjwYcWC/z6LeF5ERESMGTXq2tWrXAtN05/j8EmSJAgC+28AWXIAAAAA4POSkZFBEKSzsxOqdKzX681ms5OTE8pjYjabdTqdSqVC9XxxHOfxeDiOR0dFp6WleXl5evtk1u3l8XhhYWEkRaHOHBRFRb16lZ6RoXZ29s9adATHcbShyMhInU7n5+fn7p5LBkG9Xh8dHW21WL19vD09PTN3Pj2dIElub5FO0mg0YrHYsSJfYmLi2zdv+AJBQECATCZzXLNWq6VpWqVSxcXGWixW/wD/XHVw0aJFf+jSJedrX79+bTGbPT09fbLWX8mG2WzOSE8XSyR6vZ5JgmOvl4iqlRAEEfH8OUGSRYsWUamYktzZePvm7dvEt0KhMCAgQMpWds4HnCVbo9VqffnypdFg8PD0dCwVQxBEenq6VCKRsXUUKYpK12gEQiG3h+np6ageDLdOi8USFRVl0Bvc3NwKFS6UbStarValUhEE8erlS79ChVQqFfY5AaVYYOAKhgMAAAD/Lv7c+8fxY8dmzJpVLLgYSVJLFi2+du3a1GlTK1SsiGHYH3v3njhxYvacOUhe4DhusViXLFr8119/6bRaZ2enbj169urdC6lMkiSXL1sWGxs3b8F8TlTFxMQsWbTo+rXrJpNJJBa1bdt26PDh3FIej5eenjFz+owjf/1lNJk8PT0HDBzQpm0bphicnfCLF1csX/7q5SuKopzV6h9//PGHrl3QogMHDuzZvWfqtKlc0bmbN27MnD5j4JDBzZo1Q7Jm86ZNe3bvTtcwiic0NHTs+PGOZQBXrViRrkkPLVFizapVFStWXLJ8Wa6p/m5cv75s6bLhI4ZXr1EDtVwKD1+6ZGns69cEQSiVym49uvfq05vPyz1N4NkzZ+bOnqPX6datXfv69euJEycKWDHN4/ESEhLGjRlzKfwSQRCFCxceNWZ0rdq1uReazeb169bv++OP9IwMDMNKlSo1dty4kqVyKS2YD0+fPF20cOHDBw8IklAqVa3btO4/YABSnOnp6WNGjS5WrNiYcWMFAkFkRMSvv0woVqzYb9OmiiWS9PT0saPHlCpVevDQwWhVjx4+XLxw0aPHj6wWq1wu/+6H73/u108kEqGlERERc2bPbtWy1YULF65dvbp85coaNW2n6zMBo88AAAAA8Hlxc3e7e/fundu3MQxLSU46d/bs5UuXrrMOeRaL5dTJUzqtztXVFXUWCgWXL126cuVK//795sybW7ho0UULFqLOyKoQFRX19OkTbkQ1NTV1zKjR4eGX+v7045x5c2vXqr1+3frfd+7i7A98Hu/M6dNPHj8eMWrUzFmzZFLpjGnTnz+P4Hbv9q1bw4YO1esNo8aMnj5zRlBg4MwZM04cO46W+vsHPHzw4PSp09wOHDp4KOZ1jL+/P7KQrV+7buH8+WXKlJk+c8aoMaMTEhLGjx37JiGBW39sbOz+Awc2b9xYpWqVRk0aI8mbk7S0tPv37mk0GjQbFxs7eeIkoVAwe+6cpcuXV6pcef68eSeOncjrJAcGBdWrV18kElWrVr1OnTAcbQXHaQzbu3uPwWic/NuUCRN/TU1NnTVzZnJyMnoVSZKrVq5ctmRJhYoVZ8yaOXLUyOioqF/GjX/37t37v7/x8fGjRo589uzpyNGjl69YWa9evdUrVi5fugy9R05OTjRNHT92TJPGHNq9e/cuXLhw7ty5+Ph4pPyuXrmidlEjg2JU1Kvhw4ZFvojsP2DA3HnzatWutWLZ8p07dnAxrwa9/t7du/Pnz09KSvru++8LZ7U4fg7ApggAAAAAn5eyZct6enk+evToOwx79eqV2WwuVarU/Xv3MQxLTk6OjIjo2KmTRCJBnUmSUqlU06ZPR2Y5FxfXvn36PHr4sHr16rYrt0DgOPR89vSZ2zdvzl0wv2OnThiG1QkLi42LCw8P/75rFzlrViQpysvba97C+b6+fszL+fyBAwa8fPEiJCSEkXo0vXPHTrlMvmrNalSzpGHDRj98/90ff/wRVq+uRCIpW7ZshYoVr1y+rNfr5XJ5UlLS9WvX6tatFxgYiGFYQnz8rp07W7ZuvWjxYrQ/wcHBPbv3uHD+wvddfrDvsNBkNA4ZOrR9xw75nCUejycSiTgdGRUdHRsbO2L0qHr162MYVq58OYVSSeXtcRgcHNysZfNDhw6G1Q2r34B5CcJqtZYqXXre/PlotDc5KXnN6tUxMTFubm7IHLv79/916Nhx9tw5qH9AQMCPffpeCg9v3yG/vXXk4P4DMdHRy1auaNCgAYZhVatV1el0f+zd26Zd25CQEIFAUCcs7NrVa69fv3Zzd7t/737xEiVMJtPz5xEBgYEP7t9XKBSVKtvstQf3H0x8m7htx/byFSpgGNaoSWMts6o/2rVv7+zsjM4SSZBBQUGr165BLZ8bUIoFCRh/BgAA+Dfi4+tbvHiJx48f6/X6Rw8feXh61qxZ4+iRo6kpKZERETqdrlr1alxnkiSLlygeVCwIzSqVColYbDQac10zTdNXrlzx9PKsVs22BolEsnzFcqPJJLGHvFAUVa5cWSQTGX84ZyeBUGg0mtBsanLygwf3Cxcp8ubNm7dv37I2SL6Hh+ejhw/TNRqJl5fKSdWwUcO1q9Y8evSoatWqN65fT0pOatqsKVKrT589S0xMLFy48K1btyiKwjGc8aJzcrp9+zanFEmS9C/qXycs7INOmqeHh1qtnj1zVmRERIUKFQICA6f8NiX/l6C0NVliTWgax7CqVatyToFOzoyTotlkO/ynT54mJyX5FfK7dfMWRaP918kViju377ynUjQajTdu3ChatGjlypVRC4/Ha9yk8ZHDh58/e4bkeIWKFYVC4aNHD0uULPH0yZM2bVpfvnT5wf37jZs0vnfvXkBAADLQWq3W69eve3t76/X6GzduMKvCeR4eHufOnouPi0O6kKZpvkDQsGHDLyMTQSkCAAAAwOe/1goE1apXW71yVVRU1ONHj0JCQmrUqvXnH/siIiLv3bvn5eUVWKyYY3+pVMqZ1vJ3YicIIiUlRaVy4kySGIa5e3hk6yaTMbEUuaLVao1G062bN4cMHMRuisZw3GI2q9Vqq11y1alTZ9OGjdevXqtcufKFCxe8vLw4YZqakmK1Wrdu3rJrx05mV3EcozGdXkc45BqkaVosEeP83KO586JYcPDCJYvXrV6zZtVqiqI8PDzqhIUNHjLYr9CHjbfy+XypLDNCJdv5TE1JsVitG9Zv2Lp5i33/aZ1OZ80jS1FOLBaLRqNRq9WOsTgurq48gUCvt2UyKlqkSEBQ4IP7DypWqJienl69Rg2NJv3x48exr19HPI9o2qwZimQ3Go1abcarV69GDBuO9gTDcZIkxSKRY0YePo8nEtvcFr8AYFMsKEA4CwAAwL+YypUrr6Sp69euRURG9uzVs3jx4moX9dXLlx88fFiufHk3u5Pih8Ln8yUSsV6vt1gylVlU1CujwRQcEiwQCP72IiNgQiXohg0bTpoyhc/nIbFEUgwedsUZGhpaumyZq1evNmrS+Ma1a81btnSx77BYLMZ5vHHjxzdq0pgkmKFhHMetVms2KUOzjw/CbDJVqlSpxvZtKSkpd27fPnXy1N49e8xm87z584T28I5/jlgi5vP5kyZPDqsbxu2/xWpxVN75IxQKlSqlRqMxmUxcMLgmLY0iSanUthKVs3PFihVv37x1/sJ5uUIeWrx4UlLSxYsXr129ptFoqtfI9CvAcV7pMmWWLlsqlcqQqKUx2mqxurkzY+VfBYhoAQAAAIDPTpGiRf2L+h86eFCn04WGhjo5OYWEBJ86ferVy5dVqlbJK8jjb+HxeCVKlnz79u2rVy9Ri8FgmDDul6VLlrxnwj83V9dChQpFx0RLZVJ3Dw8PTw93D49tW7euXL7CZB+iFYpEjRs3fhEZ+ceePXq9oVHjxtzL/QMCZFLp69cxrq6uHp7MywmSmDJ58tkzZ7B/xv59+3/+8cekpCQPD4+mzZotXLyocpXK0VHRZrM5r5cgc6GDPv57AgICxCJRrMP+G03GyRMnXbxw4T3XIJVKy5YtFxMV/ejhQ64xPDxcJBYHBtlcCHD2ViEpKenIX0eK+BdVq9WhoaE0Re3b96eHu3sxu0VZKpWGhITExcZiOO7u4Y725/ixY7NmztBmaLEvRbb8P6AUAQAAAOCzo1KpKlepcu3qNVdXFzR+Wrlylfv37lusVi77DIJmcWyhKMqxJVuHli1benp6zpk95+KFi/fu3ps7Z86tW7fq1a/HWcXorC/PtkKpVNqla9fIiMiZ06ffvn37/r17C+bN37hug4+Pt5zN/4eoVauWTCbbtHFT2XLlihcvzrWHhoY2b9Fi+7btW7dsefjg4bWr134ZO+7G9etBQcXyOaJcoWnaccfc3d3DL4YvnD//9q3bjx4+2vO/3REREZUqVZTJsyRcdEQsEhEEcf3qtSdPnnDryXn2HCsllixVqknTpps2btqxffvDhw+vXr7yy9hxd+/eCcrqD5ANxyPCcbxjx45ubu5Tf5t65vTp+/furV69eteOna3btClRogT3krLlyonE4ju3b5cvVwHHcV9fX79Chc6fPVeufHm1Ws2tqlPnzhaLZcqkydevXXv44OHmTZvmzpmrcnJ29ErMdkSfDZsZGEafAQAAAOBLULFyJU8vr9JlyqCrfqkypb28vUuXKe3nZ4s1QUilUsehTx6PJ5fLuXR6KGZFJpNxWZoDg4LmzJ83c/qMAf37S8Ris9ncf8CAtu3aoaU4jsvkcseCLnw+X6FQOEZPN2vePCU5ZeXKFSdPnhLw+UajsfePfXr37euYXNrXz69W7dp//rG3UaNGjompxWLx2PFjSYqcPWu2SqUy6PUuLi7z5s8vX6F8XjucFwKBQKFQcBbB2mF1xv/yy9o1a06dOi0WizPSM5o0bfJT/368PPIpsuHPxSpUrPj7779rddqly5YJhELm7CkUjmdPKBQqFAouoaNUKh3/6wSSomZMn+GkUun0eg939/kLFpQuXTqfXZVkPaKi/kXnzJszc/qMoYOHSKVSk8nUuXPnESNHOKaN9PT0LFeuXEpyMgpplysUZcuVe3D/fuUqlR0typWrVJ4xe9bc2XN+7NNXKpVmZGS0at16zNgxQpHt/eLxeNnevs8NzslSk8nUt1fv8PDwJcuWte/Q/ovtAYCIj49v17pNbGxstx4927Rrl491veAglkh279q5a/v2Xn16z1+48KNHT75RpkyatGbVah6fXycsbPfePV97dwooI4eP2LljB47jLVq23Lh509fenQKBVqutUrGSkWXHrl2NGjf62nv0b8ZoNPbq3uP8+fMTJ08aMnTo190ZiqbMRhOT4Ya9zNM0bTKZ+Hy+o45Bl2McxzltR1GU2Wx2zIxjNpspipJIJI7ay2g0Pn36VJuRERgU5Cg9c26FJEmz2SwSibKN0qakpDx7+tRisRYrFpRr1AhBEBYL48CX89ceZXmMjoqSyeQlSpbIVjUk1x3OCdoxsZhxHOQak5OSnj9/bjabixb1z6u4S7az9yYhQeXkhPJTMmfPlHnOuaPIthWapl+9fBkdHa1QKkuWKKGwB0rnRa5HZLFYnj97rtGk+QcEZFP/CCuLVCpFr8rnfGZkZDx9+lSn1RYtWjQgMNBxKxRFMfnVc7x9n5CLFy60bd2mdp3a+w4c4PP5YFMsQEBQCwAAwL8YHs6TOoTH4jiea9W4bLEUPB4vW7dcKz5LpdIKbAa+bOTcCp/Pz1YxD+Hq6lqzVq189l/AkusiHMcDWHJd+p4lqnPdMTd3d7fcag/mhUQicSxmyJy9rOvM9ShwHA8MCuLcCv8WcW5HJBKJSpfJzxLJ6lXh+5xPlUpVtWrVXBfxeLxc377Px3/LCAQAAAAAAAC8P6AUCxRgVQQAAAAAoAABShEAAAAAAADIHVCKBQkwKQIAAAAAUJCAiBYAAAAAAL4EBEFER0dbrZaAgMD3DHMBvjpgUywwgEERAAAA+Fej0WhGjxjZo0v3Nwlvvva+AO8LKEUAAAAAAL4EFEUlJibGx8dbrZlVqoECDijFAgRYFQEAAIB/N0wmZ4HgbxNoAwUHUIoAAAAAAABA7oBSBAAAAAAAAHIHlGLBgcZoGgN7PAAAAAAABQZQigAAAAAAAEDugFIsWIBJEQAAAACAggMoRQAAAAAAACB3QCkCAAAAAAAAuQ9wglIsKNAYRtM0jD8DAAAAAFBwkjyDUgQAAAAAAAByB5QiAAAAAAAAkDugFAEAAAAAAIDcEWAfDk3Tu3btOnXipEAg4PFwHGf/oykWPt/2l33wcK7B1saAM9346A+Ph9uauRdmmXRYG9PfPs/n5vLcDLsiPg/PuixLP/uesGR6ctpLUuI5J9iH40Tu3biilvZ+UOYSAAAAAIB/v1LU6XTbt2y9desWRVEUSXKiCoH0UKYysj2hxkzR5LA8s3+2ntn7ZF9xFvmVS2M2iZaPmrNP8ByUZS7S0lHB8rPqTJvk5bpwetauR3GeTCrt1rNH6dKlsX8d6Ax97b0AAAAAAKBg2BQxHFcqlZ2/+y4oONhqsVD/ANphmszR8v5rIPNeLVqKQouZinncUbAttGOLwwTX2f66rEtzm82nD47jRqNRrlTkqxTtgUbfDjRN8wWCp0+erlm9WiAQ8nk8vgBZcu2wk/Z5218kr/mCrF3tk44tPD5f4NCINpr77UT2u4tc7itydv4nCAS2rw+oZAAAAODfyscoRQSfz68dFhZWr57VYnFURVkUUjZllrNDbo1/38Gh9f070HSmemSmaJois8lLR6XJ9CZJknm2z7KSk5kjHddFksyq7NM0TZMO4hVN8Hi88IsXT586RRIk9u8CeR3cvXv3zp07uVp2cZa8FrHryGLzzc9IjIyXnHZ01KOZitQuLJkHg4BbxC5knuyLUP/MrtxqHcWp48rROtg1SmXSyIhIPuOAwUtJSTl54iTyqrC7YCB/DPtTlgbHCR5u+8MtsbdkWZl9wnHSoSdWgMnFHwMAgP8q8Dvw31KKGIZZrVaL2Wy1Wj/60+HY/Lk+QJxx6cN2Le8FH9qOYVKpNCMj4/ixY39zjN+aSdFqsVSrXkOj0WgzMmiKIlgVTSIxjVS47Y+DaZcV0jTS3qzgpllyiH6MpqkcWh/DMEtOI26257/tYF+jfcU088jRx96cdccyoWmRWCwUCimKenD//g/ffcdJOR6PjyOHg2zgjEMupwuzLslUf9nakWtDLt0dnzKnMyVkFkstK5EdtW8WEy6jfbnljKE3U1nb9LF9Oqud19EKnM0SjJBKpUaj0fZpsVr1en1OV+D8fwpQT/QWoLsO+60D++DuRhxmCz6cdRwunAAA/MuV4geQ+8X2C236q2swHo9Hkv82ayKGYRRF+fj69urTB+k91JhNhuVlAM7nI8EZfelM8y9ntEXKk5OjJMU9bDMObSSrXQnWMkwwzehVNmOvfV2urq6enp4kQbANzOtRV9uUvcVxb9gHC9pP29/Mnc7sm20JZ692bEEGbIKwOvayr8C+GzapbRPa6C+zFw5uEpniFn3kHWRTlkmbF68D9rF4xq8EfVmyPTHLHeZytrObx9HeOKwXx81mM0EwN5N/7v/zyPEjrJzDbWIWhcMh5cy28fiO4XHME5LcVubcUFKpVCKWIJkq4AsEQoFQIBAI0ZNQKBKJ7E9isYh9iMUSsUgoYvrZlC73nClrM2PVbKIz02faQZlmIXP/slp3uQC77BZvtEkBsxsCocBkNOIO5nYA+GIwv4h2SOY/+uVj/qMn+29o5k9s1sG2zJ8udKdvvz23XQKY1dhXTxJWgiCZ/+y8xcrwLjExNTUVwzHKbgsACj5fSikC/1JIkkQXzU+/6g+y3eZsfL8Wwmr19vYKLhaE43j+FXK430er1Wo2m01Go9HEYTQxTSYT84eZMFuYvxbmYbGYzRbG+G5hMVuthNXC/GZa2Gcrwf58Wq0UwZhb2Z9r7pfcLl5ZUyz3i+2oQzPlnINgZHFQ6pxlNMt/rsf7YfMUQHoqS6xYrgFkjgpLIBTS7AnU6/V/b/HNfEb7jxU4cMymbTl5aDfn2qLasjrnMqrW/kCiFsewhMQ36DZg8pRJq1avpGnaYT18nJfnycwqWJGodnBwYNfiYAhmLMQ2kWqTqcyzSChkxbVQhCQ2I6sZbAJbIhGLxGiZUCDknDPy17XvaSfOI1oxu6fKJ9TQUqkUGXGFQuHHrSHneEUu7uncLVoeLlWOkCRptdh+I0wmMzONfijQL4PDf6uVIAir7YG0F6vFuDtZ9GTzkmJ+FzJvZDEMKTnMYWyHmWJWaFNy9l8Z5leH04rstMOttz0OgP0hYj602fWiI397Mvl8vkKh+Lg3AvhagFIsQBTAa+LXtBd/fjs0XyA4sG/fieNHtXod83tKU7ZxaNtvns1mlzkY7bBrWa4ZDoPUXGcHuZNnzFMu01m2YyPLVfM9g3Hs4o0RalmxyQU+XygU2iUEgmlmFIQIWeaYZ3bSJifsZjuh2DbNDL6jHva+7LSAnbGvBNn+aJpmrj+c9cLxYsdekdAFiyAI5opkX2b7S9lfamt1mGMuaVnn7dOMSZkg7AIbXUmzPWdzjMhiOsmtMbONvTYz6p29cGbpRpAEZbFthHQQ+HkZUK5evYZ9YTi5n1V0spbS3LF/CNH/zDRhDsP+to42e6tNvdoMxKytODN3WabrL/NxtH0Gmc8JUqbMk0DIfrrE7CeLMxCzSNDnkf14iXj8v3fStVgsr2NfYzj29MmTE8ePc99X9NWzf8wI9ibPJtfYWzybbxW6q7PdzzHCjbWTWa3cRxZ90BwMcTZ39pxaKtsvwHvC/bzkKlXz0az5/IRm+xXJzHCH3iTknGJv4PGY3wruZsgxr0dmihB7MhB7HrxMG7vNh4ZdKhAIdDr9vbt3ZXK5RCL5559l4MsAShH474JjmCYtLS4+Tm+w+dIVTHKIx9x+/3OqR/ZakCkFeDx09cJJiuJROA9npnE867ASzlwSCcJkNGUdas1t9BX9t2kDx5lMucCa3zKvFMjOxV1guEHa7Bceu69j1syoPIFAIBKJHF9rf5Wtq807k7vGoa64PU8qo3Po7Fmzso49o/F37mzmMJpmDlA7DMBx7gW5ORzY/AmQpSdzljMMZxnvc5hhH4wQZuUH50lBIPmZ01MC2YhsFmkkye0Go8xhRtsS0kpY7S/JtGA7tlDUx4wMOoYw5t6B/mr3xy7Ozv/7/X/bt23P1THaEZu/axalnKXF0b6bqyk0q7x2fObWld1OjLQb+jAj/cyqZ7sl2uZvwVmHkfsEN5nlKVN+O9iyHfwfsqyKU+tZPaFtid+4uazzjjIwZ6vdNp59nTad+ezZsy7ffc/8RhTsUDzAEVCKBYZcbEnA5wfHxEJxtfrV6jdo4GAf4gZzsnoWZrvO2zwUaZoxR+Y0BDDXWuRISGPIWslF1GSKCPY/ckDkRnkcRntypIxiTVls/D2VRYFw2iP3B7sIhaBldai0e13ahrK/WRxUX17h8zlmHf0S3z9aP1M42DSro67N8eyYjjVzIvt11O6R6Rj4njNuiceM/zq+RiQU4SLm4swMaLJqDw0r2ibtM7YxTIeFAquQ8YtlWzh/TYIg0LG/z0hirkuzt9Ff9H1H9ygORk7mPgVNUxRVokQJNzd3ZiQhh9TJLnayyDXbfyGnzTg/2SzaLdNCmm2JvcGu5OzeqnZZx+k45gmJp/yTRfxdKolvhG/75+Y/ByhFAMCqVa02YcKvX/dE0Bhtk4ns0Gh2T/KcSpFTr9miaXI+6GyB5llmkTOTg1dTziGvvFwJM4fW0X+b5uWULxs2lM1kld14ldXpirVmcWPQmfY1giIyQ5cyRXXmhE0No8xWTKYqpiV7NJFdF3Py2C7p2cNGngZ2aZ8tHN5mY+N8ETJPQfbhvzyHBTNP2Vd1NGGUUy4uj46ImJAgcVbdzPpl2o3FnHZly2xlxsOjDFN2XYTGlPlCxqOBHVpmHRvYSdZRwT6GzA4vC0VCsZhxlkRDzOwOMO7PtmFSm0a3i8FcJD7rPJpN7XOWQJqmg4ODnZycbJm2slbtAuPWl+QbvyX9jwJKseDwoSEGwCeDIAiUHf0rnlOcsVGx2cU/0u3+X0U+SezzmsjHQSv/2b+9eDmGrTM5U1k9bhvSdYggZZ/YsANOBGfGCqDxY8630u7UlplTissrRWRKbSR0HczL2WzbSOJevHDx1atX5SuUL1++POtjJkChLJxxS8g9bFHimTi6mSKQTmP9AkVoxDL/2LB8EqB+gWgVAAC+AKAUAQAocEC+7vdnYP8Br6Nj2rdtP3zkiM/4lgAA8F8FXEoBAAC+YQiCQInNv/aOAADw7wSUYkEBBp4BAAAAAPjqZPMQAaUIAAAAAAAAZIHLEwxKEQAAAAAAAMgdUIoAAAAAAABA7oBSBAAAAAAAAHIHlCIAAAAAAACQO6AUCxBQzw8AAAAAgAIFKEUAAAAAAAAgd0ApFiQgpyIAAAAAAAUJUIoAAAAAAABA7oBSBAAAAAAAAHIHlGKBAYaeAQAAAAAoYIBSBAAAAAAAAHIHlGIBAqyKAAAAAAAUKEApAgAAAAAAALkDShEAAAAAAADIHVCKBQcao2H8GQAAAACAAoTgS26Mx+PhLLRdEqEJ9v/fiKT36QMAAAAAQIEFx/GvvQtAQVWKAgGzobS0tIT4eLPZLLYjYv6L+AIB/nfYNKYDjgqS05F0Hs85ZwEAAAAA+JJQFAUn/JvjSyhFgUAQGxv716FDR48cSXz71kH9MTZGDMeFAgEjGVnVyDxJJI5SUsI025bbYDuIhEKBQCBAzxwOsw5TzCTf3oJUZhY1mZvQzGsW5Oa/D+5TAQAAAGSDIAjCih4szCzzzDxltnELrGazxWQymdF/o8lkNjPTJqPZYnmXmJiRkeHk7AwnuUCT9YL42ZWiSCS6c+fOjN9+e/z4sVQqdXF1lYjFZhaKomiapinKRBAGo5FmZ7lG9k/mBNfOmQRx9gIvEDJwE8yUwzPzxP5zVI1CgQBpTbs6zZShjoI0izyVSIRCIdK3AoFAIpHQNE0QxCc8UTRkyflKCIXCixcu/jZ5ikwmFYnEzIO5D0FvP7J62565pdyHg/tUoFGVXPlaxwUAwH8KOlfYaydFUaxsYx42DcfCtdjVnNFksnBLLRYzUoGMIGSwcE8Ii206axNBcFYVB6MQ88zDcR6fgceDGIlvic+rFIVC4cMHD34dN+7ly5flK1To3qtX9erVxWIxxUIQBCMY2U8og8VisU0xjWjO1mJhPrvsPAPhQOan2H6XQ1itRqMRLbC1sVPcXuEYhts/uNk+x46zmfP2RrFYLJVKvX18GjRsWLtOHW8fH5IkYTj7m4YkSYokIyIinj17lvkBYN/vLM4PWWcd2+2SkruxsAtKm77k7kBYpekgPFF7Fou43fLNR1Ncm1Ao4PMzGxxM4wAAfNPQNM1dpDKNcjZpxpnxsjQjAx0j6liBZzIabTY7ZMBj20xGuwRkl1osFmSJcbTAoAux4yx6cmzk9pOzxoiEImZKJBSxs1KphJ2y/7eDhvLYMUIJY2uRSCRSxkDDzIrEzmpnFxeXr3rigQ/gMypFHp+fmpo6d/bsqKioWrVrT5k61T8w0GI2ow8fd53j7DG5zNpbHRuRMc9RKRIEQTKm8SytRLZZkrRYGHt4phh1lKd2YZoJ22IymQiSxGiaommSuVmypKenR0VFXbp4MaR48T4//tiqdWvC4f7pnwI+lF8WiqLKV6yokCsommLvQSzMe2ybsN0wo08X80yS6IeVc7VBv7lGozGr+dtxyjbLPNv7ozea+8TweTxGHNrN4tyzgwXc0ZHC0bHCpipZY6dNd9o0qVjE2ESR3TzTImqfdDCU5uUlnM1E+oXfFwAogLDfZfaRA6vVajLaBlm5sVa7Zc6m6xyNd2iOtXpkGuOs7K8OgQx0DsY6psU+a7VaSZLkdsluqcu0dLAz7CNro70jM4HkGqPY0B92UswIObukc2jk/jiM2TG/VzYxKMwyfMcusAnKr/peAd+OUhTw+Xv+97/bt24FBAZOmDixSNGiJqORW/pP1BW6eqELZDYdmYvQdLjQUTSTieaDIEnS0bRp0OsfPXx4+uTJe/fuTf/tt8S3b3v27u0YzQ18Q1AUVaFCxQoVKtrcUe1gWYVdTndVkiSRfESjLWZWYqJnu+WbmbNazJwrD/MSkmBEI7rzoCm2hUIrQrc6thse1nLA2MXtChVBUSSnQNF+oP1Bts1sts//s3cW8FFcaxvfmVn3ZDfZuCsREggWCMHdXeout+7frdy6e0tbKG0pLVpKixZ3i5EAcbeVJJtkXWfm+82cZFhihRbaAOffe9tkMju+M8885xXwtOiceNEq7Q6GYcANZbSjh5q8ZDoXTL84BE/9h8vlevqfjDN6MS744g/YRceUdkn/zXMPuTlw43jH+NJF284jwI4x7jqnAZsARNiB0DpG8tFGXadf1ykJgXcHXiM7Xgzp7/YlRh39T1f3jr4VgI1EEZQWWFyuhynH5XIFAoFUKgU+Xoed1xlkBZQZpfkEjOi7KAB5Hv+l9R/9ZzCRy0UxrLdQGfhaCPlHlSKbzS4vK/t961YOm33f/fdHx8Y67PartfCrk8XsYVj2+vW41NQEP4xIT581e/aqlSs3bdjw1ZdfKpXKeQsWOByOv7UxkH87Ee9Kb5RdXPDuRngPP3QCjEZK+nXgpv6hBWPHD50/U38CKpGCevx0PI1wwk09AWld2emGUuKU0qkuh9NB/0ArV5cLfPjiytzujlEnelOcTqfVavW0Qalj4qmVmf942CnM1w9hsSgFeIkPyqZHyoH/0GmCdtimHQaEh0tKqUdKhfI93U5Pl7RzWN8jTpTxScFPvcUGdJ5R6h9If6bXN3X6a9LFovOw6TzC7mzAyaOFnYMaO/KIS/LIuGBcOuDgeeIRYMdYDPTlczEcpUejzuNCoz4nFApkMhnIu6SHXAUdHh4l2RjhRg3Edkzk87lcKgrFQwMyYfee3t3Ff2PwLQtyAyhFBEEIgvh1y5aqysoJkyZNmDTJ5XSy+huXozR7msftdnsrFM+98AKPz/9u5crPP/ssKjo6MSnJ5XJdoy2F/ANc6YvH33eRmfEgYI13lZo9Ck3mx86XJeatqQtgAy8akMwGg78RBOW1MLFPHcYorTgdTofT4XZTqpQ2QQlGvoKHKRXk7nQC9UqJXVrOUuoTJzpWCBwUeg4XFYts7xzAB0ugFtERN8zIzV7oeBj39pymSyeAeGjPLDSPQXb+JVOY6dxL/to53O8ZGdozlCSm/toZOXpzP7C7BNgxsXTuHqfRUEYc7cY5HA6QOtERa3cxyK7TyQMR7HQUUJfXmEt+YGLrLv03Cd4AwagS/QOKINRLCXWuO1xuDofD5/MlEglw6+iJdJUMKt0CA6Y8dY7BHzpeS+iQDtqtAy4edf10XkUYXQwuJCQ4Nia6yzUM7TrIdc01UYooira0tBw6cEAskUyfOVMikdxglhuO4xiG3Xf//TVVVfv27Pnys8/e/fBDkUgEK0VBLp9rUXTp8h9Il+rPXmzR7jN3/kTpSA+fktKUOB272emY0qYlpSWZGWjRwERhUY9/giCAY0MvsUNm4jjROapPDeLTUoLSEFarzWIx2+jBPvoPdvA1xDDM6XSaTKbuYqJrwKinG8qUx6L3qWtUKCUFPUNHPcNDexCQbDaHspA8cpU4XE6PnmiXbHowO4fLAWqiV8nc5znFMIwkSVCztkd6Pxh0gF2nXQdSIy7adExcnYd7R89j7xSIF8dxO/25iz91z40FAXYXtZvnK0Hvph01vcPao6ZgbDaGoswALVNKrUO20UYeYzdTep5NHVtWx8exTsO7MyTiErMO/Il6BQCrvngAu5RR672qGo7jAgHlE17OdxACudmVYm52dn19fVRU1OjMTGc/NBT/NjiOSySS+x96qPDChWPHjh08cGDuvHk35J5CriMuX3ReFXkKwhwxKuyJ18PfuvzYLW64jw3rZSiSYLFIWlewVn711bGjR0eOGrX81tssFktHNpILhIlS/6FcUjpYFMgUkPLWEe5JR4iBIXl6HL8z7PTSlDibzeYyGTujADpTmnDq456hoiRTCoSROz1Fjnb+6hkwCg4GNUsX79Mzj77jP0D/XBIoSk2QSMQNDQ08Hq+w8MLmTZusVqunqus07Ki4OirjwqM8CpCC1E55pMSCMDvPgmUecXUXf++Ike08n5SAozUcJbI8oujEHWkQHYkOwJRldBiKIrRfR9FRMKCzJBkYn+XSSVkc2q6jloFhSGdplYvy+RKt2fF/ZuCYGUBmpFwXtddj44a/U/7M08WHQG4YrpVSPHb0KO52Dxs+XCQSXd26g/0Hp9OZmJg4c/bsb776avPGjRMnTeLxePA2Abl5+Gdq0TOqAIz20glkHUGWXC7Pz9/f4XD0WC2hBy/Ug0ujN4FadIGhdpxJMerQibQ1CpQlLZcooUmSnfKyo9QwGMPvyGfqqOjVkegE3DdqfnpFHWGfdBo9SVK/2u32y7NEL7FFwUGnA92427dt3/LLlkvS+rp7dR6psp4itmNmFJS6o8Qe5Yleot06EiaAh8ehc+tpYUjlRoBUW/DZS1L0O3NhmUwmrKdaej12Ouje6PVyrjE4qgOBXB9KEcUwrVZbUlyMsdmjx4y5sQtsEgSxaPHifX/8UVxcfPTw4ekzZ95g4+wQyL9Od4ngqS2Y0kV/BVohAVHTo8TsltJ2MfSNsT675M1390OZ9KCuW06rxotDtp0VmoDapANGO2s2UVoTCFdKa3baeyC1iXDYHQSBg2xZOnyT/j+GMnkRTKI6Y9jx+HwmJwikTTAxl32Xkb84Gt45H70znv/vq6sqGO/+iycLAoHcMEqRjWFVlZVNzc1BNDf2Sx6O437+/pljx65aufL0qVMTJk2CFXMgkJvZFL2i9IXupuefp9J7bLuHUiRA3B72VwPs/nRTgQ16OTsFgUBuMK6Bp4iiTU1N7W1tiYmJcrn8xlaKJEliGDZq9Ojffvvt9KlTWo0mKDj4L4+2w/AWCOR654o051XJoOdyueAFlQqm/JuLg0AgkG5c/aFhkiSbdDqbzRYcEiK70ZUii8VyuVwDU1KCAgPr6+sLCwth5VIIBPKP4RnRCA87BAK5DpQigiAOh6OxsZHL5QYEBt4M9cZIkhSLxWlDhrBYrOysrH97cyAQCAQCgUD6sVK02+0atZrP53vJ5VQ9hZsAkiQHpaWxWKzSkhLPppxXuBTY9xkCgUAgEMhN4ClqNRoej+fl7X3zDIgEh4RwudzmpqbGxsYbO90bAoFAIBDIzcPV1zQEjttsNg6HI5fLO1oq3egQBCERi1UqldForKmq+qtj7jeLqoZAIBAIBHITZ7TQNe5BN9ubR/sIRaKg4GCr1drc3Aw9RQgEAoFAIDcG10Ap0n0MQMV/prz+jQ1BEAKBwD8gwGaztbW1/TWlSIUpXoNtg0AgEAgEArl8ulRvvTYRdR5dQW8GSJIUCoUBAQFut7u9re2vJ7VAIBAIBAKB9As6mrzD3IurA4KiIpEIwzCDwXCxC+0VnxToKkIgEAgEAulHQKV4laCbtWAY5nA6CRyH9bchEAgEAoHcAECleHUgSZLNZqMoSuD4TVJFEgKBQCAQyA0PVIpXDYROZLl5SkhCIBAIBAK54YFKEQKBQCAQCATSM1ApQiAQCAQCgUB6BipFCAQCgUAgEEjPQKXYjyBh7W0IBAKBQCD9CagUIRAIBAKBQCA9A5UiBAKBQCAQCKRnoFLsT8ACOxAIBAKBQPoTUClCIBAIBAKBQHoGKkUIBAKBQCAQSM9ApQiBQCAQCAQC6RmoFPsNsA0gBAKBQCCQfgZUihAIBAKBQCCQnoFKsR8BU58hEAgEAoH0K6BShEAgEAgEAoF0gCAIywOoFPsTMFQRAoFAIBBIf2oxDJUiBAKBQCAQCKRnoFKEQCAQCAQCgfQMVIoQCAQCgUAgkJ6BShECgUAgEAgE0jNQKfYXqLhRmNECgUAgEAikPwGVIgQCgUAgEAikZ6BS7EeQLNYlJYwgEAgEAoFA/lWgUoRAIBAIBAKB9AxUihAIBAKBQCCQnoFKsZ8Bh58hEAgEAoH0G6BShEAgEAgEAoH0DFSK/QjQYBECgUAgEAiknwCVIgQCgUAgEAikZ6BS7DeQoPI2DFSEQCAQCATSX2D/2xsAgUAgEMgNjlqt3rxps8loZKKMOGx2WFjoyIyM4ODgv7/wn9eunTBxYuqgQT3OoNfr1/30c0Jiwrjx4+l2YOTuXbvq6xtuve1WoVDY40cK8vP3/PHHkmXLQkJCWFePM6dPnz51etGSxf7+/ldxsZBrClSKEAgEAoFcW7Qa7aqVK50Oh0qlAlrNZDLp9S0JCYnvvP9eamrq31m4Wq1e8eUKlZ9fb0rRaDD8tHbtnLlzGKW4f9/+7Ozs+Qvm96YUS4pLVn2zKnPMGEYp/rZ169EjR599/jk/P7+/vKl5uXmrVq4cPSYTKsXrCDj6DIFAIBDINX7WogiGogsXLdp/6OD+QwcPHD50Oivr08+/qK6u/uyTT51O599bOMrj8TAM622GwMDANWvX3nn33cwUDofD5XJRtFcNMGnypN+2/56YlMRMKS8v3793r8Ph+DubimEYj8frY72Qfgj0FPsPMPUZAoFAbmTYbDaPx2N+nTV71m9btxYVFTU3NQUGBQF3sKG+PjEp6dy5c+VlZbNnz5HKpGDm+vr6w4cONTc1R0RGjB03TiaTdV04htXU1OzZ/QeOu0eOyhiYMpD5E0GSVqtFKLrEPkRR1G6379q1q7S4JCw8bPyECVJpx7pYLJbL7bZYLARBUB8niLLS0rraWgTFTp08iaFokMeI+fnz50+dOGmz2ZKSk0ZlZHC53C4blpOTc+bUaTaHPXnKFDYbqo7rAeSSlAl4ziAQCAQC+RcgCMLtdmMoinbagYcOHvzis88nTJy4aePGkNDQCRMmAqW4Y/v21/73KpvNViiVa9euXfXNyrffezc5OZlZFJvN3r//wDdff8NCEIfD8eUXXz759NN33HkHMBo1Gs2j/3lk1uxZzz7/PJgfxVCjwfjcs89WV1UL+Pz6hoa4uDUffvxRZGQkmOHIocP/e/nlH9b+OGToUBzHN67fcPDAQbvd/tmnnxIEsWz5chaLBX794bvvvby8+Hz+ii++mDJ16utvvckoTqfT+fmnn37z9Tc+Pj58Pv/XLb8GBgb24X1C+ifQAYZAIBAI5J/A7XbbOzGbzb9s3px1+vTAlBQfHx9mHrVafezYsVdfe+2jTz5WKBUsFqu4uPjN19+Ii4/74cc1a3/+6cuvVphMprfeeMNoNIKPICwWjuM5OTkPPPjgT+t+/unnn1JSUtauWaPT6ToWSpJutxvHcWYtKILW19Vx2OxvV69eu+7n995/r7Ki4vNPP3W73Z2foD5CUhU5KBl6/4MPzp47RyaTvfHWW1OnTQPz7Nyx45uvv166fNnan3/+8eef/u+lFw8cOLBxw0ZmLUePHFn97eq58+at/fmnn9b9vHjJkuPHj7vdbvRSywrSzwc7oafYjwDfSQgEAoHccCAcDmfLL7/s37+futeTpNlsNhgMKSkp/3nkP55jsiRB3HvvfUuWLWWm7Nqx02KxPPHUUzGxsSwWKz09/b7773/zjTeyzpyZMHEimMftdk+bNm3RksXg18yxYz7/9DO9Xh8QENCxehpmmThBeHl7PfSf/8TFx9Hj4LOzs7L+2P1HbU1tZFSHrcjMjyCIn7+fr68vhmFRUVFeXl4sFsvhcPzyyy+DBg9+/v9e4LA5LBbr9jvuOHXyFJ0xvUQilhAEsXfPXqlM9sijj4DR6ttuv+34saM52TnwUXd9AZUiBAKBQCDXGpIgiKioqIzRo4EvwOZwQkND0keODAwMvDgTSYolkrh4ShECnE5nSUmJv78/My7MYrGSBibxeLyampqOT9FBhzGxMcwMIBrS00TsvjUqlSosLIyZEh4RYbfbtTotoxS7AJbGmI4tzc3qhkYen/feO++CKQiC1tTUNDc1mYwmiVjisNsbGxtUvr4KhRLMwGaz4+Pjc3Ny6eLBkOsGqBQhEAgEArnm4DieNmTIcy90RAr2BoKinuYfQRAOh53L43r6jlwulensdroufgpBLjEmL0OK8WiYX6nwwSsZFLY7HA6n0+F0VpSVA7WKsFhBgYHJyckXF0uyMDYbwS4uVigSoRgMe7vOgEoRAoFAIJB/ApBKfEVwuVw/P//y8or2tjam9qFGrbHb7V7e3n99UxCWxWq12+0SiQRMaNI18bhcX4+Iyb4RiURcDid10KBPP/+MmdiqbzUajSAvm8vjqfz8zp49azGZ+Tw+mMFoNBE4cUWSFPKvA6U9BAKBQCD9FBRFM8dktre1/bZ1K5jicDi2/LJZIpakDR3ylxeLoVh9Xd2+vXvBrxqNZt++vQmJiSGhoX18iiAIxrn08fFJHTTo1MmTxcXFYIper7/n7rtff+01UB4Sw7CRI0c26XRUaCZNbU3toYMH//I2Q/4toKfYX4BRGxAIBHKjQhCEzWZzeYwX94jb7bbZbF2sx3Hjx0+bPv3zzz6vqKgMCwvLzc05fer0088+ExER4blwJoKw+3JIkrTb7S7XxbW7XC4cx7/4/POCgoLAwKCDB/Y3NTW9+PLLzMBx9y3x9vbW6XT/e/mVu+65e9SoURiG3XnXnVlZZx5+8KFp06ZyuNwD+/Y3NDQ88tgjjPc5afLkHTt3vvnGmyXFJRKJ5OiRI83NzSySRfQeQAnph0ClCIFAIBDItcXb23vW7FkpqSl9zxYRGTl7zmxvBVUch0EgELz6+muRUVEH9u8vLi729vZ+/4MPZsyayYQzent7z5k7lxGOLBYrKipq1uzZ3p3D02KxeOq0aUzDFQRBBqamKBSKiIiITRs3FpzNDwgIePrZZ0eNGsUsISw8fM7cuUplRzIKi8WaPHlycVFxdXW1ob0dTElJTV25atWqlasO7D9AkqR/gP8zzz6bkUml7AAkUsl777/39YqvsrKy3G5XevrIe+6799TJk3I6expyvQCVIgQCgUAg15aw8PAPPvroT2cbTdN9ulgsfujhh+66+y6LxeIllzOVugERERGewYIsFmvM2LFjxo5lfvVVqd56523mVwRBbrnlFvDzjFkzrRarQqnwTKOhavGMTE8fme45JSAw8L0P3sdx3LN0dlJy8mdffN7a2orjuFKp7LIQMEj90isvm0xGt8sNAitnzJz5p8cB0q+AShECgUAgkOsAPs3VXaaQ5vLn77HDCmNe9oZEcrFPIOS6A2a09CNgqCIEAoFAIJB+BVSKEAgEAoFAIJCegUqxPwHL1kMgEAgEAulPQKUIgUAgEAgEAukZqBT7DTBKEQKBQCAQSD8DKkUIBAKBQK4tNputra3Nszj2Pw9JkgaD0WQ0XU5X6BseAsfb29utVuu/vSHXAVApQiAQCARybdm1c+fDDz1UV1f3jx1ogiDa29rMJhMzxel0/u+ll959523Qba/f4nK5WvWtdrv9mq5F19T05ONPbNiw4Zqu5cYAKkUIBAL5KyAIgmEYiqLIpcCjCemOVqstyM+3/YMOlr6lZfmy5e+/977nRA6Xy+Fw+vlVmpuTM33q1J07dlzTtTgcjvPnzjc2NF7TtVyndLk+YOVtCAQCufI7KYJYLJbmpiaRSCSWSDAMRRAUwGZT99V/d5wR0t/AMIzL5fYo0dxuN7hyevssuJbAddXjX0mS5HA4XaYjCGKz2TztQy6X++rrryEIwuVyu8xM0PS2CgCO4yyShbF7qLx9RVtOkmSPx4GZThCkzWajVtfTPG63m81m9yF2+94XkiRx3M1mcyi4nB4Lif/pGblJIKn/UYEKUCn2H0gYOwL5V0BRFDxmXC4XQRDwLFwOGIbV19V99cUXNruNy+WKRCKJRCIWS6QyaUho6IABCYFBQdRXGgaEQXonJzt74/oN5eXlEql04qRJc+fOkUgv6WVSU129edPmM2dOkyQ5fNjw5bfdGhAQwPy1sqJiw4YNudk5TqczNjZ29ry5GaNGIbS+UavVX61Yodfrc3JyPvrgw9vvvEOhUOA4/sumzTw+b978+YyQslqtO7Zv/2PX7paWlojIyAWLFo4cOZLRYfV19Rs3bpgwcWJBfv7OHTtJkhw7buyixYs9+0H3SGlJ6eZNm/Ly8jAMSx+Zvmz5cpVKBf509OjRQwcOTp46ZcSIEWADflyzhsCJW269RSqT5eXm/vDdd3a7/ddff3W5XEuWLgVizm637/njj107d6nV6qCgoPkL5o8bNx7FOsScwWBY++OPycnJFotl/bp1JqNpyNAhy265JSwsjNkkt9u9d8+erb/+qtVoBw9JmzBhAnapFnS73fv27dv2++8N9Q1ymWz6zJmzZs+6ogY2Nyo3u2SGQG620VI2m+35roxiWF1t7cqvv/7w/fcPHzoIZvtXN/O6AdgbTofDYjY3NjQUFRZmnTl9YN++Nd9998mHH2adPo10HcO5CiC0dQnP0Q3A3j177r/3vnPnzg0ZOlQiFr/5+uuvvfqa2WxmZqgoL7v/3vvWr18fERHh6+P79ddfv/TfF02dcYfqxsZHHv7Prp270keNnDR5cml52SMP/+fIkSPgr06HU6vWuFwus8mk0ajdLhdQQps3bdr2+++M4e10Ot9/773/e+H/UBQdMXJkVVXV/ffcu/XXX5ltUGvUq75e+dwzz679cW1ERLhYLHr37Xc/fP8Dh8PRx67ln82/5667tm7dGh4RrvL1/XrFV//3/PPt7e3gr0qFcseOHa++/IpOq2OxWL9s2vzOW287XU6hSMRisUwms06nIwiiVd8KfgB25qcff/LEY4/rW1oGDhxYX1//8IMP//7bb8waTSbTT2t/euXll999510vb0VwSPD3333//LPPtrW2MvOs+/nnRx95RNOoGZiaUlRY+Nqrr7a1tWGdWpPFYv3222/PPv2MxWzJzMzkCwQvv/jiqpWr4Msz9BQhkJsFBEGsVqvRaHC73FKZTCqVArsLRZDmpqbDBw9YrVapVDo68+qsC/xwwztqYE/lXl5JSckOJyUZm5qampuatFrN+p9/8vL2iomN63EQ7S9jt9tJguQL+CiK/ukzDEGQG/4UXKc0Nzd/+P4HoWFh36xa6ePjQ5LkD9//8Marrw4fPnz+wgVA1X3xxZdNTU3ffrd6cFoaSZKrv/32rTfePH7s+NRpU6lgvty8pubmz7/8Ajhzs+bMXrpo8ZHDR8aMHctiscLCw954681lS5cNGTLkrXfeZl4OuXScIrMZhw4e3LBu/cP/efjRxx7DMKy9vf2xRx755KOPhwwZEhwSQnnnKAouoe++/z4kNMTldj3xyGP79+27/4H7w8LDe9w1h8Pxyccfowi6fsOGmNgYFou1c+fOF559bvfOnUuXL2exWAmJCf998b/PPv30ym++mT1n9heffz5h4oT77r8f2JyZYzIxDH3k4f/cdfddi5csAV+xkydOrP3xx3vuveeZ557jcDgmo+nJJ5745uuvM0ZnKH18wKXOZrONBuOXX60YTh+QTz/55NNPPi0qLh45ciRljtbXrfxm5ahRGZ989qlcLrdYLC/997/nz51nQvJsVutvv25NSkz84cc1KL3Xr7/6Wl5urslkkslkrJsb6ClCIH/F1LmcEBYEQehYmJ5DYf5hUBTNzcn56P33P/7wg4KzZz23n81me8nl/v7+3t5ePX4WwzAqpId+xvS442wa6qDQGR4up9PhcLjdLgzDbnj3iyAIhbf3bXfc8dgTTz7+1NNPPPX00GHDMDZbr9dnnTmD4zg4AmCIn4mvwmiudF0oip44dvTD99/97OOPSouL+14CGPvuZkBCS7JfcOH8+crKykWLF/l0Cp2Zs2YGh4YeOLAfzKBRq3OysseNHz9o8GAww9x58954683Q0FAww7Dhw9b+9FNqaqrT6bRareVl5Xa7ncAvvjyAryq4X/W4DQRBHD50WCaXz58/H1xLcrl80eLFLS0teXl5F2cjialTp4aEUsKRw+YkJCXa7XazxdLbrlVVVl44f37GrJmRUZEul8vtdo8cOTIkNPTMmTOMlzlj5sx5CxZs2LDhicef4PF4Tz39tOcgL9hg5tIlWayjR46KxeIFixYhCOJyuYQi4dSpU5uamkpKSi5uJ44PHTYUyERKjyYksjHM0G7oPOAXWlv102dMl8vlLBZLJBLNnjtXKpV6vG5RWrO0rGzrr1tbWloIgnj6maffee9dEe103uTAOEUI5AogSdLpdLpcTpIkhUJRH3oReHgajdrpcMpkMn+P6KJrh6cm6GImIQhiNps0ajWl5FwujMMhCAKMnw5ISnrzvffdbjeHfqf3/CC1gwjS3Nzc0tzscrkEAoGfn59UJvNM1yAJIjcnR6NWi8XiuPj4E8eO5ebmmE0mb4VizNhxI9LT2RzOje1sgauCTQvBsPDwjMwx58+dM5vNtTW1TqeTx+MhCGIwGJqbmng8nrdCIRKJ9PoWkmR5eV0izcEbCDACwdnpfhJb9fqiwkIOhzNk6LA+VDiGYdlZWXm5OTKZfOiwYeEREZ2jeG6rxc7l8bhcHkH8idkJPB6CJImraotCWCxWXV0dhqLhHracVCoNCwtTN6rBr1qt1mgyhYaGMmdZoVAsoz05gJeXV9aZrA8/+KCsrMxqsfB4PKPRyMTteX6Re8sgcTgc9fV1vr6+Pr6+zMSwsDAen9/c1NzxWTpAReXnx8xAp073NVygVmusVusvmzbv27cPzIawWOXl5Vwux2azSSQSsJCHHn74+NFjJcXFb7z1ZvyAAZ5LAJ9iVuFyOtXqxubm5oceeBDsCMJimWj/HoxfM/j6qi5evRzq3ZVZiF6vR1EUGJCAwIAAiUTCzCAQCu67774333zzqSee4PP5SUlJEydPnjlrZt9ZPjcJ8BD0F27kB+mNAhB/P69dq26o9/P3X3brbTKZrLcRQAzDamtqVn61wmg0jhk3fvmtt3retq50vZRX15EVSPQ4mslmswmCcLtcOEGAgRg2m43jOHPPddjtLqeTjWEIhmk06oK8vOCQEIlEgqJodVXVjm3bzBZT2pBhEydNYoYsMQxra2vbs3v3ufz8lhZaKQqF/v7+EyZNGjpsOJgNQRA3ju/cvu1cQUFoSEjWmdNn8/JAsRi9Xl9fV4di2KiMjBtbKTLmMbgYqIcZfQRcLhc4WRiGlZWUrPnhex6PN3vOHLvdcfjQQT8/v4ceeRTDMHAYURRtbmqqKC83mUxisSg0PNzPzx/DsC6nG3iTXC4XaErwbyAru2xSY2PDgX37MAxTKBRR0dEEQWAYptVqNq3fYLVa4uLjZ86ew2azezw1CII4HI6C/LMETiiUypBOHwtytQBHHvewAKnvr9vN+MQEQbJIwn3p2Xe73SDamMVirf3xx7feeHN0ZuaDDz0UEODPZrP/7/kXPD3FP4VeFH2X8LiJud3UTQOkxXTMRseoXP5iwW0nfVT6qFEZYPvBF8RHqeDz+cxs5aVlBoMBQZCS4hKHw8Hj8fpYptuNy+XyZcuWSSQSgr5i2fRAR8qg1Ev2CO11O/l8AcJCcPfF40mVuPIQ1iwWK33UyB9+XHPh/Pn8s/nHjx9/6403/ti968sVK/6Z9/z+DFSKkH5Bj5Ftlx/uBkZFcRz39LrALRU8R69WrBiO45UV5bU1NXQdhj9ZpsvlslgsTqezxzk7SqpQd2SEdm3wHkUnhmFut1ujURsMBpIgvRUKP/r93nNmFEUrKspzsrJra6rb29sxFAsIChw6dFhSSgolDRHEaDSs+Pzz0pISlH7G7N+79/TJk48+8aTcy4tFku1tbfl5uTa7PTj4oiDAMEyn1X737beFF84TOM4X8LlcrtFgaG9rq6+rs9lsY8eNZ84Lh8MRCAR6vd5oMmeMzvTz9ysqLKooL7Pb7dlZZ4YOG8a5cW1F8P5QeOGCVCbj8nhut/v4saN2m40kSYW3N/P8w3HcbDJZzOZDBw+qGxsNdHR/h+NCa8o/du08sG+f0WgEwpHH56ekpEyfOSskNLTHqxdoxPa2NoIgZHI5h8O5xOglSS9v79CwMLfLxePxmBU5Hc7q6iqtWo2wWDNmze5jp+iwrV+rKisjIiNf+t+rQNEyT30EQbp83SBXRFRUFAtBzp0rSB+ZDqY0NzWVl5VljhkDflWpfEVicR19qwFjF+fPn3/nrbfvuOvOiRMn2qzW7du2paamfvbF52KxmMViNTY2UgVxuimlPmp88ni8mJiY8+fO1dbUxCckgIlFRYVOhyMkJPgvn1D/AH++QBAYFAQCLgHbft9GkCTjz9XX1b399tsxsTFx8fEb1q9PSU1ZumxZ1y3vlH0cDicgIABF0fETJzCD73W1dcePH7t8wy8iIpx6YSsrnTBxApiiVquNRhNzcJp0ug0bNmZmjh47btzYceMeffyx71avfvP1N0pKSqBShEqxHwEKF90w0EFrlC7pTQNd+jLtwnGqApZntDWoE9ZHIbGOh5/TuWP7tvraOolUOmvOHJlcTtK+Wltra1lZqcViCQgIjIuP/8tKBYTfIZ3PdbCRlxNkxlg+Xe7UwCNs1bcUXbjQ0NDgcrmUSmVCYlJQMHV39txOUIpl5/ZtFeXllFIkKaWYmJg0fdYsb29vcFQxDMs/e3bN999pNRogjgmCqKqsOJube/tdd6WPzKBWTlJrZUxNX5UqNDRUJBZRogTYVFyuG8eZnaKcQrd7986dhRfOs9nsgWlDxk2YIBAI8vPy9u3dY7Va9+zenZiUDCLxwUeADzFl2tS58xfw+fzCwsLPPv6wVd9qMhqpce1uxd5uGFAU1el0K774nMen/nG5XAaDgUWSHC43ZdAgDocDdJ7HqakUCASR0dFA8QMO7t+/dcsWoAkEAiFB4jar9fixY/X19fc9+FBYWFh3Z1Gn0/3w3ery0lKCJH19fUdnjklOSWFOB0EQgwYNjoygAsXkXl7Mx4HfzOFy2fQZARKkuyXZOTOVNOMpBzEMU6vVe3fvIggyOiZmhEc5lb9/GJnYStZNQEJiYtrQoT/9+OPIkSPjBwyw2Wwrv1nZ3m6YPn06mCEwODg9feSeP/44euToqIxRFrN51TcrL5w/33HZ0F9nE41QKGxra/t6xVf19fXgbDIRiiRJms1mq9UqEAi6nykEQSZNmbx58+avvvrqf6+9JpVKqyorv/t2dXR0dNqQIX9512KiY1JTU3/ZtHn8+PFJyckkSW7evPnlF1969rnnMkaPBq/QX3z+hbqx8ZX/vZI8cGDhhcLPPv100ODBsbGxzIbhOG5sN7pcLvBaMm78uM2bNq38+pvn/+8FoVCo02qfe/bZhsYGsMDLYUBCQlJy8qYNG8aNHx8dHaXTNn337WqjwcBEELnc7nU//5SdlfXp55/JZDK686FBLBb/aT2gmwGoFCHXBCqgqrW1pbkJx3FflZ+3t3dvDwAMw06eOL5x/XqX03nL7XeMGTfO6XAAnbdh3c9qtTokJOTWO+/k8/i9LcHtdmefOVNcVBQSGjpl6lTq/kgvtrKy4rtVq6xW69TpMxISE7v4H0xiCn0/ZREEJWe7r4KNYSaTSavVulwuHx8fbp9DJJd5ZHAcP3bkyLbff2tpbgZqmM1mi0SiSVOmTp0+ncvlMoO/NdXVK7/6qqamGmGxKAFB4OrGxsaGeqPRdOe99wgFAhbtKu34/XetRuPl5ZU+apSPj29lRUVebo7FYsnJyhoyZCibwxGJxU898+wfu3f9snEjiqITJk6aOGUKSRA4XcO2p41ENZrGs3m5LBYrJDR0+W23BQQGskgyNCxMp9NlnTndpNNVVVSoVCpGgpAEIZFIUlIHYRjmcDhEIpFIKNa36KnarTfBs99B18qhBTmFQCicMHFi2tChXfadwHH/wMC77r4nIioKDAdTmk+rPXrksNvtFgoFs+fOH52ZabXZDu7bt3/f3trq6q1bfrnv/geEIhHzugVs8j27d7W2thI4jrHZ1VVVRYWFt9951/D0dDAbiqIF+fknjx+TyeSZY8d6eYhFBjabbbVazCazTCYTikQul8tT94vE4mW33KLT6bDO0EmwWIvZnHX6dIte39raOoLOKv37EARuNBrYbA6fT+V0s25EXC6X1WplTqJYLP7vf//vheefX7RgYUxsbEtzs8FgeOrpp0aNzgAzcNjsRx57tK6u7v57742Pj29tbdU1NT3zzDNJSUlUUJ1AsHDhwpdfennZ4iUhISE1tTVxcfFJycm/bN4cERFx+513sFgsiVQaFRW5aePGurq6L1Z8GRQUBHLnubyLZbeHDBnyzLPPvPfOO9MmT/EPCCgvK/Pz83vxlZeZCFqCIKxWq+fNs8uOdIfH5z373LNPPfnUsiVLKRFstZaVlc1fMH/5LcuBWt20cdOPa9Y88OCDozOpUgtPP/vMPXfe9eor//tyxZde3t4sFisoKMjb2/u1V18tLi565733OBzOqIyMh/7z8OeffnbkyJGgoMCy0jIMw95+991g+u0aXLFdyozjOG61WpnhZj6f/8yzzz7x+OOLFyyMio6qr2sICg5SKJUOR0fPwMDAwEceffSdt96ePGFiZFRUU1OTRqO597574+Ljr95VcL0ClWJ/4h98nl7rOiZUQP3p01t+2Yyi6NLly8eMG9/b+C81eGe2NtEPJOZ+RDmFLldFRYVGrRYIBCTxJxspFol9fX39/algHRa9RyDPFOxc9/pzYKi6oqystLTUarUIhMLIiMiYuDgQ7ec5W25uzp5duxoaG11Op4+vbwZdRebvuCgYhh05fGjd2rXULZvLDQoORlgsjUZjNpu3//6bWCyaMGkymNPlcu35Y3ddXS2Pxxs6bFjm2HEmk2nj+nWNDQ15udnpGSMHD06jBk2amlpaWiQSSea4cbfcehuHwykpLi4tLQH3TZwg2PTx5PF4jLFHu72Yu/d7PYoiDXV1ZrMZQZDwiEilUumge7Dy+fyw8LCc7Cwcx5uadJck0FAh5Bw2xgZRROAs3AwQBOHvHzBn3lwcJ9oN7RaLhcflhoWHx8UP4HK53R+oAxISY+Ji6ZADCjqgsLFVr2exWJFR0RMmTeLxeBKpdO6C+Wp149m8vLKSkurq6qTkZM9Fud1uHo83d/6CoOCg/LyzuTnZZrP5wP598QkJIHaWetdqay3Iz0dRNDIqakBCgucXEGQknDh69PjxYyaTSS6XJyUnZ2SOkUgkzGy4263TapxOl0qlYk602+3GcRx0hGMGDf5mwTkURdvaWtf+8EN7e3tkVNTCxUuY4fIbienTp8fHx3tGfCYkJn6zatXhQ4cqyiukMll6+oi0IUM8v1NhYWErvv7q0MFDRYWFIrFo5MhRw4YPY/66YNGigMDA06dO2x32hYsXjR03rq627sCB/fTVRcHn8//vxRdHjsqQiEVedMIvh8P570svcTiXDN0sv+WWxMTEE8ePN7e0zJs3b8zYMaA+DiAmJubb71YP6BybZrFYU6ZOjYqK8qxo3Z24+PhVq789fOhQcXExj8f7z6OPjhk7hkkijouLW/39d8NHDAe/jhw58oe1PxraL9p7ISEhH336SV5ubkRkJLjGEAR54IEHBg8efOLEyZaWltGjM8eOHxsffzEPRqFQfPTJx56ZN8nJyatWf5s8cODFKQOTv/vh+wP79tfU1sycNXvCxAm1NbUKBaVNAcuWL4+Lizt58qRWqx00aNDwESNGpI+4gcdDLh+oFG8KwJBTR6A9rQ5B8QJaTnFw3H0tios6nE6LxcLnd3iBvWlTkiT9AvzHjhvH5wuCgoM8syxBJRGg86jtR6m4FTAc5ml+CASCR5940o1TE4VCIdiXosLCoguFwK4rKy358YfvR6SPjIyKwnEcRVF9S8svmzbmZGc77HZqsAbDeDzesOEjFoOI6U5X5mxe7rcrV4KQMjabXVNTo1VrUAz1DPe+IlAU1Wq1u3futFqtSqVy6S23DBqchiDI8aNHN6xfZ7VYDh88NDhtCHix1ul0xYWFwNVbvHSZys8PJwirxZybkyMQCDkYJWpJkgwOCXntzTcIktXWqj918mRjQ/25ggKT8eJtlzlQHkf+z8b4qERpMwivFItFIFayM0aN6kjW2yjhDRZBcTnQV51g0OA0oUgEAi2AXe129/S1QhChUMBiUaYgM81kpEbZWCxWQGAgl8sFWo3PF8TFDzhXUGCxWOpqaxJpJ8mTMWPHLVq6lM3hJCUPbGrSVVZUNDc1tbW2enl5MYk1zDeoy2dRlEq3Ki8tpbNlqRkunD9fVlp25z33gLohCILY7fZ9e/dWVlREREa+8trrVMgvim7/7bdDBw9YLBY2m63RqH/ZuDFl0CCQLtO55A6fnmmq1tuVxtwQgMuubmysra29iiHF/Y2IyMiIyMguE/39/bvH53ni4+OzaPGiHv/EZrNHZ2YCWw4QPyA+fsAlBlhYWFjYHRclHYZhI9I7ish4MjAlZWBKSo9r8fLymjxliueUcBrWnxEQEOCZqe3J4DSq7g8DVfS7s7RNBwgyiOaS2TBs2PDhw4Z36MsuCASCsePGeU7x8fHpsuUsFis0NPSue+5mfgU+q8dqkcFpaYPTqDdwiCdQKd74gLD3UydPGo0Gp9PpsDscDjstFKkQkKjomFEZGV7e3lf9Bu0ZpYdhmMvldLup2nKg+SnzaMFxPDYuLjg4mCqgIJV23wwEQXG3O+vMmaLCC7gbDw0LSxs6VCKVAk0JkjS3/rqltqbay9t78ZKlYF9+2bgxJycb5PZWVVaWlZVFRkVFRUeD+TdtWH/yxAkURX18fWVeXlq12mKxHDtyWKFUzpk3D9y8jEbjnt27jQYDm81OGzo0Y/Rop9O1d/eu8rKyv3xMUBQtKS5qaW5GUTR18ODhw0eA8cqhw4fnZGcV5Oc3tzRrtFpvpRJhsbQajcViQVis0LAwL29vO+3qZY4ZO3bceIzDwWl3BzgHjQ0N27dtq66saGlpAaXCMIztcv2NbAOSpDvDUs9yWjISzLOfGvGkf/XqPaLgZoOpksMckD6+TT1EOHB6aGKLIIhQJERQlHC5LGaLZ6ET8P4TGBSEoqjT4eDz+d7eigqyvEtMYd+YLZaIyMjhI0aYzeaTx4+3NDefzc0JCw+bNWcus6IOzde5wQg1dmlra20FX+0mnW7Txg0ohkXHUNWVWQiCoWhLS0tpcXFra6tIJAwLjwgMCuLz+d0DP8C7B3htAzcEULMTViSBQPohUCne+KAo2traumP7NiNdkoAuYUB0xlMhebm55wsK7nngAV9fX+bxxpTeAG+uIDezS1Zyh1dBP0iAldJbuQ2QDXrk8GGdVsvl8gYNGjRpyhR5p/PBZrOPHD78848/sljk7XfdPXb8eKdHnyiU9jY2rF9/8vgxh8NOp4JgZ86cvuOue/z8VEyjp+KiwrKSkpCwMJfLBZ5zySkD3W5XVVUVjuMxsXFpQ4eEhYXjdNLGhfPnqUouLNbA1EG333mnt7d3aUnJqm++1mm1WWfOjMwYpVL5IQhSW1tTU11NDb+GR9xy2+0+Pj4Igkil0s8//Zip5nql4DiuaVS76Pbz4eERCEqJYARB+Hy+0seXOs5Op9lkAg9qs8lEPWIRhI5GR1ks2iiiDzvZebRBLZ5V33xdV1srl8lHjR49YECCl7f3urU/NtDh7b3RdyICSZIBQYECgcBkMlWUlavV6rCwMBJBKkvLzp0rIAhCqVSER0TCPldXJQNDqfQRCoUOu12jVjudTiZQ1WQwEnThbg636/gX+PIyJZCuqIgJUPw+vr533nV3RGQkSZLR0THfrPjSaDTmZGePGj1aqbyYqARWxnxq+oyZgUHB639aazAYgoKCUwcPjo6JYSzMrDOnN65fr29poSUgwuFyY2Ji5y9cFBF58VIBN5bz586dPHFc39Iik8mHDB0aHBLSR30TCATy7wKVYr/hGrszYByKx+P5+PgIhCIOl2M2mbQajdvtLi4qPHbk8PyFHWMcbrfbYDBYLRa5XI4gyInjx20268TJU8RiMZP8a7FYSktKqiorrRazSCyJjYuNjo3lcjoGzrrIkePHj9fV1NhtNkqAoqi6scFssSy/9VbmiUjguNNJZbF0f+iiGNbYUF9bWyOTSvkCVUtzi9vtKr5wYffO7bfefgeTq0vVsuNygagFLt2cefP9AwJWfP650+mMjIqaNXuOw+EAhaaLiwrtdjuHx0tPTwdtnZRKZXBwcJNOZ2hv02q0fv4BLJJsbmqy2+0IixUbFyeTyUCsdEBgoLe3or2to4HpFUE9I+lxfyqDBkEwj1QSUGmZiRPo/EDHH+ktp2w8BEHUDQ0VFeUOuyM6JiaUDhU6f66gsaFBIBDMmD17xqxZfD6/rLSUrpfR66OXJAnPCmrdIQgiODgkOjY2JyursbFh9cqVA1MGutzu/NxcdUMDgiDDhqf7+/szXiMQTJ7CERxqEOTAukEBJ+tvZmAQBBEYFBQSGtra2lpZUZGTnTV8RDqGYXq9/lxBAWXu8nj+/lSJkKt4JEmSCA4ODggMBG9WsXFxYeER5wryW/V6o8Hg63sxUenST5ESqdTfn6rySBCEys9vybJlYLwYZF9tWr9ep9Wy2Wyl0ofFItva2gry89vb2+9/6OFQUOuHvoZPnTz589ofTUYjCMbNyc4alTEapwccrtYOQiCQqwhUijcR4Ob+2JNPgXZGBEHs3fPHb1u2uN3u0pISq8XCFwgwDDtfUPD1Vytwt3vylClqtfrUyZNBwcGj6Wh30ByspKho86ZNlRXlLpcL5G9yudxBg9MWLV2qVCq7+Ew4jldXVsbGxcXFD2jS6fJyc+x2e0H+2UlTpgQHB3sW7+jxOUEXp8Uzx4ydN3++UCQ6cezYhnU/W63WgrNnJ02eEhgc3JvicdEwOw42FUVRu93e0ky1H0BYrA3rfl774xqX00kSpBunHsNWq5WKSqQFq91GhzCiKBjCBm3ZOGw2n8f/a+ka4OiJJWIEoUxBnVbLDM2bTCa1upFKOBWJO0rPIIhC6cPlcl0uV31dndFoVCqVNpvt962/njxxQigSPfDQw8CqaW9v71yyBMMwjVq9d++etrY2plIGswGM83Tk8GGtRjth0iQqo7lTp3oWMyJJks/nz5k7r42SL+WlxUXlpSUkfTZ5PF7G6Mzps2YBucCcPlBSkal1wuFyQ0JDhSJhWEREf2hmeNXBcSoQ4uFHH21va2NzqLozfc9PX4RUAEaXLwhBEGKxeNKUqdXV1UaDYe0PP+RkZSuUioqy8pqaaoIkQ0JDozp9u6sHIhJRHYbAuxmHw1H6KFkk9U7imT3aHc/3AYIgnE4nE5aQk52la2rC6ELrS5YtxzBszx+7d23fXltTs3/v3jvuvJOKI6H7/ezc9rvFbOZw2L4qv4CAAH1Ly4njxy6zQyYEAvnngUrx5sKzmQSXy0tISNy7e7fD4bBZbQ6nU0B33qQeaQ4HQZKnTp7U6/WUEORRgUSUMclmV5aXr1r5jVajYbPZ/v7+IrFYp9VaLJbTJ09gGHbH3XdxuZfkLRI4npicfN8DD/qqVG1tbUaj4XxBgcNut1mtl5tYGhAwddo0uZcXSZJDhw/PzcnOz8sz062cgkNCrjS4kva+OsfsUFQuk/H4fB6fLxQI+AKBUCAMCAwEApHL46KgIJnFDKLEQIyjxWLpw67rG4TFCo+I5PJ4dps1Nyc7ddCg0LAwq812+OCB2qoqkiSjYqJ9VfSoOoKEhISo/PyqKitra2p++nHNgISE6sqqs3l5BIFHRUZF02kECIoo6WFxl9O5/betZ3Nzm3TapqYmjM12OhxGo9Fht4NMUgRBVH7+QqHQbDaD7IdhI0Yg9EA2l8dT+fkhVC8sqqkXOH04joeFhz/4n0eOHj5UeOGCwWDgcrjBIcGDhwwdnJbG4/GAYiBJEmOzFyxebLPahCKh0seHoDs0yOXy2++6E0WoSo29NQK5rgGpVHHx8eCr4Zll1R2CIEJCQ2fPnW8wtIeGhnWZE8fx5IEDb7n1ti2/bNZptadOHKdaqNGZxb4q1dz5C5jamVcRi4UqdMKIeLfLRV3VHZ3SrgxQ07SutpYkCL5IlJySyuPzWCxk7PgJxUVFF86fLykuam1tVfr4gIZATU1NCIIEBATefd/90TEx+paWDet+Pn3q1NXdQQgEcrWASvEmhY5JR4xGo9NJGW8CoYDXORZMF8dHSbe7paUlMSlpyNBhKj8/MW0ouh2O3Tt3atRqPp8/Zdq0qdNnCAT8yorK71atVKvVuTlUkFNiUtLFoSuSRDAseWAKSMhgs9mU4Ov4y2VJB5IkVb4q786EGx6Pp1L5sehoS+vlac0uS2Oz2UIRVXGay+Xe/9DD0THRON7hNdrpPGimE6ivjy8l6ez2kuLi9rZ2XxUVx3n27NmmZuo5x/pLEAQRFx+fNDA56/Tphvr6j95/LyAwCLRjdjqdKpVq8pQpfD6f2lmSlMlkU2fM+PG770wm06kTJ7JOnwbjj2HhEfMXLZLIZLjbjbLQtLQhxYVFZ/Ny6+vqGhoaQsPCbr3jzqqK8sqKCqFQqNaoZbSFjON4QlLifQ8+VFpc5MZxudyLMoBpHzEuPv7lV18DaQpdttbf33/RkqV0mxkCoevggNcMT+GCIEh0dAyKUlWamf6BtBcrvbFrKQPD+3LmJAgiIDBw/sKFVAmhng4I3f1sVGR09OmTJ6urKi0WC4fDDQ0NHTl6dFBQkOdacBx3OZ0oekmoBjjIl3+cURStramuq62NiY0lSVLf0lJbXYPQCdd9N1XrfQep7yOVYeN0rvxqBY/HE4nFUqm0paUFwzCjwdDUpAPNhXVaKuKFjiROiYyKcrvdSh+fCZMmFxdRavIvrBoCgVxroFK8GZM0gSqqq63dtX273W4DhdwEnfVlAARBhEdE3HXPfSo/P7qBCo6gqEarqagoB/WuJtGRiwRBxMTGpg0btv233+x2e1VFRVJy8sXV0fGRoKpcp0C84m3m8KgWtxc3jI7opM3Ry716gT0DRAyXy/UPDMAwzGazXTh/Lio6msvltjQ3b1y/rqGhwdvb+7Y771KpVCRJBgUHBwQEVlZW1FRXr/nhu4EDU5p02uPHjlHP6ctWimC0zrOmD4/PX7hoscvlunDuXHtbW0tLC0j/DI+MXLR4cWxcPCMLCIIYOnQYj8s7uH9fXW2d200120hKTh6dOSYwKAinH7cEQbXlveueeyorxxqNBrFIFBIa5qtSDRo0yI3joEEwWCBl/qHY4LS0IUOHgv6BTBkXpjAe8Fo9tx98tkvjnO672eNEmO/S5UoAzi7Zu+j09fWdu2CB2+Wy22wcLhdkDXvKRJIkkwemkHSYhMKjQQ4YKOgyyg/6gPcoTEE9hJ/WrJkyfZq3QnH08GG1Rk1SzXt85V7yyzxxIHCiswYWyqWtay6XS4U/Op1Go5FSfiQJXi2sFit4vwK5cRiGyeVeIDTZ7XZ7KxQyuVxPZ+7fwLS3tR87dowkiMlTp/w1RX7tMJlMhRcuhIdHqPxU/+JmkARRVFTMQljx8fH/bjQCSZLnCgrOnzs/dPiwGJDdfzPR5QkHlWL/4ZpbLxjdDeKt119zOZ1uGuquTRDBoaEZo0dfUkWZJjwyUu4ldzqpRBAQ5dak1VnMFgRB/AMCKU+LfoahKKpSqdhstsPhoPqY9aCi/tZ+tbe12+0OsYTqbWo2m9QNDSCKTqFQXs4RQxDE0N6ublSLxCLQ0mrQoMFH6UTsP3btqqqq8vb2rqyoqK+rI3B80ODBINQS9M2bPHXqD999Z7VSzU7ycnJcLheVREIdB6ply+WsHcMwPp/P5fIu6dIREPDwI4+eP1dQXlpqsViFQmFEVFRiUpJn3eOO/ngIMmhwWlJystvlAiOSXC6lmz1nIwhCKpMNGTqUSuWhtR2O42KJhFmI53b2lhXR977cqKbgP0/fR5KyaunIP4FQCF7qus8Qn5AQn5DAZP2DDLMlt9wyaepUq82q8utIRqG6TiuUUTExLqeTql3v8a7icrmcTqefn59Wp1nx+edsDttFDyxwOJyMjEy5nOrmcklvvV5qGlgsluamJtBymsPh+NBfHA6Hs2TZ8qjoaCdVkYsK1TAajWaTiQoUIQgMRUUiMRCIIMMMLA3DsBu+Po7BYHjisceOHD0yalTGmHFj/12lqFGrT58+PWz48ICAADClrKzs7jvvevmVVxYvXfIvbpjb7X77rbcQBPlm1UohHQ31b7H1162vvPQSm81+4803b0Kl2IUb/MsJuQS62E0zHSQEhhrZGDs8JmLRkqX+AQE9NPvqkojQUSuno9cwiiDMBwi8wzZjcztapFwtUBStr6/Lyjo9OnMMVYbj9Jmqigq6CX2gr69vH89dkmRx2JSZgSDI2bzcqqqqpcuXpw4ahON4UHDw3HnzN2/Y0NrWmpeTA4akxRJJZuaYaTNmglFU+qlMDhsxHEFY+/fv16rVVInjpKRxEyZWVlYY2ttVKirmr48NoOL8wsL+89jjKIp4K5Semd04jnO53KHDhg8fkQ6mg3Hb7qeAtprcIG/dY0rX2UBuQZcpV36wIf2CvseRmRx5z3lkMhlov8YY2DiODxkyJCEx0WG3g5Lg4K9eXl4zZs7UqDX+AQEyuWz7779r1GoQkjF+/ISRGRmei2Wz2dSFd+k7pEgs4vP4BI5XV1V+9MH702bMzBidyeFQVRWPHT1qNBpzc7Ijo6KAIiwqLHS6XF5eXhKpFOyYf2AAh8t1Ohy1NdUOh4MvEKAIYjaZTEbTjZ373FBfX1BQsHjx4kcee0wspt57/0XOnz//2KOPfbt6NaMUwSvEv37fAFXV+sOVcPrUKYFQ+Olnn3p2ebn56LgbQKV4E0EQhEwmG5SWJpFIuTyuQCAI8A+IjI4WCASXFW5FkiKJGLz66/UtdjpVAnT9aqivc7spQRMQQOXSXkWoyCe7/ee1a0+fOoWwWFWVlXa7nc/njxk7ViqT4XTwXIcZ45G6CwKnQsPCBiQklpQUuVyutrZWHO+4AREEMTIjIyw8PDcnR6fTgoJ2Kamp4RERl2osEkHQESNHDR4yFNy8uFwuhmHhERFgOUxMXi9Hi5TKZMneCnpEpWvnCTDodpkHAVp6kL4viR7fH9gcjozLReRyWj0SjP08eeo0ICgxDEtKHqhubHQ4HCo/P6WSMumZGo1iieT2O+9qaWn2rN1IEISvr2rqjBl79/zRqm+tq63VUzNQ05MGpsQnJOTn5u7fu1er0URGRdfX1+Xn5tod9pjYuMefehosNiwsPDgkuKKsvPD8hQP79qWPGulyuQ/s36fXt/zl1kf9H6fT2dRElVzw9w+QymTMDcRgMIjFlKSuKC9X+fl5082ZAK2trQ319QiKhoWGUjrbA7PZjOO4TCZTNzbqdDql0ic4hGp/rNVoGtVqHx+fEI92fN2x2Wwmk0nA55tMJrPZzMhWquoTh+1yucpKSwmCjIgIF/WkaBsbG5uamvg8fkRkxGU6owaDoa6uDsfxkOAQb4/ueQwNDQ1NOp23QhFE15PvPoPZbK6urmaxWNHR0Ww222g0SqXSLj50TU1NW2urSCyO7OwB+KdoNBqtVsvn8yMiLu4LSZKtra1ms1lG14TiwG5+UCneVIAR1cVLl8nlcpwgqKJqNJcflR8YGOjl7Q2+tDlnzgxLpyyxgvz87KwskiB8/fyiomM62v52rrFLRW4qHp/mkvxoKqDKjWIdNTuYz1Lj405naFg4XyAounABx3E2m83n86dOmz5sxAhK0tHVZBAE8VYogkMpqG9156POy9v77nvv1WjUdN9CKnzKMwSQKmIXFgYiDsGDthdLj1opc0u6ok429NHtq+YIBPIPe5MdmrJTqQgEAtBhpXs5TAzDQkJDw+i+bcxbDYiIyBw3LjEpSa/X22w2FZ2qT70XSWVLli1zOZ1lpaVZZ86cPnkSQVE2m+3j4zN95kwp3X6JpPO0JkyYpG5oMFvMv/6y+fTJEy6XS61Wd2/OfiNx6uTJ1197zWQy/bR2bVlZ2dvvviORSBoaGl575X+jx2SWFBfv3rn7zbffmj5zBph/66+/rvpmZUtLC8kiQ4JDHn7kkXHjL7aq++7b1TU11bGxcb9s3tzc3CKTyx599FEOh/PlF19otVqZTHbnXXfdevttvQ3o79i2/bPPPnO5XB998EF1VeVjTzwBxBCGYdXV1Y8/9lj2mSw3jsfExDz9zDNpQy62tjObzV+v+GrH9u0mkwlF0ZTUlOdfeCEyKqrvfd+xbfvKld+o1RoQePPoY496NtlzOp2rV327Yf16SvzJZAsWLHC5nF0EaFZW1gfvvVdZUYmi6NBhQ1NSB508fvz/XnoxOjoazNDS3PLJxx8fOnTQZrOzMWx0Zuazzz/r69tXwKXD4fh+9XebN282tLez2ezYuNinnn4a2Id2u/311147dvSo2+2+7557n3rmmclTJrNubqCneHMBgp9AKuuVfpZKnlAoR2WM3rxhvcVsXvPD9wcPHmCxWPX19TarlcfjTZoyzd/f37PAIZuNCQSCi+9kCOKrUsXFxUukEpCADBYbFBw8dfp0voAfGhYGEjVACZJRGRl2uz0iIjJuQHxuTo5WoxFLJAkJiZFRUZ4NKvh8/gMPPQyq3ngW+aM8VLncW6EAjWTcOO65bSAm7DIP2pUeKwikX+MRttjHy0+XJHfmIySOK318fFUq0POpc2gbDw4OeezJp/LP5lFlldrbEQQJDAoaMXJUR9ntzmUOT093Op27d+3QajQlxcUisXhQWlpNdbW6sfFGrdMeGho2YcKEdT//nJqaOnnKZLpVJstus10oLMzPzw8OCVmwaGF0TIfu2fbb7y/+98X09PSnn33W5XJ9/913Tz72+FfffD1iZDqYQd3Y+MvmX6KiopYuW+YfGLDiiy+ff+45f3//BQsXxsbG/vDD9++/917ywIFd2iszxCcMyBidsWnjptGZo4enU2XemT/9vPanMWPHvvraayaz6aMPPnz3nXdWrf4W1N91u90fffDh2jVrFi9dmpmZ2dDY8M1XX7/04ktfr1op7YyK7s7eP/Y8//xzSUlJ//ff/+NwOOt/Xvf8s88pfXwGD+7YtvU/r3vvvfdmzJgxY+bMlpbmdT+vKy4uzsgYxSyhuqr6+WeexXHiyaef8lH67Nq9+6MPPuBRhcZsnfWeLK+8/PKRQ4duu+OOQYMHlVANt77Bcfc7773Xm+VJkuSqb7755ONPlixdOm36NK1G++UXXzz5+BMrV6+KiIhks9kTJkyoqqzS6XRz58+LiKTGmm5yoFKEdAWkTDKJsZ6QJDl23Dij0XDo4EGrxVJcVAQC4b0VimkzZoyl33qZMKmhw4aFhYdzuVw/Pz/gOqAoOmXq1EmTJ3M5HDadEQlWNyAhIWngQErMdWZ6Au9h8dJlzONq8pSpdEe7DvOvi3pjxGiX6T0+6iB/H6aXzOV70jctICaYqSLEuiHo0YMHJmXG6MyM0ZkOB9V1CdQ96JKnhaLo2PHj4wbEN9Q3WK1WqkNSSHDhhQt1tXUisYjJp76RoBpqz5699ddfhw0fPnPWLDCRaupN4Co/vy9XrAgM6ojbMRqNa374ITw8/IOPPpTJZCwWa8CA+CWLlqxZs2bIsKHgS4fRzageeezRuXST+iad7rX/vbp02bIHH34IlDy74/Y7ysrKelOKiYmJEydN2vLLlslTpo4a1aHJENreG5Ge/sFHH4LbaW1t7c8//azT6YBSLCkp2b5t25133/V/L74IPhLgH/D8c8+dPH5iytSLHqEnVqt17Y8/RoRHrFq9GoxxDx+RvnD+/K1btgClaDQaN2/alJaW9va774AZ/P39H7jv/s5SGRS7d+/W6XRfrFgxdtxYFos1In1EQ0N9eVk540DnZGfv37fvvy++eNsdt7NYrAkTJ4rF4o8//Ki0pKS3EMOG+vr169ZPnjL5f6+9Cg5pYFDgPXfdvWXzlqeffYbD4cyYOfPQocNOh+PWW29lsgNvZqBSvFnobMLxJw8qqqWvr8+EyVM4bHZ8woDuf+ULBIuXLhuUNuTCuYK2tjY2xg4MDkpKTlb5UW6iZ4qln79/YFAQMC06wvBZLJFI1H1crLeRX88sjb4F3433aLmmdPT8pjvw/umhY/r1eU6xWi1ajcbhcMpkMv/OoHhIdzAMKy4qKikulsll8fED/OgWiDfwgQKJEWDHQU2cHuehGosHBAYHh4BxARzH00eOGpF+ZVUhry9AyM2lpimJsJDRo0czMhGImOLi4nvvvx/IRBaLFRwSMipj1LGjx5p0TQGBAUyh07S0jnFhgUAok8lSB6WCX728vHhcrsPh6GNjqPJJl54dUFohfWQ689atUChw3M0spyA/32Kx+KpUOdk5BEkgLMTldiEoWlBQ0JtS1KjVRcVFI9NHlpaU4vSjhyQIP5Wq4Nw5i9UiEooaGxrVavWSJUuZWMlBVDOCUOY55XK5igoLfVWqpOQkMEUilaanj6yqqGSukpzsHBTFxFJJdnY2FR3BQng8ns1mKyos6k0pFpw719bePmHiRGaAPnXQoNi4uOysLKvVKqIzwMC9se+WRTcPUCn2F8hrKXc4HI7Kz08ul4eFhffdMIMgiNDQsMi7qNCTHt078GtsbOyAAQOYBBHqe9WTwdBjlu5V3TPIFQPKI7e3tZnNZoVCIZXJ/rR0C9OipmMJGFZbU/PNV1+ZTabRY8feetvtPfbshgBVXVVVuWnDehaLdfuddwUGBd0kX4E/vR56vD/cXJDUl7HLCKnBYHC5XL6+Pp4TfXx97A67yWzq+BwVnMNnVE7H17MzEYQ68L00R+0bBEFEQupNnlms51/bWtusNtuXX3zJAU8QOqTHZrM57HawAd0XaDAa7XbHwYMHT58+3bE0BLHbbBERkTarTSQU2R12nCCE4ovVcPgCgVQqY9ZMEITdbuPzeWC8HqDw9qL2vXOm5uZmi8X81utvdHSnpDcMtEjtbU/bWlsxFPXMH+JyuUqlsqqy0ul0AjsD4glUijc+OI4HBgU998L/MV2G/1QZ/OmLFLzLX6egKHrh/PmtW35pqK/HcfzW2+8YM248Tve87g6CIGfOnM7LyXE7XVNnzIiJjQWPdoTyJNwWs9lpt4M3hC7FOHtcFDX+imFIZ/LE5diZNwagCib46v3b2wLp74jFVH2JLu1q2vStfB7v31UwHA5HKBC8+dabw4YN77gPUF0cHUKhqDdVSsk7krVw8aJHHn0UmKlUERy6BgUo6iSVSvk8nslouiT2ye1m1DObzfby8q6ooEpeSDsTwF1uN0Hn8jNrkXvJV3z9VWRkJI7T0xGWy+nskjDuiUwmIwiCqv7bCaiPIZFKYaZzj9ywVQkgnoCAIQ6Hc8OXt4X0AdWZo71984YNZaWlTqcTJI73MTOLxaqsqDhx7Fhubo7JZPK8eIDyozpC0gGLBEE4aEDObJdFgVLhRYWFv23Zsu6ntdt+21pSXEyXuoT3H7rTCZ1cj2HYDZz8C7lMAoODIyIjjh05YuvM2Ghuaj51+nR0bIyfn9/VPYxXpIqiY2IQBFGrNQqlwlfl66vybW1rfeXlV86cOdPbR1QqVUBAQFVVldxLDj4ilUm//PzzNT/8AC51f3//kJCQ3Nwci9kMPlJTXV1XW4eiHV8EDMOSk5NaWloKCwvBFBzHzxWcc7su1lwckJBgNpnb2toUSiVYS1VV1XPPPVdeTlXe7ZEBCQlCkejY0WPMlJKSkrLSsoEDB/675b77LVA33CzcJP7NX4a571zvB6qPHcEwrEmn1em0CILExsUvWrrUnwqb63kEEEhABqvFotfrRaJL/QP658ILFw7u3weqnUVFR0+bPiMkNJQZY8UwTKPRbN64oeDsWSrpHsdRjMqIH5mRsWDxYgH/YvuQmxA2h2OzWvX6FrfLLRAKFUolm83uI/+3e8zoVbxCGNcT5oFdI7r76N2neHt53X7HHS+9+NJrr766YMFCnMC/X/2dVqN58WWqXwhz4roUFOsS0vCnhj2Xy3W7XMePHQsMDIiKigIj110+1WWxQ4cOHT5i+Iovv5RKpQMSBuj1+o8//KiluTmqs1RNd3x8fBYvWfz+e++989Zb06ZPJ0jy1y1b1v+87p333wdFE4VC4dLly599+pkP3v9g9tw5hvb2b77+pq1Vj3q8Q06cPHn9+vXvvv0OwmLJ5V579vyxc8cOypLsvIzHjB2TkJDw7lvvsEgyMDi4ob7h3bffFovFwcFBvW1YVFTUgoULvv1mZVBwcGZmpsHQ/snHn4jE4kWLFzPVHG/gkNm/AFSKkBsTJq7O89/da4KApyOO4+DxDFTRv16qg7pbIYhnhtCfwuwICJwHLjKKop774nA42trawd2fz+ebjUaDQMDvyahAEMRoNG795ZfCwgsg+ue3X389ceL4I4897vnOjaJoRXl5Xk5Oc1MTxmajKKpRq/UtLQ88/LBCQfV2Az3f1v+0Njc3l013fZRIpRq12mq1Hty/38dXNXXatJvzdgwiO0+fOHH0yOEmnc7tdgsEwsCgwIzMzMTEJDor9pJnPzBumasU2LR/7dC5nE6cIEBJKea5iCCIXq8vLysVCkWBgYFKH5+bJJ7yHwNFUZFY7BlvR00RiTynAObMnWs2mb/88ss/du3GcVwikbz51puZmZnMDDweTygUMoqfw+GIxWLGy0dRVCwW9+0XxsTGpg4a9O2qVRaL+bXXX+fQ94oun+JyuWKxmLlCxBLxS6+88tr/Xn3lpZdkMpnJbA4MCHj3/feioiL7WNGyW5YbDIYfvv9+yy9bqCFjkvXc/70we85sZobpM6ZrNJpvV67c9vvvLpcrMzMzc8wYjscx8fPze+vtt1/674uPPPwfLpcrk8tGpKeXlZUycYrUDO+88+r//vfYo4/J5XJDe3tiUtKrb7zu6+vbx4Y9+NBDbrf725Urf1yzxmG3BwUFvfPuO3HxccwMfD7f8yDf5EClCLleAaYXgqJ4Z22di3+iq39Rba3Bv8D/nS6hUKj08WG+/OBpXXjhfE5WdkNDPUEQAYGBI9LTY+Pir6l86VSxCEkSVHVietiRAHmR9Oit2Wx2OBwSiYR69b8M2Qr2qLSkJOvM6arKSrPJLBSJYuNiR6SPDA0LJwgc9Mha8fln5woKQPfCcwX5ebk5S5YtnzFrVvdVIAhis9lOnzppNBpBzJDBYOALBN1na6iv9w8IGDV6tMvlPnP6lKG9vbqqqrys3GekL0EQGIadzcs9f/4chiBDh49YfuutUpnsfEHBt6tWtur1Z06dHD58uJe3980mSsD5OrBv38b16+x2O/BySJKsqa4qyM+fOn36zNlzOsLzO+cvKSnJzc7SaDQI1coyICV1UHRMjGf1UADQf+Bn8F7U5Upms9kH9u/7/ddfJRLp7Llz00eNAmcfxTB1Q8N3q1Y5nc5Zc+YsXrbc2WfyLORKSUpO2rtvL9tDikVERu7a80f3iCAul3vXPXfPnjunvKwMxbC4uDgmRA/w4ssv4TjO5/PBr/Pmz5sxcwYT2zcgYcCxE8e7C1BP/P3916z9UafTeXt7A1mWkpJy4vQpz08tXbZswcKFzFqoWj9hYd9+t7q8vLy+vl4ukw0YkCAU/clYrVAofOqZp5ffsrysrIxKhYyLU6kuKYjN4/Ee/s/D8+fPKysrl8tlCYmJIEWSWa/ZZAoJDd2weVN5WbnZYk5KTl71zTcVFeWe/WOSkpPWbVhfWlqq02p9fH3j4uL+tHmMVCr974sv3nXXXZWVlVKpNCY21nNPMQx79bVXqVofHhNvZqBShFyza4vNRjEMVEm86lIAQRCHw3Fg/z6NWjMwZWBS8kDmiYiiWFVlxbbftlqt1g65SEtGu802ZNiw5bfeBp7BQCYePnjwl00b29raMBRjIWRxYWFebu4dd92dNmTInyZmArUHOmMCe4YpCQRiznAcB4/tLlLMZrNRGY5Op69K1aTTZWdltbe1qfxUozJGi8Ti3bt2ns3NdTocci+vceMnJKek/KlsJUly3949O37/Xa/XUxGEtO4sLyvNzs664447k1NSmeNPOaYuF0GScrncPyCgt97ZoJ7lgw//59Chg2dzczEMm7tgQUpqKo/HI2g7CsyG000X7r3/gfgBA6idRZFdO3fiOG42GUHZPKfTWVRY6HK6BEJh+siRIrHYYjar/PwCAgLbWltbW/TNzc0KJeU+sm4mMDp5fO8ffzidTj6fP2r06AEJiU063dHDh7Razc7t2318fUdljAZXIIZiZ86cXrvmh7bWVjAujCDIkcOHR2eOmTVnjkgkYo4eiqJaraakqMhisXDYHB+Vb3R0jEQq9RxV5HA4JIs0Gg1Up2WjEcOwLhcn9Yr1b3vqNyQoigoujYGjpnR7+2JQKBSKESN6/FMXFejZRAos9nKC7UQiUQTdv7S3T3Fouu9FLA3rSvDz9/fz97/MGTAM81zvyRMnvvjiiyeefArUU9TpdIcOHooIj/C/dIFcLjeJ5oo2zD8goLciX5fZqPAm4Rooxc4moZ79MCCXA3kDxfMhCFJbU6PTaUmSFRkV5X31fCOwAVwut7i4eAvdi0kqlQ5MSWWEHYoijY0NZ/PymDreHR+kh1+ZX1EULSku3rrlFxP9zjp02DCT2Xzm5Mm21tYd27dFRkbKvbz62GZwkTudDrpeAxWIbWhv5/H5YWFhYolE3diYf/ZsS3Oz3EuePDAlKCSE+TpgGLZrx/ZdO7bL5d7DR6SfPnVCp9OBBJHioiIfH58D+/c7nU7qiU6ZTNX3PfhgYnIy7u5VtmIYevrUqS2bNtlsNl9f34EpqXK5vKqysqioUKfRbt60yc8/wFelwjDsoUcePX/u3DcrvrRarckpKbfecSdKy9nuywSdbwYPGVJSWpKXk0NV2Q0ICAsLs9vtXWaLjIwMj4iw2+0oinorlZRcvtgBhNLE+hZKvBI4/sN331G+rsvVWYqZtFgsnumHNw8kSZaVlrboW0Aht+W33iYUCkkW9U358vPP2tvajhw8lJiUDCoe67S6bb9tbWtt5XK54RGRvirf2urqhoaG3Tt38Pm8OfPmg2WiKJp15sz6n3+iBSXOYlGOu4+v74SJE8eMGw9qY+E4XlxUpFVr6BcYxOGwWy1WFKPSkggcD4uIeOiRR9vb2gICAkCrpBs1lhdyHZGQmEiS5CMPPzxj5kyhSHj44CGj0fjc889Dt+/6VorgmUebOBezkyD9FoxOuuzu/AFXrHtgX2cZbRLDqD4BvS0WQZB9e/fs3b1bKBI/9uSTPlcv7AnHcYfDkX827/etW60WC4jG85yBJEmjwQgy79IzMqQSKZ/P59Plx5Q+vp5tALOzstra2sRi8bwFC0dnUl0lHDb78WNH1Q0NFRUVQ4cN622bQTnlXTu2O12uUaMy6urqTh4/ZjKZuTzO0GHDh6en/7JxQ0lxCTiGRw4fvuOuuwckJDBLA06n0Wg4sH+fRCoJDw/XarUEjhdeuIAgyKDBg4NDQvNycxobGlrb2vJyc+MHJPRWsBBFUZPJdPTwYZvNJhQKlyy/ZWRGBoogRoNhxRdfFOSfbWxoLCku9qVHfPh8PuNGdKQv9B61DarOMmefCeX0BKHevPlMNbUelkS/MnYeNFQk9uLx+Xw6yorPF4hEIpUv1TWYdTMBCp43Nze5XS4Mw2LpkTKqowmKRkZFR0VF5+Zkq9Vqvb7F29ubJMnKinKtVouiaHR0zIOPPKLy8ysuLPzqyy/q62qPHj4yKmO0Dx2P1dbWtm3rr006HY/HAxXvm5uaNGr1xvXrBUJhxuhMkiStVuv3q7+tq60FVvehAwdKS0qWLFseFBxMUh01LE06nUAoEInFXa4K0GMG3CJQuptz320AIZCrRWBQ0BcrVvy29bfcnGwCJ8ZPGD9z9qzk5J5LakOuG6WIoahQJGprbe2xOj+kVzytmH8KBEHqamt0Wh1JEBGRkcw4II7jrXq93WFnY2ylj4+nFNv2+29nc3P5fP7S5bdERkX18bRwu90ki+yu5LpsAPPz5TQLcTqdv2zaePrUKYvZjONuFO1aGxKM+ba3t7vd7vDIyHnzF4DxHRAHxsgdOtPCXFlRTo3yKJVR0VFOpxPFsJjY2FMnT9jt9oaG+sFDhvSxJa16/dncXBRF9S0t+pYWeh9Jl9N18vjxnKwsDMMSk5L0er2hvV3d2Lhvzx+RUVFcLhdsLW27U29TKamDbr/rLj6fv2Hdzwf27iWpgJuB9z/4sEwuCw4JXr1yJTVO3W7Acby38kYoiuo02vq6OhaLFR4ekZKairvdLoIQSySpgwddOH/O6XLW11MhmB1O/6W5jX//TY7s0wrncLlCoYgkCKFQ+MgTTwQHBxMENSptt9nsDgdBEFKp9OY0qMBeU4WXmUAokmRz2Aqlgi5obLVbbeBi1mg0LocDRdHUwYMVCoXdZguLiJgzf35JYZHb7bI7Olxeo9HAZnN8fHwSBw5cumw5XyA4m5u7euU3JpMpLyd3yNBhfD71shQdE0MbvS100pLJ4ai2Wq0gcFan0W7asN7hcMyeO3fpLbcycYoYhhnaDfn5Z8G4tlgsCo+MTExK9vfzA/GVzE5RccOdr5fAMgD5szfnKYZcLUJDQx97/DHwbOrjaQK5bpQiFSzP4Xh5eem02ra2NqZqPKR/gqDogX37/ti1SyAQPvrEE74qyuCh1I9e/92qlRq1OiIy8t4HHuTzKd8IeEiU31Ze7q1QuFyuPjxFkiQnT5k6ZOhQHo8fHBzM2FGg/DLI6kUQhPGeuVwuSN3ta2updGCyVa83m808yhvroWMVUJMGQzuo0WAwGAovUNm7Kj8/hULhmctiMlJxWqDULZ8voIILEUQilbLZbIfDYWhro+q5eGQV9FBOmcfDcdxutd5y220hoaHHjx49cvgwKCh42513DUxJOVdQ8OP335tMxiadzmaz8Xg8z26HXC53YEoKGGEMD49A6d0PDQ8TioU4QSiVPnw+32q1/ulT1mg00qXXSIWPEoxZg+VLJBIqTtTtdjqpMof/vMFPkiSPx/ML8EdQ1GQ2F14oDA0NY7Op/OiN69fpdDqVn99tt9/heVhuBsAVIvfyAhe8of2S8XeX08mU/wAz22w2giQ5KCqRSBitn5ExesyYsQRBgNF8Okch4NEnnqC+GrQitFP6r2NkgPKG3W5wyd12+507d2zfvHE9i4WOmzBh2PDhKrotO1UUndZ2XbYWwzCdVrvmu9UXLlxg1oUdOhQcEjxz1uyRGaOZlx+3233yxHFDu0Hl5zcwJUWv1zfU1/P5/NDQUCld6PimOsuQqw7UiDeUp8jlcLy9va1Wq7qxEUNR6Cv2c9xunCQIINTAFBC0pNNqdTqdj68vyNXwiAK8WFwD/MC4CF10HlX1vrUNJwiFUimhrSMURdWNjcVFRTabLSk5ua2tdd+ePerGRi6PNyAhYer0Gb6+VMJsb5tKEASbw168bPmCxUukUumpkyd/XvND99mcTqfRYMAwjM4FPtPe1oYgiEAgGDNu3NTpM6iAMFo2WW1WBx11x+VyGceOw+GAXbPRJqtVIgABAABJREFULar+9OjhOJ6aljZ+wiQen8diIdnZ2UaDITQsPHXQIJFIFBsb5+PrYzC0EyTZrdshdTQ8XUYwlY2xO93ly3+sdmRSg/o4zFSr1UbQ1g5VBBFF/6ZjjWFUfegrynUAkihtyJCTx461tbX9vvXX0uIiqVRWXl7WUF+PoujIUaP6Dga9UUEQJCIiUiKVtre15Z89Ozoz01uhYLFY+paWGrospUAo4As6Kk1yuRzwFesySsNcOZ2zcbVa7dHDh+pqa00mk8PhAPN36euGsTE2p+NqV6lUCYmJNputS1Nv5mfK/XU4tm7ZUlBQwGazAwMDQ8PDnQ57ZWVlQ3392jU/sDncYcOHMwMRp06czM/LCw4Nqa2pPnzokNlkQlHUy9t72vQZmWPH9vHeBYFA+heXOgvXxFP09vZ22O1arfbqLhzyp3QpzMt0fWCKZXA41FOHKcxGEsTEyZMHpw3mcXnBISFgotvtBgNSlDNht58ryFep/KhIJs+7PG0/VFVWZmVRUkwqlQ0dNjQsPIIRiwiCHDp4YN8ff0ilMpWvb0BAAHAri4uKfvjuWxaLaoZbUlTU3t4OpGdDfb3BYLjnvvsFnQ/IHkFRFFTJYrPZPRYMQ+i+okaDgSTJivJyLo3D4TCZTDu3b2ezObPmzAHHBARdIfQyL3Y0Bs9VaszsssquoigilcoIkup/SGkpulOiQCgAB5mFUInY1/q6lcqlAoHAbrerGxpMJhNIZ3Y6ncVFhW63m8/nBwUHY5cWVrx8wEEgCKIg/yyLJAckJjKHvfvAInVduVwk2HcaHMcjIiJnzZ3725Yt7e3t2VlnSJLF4bBlcvn4CRMmTJrMugkAhwXx0EkEQYRHhA8cmHL40MHKivLvvl01fEQ6l8c7c+pkQ0MDSZKBgUGgoiGKoj6+vkCjqxsbQWAxgePHjhxpamry8vYGtjRd2LLsm69W6Fta2Gy2VCr1Dwj08pJXlJd3yRnyjEBgqm/2tuUoijbW1xcXFaIo4u3tfc/9DyQkJjpdzuwzZ9b+8EN7e/ueXbuiY2JAPGXniAEVj7F7504gXh0OR5NOt3H9OolUMrSzCxwEYLPZCgsLfZTK0LCw6+iYuFyuC+fPy+XycI/UaciNCdnxCLj6SpHP5wcGBrJYrCadzmq1/mmXYchVAQg7kO0LXDGCIPQtLVabDaPHXtlsNu52Xygp0ev1KIIkp6SALqJul6u9jYrqA84fhmG7d+3ctGEDiyQ5HE5jQ8OnH300ddr0W26/nZEaCEJVAjxy+HBB/tlWvR48IU4eP3bH3fcMTEnxLMjC5fE4XK5nEAKGYVwuVWklPy8vJDR0/MSJRqMx+8wZi8VcWlxcV1s7ICGhb00Dlt/HYJbdbifpMeXQsPB5CxYEBAYePnhg22+/2e32kyeOj8zI8PHxobaEKiaDkJcuquNnejT8usjHIgjC388/NDy8tbW1sbFxy+bNo8eMQVjI2byc3OxsFkmGhYfHxw/4C74dcASlEino1LB/7978s2ffePsdJicGwzC+QMDUkgCFdaJjYzlcrkKp9Dw74ydMjIqOPpub29TUjCKIr0qVMig1JCT0ZuiCQJKkQqGIiolxOBzMWxBBufi8eQsWGAztBfn5OdlZBfn5YACXJAi5l9fkqdNkMhmIT42KjlH6+KobG7KzzsTEx8XGxFZVVf36y2YtXTouhhZqLBbrXH5Bq17P4XAmT5k6Y/ZsgUDQ1tr67ltvtrdTkRh/GbVabTabSZIVFx8fGxdHhfOi6JBhw8+fO3fk8OH6+rqqqkqlUun5iuh0OtPShsxftIjPF+zetfPAvr1Wq/XMqdPJA1MYE/0mRK/Xnzp5Ki4+LioqCkzRajSPP/Lo7Llznnn2Wdb1Q3t7+zNPP5ORkfHKq//rcQabzXb08BFflW/qoEH/+NZBrp/c56DQULFE0tTUZDaZvLy94Xvk1cgN+JNjbjC0/751a7NOJ5XJFixaovRRajXab1d+o9Wo5V7y+x96OCQkVN/S8t3KlTU11QMSE5MHUrljCIoePnRwz65dYolU6eMTEBhI3cdJEuvsACEQCiOjovwDAy4dn0ItFsuJ48fEVHnnuObmZrPJpG9pOXTwYGxcHJ/P/1NdguN4VFTUg488GhgY6HS5rFbr6ZMnXW63yXSxVfxfg6Ai/JT33v8AQRAKhcKbjk0cM3bcuXPnigsLjQZDW6uect1YLA6PB+wxKvoKx4HZ7nDYQTC+WHKxOUF/hiAIoVg8cfLkmurqVr3+yKGDudlZLBZiMlEhmEofn1lz5niO8JJ0kvtltvcgSXLYiBEajbq6qoqSpP7+TM3IkLCwRx5/HEUxMGwKNF/qoEGJSUmgDJvnGkmSDA0Lj4yMAuKbAFUnbw57CcfxQYPT4uIHOOx2oVDI3Ayp61OpvOf+B04cPXryxPHm5mYcJwRCbkRExJRp05IHpoA5cRwPDAwcN378xg3rmpubV69c6evr29bWZmhvRxAkJSWlI8oQRansaTqfPSIqSkmnppU1N1sslr/5wkM1YKRPpRetR8GWYxgWGEQZ1U6nU6fRgpcr8FeSIEQSyaSpU0FHx/ETJuRknWlubjYY2h0Ox80Wk+pJTU3Ns8888+RTTzJKkfkysq43+t5sk9H4yiuvjB07FirFG4arrxTdbndwcLDSx6emuho07b4evwnXHTy+oLG+oaAgXy6XpY8a5efvp9VqamuqLWazzWZTN6rDwyO0Wq3FauELBAMSEiRSKSWJOp0/JkPZ7XaPnzgpfkDCZx9/pNVqowIDH3vyKc8nHADH8QEJCbfdcafKz6+osPCbFV+2t7c36bQ2m+1yylyR1Dhmgp+/v91uxzAMmCJXpU4bSZIisTghMZGFIE46VAtBEA6PJ5PJ6IccieO0gqETPkRCUQurxWK2WG02oUjEohuauVwuNputogsQ/pOXbneDDZRZ/lPZTeB4cvLAe+67f/fOHTU1NRaTCcUwhVIZExMzedq06OiYS9SJQjF5ylSq5EpsLPJnB5wgCB8fn7vvuc/lpiLeQJwA+IhMJvNWpLJov5FZPlWMyCPTvMtGOm/W+wCbzZbJZIhc3qWRLo7jMpls+qxZ4ydNamtrs1osEqnUy8uri85GEGT8xIkkizxy8GBjY2OrXk8VSRaJ0keNmjV3HjVWQL/bBIeGsDHM5XLt3rnTZrXZbNbDBw9YzOY+lCI4oZSR2ftlIBQIMHqxdNbURTBQhZEgqBQcD0jqXsQXi8VgZIDD5QDX+TLDOW5UqDS7dgOfz7fRsTESqZTpMsqm7zPlZWVOpzM4JITqaNwNo9FYV1fndrmDgoOUSuXlrLG9vb2uro5FkiEhoXIvKm3OE5Ikq6uqDAaDXO4VHhHe4xJqa2tb9XqJRBIRGdnltZnplQowm80Wi0Uul/N4PLfbrae9bbfb3draJpfLPD9bW1Ojb22VSqURkRGezZ3p0mYGDpfL5/MrKiosFktQYCAo/wS5MZUiQRAhISFKpfJsXl5RUVEf7cMhVwtKHgmF8QkJxcVFLpdb06gmBpE6ndbtcnHpr65G3YjjuFqtttlsXB4vKjqmj+cHh0Pd3C/eyDorX3iujsfjjR0/Pig4GMeJwKAghULRChpIXJ4aQBCExxOAma/u8wNB0dycnPPnCnA3PiojI27AABYLMZtM7a1tdFsCoUwmAw9sqVTqFxBQW1erb22pq6lRqVQmk6mosJD6k0wWGtbz3fNKAZqpyz5SxXpcbpx70dgDbpBn8imGYQqFkqo46Of3p7YQjuMDU1Mjo6IaGxosFguGoTKZPCAwENy4mdkIgjpZy269FXzkcnQwFcqJUmPxzO4w04lLJUKPAhHS92EBipDL5frRZ5mp5dTlqLLZ7KnTpg8aNLiurq61VY8iqH9AQFR0NJ/PBzMTBJGSOmjI8OHZZ86UlZYUXjjPZrPDwyNkdBkKs9nsdLqEVLAJBR2JS/1TVloSHBISEhra29sdSZL+AQESicRus1VXVZktFplUStDDDk1aHfAyhWJ6uZfu4MXxEXg50Jw6efKN114zGY1r1/zYUF//2uuvg+pIKIo2N7e89N//Hth/0O12BQQEPPr44xMnTfQ8mH/s/uPrFSsaG6l7uMrP7+FH/jNjxoy+v1m/bd26+tvVWo0Gx/Hg4JCnn306Y/Ro5q9ajebjjz4+duyoy+nk8vhjx4554sknFR4CtL29/dNPPjmwb7/VauNyOcOGD3vyqaeDQ4J7XFf+2bNvv/V2XHzcU08/zePxKioqXnjueZ1Ot2/fvtbW1jfeehM0U2ltbf3sk08PHDhgs1q5PO7w4cOffOrpoOAgsBCz2fy/V/7nq/LFcXznjp12uonAfQ88MG/B/OsgBugm4JooRYlUmpKaWpCff/jQoZmzZrFuEjrryPxbRMfGCIVCq9Xa2Nhgs1o1jWoUw8IjIiorKoCAUDfUu1yuQJUqOCSkjyd696p73WfgcrlUJgcV1Uew6KRmVv8ARdEmnW7Prl0ki2WxmL3orqZHDx+qrqlGWKyYuDilj09HiC6HM3jIkPyzeRazZdPGDWVlZRq1GtS+Tk0dBMbO+lgRkJuddcg7plDNpZ3OLnGWwLVl1B5BENExMVNnzJBIJEEhISAyMiYu7tHHn+Dx+SAfhTLmQ0L/7+WXmaLHf6rAcLdbJBLFDxjQMcJLb1v3iE9a4HVVeH0Dxd+15k8VNpjBz98/MCiIzpSizrFnqXyCIEQi0Z1335M6eHBZSYnT6QwNDRuclnby5InC8+cRBNFoGuXelFlF0iaTQCg0m0ynT50qvHDh8aeejulsztZlS6hXi8DAhKSkQwcO1NbU/Lbll7HjJ4hEooryspzsbBaLJRFLQkPDrouI3n+X0NCw8RMmrFu3btDgwePGj+8oNEE7c7//9tvIUSP/++J/SZL88osv3nzj9YTEhIDOFnMHDx587plnYmJjnnuB6kqyaePG/z7/gtJbMTy950Z/LBZr186dzz37bHr6yIcefshoMHz91dcvvfji2p9+Cg4JoYaGTab/e+H/8vLyHv7Pw0lJyXm5uV+tWNHebnjvg/dBNz+Hw/Hm62/s2L79vgfuT09PLy4q/vyzz5p0TSu+/lomp0ZmPMnOzn780cf8/FS33XYbaE6tUCimTptaX18fERk5Y+YMCd2d2eFwvPHa63/s3n3/Aw8MHzG8sLDw888+b2lu+eKrFeBTLpervKxs+7ZtQ4YOfea5Z7lszrp16/77wgteVEfTcdf23ED+rb7PBI5njB79848/Fl240NzUdDP0daVL/VGPfJTNBg3NrhS6LMpffwGnw8iopm3VVZUajaa9rU2n0wqFwtRBg9SNjVqNVq/Xa7VakiBCw8JkdHkz1t+h3z4bSDIpOTk4NLShvj4vJ0ej0bDZ7IaGBrvV6h8YOGHiJB5dBBEEVKUOGjQqY/SRw4dqa2qqKitRyunkJQ0cOG3GDAzD+jhElKvK56n8/DgcNhgMIklSKpWOGT8BpLWCukJCoXDp8uUOh0MkEjF9L6jgv+EjRowc5dkXR6FQUEMtHtnEoMYks7rL2fXLGaqGXL/0bQMTBMHj8dLTR47KGI10virMmj1nytRpNqsVZEyD2WJiYu+6994zp05rNGqSdq/BEsAAgudbH2VncrlTpk2rqa6uqqzct2dPft5ZoUjY0txMp7kQyampoWHh8Kr7U8LCw2bOnrV169b0kemTp0xhprvcrqjo6Hfffx/cRiwW89tvvl1VWQWUosPu+OnHtf4B/qtWrwaFV0dlZCycP3/Lli29KUWrxfrD9z+ER0S8/8H7Sjp1z1uheP7Z586ezQdK8cTxE0cOH375f6/cfscdLBZr+IjhKIp++MEHCxYuHDN2DIvFys3J3fPHH3ffc88TTz7JYrGGDR8uEAr/9/LL+/btXbBwYcelQg895Z89+9zTzwQHBX3w0UeMO+jj47Ng0aINGzYmJCTMnTcPTMzOytq3d++999332BOPdyyTL3jt1Vf3798/j56HHk6hioz+77VXQVPpgakpSxct3rxx4+jM0b31HYD8Y1yTE0CSZGxsbFhERGN9/enTp+fOm9elXewNCIK46Kc+hx6r/ee7rYDM0/CIiJrq6uam5vr6uubmZrnca0BC4vGjx/T6lurKyuamJg6PGxV1cdDqcui3hgHw3kDyMjMRx/GAwMBbbrvtl02bqquqKsqpLiwSiSQxKXn2/HkxsbGeQXsCgWD5rbdGREUVnj9ns9kEAmH8gAFDhg2TSCR9Hx8cx5MHpiQkJjGNKHAc91YoFixaxFh6JJ08Dkw+8NhmBB9l9V3q9lFL6Ob/QTMP8he+EZ6XFsg+AdVMmRcVFEOHDhsxaHAabTmTbDYHRDpGRkc//vTTRoPBx8fX3Vm7kaCHLx94+D/bf//tXH5+YyNVxAely4APHjJkIZXgTJUyYOpzwQiE3gAFiS61+akzMjgtjQk9lMrkKIYyIaG6Jt2F8+cHDR5cWVGJU728qU+o/PzOnT9nMholtBvXhbq62qrKyrnz5gGZyGKxxo4dt+W3rXJZR6jiyZMnvLy8MjIuDkaPGz/uyy++yM7KAkoxLzeXrlcwnpkhIyNDqVRmncmaO28eeK/A2Ozc3Nw/du9uNxg++vQTRiZ27KnT2SWIIjcnF8UwT3cwI3O0l7d39pmsOXPmdBTrIInExMToznA1f3//5IEDS0tKjAYDSJuD3HCeIkF4e3uPGz/+qy++2PPHH+PGjxcIqB4YrBsXkiBMRqPb7fYsYX3lS/nr+hKMCEdFRZ04dsxsNpUUF1MloEPDAgIDlL4+anXj+fPnjCajVCK9oiJYXWLwr3STeuzl1WMdPiqPpLMDxGUuXKHwHjxkCJ8vCA0L67K0pOSB/gGBdbW1hnaq6rXK1zeEdlK7jMZSyp7LHTd+/Nhx49xuN0iFvsxsRJAN0EXPdR+4hz0tIf8u3aUb/RR3g8LvzAVMFToQCOLjO15sPL+Jbrc7KCjo7nvvq6muVqsb29vahUJhcHBweGQkj8fznJNNN5Hv4kq6aGBeY0/nhoUiqFAo8Dxcnn83Go12u/3Y0aN5ubkdf0IQh90eFBRktVp7VIqtrW0Oh8MzLYbNYYd51GvUt+ilMqlY0hm1Sr9IS6XSlpaWjiW0tfL5fLn84hLEErFEKm1ra3O73eCmh7BYOVlZMXGxZBux7fffk5KS+n7qtbZ2XSa9UklbWyt4aIKd9/LyYi4eFKVaBjhdru6NuCA3jqeIoOjkKVN2bNt27OjRUydPTp4y5QY+3wiCOByOVroXiFKp5PF4/4qHSpJkeGSkTC6nWhLn5TkcjpCQEKFQFBwccjY393xBgdNORS91lMLpE8ohoN0yjVq9euXKwWlpIzMy+rjX9+glUINZHI5AKGCz2Z5/AnX4mKFVeuxVGRsXJxZL5HR+6OXsLI7jCYlJAxISUZRqT9JFYuI4rlQqVSqVZ5HhHss0MmIOtBa8nFV7fvaK5odA+g89xh/39h0HlR3j4uPj4uPpJCe0S6AkcNAXLVkybvx4l9vFfJG5XG78gAESidSPLrF07XfrhoJLv7vOnjPnqWeext3UqQGtwEkWyViGXeDxqEKwJrOZmWKz2cpKy/wD/EHPAi8vL7PJbLNezGS30DDiUiqROpxOz4JlVovVYjZLZVSnUzDFjeOjMzM//OTjTz/5ZO2aH9PT0ydMvCQLpwtSqdRJtz+4ZKVmi1Qm85SYnrdoHCeMRqNYLBbRkY6Qf5drNfzvcrniBgzIHDPm559++nnt2hHp6TewrQiUYltbm1Ao9OuMRP7noWqa+Pr6+/u3NDc3NzXRNc+CWAgSFBzMZrOpnl0sMiIyUiQSeZ6I7s4f1TJYKvXx9dWq1QaD4djRI3K5fFRn6hyQXNQT5VLxR7VMoRvAMAuZMGky6PvsHxDAFIdLTE5+7MmnMDam8qV6TIPNHj1mTPqoUVwul8OhBsIuc3+ZTOEeFdtl5vZ6HofLnxkCudm4xCDv6ZuFIEhAYGBQMJUhy8RaiCWSO+6+x26z4QR+Az8CLp8rCrnz9fUNCgqqqqqSyWVUn09aS73x2mscDvf5F17o8SNBwcFKpfLC+fMOu4NuMco6cuTIKy+9/Oprr06ZOpXFYqUNSVv388/Z2dlMY5jTp0+bTKbUQang14EpA90u14njx5MHJoMpubk5Tc3NKSmpjKqjAszi4vz8/O6+557DBw999ulnKYNSlQpll7r9zK8DUwau/vbbkyeOJyYldiwzO6elpcVzmQiClJaWtrS0gLF4nY4aeR+Rni6RSK7kAEOuCdcyUJQk77j77jOnT+fm5KxeteqRxx5DUfRGvVPYbDZNY6NYLA4IDPy3xllIkhQKhDGxsQX5+SRVBUbm6+dH0gWT+XxBW1srl8OJiY3rchY6nD8BcP46lyMU3nrb7dlxcUajic1mJyYlgo+QLFZS8kC5l7eXlxfoNkbNLBItWX4LjrvFEom0M1eGSrEMDcXCwzuiCTtHuCirz8+PBWovd26GQEC1v6Nyeq7w8oDy7vLxFPGXMyc8tpArpcecKgzDxPTD/ka9+V8mXA6HJIicrOzU1EEJiQlMJ60u8SqeU+ReXouXLn3rjTfefP2NWbNmsRBk+++//7jmx9ffeANj9zzaq1KpFi5a9P5773380UdTpk3Vt+jff+ddLy8vpgj2mDFjhg4f9sF773M4nLCw8LKy0k8++jhzzJgR6elghuEjRowZN3bFihVSmTQxKam+ru6dt96Oj4ubMvViIg4TcEk1UHj4oVdeevnbb1Y9/ewzQAezORwMw4qKirLOZA1MGUglWo0cOToz88svvpRIpAmJCbW1te+8/XZiYuLkKRf7eWJsdnF+/isvvXzHnXegKPbtqlVGo3HxksX9NlD+puIaKkW32x0SEnL3ffe98b//rfvpJz9//yVLlxLgCrux/BsURY1GY1VVFdVu1d//X7whkiQZn5CQkJiIomhIaJg33SAHJKM5HHaZTB4bF+cpZEmqicLEwWlpnc6f+2ImdUDA3AULkW7+3LgJE1AMI+nO0WBP6YZjVBhy18LCbnq85FJgHb5/C0av/6mrwQQSwHs05O8Dc1wAYeHhw4YP37btd4PR+M3Kb/gCAYqiIpGI6YcJatmKxWLPb+iixYsMBsO3K1f+vvU3FoLgbvfTzzyzYFFHDnKP3HbH7Uaj8eefftq8ebPdZg8OCX719ddUKhX4q9zL68233nrzjTeef/Y5sVhstlhGjx7935deBNVqwHv7iy+99Bby5ltvvCkUCi0WS2pq6osvvwyaoILbglAoZDZ73oL5hw8d3vrrrxMnTxo8eDC1Crl83Lhxq7/99uWXXvr2u9VBQUFCofDlV15+640333j9dbDMQYMHv/TySwqPVBWSJJMHJmu12nvuvhthIQKB4NXXXxuclga/g/2Ba5t87nK5ZsycWVlR8f3q1R++9566sXHu/PlhYWGgZAPz/uQ57sm6DkEQpKa62mg0BgQE+NHNtf7acv7+ztNd8qKffu55KnYPpZoo4DjOFwrHT5wIqup36cdAkmRwSGjYpc5fH5Kux7xdsN6/ve2QawWKYs3NTZvWr1c3NoSEhd9+5529NVXDMKyurnbf3r2GtvbE5KTxE3qOPfJUkD0uh4lIA4NQKIaBui19twOBQG5gJBLJJ599+tzzz4nEYlDqPCQ0dOcfuz1HaSdOmpg5JtNTOwoEgkcfe3TxksVlpaUEQcbExoBC1n0gEomee+H5W2+/tbysXCyWxA+IB4USGSIjI1d9+21lRaVWpw0MCAiPiOgSQurv7//ZF5/XVFfX1zf4+vpGx0R7bqRCodiy9VdmilgkXvntKjvd0wFMYbPZL/z3hdvuuJ3D4TAKNSAw8PMVX1ZXVTU0NKhUflHRUV2SYHC3Ozw84oOPPrxw/oLT5YyPj++xXQ3kBlSKoJ7CQ//5j9Pp3LJ58zdffXX44MGo6GhfX9/AoKDAIAofX18ul0slzbHZHDpvjmlidr2MViAIUnD2LPUNpLsm/OvprswracdTufdAdVrkuaHMu7EBcbSVlRUatVok6ijr2NucrXr9SSp93iz38gK9+zy/hqAMuMvlAmNPGIZxudwuX1WCIIwGg9lsZnM43t7eebm5RYUX3C5XaHh42pChMpkMvldAbk54PF5Y+MXmTyiKgu6XDGya7h9U0VzRugICAgMCAnv7K4ZhMbExMbExvc2AIEh4RESPhTIQBOm+2SDAwGP57BC6fGOXD0ZERkZERva2UoIg+Hx+2hDoI/Y7rnlBS1AP9tnnnx+clvbTjz+eP3/+woULHA6HSl6gMxgEAgHoPRAUFBQYGOirUsnkci+5XO7lJaMTo4Dv2G/dRwRBzGbzqVOnSIIYnZnJ6gf0n4Nz48Xw9Vv69vlAt0DPCiYd/QPpJFYmuoB6THE44HFF9W9taRGJxVwuFywQwzCj0Xg2Lzc/76xWqyFJ0tfXd/DQoWlpaUJhR5oUhmEtLc0rPv+8pqYmOXmgQuF99MgRu92GIFRRoVPHT9x9371+AYGX2fURAoHcDJAk6XQ6/3WTBdIb/0Tpc1CXdcrUqYPT0oqLihrq6xsbGxsbKHRardVqLS0puXD+vNPppIZKeTxvhcLb29vLm0Ll5xcICAryValAtUKmald/cB+5XO6Z06fr6+pUfn6JiYnXr9S4rkFQFMRD/bWPM+k1oPkyq3/AiDmqdwtJgoCN7rNdjs/X/SN2u/1sXl5zk85ut8fFxycmJRMEsWvnjpPHj4PSkucK8murq5csXz4wJcXlcmEYptNp165Zcy4/3+V0ovTIUV1tbUF+fnFh4fLbbhd35tSDmz7udpeXlV5wOEAevb6lxeVylZQU79y+/dY77+SwOfCbAoFAAAKB4JZbb5V7dZQHh/Q3/qEmOeDh4e3tnTlmDAiJA5VW7Ha7VqNpbGhQ09Kxubm5rZWiqamptLSUqsbMZoPiKZT7KBT6+/tT1mNQUEBgoK+vr5y2HuVyuUwux2jh2MV9BAm3126/QBG+o0eOtLS0LFi48F9MfL5pAcUaQVcDzxqNvQqvzo4pnRNRm82yZfPm0pISqVR61733Ka9x80mwGUx9H88ccE/YbLbVatVo1BazGUUxLy8vUJGuy8wYhplMprN5uWfz8rQaDUmQPr4+g4cOSUsb2qUckucGsFis/Xv2bP11i91uH5CQMGbceCr3nCSLCgsvnDsnFosRBLFZrQROHShQjchsMm1Yt+5sbi6VC5+cHBMb56C0Zm5zc/OJY8cCAgJmzp7juQoURa1Wa+bYsfMXLhQIhNlZZ376cY3FbCk8f16jVoeHR/RY3hICgdyECASC2+64/d/eCkiv/KPtFJlBLmYsjMfjyeXyAQlUyQAURZ1OZ3t7e3tbWxv1n3adRtNAu4+N9fVNTU1Wi6WkuJiqIE1X/Ofz+cB9BPiqVEHBwQEBAUHBwT4+PhfdRzYb7ew6cNXdRzabXV5e/sfu3V5y+cTJk/l8vrOnLBDItYIkT504kZOT3d7WFhEVNW/+AmaotAtUNVoT1brGbDL6+PgOoNPDqRLxCFXita62trKiIiAgoHtLvb5FJ1MZ5DIdMgzDbDZbSXFRTXWN1Wrx8vYeODDFn67BySwBLDbrzOnDBw/W1dVZTCYUw+Ryr4EpKVOmT/fxUeJ4xzWMYlhTU9NPa9YU5J91OhwdPl9dbUFBftGFwltuu10ikXS94BFqG7LPnNm5Y7vNZouMjLz1jjt9fX2BIpw1e05gYOCe3bvtdvuQYcNmzJylUqmAoVhcXHz+3DkURRMSEu978EEfX1+QaL/q66/MZvPZ3LyMMWPlMlmX6p5Tp0338vImCGLY8BFZp8/k5eaYzGZDuwEWYYZAIJB+zCVja/9O4+0u4YYeBg9CBSl6eUXSwhEkSwL30Qbcx86R6+bm5tbW1rbWVp1OV1pc7HK7Pd1HoVDoHxBAxT4GBgYEBV3iPspkaI/u45VbjyCV+Kc1a3RabebYsaMyMmCYxT8JiqLHjxxZs+YHm8VidziQDr8N6TGJHMMwdWPjmu9Wt7e3j84cE5+Q0GVRHT4fLQHZdPNugu7F3GN9OJfL1djQYDKZMDYmk8p8VarLqRWKYVhFefnGDesryspcdOtCDMN2/P77xClTp8+YAcxR4O3t37Pnl82bLBYLqKPhcDg0GrVWq1arG+9/6CGZTE4QBIqiFrN50/p1uTnZbDY7ISkpNi7O4XDknz3bpNOdOnHC3z9gzrx53baBXVxYuGH9OpPJFBAQcOudd4WFhTFdamJiY2026749ewiCkMnkkVFRQAfjOF5SUmy32Xg83vCR6d4Khd1uRxAkfsCAgMDAstJSfau+Va/39vLy/Gr7+vp60XWaSJJks9mUIM7ttVkOBAKBQPon/45S7A1KtTGGCY2n++gllyd0uo8Op7MdOI+0AanTaCgBSevIJp3OYrEUFxUV0AFVOEEIBALKdQThj/QoHgh8DAwM9PHx4XS6j1TSGYKQl+0+crncX3/5ZeeOHTKZ7I477+RyuX/LUASatT/EyCEsDKWSXvtzITTqGnDYz57Ns9tsAqFo7ISJqYMHd2kb6AnI1SBpEQkKBnWfh5pIEMWFhWfP5plMJl9f1dBhw5gGMwAMw8pKS/f8sbuqosJkNnPYbIlEkjZ06NTpM8Ricd+hgS3NzWvXrKmsKMcwzNdXJRQJtRqN2WzeuX1bUHDwkKFDcbqtanFR4Y7t2+w2m4+Pz/SZMyMiI/X61p3bt9VUVxdeuHDy+IlpM2aABZaWlBQUFKAoGjdgwP0PPgS6F2ZnZa386iuTyZifl5c5dqxnpQkEQfT6lo0b1jfpdGKxeN7CRXFxcZ6vN263m/kVvKeBY0UQRCvVFpbqLe7l5c0cYuqtTCSikuvpTwKZe7G9G5d7SQtg+uAwnXUgEAgE0p8h+6dSvCL30cuLSnoBwhEnCOpZ5XbjbrfNbteo1Q0NDZQDU19PxT62UdGPWo2muKiIitZnszlcCjabLRKJOtxHOvbRx9dXLpN1cR+B/egpmxAE4XK5hw8e/PTjj+12+9333Td02LAbw1CknCqL5fSpky3NzXK5V+bYsb3V3vsHtoQZ4e0ez0cXcKGah5IkKZaIM8eM8Q8AjWV73tTy8vKCs3m4m2pfW1dbu27tjyNGjoqJjb2kvAtJbt/2e9aZMxaLBazi1Inj9z/0cFh4OJgNRdGiosJVX3+t02pRFBWLxTabzWg0an7/3Wq1Lrvl1j6kKslinTh+rLqqEkXRESNHLlm6XCgW7dy27ZdNGw3t7TlnzgxKTQW26JnTp9va2nhc7rQZM6dO7xCFbA5n5YovLWbzhQvnx4wbx6cbo5WWFNusVi6XO3xEulKpBD5f3IABgUGBJcXG1tZWvV6vUCiYLUJRtEmnw3EcwzCn09nW2nqFYbWUEKTSljuX6Ha77VYbSb818fh8z31HEKS9rd1ht3O5VCNap8NZX18HApJEImG/fQOBQCAQSBf6u1Lsje7N7C+6j3y+l5dXYlJSh/vocHQEPtL/0mq1VOAjnXnd1NRkNpuLCgvzz55l3EdFZ+a1l7e3v59fYGfso1KhAAVEQMTbrh07vvv2W41GM2Xq1LvvuedqFVhB/m1TkSr6YzLv2LatsaEhISExfdQo/qUK4IoWhaIYXYal43xd5nIogU6SDfX1hYUX9M3NCIoFBAYkD0wBLWeAhjtXULBvzx+N9Q1sNttiNq/65uvwiIjb7rhTKBR2MfaAJbZn1669e3ZLJFJQXLqqqjIsIjIufgAzM4qi7W1tJ44f9/LyCgoO1mo0NputoaHh6NHDoWFhwFqzWCy7d+5sbmoSiUSTp0xNGTxIp9H+/ttWrVp9+uSp4ekj4y5tgeO5RxaLha6di0ulskmTJnsrqH0ZM3asUqnAMLbSx4caemaxbFZrXW0tSZJSmSw2Lg4YeyiKBgeHSCRSMxXk1261WIRCIY7j+g6fj+ft3eHzUU4em93h8+Fdfb6OGTgcIPIO7NubmJQUGhbWt14EVVGVdIcGu91eW1szKC0N+IUV5eVarYbFYil9fLy9qXhExqxFUVSraTxz5vSYseMQBDlz+lRVRSWLJFUqlU9ny28IBAKB9H+uV6V4Ze6jt7e3UonSw16M++h2u202m1at7kiaaWxsaWpqpe1HtVpd1N19FIsDaFAUPVdQUF9fTxDE9Bkznn3hBalUegMYih3PeFoS0cUuqb3uPhuI52MyiMGv3Vu8YBiG47i6scFgMCAIIpZI/Pz8QG+evjeDSrM1m7b9/vvxI0csFgsYAGWz2X5+fgsWLR48ZAjYxob6+tOnTvF4PGpFbnd7Wxud/tyrEo2Nj29ra62oqHA6HOEREUOHDY+MjGS6FwLcLteIUaMWL10mlUpPnzzxw/ffu91urUbrcDh4PB6KorW11eWlpSwWa9DgtIVLlwr4fGf8AIPBsHnjeovFXFZSEhcf39uxtZjNra2tLJIFrkZgkcrk8sxx40HGFbiEnC6X1dqRx83nC5ggWg6H3dHpFYygdywX+HwEtSOd/fdcLhfj8/H5l/jBJEkKBIJ5CxbWVFcfPXK4ubl5986dd95zD4fTQ80aFKUOO7DUMQwbkJBw9NAhq8126MABmcwrJDREr2/ZtWOH0WhkszlDhg6TSqXgemB22e3GN65bl33mDIKg1VWVdrudw+WOysyUy+WwRAAEAoHcFEqRSh7prNzWb4eTOtxHD4HCuI9U9rS3d2JyMnAf7XY7nXJNxz62tYHyPaDyY3NTk9lkunD+/Nm8PPAUD4+ImDN37vyFC8USSX+WiV0KsvTWw40kSZfLRZIknz4yfUjJqsrKwsILdps9JDRkQELChfPn6+vqpTLp6MwxjPsI0kd27thRWlJs7FSKCQkJM+fMVSp9CALvq5uI3f7Lpk2HDhwgSVIikfiq/MxmU0tTs1qt/unHNXIvr+jYWBzHUwcNEkue2L1jR11drUKhuOX2O4JDQrhcXnezCqSJTJw0KSg4+MP33rVZrcHBITNmzQKvEx595wiRhHL7FAoFQRDhEZFisdhqsVCVDDvkGkuj1tpsNjabrdNpV65YYbPbXC5Xq15PEJRQ1um0BJ1B3MNBppOfnA4HVZWHFtrMX1xOJxXb0NkBD8MwDofyrR1OJ12wGmFKXlutVoTFEovFAgGlIFEU9fHxZbFYDoejtqZ2yNBhlM+HoFVVlRra56MDc6l9QZCOfSQIIjAwaPSYMZFRUefPFbS1tZ3Ny03JTR0xciSTZQKiLFAUraurO37saGxsnIIuGxQfP2BYevrB/fubm5u/X71KLBZbrFaH3c5ms4ePGDFyVEaXvSYIws/PTyKVFhUW4jjOZmNCoWjs+And54RAIBDIjakUCYIovHDBi+6k4uXtLRKJQDbx30wo/nfdRyrvRakEz3KQpEn/H7fZbBq1uq62VqPRUG2OqL5kQyRSKeWr9ddETuD8tbQ061v0OIELBUKVn59AIOhi56AoqtNqjx09Wlpc5HK7o6NjkgYORFGsx45wO7dv279vr9ViJQiCzWanDBrUpteXlZZGRkePGJEOFAyGYfV1dSu/+qqqqoLFQkQiscvl0mk0GrXaaDDc88CDvdX5A5Lo/LmC40ePkiQZHR192113BQeHWK3WLZs2HT50sKWl5ejhw6AZlH9AgEwuP3b0KEEQHA4nLDzcV6Vy9Z5RRGVcUH+lzjgw8LoIYpJkCYVCkVjseT1cugzSYbeRJIGi7OqqqqrKSozN5nI4XB5PpVIhKCrvTEnuYfV08i+HLvdotVhtdruU7j+kUat379rZ3kqV+Jk+cyaGYQKBwD8goKqiwmgwnD9XEBEZyePxHA7HqRPHTUYjgqJRMTHgu4ZhWPyAhEMHDlit1sMHD3p5e4WGhrW2tu7ascPQ3s5ms4cMGyaVywnK57u4SaDpUURk5KiM0Tu2b7Narbt27oiKiQH6mMViCUUiDodjtVrLSkoqysr+89jjKj8/p9PJ4/MXLVkiFktyss5Qsb/t7UKBICA8fHh6+rgJE0UiUZfriiRJkVh89733FRUWqtWNYrE4MTEpMjq6ZyUNgUAgkBtJKVLxZwhiNBq/+OyzdT/9pPTxUSgUvr6+QcHBISEhIaGh/gEBYFiQ6WLJZBP354dEz+4jXZER1G5Mot3HjrTQq13sg7yqwpoewzXv2b07LzenVa/HcVwoEoWGhs6cMzc6Opp5qIOgvdWrVlWWl4OsnZLi4vyzZ202axedhKLosaNHdm7fDkYYlUql0+k8m5vL4XDYHI6n6iJwfN+eP6qqKnk8/qjRo0eOyrBarb9t/bWqouLChQvn8vPTMzJYvShF3O3Oz8+32+1CoXD8pMmRkVEul0sqlY4dP/5sXm5LS0tdXa3RaATDl07ajQMnDpRS+vvHra9TgCA8Hh9kdYwdP37osOEoijLD9JRFLeD3JoNA2o1CqWyor29raz1fUOAzYYLT6Tx86NCh/fvdOB4ZHcXmcAgc53A4g9LScrOzHQ7HH7t26fV6Hx/fmuqqgoICt9vt5+c3PD0dDP0TBBEbF5c+cuT+fftaWpp/WL2aMkGtVrvdjmHYsOHDMzJGM6knTLl78B1EUTQjM/PcuXONDfWNDQ0njh2bOXs2Qr8dhYSETp856/Spkw67nS8QMAndBEEIReIFixdnjB7d3NzscrsEfIGvr6/Sx5cOQ+jh4BMEIZXJJk+dykIQ0Hwc7993AAgEAoFcHaUoFovvfeB+pVLZ2tra3NxcWVGRl5sL0oF5XB6HSzVTCQwMDAkJoZRjaKhSqQSt+by9vfl8PvW0uLQMTb99eFziPvYxaNrPADJxzfffnTl5inIThUKELtHS3NTU1NT88COPBIeEgErLDrv9ty1bKsrKOByOys8vPn6Aw+EoyD8LKvl5LrC1tfXIoUMul0skEs2eO2/s+PFWq+WnNWtysrM9NSWKYhp144ULF1gsVmRU1C233ianCi/jLpdz5YoVdru9tKRk6HBKY/XYm9hus2k11MipWCwOCgoCsgbHcS9vL4lE2tLSYrVY6THZi3X7/jEQOm+Dz+PZ7Ha3252YlMTlcnGCyM/LO3/unN1mSxs6NDEpqTfNJBSKB6elFRVecLvdv2zaWHA2z+5wVFVUkixWVFR0+shRCL1DOI6npKROnjZt944d7e3t+/bsoYJr6WUGhwQvXXZLUHAw+BV0VF+weIlILMk6c6qluQX4fGHh4cOGjxg/caK40x+lBtZFwtGZmXabPTA4GPR0Vvn53f/AA0aTic/ni+kC3eA8crncKdOmjZ84EYzaYxh2cWCa/sL60wle4EtBx6r29b7ERDVcq7MCgUAgkP7pKc6l0bfo9XpKgeh0uprq6urqmsrKioa6BqvVWlxUlH+W6hvBYrGkMpnSx0epVCoUCj9//5CQkKDg4LCwMEVnNjGHNqX6QxPnGwMURbPPnMnOykIxNDE5acr06Twub/++vdlnzjQ21B87enTx0qVABJRVV5eWliII4uPre98DD8bFx1PNf7dv37B+nadjiqJofV1tS3Mzi8WKjokZP3Eij8ej8n+nTispKTGbTB5zIlqt1mw2U6F1BuOPP/xgt9udLqfJaKByiXC8qUnncrl6y6cmSNLtotZLZU3T0ZOdycskQXb0ZQa1Hv/O8WE6rFzRckiSDA4ODggMLC8vzzpzhsfjx8bG6XSaA/v3qxsbVSrV2PHj+/w4MXxEek119bGjR00mU1ZWFrAko6Kilt5yq9LHF6ffREBu8uw5cwMDg86cOtlQ3+DG3QqFIn7AgPSRowICAz1Tggg6W3/+woUjMzKam5pon4/v46uiGqh4dCwkCEIu91q4eAlTJRHseFBICFOEqMtrG8iP7vEtjum01MeBcrlcToejP8fvQiAQCOSfyGhRKBUKpSImNtbzCWG32+vr6muqqyurqmprarRaLTCzzp87Z7FY2Biby6OyiTkcjlQmCw6mRqxDw8ICAgOVCgVVIlGhkMvlnsKxS1ghpG8QBLHarDnZWS6n01elWnbLrfEDBrhxXCIWV1dW6nS68rJSs9kklcpIkqyrrbXStQMHpqRERUfb6QSFgamp+/bt1arVnott1beCB39QUDCfzwc6UqFUymRSk8HguXqHw07QmSI6nVajVmNsDAzRKpVKFMMUSqocTG8bz+ZwRGIRtQtWq16vDwkNBY1MdDqdgV6Lt8JbIpEAu+svXQlUZrfZZFSrG729vPkCQR+zdqk9juO4t0IxdcaMpu++a29v37N714F9e0Ewq5+//9Jly8HW9rE0gUBwy223JQ9MuXCe+i4IBcLwiIhBaWkga9hzTjabPXLUqCFDh4LjjKIol65K0z3gAWwh6Id+0efrabbuZeH73lrWX4IkSR6Pl5iURFUoDQ7h9JQ+D4FAIJDriKt5HwcD0FwuNyExISGxo1ua2+1uaWlpaab+pVY3Us4jlQ1QpdFo2tvamnS6kydOuJxODMO8FQqFkkKhUAQGBoKR66DgYCAcQZu+jlLY0Hrs8ywYDIaW5mZQPmbn9u3bf//d4XTYrVaz2UySRKteb7FYZDI5SZJmsxkMO/qqVODj1Jgmn0dFp12qFS6GNrIx5g9UaCNBUlFoDCTJ5fFQDMMdjrQhQyZOnoIiCJvD5vJ4bDblHPPo94QeNQoQGeEREecKCmxW67GjR0LDwiQSSVNT097du8wmE4qiiUnJArqU4F9QisCkRBCkqKjokw8/XLx02bDhI8DgKdM0ssv8VBSmh9YhCGLI0GECvuDI4cM11VV2KjFFHhsbOyozMyIy8k+9cDoNiDNk6NBhI0aArQcOX3eLDoQVggx95rN9LP9Pfb5/DNAG8LY77gSVd6hYUviCB4FAINcz1/yNH1TC8/PzY6aAzFOTyVRTU1NdRQnH2tpa4Ds2NzVVlJe7XC7gQvF4PA6H461QhIaGhoSGBoeEBAQEgNYs3gqFRCqlhvQ6M66h9QigKuo5nC6XC0QrnjxxHHT44HI4YrGYaqrt5c2UTWHk1kWzikproE7QJUIMQcRiMYhc1Go0bjpxGGOzNWp1e3u7p2gjSVKpVAoEAovZ7HA4o2NiJBIJi8UqKS4+ceqoxWKJix8wdNiwjqoz3UBYrOEj0rOzstSNjdlnztTW1Ci8FTqdVk9VoiESk5PTR470VB6gpuPliCRQtCU1NTU3N9fldLa1tYJKjcDASxs6NCIySqlQiMRisHy5l9e999+PIKhMJuNyuZ4rHZiaOiAxEYTfAbfPM5ivb4AEZF32zKzrE4IgHHTkCQQCgUCud/6FsSEURXk0SqUyLS0NTLTZbC3NlPHY3NzS2FBfVVVNGY+VVW1tbTqttq62lgp7crvBp0C2tVKpBNnWwXTgo1AopNQLh8O9frKtrwWg3y6HzcZxPCg4eP7CRQIBn4oF5VL/gIR0UN8HwzC5F+XX4jheW12N04m3GIY1NjS0NDd7ZrQQBBEQGCgWix0OR3Fx8fFjR4cOG6at0mzf9rvN1lHzj5lTpfILDQ1raW4uKylZvWrlwNRUs8l8aP++yspKqUw2MCWFSdHoDo7jgUFBy2+9bf3PP6npUpb1dXVsNmVJpqamLli0RO7lxXwWRRGlUhkeEREQEEDF1fV5ogmCEEsky269LXPcOKfDyeFwAgIDXW5K7fF4vBkzZwHVyMTw8fn82Lj4LjF8jNQD1zAz8epmwUMgEAgE0n/oL1FEAoEgmNZ8zBSqFZnbrdfrKd+R0o2VjY2NTU2U96hubLxw7hxBkmCwG7iPKj+/UNp3DAkN9fX1BR35FAoFKPJ3XRR6vCqAgtVSubxRrbbb7f7+/hGRkSRJarXao4cPt7e1+fj4jJ0wAaSPhIdHSiSS1tbW8+fO7d+7NyExUa9v+fWXzZT+81CKJFWxOTB10OB9e/dYzOYfv/9+84YNdoedJEg+n083R7m4dj6fP23G9MaGeq1Gc/zo0dMnTwIXWSaTzZ2/IHlgSt+jtCRJDkxNDQoOzj+bV19b53a7vLy94+IHxMTGcjgczywNgUB4J91HEWSo/OngL1WqRiweMCABiELPRtLdcy+6t4vs8te+1wWBQCAQyI1Bf1GK3QGFDANpRmWMAhONBgPwHVuam2tqqcHrKjpvxmQyVVdVlf4/e/8BJmd63XeilXPOOXd3hW40wmBmgInkcDKTKFIURUuW17Zky5btXd1Venav013z2nd3H1u2V5ZsyZZMSqSGySIlchI5mMEAg9gAulJXd+Wcc073Oe/bXagBMBhgBqEAvD8QGKAIdH0Vur7z/c85/38g0B8MxuOxQCCYSY8qtRrvzZjMZo1Gg40esXh2X0qP4HjM57s8nmAgUC6V/usf/ZfHn3iSTqefePf4xvnzVArly7/wVdxOnSLR8cDBQ2+89mqr1frWn/+ZWCyG8D0ajc3hNBuN+dwOGp3+6c99ttlsnD93fjQaNhtNHp//5FNPeTcvxeNx+Et7yuJ4PF5xun7tH/76T958czsUanfafB7P7nAcffwJl9t9IxvH49FIJpM9+9zzVBQaPavqri7drrOie03IZj2BQCAQCPdJpXhNRGKxSCzGKR2YISKbySLdMRKNxbKZDAiP+cJ2KHS2XqejSTIWGnnk8XgGKBuNeFdGqVTibWupVApGj+PxbOoRf/F7t3x86umnQ8Ggb3PT5/VuBYP4iWIymU89/fSnnntuVq4xGIzPfeELw9Hw3NkzjXpjMBgYTaZPfupTO9vbuWzWZnfMrGqm06lKpf4H/+gfbwWDkUiYTqOtOF1cLu/CxgY24buiW21fXrbYbMPhEMWWUNFQADTEb21Jd+++QAQCgUAg3BPcY5Xi1eCdaLvDbnfYKc/u3ljaI5/LxaKxCCKVTHY6He/m5vlz5/r9PpVCEUskM+kRjB6NRiPqXysUCuzyeEeNHqe3rO4Zj8dyueJv/91f+elP3ty8dKlarTKZTKPR9Mijjx46/BCHw509kPF4LJFIfulv/vKTTz9dr9dZML1nUCgUjzx6hEql4s1fvC/carVCwWCr3WKz2J969jmYdByP33n7nWq1guxylGw2e/74x2hfhIXy6zBkmI9AIBAIhHuOe75SvCbIbEcx+yM2eux2u8lkMhoOg0V4LJbP5/HU48WNC51uB9YmEEwmUywW4261yWTSGwy78TLI6HHepmeRt60nk4lKrf65n//K57/whfEYfHDwA7y63oXcZBbL5XLDYCKOXEPt+5lX3yw95S++9c1MOs1msy9euGCz28ul0qn3Tna7XaFQ+NDhwxBYclXy7x1/3AQCgUAgED4WV9jQ3Z+V4gcZPYrF4tXVVXzjaDQsFkooY6aUzWQiETDsCYfDhXyhWq3k8/l3jx8Ho0cGQyaXKxUK7PWo0+lwEWk0mUQi0czokUqjTRcsYwbXbcge50NUPVxJz99ydTWpUCo/9exz3/32K61W66dvvvHG66/RYZyRLZVKP/P5z+8/cGBBHjWBQCAQCIRbwu6gGuVBhcFganVarU47uwWv6DYaDZxMGI1EEvF4oYh+FAqhUGg4HLKYTBYyj2YymQql0oSlR7QrsxdtLROIRFRUqOGhx48RKHILuHXC3vRTzz1nsdk2zp0tFUvj8ZjL45rM5n3r6xqNdj7LhEAgEAgEwn3Dg1spXg02yVMiDj/8ML6x0+nMMmaSyQQszYD6GK1UKpl0JhaNYqNHDoeDW94gPSqVBoMBF5E6vZ7H47FYrBsoFhe60sJrLcvLyy6XCwUxT7CMOu81QyAQCAQC4T6DVIofAo/Hg5pvzugRJ7+VSiXUsIaV61QSrKoLhWIqlbp06dJ03uiRw9FoNHa7PZ1KzSxd7l0WJzWOQCAQCATCHYBUijf/lCEMiCeffBLfWKvVy0h7LBaKkFKIPHtisXi72YyEwwG/fzIew5jgXetCEwgEAoFAINw0pFK8NUgkYolEDE49ewyHw8FgALsyUfDp2QlHqpXyc889d4vukEAgEAgEAuG2QyrF2wXeiXYsLTmWlm7wn9zd3RcCgUC4z6AzGNj8624fCIFwD3M5V4NAIBAIhPuJdDJZyOevuAKnznH3Do1AuGcglSKBQCAQ7isYDAabzW40Gn/8n//gp2++cUVF2O/3e73eaDSaTqd0Op3FgqzRu3ewBMKiQ749CAQCgXC/QKWOhsNLFy7UajXf5qWd7R2LxTb//9Pp9B/98IfHfvKmXKlUazQqlVqtUWu0OpPZfLX0iH9DzGIJDzikUiQQCATCfQJOPTh18sT5c+fA9pVKpdIu139UKnU0GhXyeTaXK5PJ06nUpQsXWq3W/gMHfu0f/WMmkznLL6VSqf1+fzqdMplMBpM5QUkKd/WREQh3DVIpEggEAuE+YTqdstns/+lXfvUXh8Pt0NZ//v3fv6LC6/V6lUpl3/79X/nq3xiPx8PhsFgoDIYDGo02KxP7/f5PXn/97WNv9ft9i9X6zLPPefZiYAmEBxAyp0ggEAiE+woGg8EXCNQaDYPBmC8UaTRap9PpdjsqlRoZ4zJFIpHNbl9eXqHRaLOO87G3fvq9b7+iVKo+9dxz/V7vP//+/3P29Cn8FwiEBxCiKRIIBALhvgIn0V8zaLTRqPd6vfB26A+iETqd4fa4PWv7hCIR/n+pVGqtWn3nrbeMZvOv/P2/L5FKP/mpZ//4D//gf3z3u2aLVa3REMMdwgMIuUgiEAgEwgMBlUpt1hutZjPg9zcbjVw289/+6I/+8P/5j9lUik6n479QyOeLhcLa+n6xRDIcDgUCwdPPPFMul4N+/90+fALh7kA0RQKBQCA8EIzHY6PJ9Au/+EsWi0Wn108plIDP+8f/+Q+/+Wff+Hv/4B9yuFwqlVqtVieTiVqtnv0TnU4vEot3draf+uQnP+grM5hMrGQyWaw7+IAIhDsB0RQXBbJXRyAQCLf5Y3aqUCo/+eyzRrOZSgP27T/wqeee3w6FtkMhGpIVB4M+hULhcDizf8XmsEUiUaVcvub6M5VKHQ6H3//2t4+//XY+l/vet7/9/e9+r1gskpeScN9ANEUCgUAgPBBMJpMzp96j0xkHDh3atUukUg0mcFIsFPKw/jyZMJgMKpU6me7OOE7BeYfKZLGwac41v+x0MvF6N5uNOpVKo9NovV5PKpN97V//68Fg8MMf/IDJYDz7/HNHH3uM7MQQ7lFIpbgoTOETiUAgEAi36EN1Oh0Oh7MdFCqVSqfTd3Z23nv3XbVGY7PbR6MRnUZrNhvj8Zi51z4WCkQ0GrXTbuNPZCoqFsejEVSWVOq1uz9UKpPBKOQLL3/2sz/35S+zmIzf/l9/85/8o39EmU51Ol2tXv/+9773m7/zW7/w1V/E1Wm/3/+D3/99s8Wyb339xPHjfD7/sSeeUCqV5IUnLAhXuNCTSpFAIBAI9xvT6ZTL5bo9qyq1GmuBOLvviSef8l669Kf/9Y8/8/nP63T6aqXy5muvcblcq80+Ho+pVKpSpeLx+Jl0elYUDgaDRqOh0Whx1XhNxpOJ2Wz+xDOfMpnMZrPx8Sef/Pqf/Mn/52tf+/mv/Hyn2/2N//l//oPf/4MnnnzKZDKBtDkeH/vpW9VqlUqljifjZrMpl8m/9m/+Ta/X+6sf/pDJZDz3/PNHH3uMxFITFgRSKS4MZFCRQCAQbtUH6mQilcp+5dd+Dec74xvH47HJbP5bf/vvfOeVv/gv/+k/icTiVqs1HAx+5me/aDSZcKaLTC5fWlr2bnprtZpMLqdRqflctlKpHDz00PVKt+lUJBazmKzhcACjjSyWTq9/+hOfoDMYQqHw6ac/8e47x3PZLK4UKVQqm82ORqP/y2/8xmc+99lMJvO7v/3b/+TXf306ner0uloNNMjf+p3f+YWvfpW8HQh3ld1vHFIpEggEAuE+ZDqdInttxvx84WQyWXG5fuO3fjsRjyficRqdZrc7DEbj7J+wWKxPPvvsH/z+f/zWN77+/EsvUSjUv/7BDxh0+tr6Pug+fzCoPX3FXcOKDIVC4fF5FAplNBrN/vJoNFpdW/ulX/5lsURssVoff/yJb3z96//H17725a/8fKfT+V/+8T/5w9//T08++eTswAiEuwipFBcFIikSCATCrf5cvUa7GE8lLi0vLzuduBc879E9Ho9XXK4vf+Wrr3zrm8FAYEqh9LrdF1/+tGNpabI38niz937lYaCBSJVKxWaz8Q0sNltv0D/1iU/Q6XShUPjU00+fePfdbDZLKkXCIkAqRQKBQCA8WEynU9h0+YDKbzqdPnr06NLKylYg0Gw2rDab3bFEpVI/aPf5g0rS6/M+DXLyPg2SL+BDzTq6ucKUQLhNkEqRQCAQCIQr60iZTPbYE0+AY85kMh6Pr18LXuGAMxnDP7nZ5/QDNUgC4a5CKsXFc8m53iQMgfAgMr9JgE7J1Nkt8Dv0e3JyJdxaJogP/WuQy8Jk/uyXfm4wHNDp9Akq8mQKmUKpmL1Lr641cTI1eckI9wSkUlw4SKFIeJCBuo9Go6FfUXNuCmfZ0Wg0BpVmMp32e71yuVSrVlDEBm00HIDXHY3GZDIhupdKhXPyZDKdTMiZmHCDMBiM+XWTj/CmXVpZwX46+F33C1/96vMvviiVyfBfUKnUTpdzNpVIoVDodPr89c9H0yAJhDsDqRQXBnJ9SXgwmD9BYkUQV4Z4DqzX6zVr1Ua90Ww1+91efzCo16r5XC6fz5dKpVazOZlMRgg6g3HyxLvnzp7hcDg2u92xtKRUKllsDofDVqnVUomUy4OF0+FwOC8OYWe9u/foCR8LKpWKd5ln4NuvvirA76sr/toHfc3tUMhssXycDJUr6jy5QiFXKGZ/fPzxxx959BEGY/eEy+Zwfut3f6ff74PdNwI0SMX1NEgC4S5CKkUCgXC72K0CUSVIQYUgnADHIBHi6q3TbpdKxXwuV8gXavVavwc06vVard5o1DudDpghUygMJobBYIBwKJPLlUrlZDIZDgaFQqHdbp87e/bku+8OhkOwtZOI9Tq9TC7n8ngcFttstdjtDpVaxWZzJpMJHfYGmLgmQOLjDXUYCYsAjUarVConjx9nsdkKhUKhVApFIhZ6WzCYTAaTSUMzhbjAarVasWhUp9cLhUIWiwUe1+/fcZ7/sj/+67/6O7/6925f2h6VRmWxWPP3ePDQofm/8NVf/BsvvvySVCrFf1SpVE6XkzWnQRIIdxFSKS4K5OqRcD8IhDN5EJ2zO+12s9lsNBqtVqvfhzqwXCoVCvl8LlepVLrd7gRVjcPhEMuEYH1MoQhEIqlEYrVZxWKJWCyWSCQajUaj1Wi1WvivTicWi6HRDLO90263m0wk4vF4LBZLxBO5XK5cLhcKee/mZr1Wo9JobASTycTxG8sryyajWSQWM5gMsVisUqkFQiGTyUT9bagkyFbBwjKZTEQi0ZHHHy8Xi5VKZfPihUajyWAyuFwej8sFMZnLFYmEYrFEKpNVK5U//eM/6na7JrN5/6FDOp1OrzfK5NAOxnLdvGI30/buFlD4zmuQTzzx6JEjMw2SQLi7kDcigUD4cPbKv91SEARC1CCbMZlMGvV6EZWBxWKx0WgMB4NOu12vN2r1WrPR6PV6k/GYRqPtCYRICmIwlEqlVofLQK1Wq1Wp1RKpRCyCKlEkEkkkkutnmrHZbIlEsrZvH/7jdDqtlHcpFovJZDIWicYT8VgsXq/VMul0NBIZDAaj4ZDJYqlUKo1GI5ZImEyWRCJZdq4YjSZ8j1NUPdDpdBqNhluB80Uk4W5Bo9GkUqlMJqfSqCBUUyjwHms0Gug91u12a9Vqr7uFr0larVav2/X7fD6vl81mm80WtVazvOJ0ezwgRrJYdDr9lk8H3pLyjkajzWuQBMLdhVSKBAJhl/mFYgoVzsS4NqSiSIl2u9WoNxrNZqfdGgyG7XarXCzmUOO4WqsMB8PxVQIhg04XS8QSiVSv04klEpFIJFcoNBr1rjqo1ao1Gj6fT6dDT/hDU25Ho3G9XqvXarV6nUqhyORyhULB54Pz3AwqlXrFiBjOwxgOh+VyGemO8Vg0mkqli8ViuVTK5XI+r7fb67GYTDaHA9UDg8FmsSxWq8PhUGs0HC6XzeEoFAqZTM7j8ShUKgw+vr+PSSrIOwlSA8eUCQWXeCw2W61WazQaKppKhFd6OKRQKNuhkM+32el06DTalEodDAZbW8FAwH/y3Xe5XK5Gq1vfv24wmXV6vV6nu1V9ZzqDEdrakohFcrn8lnxBAmERIJXi4kDkCsId4oo9ktkE/UwdHA6HtWq1kM/n87lyqdRutweDQavVgvnBer3ZbOIdT1A+0HwYlt84qKLS6XS4R6zWaFQqFWoggzooFouFQuGHHhuc7FEjuNFoZLPZbDqTzWYzmUwul6tWKrV6vVqpVGtVKoWqUChUKpVCqTAaTRarxWq1WiwWqUyGpcr5r4lvMSAojz+Ob+x0upVKuVwqVyrlTCaTiCei0WgiHk+n071e79LFi2dOn4aHOZmIxCKNVqtUKHl8PovFNhgNS8vLapWay+PB4COdzmReOfg4JSYGd9hDew4sFiqVSpFIPBlPaPRdO2t8ITJF/ySTSScTcQqVqtPp1Gp1IV+AeYaPDZvD+f53vi0U8B9/4omP/9UIhAWBVIoLCPHJIdz6/eLLjWMKpT8YNBsNmB+Ehl1nMBg2m40C2i8uFgqNRgPXansC4XA8AnsaNostkUpkMpnNbkPdYYlcLtfp4UQLp1uNRq1Ws9lsLBDeyEFC6QnLK7V6rV6tVguFfDqdzmVz6XQ6m83WatXRECtEADYx4fP5Eim0HynTaT6f9/v9w+GQxWSy2GwWi8VkMhUKBaoabWaLxWQy4vEvmVx+dZHK43F5PFQ77oG3qrvdbjqdjkdj0LOOxmDwsVQqFouBQKBareJ+Nx58pNPpEolkZWXFZLZIZVImk8kXCFVqtVgsZrFYM2GVDD7eYfDFhkKp/N3/9z+dTqf4O2EyRXZL2GsJ/Qa/xYfDQavZev21V2+NMIy8FW9J0UkgLA6kUlwUiKJIuBUGhMAVBoS9Xq9SLuXz+UIuX6lUer1uv99Hk10gELbbbdytQ/ujeL0YTnUCoVCjUaMWMeoVa3VyuRwEQqQOisRiLpd7I4eHK87BYFDI55FEmMlmstlMulQqQYlY3aVer0O3Gh/D3gijQChUIzQajUqtVqlUEqlUKBKJhMIphVKrVsvlcjaTSSQSqWQyHo/XqtVsNhuPx1979bXhcMhkMOSgO6oVSoVSqdQb9Dab3WKxWG1WuUzOQHdy9XAYi8USi8Vut3t2e6WCxUf4mUjEZ+ojHoVMpVKDwWA4GDAYDIVSqdFqpVIpi8USicR2h91itUmkUgYyZCaDj3cSKpU67194+darbmHQ6afeO4nl4Tt3fATCvQOpFAmEe9uAsNvttlrNRr3RajV7vV6/369WqsVCHothrVZrz4Bwd4AQL36COCeR6PR6CVovFkvEKpUK75SotRqdViuTy3Flc4OnT2hYo9KzVqs16vVSqQQ1IVIHM+l0oVDo9/u4ZMQa4WQ8ZrHZeLXZbrfjKUalUqlChaFKpVJrNGKxGKJwEfg3eGUVzwjSbDYajYYrUUy9Xk8lEslUKhGPZzMZvNdSKBaCwcBgMGAymSA8IjlQIpXabaA7Wm02o9GgUCoVchh7FIlEVz80GcKxtDS7Bd9dtVKZ7VwnEglQHgulYqkYDAS63S7cHYJOp7NYLIPRuLyyooG5TAGTyYRhSrmcz+dTabThEEY8UcuahLndSq4hE15LORzf6knTa1SoBMK9DKkUFwayVkmYMyDE84NTCG/AtdDuABzaI4E9jGIhX683ev1et9Ntgj5Yg1ZypzN6nwEh6GZ0Ol0ul6PZQdAGtTqtWq2RyWRIGUQ/xeIbdAnZbduhmiyD1MF0Jp3LZvO5XLVaA4GwVoNpwlqt1+vRUG4KFikZDAaLxZqpg1ALqtVQmQmRRCgCBAIBjU6HMhB1bPG03+z7AteX13FjZjAYXC5Xp9M9irJbJpNJHQ01ViqVarWazWSSySSoj1DSlYqFQjqVGrzxxmAwYNAZcgUYNKrUKrlcYTAYoH9ts1nMZqVKhR/BFfeI706r02l1ukePHME39vv9cgmNPZZK+Vw+FouhOhK2Z7qdTjAQuHjhwmAwGI/HfIFAp9UqlUqBQMhks7RarWNpSa/X83h86JbCejiDToMC/fLaNZlKWXjAsnE0Hg6H//pffU0ml9PpdC6Py2KxGHQGvtCBX9A7h8lkUChUnUH/0ksvkR1nwuJDKkUC4W4KhHP+g+AM3Ol0YIKw2ex0O4Nev91uV8pQFxYKhVqtBoXgZXlwCOXjeEyl0YRCoVQqtdqsErFEJBZJpTK1Wq2FzRK0ZazVgjiHdLkb3/FE7ek61ghrNejqZjOwWYJ/NhoNfFIcDgagVA6HFCpVKBRKJBKlSuVYWgKxUCrFvWO1Wq3SaJQKBZvDoc+B67ndonA6HQwGH+0pnR8EnF9J5vP5QqHQYrWC9DiZjJCmCrsy9XoqlUomEslkMp1K7XWWS9vb2xCbwWDgqUcWiymRSM1ms9Vut1jMZrMFCkoFhGlIxOKrD4PNZuv0ep1eP39gw+Gw3+9n0mmoGqOxRCKeSWfLlVKhUNze3q5UKpPJBEuPLBaLRqOJxWK7w2Gz26QyOYvF5vN5ShUMPnI4nPEYnnAy+LiwTKdTOp3OZnOcblen3YnGYsFAoFQs4m9zAFkKYEajkWNp6ejRoyqV6m4fOIFwNe8b0yCV4qJAJMX7DOpV4CXN2XrscDhsNhqFfL5QyNdqtVYTfiADQqDdavV6vdFoRKVS9/RBLM8xlUolbJCAOKjVaDVqtQY6yKh7i/RBEZV6o+Ugrpx6vV4+l4MKEDrF8GupVIIacW+IsNlowJgduvfdTWcGQyKRgDqoVquQUqhUqSQSiVAIIqFQKBSLxWw2e7cQRBXcvNcxfh7mnyichHudQ8X/9kOT2ea5In9lJj3CAWu1Dz/yCJSq02mjXse6Y7VSyeVyyXgc1Md4HKRH6KFn3nrrreFgSKPTZDKZSq1SKpUKBbwENjv0r21Wq1KlwjvgV78H8ODjitO54nTObq/VauVyGSrUUimVSsWiSH2MRkslKFmz2eybb7wxHA7pNJpMLtdqdVKZlMPh8PkCNPholSsUTAZzjMY6Gaj6n0ymY5QcjJ+fD/UbItwuqJTJZPyZz372ocOH+/1+MBiMRaPvvP3OeydO1Otg+4inIcFVlMFo1OvfeeXb7lWPTquTK+QwGcFiMYmNImFx2PusJZUigfDRuXxKnrkPzmkGLZgfbPR63W631263mo1msVAoFPJ11CnGK8az+UFcPDEYDCj6pGK9XocTSmQyGeoa71pTazQaHo93gwaEM/r9Ph4ixHaEpVIxg1ZLoC7MZIrF4mzFeHeIEAldEgl4Ia6srOAKVKlU4q4xXnMWCoWz8UHMrCjEBWK32509RbvjlXT6/LM0czrs9/tYm4RaBxeF0ynl/YIrUmvYbA6HjU+lc3m+8ynA11k0/iDpkcfjCQQCC4r9nYVKw8vXbCaTSaw+plOpUqlUqVRKpVJ4J9zr9RgMBtIBYepRJBJZkEePzWY1mkwqFXSxFQq5ZC+c7QokCLvdPrsF64X1ej0Ri8cT8Wg0lkomC4UCirQphMM7rVaLwWBw2BwWm4X7l3qd1rG8YjAYBAIBg8mSSqUKaGcL6HT6ALwtR9d/Ngi3DzwmwWaz1xGf/dznut2uz+v76U/e3A5t+3y+dCo1mUy4PJ7JbKpVq5sXL9VqNS6HIxQJBQKhQMDnCwRwQQIjESomSWoh3G1IpbgoQDIZ4d4RCGGAbDLBVdF4PEZ7JJUSyiZpNOqlUrnZqLdaYFXd6bQ77U6r3RqNRnsze7vqIIfDgYQSrRZ1imGOUKlUogIR5EGRSCwUCm78IHGVMx6PK+UKWiPJ5LLZdBosppETYa0Kwhm0kgf9PhR5M6mSyWQxmTq9XqVWa/dqQalUOpsgFIlEsHtBpc7UwSt6oFcPEcKQIosF/xcKROn2eqhIzpeKxXK5XKvVOu12t9sdYHAXe6+1ir8yFdJyLzfswK8RV4qgrvGFAoFAKBSgBrMAIZFKlUolZ6/BzUTNXLwGfv1k56ulR/wVOByOSq0+/PDDNGTp3Gg0sO5YrVSy2SxUkEh9zOfz1Wo1n8+/8/bbg8GASqXKZDJ0ilfJFQqdXm9F29YWi0Wj1eIn/OpjmN2jWq0+/MjD+MbBYFBBymO5XMnnc4lEIhaNxmLxVDLZbre3t3d8Pn+/3x+Pxzweb1a+s1gshRJCC/V6vVAkwq8SXk7CEw4fFH9MuE1QqVQej3f44cOHHz48Ho+3trai4cjxd94plUtHH3tslvXc6XSKhQIYwpfLMAeczjSbMIgyHI5WnCuf/sxnbtBtgEC45ZBKcfEgjaO7+NzPCWAzAxoqlTro99utVn/Qh/WRVrNZb1Rr1Uq5DJaE9XqhWKzXarMlXPjNcDgGWY4DqpxUYjQaxWjHWKlU7EmD0DxWKpU3ZUA4A3sQwo96vVKu5HO5dCY92y9pt9pYq5s5EdLpdDREKNXqtE6XUyQSyeTy3QlCVBcq5ND8os1tGeNqeFYU9vv9Gz88FotVq9W2Q6GtYHBnezu0tZVOp/v9/szfe9eeGleEs6ca/efKrzWnhl0uIvcGvy7/hkajU6kQ0IfMHbU6ndFo1On1CqXSaDTKZDLssXcjFdIHSY9cLpfP55tMpiukx3a7nU6lEkh3TCWTuIMMeTCnT3e7XbzKg7uKQqHQZDbZbDaLxWq2mFEXG+JkZDLZBz2NGninaOaPbTQa9fv9fC4HTj2odsxmYFqgWCxGI+FKuTIaj1ksFofDwdUhny9wOOxWu12pUrJZbA6Xp1QqJVJoZ+MSH+/CX/VkE24LdDrdjXj5M58eDofz3/g8Hs9ssZgtltlrMRgMIC0ddSRIBjThLkIqRcKDXA7utjdnJRGu9rooSbbT6UCQcbGQy+YajXqn00Yf2e0G8qwG87892z88QSgUidRqlU4LHtQ6tGUsVygu2w+KxRwu58YPEg81YiNovE2CRwgzmSxaLq7WqjUIK6lVm80mnsCbjTPSGQy87DzrFCuUSnQYuxqhUCgEwW+uEJzvVOIC6OM8t6+/9tqfff3roa2tWq1Go0H9OSu+Z/rZR/v6Vz9LuxEd4/GIQukhn8jQ1hZ+XNiIW28w2O32A4cOHT58WKVWX6Eg3jjXkR6VSuXBQ4dAeqRQWs1mpVyu1mqVSqWQyyX3XHsKeZhGLRYKJ949AdIjhSKRSlUqNPUIg6da3L+22mwajYbNZl9zumA2tArVn8Mxu71Rb+Cxx3K5koK7A/Exju600aifPHny2LFjw8GAgvROjVYrl8u5XC4Pup9mh2NJoVSy2Gw8/EBn0Ok0GCTANT0ZfLx9XN9wAPtBstls5NxEtl4IdxNSKS4Ms47b3T6Q+4a9Ey36L54jpNEo0ykEM4xG/V6v2WzW0Bkd1ke63UYD1MF0KoULwZlGOBwOp5Mpj8+DuT2x2GA0wn+kErVKpdXqNMiEUKPVymSymzIgnNHtdveGCOHXPHKoxmVhOp2ulCtXDBFO0YQTHiLUwTgjWBKq1Go8R4hlQjyvtguDAdG3e0Uhrnh6aIjwlsNkMt89fvx//93fbTWbTKRsUW4nV9RSV2zGTKfTUgksx8+fO/f9731PoVB88ed+7stf+Qqfz//47dcPkh7ZbLbeYDAg6XG6Jz2OR6N2p5NJp1PIqSedShWLRTz1eP78+Xa7jacwYd2axRLw+Saz2Wqx2Ow2o8msVkMXG9THD44SFsEFichqtc5uwe/eZrOJdEdIu47H48VCAauP52OxVqtFp9Hw6Ofeoo9qedlpMBpEYgmTyRCLxQqlUigUMRiMPcdHkjdDIDyIkEqRcO+zt02CtauZzgRF3mAwGo+Gg2Gr1SxBnAacqvu93nA0BMmw0YAOcrM5c8ibze2JkeMdDijBtSCsmcAAIZLmbtiAcAZWaIbDYblUhk7xXlxJMV/cXTKuVaugEdZws/iyQIhUK6PJhDVCvGUsk8lgyRglKYvFYh6Ph0WvmTH1+4YIB4Nr+xDeHvK5XKVSEQgEd30Ddyb74eehUCj8+3/37yaTyd/91V/F75PbcacfJD2yUSj2+v79WMdutlp45BHPOOIKMpVI5HK5ZrO5cf78qffew+HaYDy05/Wo02nBLdwKeYV6vR4HGF7zed69UzZboVAcPHgQ3zgajcvlUqUMFWqxWEjE4zHk3ZNMJJrNZjwWD22FBoPBaDTCE5MqtVoikSBpVmlz2E0ms1gspqCn7vLgI7qowsME5CqXQLgvIZXiokAGhK7D+86Fe3UhbmtOKZThYIDNZUrFYrfbRfbU7VIJ1MFYNNbtdad7AiHenaBQKGhoD3aMTUajRCqBAT6tFqLroDyE3RKRGKQU7GdxU6/jZDzZizJGccaVCnKfgf2SbDaTy+a63e68QDgejRkMOkpRlhhNptW1NbzvjLeMoTpUqWRyOS5kZyoh7pjPNMJer0dZDMbj8aNHj7748ss/feMNyl7tftdLxlnFNhgMopHIeDy+Y4f0gdIjCwy39Xo9mI2j6UOYbR2Pu51OBuUTptHONUw9osHHjY0LnVaLhuJe2Cw2k8Xk8flGo9Fmg7LRgpx60NSjXKFQftCDYzDoeDh1/vCwao7sgRLRWDQei6fT6XK5VCwUU8nkhY2N0XAId8rhsFgsOp3O4/EsFotjaUmpUnF5PDabjUcthXz+dApbOPO18rx3OoFAuEchlSJhUcA+cJddamk0UC/2lot3J+em026vW0PLp7FotFKtTifTfr/XarWq1WqxUGi1WtirbN6DUPa+/WKdSg3Of8j4RQwehBIx9SZ7/vj8Oh6PW60WTqvLZXPpTCaXy1bLVbRljEYIK9VOpz2bLZtNNOK0Oq1Wq1SpNBoNDpEDkEYoEgoZTObkNgwR3gHG47Farf5n//yfP/XUU2++8YbX6223WlA9jMd472T3lb2D4MJljA7Abrd/4YtfZDAYd/05xLUUTFiiS5fL0iObLZXJ1vbtw9IjWK/veT0WCwVw7YHk6UQ2m201m5cuXjx75gyWHkUi0WzqUaNRW61W8Hq02XR6Pd5uuWZxPHtz2hBPUZ7Gt7darVneTCaTwY6P0Wi0kM83m81z586dOHECX3SJxWKtTiuXK/h8PofDNZqMNrtdrdFyOZzxZALfjEwmjU6HqY+5TaZFuHggEAg3CKkUCQuQYoyarTTwIBx2O13owlYqnU5ngkyhq9VqLpuLxaKFQgEcT6aT8XA0HA0HfRAI6QyGSCSSSKRSidSGQkrkCjkYK6O+sUajUX8kA8IZ7XZrN6oEmsS1fD6fQVvGGUStWkWSzGAIBwSOgHiHEVeiJrNZLBJh95bLKXYqFT6eWZwxNmG5vFUzmYwWRiP8CIzHY5FY/DNf/OLLn/lMrVr1er3nz52DpWA0mVer1ZrN5nQ6nXklXrFs/jHvfd5YEZ7SyUQkFitVKoPBcOihh1586SW1RnPXy8SruWL7eGZLzmAwNLAgpcPl9WzhutfrZTKZFAooTKVShXweTJpKJa/X22g0aGgAEZt+c7hco9FotVptNqvJbEFXJmjuUS6HAu4DwMZDsz1cLJYPR8N2u51MJPbSrpP5PGSLF4qFzUuX6vU6vl82Stam0WiQ1uNwWCwWsUTCZLEFQoFKqRSKxCwWE8T0EcmbIRDuDUiluCjcN36Ks3PevDqIz3Mzwz/clBz0+/V6rZDPJxKJQqHQ73YHQzgVQYJFsVit1aAQRLUUk8mE+FRkOIITSrA6qNFqVSrlbjQJGh8UCG7CgHDG7lDjcFgoFFBaHewYZ9KZYgnsb2DPGFGv1/F+6K48iARCHo+nUltxSYozS3BUCVIrAT6fv3svyNtvthmAnw0sCM0/dVdX0vPMnk+YtJsZx8zXRgvQ7MNDmTQaTa5QfPKZZ5597rnhcFgqlXAkNKQwo2cYR9E0m+A71Gw2u70ennibrd1cx73liudk9nsGkymTSnErVqvT6fV6vcGgUql0ej2Xxxui2GXKvcNsB3l2C41Gg14w8kVfXV3Fb4Z2u41kx0qtWi3k8+l0OoG8HjNpiJz2eb0b588P+v3xZCISibDXo0KhUGs1YMoCfo9gGM7lcJgMBmx9XQsancZG3ucymWx9/35842QywZZAlXK5gCTPWDQKuzOxeKPRSKeSkXB40O8PRyMWi6VSqTRajVgs4XDYYonUbneYzWapTEYF16Ex/q7adSrdexsQ9ZFAWARIpUi4NeAzNh35LbOYjMlk2ut28XJxr9ft9/sD5GCSz+eTyUQuk8XBVng8awC+y3AKZ7HZMDQokVjt9oMSCahBSuXlhBK0zPHRDAgxo9Fofsu4VCpDwbK7ZZwp5PM4QG9uiHDEZLHwcrHVahNLoFutQCdaOBg0RyiRSGYThMhkBDRCXLnU6/VsNouS+qAYqqFolm632+104Jdutwe/7cwcp3FHEu9oQzsSUkDYHDabhX7dTSiBXzgikUggFHK5XA78BPDvBRDvAIXpFZ3rWZbJnXy7z4rX4XBIpVIVCoVKpcLPDS7Nd8tBdKD4zYCrxhaE28B/Bv0+/r92K0f0/Ow+OTQai83m8XjY7WX3Vx7AxAOm6OXA7xNcbPXvZaV2xvxLOasg6XQ6fk/OS49jJD3CACJKuN4NfUH4/P5mo4HDBrEEyOVy9QYDDD2iqBmNRi1H29YKhZLB+EDpEYRDxPyN+Fu6WCoh3RE2ZtLpNGxcl0rZTHbz0ma/32exmGw2DD5C8AyHYzKb7I4lnU7H5fFYLJZUJlMoFHw+j0ql4U+G+RHPRbgWIhAeKEiluDDgjz9k6EJZDOY/kWdS1tw6BWSUoDMyfTKZQFRdEQQ5sP8ol3u9fq/bAV9omLKqNBrN6WRCf//4IJfLRdsjaI0EbRrL5PKZOggGhB/JY2U219hsNKFTvLtknM3nciiiBK0Zg/pS6/a6NCoNjmUurQQ6xVotVgfBiVCh2PUg3HMixI/38qIxjp7b0wLbrVYsGr144UIoFEolk9VKpV6vN5vNdqs1QosU8w3XD++37r0G8/XBLOyOzWbjQhGXiRwOB4JLsGiEhCMoaffWV7EMupu5N1d43S1tbKaPzt8iEouRo9Hl5+ky8398v9Z4RSl8zXTp+5trSo9YexRLJC63Gz/V3U6njHTHarVaKpVg2zqZTMZhhaXT6QT8/osXLuDKTCAQ4KlHtHattljMZrB6BOmRx+UxmHA59EEHg9RBpgkxu7HTaYPyiBIRM5lMPBaPxSBvJoPu+tLFS2dOXx64xEMaaPCRo9Pr7I4lrVbL2/U2gsFKNPgIry/6FCKDjwTC7YVUioRrQKXRGJCHBj8YDPqgP4Bguka914UCsNfvt5rNcqmYTmfyuVwun++020gTwpFsKDh4POEL+CAPSqV6vR7WjCUSJQqLm2mEeKX34/gwN5tNrA7CrnGtmsvlYHgQNEKQChv1xvuiSoZDCpUqEAolYrFcobDZ7TBEKJOhoBIQZNRqtVKlmsXBYXAgx0yiGwwG1zwSKpU6HA5/9KMffeeVV4J+P16yxtN4WEVjslg3Z6tzA0yn006n0263rwg+vuL4sVxkRGduo8mkVqvlcrlSpRIKhRPkLjm/MXPHuE4u8z3KrLSdvwaAX3cNPS9HhO/+5v2P94oE64/5FF1TeqTSaFdLj6PxeIBCX5J46hHlE1bQLsvW1tbp06ex9Lg79cjh6PV6tGwNTWuNVgvKI5p6ZOI87g+Ax+PzeLCsPbsFi83dbjedSuG8mXgslsvlS8jCx+f11mq1mfs0k8Wi02gymcyxtGS2WOVyGZPF4vMFCoVCLJGw2Wz8nf6RHR/v9fcegXBbIZXiA8H8aQP3iLE6SKPTKFO8hjmFog3d1u11y6VyIZ+DT+xCsVardXEfGQ/rVavtNtrnnVswZjAYYolkd4lECwElKDhYhtJJdqcIP0K/GESS0RhP4cHJrFDAW8bYd6ZUgvhgLBFWK1Xczn5fVAkd3GfwqXHXiRDlmOEhQqwRsjkcHFUy3679CIoUjUb75p/92b//vd8b7SV0sa574rwlXMeAZiYcUiiUXq9XLpcvXriA3WEkUikyclaYLZaDhw6t798vR1F+eCP4ARHhbhV730f0yVyW43g87nW7bRRs3Zmj3+u9b8wA/WN8JQG7IFgSRnnWQqGQx+fjbaf50MKrVeGbrYeuMfVIo7FZLJFItOJ04v30Xre7m3BdrRaRFz3uX6dTqXa7HQwGNy9d6iPpkc/nz6YeVWq12Wy22mxmi9lsNvP5fLzXcp2nDleBEonEs7o6ux3rjsgdqAR73rF4NB5LxOKw2ZbLJeKJ/qA/HA7B5VGp1Kg1MrkMBZmILTaL1WpD15/M3byZvSu9Dx18vAPfrQTCvQupFO9P9mzMoJKAnipSB/GnYafT7rTbcN7q9no9iKdDy8VZEAdzOdgs6fexRzQWxobDIY1KFaL9YoVC4XAsiSUiMPwD+8HdeBKtVisUCj+aASGm0+kW8rlyudJsNnq9fq1Wi4TD26FQJpMZIq2yhhZc8Jl4d4hwPAaLbNSpXlpeRiYzkCqhUauxQKhWq0Vi8eUJQsR8UXgLo0rG4/H/+N73hoPBgpxyrliLwS8KdguHJZJGY2d7+9R7733/u9/lcrkrTueBgwf3ra+vrq3J5fL5JRvCBwFlHJ1eKZXS6TSqYOKZDEjsBZSDAg6Xc9ceV7sdfdDLNCsNwbmQz8d1I+whC4Vi1JbVaDRSmUwEIUESmVzO5/NnUdofQRu7tvQ4N1SKb8ffboPBoFAAv26oHePx/N7U4/b29tmzZ6fT6WzqkcPhaLQam81utpitVptOp4OFa5CylewP+waB+UiFYmn58i1omnlUrpRh4xrsemKpBORro9HHUjDg7/V6DCYT150w3cti6fWG5eVlrV4nEAhYbJZYIlXIFQKBgEanIYuC9yWAj8fjX/jFX7pZL30C4cGBVIqLwg1+wF/RlsKV2XyfFA8O4gg3ypRSr9WKxd0Ir1Kp2Kg3Wq0WdGoRtWq13+9jk5p5zz+0NwryIO4Uq9Ua7D+4Kw+KxR/hAc4WnyfjSblS3tneDofD2Gim0+lUq7VcNlsqler1OnbPptOg/T07V+2KNwihUKjX610ez9ramt5gkMlkMrlcKpXywft31+nwGlElCMrtgU6nHzh4MBQKTZCHHGWBwc8hFj6hf91unz1z5r2TJ7lcrsvj+exnP/vCSy/xeDwiLn4QuIzzeb0//MEPAj5fJpstFgqj0Wim/l1H673OWOoVgt90Om21Wvlcbne3fU8nplIoUDWKxRKpVCaVanQ6u92+/+BBs9nMQebYH38689pTj2juUSgULi0t4b5Er9/HumO1UimXyzDyiLMKk8lWqxXeCQf8AUh8GQ65PN7u1KMKFEiz2WJBFaTJbJpdYV7nePBmEqyx6/VHH3sM39jrdiHlGnXJc7kcbM/EwPExnU73er1AwH/xwsYAFbhCoUCtAZMEoRB6CBq1xuaw6/UGgUCAK3e8VTNrI5DBRwLhCkiluKBc0xYESrlddRB+Ox6Nu90OCIO9bh/9p1arFQr5HOiDuVwuWy6VZ4N6WCAcjUYMJlMiFkulUqPRuLZvn1gslstlOL8YK4RqjZrL5eKP74/sb1ev1aKxGKz6drrNZiMZT2zv7CTi8WKp2Gq2sDsMOqTBaAS1Ix3nlOypgyKRSCqVqjUaOp3e7/fTqVQ+DwNM2Ft7NBpFIpF0JnP87bc1Wq0VmQYbTSalUolkCyVPIJig89ysWLwDItmv/fqvT6fTV3/842aziY2OF99eGE/RMVDhOJlMLpw/f+nChWM//ek//Rf/QiqT3cmVl3sIKpX6rT//8//4H/5DvVrFOTQfeRn/+vfyQf9Xv9/H4eD4BcIeUmqN5sCBAwcPHXrkyBG1Wn1rL4o+SHrE327YJH+3+77nNjXzesxmMuD1WC5Ho9Hz589j6XGmPmq1Wph6tNnMZovBYEDb1iA/fug2G4fLNSCuuBbt9XrpVCqeSMTBryeRzWZglqZYDG2FqpUK3DuSHnHejFgittnsNptNrlCwYTGMq1AoJBIJh8vFGiqJuiYQSKW4QMxKGSaTyeeDVcSu0QecheA/g8GgXCpnU6lSqViCrgvIb416fW96ENz+oBB8/34xm83W6XQooWS3TaxUqmbLxWKRmC/Ydfu7hSQTiX/4a/8gHo83mlApYpkNT2Wx0VA8h8OZzTYpYT1XrVAq8WYxniAUikRsFmvXFQWtWuNtzWKhkMtmI5FIJByOhMPVatXv84FX3GBAp9OVSiXeTtHqdDa73Wa3W202kQhy+WDAi8GYJb7c8sJxPB5LpdLf+d/+t+dffPGvf/jDEydONOr1fr+PRyc/8srOnQQvLkyn07feemv/97//d37lVz5ofedBhkajdTqd//rHf9xsNFhs9t06Bixjz+vliXg8Gg5//3vfc7pcv/TLv/zCiy/eblX4mvvs6GqWZbPZHA4Hlh4HgwE4PSL1sVwu46lHnHPdbDYjkUgwGJyFTe9OPULQjMpkNlltNti6tlh4fD7ezbr+04JrUJHb7XK7Z7fj+y1DJmIpmUjG4rFkIpmIx2EaslhKp9JvvvHGcDCgMxgymQw27WRyDo8rFApNJrPNZlOqlEwWazwa0+Z88vEDv+bg4xWtbQLhXuSKC1WiKS4WSJyg1WFFo1IsFLE2iCcIa7UaXK9jbXAAPybjMYfLlUilUolkeXlZIpWKsQEhKIO7E4RKpRJfPd9yzeM6lMrlEydOcLlcrB/MPklpdLrVZjty9Ojq2prZbNZoNCKJBPfqZqlrM4+97vsnCIVCoRg9TAqFMltnLhYK4Z2dSCSCc8by+Xw8Hr944QKUpEg2gHkpjcaxtASnHKsVnYQAPp8PRn17naZbIjrigvjI0aMPHT5cr9f9Pt+ZU6eCwWAsFssh+WfWPcd/f2EVR+jgk72WD35ycPZdKpn8OKL7LQQfw2wM1+f1/qt/+S91Ot36/v13OI1m95toOh2/X3qUymRyheIK6XE0HJbL5UQymUZVI8TMIPL5/NbW1uyiF/86pVAEPP7v/G+/+4Wf/dmbPSopwuFwzG6p1WqpVKpWrTGZDJw3k0wki8Ui5M0UCjs7O+12G1rSyMoUDoDF0ut0dofDYDKJhCImiyUSixQKpVAgoDMYKKAJjA5wBbmysqJSqW7l00og3G1IpbhAIDsN6ivf/NbX//vXW80mbl/S6fRZp4YvECgVCjUsFqM1Y61GLpeDOoh+ij6qAeEtBxv7QSqDWl2rVgeDQbfbxa4x3s3NgN8vkUpVKKBWh8Q/u8NhtVqFSPyDzjqLNZ1bV8RfE1eQ+LwHURwI2HW023GqLOq8F8rg7puJxWI7OzuRcLhSqUSj0WAw2O/36SgyBFu16fR6yDdDoqNYLJ7tSn9Mr0FsowP7xRLJ408++fQnPtFoNOKxWCqVikWj4XB4Z3u7kM9fdvbec1ic7bfercpjth/KZDKffOqpn/nCF65ZZMw7Hb4vgu/9qxnozTxbq9rlasvDy26IFMr0HpFhcKX4m7/923w+/5233+6hdWZcpS1I1chkMtvtdi6b3X/gAGUBmJceZ/OOHC6XMp0KUeIlni3OZjKXLl3yeb2XLl7s9/tQe6FyE8uNdDq9Xqv99z/97zdVKYLdeh8WpSH8MJ1JppK5THY8GfP5AqFQYLfZ9+1ff+TRR/Ff7vf7FaQ8VsqVfD6Ht2disVgqmex0OqFQyLu52Uf9aB6Pq1LDzpxIKORwuQql0m636w1GsUQ87Peff+FFh8N2255OAuGOgj+lSaW4MOydNUvlMq6EZtsbBqNxdXX10EOH3B6PyWiUSKWUxQb3izUa7V985xWJRBKLxd4+dmwrGGw0GokEBHwVcvlsJoOXVPDQJZvN1uv1dofD7oCMLxXqRyuVSi4aGJo3BLmGkQ0ayeLz+XaHY150HI1GxUIBOtU7O7FYDPZS8/lUMrl56dLMp43FYmm0WjuqVi0Wi0oN0RQqlUogEHxk0XG27joaDjkcjtvjWd23D2JuEa1mE1vHJRKJYqGAfbkbjQb8bDRgZ/ZaIX4fqkFe8/+9zjHPL4BTplORWKzVas0Wyyc/9amnnnoKuxzP5wfiMrbf78PWfL8P2vauvL3LvJvdzBt8Bh1tTc1UIsbc71lMJhuZhzMYjCuMIecdBj/0Ed0xJpOJ2WL52r/5N5uXLr1z7Jg/EEgmEpl0Ghc083nWd0w5nj1X2D7mueefP/r443cx3nr3UVOptLm30GQ6bUB4Otqlq9WKhUI6nU6nUulUKpPJ4D027JmPG7jQRxaJVCqVxWrN53MXL1zU6XTXv99Wq1UoFIqFQhes/8H2FQ3AdNhscPC22WxHjx6Fjxt07X3F5hmbzQaDr7m7wM9nv9/PZXPRWBTnzcDiXblULJTgQrRcHqPjxLtENDpdKBRaIBzRarFajEYjnpyWyYFFuJAgED4apFJcIEbjkcFk+M3f/M1INObzeoPBYLlUarVaFzY2zpw69cpf/AUKsdUbjcbllRW3x+NccYol4gWxZZkHz+6USsXvf/f7n3ruU1ardWVlBf9ftWp1e3u7Wq2mkqnj77zj8/mazWa/30c72sWN8+epyGUNxpTQyJLBaHSg8tGEVjvx8P5eSAycV2Z3ek3REVJtbbZnn3uOQqXWkTlcqVTK53Iw5gizjuFyqRSPxUJbW7ADjkVH7MONykfYlbHbpVIp/moMJvOy5HhjGtju30S1LDaQgxlNtfrhRx7BJ6pOpwOVIqoXcfhhqVjEE6j1RgN+RXTa7d2F7r069Oqiavbsz8+YXI5FnpUw6DcSiUSBxjq1Op3ZAssEsOmu0+FOHzQQkTdKpVyOxWLZTCaXy5VQGHen3cY6DVSHe2Xi5Upxr7jDsiKFRsOm01dXirM/4NM2DuJD2jgaokW/ikQiCcxWXM5LxHMU+A1wdTz0HQOLwQcOHjz88MOtViuZSIACFY1GwuF4PJ7LZnu93nzRg78j5rXYKy4DPpQrSufL21rTKU4tZDKZUpnswIEDT3/yk48eOQK1/p0aIZg3fbycJbj3/kmhWjCdSmVzuWq5XK3VYGixXG63WrBNhY6cg2IquTyeXC63Wi3r+9ZXXE4ulwtrbWq1Sq3+o//yR+fOnZ+v7Xq9Xr/f7/f6mUw6ifZmRqMxn88TCIUioZDJYsnlMqfLqVarOJzrTTdeh5nlOGx8Ly/Nbq/V67DsXSpXKmU0+BhH2zPxQqFQq1RO5XJvHzsGM75UilQiRRvfKrlcrtFoTGYTbH2bzZCyzeVe32+SQFgcSKW4KOAGHJ/P/8IXvzjrm6RTKZ/f7/d6w+EIvv7eenNrPB7jpRAul2sym1dXV11ut91ugwtirVYkEt3thwI2thwOp1Qq/ct/8c//z//fv5FIpE7nitPlcrldEBNiNB1++GEKhfI//Z2/PRqN+r3e+Y2Nk++egMmhWi28s5NKpVIopnZedOTz+Saz2bG0ZLPb8cU6/vyl0+m7ouNeqt4HuWfz+HyrUOhYgk/82Up4uVwO7+xEYUcmgs3wMum0d3NzJjqy2WylSuVwOKx2u81qBbFTocD7N7hSme3HfGi9Mvtr81UmnU5HJj/yWet5fl5ztyWMM5EbjU6ns3eCRP/Z/aU3gFCcMS6d4F6QlgP/o9M5bDYH5WPgUoyD8pFx12xWeM3CkSkUymAw2NnevnjxYsDn8/t84Ge5Z2OJHykN95rfr3ReUfFc/v2evQtuI35QB3r2ks1GOeedBTkcDgjMKpUa5xOqVGAoiPafxBKJTCbj8nhXV/C3u3zEPdPRaMRisZZX4O2NayN4S/f7hUIBS2W5TKbRaLRReY38CXr4tdv9DXoFrxD/Zs/j7AHsJvMh4QpkcAQfWS1KpFKNWm2yWJaXl40mExa3oDy9DWXivFA6e4GmFEqz0cAW+HV0nZPJZFLJJHxcJZPtdht/r6HriuFkOmGz2WKx2Gq1ms1mqUwqEon1ep3b41nfvx875uC76Ha7UIwVixcuXEwk4n/63/4E+1PODubd4+/6/T4el6fX660Wy5EjR/Bl5NVi4S1HglwabLbLLWb80qOeCbQL4rF4PJEoFQpwYVosXrxwsdVs4GvgWdSNRquxWKzgN2mxanUQWIXBue0EwkJBnX2e9nq9v/3Lf+udd975t7/3e1/42S/c7QN74Dh//vyLzz7nWVv98WuvXVMmLBQK2QyE1IW2Qj6/L+D357I5PALY7/f5fL7BYNAb9AaDARRHt8flduHsjTvf9ej3+6/++NV33n57KxiMRCK4X9ntdqeTiUwu1+v1Op3OaDItryy73e7llRVcJ+F/G4/HE/F4o9Hw+XzH3zmeiMfxv+31eviESqPRcDIETqQ1Wyx2B6DRanfdg5CD7qxnfe1D3HtSZic8CoXSaDRAdCzCIhHoQzs74UikVCwOBgOoxvp9KpUqk8vxpCNy97DChKXNJpPJZjLZlELBPeuPs/949Ut2dWU2//eu79J3zXzk+UJqVqWlUqk//E//6cx772UyGVhcnfNRv5PvoiuKvJluOtMRmQwGLMijOkkqlarUaoPBAD0/m02lUs3W/69ezr3dzNfN87On4PGO3se7pf1cpdjr9YaDAbxjUK0/7+dHR01/JoOBa8SZucysUhSJRLA3hi4yP7L59nUey/x3x0wiHY1GtVotnUymUUWYzWYr5TJ2VayUy41mE7+XZkohpLBIpRaLeW1tze1Z5fF5ErEYi9mz+2q327BZEgV5Lh6LgSUW/lYsFquVKoTB8Pg0GvXv/r1f/af/7J/hfzIejxfcUgBfiFbKlVK5VMiDYzmUkNFYIploNVu7gxv9/hAtfePrTyX8qtDrDWYLtEPMZpNKrcbv57v9aAgPFqdPnXrhueePHj36yne/w+VySaW4KJw7d+6l556/TqU4z2QyGQwGuWzO7/f5fP7t7VAGLuFBdhwMBlhxxAmtHo/HvepxOJa0Ovghld3RGUc0ltfa2dkJBgLBYDAej2ez2XQqVSgUptPp7DgNRqPL5XS53Q6Hw2gy6fV6oVCIvwK22Hj3+PGNjQuVSiWXze6Ed4qFItRtOE8ZCQlMJlMsFmNnHFw1YqdfsUQyr9Jd/zy65+QDpx8shIxGo3KpFI1GQXeMRnPZbAH8KnOVSgUGm5DMw2QyVWo12IJAIq1FrdGA+49SKRKLr9iPWYQZuw+CzmBkM5nf/I3f2Dh/ns1i0e/gpvxHYL5yxM/trFKXymQWiwU8WhwOi9VqMBiUSiUuGe9Kn3rG+9rNe0nQ81rs5VnMvRGC+cuA+ZnN+VnYj/+IrlYK8VG1Wy0YJ0QzheVSCZTCvT5yo9HA3x148GB+ptBkNisUcoFAqNNpnS7X/gMHpFLprNAZjUbImwZ8vuKgvkHlFIvHs5lMvw91E/6C4/FYIBDgq0G5Qq5UqgwGg9Vm+9Szz8hkcso9C9ah0Ud3FtXE8DOdTpfL5WIBTcYUi3jSdLbFKBKJTMgnyGIxm8xmNPiokMllCrxLTiDcHkiluOCV4tqrr7/2Ea4gK5UKpCFnstvbIT90rH3pVBqrcf1+H++L6A0GvV6/tLQE5aPHrVKrYQr7Dn7cjMdjMATPZrOZzHYoBNVjIJDP53d1ll6fxWJBPavT4d1kt8ftcrksVuvMR20wGIRCoXwuV61WT544ef7cuWKpNEAPE59gsBIjFIvVyBAHfLmtVofDYXM4ZDLZrs3k3rjh9Y0Vd/WhvZhsKpU6Ex0L+TyUj+FwZGenUCggaQCYTqdyuRz8IdUQdmiz2aww6GiXKxSzUubD9c67AZvNfv211379136Nx+NR7kX2XsjZSACFQlEqlXqDwWa379u3b/+BAzq9Hi6OqVS8hk95ILkiM3A0Ho/QDv54NGo0GqlUKgNDLtA3L5dKtb2Zwnq9PoUVb8gF3V0FY7MlYrHRZPJ4PGv71sAJFWWsG43G2X0NBoNMJhONRBKJRCwazWSyKC8K7YOUyv1+n8lgsGYSKZ9vNBmhKIJdEJNGo8ZTGTK5nH2XfCvvGM1GAxwfUd5MOp1BFXQsGokWUbbqbBR4Op2CD5pKhaRHGMQwmU0o78ZsMpn4AsG9Yt1KuOcqxYVWDgg3DiTayWSrq6vPPvcs9moplUoBqBj9W1tboASk02fPnHnn2DFYquBy2Wy2RqNxe2Axd2l5SafTa3Vgvnhbn3M6nY4jueaV0UI+H0CK43ZoOwPSaHrT6z154iSDyeCi4xSJREvLSy6Xe8XptFqtegMIpVQq9Ytf+tJkMhkOh5FI5O23jm1vh+p1sKSJRWMghVQqtFCIRqUy9kRHUP6Q4mi12bDXt0ql4qM0lyt2q/Hh7f4R4gd325ccDsdsNlttNuqc6FitViPhMJ50zGWz+Xy+kM9vBQKT6XQ26SiXy+0OBzblUavV0GVSKnEo4h2ervsgptOpSqWSy2TNVutOWm/eMuYUuFlWIXZrv7Cx8cO//Es2m720tPTMs88eOHjQ5XYzGIy7uBp8B7hCKZwViJ1OBzeLoQosl7PZbGqvj1yrVmf+Tfi6i8lkCoVClUr10OGHlEqlQCDUaDTLzpUD+/fjrujsXmrVarFUSiWTp06dgky9aCyRiCcTMKe4W+agNissqynkCqXK5XLLFQqdTme2Wkwm2PPQaDQsFmv+az444KwBi9U6uwX3+sEnIZnEfj3JRCKfz6E6u+j3++u1GnXPaRzURxZTo4HBR7QwY9Eb9LOd61l/hkD4yJDu86Jw7uzZl55/YXVt7cdvvM681afqer2ezWSy2Vw4vAPV46Y3kUigFECY/6MzGKDioWgsu93m9njcbrfeYMCW3ZQ7SLPZzGYhizAei29tBQN+f3gnjJejYZxrOJRKpTq9DlWbMI7pcjmdTpdSpZwVN6USuFdUq9V4LPbu8XcDwUCr2dqdBkNKEpQRdLpULseGjmDNY7fblpbA0FEoxKIjjU6/2tDxOkNpeKCPSqVik45ysZgvFMBAEXk65vL5Xcmx359SKFKJRKPRKNF6tQUNWdpsNoVSicVO5l0SHalU+Cj4wV/+5b/9v/6varV6n4kTsxi68XisUCiOHD365a98Zd/6+u1I67krXGFmNJspHI/HrXY7k05nYEkMZgqLhcJMKazVanjaD9tUYYQikcFgcLld+/fvF4lg/VypVBpNxtn7YTwel0ulSDSaiCdisWgymSoiH1MYKiwWW60W3kKbFTFanQ6qFyt0T/UGPbhwox+kgrlZ4JlHVMrlQqGAnv/dyc5ms4kNfbALAYvFRGOP8BGnQBW5BSpys8VqUaNW0oNZkRNuHNJ9fhArxSuA4b9qNRgI+v2+rWAwlUTDR8lUq9ViMplYyVMolS6n0726uuJc0ev1KAhQS7mzgGVutxcJhwNB+BGLRbOZbDqdzuVyOPsLg8XRFadrZWUZ17vSPctJbLp75vTp06dOZzLpcrkS3tnJZDPdDgTA4FY1EymOHA5Hp9djRx6zxYJ3qxVKJQ4VvKboeDWX+3o02sxAsVar4aoxGo1m0+lCsZjP5cql0ngCe6B4QQHMQWw27ECu1emgha1SXT1keVtFR+xl493c/LNvfOPUe+8VCwW8HL3IcTIfAdxpFUsk/+DXf/0LX/wiDmej3INKIS4K8Zut3+shkbBSr9fxOC/MFKbTyUSiXC6D+L3najQajxl0ukAoVCgURpNRrdYIBAK1Wu1YXtq/f79er8dOrvhe2u02RIcWi+BEjTZOYC0jBpr9nlAIfkk0Gk0qlYKvlUKJfabM0BA1my1mvcHA4/GIHcztA3/IFAoF2LlGr1Emk0Yzj5B9WiqVrujyCwQCIxJxUe1ogk6CXAH6o0LOYJC9GcIupFJcUM6dPfvi8y+sra29+sbrd7j912638YxjNBoNoB2ZSCTSRYYs3W6XRqWqNRpYrNbrLTbbqsfj8rgtFgubzb7zshPONsykM+HwTsAfCAQCaBYejWMicVStVusNeq1Ga7XbnE6n2+W22m3z6kU4HE6lUo16/eKFi++9914ymcTCar/fH4/GFCqFRqWyoEemgHkgpdJkhuxXx9ISWKBxOHir9pqGjtcTHdGmDI1GazWb2NOxiETHSDi8s7OTy2Znk46T8Vgik6lVKtiwVqutaJ/X7nColMpZnjeUO3hV9jaIjgwGYzweB4PBs2fOvPn66+FwuN/r4eCZ+RriXgdfafy7//AfHj1yZGHjrefLQXCuRmZJmG63m83AsAauCMHJr1arwqgbxCsPh0M6jc5gQuw7uJCyWEKBQK/XQ+P4wAGZDPQ8VCmaZstz0+kU5wnFsVKYSORyud1Ni2KxVqvhZM7ZpoVcoYA2p8ViAndAI6o1AJlMdrefNgKl3WrhqcdyGebXUf8aAmey2exs8BFaHJOJEGnGSH3czdpGryr8B/dY7qfeAuHGIXOKhCvh8/lLiCefehIuUgfDZrOxFQr5fb6AP5BMJtKpdCgUOn36NIOxOzsolUpXnE7PqsfpdBoMBlhC0WohVe82o0Hs379/Fp1XLpW2tkKBgD+0FUqlUtlsNrQVOvXeqZlJh0AgsDscLliuduHghKNHjzKZzM989rPY0Cefz598991Lly5VKtV0OhWNxEqlIjaEo6KlYLyKyOPxYKl2aclhtxuQoaMCBTBcNnS8SvZ7n4EimopjslhGo9FsNs9Ex9FwWG808JhjJBzOpNNFtDGzs7MzHo9BB0BigFQqxY48drtdo9XiABupVEpFrcZbKDqORiMqlbq2tra6uvrln//5bDZ7/ty5ixsbkUgkmUhUKhUsPc7cH+9RuZHBYNTr9VQyST16dLGUwrmNk8FgUMNGheiXQi4HHeR0OpFMFtEe1Wz7GMfD8Pl8uVy+4nTqdFo+H3aH7Q77+vp+i9UyP04wHA5AKSyV3j52LJlMxSB9BDZOCoUCHtLAxcRuGaFSLS0vQwtTpTQZTaiOgP0JMbJDvydHWh8A+AIBXyAwmUyzW/BId6fTSSaSeOk6Hovn83k8NhAKhU6dOoWtcHGXAwa7IR3HgneMDAbDbPARD1gTHijInOKicPbMmZdeePGuaIrXp9fvZdPg5JiIxQMBv8/r29nebrXbWHGcTqdKpdJgNCAPMAsacXTb7HYcznaHD7XT6eSy8COZSG4FYU9mOxSq1+u7Y46DgUAo1Bv0OjTquLS05HbDbrVGq5ktm7fb7Z2dnWKhkM8XTp44sXnpUqlUmuVWzwLueDyeCvWmUaPNgnvWGq12T/W7AUPHq0VHvHDQbheKxXKplM/nE/F4GHk6ZtOwxr4rOk4mIrFYgzwd1RqNxWy2oUlHjUYzLzrOTLs/zvOJDwwqDCq1gI4nlUxGIpGd7e1wOFyv1WYS127nHf2DG88duVtgW/ul5eX/8//+vx1LS3d4teWKcnCmFI7H416vl8/lYKsLXajk8vk62s1CU4XlwWBAQ/aKLKQU4n1hjVa7vLx88OBBpUrJFwjkcrnRaJxfYO92u6lkCkxKkaqUTmcq5TIWtkul0hWeLEKR0GQ0WaxWpC0hTxaFAu8gE0u/+4/pdIqTZmBRplRMoHdJNBZLxhOzAQMMk8GUy+VK1e7gI07+hO0Zi0W7Z2S74N/1hJuCaIqLzqJ9v3HYHKvNarVZH3vsMTwW0+l0dra3/T7o/sZisUw6nYgnzp87T6fTseIoFImWl5c9q2ByYzSZtMjL8Q6kDvJ4PJvdZrPbKI/tymO9Xi8RTwQC/mAgGImEs9lcOpV69/jxwWCAG3NsNlulUsFejNuNUi6MeoNhfX2dQqF89W98FZ+8t4JbJ949EQ7vwKJMPJZMJJugAkZj0SiOI8MflBKJxIr61Da7XYtkP5g13FtwvmaUy9WpLXQGw2AwmEymy6IjSmeJxWI4SyaVTpegkM1HwmEcEII1AKlUCp1qVDVqdTrcPZdKpTQa7SOLjvPO1Xh08vDDD8/WY7PZbDwajcViaCszjxMIGyjEejQazftOX1073hUf79nAgEKpPHjw4K/8vb9ndzhuY5k4t459eQGZTh8j52qcaFKtVouFQjKZzEBxmMzncthhfjfUBI0A8vl8qVT20EMP6ZDPqFwut9lsa+v7HA7HzHcJg4u/s2fPZtLpWAyf9qPpdLrT6cyvO3C5PKVKodFq1vatyeUKeL+hlDmTyaxSq7CP1OWgGML9C5VKVSjB63t5N2wVwG+/UqmEd2VisVg6mcJzj6VicWdnp9vt4g89fHXB4/Hw4CMMp5otao16V3tUQO7D3Xx4hFsH0RQXhTOnz7z8ImiKr735xj00GjIajdCMYyaZTAYCAZ/XF9rawjJet9sdj8ZyhRz7OJrNJhcIju6l5WU+n39XJIpSsQib1dlsGMzAg/5AYDan2Ov1qFSqSqVCm9UQIeNyupxu19LSklgsnlU22Ww2Fo1Wq1XocZ86tR0KtdqtPgrYwzUHLgvEYjGuFNUaDexW28GeBwwdka0iRLm8PwnwBkVHOp0OSwZozLFYLMZjMciuhh2dbK/bxaOOo/FYLBZjT0eVWg0dczTpqEYuJLi2wHOWH010nD0V87Z8rVarVq02Go0GyrCuVCoQjZjP59CvlUplhMyGJleBDagp10qguWZ3e9eG+lohLrNgwPmEwPnEQrlC4Vld9Xg8+9bXnS4XTr2j3Drm95koe1l/+LxbyOdxul06ncZuoLuZJqVSr9fDtj445A3POag1aodj6cCBA1qdji/gy2Qyg8EwH9SJvyY6lcPPZDKJ24jIvLnY6XQYdDqeW8A7ajq9HvvuYREIDxTK5XIeyY4j3ACdbrdcKoGyXalkM9l4LIriZkAmQBMLAzz9OB6NBcJdy3RUg6pMRiNchEARacYB7gvVMSN8EERTXGwWTFD8UBgMhgnxyKOPzmS8aCTi94H/dzQSgbH7VGrz0iUqlcrlcNgcDgwO2u0e2IzxWCxmjRamHGfe2rcVaJ0olWtra88+99x0Oh0OhrV6bWtrawv8HIPIdTKTiMfOnztHo9GwPgrjiVarx+12upw2u0Ov1x04cIDD5b708st4i7xWrZ49c+b8+Y1sJlMoFqPRSD4HtVG1Wt3Z3p6lyLBYLIVCgRVHcFXUaPDnKZ/Pv85u9TVERzpdq9MZDIZ50bHdaoGHHQw6htMpcC3J5/On33sP/DL21qtFIhHOsLHb7VqdDieHyVCO4tXB2dd5Dq+Zqc1isdQajVanw0UtLkPxlvF4Mun1evV6vV6r7f7aaNRrNRAgG41up9NBNS48jL1t8d1Htff7MXpmZuXgbsAJjYarTAZyeGHOBSJDeYSqLolEAm5EKDjOZLGoVCr8VGDz7Y9cJs6iFLFeOmsiNxoNGClEVWCpWNxNTUokMtlst9OZiz8eUNAAg1Qq3be+bjAYhEKhTCazWC2ra2tOpxOXd7O7azQapVLJ7/Pl8/lYLIa9URLxeL1e302EQ0ApLJcrFEqrzSqXK7RaDfSP0VCh3mDgcDj300IS4Q7D43J5RmB2C0xNDEedbiedSuOcwnginsuCq0OxWIxEIufOnptMIbwH70GxWEyZXA5+j1boWxuNRpxzLZPLZ1YVhIWFaIqLwpnTp19+8aW1fftee+P1e0hTvD7T6RRvVadSqa2toM/rCwYC1WoVSXjdwWAokUjwVjUE+rlBc3Q6nUKR6K60Lfr9fg65OaaSqVBoy+8PhLa2KpXKXlQvhGtrdVqcW213LLlcTmw8OcuQGI/H29vbUDIWipcuXjh79lw2ncH5vjj0jEqBH2DoKJPh3WoIEbFaHcvLFqtVIBDclKHjNScde70edscoFgqJRGJnZycaDoN0io4BrXiPBEKwUFYiydNsNkP5aLNp9XoWk8lgsZh7ouN8/frxFzXel2W3d9x9NO26Wymi8m23UrxcKw4nSHmdyYS7j3fv68wK8ZkPCIbL4WDBbJYW/dEyFWe6KS6zdmcKR6PhaFQqlXYTTVKpTDZbQzJhtVIplUqdTgdvi8+UQi6Xq1KpbHb7gQMHjCYjj8eXyqR6vX5+WXg8HtdqNZxokoDmX6IALyVeli/W63UqhTL/MJVKpcVqBbnGYkY7B5DzJpfLJchfiUC48+CZ2nIJfsJVDS4iY7FqtXrZWWkwoNHpcGGDAxvlcp1Oiy9sLGazXq9nkwubuw3RFBcdKCXuF6hUKg5leejwQ7NNgkQ87veDG08kHMEtuWAwOJlMsDkij8czWyyrq6sut9tuh0UNnV4vEAiu+MrtTofL4dxajYTNZoMGY7E8AvIoHO1gMEgmk7AbEwhEwhFwMM5kzpw+3el0Z2OOMpnMCYvVTrQGDpfdTqeTQqF8+ee/PJlM+v1+NBI9feZ0wOcvlYrpVDqBNogLqH2MC5HZSoHeYIAMGYfDZDar1GoU2aXkcDizQcMbER2pVKpGq9Uj0XEyHuPCq9VuJ+LxnZ2dWCSSTCbBIS+XO3f2bL8PCYq7oqNYbEHJhygIx4AnHWUy2Wy5ez50+Eaezyt2wK8JXg/io5LuBhvQ77uLvd7z5R705Xjkaa/X+2hd9VnlPZ1Om83mbKawXCrhvDs8WdhqtcbjMZ4oxFY7HA5HKpG6XC6j0SgSiyQSqdls8qyuuj0ecKuZm/rv9rrlYjkWi50+dTqZiCcSyVg0Go/HC4XCvFI4nU4lEolCoXC73XKFXK1WG43QQYb8NrMZX1rcNxeWhPsmLWxpaWl2C764qlQqe4OPsBiHJiXAgCkei7VbbTqDjj+F8DWVwWCAqUcUOaPRaPDco1wu53A4d/XBPUhcMfYz+xDv9Xp/+5f/1jvvvPNvf+/3vvCzX7hLR/fgMtMUX3/jDRr9QWkS5fP5DLKFC4VCPi/kVZeKRTw12O/3hQKBzmAwGgx6o2FlBQQ8l8slk0npDEaxVNKo1Xf4aPH4HR5V9PsDwUAgGo1298Yccegz8gzSmkzm5ZVlvCUjk8lmFW2lUolGooViPh6Lnz1z1u/z4UttvMcwnU6x3MZkMnFvWomCdKFn7XCYTCbcQ5wZOmJXxesf85WiI53e63bReDqQiMfBnGdnJ5VM4i4wHrgUCIXY01GpUllQgKF9aUmr1V5xAB9TdLyLzKuws/A0TLVazaSANLowwDJhDQUDtlotPHHBYjLZ6DqBzWFDw9dqXd+/32azglIolWh1OpVKNbuvyWTSbrfT6TQ4VydguTSXy+1tCBRgiBNtJs0Qi8Uw14USNYxGoxKlLOKTJSkKCfcHvV5vljcDYxVR2MyPR2OpVAqaDHvy42g85vF4846PBoMBb89YLBapTEYGH28Tp0+ffuHZ50ju88Jx751sbwVo70J94MCBl/dioNOpVADMeHw7O2CRnU6l33777eFwiBVHfLm5vn//8y+8sMPlSGUyvV5/x3pt+HLZ5XbjPw4Gg2azubO9Ewj4t4JbiUQim82kk6lLly5Np1MuOlwOh2Mym5xOl8vtstvtBoNxeWX50EOH4N//fdhLqNVqfp/v7JmzsVgM1mChQEl1O11cpmCJCw+u8fl8cORZWrLZbAajEW/MzGt+19xuvqboqFardTrdZdFxNOp0OrAfg6rGdCpVKMCo47lz5/q93kx0FAqFFqsVTzrq9PpZVhgcAKpZb1Z0vPPxx7PSsN1uQ/2HlcJyGfLG96rDRr0+P1M4mU45HI5YLIaXz2iUAGIjDEu41/bt4/N5DAZzdiUwHo9LpVIhn/d5fel0KhGHqf9ELJ7eHfwf7g4AjMd8Pl+hUJjMpoMHD8qVSoNej71pLBYLtqQhg/+E+xgOh4PbTbNbJlMYfOz3eukMOLKhoMJYdm/wMZFIXLhwYTwawUTy3qqWTCaD0Qtk+mgyGRUKBRp8BBv4u/rg7h9mn+NEU1wUTp8+/ekXX9q3b99rb75BBs8xpVIpm4Uoiu3Qtt/n9fv82Wy21+tNJhOzxVIsFIRCIawqGwzLy0seN4THqFQqvLJw51/B0WgEe9UZOOKtra1gEHKri8Uilgx7vR6bzdZBwLZOrzdYrRa3xwNm4BbLfEtlz3SmEPD7z58/H41EZlIfyId7A348Ph9tFgIWqxVWq5eW1BrNzRo6XlN07Pf7pSIKcSuCAzlOr47H43igEMaMRiM+nw8pMkh3NBqN2BXcsLc5cbdEx/lykEqlYpNCPFZYbzRwLQgjBOl0uVzG68elcrlZr0+m05nxB0Yul5st5n3r+x0OO18gkIjFEGep083fXa/XK+TzUAvGwS8Iu6bv7SCXe72rzESgcwxKoclo0mj3emoyGeeOrHMRCPciNbiWq4D2WColk0m87B+LxUql0mjP+wmHSKFISRj+Vijk2GvWBHMaZqPRyOVwGUyy0XXTmuKRo0e//d3vgDvyzfxbwm1kcWSYxUGBWFtbe/7556fTyWAwzOfzQX/gt37rtyLhMJPJxBszx956a5YBrdVq0VY1tH3RUrVWrlDcmaNlICtEg8GA/4iHFPO5PLg5BoPboW3cZ7944eK7755g7UXISCSSpeVlt9u94lwxoWnux5944vI0W7ebSqU2NjY2L13KZrL5fC4RTxSLxXar1Wm34/E4vl+oDVksiVhscziQ5Ac5LtgbXCKRXOHIc7XFzNWio0ql0mg0NDp9XnTcrRojkUQiUSoWc7ncxY2Nbq+HW7E4UtZkNjuWlqw2G+w2ojlLhULBYDBwr3x6A9nZH0EpnNk2dpGXByiFyLAadFnkYp1Kp6uoyTsbAZxMJmw0mgmDpUePymQykUikNxicTuf6+j6RWDwfakKhUMD4sFiIHD+ey+XQxglUh/FEotVszlsVslDMnVKpXF5eVigVGo0Wp+taLFaNVoNLxkUzTCUQFhmJVCqRSu0U++yW8Wg8HA3r9ToOn4zHYokEfCrioZqNjY12s0WjQysGw+FydDpwiQInAItFp9XOBh/nPeoJ14FoiovCqVOnPvPSy0RTvBGefPyJaCQyHA7/wT/8h0889WRoa8vv9fl8vmQy1e/DLm0PyheWVqc1Go1anW5pacnlcXs8Hp1Ox2Kx7pZk22g0smi3OhaNbW0FAz5/OBxut9v9Xr/b645GI5lMht0cDQbDysoKWpRxyeXyWSOy2WxGo9F8LheNxrzezYsXLuJUN7xOOMVbxqiAEopEalQparRayK12OKx2uwyN9bBYLDqDgZeBP9TQ8Zrr1RCiCInAsGGdSCTAnWdnJxGPt9vt3YMZDvk8HiTYqNVKlQoaRDabw27XG414sQMKJtT7vhHRcXbXuCKczRSOx+Nms5nNwFQhbh+XyuUaMigql0r1en08HjPodNyugo4VmyWTyowm09ra2opzRSgU4rSbee+PPeejGko8QwnIyWQhX4DHWyyUiqVGo0Gj0eBrofl7Joup1cLaphUSkC2wyyyXQfdLJhOR0DMC4U6BP5TQ3jUMPqKVa+hhJxPJdrs9u5wbjUZcLhcvC+LhGbQ9s5s3o1AoyOAHhmiKhHseXFhMJhOT2fQ0AmdAVyqVYDDo9/q2trawy/HGxsY777yD95Q5HI5CqQTF0e1eWVnRgdeNTn0H12JEiJWVlaeeemqWdgMe4MGtYMAfj8WR5pgJBgKT8YQDI45gP6nTat0ez4rTubKyrNPpTUbTvn378BccjUaNeiMYDFy8cDEU2srnC1AwpdPggI0SU7aRoeMsRUatVttQn9pitarVajzpyOPxrmPo+EGiI+QAq1RYdMRaXa/XSyYSs/0YcHQsFDYvXux0u0xkeYjT58wWCxyDw6HT60H1RJ/ZTCZz/hjm8+6oNFofDb/XIP0YlMJsNrvrYp2C6AiwqxntKoXj8ZgFkXQitVr90EOHFUqFQCDQ6fUrK8vr6+syVHPPz/+12+1ioXDm9OkCCkrZ3TiJxSrlynyUGZVKlUikKpVy3759coVCrVbBXBRysTYajXw+/woBkkAg3GFYLBbMh2i1s1um0ykMPg7A+wxNPULbOpPJ4OjCTCZz6dIlWCbb82JlslhikQjbX1hRK0ChUKKhR5lcoXjAWwGk+7ww7J2eH/B35E0xM0+mUqlsNht/UnziE5/A8lsWDTlGIlG/D7aqo9FINpOJRiLffuUVOo2GB+yQM6Ld5QbF0WgysdnsO3bKZzKZYrH44KFDBw/Bgst0OsVujplMZmdnx+/3bwWC2Ww2Eon4/f5er4dKPY3eoNeCTGiFAEKP22q1HX3ssaMoaJFCoSCn50Q2nQ5t71y8sBEKbbeaTZxbDTEqtVooFKL86Ec0Gg0MHZVKlVKpMxigXY3Mcfhzho5Ycrym4Hc55W84xE8+NvpZ27dvff9+Go02Qmlg2AYjnUpF0KRjLBZrt9sXL1w4e+bMeDzmcrmw1YtCAg1GI06ysVgsTBar0+nMlMIUMhLHNSIeLhyNRnQ6HVefyFaJKxZrDEbD6uqay+USiaEcV6nVJpNp/qUEf/J2e2d7OxFP4MnCXC5bKVcKaCKzWqlMJtOZeTeuqneH5U3gRwPZZDAsD20r8h1KICw+8LnEYjJZTMfSkmPOtaeOQqQg67pcTqXSeOoRLxRWKpVcLvfOsbfBoIoylUilKhw2o4AGyW7oJThUmXg8HnxOPjBW9qRSJNyfCBHLy8tPPf007k00Gg3k/u3fCgaSCVAcA37/yZMnsTcyh82Wor1mNDLoNBhActTqtFTqHfosoFKpWrhH3YGDB7FiOhwOi4UCJMj4A9vboVQqnc1kgn7/eydPMtGYI4fDFgiES0tLuE9tsZj1BsNDDz3EPHIEf03sB+n3+S5cuACLMrl8OpPJZbPD4bCMdi8Cfj8NPk+hNuJwODq9fgmlyEAjBimOCoWCzWbP+tQ3LjrKlUqVWk2n0+HKfjTCU5vZbNa3uXn+/PkLGxsZlGuXy2Q2JxMaqvwYDIZMJuNyuQXUUse229gpg8FgCIVCpUq5tm+fWq3i8wVardaxtLR//7paraajSc33Jd0VCt7NzUKhmM1motFYEjZOovl8HtuP744qjsd8gQDcsG02xSOPKBQKo8lohpUTKBGJAQeBcF8iRlit1tkt4Io6HDabzQTqKcRj8UQiXijApW6pWPJe2mw0GlTkQYFHjTkcjkajwab3FqtFp9PhsBm5XH619e/9AakUF4U9RfFuH8d9Cg7TUygef+yxx/GmCOxUZ7LxeBwUR59vJxwulUqvv/baD/7yLynTKTYy1Op0NrvN5XJ5PKtWmxUv9t6ZA4ZhODbbYDQajMZnPvUpaJW2WiizOpdMJgKBYDAQ2N7ebjYaJ0+e/OlPfzocDvFOBmxX6/VoSwbKR7PZbLfbP/PZz+JmazKZTCVTiUTc7/Nvbl5KJVN4srCFKJfL3kuXpkjvxM7bCqUSfwXH0hKsNnO5uJd9haHj/GYJjgfELWG8CgPaLpojzGWzpXK51WxOJxMqlQqaHxIv8V+jwmNsM5gMvOuDM7jdaMBUKpWiShFelFkiDnzETyZgqwEf8FALJuKJdCpVrlRgBxmNuA8Gg8shLiyWUCQ0QhCtFScgq5CoCWaFCsVdiQUiEAh3HZwOz+FwlErlIdThwV0IPPhYKsGM8q5tOAyoJFqtVjgcDgQC+IKWzWbjwUfIm1HI9QbDbtoM+oSZmVHc05BKkfAgwuVycQjy409A4TgcDlut1s72ts8HeYPxeCKTTkcikbNnzjIYDDwyCCOGTuT+7XYZjEa9TqfRaZmMO/cRwBcI7A6H3eHAf4SI7W43FosF/JBaHYlEcrlsOpV+B9lPstlsLpfLYrE0Gs0KSh1cXl5GwYmw3ou/wmQyqddqOzs7m5c2A4FAJpPO5/KpVKpWqw0GA+jdZ7PT6RRavSjijy8QWCwWfAwGvR4GFZVKGbKD7vV61UqlWqvVa7BSks/lsDdhOpkslkq4ZMS5zpAujcBrMmCrq1LpdDqNWs3j8zUatd2xtL5/Xa/XMxkM5vurt2KxGA6HUap1AS79kYt1KpVst2BiHVv1Dkcj+OBWKhUqldvjkcller1h1kdWazQsFouB4grv2AtHIBDuORgMBrb7peyB2yPDwSCXz+/lzcQy6Qw2xioUCn6/f3ZpitVHoVAIXQpk1mO2mPG8DR58vLcmm0mluDDsnkF3t1cJdxImkymVSg8//PDhhx/GTdtsBjRHUO/8oDmGQlv1ev3tY8dee/XVyXgsk8uNJpNep7NYLU6ny7PqsTsceHLljh0zg8EQCIWra2ura2v4lkKhAJJjNrezsx0MBH1+P86d297e/vZfvEKl0tQalR7ZOZrMJrACdzkdS0sPHT6MHzWOzEnE45l0JrS15UORi7VaDa8NdjudVqtVyOVOnzoFvuIoxVihVKo1Gj6fj71pwMa6VmvUajA/SqViTxwqWDRCc5nL5TJFIlgx0emcLtfqqkeuUPIFfBXKXeALINAPg/eTiqVSAn0ao2ZQolwGk0dkhFFotdp0Oh1HPTOZMDwAy4t7ztVarXaWgHy/NoMIBMIdhooGsplMpg0xu73ZbJXLJWz5mE5nUP86Fo1F87l8vV4/d/bMiXffxcmcIrFIpVThwUeVSmmCSZfd2UeBQLDIi3GkUiQQroTFYqHUUfMRCgz8QW+0242Gw5A3GAjEotFMJpNKJi9euEClUrkoiEXA5ztWlj2gOHpMJpNOr8PZd3fyyUU+3Kp96+vPUZ7HxVatVgsGYLN6K7iVQuaCIJSePYtbLWwOm8/j22w2l9vtdDrtDrtWp1vbt29WOKKKOQP+Q17vzs5OPl/IZjO5TLaPVmQSCPw3x+MxFU1Q4M1lLpcrl8u1Oq1Go+Xz+TALaLetr+83W8xYKZy/HKrX69lctlAolIuleAJ+4ATkWZGKs1JodLpMJlMoFQcPPQRfXKsxgk+hxWQyG4wGKEMfpAFzAoGwIAiFAqEQ+i2zW/D4TbvdBtdVUB/hWjefz5dLpUKxGAwEa7X3KBQKdoTAl7uwQmeF610YN9cbdk355XKRSERZAEiluCgQ5+2FhcFgiITC9f371/fvx58CeKs6lUoFIXgQEqBr1drp904d++lbo9FILJEYjQa9Xm8ymVecTs+qZ3l5WSQS3UnFES+D4+7JU0+DKU+v18tms/lcLplMwpYMCKWhWq22sbFx4sSJwWCA1T6dHlZ5YEvG7XS73Hq93myxvPTyy/grJMGbJh2NRraCW16vN7yz0+12aTSaTCbTaLVO58rq6ppao0FRrQq9wSB+v6cgdPmbzUQwGIOZQnAsBFNGpBQWCoV6vT6dTmfhgUwmWBVabTaTyWixWg0Gg1yhgGJRLpfKSFoXgUBY6MFHNpstk8n2HziAb5xMJmD2WILhx2KhAMPVkHYdT8Tj4CIej29vb2Mz2pmBP0671mi0VqvVhMKuNdq7Mz9DKsXFgjSeFx86nY6zWLD2Nh6Pe73e7maM3x8Jh1HbOhXwByaTCZeDfqCxSFjN8LihPQpr1Vr+nW2McjgcK+JRtBk9Go0Gg0EiHg9ubfl9/lg0mk7DbvV7753sdXtg5MiFtRK5XO5yuVZcTifsgxsMBuPSJ5ae/gSsk0+n09/7d7/3r7/2tbV9+771yl+IRKJ5Sa/b6RZLxe3QdrlcSqXSu33keDyfy82UQujITCYisVihVDqdTrlcDjsrJiNSCmHjBJfXC9uRIRAIhBuERqPh4m/+RkjAGg6LxSL6dITPSEgQQDvXxWIxFAr1ej0Gg4EvnllMFl/Ah14K7FxbTSaTSqOGKRuw8IKweMptg1SKBMLHgk6n8/l85K7jxreA9wuKkdvaCvqhevSXS6WLFy68d/LkcDAQCIWwEAOKo3F5ZcXjWV1xrkil0ju8e4s9qLG9zuc//3kKhVIul1FudSYaiUICYSAYi8Ug7SAe//73vj+lTHGegVanNZsty+Blvb/f7+OI5eFwGAmHI5EouExEo7lcHg8VFgvFcqU8HA5n5tvYRdK8O+JtMZmMKpUazxTKZLL7YEmQQCAQbhA8+AgejWYzhfIkvrHdbsPMI4q7zmbSaO4Rfmay2WazeWFj4/SpU4P+YDwZC4UikB3BzkyuUqmNRoPFYjWh7Zlbe5lNKkUC4RajQRw8dPAzlM9MxuAjmMmkvV5vwO/f3t7JZjPJRPLYW2+NRyNQ7tCYo9lidrvdntVVm82m1YKP4xV92zsADkL1eDz4j9iBcnt7O+D3b22FkvF4NptNpVIX0HQmBx05DoDZ2dn55NOf6Pd6M6VwFpmlM+j37d+nUCj1eshdxbkmShTKQopCAoFAuBo+wmgyzW7B9rrdbjeVTOIlP+jP5PM46nontH3m9On50R0WiyVXKKzI8RFFSRmQ8CiTKRSSj3RmIZUigXAbodFpXB4XO8t8Dkl3xSIESWUzmdBWCC1W+3K5XMAf2Di30e/3uDyewWDQ6fUGo3F5eQlnDyqQ298dHkzZc6BUHEHd6uFgmMvn0Ep4eisYDAa3AgF/pVzBH2G4uw2W3bsJyGatTgs+hciQlsfj3ckjJxAIhPsJGrLXZbPZEolkZnZBoVBKpRLKmwGjHmQbvqs+1mq1TDodjUTwpTuDwYDZHoRMLtfpdDDziD6o9Xo9bvVccX65YjuQVIqLwlWRaYT7E/ztur6+/sKLL04mk8FgUMjnfTDjGNgObaXTsCjz3smT/bfewp6IbDZbrzeAAfWqB+KSdTqNVieX3+mVDiaLaUTgP47H48FgkEmn33j9DZlCvm/fPrzrzWAwyAIygUAg3AHwxTxl+fIt2La2VC4nsPIYiyWTSez4WCwVI+Fwu9PZdXxksZksJg9pExYbUh/NFo1aLVfIFUplt9udrx1JpUgg3DVoNBqHw8FDKi++9BKFQqlWq5l0JpvL7oRCfr/f5/Wlwdom7Pf7vv6nf8qCqhHAQcmra6sut1uD3KTvcH1Gp9O53F2t9E7eL4FAIBCuP4COdy6PPv4YvrHX7ULKNYqcyWZz4PiIQq0y6XS32w0Ggz6fbzgcjsdjLoeLK0UalcpisabTXVcWUikuCtO9PD/Cg4wU4Vn1fOpTn8KeiOVyOYBcsLeCW5CIl0ydP3/++DvvsPYUR7VGDXmDq2tLy0t6vV6r1apUqrv9OAgEAoGwEHC4XFw7XnH7cDgMBAKnTr534sSJCxsb1Wp1Mp3k8/l0Oo3lgNEIfCp4PB6pFAmEBQV7IoLHoU73zLMQ/dxoNDKZTC6bhdRRf8Dr3UzEE6lkamd755Vv/QWdwdBqtXqD3mAw2mxWz+qqy+Uymc3EaIZAIBAIFBwk0elEwmEUXRtMJOK5bC6dTpcrFSoaT4foWrFYKpX6vF4mE1whiaa4SJBBRcKHIUI4nc6nP/EJvJ5cr9UDgUDA7w8GA6lkKplK+by+906cZLJYWHGUKxROp3N1dXV5ZcVgAMVRq9ORZ5pAIBAeBPr9Hg6nTSSTAR/sUO5sbzebzV6v1+12p9OpXKEwGo3r+/dbrVany+lZXXU6nRcvXHzphRdm8cJEU1wwiPU24YZhsVhKlVKpUj75FBhxdTrtdBoUx2g0GvQHNr3eWDRaQFHOf/n971OoVLVabYDwGIPFYgHF0e2yWq1sNpvBIJ8DBAKBcD8wHA6bzeZ2KLSrGsbj6Uw6lUxVKlUmk8GBIFfYoXa6XG6In3XpDQbcuZo3X7zipEDOEATCfQKPx19CPPHkk7PoPAju8/sDgUAinkin0zvbO2dOnWYwmVwOl81hiyWSlZWV1bXVlRWn0WREguP7Pi8IBAKBsMi0220cMBuPxbw+X8DnD4fDnU6nh2RD0AhUasfSklartdttLjeEhZktFi6HS2fQbzBemFSKi8Ley0JERcKtgclkSmWyR48cwfF9yAA8k81kE/F4IBjweb3boe1atXrsrbde/dGPJ5OxQqk0GGDI0WyxeNC1psPh4PJ4RHEkEAiExWEwGNRqtS20s7y1tZUEFSCTSiUbjQaLxcIqgFKpdHvcLrfb6XTp9XpIkNVpP/I9kkqRQHggYLPZOPf56GNHseLY6XTCOzuwVu3zxePxNGxWpzY2Nmg0Gk6OEQqFjuWlVQ/0qU0mMyiOet0dTh0kEAiEB5xGowGzhtlMNBLxeb1+nz8Wj/e6XaQa9ugMukarXV1d1el1drsDxX15DEYji8UiaX73HUjsJYoi4c6A85cPHjp08NAhcNIejTOZdDabTSaSwWDA6/WFtrbq9fp7J06+9ZOfDodDuVyuNxhQXLUJxlvcruWVFYFAQEL5CAQC4Ray649WKgWCQZ/Xtx0KpZJJfCXfbrd3Exk4HL1e7171eNzu5ZUVJBnqbp8/GtEUCQQChc6gG00mo8n08COPYCeFXq8XjURhrdrnj0aj8CmVSnm9XuqUIhQJocfB5VqtVs/amtvtslgsGjTjSIL7CAQC4WapVCp41nBnZ8fv9fn8vnQqjSXDXr/HYrF0Ot2hQ4d0et3S0jJcq3vcWq32jmUukEpxYSDG24SFgcFgCASCtX1ra/sgY3Q6nWYzmWw2l0qlAgH/H/+XP+r1esPhcGNj48SJE4PBQCwW68HGEcxdXS4nDMe4XGKxmLSqCQQC4Qpwjmsulwv6Az6fd2dnJ5VMpRH9Xo/N4eD5H6vN5vF43B730tIyHv6Rye50jiuGVIoEAuFDoFKpOr1ep9cfeujQZz77mW9981uNRuPIkSN/51f+7oWNjUgkkk6lU+n0T998czyZgAsDh8Pj8Ywm09ramsvtstvtGg18zAmFQvJcEwiEB5BisZjNZNLpzM42+Nf4fP5CPo9NDXEOil6vP3LkiN5gWF5ZBs3Q7VYoFSwWaz5/+W5BKsVFgaT5Ee4JJpMJ/lUqk7386U+//OlPUyiUfD6fy2ZTqfT2dsjn9QUC/kK+EPD7z587N+j3+XwBSo6BnyvOFTTm6JbJZAvyIUggEAi3lvF4PBwOk8kkzO/4fJGdMB40zGQy49GIjS6nuTzuCopFcLvddocdD/CIxeIFfC1IpbhgkPMmYbGZ+WzNG26pEev791MoL+PGSiaTCQQCvk1vOBxOpVLpVOr48eODwQArjlwuV6fX449Ix5IDf0RKpdK797AIBALhY5HN5rLZTDqVDm1t+XzegD9QKpX6/X632x0MBiKRSK/XP/X000ajYWXF6fbAiI5UKr0nRnRIpbgoXGF0SSDco9BoNA6HY0O8/PLLFAqlXC7jOKmdnW2wePAHMul0eGfHu7nZ7/c5HI5Op0OKo35peRkcwFY9KpXqjg1rEwgEws0yHo/7/X4sFvP7fH6/PxqOYNUwn89PJhNsasjj8VacKx64JPZYbVatRqvTafkCwT33bJNKcdEgoiLhfkOOWF1bfe7557ABRLFQAMXR69veDuFR7jOnTx871sWKI4fDUavVnlWP2+1ZXlkGwVGvUygUd/txEAiEB5fJZJJJZ7IwZpMMBoN+ry8YCFRrNawaDodDqVRqMBjW9u0zGo1Ol8vjAf8aoRCcIij3OKRSJBAIdw4qlcpmsw1Go8FofPa55ygUSq1Ww/YQkXAYR1HF4/FkMhkKhf78z/6cyWRqtVqj0ajV6ZaWllxul8fj0en1bDabKI4EAuH2MRqNut1ueCfsD/gDyCwsg1TDYrFIpVLxerJAIFhfX/eselxut9lsxoM0HA7nPntdSKW4MJDmM+He58LGhc3NSxaLRa/Xa3U6Lpf7of9EgnC5XJ985pnpdDocDiuVyiyoKpUAy9mLFy4eP36czWJx4NOZLVcoUd6g2+ly4mx7tUZzRx4fgUC4bxkMBsgOLJtI7G6ihEKhZqOBVcPxeKyQKwxGw+HDh01mM8QPgH/NEo/Hu+8DCEilSCAQbhk+n+9//Y3/F4/HA/Mvg95sNrtcztW11aXlGwp0oVKpLBZLg3jq6acpFEqr1cKf3dFoFBnS+qORSC6bjUWj3/nOd2g0mlqtNpqMWq3O7rC7XW7P6qrRZORwOLcqxopAINyvDIfDdrsdCoUCPog1TUCoaSaVTFYqFTqdjlVDsVi8vLLiWfU4XS4Tam5otdr7vjS8AlIpLgpEUiTcB+CP1+FwWC6XgsEATHajT1s+n+9YWvKsejyeVbPZpEOKI/sGxncEAsHS8vLS8vKTTz2FL/qbjWYotOXzeoPBrUQinklngoHgeyffYzGZHC6XzWZLpVKny+X2uF0ut16vg/vSaGikcCQQHni63W4GXXnGYzFQDb2+cDjcarUgDaXXm06nKpXKarM9/sQTFovZDVF5bpvdzuFwGIwHulh6oB/8AkL2WQj3OuPxeH19/X//Z/+0VCxB/wYtBlbK5bNnzrzz9tuj0UgikZhMJlAcLVaXy7W2tmp3OPh8/o18FrNYLLlCfkRx9MjRoxQKfO6jEcdMIh73w/34d7a3K5XyT958469++MPpdKpUKo1Go06ns9psTpdrddVjtdm4XO4D/rlPIDwgDAaDRqOBpln8W8GtZCKONpST9VqdwWRCgDKbrVAo0AKKZ8XpNBjgIlar1ZIx6HnIx+WiQJy3CfcHk8lErVY/gvKjX/70y+Al0eslkknv5qbf5w+Hw5lMOhFPeL1eCoUymwqH/o4H9Y6NRjzjeCPFHJfLxXY8lMcfn/WSdnZ2QHEMBGOxWDaTicZi586dm/WSRCLR8jIEp3o8bgMUkXqNVnMfLCcSCAQKhdJs7s6rRCJhuHb0+mKxWKfTwaohjUbTaDRO1G2wWm3IYMFtMpvZbDaZV7kOpFIkEAi3JZ8Aj/LQ6XQen+9EUL4EvqG5bBbyTVNpNDLuDwYCtVrt5IkTP3nzzcl4IpPLjCaTXq+3Wq1ut9uztmq7YRWQyWRKJJKHEFhOyGVzmUw6lUz5keS4FdxqNBrHjx9//fXXx+OxTC7Hg0cWi8XpdHrWVh1I3XzQhpAIhHsU7LpVrVYDgYDfi3bgkM9/KpVqtVpsNoShsNlsnU7ngilmz8ryCgSTwg6c+m4f+70EqRQJBMKdg0qlQnNHp3vo8OHP/cznx+Nxr9uNxmJYcYxEIplMOplIXrxwgUalQW+IyxGLRCjzyuP2eAwGA8wd3lhviMVimcwmk9lEOUKhUL6EPS9i0ajXC/EJ0Ug0k82kEomLFy9SqVSUHMPh8wWOJQeKG/SYLGYd6kPdyAY3gUC4M4CvFho2DO/s+H1+n8+bSqZwgHKv12MymTqdbn3/fr1eD9/LHkCr1RJfrY8DqRQXBpLRQnjwoNPpfIFgFYHFyCxSHFPJJD4HBAPBer3+9rFjr/74x7tzhyajXqe32e0ut3ttbc1sMd/gpjODwRAKhWv79q3t2wdd8vEkm8tm0mCRFgBFIhDw+6vV6pnTZ9459vZgOJRIJAbUCjeZTBC04PEsr6yIRCLSqiYQ7rBqWChAjrzP59sOhdJINEyn071eb0815IDNAlxLepaWluACT0e8+m8lpFIkEAiLAp1ONyAeeeSRn/0icr7tdMLhCFIBwfk2nU5HI9FzZy/PHUqkUiQBgreZQW/Q6UEFvJH7otFpesRhyuHP/8zPgLrZ6yUTScgbDATC4Z1sJpNMJIMB2ODejavm8Ww2GxIcPTabVasFm13BPZjNRSAsMuVyKZOBq7jtbfCv8fl82UymP+h3uz2c/6nX6x9+5GGDwbC0tIw3lFVqFZPFpFFJ/udtgVSKiwKRFAmEa6iAItH+A/v3H9iPF1bg/AHtaViI8fv8oa2taqXyxuuv//AHP6BQKCqV2mQy6vQ6hwPSXNbW1gxG4w3OqoO6yec7XU6ny/mz6JZ8LpdBBINBOF35/aVi8dLFi6ffO9Uf9IUCocFo0Ov1BpNxeXlldRUWJ2UyGZPJpFKJhwGBcKNMJpN+v5/NZiFA2Qf2BWmYLU5nMunhcIjGQmBDeWlp2QNbbx6Hw64Bu32tRCIlz/KdgVSKBALh3oDJZJrNJrPZdOTIkZ/78pdHw2G709ne3vZubgb8gXgslk6nQ1tbp06dYjFZHC5Mssvlcji7rK46XU69DhRElVp1g3en1mjUGs2Bgwdf/vSn8cksk077fL6AP7C9vQ2KYzL59ttvz05mHA7HaDK5Pe5Vj8dmt2OvDYlEcpufFQLh3iOfz8NFGHzDhtD3lL9QKPT7/V4PVEMBX6A3Gp544gmD0YBcEcD1WiaTsVgschl2VyCV4uJAvLcJhJuAwWSKxeLZpnO/38tmYMYxHo/7vD6v1xve2SkWiz/+0Y++973vYXcMk8kE+dHLS2DIs7YK7t83lh9No8F6jd3hsDscn/3c5ygUSqlUyqRB4tzeCvlhgsqbz+W3gsGLFy70ej0el6s3IMXRaFxCluMul0upUpFTHeEBBKyy+v1EIoEcCHyRcASvJ+dyOTzaARdaXC58Y3pWkdm1DY92CIXCu33sBIBUigsG6VsRCB8JNptjsVotVutje96KzWYzFAp5L20Gg8F4PJ5Opbxe78kTJ5gsFpYAFUrF6irkxqw4UX60Xq9QKG7w7hSIfev7Xnjhhclkgofu/Uhx3NragjWZVOq9U6f6x46x2WzcPtPpdTDiuLrqcKChe61GfsN3RyDcQ0wmkxxY4mfT6VQwGPR7fcFgsFwuY9VwOBiKxCKj0ej2eGBdbMXpXnU7nU6yLrawkEpxUZiSQUUC4dbBZDJlMtmjCAqF0ul0wFkjk4lFY14vSI6RSCSXyUYj0Ve+9QqdQdfpdEYTGHEvr6xAB3l1Va1Ws9nsG+l20Wg0DodjQrzw4osUCqVarWYy2VwuuxPaBhXF602lUtFINOAPfOPr32CxWKguBcXRbrd71lZdLpdOp2OxWCQZgnAvMhqNer1eNBLBUUnRaDSTTidTqUI+jy2oINJTIFhdW0WqoctssWC3LB6xoLoXIJUigUC4/+HxeLh3/MSTT2JT7nq9vhUMeje9W1vBRCKRSqUvbFw4/s7xmQSo0WjW1tbcHvfyyooWFXZS6Y1O0EsRHo/7mWeewTYflUolAOdQ/9bWFpxCU6kLFy68e/w4a+/uVCoVSo7xLK8sY89ItZqYAxMWlOFwmEVJmskkmEz5vN5QaKtRb2BfQ7C1l8kMBsPBAwdMZjO4Xrs9S8tLAoGA2Nrfi5BKcWEgY4oEwp2CxWIpEY8/8QSFQmm1Wmi+PhONRjbBA9wXi8aSyWQoFPrGN77BZrF0ep3BCMkxYKyIllaUSuUNDh1SqVQ2mw1zV1rtJ595BgWONTOZTC6bDYfDAX/Au7mZSCTS6XQ4HP72K6/QaTSNVmswGPQGg81m9ayC4mgym1ksFgkcI9wthsNhp9PZ2d7BcUeJGA5QTpVKJbCs4nDYHI5QKDx48KAbIvJcRqNZC6IhKOXkVbvXIZUigUB40IHgacTTn3gaK47VSiUQCHo3N7dCW8lEMp1KnT195u3uMZi+53DZXLZOp0eKo2d5eQmG7/V6sVh8g3cnFApXEE89/fRlgTMQ9Pv9gWAghRRHv99/8uRJFoxUgrGwTCZzulyeVc/yitNoAMVRq9ORPVDC7aPX6+HrmXg8HvCDari9s9NutbBqOJ1MlSqlyWR69MgRi9XidoGhqd1u5/F4NxK8Sbi3IK8ogUAgvA8Wi4UtcnDh2Kg30Ihjemcn7PWC4phMJNFIlm/XB9igNxrgx4rT6fF4XG63XCZjsdk3LXA+CQJnp9PBZ+hoNBoIBH2bm5FIpFgsJpPJH/yP/zGlUtUqFVYcLVYL3J3LZbXZOBwOOUMTPg7DwbDRbIRCYHbtDwSS8V3VsFqtMplMPCMhlUrxm9zpchqNRnTBoqPdgF8p4Z6GVIqLAmk+EwiLiUgsEolFTpfzk3tDh6VSKeD3eze929uhZAI0wJMnT/Z/2ufARjVYfhiNxtW1NY/HY19yaLVavV5/41EuPB7PgcCd8eFw2Gq1QltbfhgH8+M+dSQSOXPmDJPJxLsCYrEYbOdWPS6ny2DaPX+TwpFwfdrt9u41SSSKnJ58kXAYpyd3u10qlarRaJaXl3V6nc1mh6w8t9tssXDYHDqDlIYPFqRSXCyISQ6BsMjgoUMcA/ipZ5/dW3MGD+Ed8AD3+ny+TCaztbV14cKFQb/PEwgMer3RCIojtI+R4igWi298eIvJZEql0kceffQRtMQ9GAwy6Uw2l03E4niTYHt7u1arvX3s2Guvvjoej5VKBbZyNJstKHjQbXc4eDwe2SQgDAaDWrUaDAR9fv9WMJhKJiE+OZVqNBpozgFUQ7Va7XK53KueleUVvcGgBf/4G4rHJNzHkEpxUSAuOQTCvcjemrPn2eeew4pjPpfz+/2bm5s72zv4ZPz222+PhkMOMnHk8Xhms3lt35rLDXNdGqQ48ni8G7w7FotlsVosVsuRI0ewO0m309nZ2YFJMr8vHounU3Duv7hxgUajY41TIBAg9+9Vl8tpMlvwngH7hpvjhHuXer0OrobZXDi8g92akolktwOqYa/XpTMYWq12dW1Nr9PZHI5Vj8flcRuNRiaTSXanCPOQSpFAIBBupeIIgYNmMzZWLJdKmWw2nUpvb4c2L236/f5CPu/1es+cOTMYDEQikcFgMBgBtxt2Alwul1AovHH9D0djHzh48MDBgzgMA/cTk4lkcCvoAw+grVqtdurUqbfeems4HMpkMj3cpd5oNCHvEveK00m8S+4PdkcjisVAIOD3+UKhEOxGoQDldruN7Z84HI7BaHBDfvLqEuosa7U6lUp5t4+dsNCQSpFAIBBuF3KFQq5QrK2tvfDibpRLJpP2+/zezc1wOJxMwozjT998czyZYJ8RgUBgsVrX9sGMo8VigaVqg/7G9T86nY7KTuPhhx/GimO/34fNGH/A5/PGolFoNiZTfp9vOp3iuoHP51us1lXkxWO1WTVwlzo+j0/eE/cElUoFXxuE9jzes5kMHjTs9/s4GejgoYMGg9Gx5MDDDxqNhni8E24KUikuDmSnhUC4n8FRLjab3Wazf/ozn6FQKIVCIZvJpFLp0NbW5uZmwO8vlUoXL1x478TJ4XAglkgMRqPBYDCbTW6Px+32rKys8Pg3MXHIQKwivkT5EoVCQb3IbCqVgpzDTS9krOF7PHlyOBgIRSKkOAIul9PlhsVqseQmpioJtxV8sZHL5rCp4XYohNeTs5ksrgtx9W+z2z0ej2fV43DAQpVWp5PJZOSlIXxkSKVIIBAIdwcVYn3//pc//fJkPOkP+slEEs84RiPhVCqdSiYDfj9lOsUzjgKBwLG0tLa25nI5zRarVgczjje1qoIj1A4eOoRb1cPhMBFPBAJ+r9cbjURScJfpt3760/FofHmP22RaXVt1u1x2h0OjAcVRJBLdzmeF8D7w5UQmkw2FtmA/2ecrFooz1ZDP5+v1+iNHjxgMxuXlJbcHtGGFUnGDtvAEwo1AKsVFAcc+Uynke5tAeBCh0WlcLnd5ZXl5ZfnzP/N5CoWSy+UymUwqmQoGA75NbyAQqFQqZ06ffvvYsdFwKJPLDUawVTRbwFXR7YG0NC6Xe+PmOHQEvsfPff7zu0XJ7lTlts8L95jP5YKBwMb584P+gMfnQVY1snJcWVmBMUePRy6Xk6LkFjIejweDQSqZ9KEA5fDOTiYDAwPZbBbKd+T8zuFwUPAjzBpabTZYUdJqRTds/E4g3CykUiQQCIRFRIM4ePDgZz/32fF43O/3Y9EYjKJtbkajMbSskNy8tEmlUnHPUSgSLS8tre3b54QdZ7MObVXflCvyrsa5vj7X6MwGAgHvpjccDqeSyXQ6/e677w7Ab5yLSxa9Xg8+ji730sqyFiRH0ui8abIZ+JFJpYNBlNPj95fL5X6/3+12Z2tPTz39tMlkXFlxulc9zpUViVRKRgIIdwxSKS4KUzKnSCAQPgA6nc7j8cD72OP+4pe+NJ1OoR+ZySSSyWAgsLm5GQpu1ev1EydOvPnmm9hV0QCSo8FitXpWQX2y3WSOC56qtFitFqv1xZdegj3uciUHfdDszg5SHP2BVCoVDoe9Xu/u8oROZzAadDr98vKyy+1aXV1VqdVkeeIKxqNRt9eLx+P4OYxEIkg5Tubz+dmaEZfLBVNDGDZ0W6xWLZIN+XyyZkS4O5BKkUAgEO4xqFQqdv9+6PBhvOPc6/Ui4bDf7/d6fbDjDJJjamNjg06n4+JDLBavOJ1ra6tOlwty2HTATY2yyeUyuVzmWV199rlnsSFLsVgMBgJer29nexsrjmfPnO123mah1Qps4wyKI+ziLMNihV6nVD5whizj8RgPGqZSKeRf4w0GgvV6HZka9obDoVQqNRqN+9bXTSYTdr1eWl4W3YxZEoFwWyGV4oINKhIIBMJNwmAwBALBvvX1fahxDK6KaZAck4lEwO/fvLQZCoVqtdqxt9768Y9+NJ1OVSoV3qq22sAfx40cedhs9o37LWPnSLwljbNqwOQ5m81mMpFIxOf1+v3+eCyeSqW2t7e/9effxCbPuEJdWnKgMTuPTq/nsDk0Ou0+e8FHo1Gn04mEw16fL+gPRKPRbCaTTCZLpdJsVEAgEOzfvx8NG7pNJhNsGmm1HA7nbh87gXANSKVIIBAI9xXgqmgyGk3GRx55ZFa47Gxvo81ZfzwOM47RSOTcmTMMJhOLfzKZzOVyedZWnU6nwWDU6XQaream7lSMcDqdn/jkJ3HqYLVa3Qpu+bzeUGgrkQDF8dKlS+++++4sOE6ukEM33e12upygcOr1Gs3N3emC0O/3UZEMpbnfB4OGoVCo2WyiJJTeZDKWKxQGo/Hhhx82Wy3wPHs8JGKRcA9BKsWFgUiKBALhNsBgMEQi0cFDh7A5znA4TKfT2Uw2HosF0IzjzvZ2qVR6/fXXf/CXf0mhUjUaDcw4GvU2ux0UR7fbZDbf7Lghi8VSI5586kkKhdJutcDIMZOJxWJ+H5SskXC4kC8k4onvffe7NCpNpVYZTVChWm02EBxXPWazmcPhLGas3HA4bLVaoVDI7/UFg8FEPJZOg2pYrVYvt/slkodXVlAl7DYYDFB867RMBmkoE+49SKW4YBAHLAKBcDthMpkWxJGjkBw9HA7b7XYoFPJ5oYJLJKBlvBUKnjr13kz8UygULo97bXVteWXFYNBrdTqVSnVTd8pH2dNLS0tPPvUUvtNmo7EVCvl8vq1AMJGIp9OZra3Q6VOnGQwGvlOJVOJ0Qt6gy+3So0pLq9XercKx0+ngWcN4PIal2Ug43G63sWpIocLauMPh0Ol0FpvVjXrrFqv1plaICISFhbyJCQQC4cGFyWRKJJKHEaiR2kun0tlsNgqOPP7NS5eikUgul4vHYt/7znfpNJpGp0NR1Qa73b66tuZ2e3R63c0qjkwmUyaXH0FQKJRerweCYzqTSCQCUIZB+ki1Uv3pT37y13/1V9PpVKFQIMVRb7FY8Fa11Wbj8Xi3rw4bDAb1en1rC7rnW8GtZCKB01Aa9TqTxeJwOFBAK5VuN6woO51OvV4PGcoaDfVmngcC4Z6AVIqLAnHJIRAIdx02G7LgbHb7Y48/jsW/RqOxFQyi9Dg/BFUnkz6v9+SJE1hx5HA4KrXa43Gvrq0tLS3rDXqdTiuXK27qTjkcjhXxGOUxfKedTie8s+P1Qt5gLBrLZDLxWGLj3HkajY59HIVC4fLKMow5etxGown3dtkfI3Ww0WjkoD2ejUbCUKv6fLFYDEeh9Ho9KJG1WlwW2+12F/gOeYxGA5u9oP1xAuEWQipFAoFAIFwbJpMpl8uPPvbY0ceghut0Oul0OpfNhsPhgM9/aXMzHo+nU6nwzs63vvktJpOp02PF0WR3OCB10O3SaDQ3G+LCZDLFYvH8YCXeF0HZhgG/378VDDYajRPvnvjJmz8ZjUYymcxgNOr1OpPJvOsys7QkEAiu4zKDXX4qlUoAakJfaCuUSiXTabiLdrvNZrOxaqjValHitntlZUWnhyJYpVaT9wrhQYNUiovClLjkEAiExYbH4+FxwyeefHLWog34oWMcDPhTIDgmN85fePedd1nsXcVRq9N53KA4OpYcqNjSSaXSm7pTJpNpQlAefXRmHhmNRnHeYDQSyaBtEu+lSyBPojvl8/kOh8OFijyLxaLTaZVK1XA0zOXAO3xne8fn8wWQRIpNDXu9HovJ0uq0Bw4e1Ol0S8tLsIfi8Wi1WjabfVONdQLh/oNUigQCgUD4KLBYLKVSqXxKiRecW60WbFVns+HtbR+acUwlU7FoNBgIfOPrX2ej6D89KI7G5eWlVVAc3QqF4mYVR2weuYaA1MHpJJfJQThyKr21BV3ygN9frVbPnj17/PjxwWAgFotNJpNarRkOB3jWECfK4L0Zi8WCM2yWlpYhCUWnk8vl5N1AIMxDKsWFgbjkEAiEexmBQLCCePrpp7HLYLVSgflGny8Y3EongTOnT7/z9tu7hRqHbTSa3B7P2uqq3WGHCBedTiQW3dSd0qg0+Hd6HY6rwQHZyQQMUwYC/p2dcDabicfi4XCYTqer1KpHjxzR63XLK05QDd0upUp1s6UqgfCgQSrFxYJ8XBEIhPsDNput0Wo1Wu0zzzyDQ1wyoDjmtrfBkWdzcxM1grc3L136k16Px+MZDAasOK44V1ZXIXVQJpOxbnJJBQdkrzhXVpwrFMrPUiiUQj7/zW9+82v/x79yOBz/6l//fz0ej1gsvm0PmkC4DyGVIoFAIBBuOzjExeV2f/KZT85io5E3oS+0tQUx1cnUyXfffWsw4HA4eMbRbDZ7VldX11ZtNhv4Kep0AoHgZu9XpVZbLJbpdMrn810uFykTCYSbhVSKiwJpPhMIhAeE+djo555/nkKhVCsVFFWdDW1t+Xw+7+ZmPp8PBALnz5/v9/sCgcAI2816o9nkdDpXV1dXnE6xWHyDiuNoNMJbg8Ph8PY/OALhfoNUigQCgUC4y0hlMqlMtrq6+uxzz06n036/n8/nfF6fz+sLbW9n0qlkInns7WPj4Rj7KXK5XJvN5ln1rK6uWawWnR6SY3hc7t1+HATCfQipFBcF4rxNIBAIWHFErWeL2Wx56eWXKRRKqVTKpNPpTCYUDPp8fq/XWyoWL126dOrUqcFgIBKJjCajXm8wm80rKyuPPf6Y2+MhzySBcKsglSKBQCAQFhoFYt/6+osvvjiZTPr9fiad8XkhqXo7tJ3JZJKJxFZwi0ql0mi0r3zlK//uP/z7u33IBML9A6kUFwbivE0gEAgfBo1G43K5dofd7rB/9vOfg+3mQiGdShcK+e+88u1vf/vb4/GYPIsEwi2EVIqLBbH1IhAIhJtChaBQKOVy+Zt//ufkU5RAuLWQkCICgUAg3A8QNZFAuB2QSpFAIBAIBAKBcG1IpbgoTMmcIoFAIBAIhAWDVIoEAoFAIBAIhGtDKkUCgUAgEAgEwrUhleKiQLrPBAKBQCAQFg1SKS4YVOrdPgICgUAgEAiEXUilSCAQCAQCgUC4NqRSJBAIBAKBQCBcG1IpEgiEWwwVQZ5WAoFAuA8gleKiQOwUCfcNg+Gw1+vd7aMgEAgEwi2A5D4TCIRbxmQ8oVKp7x4//tlPf+bgwQMPPfSQzeGwWCw4lpdAIBAI9xykUlwslxzSsSPc09iX7A8dPhza2grv7GxeuvRH/+WPlEqlzW63Wiz71tcPPXTI5XbzeDw6nX63j5RAIBAINwSpFAkEwi3jkUce+Ytvv1KpVDY2Ns6fOx/w+2OxmHdz870TJ7///e9zuVyZTLa2b9/hw4ddHrfZbDGZTAwGqRoJBAJhcSGV4uIAmiKBcK/DZDLVavULiPF4nEwkYrF4IBA4c/r0pUsXK+XKj3/0o+9997t8Pt9qs1nMZpfbffDQwQMHD8rlciaTebcPn0AgEAjvg1SKBALhdkGn0y1Wq8VqffoTT//qr/5qp9sJBgJnz569dOFiNBaLhMM+r/fVV1/l8Xh8gcDhsD/88MP71tetNpvZbBaJROSFIRAIhLsOqRQXBaIoEu51SqVSJp1eXllhs9lXu+TQ6DSBQPDQ4cMPHT5MoVCKxWIsFovshM+dPXvu/PlEIr5xfuP4O8epVKrRaLRYLY6lpf3r+x96+LDFYuFwOHfpMREIBMKDDqkUCQTCrcHn9f7iV/+G1Wrdf+DA4YcPLy0tWaxWtVp9zb+sRBw+fPjLX/n5fr+fSibPn984f+7czvZ2JBp59/i7x946xkNotdpDDz104OCB5ZUVs9mk1erIC0YgEAh3DFIpLgzEUJFw7zMYDCKRiN/v/5P/9icKhdzusFuttvX1fYcOH3ajrWca7Roermw22+5w2B2OL/3cl7qdTjQWS8TjFy5cPH/2rN/vTyQSwWDwv/7RH8mVSpvVarXZPB7P4YcfdnvcQqGQrFETCATCbYVUiosFSbYg3NNMxmOjzfb8Cy/EotFINOL3+k+dPPU/8NazXL5/ff3hRx5xuV1mC2w9X/MrcHk8N+KFF18cjUbVatV7afPMmTOBgD8SjmyFQmfOnOGw2Tw+XyQSre3bd+jQoX3r+4wmk8VsZrJYd/wREwgEwn0OqRQJBMItYzQe6/X6f/rP/9l0Ok0kEvFo1O8PnD596tLFS+VS6Yc//OG3v/1toVBot9stFotnbe2hhw6tr+8XiUUMxjU+ixgMhlKp/MQzn/zEM5+kUKaJeDKRSAQC/vPnzp0/f75ULL35xhs/+Mu/5HK5ZovFZrUur6wcOvzQgf37VWo1i1SNBAKBcCsgleJiOW8TCPc6k8mk2+1C9YZ48umnf+VXf6Xd6fh9Pth6vngxGomGw+ELFy786K//msvjiUQit8f98COPrK2uWawWk8XCvnaRRzWZTSaz6fEnHsd3sbO9c+bMmc2LF3d2wrFY9Ec/+tFrr77GF/A5HI7D4UCjjQctsHhtlUgkd/55IBAIhPsDUikSCITbC41OFwqFjzz66COPPkqhUHK5XCwaDYVCZ8+cOX9+I5fNvvP2O6/+6MdsNgcKO5vV6XQdfOjQoUOHFArFNaVBGo3G5/PX96+v71+nUCiVcjkej4fD4Y2NjbOnz8Tj8c3Nzffee48ynWp1OpvdbrPZ9h/Yf+jQIcfSEofDITMeBAKBcOOQSpFAINxRNIhHjxz5xV/6pX6/v7Ozc/bM2QsbG5FweGdn59Ufv/r6a6/zeDyBQGCz2x555NH1/es2u91sNguFwmt+QZlcLpPLDxw8+MUvfWkwGORyuXNnz26cP7+1FYpFo6fee++dY8de+QvQGtUazYEDkEYNa9QWs8FgIK89gUAgXB9SKRIIhLsDlUrlcDirCMrf+uVqtRqNRKORyNlz8CMWjV68cPHEuyeoVKrJZLLAGOIy1HmHDxuNRjabfc2vyWKxTIif+cIXer1eIp6IxaJer/fs6TM+ny+TTod3dr7x9a9LJBK73W62mD1ra4cOHty3vi4SXXtWkkAgEB5wyCfjokDmFAkPOFKpVHpIevDQwZ/90hcH/UEqndo4B7bc29vbkXD4+NvvHHvrLR6Px+XxjAbD4UceOXjggGN5yWw2KxSKa35BDoezvLK8vLL83PPPj0ajZrO5eenSuXPnvJveeCwWDofPnTv3Vz/8Ky6XC7OSbvfhhw+vrq1ZLFaT2cTlcu/4E0AgEAiLCKkUF4yrki0IhAcQFptlQ/zsl77U6XSi0Wg8Fts4v3H27NlgIBAOhzc3N/9wONRotVar1eFw7NsP/jsOh4PL5V5zDJHBYEil0iefeurJp56iUCjpdDoei4VC2+fOnDm/sZHLZd95551XX32VxWKZzWaLxbriXDlw8MDBQ4e0Wu0H6ZcEAoHwIEAqRQKBsNDweDwP4qWXXx4Oh+VS+cKFC2dOnw4Gg9FIZGNj48SJE7xv87hcrkqlOvjQoYcOPeR0OU1ms16v/6CvqUccfeyxv/nLf7PX64XD4fPnzm2c34hEIpFw+M0333jzzTdwQozJZDr88MMHDh6w2+2mD9YvCQQC4X6FVIqLAuk+EwgfCpPJ1Gg1L2hfeOHFF0ajUTwWi8fjly5dOgf+O5dyudy3/+KVb/z3r8tkMqvVanfY3Z7VRx552O3xCASCa6a5UKlULpeLZyV/6W/+zXqtHotFY9HYxvnzZ89B4zsUCm1sbIzHY9AvLRa73bH2/2fvLsPbTM/04csMMnOcGCVLZhBYtsDMbAtshzM8nSkttJ1td7ew/3eh3e7ucDIUtmWBQZaZxAxmpmTCDBN0kveQnJmm0yRDiS3b12++dHo4yvNIk/j0/dz3dSbEJycT0RERT6qcAQCA9QSSIgBgTbK1tV3uAMzKzr53797Vq1dHR0bUavXY6NjszOzyNkRHh2ZnJNLdwyM+IZ6AJ8QlxAcHB4eEhDypA9Ddwz0hMTEhMbG8suLOnTvnzp0zGo1atWZqanJ+bt74cP3SycnZ2dt82hqPx0VFxwQHBwWHhMDwHQDAugRJEQCw5tnY2Hh6elJpNCqNhkAgjh8/fmzx2NjYmF6r1en1F86f7+robG5sQiKR5uLo8MioSGJyckJCoqeXp52d3WNf097efvkhdXFx8d2lu4sLi8cWj40MD+t0uqHBwfPnzzc3NbHr693c3EJDQ8NR4ZGRUUQiMS4h3svL09b28a8JAABrDiRFAMB6E2RGoVLuv/TijRs3pqen1SpTo+Dc7MzcnGloTnt7+/LIxqjoaIKpzSUpODgkLCzU8QlHnu1s7dBmWdlZ9+7du379+tjYmEatGRsdmZudm5ufHxwcdHBoc3Z2RiKRUdHReDw+MSkxOCQkNCwU6Yxc8TcAAACeGUiKlgLK/AB45qytrV1cXJLMEAjE2bNnFxcXp6emDDq9RqP5/MQJpULR29NjZ2cXHBwcjgqPwGAIBFM/TMCmTU9qjraxsXF3d081W66cMb3m5JTeYNBpNCdOPnxNW1vboKCgcFQ4Go1OwuFxeFxwcDAcowYArDmQFC0LzMgB4PnxMyMSiVu3bbt1+9axhWMajdqgN0xPTy/Mz/d09/T29CKRpjYXFApFIBJweEJYeFhYWJi7u/vTK2dIJNL2nTvMs74XTZUzRuP01NTCwkJ/30Bfbx/SGeno5BgUFGRKjAQiCo0KDQ318/ODzxoAYPkgKVoKOPsMwEpydHg4l3vb9u1XrlxZXFicm5s1Go1qpWpu3vSEWq1Wm5qjNweiwtEoNAqHw+EJ+PDwcAdHxye+pmnWNxaDxW7dvu3atauLi8fm5+eHBoc0KtX09PTyGMhPPvrY188vHIUKCw2NT0jAE/DRMTFOTk5POmQDAACrC5IiAGCjc3d3j0+Ij0+Ir6isvHPnztmzZ7UajUFvMI1snJ9XKORisYhdX+/s7BwYGIjD4wjEZHQEOiws1M/P/0mv6erqtjx8p7S09O7duxcvXjQYDAadfnR09Nji4sjwsFKuaGpqcnJy8vT0jI+PJ5KSo6Ojg0NCgkNCbCE1AgAsBiRFy/FgtS8AAGA68rzFrKKy8tatW4uLi/Nz88PDw2qVcmJ8YnFxcXxs/LNPP/P19UWhUGFhYYlJiXgCMSo6ysnJ6UnjFe3s7Pz9/QvM7t27d/zYsYWFxfHxMa1GMzg4ePHCxY6OjsbGRtPR7PCw0NDQqKjoJDwOh8N5e3s/6Wg2AACsDEiKAADweI6Ojliz5UHfly9fHjQatVrt6MjIwvzC8MiIUqFcXhf08fFJTEwkJCdHRUWFhoYEBQc/6T21sbEJDQsLDQvLyMy4f//+jRs3JsbGdTrdoNE4v7AwNzs7OjLa2dFpOkbtgkSjI5KTk+MT4sPCw0NCQtzc3OCjAgCsMEiKAADwLf6utLX18fHJzsnJzsm5/+D+scVjC/ML42OjarVmaHDw3LlzLS0tbDbb3d0dhUKFhIXGxcbhiYSEhARXV1dbW9unHM0mJBMJyUQEAnHu3LmFhYXZmVm9TqvX648tHjPo9VKJxMrKKigoKDQsNCIiIiEhkZBMDA0NdXBwhJZ4AMAKgKQIAADfjbWVdahZRmbGK6/du3HjxujIiFajHRoanJ9fmJ2ZMRgM7cI2Jycnd3f3mJiYZFJyTGxcaFhoSEjIk4bvIBAIXzMikVhTW3P79u0Tn3+u0+n1Ot3M9PTc/LxMKhMNiJydTQ3XmwID8QQCLikJg8WGhARvCgyEjxAA8JxAUrQsUAgGwNpiY2Pj6uqakpqaYh6veOrUqYWFhanJKa1GrdcbTp86JRoQtbe1OTg6hpkfOkdFR+FxeDwB7+3j85Q9iA4ODuEoVDgKxWQxb964sWBuuB40Duq02rGxsePHjk1OTOz/9FNvb+/w8PCw8PCY2BgikRgdE+Pq6grHqAEAzxAkRUsBU3IAWAc2maWmpu7ctfPWrVsz09Narc5oMMzNmsqoOzs6uru6luth0Gh0cgopMSHBtAcxNNTFxeVJr+nk7BwVHR0VHV1QWLi0tHTp0qWR4WGNWj0+PjE3Ozc1NaXRaBybHZydnV3d3OPj4/EEfFx8fHBQcGhoqJ09HIgBAPwgkBQBAODZs7KycnJyiouPj4uPRyD2XLx4cWF+fm52TqvT6jTaxcVFg8EglUqtra2DgoPDwkIxWGxSUhIxOXnz5s1PqXKxtbX19fXNzMrKzMpCIBDHFo8dO3ZsfHxMr9XpDYbz58719vQIWlocnZxMbdRhYRFYDIFITEpM9PP3f8qDbwAAeBJIigAA8Nx5meHweAaLad6DeEKn1+k02pnp6dm5ObFIPNA/4GwWFBxETE7G4XBodERIaIi3t/dTXjY4JDg4JJhKo95/6f7Nmzdnpmc0Ws2QcXB2ZnZhYb69vb2rq9PcOuOEQqPNDde4UNMz8FAPD0/41AEA3wYkRUsBT58B2CDMexDDw1HhTCbziy++WJifX1hYMOj1Wq1ucmJiZnpm0Dh4b2lpU2BgWFgYGo1OSExIJpHCUSgnJ6cnbWW2trZGIpEJiQkJiQkIBOLChQvHFhdnZmcHDUaNWr1onvWtUiofPHgQGBgYjkKhwsMTkhLxeDw6IsLR0RF2SAMAngSSIgAArBokEhkTGxsTG1tcUnL37t3z588bDQaNRjM5PjE3N6fX62UymTPHdN7Z398fTyTg8XhsZGRISEjgU887e5sl4XBMJvPOnTunT5/WabUGvWFycmJhYUGtVEpEIucGpJOjk1+AX1JSEoFIxGCwIaEhW7ZsWcG7BwCsAZAULQxMSANgo7Kzs1s+EFNYVHT37t3FhcVjxxYHB03nnYeHhk+dOtVQzz60/6CXt5dpSTIcFRsbm0xKjo6JQSKRTznvbG9vH2xWWVV16/atY4vHFufnh0dGtWr16OjoqZOnZmdmjxw67OHpGR4eHhoaGhMXh8fj4xPi3dzcnjQJEgCwccDfAgAAYHHs7OzQEWh0BDorO/vevXtXr14dHh7WqEzZbm5ubnpqWqvRtjQ3Ozs7e3h4JCQmEgiEuPi4oODgkJCQJ5UKmlpnHBwxZrn5+UtLS9euXRseGtbptCPDI4sLC7Ozs3q9XigUOjk5ubm7RUVFJycTY+PiQ8NCg4ODnZycVvY9AABYBEiKluIB1D4DAB7HxsbG09MzzQyBQBw/dvzYscWx0TGt6YGy/vz58x3t7Y18vouLS1hYWFh4eFR0FJFITEhI8PTyesqioK2trell09PS0k0ve+LEicWFhampafNzav2pU6elEklXZ6ednX1oaEhoWBgGg0nCJeEJhE2bNj3ldDYAYJ2BpAgAAGtJUHBQUHAQhUp98eWXbty4MTU5pVarhgaH5syGh4c72tqdkaaRjdHR0XgCITEpKSQkJDQs1NHR8Skvu9mMTKHs2r3r9u3bMzMzep1pEuTszOzc3Fxvd09vT8/y6ezg4GBCMjEpKQmNRgeHhPj4+Kzg3QMAVhokRYsBi4oAgO9iuTYah8fh8DgEAnH27NnFhcWpqUm9Tq/RaE6dPCmTybq7u+3s7EJCQsLDwzFYLIFoGpQTEBDwlNmKVlZWjo6OsWY7d+26cuXK8ulsvV6v1+qmp6enpqYMBsO9e/cCNm0KCwtFodBx8fHEZGJERISzs/NTnn0DANYiSIoAALAe+JkRk4nbtm+/devW4uKiRqU2Gg3TU9Pz8/Pd3d09PT1IJNLJ6eFsRRweb3paHRbq5u7+lJd1d3dPSExMSEwsr6i4e+fOuXPnDAajVqOZmpycn583GoxymdzZyfTP8mlrPA4XFRNtOkETEgLDdwBYByApWgrYpggAeFYcHR2xZtt37rhy5cryaRWjwahSqRbm54eHhlRKJQKBCAwMRKFQKDQah8PhCfiw8PCnb0C0s7cP3Lw5cPPm4pJi0+nsRVNFzMjwsE6rHRoaOn/+fHNTE7u+3s3VNczURh0WGRlFIBISEhM9PDyeUnINALBkkBQty+OH6gIAwPfl7u4en5AQn5BQWVV1586dM2dOazWm2YoTE+ML8wtyuVwsErHr652cnDZv3ozD44nJRBQaHRoa5ufn+w2ns82ysrLu3bt3/fr18bFxjVo9OjIyNzc3Pz8/aDTaO7Q5Ozsjkcio6Gg8Hp+QmBhiOhwTinRGwucJwFoBSREAADYKe3t703GYINNsxZs3by4uLi7Mzw8NDatVqonx8fn5+dHR0c8++cTXz89c4xIen5hAIBKjIiMdnZyesgHRxsbG3d09JTUlJTUFgUCcPn16cXFxenLSYDBotdqTJ04qFYq+nh4bG5ug4OBwVDgKHYHDJeHw+ODgYDhGDYCFg6RoOeD5MwBg5Tg5OUWaFRQW3r1798rlywaDUafVjo6OLiwsDA0NKRQKPp/v5OTk4+uTlIQjJhMjI6NCQ0O2BAU9/ZUDzEgk0vadO2/fvrWwsKjTaI1G4/T09ML8/EDfQF9vH9LZ2dHJKSgoyPTgm0gwr2KG+vn5rdTdAwC+LUiKAACw0dnZ2fn4+ubm5ebm5d6/f//Y4uLCwsLo6KhGrRkaGjp39pxpA2JdvbuHezgKFRYaGhcfhycQ4xPiXV1cbJ7a4+Lg8HDH5Nbt265du7a8ijk4OKhRq6enpmdnZ4eHhz/++GM/P7/wcFRoWGhCYgIej4+KjnZ2dn5K8QwAYMVAUrQUD2BKDgDAAlhbW4eGhYWGhWVkZt67d+/GFzdGRoa1Wu3Q4ODC/MLMzIzhyx4Xdw/32Ni4ZFJyTGxsWGhocEjI04+tuLq6Lg/fKSktvXv37sWLF40Gg16nHx0dXVxcHBkZVioUzU1NTk5Onl5e8fHxBCIxJiY6OCQkODgYegUBWC2QFC0M9D4DACyGjY2Nq5trKpmcSiYjEIhTJ0/Ozy9MTU1pNRq9Xn/m9On+vj5ha6uTk1NYeFhoaFhUdBQeT8Dhcd7e3k9PjXZ2dv7+/vkFBfkFBeZVTNM65tjYmFajHRw0Xrxwcbl4BolEmgb5hIVFRkXi8HhcUpK3jw8cowZgJUFStBiwTREAYNk2BQZuCgwkU8i7du+6devW9NSUVqs1GoxzsyYTY+NdnZ3Ozs6urq7oiAgSiZSQkBAaHhYaEoJ0cfmmVczQ0LDQ9IyM+/fv37hxY2J8XKfTDRoH5+fn52ZnR0dHO9s7nJFOSKQLOgKdnJwcn5AQFh4eEhLi5ub21evA+EYAngdIipYFpuQAACyflZWVk5PT8vAdBAJx4cKFhYWF2ZkZnVan1+lMhS46nUQstra2Dg4ODgsLw2CxOByOQCQEbt789MPOy8UzBCKRQCQiEIhz584tLCzMzczqdDq9Xr+4sGDQG6QSqZWVVVBQUGhYKBodkZiYSEgmhoWF3b9/fwXfAwA2CkiKAAAAfhBvMzwez6quvn379ufHj5uCnVY3NT09PzcnEon6+/uX62FCQkIIyck4nKkzOiQ01MvL6+mv7GtGJBKra2tMr/z558ulgjPT03Pz8zKZTDQgcnZ2dnJyCjIN3LF3eGq3NQDge4CkaCkewONnAMDa5+DggEKjUWg0q7r6+vXrCwsLC/PzBoNeq9FNTU5+1RkduCkwLDwMjUYnJCYSScnh4eFOTk5Pf3xsemUzJpN588aNhYWFxcXFQeOgTqsdGxubn5u7ffv23bt3l5aWVvB2AVj/ICkCAAB4LlxcXB497Hze1Blt0Kg1k5MTc3PzWp1OJpU6OTs7OTtvCgjA4fF4Ah6LxYaEhmzaFPj0V3Zydo6Kjo6Kji4oLFxaWrp8+fLw4JBGozEa9EHBQQ8ePIA9iwA8K5AULWxKDpx9BgCsR3Z2dssHYoqKTZ3RC/OmFcGhQdOK4PDw8IkTJ6ampg4eOODt7R0eHh6OQsXFxSYnkyKjo1yQLtY21k/7NmZr6+Pjk5mdlZmddf/+/atXr67gbQGw/kFSBAAAsKLs7OwiMBERmIic3JylpaWrV6+ODA+rVOrxsbG52dmpqSmNWtPc5Ojs7Ozp6ZmQmEggEmJj44KDg0NCQ56+WGhtbe3h4bGCtwLA+gdJ0WLAlBwAwMZja2vr5eWVlp6elp6OQCCOHTt2bPHY6OiIXqfT6/QXLlxob2vj83guLi7h4eFh4WFR0THJycT4+HgPT08Yxw3ACoCkCAAAwFIEm1Fp1OXBipMTk2qVamhoaG5ubn5udmhoqL2t3dnZ2cXFJSY2hkAkJiQkhISYZjE+ffgOAOB7g6RoKWBJEQAAvjZYEU8wHXNBIBBnzpxZXFycmpzU6/RajebUqVNSibSrs8vezj4kNCQ8PByDxRKIBBwO5x8QACUuADxDkBQBAABYOn+z5OTk7Tt23Lp1a2F+XqPWGI2GadPIxvmuzs7u7m4XFxc7O7tdu3f/87/+y2pfLwDrByRFCzv7DAAA4KkcHR0jo6Iio6J27Np5+fLlxYWF2dlZo8EoGhgYHR09feoUvH8APENPGz0AAAAAWDIPD4+ExMQqOv33//aHPS++cOf2bWtr+L4GwLMEf6IAAACsB3AUGoDnAZKixYCnz2C9gFOoYFXAHh4AngdIipblaSNlAbBs9+/fRyAQU1NTf//zv+Pz+CdPnoQGXgAAWOvgRAsA4Nnw8PCIjIw8duzYgf37uRyOq6trfHw8hUrF4fEoNCogIADeaAAAWHMgKQIAno24+Pgj9XVTk5MajUYiFs/NzonF4o6ODg8PjwgMJjo6OpmUTKXSAjcHwrg7AABYKyApAgCe0d8mtrZhZvkFBXfu3FmYnxeLJTqtdmJ8fGx0VKvRLC80YrDY9PT0JDwOg4nYsiUI3n0AALBkkBQtxYPllhYr2KkI1gN7e3sMFovBYl96+aXjx47Pzs5oNBqZRDo+Pq7X6SRisTMSicVgMFhMMolEoVLDwsLs7e1X+6oBAAB8HSRFAMDzFRQcFBQclJGZ+bOf//zz458r5HKFQjE5OTk5MaHX6wUtAmdnZzQaTaZSSSQSOgIdHh4OHwkAAFgISIqWNd8BVhTBmnb69GkEAuHj4/PYyXZ2dnZh4WFh4WFbt287ffr0zNS0cdAoGhCNjo6MjIyoVCp7e3s0Gh0ZFZmEw6Wlp0dERDg6Oq7GfQAAAHgIkiIA4JkZ6B/4//7t32Lj4tIzMhIS4jEYjJe392O/MsCMmkZ77fXXz549K5fLVQrl6Ojo1OTkyMiIsFXo7PzfwcHBtLS05ORkTCQWhULZ2NjARwUAACsMkqLFgNpnsA48eHDlypX+vr72tjYvL6/IqKjo6GgyhZKamurj+/iFRltb28DAQIbZ+fPnZ2dmBgeHZFKpXqebm5sbGhr6wNoahUJFYCJweDyFSo2Li3NyclqNewMAgI0IkiIA4BlDoVAYLGZmZkan1Srk8vq6Olc3t6SkJCqNlpSUiEajfXx9H/sLfcxIKSkvvvTixYsXNSq1VCodGxubmBhvFbR2dXYhkcjAwMCU1FQyhYLFYtARGAcHOAcDAADPESRFCzv7DMAad+/ePWxk5N6P9n3++eeTExMatUYkEi3Mz/f39gpbW729vTFYbGxszHLa8/X1fexCo42Nja+vb1FJcVFJ8dWrV6empsZHxyRisVarPX78+MTExGeffhoSEoLFYuMS4tPS0uITElxdXa1gdAAAADxrkBQtDHyrA2vfvXv3EAhEqFl+QcE/3v7F/NycSCTSabTj4+NGg0GlVNbX1bu7u8fGxWVkZMQnJmAiMD6+Po99NTc3N4LZth3br169qtNqZTLZ0ODQ1NRUR0dHT0/PR3v3+fj6pqSkkCnk6OhoFBrt4uKy4jcNAADrEyRFS2E++gzAujrLv8zBwSEyKioyKgrxGmJhfn56elqpVEklkrnZWbFI1NHe7uXlhY2MjIqOplDIqWSyn5/fYxcara2tPTw8snNysnNyvrjxxez0zNjYuEIuUyiU586eZdfXHz50aMuWLRgMJj4hgUwhE5OT3dzcrK2h3R4AAL4/SIoAgJUTGhYWGhaWm5d3586d2ZlZqVSiVqknJydNC40KBYfNdnV1TUhMpNKoSThcBBrt6+f32NdBOiPjExLiExKqa6qvX78+PDQkFomHhoYmJyZEogGRSPTpJ594eXnh8fi09LSomBgMBuPu7g6fNAAAfFeQFAEAq8De3j4qOioqOurlV15ZXFyYnJzSajSiAdHc7KxoYGD56DQGi42JjUlJSaFQKH7+/o9daLSysnJ1dSVTKGQK5c6dOzPTM1NTkzKZTCFXnDxxQiAQ8Lg8P3+/5VPYFColmUTy9vaGgTsAAPAtQVK0GPD4GWxUISGhISGheXl5//CP/zg/Py8aEOm0ph2NQ0ajSqlsqGe7ubnFxMZmZGQkJCViMBjfJxydtre3j46Jjo6JrqisvHXr1sjwiNQ8bWd6akohk0slkiOHD7u5uSXhcFQqNSExAYVGP+mlAAAALIOkCACwFPb29lgzxKumhcaZ6RmVeUfj9PS0VCLp6uz08PSMioyMiopKNe9oDAgIeOxCIwKBcHR0JBAJBCLh/v37s7OzU5OTGrVaIpYsLi72dHcLWlrMp7AxMTGxpBQSmULx8/Ozs7Nb8TsGAABLB0kRAGC5C43ZOTl37tyZn5+XSiQqpXJqcmpwcFCpVHI4DS4urnHx8TQaDU/Ao9Bof3//x76OtbV1hFlxScmtW7dmZ2fFAyK9Xj9hOoVtVClU9XV1bm5u0dHRaRkZiUmJERERmzZtWvHbBQAACwVJEQCwNhYaX3zppWPHjk1NTuq0uoGBgdnpmeWFRk8PT0wkJjomJoWUQqFR/f39n7Q66OjoGGOGQJhOYc/MzKhUKplUZno8rVD09PS4ublhIyOxWKxp5g6VEhQUBAuNAIANDpKiJU4VAQA8VrBZTm7uz//+7xYXF8UikVajHR8dGx4aVqvUHHbD8upgRmZGYlJSBAbzpIXGr05h5+Tm3rlzZ3FxUSaVqpSqqcnJ8bExrVrd1Njo7OwcGRlJoVGTk5NRaHRwcDB8KACADQiSomWxWu0LAGBNsLe3X36mvLzQODM9o1arpGLJ5OTk8uqgh7t7ZGQUNjrStJ+RQt4UuMnW1u7pL7V7z54TJ05MT00Z9HqRSDw5MaHX6yUSibOzc0RERGRU1PLMndCwMAcHhxW/YwAAWB2QFAEA62GhMSs7687f//3y6qBSoZicnBweGVapVXwuD4lExsXFUWg0ApGARqMDAgKe9FKbzTIyM9/8yU9OnTolk0hVatX46NjU1JTRaGxpbkYikaFhYWlpaQQiEYvFhKHCreDnOwDAugZJ0VJA7zMAP9Cjq4PHjx+fmprSabWiAdH01JRcLu/p7nZzd8dgsdEx0SmkFCqNGrBp05O2IdrZ2Zni57attdu2njlzZnZmxqDXy6Qy4+Dg5PiETqu1s7NDo9EYLAZPIFCo1OjoaFhoBACsS5AUAQDrUJBZdnb2z37+8+PHj4tFYo1aPT42Nj46ptVoeByuq6trVFSUeUcjDoPFPGWh0d+MTKG8+vrr58+fVyoUcpl8fHxsYnxidHS0o63DGekcFBREJpNTKeQIDAaNRj9pdg8AAKw58NeZhbGCnYoAPEv29vYosz0vmBYazTsa1TKpZGJ8QqVS9fX1ubm5RUZFRkZGpZJTyRRKYGDgkxYabW1tAwICKiorKyorL126NDU1NTo8LBZLDHr93Nzc8PDwR/s+CgkLjYqKjE9ITM9Ij4mJQSKR8HECANY0SIoAgI210JiZlXn37t8dWzwmk5l3NE5Mjo2OadQaPs+0ozE2NpZCoxKJRBQaHRgY+KSX8vT0JJnt2rPn8qVLarVaIVcMDw1NTU21tgi6Ors+eO89/4AAMjk1JZUcFRWFRqMdnRxX9nYBAOAZgKRoKWBKDgArxs7ODoVGodConbt2nThxYmpyUq/TDQyIpiYnlUplX2+fq5srBmOa0ZhMItFotMDNT1xotLGx8fbxKSwqKiwqunr16uzMzOjIqEwmU6tUp0+ePHjg4GeffhYSEoLBYBISE8lUCh6Pd3FxsYKnBwCANQKSomWBZ88ArLDl886ZWVk/+enPPj/xuUQsVqtUY2Pjk5OTOp2OxzXtaMRGRmZkZiSZdzQ+ZaFxuVQ6CYfbun3btWvXDAaDRCwZGR6aGJ/o7u7u6+vbt3evr68vkUik0mhR0VEYDAbp4rKytwsAAN8NJEVLAWuKAKwuO3u7MLPlhcaZ6WmNWiOVSMbGxsxnqAeWIyMWizWNaKRStmzZ8qSFRmtra3d39wyzW7duTU1NTU5Mmod7K0+fPs3lcuvr6jYFBkZGRcbExFJpVDyB4OnpaW1tveI3DQAA3wCSIgAAPH6hMT0j46c//9nnnx+XSWUKuWlG4+TEhFajaW5qQiKRUdHRNBqVaG5w2bx585PeREdHx3gzBotx44sbQ4ODMqnMoNdPTU+J+gdEA6ID+/d7eHgQiEQKlRIXH49GoT29POEjAQBYCEiKAADwRHZ2dmFh4WFh4dt37Dh58uTU5JRBb9rRODkxoVGrRQMDLi4uGAwmKjoqOZlES097ykKjFcIKiUSmkk2tMXfv3p2dmZmcnFQplVKJ9MSJE8LWVh6X6+/vj8FgYmJjU0wnYVK9vX1g4A4AYHVBUgQAgG8l0CwjM+PNn/zk5ImTEol5R6O5wUWv0zfyG11cXLBYbHpmBg6Hw2CxT1lotLOzi4yKioyKKq+ouHnz5uTEpEg0YDQYJ8YnTEN8ZLKjR464u7vHxcelpaXHJyREYCJ8fX3hcwIArDxIihYGjrQAYPHs7OxCQkNCQncsLzTOzMxoNRqpRDo6MrJcFY1EIrGmDY2RKakpVCo1KDj4SQuNCATCyckpMSkxMSnxwYMHs7OzM1PTSqVSJpPNz80N9A+0Cds8PT0jIyMjo6NSU1NTyeSAgICnvBoAADxbkBQtxYMHq30FAIDvu9CYlpb245/85MSJE3KZXCGXm/Yzmkr/dMs7GiMjI6lptORkEjoCtWVL0JNeysrKCm1WUFR4+/bt2ZlZqVSqUaumJqcGBweVSiWH3eDi4hITE0OhUQkEIhqNCnzysiUAADwTkBQBAOAZsLOzCzXbum3r6dOnzTsa9QMD/RPjE18tNEZERETHRBOJybT0tKCgIHt7+ye9moODQ3RMdHRM9CuvvrK4uDgzPa3V6sQi0cy0acWxr7fX1dUtAhMRFR1tmrmTRnv6qwEAwPcGSdFiwKIiAOtFgFlaetqP3nzj9KlTEolEpVSNjY1NTU4aDIamxiYXF5eIiIj0zAw8Ho/BYp6y0IhAIELMsnNyfv53P//8+HGJRKJRa8bHx6dN+yN1jXw+EolER0Skp6fjCfgIDCYkJGQF7xUAsM5BUgQAgOfFzs4uKDh467ZtW7dtO33q9MzsjE6jlUokw8PDg4ODMpnM2dkZa9rQiCWlpFCo1JCQkKcsDdrb24ejUOEo1K7du0+ePDk7M6PTamVS2cjIyPDQkEIud3J0jMBgIjCY5ORkCpWCjohwcHCATxcA8ENAUgQAgJUQsCkgYFMAlUp948dvnDx5Si6TKRSKifHxSfPj6ZbmluXUSE2jkUgkNBodFBz8jfsjaWlpb/74x6dPn1bI5XLTq01MjI8PDg62CYXOzs6hYWEUCiUlNQUdEYFGo6FCEADwPUBStBQPEMtHWuDwMwDrnK2tXbBZTW3tmTNnpqemDAbDQP/A+NiY0WhcXmiMiHi4B5GWnvb0hUZbO7stQUHM6mpmdfW5c+emp6aHhobEYtHw4NByn/WH778fhkJFRUUmJCalZ6RHYrFOzs4re8cAgDUMkiIAAKwafzMqjfba66+fOXNGuryjcXR0cnLSaDS2NDUhXVxQaHRGRgaegMdgscFPXWj0NSNTyC+9/NLFixcVCoVSrhgZGZmemmrkN7a3tb/9v/+7ecsWKpVKSiFFRkaiUGg7exi4AwB4GkiKFsO8pAgrigBsTHZ2dlu2bKmprV1eaJyZntHrdBKJZHhoaGRoSKlQODk5YbCmf0ipph2NYWFhT1totLX18/MrN7t06dLszMzw8LBMItVqtccXj300tu+jvXvDwsMjMJikpCQKlZKQmOjs7AyPpwEAfwuSIgAAWOJCI4VKef2NH5n2IMrkcrlsfHx8YnzCaDC2CgTOSGQEBrO8NIiOiHj6YWdPT08CkUggEnft3n358mWdRiuRSkZHRiYmJjva2nu6u99/D+kf4E9KMQ0Jx2IjMZgIRyenFbxdAIBFg6RoafsUAQDgIVtb2y1btjCrWcxq1rmzZ6empgeNxoGBgdGRkeHBIaVc7mg+7BwZHUUgENLTM0LDQp+y0Ghtbe3l5ZWbn5ebn/fF9etTU9MTE+NSiUStVp8+dfro4SOHDhwMCgrCRmLj4uKpNBoOh3N1c7W2tobPA4CNDJIiAACsAb5+fr5+fhQq5ZXXXj175oxMJlMqFKMjo1NTpgYXQXMLEolEodFp6elEIgGDxYSEhD7l1ZAuLkm4pCRcUk1t7fXr1w16vUwqMxoM09PTPd09/b39n3z8sbe3NzGZSKFQY2Jj0RFoNze3FbxdAIClgKRoKR7A5G0AwLdga2sbuHkzk8Vislhnz56dmZkx6HRSiXRwcHB0ZEStVDqYFxqxWCyJlEyl0cJRqKcsNFpZWbm6uqalp6elp9+6dWt2ZmZ8fFyhUChk8tOnTzfy+PV17MDATRgsJi4uLpVMIZGSPTw9bWxs4LMCYIOApGhhrOBMCwDg2/IzI5PJr77++tmzZxVyuUwmGx8z7WgcGhwUtrYikchwNIpGpZmmKqLRoWFhT3k1R0fHmNjYmNhYBpP5xRdfjI6OigdEQ0ODE+MTMqlMIpYc2H/A09MzEZeURkuLjYvDYCI8vbzg0wJgfYOkCAAA62KhMTCQzmDQGYzz586bH0kbRf0DIyMjYyOjGpXawcEBHYGOjozCEQnp6enh4Sh7h6f1RCORyGSzpXtLs9Oz01OTcvNC47Fjx7o6Opsbm3x9fSMjI6OiosgUCimF5OvnZ2sL31AAWIfgDzYAAKwrPr4+Pr4+ZAr55VdeOXfunFwmM01VHB2dmpwcHhoWmBcaw8LD09LTiMRkLBbz9IVGWxtbbKSpb7CkrOz27dsT4xNSqVSr0UxPT6nVaplMVldX5+rqmpCQQKVRk3A4FBrt7++/grcLAHi+ICkCAMD6ZGtru2nTpi8XGs+ZdjQaDBKJxGgwjo+NaTUae3v7iIgIDBabbN7RGIFG2z+1J9rBwSEhMSEhMQGBQMzNzU1NTmk1aolYMj8/LxKJOtrbPTw9MRhMVHS06QWptE2Bm+zsYLI3AGsbJEVLASdaAADPj4+vr4+vb0pq6suvvHL+3P9e9+MAAHOvSURBVHmlQiGVSsfHxybGJ4aHh9vb2pydncPDw6k0847GiIjw8PCnv2C4WUFhwZ3bd+bn5yVisU6rHR+fGBkZUavV3AaOi6sLNjIyPSMdh8OhIyK2bNkCny8AaxEkRQAA2EBsbW0DNgVUVFVWVFVeuHBhempq0DgoEouGBofGx8e1Wq39e/ZoNDoqKgqHx6VnZKLQKIenLjTaO9gvP55+6ZWXjx87NjMzo9FoZFLZ+NiYTqsVD4iQLkjTSWzzyiWFQgl9arsMAMDSQFK0FDAkBwCwwry9vb1TU1NSU198+aUL588rTIdW5CMjI1OTkyMjI62trcg//XdoWGhaWnoyKRmDxX7jQmNQcHBQcHBmVtbdv7v7+fHPZXKZSqGcnJyYnJg06HQtzc3LQx8pVCqJREJHoMOeukUSAGAJIClaGBiSAwBYcba2tv4Bf1lonJmeNhqNUonEoDdMTU7pdXo7Ozt0RAQWiyUmJ1OpFAwW+/SFRjs7u7DwsLDwsO3bt58+fXp6etpoMIoHBsbGxkaGh1UKpYODPToiIjIyEofHpaWno9BoR0fHFbxjAMC3BUnRckCbHwDAMhYavb1JKSkvvfzy+fPnlQqlTCodHxsbHx8fHRlpb2tDIpEhoaFUGi01NSUCg0GhUE9/wQAzGo32+o9MQx/lMplKqVxulxkeHjatXCKRwcHB1DRacjIJG4lBhaOtbaBCEABLAUnRssCSIgDAQtjY2Pj7+5dXlJdXlF+6eHFqampoaFgsGjAajNNTUwa9/sP330ehUaYdjTh8emYG+pvWBZeHPjKYTAaTef78+dmZmcHBQZlEqtfrZ8z/+wPrD1CocAwWi8PhqDRTi6CTk9MK3jEA4DEgKQIAAPgGnl5epJQUUkrKCy++cOHCBYVCoZTJh807GnmjvDZh2//8+c/BISG0NBqJlILFYsPR4VZP/cnXx4yUkvLiSy9duHBBo1bLpLKx0dGJiQlBS0tnRwcSiQwMDCSTyakUCgaLwURE2ME5GAAsJCnC+KvVAQ+fAQAWz8bGxs/Pr9zs4sWLMzMzQ0ajRCLV63Sm3Y0Gw4e276PQaGwklkAgUtNokZGRT9/RuPyCxSUlxSUlV69cmZqaGhsbk4glOq32+PHjn3766aeffBIcGhqJxcYnJNDS0+Lj411cXKyg+BSAVUmK9x88uLe0JJfJIqMiIyIiVuwiAAAArDleXl7LjX97XnzxwoULKpVKJpGOjY6OT4yPN463t7W7uLgEBwdTqNRUcioGg0Gh0U9PeG7u7gQikUAkbt+x48qVqzqtRi6XDw0OTk1Otbe39/T07P3wQ1/zVEgymRwVE41Go5FI5AreMQAbOyna2dkFBW25d//+xx991NfXl56eTmfQ8QQCVHmuDJi8DQBYo5bXBUvNLl++NDVpOqoiFokNyxsQjca9H36IQqEio6KScLiMzAwMBvP0HY3W1taenh45ubk5ublf3PhiZnpmfHRMrpAr5Ypz587VHz166ODBoKAgDBYbHxdHoVIIRKKbu7uNjc0K3jQAGy8p2tjY/NNvfhMVHSMUCLRa7Scff8zjcvF4PJ3JpKXRAgMDV/U6Nw440wIAWMM8PDyTSaRkEmn3nj0XL15UKZRyuXxkeHhycrKRx29va/u///mf4JBgGi0tmUTCRmJRKJS19dNOOiOdkQlm1bU1169fHxoakohMc8InJyf7+/oG+vs/+eQTLy8vCpV6+/Yt2D0FwPN9+uzh4bHnhT2sapZGrWnk83t7egbM4uPjMrOyGUxGBAbz9D/S4Ht7ABsVAQDriI2Nja+vb0lZaUlZ6eVLl6ZnZoYGB6USqU6rnZudGxoc+vD9D1BoFAaDJSQTqDRadHT003c0WllZubq6Uszu3LkzPT09NTkpl8kVcvnJkyc5DQ337t2zsraG5zMAPPcTLUgkMiMzIz0jfXFxkcfl9nT3GA36wcGhQwcP0tLTGAxGMonk6en5jC8EmMGKIgBg/fHw9CSa7d6z59KlS2qVWioRj46aZjS2NDd1dppOOgcFB1Ep1FQKOQKDQaPRT1+VsLe3jzGrrKq6efPm6MioVCLR63UjwyMPzODICwDPfUqOlZVVaGjo3//DP+zctUshl/N5PKlE2tzY1N3ZFZ+QkJ+fX1lZGbhl8zO7EAAAAOudjY2Nj49PUXFRUXHRlStXzLWBo2KRSK/Tzc3ODQ8N7927Nzw8PCoqKhGPy0jPwEZiv3GkopOTE4FIIBAJ9+/fn5qaure0tFJ3A8CG8M3zFH19fcvKy4tLSkZHRg4eONDAbtBqNBq1et/evUXFxcWlJUQCwQFamAAAAHwX7u7uxORkYnLyzl07L1++rFKp5FLZsHlHY1NTU0dHx9v/87+mhUYaLSUldXlH49PPrFhbW0dGRsKHAMDqTN62sbGJT0j42c9/zmngeHh4hIWHj4+N7f3wwwY2OyUlpaikuLikxMPD4xlf3UYCe2sAABuTjY2Nt7d3kdmVK1emp6eHh4ZlEolGo1mYXxgZHtn34d7wcBQ2EoPDE9LSaNExMVASDYCFdrTcvnPn3r17rq6uB48cHhsZ4XI4Mqmsra1tYGDg3bffKa+oKCgsTEhMhJGoAAAAvgd3d3eC2a7duy5duqTRaCRiydjIyPj4uKBF0NnR+fb/Irds2UKhUskUMgaDRUegYTgOABbX5vcAgXCwt6elpdHS0sbHx3u6u/lc3szMzH/9538ePnSITKFU0avS09OdnJ2fwwWvd5CyAQDA/CjZ29u7wOzq1atTk1OjoyNikUin1S0uLo6Ojn780UfhYeHYKGxSUlJ6RkZUVBR80wHAgnqfv3pUGmX2wgsvdHd3C5oFMpmUy+F0tHdERmIZLGZGRiYGi3mmF7xuwdNnAAB4LDc3t+UzKzt27rxy+bJapZbJZcPmkYotzS2dHZ3vvP3O5i1bqFRqSmpKZFQUGoWysf2e390AAF/zbP4sIV1cKiorS8vKjAZDm7Ctpbl5ZGREp9WiIiLS09OrGHQikQhdLwAAAH4IU3eLl1d+YUF+oWmhcWZ6enh4WCaRajSa48eOfbRv30f79qFQKBQavefFF3Jzc+HdBuCHe5Y/ddnY2OAJBDyB8PqPftTaKhC2tmo12k/NXS84PI7BYtFotM2bYbAOAACAH8rNzQ2Hx+PwePNC4xWt1rSjcXh4eGxsrL2tLTY2FpIiAM/Ec1mf9/H12b1nD7OapVVrm/j8np4eiUgsFoli4+KzsrIYDAYmEgtdLwAAAJ7RQqNnbl5ebl7etWvXfvPr3xw+cACOuQDwrDzHnRxIZ2R6Rvpy1wufy+vp7tbr9cNDpq6XtLQ0OtPU9eLl5fX8LgAAAMCG4urq6u3tDdu+AXiGVmLPb0hIyM///u927Nq53PUiEUubmpra2tpweHxefn5lVeWWLVtW4DIs3fIZIajzAwCAH+D+/fvw/gHwDK3c6TAfH5/SsrLi4uLR0TEel9vX16tUKDQq9Uf79hUWFpaUlRCJyTBMFQAAAADAcqz0HAFrG5u4+Li4+Lg9L74glUjYbPbI0PDH+/ZxOQ0k0nLXS6mn50bsell+XAJLigAAAACwHKs2cSrEjFVdrVQoeFyeTCrtaO8QiUTvvP1ORUV5QVFRoqnrBYITAAAAAMCqWeXZpHZ2dstdLxMTE73dPXweb2pq6o//9cfDhw6TKZRKelVGRoYzdL0AAAAAAKwGS5liH2m2+4UXenu6W5qbZVIZj8vt7OjAYLFMFjMjMxOLxSI2BFhGBQAAAIClsJSkuAyJdC4rLy8pLTUYDO1tbS1NzeNjY2/98ldoNDotPb2SXpWcnGxnZ4dYj2CsAwAAAADWSVJ8rjsIra2t8Wav/+hHQkFra2urRqP59JNP+DxeUlISk8WiptHW62AdWFEEAAAAwNpOiiu2+uXt7b1z9y4Gi6nRaJobm7q7uqRSqUQsjomLy8zKYjKZ2HXU9fLg4UBFAAAAAIC1mRStzDHx4oULv/2Xf62iVxGJRDt7e8Rz5uzsnG527NgxPpfX3d1t0OtHhocPHzpEo1EZTGYyieTt7f28LwMAAAAAYKP5bgtyfv7++QX5CATi008+2bVj50svvMjn8W58cQOxIoKDg3/2dz8/cPjgvo8/Kisre3D/fktzy4t7Xti1Y+fb//d/x48fX5nLAAAAAADYIL7bmqKLi8tHn3yiVCga2GyJWNLS0tLX1xeBwVRXs3Jyc1FoNOL58/H2KSktLSouHh8b43K4fb19KqVSo1Z/vO+j/IKC0vIyIpHo5OSEWHPg4TMAAAAA1vo+RRsbGwqVSqFSR0dH21qFfD5/Ynz8n976p/37D2RlZVbX1sbGxq7A3kFra+uY2NiY2FhT14tY2sCuHxoa+vSTT3hcbjIpubikpLikxMvLC7HmwLBxAAAAAKyDKTkxZi+9/FJzU5NQKFQplXs/3Mtp4FDTaKxqVmoq2d3dHfH8BQcHb92+lVnNVCmVPC5PKpV2dnRKxJJ3336n/MuulzVx6gVOtAAAAABgvc1T9PTy2v3CCwwWUyFX8rjcvt5eQXNLV0cnkUgsKS0pr6z08fFBPH92dnZUGo1Ko01OTPT29vK43KnJqT/98U+HDx8hU8gVlZVZmZnOSOQKXAkAAAAAwLrxbCZvu7i45ubl5uTmjI+PN9Sze7q7pRKJUqn88MO9VfSq4uLi+IQExIrARkZiIyN379nT29PT3Nwsl8r4XF5XR2cEBsNgMrOyMrGRkQiLBJO3AQAAALCeO1qsrKyio6N/+/vf7dq9u7+vr76ubmJi4r/+4z/rjhxNS0+nM+hUGm1lGlacnZ1Ly8qKS0qMBkNHe3tzU/PE+Piv33oLhUKZul6qKkkpKeu16wUAAAAAwKLb/MLCw8LCX6zdttX0IJjDlctkR48cEQoEiUlJ1bU1GRmZAZsCEM+ftbU1Do/H4fGvvf4jobC1tUWg0Wj2f/ZZI5+fkJjAMnW9pAUFBa3AlQAAAAAArEXPsffZycmppKSkoKBAr9M1Nja1tbbK5XKZTJaQkJCXn89ksULDQhErwsvba8fOnQwmU6vRNDc1dXZ2ymVyqUQaExublZVJZzKjoqJW/9TL8pQcqPMDAAAAwEZIig9/A1vbZBIpmUR68803OQ0NnZ2dBp1+aGjowIH9+fn5dAaDQCDaOzz3opfl5EpLS6Olpf30+HE+j9fd1aXX6kdHRg4fOkyl0RgMOik1xdt7Jc7fAAAAAACsCSu3kLZ5y2ZTw8qhg+9/+EFmVtb1a9f3f7Z/5/YdL+zZw+fxrl+/vmJXEhQU9NOf/ezAoUMfffpxWXk5AoEQtLS89OJLu7bv/N///d9jx46t2JUAAAAAAGzoNcWv8fPzq2LQyyrK1Wo1h83u7+9vFwoH+vsxGAyrpjo7JyciImJlrsTb27u4pKSwqGhifILL5fT39qlVKo1G8/G+jwoKCsrKy4jJySvf9QIPnwEAAACwcZPiw9/V1pZsNjIy0tnRweNwJyYm/ulXb2Ewn2XlZLNYrPj4BGublVjvtLa2jo6J/peYf93zwgtSiYTDbjAajV92vZCKi4tLSku9vFei6wWm5AAAAADA0qxOUvxKrNkLL74oFLQ2NzWp1ep9H3zIYTfQaDQmi0mmUlem6GX5kXTt1q0MJlOtVvO5XIlY0t3ZKRGL33v33dLysqKiosSkpNU/9QIAAAAAsHGS4jJPT8/tO3dU0quUCmVDA1s8IBK0CLq6ughEYnFJSWXVChW9LHe9UMwmJyf7env5XN7k5OSf//TfRw4fIZMpFZXlWdnZyOfT9QJrigAAAACwNBaRFJchkcjsnOzMrMzJiQk2m93X0ysRi1VK5b69eysqKopLSxITE1fsYrBmyyPEmxqb5DJZI5/X1dmBwWDoDHpWTk7k8+p6gZ2KAAAAALAUFvc41draOio6+re/+92hI0f++Kc/JSQmnjl9+r//9KcdW7e9/urrA/39d+7cWbGLcXZ2Li4p2ffRvsNHj/zjL/4xcHPgxMTEb/7p19u3bv27n/1MIpbcvXt3xS4GAAAAAGCjJ8WvhISGvPDSi00tzR/s/bCyqurOnTsN9XW7duxk0Rl1R+tOnDixYldiZW2dhMO99etft3d2/ucf/ysvP//SxUsH9h/YtWMHs4p+5PARGKwDAAAAgHXJgp4+P5ajo2NxSUlBYaFOp2tpbBIIBEqlUi6Xx8XF5RcUMFnMsPDwFbsYLy+v7Tt20BkMrVbb0tTc2dGhUChkMll0TExmViaDwYiKjraxsfkhvwU8ewYAAACA5bD0pLjMxsYm2ez1N97g83nCVuGg0Tg8PHxg//6CwsLKqkpicrKDg8PKXIyp68Xspz//mbnrpVun1Y6Njh45dJhCozIYjJTU1O9xBOfBwzo/AAAAAABLYblPnx9r85bNP/7JTw4dOfz+3g8zszJv3br12aef7tqx88UXXuByOF9c/2IlL2bLli0/+elPDxw6+PGnn5RXVFhZWQkFra+89PKu7Tv+989/XlxcXMmLAQAAAADYoGuKX+Pr61tZWVlaWqpRqxvYDWKRSChoHejrfy/iXSaLlZuft2JFL8uPpIuKiwsKCycnJnhcbm9vn0aj0Wq1H3/0cV5+fnlFOTE52dnZ+RtfB6bkAAAAAMDSrMmkuMzW1jaVTE4lk8fGxjra23nm2Yf//JvfHDhwICsrk1VTEx8f/wN3DX7XI9u/+Zd/2f3CCzKJpKGBYzAY9n/2WSOfT0xONnW9lJV6e3t/8wtZwU5FAAAAAFiKNZwUvxJt9uKLLzY3twhbBUqF8qN9H3EaOFQalVVdk0pO9fT0XLGL2bJlS3VtbRWDoVVreDyeWCzu6e6WSiSmrpeysqLi4sSkxBXLrwAAAAAAGz0pLnP38Ni5ayedQVcplDwer6e7W9gq7O7qJhAJxcXFFVVVfn5+K3YxdnZ2qRRyKoU8NTnV39fH5XImJyb/589/PnrkCJlCLquoyMnJ+XrXCxxoAQAAAICFWT9JcRkSiczKyc7MzpqcnGyoZ/d0d8ulMrVKvW/vvsqqyuKSksSkpJW8HgwWg8FiduzeOdA/0MxvlMqkjfzGrs6uiIgIOoORlZMdFRW1ktcDAAAAALBuzz5/S1ZWVpGRkf/y2381Fb38+c8JCQlnz5790x//tH3b9tdfe723p2eFu1WcnZyLioo+NHW9HP3Fr365efNm05bKX/9mx9ZtP//pT8Ui0d27d62tYYciAAAAACzLeltT/JqQ0JDde3bX1Nb09/XxOFyZTMauq2sXCuMTEqprajIyMzZv3rxiF2NlZZVk9uprr7UJ24QCgUqlOrj/QFNjEw6PQzwwjY20ghMtAAAAALAY6zwpLnN0dCwsKsrPL9DrdU1NzaaIplQqzEUveQUFLBYrHLVyRS8IBMLT03Pb9m10Bl2r0QhaBB3t7TKpzMrKytbW9sKF86dPnw4ICFjJ6wEAAAAA2LhJcZm1jTWBSCQQiW+88SMuh9PR3qHT6UZGRg4dOJCXl0dnMojEZAdHh5XMr1QajUqj/eSnP+HzGzls9sTExPDQUGF+fmFRUVlZGQ6Pt7e3X7HrAQAAAADYEPsUn25TYOCPTd0qhz7ctzcnN+fmzZsHDx7cuX3HC3v2cBoarl27tsLXs3nLlh//5Mf7Dx749//8z8TEpIsXLu59/4Md27a/uOcFdn39lStXVvh6AAAAAAA23Jri1/j4+lRUVpaUluq1Ojab3d/X19HeLhoYePedd1jV1bm5uRgsdiWvJxyFCkehtu/YLpfJ+FyeRCIRtrb29fa+839vV1ZV5eXnxcXHr+T1AAAAAABs3KS4zNbWNjmFlJxCGhsd7ers4jQ0zEzP/POvf3Nw//7MrGwmi5mYlLSSg7IdHBwys7Iys7JGhod7urt5PP78/Ny//eEPBw8coFCplVWVaenpDg4r94gcAAAAABvZRk+KX4mOiYmOidnzwh6hUNjc2KRSqT7at4/H5aaSU6trqilUmoeHx0peT2xcXGxc3Isvv9zV2dnS3KxUKOuPHm0TCiOjIlms6vSMdBQavZLXAwAAAIANCJLiX3H38Ni6bVtFZaVKqeJyOH19ve1t7b09vXg8vri0pLKy0s/ffyU/HldXVzqDUV5ertPrhYLW1tbWQeOgVq2JwGDTMzOYDEZCUqKtLXyIAAAAAHguIGQ8hrOzc2ZWZkZmxtTUVEN9fU93j1wu12g0+/buK68oLy0tS0xKXMnBh7Z2diSzN378ZnNTc2dHh0at/njfvob6elIKicFkkimUTZs2rdj1AAAAAGCDgKT4RFZWVlgs9p//9V937d7T39/HrmePDA//75//h11XT01LY7KYNBpthbcM+vv7v/LqK7W1tWq1qrGxsa+nt6+nr6+3Lz4+Pjsnm85goiPQMLsbAAAAAM8KJMVvFhwSvGv37uqamoH+fp75VDKHze5oa0tITKyuqUnPSN+yZQtiBbm6uWbn5GRlZ8/PzfF4vO6u7qFBkwP7D2RkZlbRq0ikFDd3t5W8JAAAAACsS5AUvy1HR8eCwsK8/HyDXt/c1CxoaVGrVAq5PDYuLi8vj1nNQq/sERMrK6twFOoff/GLnbt2y2VSTgNHo1Y3sNmtAgEeTygsLiwvLw+AR9IAAAAA+AEgKX431tbWeAIBTyC8/qMf8fk8YavQoDeMDg8fOngwNz+fTqcnk5IdHR0RK8jf36+yqqqsrHxwaJDH4YoGBiQSsUql/PD9D4qKi0vLSqHrBQAAAADfDyTF72lT4KY33nyzprZWKpGy6+vUKvXhgwcFzc0pqanlFeVFxcWurq6IFWRja4Mzm5+bF4kGuBzO8NDwh++/38Bmp6SmlpSWFBQWuru7r+QlAQAAAGCtg6T4g3h7e5dXlBeXFOt1Oja7QTQw0NHWJhaJ3n/3PQaLmZeXh42MRKyssPCwsPCw2q1b5TIZj8uVSqQPu17eNne95OXHxcet8CUBAAAAYI2CpPgs3kRb22QSKZlEmpiY6Ozo4DRwZmZmfvsv/3rwwIHMrKyampqExMSVLHp5TNcL19z18vs/HNwPXS8AAAAA+LYgKT5LkWa79+wRtrYKmlsUCsWnH3/C53DJVAqruppMoXh5eSFW1lddL50dnYKWFqVCUWfueomKimJWs9LToesFAAAAAE8ESfHZc3d3Xy56UavUPC63p7u7va29p7sHTyAUFRVV0av8AwIQK8vV1ZXBZFRUVuh0WqHAlGONRqNGrY7AYNIzMxkMRiJ0vQAAAADgb0BSfF6cnZ0zMjPSM9Jnpqcb2A3dXV1KhUKjVn+0b195ZUVpaWkSDrfCU7JtbW1JpBQSKeXLrpd2jVrz8b59HDY7mURiMBnQ9QIAAACAR0FSfL6srKwiMJhf//Nvdu7aOdA/UF9XNzIy8r9//p+GejY1jUan0zMyM+3t7REr68uulxq1Wt3Ib+zr7e3r6enr7Y1PiM/OzqEzGWg0dL0AAAAAAJLiSgkKDt6xa2d1bU1/Xx+Py5VJZA317M72jpjY2JqttRkZmUFBK1r0Yu56cfuy62Wex+M+7HoxDh44sN/c9UInkUhubtD1AgAAAGxcsKa4ouzt7fMLCnLz8gx6vaBF0NLcrNNq1SpVTGxsXl4uq7oateKLeeaul3BT18vu3XLpl10v9ezWFgEejy8sLiqvqAhY8Y2VAAAAALAEkBRXs+jltR+9zuNw29vbdVrt2Ojo4UOHc/Ny6QwGMTnZyclpha/K3+/LrpfBQR6XO2DqepGoVCroegEAAAA2LEiKqykgIOCNH79Zs7VWLpM1sBvkMtnhQ4dbmltSU1NLy00DvVf+4a+p6wWPw+Fxc3NzYpGI28AZHh7+4GHXC7mktLiwqAgeSQMAAAAbBCTF1eft7V1aVlZUXGzQG9j19f39fZ2dnSKR6IP33mOwWPn5q1D0gkAgws1qa7fK5DL+w64XQV9vzztvv1NRWZmfD10vAAAAwPoHSdFS2NjYEIgEApEwMTHR1dHJ4XDm5uZ++y//cujAgYzMTFY1C4fHr3DRi6nrxdEhy2xkeLi7q5vP58/Pzf2/P/zh0IHlrpeqtPQ0BweHFb4qAAAAAKwMSIqWWvTywp52YVtTY6NSqfz0k08a+XwSKaW6toZKo6580ctXXS8vvfJyZ0eHuetFWb/c9RIdzWKx0tLTUGj0yl8VAAAAAJ4rSIoWys3Nrbq2pqyiXK1S8Xi8nq7urq7O/v6+JByupKS4kk5flfPI5q4XZnlFhV6nEwqFrQKB0WAwdb1EYDIyMxhMRkJioq0t/EcFAAAArBPwTd2iOTk5pWdkpKWnz8zMcNjsrq5utVKp02o/2vdRWXl5aXkZLglnZb2iU3UQCISdnR0pJYWUkvLGm282Nzd3trVrNJqP9u1j19enpKTQmQwKhRqwCQbrAAAAAGseJMU1UvQSEfFPv/nNjl27RP0DbHb94ODgO//3Nru+Pi0trYrJyEjPcHBchc2Cpq6XV16pqanRqjV8Pr+vt7e3p6e3tzchISErOxu6XgAAAIC1DpLiWhIUFLR95w5mNcs0v4bDkYglXA6nvb09Pj6eVVOdmZkZFBy88lfl5uaWlZOdmZ01NzvH5/F6urtNVS9G48EDB9IzMuj0quSUFBisAwAAAKxFkBTXHgcHh9y8vJzcXIPe0NLSImhu1ul0SqUyNjY2Jy+PVc2KiIhY4aKX5YVPFBr1j7/8xa7du2WyL7te2GxhaysOhysqLiorr4BH0gAAAMDaAklxrbKysloekf36j15v5PFbW1v1Ot3Y6OiRQ4eyc3IYTAYpJWXli14QCISf/1ddL0YelzfQ37/c9fLB+x8UlxSXlJbi8Hh7e/uVvzAAAAAAfFeQFNc8f3//1370enVNjUwmZdfVK5TKuqNHhQIBKSWlvLKyqLjI3d195a/K3PWCx+Hx5q4XMYfNHhkZef+999l19akUSnEJdL0AAAAAawAkxXXC08uzpLS0sKjIoDc0sNkD/f1dXV1SieS9d95hVrPy8vKioqNX5cK+7Hqpkcnkpq4XmVQoEPT2mLpeKisr8wry4+LiVuXCAAAAAPCNICmuz6KXycnJ7s6uhoaGuZnZ3//2dwf3H8jMyqquqV6Vohdz14tjVnZWVra566W7m88zdb382x/+cOjgQTKFUkWvoqVB1wsAAABgcSAprk9Ys527d7W3tTU3NSsUis8+/ZTP45HJZGY1i0Kl+vj4rMqFPex6efnlzvZ2gUCgVJielZu6XqKiWNWstPR06HoBAAAALAckxfVe9FJTU15RoVGruVxud5dJT28PnkAoLCykMxibNm1alQszdb2wWOWVlXqdrq1VKBAIjEajRqOJwGAyMqDrBQAAALAUkBTXP0dHR1paGi0tzVz00tDV1alWqnQa7Scff1JaWlpWXo7D46ytrVf+wr7qevmRqeulqaO9XavRfrRvX0N9PQm6XgAAAAALAElxA0Gj0W/9+p927to5MDBQf7RueHj43bff5nI4FAqFzmRkZmU5ODiszvHtAP9XXn21prZWq1bzePz+/r6eR7peGEwGCo1e+QmRAAAAAICkuOFs3rJl2/btrOrqgYEBHpcrFUu4XG5XV1d0dHTN1trMzMzgkJBVuTBz10tOZnb23Nwcj8Pt6e4ZGjQaDQZT10tmRlVVFQm6XgAAAICVBUlxg7Kzs8vNzc3NyTUYDK2tgiZ+o8Fo0Go00TExOXm5LFY1BotZlWU8U9cLCvWLX/1y157dcqmMw2lQq9QN9WyhoDUJhysuKa6oqIDlRQAAAGBlQFLc2KwQSbikJFzSK6++2sjntwnbtBrN2NjYkUOHc3JyqpiMFFKKM9J5VS7N39+/kl5VVl42ODi43PUilUjUKtW+D/devXrV2tr6wYMHq7K9EgAAANg4ICmCL4teXn+dVV2tkMvZ7AaZVFpfXy8QCFJSU0vLSkvLylal6MXc9WL7SNeLiMNuGBkZWVpa2hIUdPnSpTNnzly9etXNzQ0+RQAAAOB5gKQI/sLLy6u4pKSgsHBocLC+rt50sqS7WyqRfPj+BwwmI7+wMCoqarXery+7XmplcjmPw9Wo1devX//g/Q+EgtYK6HoBAAAAng9IiuDrbGxsknC4JBxuanKyq7uby26YmZn5/W9/d/jQ4bSMDBaLRSASbG1X578cU9eL2fDQcHd3VxO/cQ66XgAAAIDnBpIieCIMFovBYnfv3t3W1tbc2KiUKw58+llLYyMxObm6tpZKW7WiFwQCERcfFxcf98orr7S3t7e2CJRKZT10vQAAAADPGiRF8A1cXFxYLFZ5eblapeLz+Z3tHb29PQMDA4lJScXFRVV0euDmzav1Jrq4ujJZrIrKSr1WKxS2tX7V9RKByczKpDMZiQkJNqu0/AkAAACsA/BNFHwrDg4Oy0Uvs2/OcjkNnZ1dWo3GoNd/8tEnJWWl5RUVOFyStY3Nqrybpq6X1FRSauobb77Z3GTuetFq9u3dW19Xl5KaQmcwKFRqQEDAqlwbAAAAsKZBUgTfDQqN+uVbb23fsUMkErHr640G4/vvvstpaKDSaHQGPTMry9HRcbXeU1PXy2uv1myt1ajVfFPXS39Pd09vT29CoqnrhclkhqNQ0PUCAAAAfHuQFMH3sXnLlq3bttEZDJlMxmE3SMRiPo/X1dkZGxvLqmZlZmeHrFLRy3LXS3ZOTtZXXS89PUNGo0FvOLj/QEZmRhWdnkwiwWAdAAAA4NuApAi+PwcHh+WTyEaDQdAiaG5uNhgMapXKVPSSm8OqrsFGYldrDe/RrheZVMblcNQqFbue3SpoxeFwRSUl5eVl/vBIGgAAAHgqSIrgGUhMSkpMSnrt9debGhtbWwVajXZ8fLzuaF1GViaTyUpJITkjkav1Rvv7+1fRq8rLy41GI4/LHRgwdb2oVKoP3nuvpLS0uKQEh8fZ29uv1uUBAAAAlgySInhmfP18X371FVY1SyqVNrAb5DJZQz27vbUtmZRcXllRXFLi4eGxWm+3ja0NnoDHE/Czs7MSsXi56+W9d9+tq6sjk8nFJcWFRUXwSBoAAAD4GkiK4Blz9/BYLnoZHBzksBv6+vp6enpkMtl7775nKnopKIiJiVnFNx1lVlNbKzd3vcik0laBoLen592336msqszLz4+Ni1vFywMAAAAsCiRF8FzY2NjgzKampnu7uxvY7Onp6f/3hz8cOnAwMyuLVV29ikUvCATC8cuul5Hh4a7OrkY+f35+/g+//8PBAwcpVEoVnU6l0RwcHFbr8gAAAAALAUkRPF8YTAQGE7F9547Ojs5GPl+pUBzYv7+RzyelpFbXsKg0mq+v7yp+BrFxcbFxcS+/aup6EQoECrny6JGjwlZhVFQUq6YmLY2GQqNX8fIAAACA1QVJEawEV1dXBpNRWlaq0Wj4XF5nZ2d/b89Afx8Oh8svLGAwmZtXr+hl+fJYLFZlZaVOp21r/auul4ysTIap6yXRxnZ15ooDAAAAqwiSIlg5Dg4OVLP5uXlOQ0NnZ6dWq9XpdJ998mlxSXFFZSUOj7dZpaKX5a6XlJTUlJSHXS/t7e06rfajvXvZpq6XVAaTQaZQoOsFAADAhgJJEayCsPCwX/zqlzt27ezv72fX1Q8ajR+8/wGPyyNTKHQGPSs728nJaRU/mIddL7W1Go2az+P19w/0dHf39vQkJCZmZWcxmEwUdL0AAADYGCApglWzadOmrVu3MplMiVjM4/LEIlEjn9/T3R0VFVWztTYzMzM0LGwVPx439790vXA53N6HXS/6g/sPpGdmMOh0InS9AAAAWO8gKYJVZmdnl5WdnZWdbTQa21qFjXz+0NCQXqeLjIrKyctlsaojoyJXsax5uevll7/65e49u6USKY/LUavUDfVsoaAVh8cVFZeUlZfBI2kAAADrFSRFYCkSzV5+9ZXGxsY2QatGo3n37bePHj6SnZ1NZzJIKSkuLi6reHn+/v50Br2iwtz1wuMP9PVJxRKVUvXB+++XlJQUl5bgcND1AgAAYL2BpAgsi6+v7yuvvMJisRRyRQObLZVIGhoaWltbU1JTS0pKyirKV7Hoxdz1YosnEPAEgqnrRSTmNDzseqmvqyNTKMXFxYVFha5ubqt4hQAAAMAzBEkRWCIPD4/CosL8/PzhkeH6uvr+3t7enh6pRPLhhx9W0elFRYXRq1r08peul621cpnM1PUikwlaWnp7et55++3Kqqq8/DzoegEAALAOQFIElsvaxjrBbGZ6uru7m8NumJ4yFb0cPXw4LT2dVc1KJpFWsejlYdeLeZPlX3e9/P7ggQNkKpVu6nqhQtcLAACAtQuSIlgD0BER6IiInbt2dbS3NzU2KeTygwcOCFpa8Hh8zdatNBrV189vda/wL10vbeauF4Wi/sjRttbWqOhoVk11Gi0NhUat7hUCAAAA3wMkRbBmIJFIOoNRWlamVqub+I0d7e0DAwNisTgxKbGouLiKTt+yZcvqXqGp66WaVVlVqdNqhUJhq6DVaDBo1GoMBpORaep6SYCuFwAAAGsKJEWwxtjb2y8Xvbz54zc5HE5nR4depzcajJ989HFxaUl5eQWegF/dR9KmrpfU1JTU1Dff/HFzc1NHW7tWo9m3dy+7vp6UkkJnMChU6HoBAACwNkBSBGtVaFjYP/7iF9u2b5eIxfV1dQa9Ye/7H3IbOFQarbKqMic3d3WLXh52vbxq7npRq3lc7sAjXS/ZOdkMBiMcul4AAABYNkiKYG0LDAysrqmprKpSyBXs+nqJRNLU2Njd1RUdE82qrs7Ozl7dohdT14vbl10vs7NcLre3u2fQaCp7MXW9ZKTTGYzkZJKrm+vqXiQAAADwWJAUwXpgb2+fnpGenpE+aBwUClub+I1Dg0NajTY6OjozK6umtiYyKsra2noVr9DU9YJG//JXv9q9Z49MIuFyuWqVml3PbhW04vH4wpLisjLoegEAAGBxICmCdSUhMSEhMeGVV19tbmxqFQg0Gs34e+81sNnp6enM6uqU1FUuelnueqliMMoqKga/7HqRiMVKpfKD994vLS0pLinB4fF2dnare5EAAADAMkiKYB3y8fF58eWXmNUsmVTGaWiQiMU8Hq+jvYOQTCyvqCgtLfH08lrdK7R9pOtFbO56GR0Zefedd+uOmrteSooLi4pcXeGRNAAAgFUGSRGsW25ubqail4L84aFhTkNDb0/PQH+/Qi7/4L336AxGQWGBJdSoLHe91P5t18v/QdcLAACA1QdJEaxz1tbWy4+kd+/Z09vb21BfPzU19e//7/87fPBgRlYmk1VNSlnlopdHu16GzV0vTY2N83Nzpq6XgwcoFGoVdL0AAABYJZAUwUaBjkCjI9Dbtm/r7u5u5PLkCsWhg4eam5qTk5OZ1SxaWpq/v/9qXyMizuyV5a6XVoFCrqg7clRo7nqprqmmpaWhUND1AgAAYOVAUgQbi4uLS2VlZXFxsU6n43G4XZ2d/f39AwMDSUm4gsJ8OpMZFBS02tf4l64XrVbb9rWul6wsBoOekJhoY2Oz2pcJAABg/YOkCDYie3v7VLPFxZ9w2A2dnR0Gvc5g0H/26WeFRYWVVfRVL3pZ7npZvsi/6nr58MP6o0dTyWQ6nU6hUv0DVn8dFAAAwDq2mhPmAFh1ISEh//CLfzx05Mg7771LoVKuXr360d59O7Ztf2nPC4KWlhs3biAswHLXy/6DBz87eIDFYjk6OnZ3db3+2ms7t2//z//4z9mZ2QcPHqz2NQIAAFifYE0RAERAQACrpqaSTpeZDyCLBgZampv7+vowWGxtbW1GVqYl7A50c3+k64XD6e3pNVe9GA7u35+ekUFnMojJyW4wWAcAAMAzBUkRgIfs7OwyzIaHhtqEbTweb2x09Je/+AUGg8nNy2VVV0dFR69u0ctful7eemv3Cy/IpBIuh6sydb3UtwoEODy+2Nz14h8QsLoXCQAAYN2ApAjA18XFx8fFx7/48kvNzc2tLQKNWv3+e+8fPVqXlZlJZzJSyWRLmIlt6nqhM8rKK4xGI5/LG+jvl4rFKqXy/XffKy0rKy4phq4XAAAAPxwkRQCeXPTy4otMBkOpVLLr2ctFL21tbaQUUnFxSXllhddqF70sd70QzJa7XhrY7LHR0Xffeafu6FEKhVJUUlJYVGgJuRYAAMAaBUkRgKdxc3fPy8/Pyc0dHR1l19X39/X19/XLZfK9H35YSa8qLi6JjYu1hHfwL10vUhmXy5XLZC0tLT09Pe+8/XZlVWVeXr6FXCcAAIC1BZIiAN/M2tp6eSb23Oxcd3c3h82enJz8j//v3+uP1tFoNFZ1dQo5ddWn6jzsesnJzspZ7nrpbOKbu15+9/tDBw6SKRTTYB0a1cHBYbUvEwAAwJqx+t/bAFhDwlHhr6Je3bFzR2dHZ3NTo1wqO3zoUGtraxIOV7u1lkajWchpki+7Xl5tE7YJW1sVCkXdkSPC1tbomGhWNXS9AAAA+LYgKQLwnTk7O1dWVZaUlmjUmubmZmFrq0QslkqkCQnxhUVFdAYjOCTYEt5WV1fX6prqKlPXi87c9SIw6A1qlanrJTM7i06HrhcAAADfAJIiAN+TnZ0dmUImU8hvvPEjLofT0d4xaPbpJ58UlxSXV1QQiEQ7O7tVf3/t7O1Tyamp5NQ3fvxmS1Nze3ubVqPd+8GH9UfrUlNTqxjmrhcL6LwGAABggSApAvBDBYeE/N0//MPWbdukEmldXZ1ep9u3dx+Py6NSqeWVFXn5+c7OzpbwLgcEBLzy2qs1W2s1ajXXPGC8q6uru7s7MSkxKzuHwWSEh4dbWVmt9mUCAACwIJAUAXg2AjZtYrCY5ZUVKtNUnXqxWNzc3NzT0xMZFclksnLycsPDwy3hvXZze9j1MmvqeuH29fQYDY90vTDoRFKym6vbal8mAAAAiwBJEYBnyc7OjkqjUWk0c9GLsJHfODo8otfqDuzfn5mVVVNbEx0Ts+pFL8tdL2g0+ldv/WrPnj1SqYTH5aqUquWuFzwBX1xcXFJWHhAAj6QBAGCjg6QIwHMsenn51VebG5taW1vVKtWHH3zA5XAoVGpNbU1KaoqrZazb+Qf40xmM8oq/dL1IRBKlQvn+e++XlJYWFRfjCfjvvNvSyuR5XTEAAIAVBEkRgOfIy8trz4svMFhMhVzO5XAH+vubm5q6OjsJRGJZRXlpaamPj48lfAB/6XqZmRWLRRx2w+hy10tdHYVMfrTr5dtEwHtLS/fu3bOEAZMAAAB+IPirHIDnztXV9auiFw67oae7RywSqZTKD957n06nFxYVxSfEW8jHgEKjUGhU7datMqmMx+HI5fKvul6qqirz8vOxkZHWTw6L95aWEAiETCp94/UfVVZVpqSment7r+wdAAAAeJYgKQKw0kUvu/bs7u/rY9fVT0xM/Od//MeRw4czMjIYLCaZTLG1s4g/ko6Ojtk52dk52SPDw50dnY2Npq6X3//u94cOHkpJTb1x44aVldVjd1sSScl5+Xkyqay5qalNKEzC4XJzc6voVcEhIatxHwAAAH4oi/i2BMCG8mVH89a+3l4uh6uQy48cPtLS0kIgEpksZnpGRoBlFL0gEIjYuLjYuLhXXnu1TSgUtgqVCkV9XZ2bm5uNjc35c+dmZ2dRKNSjX4/BYj/65JOJiQluA0c0MKBWqbQazScff5yVnV1ZVUkgEl1cXFbvbgAAAHxnkBQBWB1IJLK0rKygsFCv0/N53I72dolYLBaJEpOS8vLzmCxWiMWsw5m7Xmqqqqq0Wp2wtfWzTz9dWlrSaDQ7tm3LzPp614uNjU1MTEzM72JOfP65RCzh83g6re7woUPNTU14PL6ouLiktNQfTlUDAMAaAUkRgNVkZ2dHSiGRUkhv/uQnnIaGzvYOo9FoNBgO7j+QX1BAZ9BxBLy9nb0lfEjLXS+kFNLt27evXbt25swZnfZpXS+bt2yp2VrLYDF1Gi2fzxcNmCgUivfefbekrLSoqAiHx9vbW8StAQAAeBJIigBYhKCgoL/7+7/fvmOHaGCgoZ6t0+k+/eSTpsbGVHIqnU7Pyc1DuiARFsDa2vqP//0nBAJx5coVjUbDe7TrJTExOyeH/tddL7a2tqTUFFJqyvT0tEQk4jRwxsbG3n37nfqjdSnk1KKioqLiYjc3ixgYBAAA4G9BUgTAgvj5+TFZrMqqKqVcweVwBgb6BS2C/r5+DAZTXVuTlZWNjkAjLIO7u3tOTk72w64XTl9Pr6nrxWA48LDrhZFMIj46MzLCbOu27XK5jMflymXy1hZBb3fPu2+/U1ZRnl9QEB8fD1MYAQDA0kBSBMDi2NraUtNo1DTayPBwe3s7j8OdmJj4p1+9FRERkZ2Tw6qpjo2NtYSil0e6Xt7as+cFqUTC4z3sehEKBDhT10tJaVnZo7sSHZ0cs7Kzs7KzR0dGuru7G3n8ubm5//h//99h06nqlCo6PS093UJqsgEAAEBSBMCiLR89fvGllwQtLS1NzRq15sMPPqivq8vIzGQwGWQy2c3dHWEZTF0vTEZ5panrhcflDvQPfNn18l5pWVlRsWlX4qNdLzGxsTGxsS+98nJXR6ewVSiTSrkcbkd7BwaDYTCZGZmZkVGRq3pDAAAATGBNEQBL5+XltWv37io6XaVUstls8YCoqbGxo709mZRcVFxcWVVlOdOtH+l6mRGLxQ3shrHR0XfefrvuyFEy1dz1Uviw62WZC9Klik4vr6jQ6/Wd7R3Nzc3j4+O/fuutsPDw9Iz0iorKFHLqd+4SBAAA8OxAUgRgbXB1dc3Jzc3Kzh4fH2fX1/f19okGRAq54qO9H1VUlheXlsbHW0rRi7nrBY1Co81dL1Ieh2vqemlu6enueff/3qmsqsjNz4+Njf3qi21sbIhmr7/xI2GrUCgQaDSa/Z/t5/P4iYmJpkfSGemWMzMIAAA2FEiKAKwl1tbWMTExv//DH/a88EJvT08Du2FibOy//vO/6urqaTQaq7qaTCFbziKcueslJzsnZ3h4uKujs6mxcW5u9ve/+/3BAwfJFAqDyUglkx0dHb/6em9v7527djJZTJ1O19TY1N3VpVAoJBJJdEx0Wno6g8mMi4v7anAjAACAFQBJEYA1KSws7KWXX96+Y0dXZ2dTY5NUIqk7erRNKExMTKzZupWWlhYYuAlhMZZrDJe7XtpahXKFou7IEWFra3R0NKumhpZGe7TrxcnJiWp28sSJRn5jd1eXVqsdGx1j19UTk5NZ1ayU1FTLqbEBAID1DZIiAGuYo6NjWXl5UXGxVqNtaWlpbWmRy+UyuTw+Lq6gqIjBYISGhSIsxqNdL21CYatAYDAY1Go1BoPJys6uYtATEhIeXTIM3Lz5jR+/uW3HdpVS2dzU1Nfb19Pd3dfbGxcfn5ObU0Wno9FoGKwDAADPFSRFANY8W1vblNSUlNSU119/ncfjdbS1GY3GoaGhzz79tKioqKKygpicbDltKMtdL6nk1B+9+YaguaW9rU2n0334wQd1R49+2fVC8/f3++rrPTw88gsK8vLzZ2ZmGnm8nu7eoaHBQaPxs08+zcrKKq+sIKWkeHh4rOo9AQDAugVJEYD1Iyg46Gc//1nt1lqZVFp/tE6r1X76ySd8Ho9KpZZWlBcWFiKRFlH0smzTpk2vvPZqTW2NWq3hcjniAdGXXS9J2TlZdCbz0a4XKyuriIiIX/zqVzt371YqFBx2g1qtbmhoaGlpwRMIeXm5FVVVmzdvXu17AgCA9QaSIgDrjb+/fxWdXlZerlGr6+vqxWKRQCDo7e19H4tlslh5ebkotKUUvSAQCDd395zcnOyc7LnZWU4Dp6+312jQGwz6A/sPZGRm0hl0YnLyo4N1AgICKiorS8vKRoaHuRyOSCSSSaUqpXLf3n25+XmVlZVJeLyzk9Oq3hMAAKwfkBQBWJ9sbW1TyeRUMnl0ZKStrY3P402YRxUeOnAgIzOjuqYm1pLOEVtZWaHQ6F/901t7XtgjkUj4XJ5KZep6aW1pwREIxcXFX+t6sbGxSUhMTEhMPLa4KBoQ8Xi85efRfC6PQCSWlJYUFxd7+/is6j0BAMB6AEkRgHXuyzaUV1qamloFApVSte/DfTwOL5VCrqmtSSWT3S2m6MXc9RLAYDIrKiuNRiOfw+3v75eIxEqF4v333ispKy0uLv5a10twSMiOXTtrttYqFYomfqNILOrt7pFJpaY66fLygsLCJFyS5QRiAABYcyApArAheHp47Nq9m8FgKOQKHo/b19snFAh6urvxeHxZeXlZRbmvry/CYny966WePTY29u7b79QfrSNTKMUlxQV/3fViZ2dHS0ujpaVNTEyI+vs5HO7U5OSf//u/Dx86RDF9fUleQb6Li8uq3hMAAKxJkBQB2ECQLi45ebnZuTkTY+PsBnZ3V7dMJtNoTHXSVfSqwuLixMREhCV52PVSu1UqM3W9KExdL8093d3vmLte8vLzYx7pekEgEJFmO3btEotEjXy+Qq5o5PO7urrCw8Mrqypz8vIe7YYBAADwjSApArDhWFlZRcVE//Z3v9u1a/dAf399Xd342Ngf/+uPRw4fSc/IoDMZNBrNcopeTGMjnRxzzIaHhzs7Opv/uuuFzmRQyGSHR7penJ2dCwoLCwoLBgeHOjs6mhubZmdnf//b3+/ff4BMJtMZdDKV6vTI1wMAAHgSSIoAbFxh4WFh4WHVtTUD/f2cBo5cJquvqxO2tiYl4VjVrIzMzE2WVPTyVdfLq6+aul6EQqFCLq87clTY2hoTE8Osrk5LSwtHhT/y5VYJZq+9/nq7sK1NKFQoFMs3GBUdzWQy09LTIzARq3g7AABg+SApArDROTs7FxUX5xcU6HV6Pp/fbkpUcqlUkpCQkJefz6xmhYWFISyJq5trdW1NJb1Kp9UKhcLWFoFer1epVFgsNjMrq4pOT0j8q64XNze36tqaKjpdp9O2t7ULBIKhwUGNWo1GR2RkZlRWVRKIRFtb+MsQAAAeA/5yBACY2NjYEJOJxGTimz9+k9vA6WjvMBj0Q0NDhw4ezMnLYzAZBALRwcFSil4QCIS9qevFNAbojTfffNj1ov2y64WcWkWnU2k0P7+/dL3Y2dulpKampJq6YVoFrW1CoU6r/fijjzgNDXgCoYpOT0ujbd6yZVXvCQAALA4kRQDAX9m8efNPf/6zbdu3iUUiNrtBo1Yf3L+/pbk5JSWFzqDn5uU9eujY0rpeeOZZ3F2dXd1d3YlJSTnZ2XQWMyws7NF6aH9//xdferG6plqr1Tby+X29fWKRaKC/Py4uLi0jnclkRkZFwWAdAABYBkkRAPAYPr6+VQxGWUWFWqXicjj9ff3tbW2igYGIiAhWTXV2Tg4Gg7GoN+6rrpfZmVkux9z1otcb9Pr9+/c/tuvFxcUlw2xxcbGRz+/p7tbr9MPDw3VHTPXTTBYrOYVkUZODAABgVUBSBAA8+S8IW1syhUKmUEZHRzvbO7gcztTk5G/+6df7P/0sOyeHWc1KSIi3tragudZWVlboCFPXy+4X9sgkEi6Pp1aau14EAjweX1RSXFr6V10vCAQiJCTkZz//+c5duxRyeVNjo2hAJBQKu7q6EhIT8vLyKiorQ/96SRIAADYUSIoAgG8WY7bnxReEra3NjU1qtXrf3r3s+nrT41oGg0ylenh4WNT7GBAQQGcyyysrjQYDn8vr7+8Xi81dL+++V1pWWvQ3XS9eXl7FJSWFRUWTExN8Hr+3p0ev1el1+n179+Xl5ZVVlCeTSJb22B0AAJ4Ha2vrR/8VkiIA4Nvy9PTcvmNHZVWV2lTKzBb197e2CLo6OonE5MLiwio63dIe15q6XohEApE4MzMjFok47IaxsbF33n6nztT1Qi4uKfla14u1tXVUdPSvo6N379kjl8s5DQ06rfbI4SONjY3EZGJefn5FReXXliQBAGCduXDhgpWV1YMHD5b/FZIiAOC7QSKRmVlZGZmZkxMTbDa7t6dXKpUolYqP931UVlFeVlaWYGFFLwgEAm22des2mUzK5XIVMllLc0tPd887b79TVVmZa+p6iXn06zdv2cxkMSurKo0GI4fDkYrFA30Dcqls7wcfFhQWllWUJSXhHBwcVu+GAADgGVtaWtKoNY18vrC11dra2tbGdvls318yIwAAfA/HFhd7e3ob2OzR0dHr169v3ryZQqWyaqqpVKq9vQVN1XnU8PBwV0dnU2Pj/Pz8jRs3QkJCKVQyncEg/3XXy1fm5uYG+vv5XN7IyMjVq1e9vL1IyaTS8rKCggIPT8/VuAPwRL/919++/T//88u33vrlW79a/n/4PN6PXnsdh8PtP3Tw0cFJAIBld+7c6e7q5vO4ErHk/Lnznl6eeALhzZ/8OC0tDZIiAODZuH37dnd3dzO/USyRnDt71s3NLT4hYeu2rTRa2uYtmy3zXb529Wqb0NT2opDLL1y44ObmFhMTw6qppqWlhYc/2vXy0J07d6QSSVNjo0QsWVxcdHZ2DgoOrqioyCvIT0xMhFMvFgKSIgDf3smTJ/t6++qPHh0eHr527VpQUFBaenpNbQ0pJeWrPgJ4+gwAeAYcHBxKSkoKCwt1Wp1A0NLS1KJWqpQKRWxsbH5hIZPJ/OuePYvgau5ueVLXC51Bj0/4q64Xe3v7rOzsrOzs0dHRvt5eHpc7OzP7H//+7wcPHKBQqaWlpTm5OU7Ozqt6TwAA8K0cWzzWwK5vb2sfGhqytrYOCgp6+ZWXyyoq4uPjv/aV8PQZAPDsnfj8BJ/PbxO2Gg3Ge/fu+fr6FhQWVFRWJpNIFru979SpUy3Nze3CNp1Of/PmDQ8Pj5SUVDqDTqFRH/vI8vr16/19fY38RpVSeerUKRckEo3BVFVVZefmREVFrcYdABNYUwTgKe7fv6/X63kcbptQeOrUKWsrKxwBX1RczGKx/Pwff1wPkiIA4Hk5d+6cTCqtO1qnVasvX77i7ulBIVNKy0uLi4uRLi6W+b5fuXJFo9ZwORyxSHT+/Hkra6vExKTsnGwG8+tdL8vu37s/OGhsa2sTNLccO3bs5s2bKBSKQqHQmQxSSorFxuJ1DJIiAI91+/ZtiUTCrquTiCXnzp1zdXUlEonVtbXpGelPH1sBSREA8HwtLS3ptNr6unqxWDw/N+fs7IxGo5ksVl5BfkREhGW++w8ePJidmeU0cPr7egeNxgcIhK+fb0bGY7pevnLp0qVWgaCjrV2pVF66dMnNzS02Lo5Vw6JSaY/d9QieE0iKAHzN6dOnxQOiI0eOGA2G69euBWzalJ6RwaquptKoX21GfApIigCAFTI+Ntbe1sbj8ubn52/duoXBYDIyM1g1NQl/vR3Qopw+fVoqkfC4PJVSdfXqFSQS+bDrpazM/3FPam7duqXVattaTSdlzpw5c/fuXSwWm5GZWcWgJyQkfJu/lMEPBEkRgK+cOHGC08BpE7YOGgetEIiATZvKKyvLK8pxOBziW4OkCABYUVeuXBE0t7S2ChRyxfXr1728vFLIqbW1talksqelTpxZWloyGow8Lnegv396etrezi4gMLCstLSwuBhPwNna/qXr5SsnT54UNLe0t7fpdfobN264u7snk0h0Op1KowZs2rQaN7FRQFIEAIFA6HW65uaW5sbGU6dOIRCIhISE4tISBpO5efN3HkYBSREAsApu3LihlMv5fH53V/fFixftHezxOHxJaWl5ZcVj1+osxKNdL9euXfPx8aFQKKaul6ICFxfXx+961Gj4XK5oQHTu3DkrBCI+ISEjK4vBZERERHytMgs8E5AUwUa2tLQkEYu5DZwB0cCpEyfd3N0TEhO2btuekZHuHxDw/V4TkiIAYNU8ePBgcnKSw27o6uqaGB+3tbUN3Ly5srKyuLQkKSnJYj+YWzdvSaVSHpcjl8mPHTuGRCLDUaiqqqrcvLyvdb0se/DgwdzcHI/L6+/tNRgM9+/f8/b2oVKpdCYjmUTy8vJajZtYtyApgo3p/Pnzov7+o0fr9DrdlStX/AP8qVQaq6Y6PT39B5YgQFIEAKy+hYUF0YCo7ujRMXPRy6ZNm9LS06sY9IyMDDu7xzzbtRDDQ8MdHR3NTU0L8/M3vrgREhZKplCYDEaqqevlMaeez509K5fL+Ty+TCq9cuWKg719Ig6XX5BfXlERHBy8GnewDkFSBBvNmTNneBxOq6BVr9ffv38/ICCguLSUTq/C4fHP5MEFJEUAgKW4efPm8rNdmUx29swZF1fXxKQkJouVmZX5PfbWrJirpq4XYZuw7S9dL7Gx1dXV1LTHn3q+d+/e2Mgoj8fr7+sbGx+3sbb28fUtKMgvKS1NTk52RiJX4ybWD0iKYOMYHBxsaWpuamw8ceLEvXv3EhIS8gsKqmtqgkOe5U+ecBAPAGApnJyc8gsKcnNzDQZDY2NTW2urSqGQy2Tx8fHZubnVNdXh4eEWWJrn5uZWU1tbRadrtdr2VqFAINDrdCql8mHXC5MRHx//6OFuGxubuIT4uIT4F158QSaTNbAbBo3Gzz79jMvhkkik/MKCsvJyHx+fVb0nAIDlWlpaUqtUR4/WiQcGPv/8cxcXF4JpMmJNdlZW4HP4oRrWFAEAFurUqVM8Lre9rV2v0y0tLfn7+5snYLOIyURHR0eEpTp16pSgubnN1PWiu3nzpqnrJTW1ynzq+bFdL3fv3tVqNFwOVyaVTk1NOTg4bNmypaikuKSkNCkp0daCH75bJlhTBOvYhQsXZBJp3dGjSqXy6tWrXl5etLQ0BpORnZPz/Ob8Q1IEAFi0CxcuSMTihoYGlUJ5+fJld3f3lJSUSjo9vyDfzc0NYamuXLmiVqt5HO5y14u1tXViYmLWk7teEAjE9PR0f28vj8efGB+/du2ar68vKYVUXlGRk5vr7u6+GjexJkFSBOvSuXPn+Dxeq0Cg1eju3Vvy9fUtKi6mM+gEIvF5D2qFp88AAIvm7e1dUVlZWlam1Wg4DZy+vr6Ojg6xWIxCoVjV1Tm5OdjISITlcXd3z83NzcnOmZmd4Zq6XvoMepMDn+3PzMqsoj+m6yXCbNfuPf39/S3NzVKJpFXQ2tfbFxoaSqfTs3Nz4xPiV++GAACrY2RkRCho5XK5nx8/vrS0FB0TU1BYWF3NCkehVuYCYE0RALCWjI2NdXd2cRoalotewsPDs3KyWSxWYlKSxRa9fNX1wufylCrl1StXkc5IPJFQVFz0pK4XBAIxNDjU093N5/EWFhZu3LixZUsQlUYtKy/LzMx0sOCH76sO1hTB+nDv3j2tWsNms/v6+o4tLLi4ukZGRW7dti0rO3uFRyVAUgQArD2XL19ub2tr5DeqVarr16+7u7tTaVQGk0ml0Sy26GV5H7rBYOBzeQ+7XuztAzZtKisrLSx6YtfLlStXerq7m5uaVCr1ubNnXc3fLarojKyszAgMZjVuwtJBUgRr3ZUrV6QSSd3ROoVcfvnyZU8Pz1QKmcVi5eTlOjk5rfz1wNNnAMDa4+HhUbt1a3lFhUatbmCz+/v624VtXZ1dxGRiYVERnU73s8iiF1tbW6LZzPSMWCxqYDeMj429/X9vHz1ylEI1d70UFrq4uDz6S9zd3ekMRnl5ucFoFLYIhELh0OCQRq3BYDAUGpXBYBKIBEseOQkA+PYuXrzY3NjY3NSs0Whu377t7++/fccOVjWLmEyyt1+1P+awpggAWNsePHgwPTXFrmf39PSMjozY2tpu2bK5tKysrKI8MTHJAqfqfOXWrVtSiZTH5SpkssWHXS/hpq6X/PyYmJjH1zCcO9/c3NzV0aFSqa5du+ZuqupKZLJYFColJCRkxe/AEsGaIliLxsfG24RCDodzbHHh9u070TExuXl5NbU1GAt4dABJEQCwThw/fryvt7ehnj08PHL9+rXAwEAyhbI8Afv5zY94tl0v83NzN2/cDDV3vTCe3PVy44svNBqNQCDobO84d+7cvXv3oqKjsrKyq+hVMbGxlrxfcwVAUgRryP379weNxqNHjvb19i0szDs5OWEjI2tqa3PzckNDQxGWAZIiAGBduXPnTm9Pb2Njo0QkOnPmjKura1xcXO22rWnp6UFBQQgL9rddL7GxsaxqFjUt7bFdL8vhuLmxsbOj06DX37p929PTk0whV1ZVUShUXz9fxIYESRGsCdeuXpXL5ey6erFYfPnyZVcXFzKNWllZWVhUhLSwoiZIigCAdej+/ft6na5VIGhuaj516tT9+/ejY6LzCwqYTBY6Ao2wYHfu3NFptcJWYatAcPb0mTtLd7GR2MzMx3S9fOXixYsalZrL4Uil0vPnz9vY2CQmJWVlZzEYzLDwx89uXMcgKQILd/nyZUFLS3Njk0qpvHnrlre3d25eLoPJSklNscxOAUiKAID17NTJU/xGfpug1WAw3L1718fHp6CgoLyqkkQircopwm/v5MmTgpaW9rY2nVZ388YND0/PVLKp64VCfXzXy/3796enp7kczkBf/+DgoJWVlbePT0ZGehWDQSQSN87sbkiKwGJNTU52dnSy6+vn5ubu3LkTgYnIy8uvqa2JjIqy5J/oICkCANa/8+fPy+Xy+qN1apXq0qVLbm5uZDK5pKyspLTka+OvLbPrhcvhSv6664XJZIWGhT72u8vpU6ekUmkjj69UKq9cueLs7IzD4fILC8orKgIDAxHrHSRFYGnu378/MjxSX1/X090zMz3t5OSEjkCbNyPmodEW/YhjGSRFAMBGce/ePb1OX19fLxYNzM7MOjk5odBoBpOZX5CPxWIRFuz+/Qez5q6Xvt6+wUGjFQLh4+eXmZnx2K6XZUtLS0ODgzwef6Cvb2py0sbW1j8goKioqLi0hEAgWOZDrmcCkiKwHDdu3FDI5ex69kB//8WLF12QLskpJDqdXlRc5GrBZaRfA0kRALDhTExMdLZ38Ljc2dnZmzdvotER6Rnp1bU1SZZd9GJeLzwtkUj4PJ5Kqbx69aqzszOBSCwuLip5ctfL3NycVCJpYDeMjoxcuXLF09OTlJJSWFRYUlpqyVPKvzdIisASXL92XdAqaOI3KhWKL774wtvbOy09vaa2NpWc6uzsjFhTICkCADaoa1evtggEwhaBQq64eu3qcoSq3VpLJpO9vL0RFuzLrhduf//AzKNdL8XFeDze1vYxlQp37txRKhQ8Llcmk83OzDo7OwcFBZWUlRUVFSUmJlrbWCPWC0iKYHXNzsx0dXay69kzMzM3btyIwGCysrNqt26NjY21tl6Tf9AgKQIANrSbN28qFcqmxsauzs7z58/b29kl4XDFpSUVlZWbNm1CWLaZmRnxgKihwdT1cu3aNV9fXzKZXFxaWlBY8LWul6+Mj4/39fTwefzp6enr168HbNqUkpJSUVmZlZ31pF+ytkBSBKviwYMHE+MTdXVHu7u6pyYnHRwcUCgUo5pVVFgUgYlY0x8KtPkBADY0JyenzKzMjKyMmanphgZOV2eHWqXSarUf7d1XXllRUlKKw+Ms9lgi2mzrtm1SqYTH5Slksqampu7u7nAUqopelZuX97ddL1Fme158sbenR9AikEmlTY2N3V1dKBSKzmRkZWc/qR4GAPBYt27dUimV7Hp2X2/v+fPnzX+lZJWVl5dXlK+PmQOwpggAAH9x7NgxsUhUd7RuZHj42rVrAQEBaWlplfSqzKwse3t7C3+nhoeGOzs6mr7W9cJipqakPrbr5cGDB0aDsauzs6mx8fjx4zdu3AgJCaGlpZVXVNDSaJZ/v48Fa4pgxVy//kVnR7vphzS5/Nq1ax4eHukZGaxqFplCsfChCt8JJEUAAPi6W7duScSSBjZbLpOdOnXKVPQSH8eqrsnKztqyZYuFv19Xr14VCoXtQqFCrnik66WalkYLe0LXy6VLlzo7OlqaW9Rq9UXzL4mJiaEzGRkZmeGox/8SiwVJEayA+fn5np6e+iN1k5MTN2/eDA0Nzc7Jqd1am5CYuEY3Iz4FPH0GAICvc3R0zM3Lzc7JNhqMzc3NgpYWrUarVChj4+JycnOqa2rQaLTFPpJ2c3Orra2l0+larU7Y2ioUCHRanUqpxERGZmZl0Rn0v+168fT0rKmtrayqMhgMLU3NHe3ter1eqVRiIyPT0tIYTGZiUuJjD8oAsNFMTU6y6+s7O7vGx8YcHBxCQkKYLFZBUWF0dDRinYI1RQAA+AZnzpzhcbjt7e06rXbp7l1fP7/MrCxmNSs5OdnCi16WW2pampvb2tr0Ot3Nmzc9PDyWu16oVKrv47peTPd7+kxTU2N3Z5darb7xxQ13D3c8gcBkMclk8maLX1KFNUXwPNy5c0etUnE5nM4O09E3BwcHAgFfXllZXl7h5e21vt9zSIoAAPCtXLx4USqRcBo4Mpns6pUrrq6uySRSZVVVYWGhu4el71s3db2o1DwuRywSP+x6SUrMzslhMBihYY/vhr527ZpapWppau7u7r5w4cKDBw9iY2OzsrPpDDo2MtJiH7FBUgTP1q2bNzs7u3hcrlwmu3TxoqeXFyklZeu2bVQadX0cWPlGkBQBAOA7Fr3o9ZwGTl9Pz/zcnKOTU3h4OKu6OicvNyoqysLfygf378/MznIbGsxdL6ZuaB8fn+VH0gQi8bF78B88eLAwv7A8RchoNC4tLXl6eqalp1dWVqaSUy1w8CQkRfCsHD92rLent+7o0bGxsevXr4eFhaVnZtTU1hIIBAsf0f9sQVIEAIDvY2J8oru7m8Nmz5kPGoeFh5keSbNYeALe8r+LnD51ytT1wuWrVOauFySSSCQUFRWXlJU+qevl3LlzKqWS08BRKhQXL160Mw2eTMrNy6uqqgoKCbZCWMquTUiK4Iebm5trqK9vb28fHRm1tbUNDgmh06tKyso25gwpSIoAAPD9Xb16taO9vZHPVyqV165cdffwSE1NZVazaDSaBa63fc3S0pJRb+DxuP39/TPTM/b29ps2bSotLyssKnpS18u9e/cmxsc5HK5oYGBkeNja2trPzy8rO6uyqopAJFrC7G5IiuB7W1pa0mq13AZOR3v72bNnbWxsiERicWlJFZ3u6+u7Yd9YOMsGAADfn5ubG6u6urS8TKvWNLAb+np7Ozs7e3t78Xh8YVEhncEIsOCiF1tbW0IykZBMnJmeFonEnAb2+Nj42//7f/VHj6amkkvKSvMLvt71YmNjExMbGxMb+/nnn0vEpgZqrUZz+NDhpsYmIpFYUFRY+uQGagAs1q1bt/r7+zlstkQsuXjxoqura05OTnVtDS0tzctrnR9Y+UawpggAAM/GgwcP5mZn2fX1Pd09Q0NDtjY2gZs3l5SVlldUJCUlWewRkK/cunlTIpHweDyFXHF8cRGJRIahUHR6Vc7jul4eXYNp5PFFAwOmVUkHUwN1aUmJaVWSQLCzt1vxm4A1RfDdnDhxYqC//+iRo8NDQ9e/+GJzYGBGZmZNbQ0pJQUmQy2DpAgAAM/Yic8/7+vr47AbBgcHl4teKFQKk8VKS093dHS0/Ld7aGjI1PXS2LQwP788VZhCpdCZzNTUVAeHx3S9IBCI6elp8YCIw+FMjI9fuXLFx9eXnJpaVFxcWFzk5ua2khcPT5/Bt7S4uMhhN7S3tQ0PDdmYf66rrKoqLStLSEyA9/BRkBQBAOC5uHv3bn9fXyOPLxaLT5065eLiEhsbW7t1a1pGekhIiOW/6aaul1Zhe5tQIVNcuGgqbomLi1vegvmkrpdbt27JJFI+nyeXyRcWFpBIZEhoaHl5eX5Bfnxi4sqceYGkCJ7u/v37Oq22kd/YKhCcPn3a2tomKSmxtKysikEPCAiAd+9vwT5FAAB4Luzs7PLy83Pz8gx6g1AgaGxqNOgNGo0mKjo6Ly+fVc2MwGAstujlYdfL1lo6g67TaFtbBcJWoVarVSgU2MjILPNgnbi/6XpxdHTMzs3Jzs0ZGRnp7uxqamycnZ39j3//90MHD6aSyVX0qrT0dGdn59W7J7ChmX946+dyOGKx6MzpMx4eHrS0tK3btqWnp/v4+qz21VkuWFMEAICVcPr06abGJqFAoNfr79y54+3tnZuXV1lVlZKasibC08mTJwXNLW1CoV6v/7LrxRT+qDTak46FXr9+raujq7W1VS6TnT171sXFBYPFMpiMjMzMyMjI53SdsKYI/taZ02f6+/vqjhwdHBy8euVK4ObNaelprOpqCpVqZ7cKu2nXFkiKAACwci5dvCiXy+uP1imVyuUjlimpqaWlpaXlZSu8n++HdL1wORyJ+Kuul6ScnGz6k7te7t27ZzQY2traWpqbT544efPmzXAUKi09raLCNLv7mX+fhqQIHnXixAlOQ0Nbq3BwcBCBQAQGBpZVlFdUVCbhkuCN+pYgKQIAwEq7d+/eoMFYz64f6B+YmZ52cnIKCwujMxkFhUVRUc9rse0Zun///uzfdL2Yiv7oVfgndL0gEIgL588L29qEAoFWrbl85Yqbm1t8QgKDwUhLTw8JfWYbNyEpgmV6vb6Z39jS0nLy5EkEApGYmFhYXMxiMQM3b4a36DuBpAgAAKtmamqqq6ODw+HOTE+bFtvCUWkZaTU1tTg8bk1M6HjY9cLjq5SmrhckEkn4pq6Xmzdv6rTa5qbmrs7OM2fOLC0tRUdHp6WnM5nM2Pi4H15vA0lxg7tz965CJquvqxeLRKdPn3ZxccHhcDVbt6ZnpMOBle8HkiIAAKyy69evC1tbW5pbFHL5lStXPDw8kpOTa7ZtpZDJPmuhGWJpacmg1/O4vIH+/pmZL7teysoKi5/Y9bL8WLCRx+/p6tJotbdv3/b09EwmkZgsZkpKyg8ZVw5JccM6e/asRCyuO1qn1WiuXb3m6+eblp7OYrHSMtLt7e1X++rWMEiKAABgEW7duqVWqRr5jZ0dHefPn7exsUlKSioqKa6i0wMDAxFrwcOuFzZ7fHz86tWr/v5+qWRKSWnJ33a9fOXy5ctKhbK5qam/r+/ixYvW1tbx8fHZOTmV9KqIiIjvcTYckuIGdOb0aQ6HI2w1HbdCPHjgH+BfUlJaRa/C4fGWP/He8q2BpxsAALARODo6pqWnp6Wnz87McDmcjo4OrVar1+s/3vdRWUVFaVkp3uK/7aEjItAREdu2bV1+JC2Xy5saG7u7usLDw+kM+mO7Xjw8PAoKC/IL8memp/l8/nK9jdFo/OzTTzOzssorK1JSUjw8PFbphoClGxwcFDS3NPL5J06cuH//flxcXFFxEbO6Ojg4eLUvbf2ANUUAALBEn3/+uVgkrj96dGho6OrVq35+frS0tMrKiuzc3CcVpViaoaGhrvaOpqam+Ue6XhgMZgr5iV0vp0+fVsoVDQ1sjVpz6dIlR0dHPAGfl5dfUVm5ecu3OogAa4obwdLSklKhbDCfCTt+/Libm1tMbOy27dsys7LWygL8GgJJEQAALNed27elUimb3SCXSE6cPLlc9MKqqc7Kzl4rqyYPu16EQrlcvjwYKD4+3tz1khYWHvbYX7K0tDQyPGKakCwSjY2O2drZ+vv75+blVVRW4vB4Z2enp/x2kBTXt0sXL4pE4rqjR7Ua088Svr4+FCqVyWJlZWevlZ+g1hx4+gwAAJbL3sEhKzs7Mytr0DgoaGluaW7R6/VqtTomJiY7J6e6tgZj2UUvf+l6odN1Om2roFXY2rrc9RIZGZmRlcV4XNeLra1tYlJiYlLi4uKiWCTic3kGg+GzTz/lc7nEZFJxSXFRSbGPD5RqbCznz59v5PGam1v0Ot3S3bt+/v5V9Co6g0EkEm3WwqCAtQvWFAEAYM04e/Ysn8tra2/XqtV379718fHJyMxkVbOSSSQkEolYCx7b9UJn0CkUqq/f4w963717V6lQNvL5YpFofn7e0dExcHNgeUVFfkEBDof7WsqENcX1Z2R4uFUg4PP4x48fv3v3bmxsXH5BfnVtTfgT+sfBswVJEQAA1phLly7JZTJuA0csFl+5cgWJRCaTSBWVlcXFxR6ea+Pwx2O6XhITc3Jz6UxGaGjok1ZJJ8YnBgYGuA0NU1NT165dCwgISCWTS0pL8vLzvzpbDUlx3bh3755Oq6urq+vv7T1+7JgzEhkTE1O9tTYnOycoOGi1r24DgaQIAABrtujFaOQ0cHp7emZnZx0dHUNDQxksVn5+XvTfHDG23K6XmVkOp6H/r7tequh0gqnr5fGDdW7cuCEaEDXy+UqF4vjx4y4uLmHhYZVVVbl5ebGxsf/vD//233/84y/feuuXb/1q+ev5PN6PXnsdh8PtP3TQz8/vWV386VOnnZyd3N3dn9ULgq9cvnxZJpXW19XLpNLlCaMUKpXBYOTm5zk5PW2XKngeICkCAMDaNjk52dvTw65nz87M3LhxIzQ0NDMrk8FiEYnENVH0gkAgTp06JZVI+TzecteLMxJJJBKLiopKy8uelO0eIBBDxsHOzo7mxqaFhQXz2eqQVDLl8+PHFQrF3//DPzynpHj37t3BwcFGHk8hVyTicL//w++fNCoSfA8XL15s5DcKWlo0avWdO3d8fX3z8vMZLGZycjJMz14tkBQBAGA9uHb1WmdXJ5/LVykVly9fdnd3J5FIrJpqWlraWjn8Ye56MfC4XFPXy/S0vYPDpk2bysxdL7gnd71cvXqlzdQn3aaQyy9cuODs7Hzv3r2f/fxnv3zrrWebFGdnZpUKBY/LHRwavH7t+oMHD+Li4g7XH90U8P0bZcBXxsfH24VCTgNnYWHh7t27UVFRefn5NbW1EZgIeJdWFyRFAABYP27fvq3RaLgNnJ6e7rNnzlpbW+NwuIKiQgaDEbj5W80jtATT09PiAVFDQ8Pk+PgVU9eLfyqFXFLytK6XO3fu6PX6NqGwtUXw+eef/+SnP/3Nv/zzM0mKd+7cUalULc3NMol0amrK1tY2ICDAz89vfHw8Oibm4KFD/gGPb7gG38a9e/eMBiO7vq63t29+dg7pgsRiMTVbt+bk5IaGhcJ7aAkgKQIAwDo0PzfHZrO7u7qHBgdtbGw2bdpUWFxURa9KSvr6YWGLdfPmTalYwufx5ArFscVFpIsLKjy8ik7Pzct9ykbMM2fO8Hk8Hx8fJov1A5Pi5MSERCxuamoeGR6+du0a0sUFj8dnZ2czWEypRPqTN96IT0w4cOiQvz8kxe/j2rVrMpms/uhRmVR28eJFNze35VPwhUVFzs7O3+slwXMBSREAANatkydP9vf1c9hso9Fw7dp1Xz9fMpnMZLEyMjKc1s4346Ghoc72juamxvn55f2IoabzDUxmSmrKtxm2/F2ToimhSiQtzS1KhWJ2ZtbRydHPzz8nL6ektBSHw7m5uSEQCB6X++brP0rC4w4cPOj77E7JbBCXL19ubWlp5Deq1eqbN2/6+Phk5+SwqqtJKSRHR8fVvjrwdWtjszMAAIDvITAwcNv2baxqlkQk4vJ4ov6Bpsamnu6e6Ojo2q216RkZoWGPb0mxKPFmr7z2qnk/olAhlx85fFjQ3BIXH8eqrqam0cKe0V0MDQ2JzaeqZ2dnr1696uXpmVeQl5ObW1JaGhAQ8OhX3r9//wECYWX6x6LHnluaycnJzo6Ohnr2/NzcrVu3sJFRObk5NbW1UdFRFj5AfiODpAgAAOucnZ1dVk5OVk6O0WAQtgob+fzBwUGdVhsZFZWbl8dksSKjIi3/+7S7u3vt1toqepVep2ttEQiFwq+6XjKzs+j0x3S9fEvXrl3r6+01nYlRKD4/ftzJyWnTpk27du/OL8jH4XCOjxvL8sDMytra8t83S3D//v2R4ZH6urqe7u7liU4RWGx1TXVefj4KhVrtqwPfAJ4+AwDAxnL27JmWppaWFlMr2u3bt728vLJzcqoY9NTU1LVS9PJl10tzm7Dtr7pe6HQKjerr6/ttnj4vLS0NDQ71dHcJWgQLCwtffPGFn58fkUgsLC7Kzy/w9vF+yu/Ormf/5M03SSmkzw4c8PZ+2lducF988YVCrmhgs/v7+i5duoREIlPIqZWVlcUlJa6urqt9deBbgTVFAADYWPz8/F965WUGi6mQy+vr6hVyObu+vrW1NTUlpbikpLyi3N1jDRS9BAYGvvr66zVbt6pVKnPXi6Szo6O7q8vU9ZKXS6czQsO+3vVibW29/D8uXrzY3dXVJmzTqNWnTp1CuiBDgkNKSkty8/ISEhPt7Oy+8Xd/8OD+gwcPrK2sTQ+gweNcu3qtVSBobmqUy5U3bnzh5eVFZ9BZ1TWpqSnOa+cHEgBJEQAANigPD4/CoqK8/PyhoSF2PXugv7+7u1sikXz44YdVdHpRUeGaKHpxd3fPzcvLzsmZnZnhcji9vX16vd5gMHz2yWdZ2VlVDHpKysNTLzY2Nje++EI9O9fe3iZsFZ48ceKLL77YsmULg8koLCrKyc1dPqrybT0wPYA2bVKEoPg3ZmdnOzs6G+rrp6enb926hUajsnNyardti4mJ+SqsgzUEnj4DAABAzEzPdHV2cjic6amp5aKXtLT0mtoaQvKaKXr5sutFwuPx1ErV1atXkUgklUazt7fv6e728fEJCwsbGRk5f/68q4tLOBpdUVmRkZEZnxD/PfYa1h05+pM3f0xLT/vks089PT2fz92sMQ8ePBgfG6+vO9rT3TM5Meno5BgWHs6qZhUUFGCw2NW+OvD9QVIEAADw0BdffNEmFAqaW2RS6eUrV9zd3YlEYs3WrRQq5Rk2Jj9vS0tLer2ez+WZul5mZuzt7OwdHP7/9u48qMk0zwM4iQYbBFREwVYQROVoTuUMckcIR8hBjjeg3VrtavWO9lbt9kzX/N/bXTv75+7a9vRo2yWQg5xc4SYkhKCESxBtsBWZwm4boRYvFEmYSpjarantWS8gB9/PH1Txz/s+ed+k6lvP83ue38uXL5/PPw8OCU5OSWEymUcy0t+lKLOqsvLTs+cys7IufndpqzMs1q+q58+f9/T0SMWS9rb2hw+nPT09kpKSWRw2o6QEfbFdAJIiAAD8n0Yv166plCpNQ8P09DSZTI6Ljy8sLOBwuXv27HGih7Xc60UikdybmNgXuo/JYmVmZkZERr77lSsrKv/p7Nns3Nw/Xbq4nsPQ06dPGzUauUxu7O62nivk63skPZ0QCtOOpKEdtstAUgQAgF93584duUzWqNEMXx8mkUgBAQEMBoPBLElITHSWRi/LaWZ2dnbnzp2vc0z3a6qsqPj07DkajfbtxYs+W96kwNFV3L17t621taqyanxs7MnTp6H79uXk5hJCIi4unrwBxYguBUkRAAD+P/enp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WlZWFg4cdz4o4f/DPAPoDMq/+gVFxdHRUYiCOLRoIG+/l+pIgsKCjgcjkgkSk5O9vT0LNdsg+P40T//NDU127t/H4/PT01NHTZ4yO1bt5xdnCseQiwW4bh6WsuI8HAajdbQy0vbEoyiKIvFotFpKcnJCe8TnOo62dWpU/a9QqEw8vVrkUhUv76bXR27squkUum7N28Liwrr1atn/feGW5IkY6Jj0j5+dHRypKbW/OtdEsnbt2+Liorr1a+nzdnetl3b0ydO3L93r1v37kjthCIok8ls0arVoMGDqSU9evYcNmjwveB73j7qlmmRUEQi6nkT3r19W7euszYtaFJSYsL7BCtr6/r161OXGUEQ2ZlZYrE4MzNTKpVq/1hSiTQqKlIikXh4eJiYlqTWp6hUqui377Kys13ruVIzNZAIkpubW1RUnJ+fV5Cfb2BoiKJo8+bNmwYGcjgckiQLCgpoNJr2kpPJZMLiYiNjY+1z8MSEhMTEJGtr63r1633q+ldfP2x25y5de/bu9amaUSgUb9+8zczMqFOnTr369bXtrDiOFxUWCvT00j6mSSQSNzc3qUyal5srFArT09Od+XxMg8VmoygaHxf38ePH+vXrW1hafuI4JJPJ9GrkFfr8+c0bN7p260YVj8lilesYUFhQ+ObtG1QzQ4FArySLKkmShQUFTBaLp2muViqVxUVFenr6DCZDqVBmZ2er/xwZGba2tgwGQ6VSqdfq66ekpCjk8nr16iOa6snIyIh+9w7DsAaenmVnN/heXR0A+LFBeApAJeJi4969fTNy1EjqJYZhTZo2rVe//o3r19PT0qteZUKhsFPnztSPqIGBgWu9em+iojT9Oyv56D198mTp4iXU7yiO43Pmzg1q0Zz65Z7z+ywGk5mUkCDQ09uzf1+58FSlUjnVrduiVSueJse+sbExj8f71HSURw4fuXnjhompSUZ6RlFhoY2tzdLly7VRI4qiJ44fz8rMInC8oKBg0tSpAwcNpMKR8FevFi74A0URDoebnpbWu2+fSZMnUyX5kJQ0f+7cvLx8DoeTm5s7YdLE/gMGUHFATk7OsiVLwkLDjIyM8vPy+g8cMLH0XUmJifPnzC0oKGCr35UzafKUvv37YRhmYmLi7et7+eKljp06fcXzU91R9k/A4XBYLJa2JW//vn3Pnz1jsVgfPnzYumO7voG+TCbbtGHjtatXTU1McnNz/fz9Z8+dY2RsnJmRsXH9huysrM0bN7GYzG6ah8IR4eGLFiwsKi5kMVkKhWLWvLnt2rWj9pyW+nHB/PlJSYlsNqewsOCXGb/+r28fHMd3bd8RFRkZFxsr4Atmzp7FZDIPHjgY8uDB1h079Az01q9Zm/QhafuOHfoGBiRJblq/PvJ15O79+3g8nkgo2rB+vbpgpqZ5ublt2raZNXcul8v9igrJysycPWt2Rlq6ianxx9SP3r6+8xbMNzQ0pDqWzJg+3d7B4enjxx06dXL7Y8GtmzfPnzsvLC5evHDRmnVrraytqc/Fju3b0z+mqXBcIpHMnje3Q4cOlRyJVH8oNDNjoTu2bvP29rYqvfkp69bNW6tWrGAw6CqVisfjL1ux3KNBA6qddcqkyYHNAidNmaLuVPDu3ayZMxctWeLn7x8RHr5vz56cnJzlS5YuXrbU28cnJTnltxkznOo6PQ551L1nD9dZ9VAEPXP69PYtW83MzRQKRVFR8cxZs9p36FCbe1MD8G+Dh/sAVCIyMhLDaLZ2JQ2EdDq9RcuWPXv1cnV1/VTYV6mffv55RGmMm5z84fmzZ87OzuzK+q1mZmSsWLbcs6Hnnv379uzb6+PjvXrlSioURhFUJpM9Cgnp07/fwiWLK3Z7ZbFYk6dO7dGzZ0py8snjJ2bNnMlgMDp17lRpkVS46u2bNx4eDXbv27tr316pVLZj+3ZqqnQUVTeC5ufnL1m+dO+BA+3adzh+9Gie5lk/SZInjx+3sLA4cPjw4aNHRo4Zc+bU6cyMDGqfp0+fVilV+w8dPPjn4UGDBp05dTpbM+0qgiB7d++OjY7ZtHXLwT8Pz5w16+yZs2HPn1OrTp06RRAE9a4BAweePnVK++DV09MzPj4+KzOrtl6d6kAEzUzPiI+Li4mOfhEWtnH9+ozMDH9/f2o9juMvX750dHTYuHmTg6MDgiBXLl26dPHirDlz9hzYv27D+levXh3YfwBBEDNz88k/T1X/3ymTW7RqpW5iLypauXyFta31gUOHDv55uE27dls3bsrNyaVmnN+8aVNeXt6mrVv3HtjfrXv33bt2pael0en00WPHNGjQoG379uMmjKeCfqVSKZPJCJJAEbRZ86D3cfHv36s7hBQWFj588LBJYFOq7fDM6dN3bt1atmLFgcOHVqxe9eTJk+tXr1Z+0ihKEsSF8+dXLl+xYtnyFcuWL1uydP/efTKZjNrgxrXrOdnZm7ZtOfjnn8tWrHgcEhL+KpxaRSJkbm7u2zdRs+fNHTVmNIIgrVu37tGzh5OT05x5c83MzKjrs6iwEFfhazdu2HfggIdHg6OH/9Q++i+HmtR3zLixcrn88KFDJX+TMhITE9evWdOmbZv9hw4dOHzYro7dlk2bJZopgrXzbFH/JghCXVGaD76HZ4MRo0aZmZn9NmuWm7s7VfLsrKyY6Oj5C/8YOnw4iqJ5eXnHjx7r2bvXgcOHDx054unpeeLYMZlM+l2uLAD+I6D1FIBKJCUkGBgY8Co0EeE4/o/qy1Tzs6qQK27furV540aBnmD8xAmVjjt+ERaWm5MzZsxYqjvBmPHjhw0e8vTJk//17UMdt0XLFsNHjPj84VJTU69duRL/Pt7S0upTHWQJHHdwdBwwcKCZuZmlpWWfvn337tmTm5trYWFBatqJ+/fv7+nZEEGQgMYBjx+FFBUVmZiYoCg6Zuw4Noctk8ky0tOFRUUKuUwqLfnFJXEiKzv7RViYm7v7yFGjBg4exNFENnl5eQ/u3W/fsWMdOzuVUtmwkZeFpeW9e/eaNmtW+q6sFy9euLm5jxozdvCQIdqhP+YW5gqFIiM93cb2Hw/w0gWoOhYijx45cvXKFYIkEZLkcDjTpk9vUTpCCFepnJ2dJ02ZYqR57CuXy29cv9GkSWPqpsLHz6/3/3pfvnR59NgxBgYG1tbWTCbTytpaT/P0OTIyKiU5efTYMVwulyDJFq1a3rh+PSIivG27dqmpqWGhoeMmTmigaQUcN2GCrZ0dXROMWlpZcXlcQ0NDbSYKVIP6d0BAgLGx8ZPHT3x8/V69fCmRSlq3aUNFaTdv3Aho2sSjgYdSqXR1refiWu/+/fs9evWqbOy5em/paWnalmMCx+UyKYGX3NG1ade2WYvmenp67+Pjs7NzVLhKIhaVvJVEaBjWt2+/Ll27UgsEenrGxsZsDqdOnTrUKZAkyeVyhwwb6uLigiCIr5/v+bNnJRLpp0aM4Thua2s7cfKkdWvWtmvfwcjYqOzaJ48eyRWKbt27a8bR09q0abtuzZoPHz64ubmVqxzqJfUPDodjYWHBYDDs6tix2ZrpWEmETmf0HziwY6eSG0Iel7tsxXJDI6Oc7JyCgnyZXCaTyag7QABAFUF4CkAliouLORwO9j26iCUmJKxdvSb81av/9ekzdMRw80+kqcrMyOQL+Ialv6BGRkZ8Pj8rq6T5EEVR07/3LyyLGhuOYVjTwEA/f//U1NTff/113dp1O3btZDKZFTZGTE1NBAJ1NwAEQUxMTRQKRUkTFIkwGAwjo9J+ciiClomk8/Lz9u7Zm5mRzmAwcJzAUJr2N3v4qJHZOTkL5y/gCwS2NjYDBg3q1KWzpmNfQXFx8eVLlx4/CiEJEkGRjIzMuk5OJEmiKDpy9OicnJw/5s1Xv8vWduCgQR1LW3wZDAZJ4GJJ5Q1juo9KrjRg8KBu3btTJ2tibFw2Qxmp6ezBouIbzWDw/Px8d01rHMXaxkYiFhcXFxsYGOA4TpKk9tYoKyuzqKho4/oNbBaLREiVSiWXyYqKijR/o3yZTKbt+2tsbDxk6FDq39ROPtX2b2hk1Kx50LMnT8eOH//g/v36bu51ndUdl8VicUF+fmpq6oS4eOpEsrOzPTw85DIZXdOT5O9nTaAYNm7C+D79+lV6FBWO79i2jRq0x2QxVUoVipaO8df0xDU2LckqQCEIgiTVJ1i6f/WDAgMDA+pluQiy0j8DgiBdu3W7c+v29q1bp/z8U9lOn9lZ2dnZ2fPnzFXfLqLqOwSSRIqLiivuptxRqJosUyqSwaCblO1dymJFRUWdPX1GLBZzOJyc7OxyvbEBAF8E4SkAlWCz2Zof8vIZHP+p+Pj4X37+2dra5tCRPz+fUkrfQF8uk0klEsRIHaFKJBK5XK5XJuNPxXSSWnm5uZs3be7QsUNgs2ZMJtPJyal5i5aXLl5UKBQVw1N1lKBUacOUosJCDpvN45UPNcrJzs5e9MdCF1fXdRs32lhbh4aGLpg7jyoSjuNKpXLe/Hnz5s979erVhXPnlyxaZGJqGtA4gMFg0BmMwUOG9OzVU6WJrvLz8jgcDtWJUKlSzl/4x3xywauXr86dO7d40SJTM1M/zeNvTfpMdSyC1GY2NjZUU1yl1G2qpX9TtmYUDhViUooKixgMRtmOHNogiclkGhgYzJ0/z9nFBcdxAsdzctTZxKiwHkFRiVhSdihbgwYN9ErHPH0mnmvdus2D+w/uB997G/Vm6PBh1JVDp9EwGq1zl85jx4/HcRxF0cKCAgzDOJxP9z0tjTjLUSgUa1atyszInLtgvpubW35e3oihw0jyb+FypRf5N6ZlZbHZP02fNmHc+HOnz5TdFZ1Ot7a2XrthvUAgIDVdHfJyc51KO2FrSlKysVQmVSqU6GdLVbbkjx8/3rBu3eAhQ3v/r7ehkdGObdtCn4d+yykA8B8EfU8BqISNrU1hYaFcrvhi7aSmpLx9+7bSh/4kSe7fu9dA32D5qlV1nZ2VSqVCofjUMz7Phg0JUj1WQ9MSity6eVOlVDby9qbimM+XgclkRb97d/HCBaoYIpHo5YsXDg4OlYZ3GA2Lj4ujshTJZNLbt2/Xd3czNvmr7adSuTm5+fn5HTt1cnFxYXM4L8NeiEUiqi1KLpetXrly7569BoaGrdu0mTRlCp1Bp7L/mJub29nZvYmK0jcwsLCwUKlUa1evLj20bNXy5fv2at7Vts3kKZNpNEwkKnnUW1RUSGcwqB6HtVfVu4JweTxfP9+nT54kJiZSvT9vXLvW0MvLSHOvomn1xLVXTj3NoP7EhERTU1MLC4v4+PcrV6yg0oHZ2thYmJs/uHdPpVL3mzx7+vTc2bPz8/OpNxIEoVKpPnWf497Aw9raetfOnQiKNAksyc8q0NNz93CPeh1FPdRms9nbtm67c/sOin0yZFQqFPK/o+pBLBSlpKQ0adrU39+fz+dHvn6dnZ39+QcUVJsxTvyzHjUV1XdzGzho0IXz5/Pz87UPBDwaeIg0aQHMLdQeP3qk7nuq6a+CYRiDQafSPxEE8ehhSGFR4V/JXBFNqT79sD41OZlOo/fq3cvSykomk4W/Cqcanr/xLAD4T4HWUwAq0dDL69iRo2kfP2qfJFKo0SRlf+B379z15Mnjcxcvls0DRSnIz3/65El+Xv6Avn2p1kqVUunl7b1sxXJq0ElZLq6u4yZM2Llt2/Pnz1EUjQgPHz9+nLuHB7VWLpMpFJ+MlfX09UaMGrl00ZLRI0Y6ODq8evlKLBYtW7my0mHvNAxTKFVLFy32aNAgPT2tsLBo1epVVD9CgiCkUqk2qMJxXCqVUiW3tbOt7+a2bvXq50+fpmdkiEUiAkGOHTs249dfOVxuYGCzDevWxcbEWFhYhIWGNmzo1ci7EdVwNXnqlHmz5wwbPMTeweFFaKiFlVWgpuMpl8tt2qzZxnUbYqOjzc0tQkNDGzXy9vLyog79Pi7e1ta20tHWtQJVk5/pbqhUlL+QBg0Z8jri9YQxYxt5e8fExNDU2ewnUjcAhgYGPB5v+dKlGIa1at3a2dl5xKiR27ZsefrkCYNBf/7sefeePR0cHdVP801MJkyetGTR4jGjxugJ+KHPQ0ePG1vH3l79d6fR7OzqnD192sTEeNyECQwGo9zFLBAImgYGzpo5c/qMGdouKBiGjR4z5vffZg4eMNDdwyPydQSNRpv680+VBlskSYrF4mVLl27fto3aLdXt5KdpPw8YOFDPQL9pk8DTp04V5OeLxKLC/AI9ff3Tp055+/io+z2TZMUas7Ozi4uNXTBn3h+LF5mamZW9IKmEFeXqsGxRZH//yAwcNPDhgwd379zRXt6BQUGdOneeNfP3Jk2aCIXCqKjISVOmUndEHA6nVes2O7dtmyKVkgSRmZnJZrG1bzQ3NxdLJAvmzf9j8SI3NzeC/NunBkGQRt7ebDb7l2nT69Wv9yEpSS6Xv3///sqlywMGDSTJvw26AgB8CvqZJ4YA/GcJi4VTJk5sEhg4YdLEssvjYmNzcnL8A9SPraklz549O7hv//JVK6mGrrJkUunz589FIpH2U0YQhImJiX+AP51eSeBIkmRYaOjTJ08RBPEP8A9oHIBh6uiEJMkXYWECgaBe/fqfKfPLsBcPHz7Izs6uU6dO2/btPzWzzpZNmx+FhIwdP+51xGs+n9emXTvtllSza/36bmbm6h/pzMzM+Lj4Rt6N+Jpehulp6bdv3crISPfwaNC4aZMXYWEikahrt27qjhA4ERYW+vzZc4lE7Ozs0rJVq7LNsXGxccF37+bm5ji7uLRp00abpBPH8bDQ0NDnoRKJ2MXFtUWrllR6SLlcPn7M2CZNm4yf+LfKr0WomrR3cKjz98SxWnGxsYWFhd4+PmUHGOXn5d27dy8+Lt7a2qpVmzbaeb9Ikgx/9SoyMrJpYCA1KkilUoU+e/70yRMcV/n4+jVrHlS2pTzydWTIw4cSidjXzz+oeZD2EB9TUx88eGBjY9MsKIhGoyW8T8jJyfb28dH2AMnLy3v54oVHAw8rq7/dGKSkpNy9fSctLc3G1qZt27Y2mlyqFQmLhS9fvBBpRzuVlB5x83B31ETPxcXFd27djo2NqVOnTsvWrT+mfnz39k3X7t1NTEzEYnH4y1eOdZ2ooYEUsVgcfOeuXC7v1LkTj8/Py8t7ExXl5eWlr7lpTP7wIS0tzcfXt+JTAlylevHihUAgoAbXU5ISE2NiYhp5e1tYWFBLpFLpg/v3X0dEMBjMJk2bNm7SWBt2SySShw8eRIRHWFtbBQYFZWVmurq6UuPYlErl45CQjx/T2rZvZ2FhIRKJwl+9cnZx0e4WQZC3b94E372rUCgCmzWr6+x88/p1G1vbFi1bqpSq0NDnFhYW5RIAAwDKgfAUgMpduXz55ImTm7Zsrhh3lnXv3r2o15HjJ06oLR0lN23Y+Ozp0wN/HmbraoEfP368eeOmtevXUSnlAQAA/NdA31MAKteufXtbG5sH9+59voLMzcz6DxxQW2JT6nEtiqHKT3cVqFlyufz61avde3SH2BQAAP6zoPUUgE/KzMwsyM+nRqL8MNWUmJCQn5/v1ahRZXkra55EIomNiXFzd69FET8AAIDvC8JTAAAAAACgQ+DhPgAAAAAA0CEQngIAwHf2Tye//WqfmgUKAABqNV3sfAYAALXX1StXURTp3KULgiAx0dH3793XJsPncNj16tf3DwigcjlJpdLLFy9lZ2eXfTuB442bNvEPCEAQ5M2bNyEPHjYNbNqwNCMsQZJ3bt1SD91r1x7F0MjXr9+9fdd/4ICy03WWk5OTc+bkaalMOn7ihIoJd/8plUqFaVD/vnzpkq2dna+v77fss6io6PLFS23atbW0tPzqnRAaVelRLRaLr1+95u7hXl8zp1dSYtKzp086d+1aMXVxpdME0Ggl0/mKhMKrV642aOj5mbnBAABfB1pPAQDgu0lMSDh65Ig2eeerV+FrV6+5F3z3xYuwsLDQUydPTRg7btuWLUqFOjG7WCzevm3bn4cOPXzw4MGD+9R/9+/f+/DhA/X2F6GhC+bNW7JocV5uLrWEJMkzp06dPnmKmkvJ0srq1s2bzzS5cj/l2JEje/fsZtDpnwlhq0goFC5dvOTa1avUS6VSeWDvvof373/jbouKio4fPZqZkfEtOwl5GDJ31uzCwsIvbllcVLx7565XL9Wzl1G3EFs3b83PK5lb6zMiwsNnzvg1o7ScYrH47OnTsTEx31JsAECloPUUAAC+D5Ikjx87bmNjo23sRFHUytpq6fIVrvVcqYf+2zZvOXrkSIeOHd3c3VEEYdDpPQYN+mnaz0jp3A2kJvkX9W8ajWZubv4+Pv7I4T9//mU6tZDJZGpnUzE3N2/StMmhQ4d8/P0+lcg2PS29aWDTqdN+LrtQLpcXFRUZGRlV2twol8sVCoVAICi3XKVUvXr5kpq1oaQwLBaLqT5uXl4ej8djs9nl3kIQRF5uHo/P43K5n6o3W1vb85cvVSxJYWEhjUarWAylUlmQn6+np8fmcLQLszIzQ58/L5cxTaFQ5Ofn83i8sjtBUZTFYmmDdRqNxmKxymXnKC4qkkqlxiYmf583If/Z06cSsYR6aWZufvTkCVrpH+uvshUUGBoaVjpnG0EQ+Xl5BoaGupk3AwDdAZ8QAAD4PjLSM548flxxzk86nU5FnBiG+TcOOHjggFAo1K5lMpmfatckCMLSyrJ1mzanT51q066tR4MGFbdp0arVhfMXXoaFUbPFlvPnocMPHz5ACGTh/AW/zfqderh/5fLlE8eOiURiQyPDIUOGtmnXlto47ePH3bt2eTVqdP7c+WZBQePGjyu7K6lUumnDhpTk5LOnThvo6w8aMoQ6o4zMjPlz50ZFRvH5vMHDhnXq1En7liePHh08cCAzM4vNZvfr3693nz7ayLusnJycjevWjxozuq6zM4Ighw8eEgqFCqXiccgjkiS7dus2bMRwbRXdunHz2NGjhYWFXC63/8AB3bp3xzAsLDT08KFDObm5f8xf8OvMmY5O6kmqrl25evLEieKiIjqD0apVq2EjR1Dzn32eUCjct2fPo5BHOK4yMDAcNHhwuw7t1R0toqL27t5dWFi4dPHimbN+d3N3Lygo2Lppc+u2bZoFBVHvvXHt2onjxwsLC/U19dOhY0ftCe7asdOprlPY8+fv3yeYmZtNmDjR18/vi4UB4D8LHu4DAMD38eLFC6VSWa9evXLL5XK5UqmUy+VZmVnXr13n8/nGJibUKhRFU5KTNU/+1f+FPg+NfP1aKpVq30siZL9+/Z2dnTdv2iSVybAKKXjt7e0tLS3uf2L+iPpu9W1sbMwszLUz8V69cmX50qW+vn6/zZzp4OD4x4IFjx89ojYWiURXLl3eummzra1NgwqhMIPB8GrUyMDQ0NnVxbX0HFEUvXblKofDmfLTVGtrm1XLVyQllfRMiAgPnzXzd4FAMOWnqYHNAjeu33Dr5s1KCykWi+8FB+fnlzxef/fu3aaNG9M+po0dP87Xz2/rli0hDx9Sq2JjYlatXOHp5TVn3ryAgMbLFi95/uwZ1Yrs5ubG5/ECGjemupBGvo5cvHBhQ6+GS1cs/1+f/x08cODalZI+CZ/358FD58+eGz1u7MLFSyytLFcsW5asOSNjYxMPzwZcLtc/wJ+a3VQmlYY8fJiamkq9Mfju3UULF9V3c//t99/d3D0Wzl8QfOcOtUomld66eXPr5i3Ozi6Tp04RCUUrli/Xni8AoCJoPQUAgO8jNiZGTyCgZoSn0GhYXm7e/DlzeHw+QRCFhYXpaWmTpkyxt7dXr0ZRjEa7euXK/fv3qYf7KpXK1s52w6ZNDppJ6tUNqCrC0Mhw8tSpkydNvHb5yv/69kEQVNMFoASbzba0sk5KSpLJZBWfrfv6+Tk7u4jF4s5d1UO15HL5yeMnmgY2mzbjFwRB/JsEpKQknz55yt8/gMFkoBp9+vWdOHlyJb8WdHrrNm2O/Pmnj6+vT+lYKKVSGdCk8Zx58xAEsbayfv78efKHJAcHe5Ikz5454+jouGzFCjaH075Dh4z0jMuXLrXv0KFiAyr1tL1slwZ7e/t5C+YbGBj4+vk9efw4Jjq6ZatWCIJ8/PhRJBQFBgb6B/j7B/h7enlSo6ns6tRp0rRp5OvX3Xt0N9TMQsxkMqb+/HOffn1ZLJatnd3xY8c/fvz4xb8gSZIOjo5/LFncunVrTUtq8aOHIbm5uXUc7C2tLJsFBd25dbtz164WFhblOgkoFIqTx0/4+vr+9vtMDMOaNm2ampJy4viJ5i1bap7jo3QarVPnThOnaCqWJBcvWpybk/P5CZMB+C+D8BQAAL6P/Lw8DpdDjcqnkCTCZrN8/P3MTE1JkmSzOY28G3k2bKhdjeP4gEGDRo4aSaWIIjW9UU1NTcvuVqVS+fr79f5fn107dvj6+9NoNJVKVXYDPp8XH1dUaXiqHdKOq3AanZafn5+aktKpc2dqFYPOaODRIDg4WCgUGhkbkSTJ5XIr7UKgLQk1el27BEVRV9eSllQ6g85kMKiySaXSD0lJGemZ8+bMJUkCxbC3b97iuEooFH55gDxB2NvbG2iifAaTyeNyVaqSI3o2bNjQy2v8mDEOjo5NA5t27Ny5DhXol5ZNqVSPOUMQxNnFJScnZ9XyFSkpKUKhMD4uvk2bNp8/LnU6jZs2uX3r1oxp0/Pz8zMzM8USiTZuLneIsgoKClJTU3v17kVtjGKYl3ej0ydPFRcXa2JQksFkurio+x8jCCLQ06PTaP9a9jEAaiMITwEA4DtRNz5iZTueEgTBFwgGDx7i4OhQ+VtIUk9Pz9rG5jN7pVpKh48Y/uTx4/179qhUShT9WwMkFb1VZeJdahuyTOMrSZLqDgOlb0ZRlCD+WvvlHaIohpW8mUqeRR0Ex3GVUmVhYe7fOICKvKnH7pUG0OVQg8NIklTXpHYUmIapqenqdWujXke+fPny/r17J44d/2Pxou49elTcyZXLl1csXdaqTeuevXoZGBqsX7uuKuGgTCZbuWx5WGjo//r26di5U2FBwfZt2wnyy8llqYbnMvWKkASJVtyAWvX3kwIAVAR9TwEA4PswMTGRSqWKvw8eJ0my3JJyqpjvycLScvLUKbdv3QoLDaOeF2tXFRcVGRoalR3G/ilGxsYOjo7Pn6r7a1LP+iMiIhzqOunp6VWlDNTp0Glfbtfg8XiWVtYcLrdf//4DBg4cMHAgk0HPSE8v27T8Fc6fO7d/776gFs2n/TL99LmzLq6uT0uTalExH4Oh3j9Jkrdv3mzk47Ni1aqu3bt5NWokFomwKtRzTnZ2SEiIuivF1Knt2rc3NjaRy2Q07flqospKh+QbGhnVsbd/9fKlSqVuW8Vx/EVYmIOT4xebigEAlYLWUwAA+D7c3N1uXL+uzhxU2v1UpVLJZLJPze1ERa5XL19Wp9IsbVFT4arAZs26de+ufbu2sa11mzZ3bt/es2u3r5+fNjiVSqXZ2dnuHh6sTySWUmhQ/2YymQMHD164YMHSRYt9/Hwf3LufmJgwaeoUKs8RQRAymewzrYwMBoNOp9+5fbuhV0M/f3/tqC9qbdm3Yxj2v759Zv766/y5c5u3aPE2KurkiZM/TZtWLqeBth7K1lLZApMkWfYQAoHg6JEjcrm8SZPG79+/T0tL03TGVeNyuTk5OcePHes/cICxkZGNrd3Vy5fPnzvHYjJv3bz1MTU1NiYmOzvbzMxMvU+ZTNtBAsdxbSXz+XwTY+NrV6+YmJqkJCdfvHChqLAwIvyVm7sbk8nkcDkFBQWnT5wcOmK4hYUFVWxqPww6fdDgQb//+tviPxY1DQx88uTx2zdvVqxeRd17UFvipV0UCM0RYcYvAD4DwlMAAPg+fP38OBxORHi4o5MTtcTB0aFjp46fakJjsdntO3ZISUnJKTNxlFKlFAlF1L+d6tZt37EDp7RZlE6nT5o8mSSRevXqaeO8lOTknJyc5i1afKpUPr4+Mplcu3279u0wDD129Gjk69fGpiYrVq321wSaCILo6+t36NSRGvdTKYGeYMiwoadOnIiNifHT9IJt2aolNfcSgiB6+vrt2re3tCqZ+SmwWeCS5cuOHzm6c/t2Dof768yZvf7Xu9Ld8vn8Dh07GmuGwyMI4u3jIxaV1ACTyWzeskX9+vWpl23atp07b96lixdfvXzB4XAnTJrYo2dPapV/44AuXbu+iYrq2KmTsbHxqDGjJWLRsSNHBAJBx86dm7dofunipcTERDMzMw6H07ptG213Cytrq/YdO1A5pwyNjOYsmLd/z76tm7fY1bH7efr0Rw8fvomKEgqFxsbGHh4effr1jYuLzcvLs7Cw4HC5bdq2tXco2U+zoKDlq1YeO3J03969hkaGy1etDGrenFrF4/HatmtnZ29HvTQ1N+/QqWPZIXQAgHJQ6AQDAADfy5bNm6Pfvtu0dUulj4Crw95du8PCwjZv2/qp1tNKkSQpFAqr/kz/qxEEWVRYwBcIvmOFEDheVFwsEAi+mNxeWFzMYrOpHgUqlUo7H+mXykyUHcKlVCr/VniSRD67k+KiYj39aq9YAH5s0PcUAAC+m/79+8tk0mdPPzfL6HeUmZEREhIyZNjQfxSbUiN1/oXYVPOUHzU0Mvq+wTpGoxlWbeIlgZ6etrcrnU6vSmxK9Uwo2+BdvvBf2gnEpgB8OwhPAQDguzEzNx8zbrxU+leH0WqVl5/frUf3Jk2b/gvHAgCAfw083AcAgO+sJCnSD3QgAAD4N0F4CsAP4uyZM7du3GSz2WPGjW3g6VnTxQEAAAC+EjzcB+AHERUZefrUqQvnz6uzFAEAAAC1FoSnAPwgGAwGl8vlcDhVTPMOAAAA6CYITwEAAAAAgA6B8BQAAAAAAOgQCE8BAAAAAIAOgfAUAAAAAADoEAhPAQAAAACADvnypHAAAADAF+E4LpfLSZJkMBjaqUQBAOArQOspAACA7+BRyKPAgMbeng03bdgIFQoA+BbQegoAAOA7UKlUIpFILBbL5XKoUADAt4DWUwAAAN8BiqKYBoqiUKEAgG8B4SkAAAAAANAhEJ4CAAAAAAAdAuEpAAAAAADQIRCeAgAAAAAAHQLhKQAAAAAA0CEQngIAAAAAAB0C4SkAAAAAANAhEJ4CAAAAAAAdAuEpAAAAAADQIRCeAgAAAAAAHQLhKQAAAAAA0CEQngIAAAAAAB0C4SkAAAAAANAhEJ4CAAAAAAAdAuEpAD8IDIOPMwAAgB8BvaYLAEB5OI5nZ2VLpBJU85JEEAsLCx6PR61VqVQZ6ekKpZJaWxaJIMbGxgYGBtRLgiCyMjMlEilaYVOSRPT09EzNTLVLsrOzhcXFaIVNSZLkcDhW1tbaJfn5+QX5+ZVtibBYTCtra22YKCwW5uRkkwhSblMSQeh0uqWlJZPJpJZIpdLMjEyCJCpuiaGYuYU5l8vVnv7Hjx9xHC+3JYqiBfkF5UqVkpyiVFVWUSRpaKSmXZKRkSGRlFR4uZMSCPhm5ubaJbm5uUWFRZVUKYKw2WwrSysUK1lXVFSUm5NTSUUhCI1Gs7Oz01aURCLJSE+vuKW65lDExsZGW1FyuTwjPQMnyp++po5J8zLXiVKpzMzIVCgVVblOMjMzpRJJpX99PX19U9O/rpOszCyhSIhVtiWXx7O0tPzbdVJQUGmVstgsS0tLGo1GLREKhTnZOaVF+9x1IpNK0zMySJKseJ2gCGppZcnhcKglOI6nJCcTFbZUny9JmpubCwQC7emnfUyrvKJI0sjIyLD0OiFJMiszUyyWVPqB0jfQL7skLy+vsKCw0uuExWLZ2NholxQVFeXk5FSsUkRzndiWuU7EYnFWZmalHygMw6ysrFgsVklFyWSZmZkVPybq96KomZkZn8//2/eJQlnh+CiJkGWvE5Ik09PSZDJ5xZISJGmgb2BiaqJdkpWVKRKKK6soksfnm5ubay82zfdJQaVVWvE6yc7OrvR6ptNoVlZWDO11IpOlpaVVUqGaAtjY2morSqVSpaamEkT5bx6qAGbq66SkonAcT1dXVKXXCWKovkzKXCdZWWJRpaeP8Pl8c4ty3yeFlX+dsv92nRQWFubl5lb6fcKgM6xtrLUVJRKJsrOzK/2Y0Gg0S0tL7emrv08yMggcr7hPFEXNzcx4pdcJgiBpH9NkMpnm+CiKoSYmJtoPEagOEJ4CnSMSipYuXpyWlsZms6mvxd9nz/L186PWFhYWrl2zJj09g1ahsRDH8aHDhnbv2ZN6KZPJ9u7ZExEewWAwym2pUqnatWs7ftIk7ZLTJ0/duX1b+7WlpVQq3T08Fi9dol1y++bNkydOaiOGsvu0d3BYuHiR9pfvRVjYrl27SIIo95WK47iJqensObPt6tShliQmJq5asVImk5X7kSZIks1i/fLbr15eXtrTX7p4cXFRcbm2UhRFU5KT6fS/PtEkSa5ZtSozK6tiRckVigEDB/QfMEC75MC+/eGvXmm/38uefouWLaf8NFV7uCuXLl2+dLlileI47uLi8seiRUxWSc08ffJk985dFSuKIEk9gWDT1i3aUDIuNm7Rwj9YzPKVT/2crFy1yq6OHbXkY2rqsiVLRWJxuYqiQpZfZszwbxxALSkoKNiwbl1qamrFk8IJYsjQIT1KrxOlUrln1+7IiNcMZvmTUigU7Tt0mDBponbJsaNHHz54UPE6USgUvn5+s+fO0f6tb1y/fu7M2bJ/EYpKpXKqW3f2nDkGhiVxz4uwsJ07dlIhdrlyGhsbz5k7V3v6SUlJSxYvwVWqclcUSZIYhs2dP9+jgQe1RCgULpg3Xx1MVPg5l8vl02f80rxFC+3pr1u7Ni0treJ1olBfJwP7DehPvSQI4uCBAy/CXlR6Uu3at3dxdaEuRRRFr165evH8+UqvE6e6TstXrtReUY8fPd69axe7QpUSBKFvYLBpy2btvdmbqDcb1q1Thx0VPiZcLvePRQsdHByoJakpKatWrioqKip3UiRJ0uj0qT//1KRJE2pJYUGB+vRTP9L+flKkpgBDhw7t3rOHtjzbt22PiY6ueFIyubxL165jx43VLjn655HHjx5X3FKhUDRu0mT6jF+0q25ev3HuzBlapdeJs+Y6KY2PX754sW3L1orXM0GS+vr6ixYv0t5FJycnz5szt+IflCrA6nVr69atqz39hfPmy+TyiteJUqn8efr05i2aUy8lEsmmDRuSk1Mq7lalUvXt16//wJLvE6VSeejAwdDnzyv94g1sFjh9xgztkksXL16+eJlV+qXxt9N3cly1dq12SciDhwf276/4fYLjuLmFxbIVy/X1S26QoiIjt27eolSpyn1L4AShr68/a85s7emnpqSsXL6iuLj81ylBkgzNddK49DpBEGTbli1xcXHqi59E8gvyp/78U7fu3SvWMPheUJL82/06ADUuPy9//NhxCxb9YW9vr35NkhwuV/uLSBCEVColCKKSd5Iki83Wfn+RJCmVSlUVfsupdQwmkwp/KTKZrNLfckTze6b9gaR+3eWVfZsjJInRaFwuV7tKqVTKZLJKy4liGJfL1X4n4jgukUg+VSEcDqfs6UskEpIgy8cyCLJ29ep9e/by+fxtO3e0adtW3dokEhGVfcBJkmRpaJdIJBJcpUIqaxRkMBjaNrkvVBSNxuFx1Q2eGgqFQtPYUEkjDoqiPB5Pu0qlUqnbbivbEkEQHo9XtqKkEin591bGT1WU+jrB8YonhWga8MpdJ586febfrxOpVKpUKittZ6VXuE4UcjnyLdeJpqKqfp1wOVwavSR2IUlSJBJVuhn1QEAbOpAkKZFIKv1AVbxO1B8opbLSk2IwmU8eP5k4bpxYLJ44efKvv/0mV3zyY6K9M/ncdUIiKFb+OpFKpZWeFIogHC5XG7qprxOp9FO/bl93nVAfk0q/T/7RdVLuA/XPrhOptNJyVv06UTff8njaiiIIQiwWf+N1gpAks8J1UunpIyRJr/L3SZWvE/XX6d+uE6VKKvvEdYKiHA7nK64T9V9fLMZLr5Nli5fUq19vxKhRlb4RfBfQegp0EZ1OF2hUXIVpvomqshPqK7uKR2RrVGXLcj/Yn8HQqMqWNBqtis+JMAzTts5WLFi5JWWfTH1edVQUU6MqW9LpdD09vapsSaPR+KVPGz+vmq4TjobuXycoilZ9yypWFHX6SBVPn81isVnf/Tqp4kmprxP+d75O/tHHpLZcJxiGVdN1UsXTr5bvEwZdwPjO14n6r1/m9MveDIBqAvULdBGpUdOlqGWgxgAA4F9AEAR831Y3CE+BLmIwGJ961AsAAADUIDqdXrETMPi+4OE+0Dl6+noLlywqOwgaAAAA0BGjxoyuYpcM8NUgPAU6h06nOzk51XQpAAAAgEqUTTUIqgk83AcA6ARqYHLFocHUiN3Khwz/HUmScplcPbr2X6Q+qFxO4F8uXjlKpVKhUHxun1U45e+IIIgq1jMAAFQ3CE8BADrh0IGDg/oPOHXiRNmFubm5v0ybPnHc+KSkpC/uISUlZfpPP4e/Ckf+Rfn5+b9Mmx4eXnJQsUiU/CFZqVR+8Y3Hjx5bu3pNpcF0cnLyzBm/vnv7DvkXxcfF/f7rb/Fx8f/mQQEAoFIQngKdg6vwDx8+fKphCXwKjU6nMh5UMf2KrnkfHxfy8OGF8xeKi4u1C8NCQ29cvfr82TNhmYWfwmQyrW2sudwqZbT5Xuh0uo21NYdbkhzn2dNn40aPzsrK+uIbExIS3kRFVbpKJBKFhYYWFhYi/6Li4uKwsLDioqJ/86AA1Eb5eXllv6ZAdYC+p0DnCIXCVctXzJ43186uZLIcHXH61KlbN2+qk/+VyXmlVCgHDhncLKgZNaXTzu3b0z6mESTRsGHDcRMmUNsc/fPPZ0+eVpwYphwcx62sraf8NJXKRPj40aNjR48y6AwSIX/6+WcnzUwnaWlpWzZukkqlFTMbvHv3jsoguH3rtrOnz+AE3qNnr7bt1Pn5SZJcsmhxbk4OSZINPBuMGjOGSjd94viJB/fvVZyuqZK5PfX0Zs+bS+V9fPL48akTJ9UzFdGw0WPGeDRoQE2LunP79sKCAgz7a0CrQqGgzkg7octnYDRafTe33JycmJgYf39/9eNmHH/y6JGdvb06b3kZKpUq5l106sdUa2trN3d3bepsc3Pzab9MZ5WmUZSIxSoVzmKzoqKiFDKZZ8OG/E+neFSpVHGxsWlpafYODs7OztRCkVCkkMsNjAwxDJPL5cVFxQaGBgwGgyCIgvx8DldNT0/vp+nTqHESSqUyOztbLBZnZGSYm5trs1RmZWW9e/tWIBB4NmyovXmg0+lsNlskEkW/e4fRaJ6entoEkCiKslgsFEXfx8enpqTWd3ezsLAoW1ocx6PfvcvKyqrr7FyndO4xCkEQMdHRyckplhYWbh5uzNI/rkqlKioqMtA3SEhMQEiEmuGJ+sO9e/uWmmOWxWJBNkcAvujIn0dsbW16/e9/UFfVB8JToHMIgsjLy1epVIiOefniBa7C27ZtRxB/PZBV4bi1TUk3eRaL5R8QUFSviCRJKysr7Tb13dy4PF6ls4qXn5xQT18bvlhZW7dp25aaQlA7sSGfzw9q3lypUlbcV/sO7ekMBkKSCoUCx3GCJMsGLk2aNBGJ1dMIWVpaakOQevVcmXTaF+NmUpM9m1G6mZW1davWrdQTnaOosUnJPON8Pr9pYKBUKtHOGoWiaF5e/pnTp0eNGV2V8JQgiDr29hiGhTx4SIWnaWlpb9++axbU7H7wPe1mhYWF8+fMjY2JMbewSE9Lc3F1Xbhksbm5ehbvhPfvf5o8ddbcOS1aqmfsPH3q9IVz5ywsLdLS0oTFQkMjo+WrVtarV6/ioYsKC/9YsODdm7cGhoaZmRk9evacMvUnFpt1717w1s1bNm/d6lrP9cyp06tXrly+amWXrl0TExJ+njp19ty5zYKCsrOzRw0f8fvsWc1btIgIj9ize3dOTs7SRYsXLlrUyMcbx/Ejhw8f2H9AIBDk5+U1aOi5eOlSMzMzKiN6enr6tKk/5ebmCoVCe/s6q9asMdeEoRiqns9v3949+Xl5crlCLBJNnzGj1/96U6XNyclZtGDBu7fvjIyNszIz+w8cOHb8OCo+Li4uXr5kaVhYmJWVVUZGho2N9YpVqyw1l+KHpKTpP//s5uZ+//79QYMHu7i6kCR55vSZzRs38vl8FpNpaWWlnoAXg4RuAHxBbk6Onl6VMv+DrwbhKdBFNBpNB/Oe0umMjp06du3e7VMbcDic1m3aVFzu7ePj7ePzTw/noFFuob6+fpduXf/prlAUbdehfcXlXo0aeTVq9E/3Zq9RbqFAIOjQsWO5hcVFRTdv3PjEFKSVT6HpH+B/584dkUjE5/MjwiMwFG3g6Xn39h3tZveD78XHx69Zv96jgcebqKgpEyc9efSIasYoGdxT2puTIPA3b942btpk3oIFhQWFUyZNunThYr1ZlYSnd+/cfff23fpNm5zqOt0PDt64YWO79u09GzZ09/CQSqXx8fGu9VyjIiOFImFUZFSXrl3fRL2h0UryS5AkqR1R5NHAY9SoUTt37pw1Z3Y9t/oIgrwIC9u5Y8eYceO6du2anJz86y8zLp6/MHb8OCoGTUxM6Ne/X6cuXVKSk2f++tvNmzeHDR9O/b2KiooUcvna9eu5XO6B/fs3b9ro7eNTx74OQRA7t29PSkrasGmTXZ06Dx88WLF8uZOTU6cunREEefrkyYuwsDVr1zZs5BUdHf3z5Cl3bt8eqtknSZIZ6RkMBnPFypVuHu4IgiQmJG7ZtLFb925Dhg0TCoWL//gjLy8PQ6HHFwBfQKPR4DlDdYPwFIB/QAfbdHVZVUYIlRPQuPHZM2ffvHnTuHHje/fueXl7m5iYEORfw8kDmjR2b+BhaGiQkJCQmZmlwlVlJw0ve1eD40SdOnaDhwyxtrGxtrFp4OmZmZGhaQuuOBM6UVxU9OrVSzqd1rJ168CgIOo5u62trZOT09uoqMZNGmdmZnbu0jUmOlomlUZEhNerX8/MwrzcQTkcjoWlJZPBsKtTh5rU8eb1G7a2dgMGDuTxeOYWFgv++ING/2u68/r16g8aMoTNZhsaGtrZ2WmKR5WHZLHZAwYNqqvpZjBoyJC7d+68fPmijn2d9PT0RyGP+g8c0LCRF4IgPXr1vHb16rVr1zp27oSiqLe397adO0xMTBMTEzPS0wmSEAnVTeYUOoMxbMTw1m1L7qDCQkPpdMagwYOplv6+/fvHxsTCXDgAAF0A4SkAQFfgOO7g6Ghvb//oYYijo0NcbMyM335T9+AsM8Mtqh7jf+BNZBRBkhwORyaVoZ9o8CNJUiAQaOf+ZjAZpGYmwort8p26dElMTNy+Zdtu+k5LK6uu3br1G9ifmr3M18/vRVhYbHQMjuPdunfbtWPn27dvExMTu3TpSivTy7bsKZAkSd3G4DiemZlhambKLi1D2/bttFsSJGlgaEh1nMVxXNP3o6RkBEFwuVxz85L+pnwej8fjF+QXIAhSUFAglUjKdtuoU6dOeEQ4QRA0Go1EkJMnTr588YLaQ3GxUBsNU43ThoZG2jfm5+cLBAJ26Ugyc3MLDodT9k4AAABqCjzHAQDoCoIgBAJBYLPA8PDwSxcvczhcr0aN1NNbl26Aq1SbNm4Kfxn+6++/Hz1xfOv2bZZWluSnU3VWpYsIiZDFxUUjRo0Kfnh//caNDTw9N65ff/XSZWqtj69vXl7e3bt3zc3Nff38DAwMrl29KhFLfHw/11uDOq56hBOTJZNI8dJG96ioqCqmiyIIQqUqaXuWSqVyudzIWB1Z8rhcBpOZn5+v3TK/oEBPoIdhGEmSu3fuDHnw4JdfZxw9fmzbjh2Ojo7l2vvLNo6amJjIZFKZVEa9VKlUmprWuU41AID/IAhPAQA6hCTJwGbNcrOzDx844NmwoaGhYdnMoDKZ7ENSUiMf72ZBzQQCwbt379LT0rBvnvz64P6Dy5csxTCaf+OAadOnm5qZaZM61XWuy+Vyr125Ut+tvrGxsZOT06ULF01MjG0/kVaCJEkcx3GVuswYhnl5e8fFxcXGxFBj5H/5edqd27e+WB6MRisuKrp/7z7VpfXRo8cKhcKzYUMEQaytrV1cXG7cuCEsFiIIEhcbG/rsWWBgIIqiOI6/j49v0NCzRcuWevr6sXGxyR8+fGZmcC8vL4lY8vTJEyo2vX8vWCgshh51AABdAA/3AagqhUIBfU//EWrYUBW7MyoUCrlMpn6+7+Boa2d7/dr1JS2aU5GTtHQ2KS6PF9Q86OD+A0o1RV5urr6B4YXz55s2C7S3tycIQiqVasNZ9TRUZY4ul8vJv9ph/4IiaFDzoNm/zxo5bJirq+ubN2/09fVbtS7poGliYlLXuW5YWFh9NzcEQRo09Ny2deuIUSO1M26TJFn2oGZmZlKZbO6sWfMXLqzvVr9Hzx5PHj+eNnWqr79/VGSUkZFhz969y56vdidymUxZmusXx3EUw27dvJGQ8J7H5YWFhY4cPZoaicVis6dMnfrbr7+OGDbMyckpLCy0YSMvap90Or1Fy1bbtmz57ZcZJILkZGfz+fxrV6917tLF1s6uXOUgCOJSz3XgkCEb1q1/HPKouLj448ePTBYLx6F3NQCg5qnTl9R0GQD4m/y8/PFjx61au9rR0VGnqiYqKkpfT8/u72kmwWco5PIXL156e3uzOewvV29kpEwm8/H1xTAsLjY2NSW1SdMmXB4vOzv7TVSUt48PlV1LIpEE370bFRllZWXZum3b/Pz8F6Ghnbt2tbS0FAqF4S9f1Xerb6rJ3JSUmJiZkenj68PUhJKRr1+TJNLQS90GWdHbt28fhzzKzc2xtbNr0bJl2Zy7SUlJyR8++Pr58fn8wsLCF2FhHh4eFpaW1FqZTBb6PFR9UFNTKuh88vhxWlpam7ZtqWSlBQUF94KDY2NirKys2rZvb106W3f0u2iRSOjr54eiqEqlCn/1Sk9f39XVlcp4EBX1xtDI8HHIo8LCgoDGTZo0baLNoqrOEvXhw/3ge9lZWa71XFu2bq3N2yWVSh8+eBD+KtzE1KRd+/YSkfjpk6eduna2tLQUCYUvX750c3enylnyB1IoHj9+/DIszNzcwj/APy8vr359N0Mjw6+7qoPvBk8cN04sFk+cPHnu/HlftxMAdN+82XOcnJxGjhld0wX5kUF4CnSORCI5e/p0l67dqM52AIBaAcJT8B9x/tw5U1PTZkFBNV2QHxk83Ac6h8vlUpkaAQAAAF3Tq7SLDqg+EJ4CUMOEQmF6ejpJkKZmpsbGxtVxCIIglAoFg8mEgS8AAAB0H4zcB6Cqzp458+zp0+9bXzeuXx81fPiEMWMnjhs3bPCQnTt2aBP9fEeJCYnTf/r53bsqpTT6jkQi0c7tO7Sj4AEAAICqgPAUgKoKfR4aHxf3HesrLDR00YI/nJ2dV65ds3bD+latW+/ctv3g/n3ffcAik8W0trGhZkL6N8mk0ls3b0rEkn/5uAAAAGo1eLgPdI5YJD508GDffn2p8de6g8FgfCaL5FcIefjQwNBw/sKF1MxGPr6+xcVF9+7dGzZiBJfH026WmJiYlJBgaWVV381Nm2deJpNJpVIBX/D27RtTMzMrK6vi4mKlQmFkbExto1KpCvIL9PT1WCyWtbX1tF+mlwtP38fHJyV9qFPHzkUzWlxLLBa9iXork0k9GjT4xs4GKIoymcyq5MYHAIDa4sb1G8bGRn7+/jVdkB8ZtJ4CnSOTye7euSsU/TVXuI5QKpXfO+8pWlBQEP0uWvt62vTpfyxaTCVCopIYLF64cMiAgZs2bhw9ctTC+QtEopL55e8FBw8fMuS3X2eMGTkq6nUkgiCXL13q3bNnUmIitcGlixeHDRmS/CGZymHUp1fvV69eUauKi4sXzJ03cviILZs2DhsydO2q1UpFyQRFL1+8HNiv/5xZs1YsW97/f30e3n/wLaenTucpl0P2OgDAj+TJo0dvoqJquhQ/OAhPgc7R2Sa33r17N27a9DvusH2H9gIBf9L48cOHDF21YuWd27cZTKabuxs1D7u6t+vp08F3gxctXXLg8OG169c/fvTo+pUr1CqCIGJjYlUqfNvOnY2bNkEQxNfXF1epnj8PpSLp+/fuOTo5ULljCYKQyWRUZnsEQU4cOx4cfHf5yhV7D+z/6eefT586FRERgSBIXl7eqhXL69Z1PnDo4IHDh5q3bLll8+bc3NyvPkG+QDB+4gR9g5KsnAAA8AOgadR0KX5wEJ4CUFUBTRq7uLh8x/ryaNDgyLFjo8aM4XA5D+7f+2Xa9M7tO1y6eJEg1XGkWCy+c+u2r69vQy8vpVLp7FzXtX69+w/ul7TgkoiBgcGUqVP8A/yprOwOjo6NfHwfPnhAEERqSsrbN286d+lKZ5REutpwX6ruD3qjfYeOQc2bm5mZ/69vnxkzf+Pz+erE9RERqSmpPXv1YnM4GIa1bt06KzMzKlLdNPt12Gx2x06deGU6KgAAAABfBH1PAagZJEkqFApzC4txE8YjCJKbm5vwPmHH9m1rV61u1Mjb1s5WJBIVFBTExcdPHDeeIAgURXJz85ydnVUqFZ1OJ0mCx+PzBQLtDplMZstWLXfv2JmelvbyxQs2i+0fEFDxuCKhMD8/38bWhnrJYrH69e9P/TsrK7uoqGjNqlUMJhMhSRWOK5TK4qLif6tKAAAAADUITwGoGWKxePKEic2aB40dN46a293ExATHVVMmTsrISLe1s2XQGRiN1rFTx8k//aRSKlEULSwoRFF1GKrdSblunc2aNdu3Z++jR49CHj4MatG87PSVWnQ6nU6ja0fTKxSK8FevbGztrK2tGAyGvr7+wiWLqSnaCRzPycmxsSkJZAEAAIB/BzzcB6Cqbt64EREe/r3qi8vlGhsbnz55KjEhkYoyVSrVi7AwDodjZm6OIIievl69evVi3kUzaDQLCwsej7dty5Y7d+58pleumYWFn7/f8aPHEt8ntmrTptJt9PT167u5hTx8WFxUhCDI0ydPpk6anJSYgCCIaz1XDMMSEhLMzMwsLCxioqPXrFqdl5//1ecokUiOHT0qLIb2VwAAAP8AtJ4CUFX37913d3fzatTou1QZhmETp0ya9evMPr17+/n56ukbxMfFZWRkTJ48uU6dOlQz5+ixY3795Zdhg4e4N2gQGRHBYDAmTZ2izRsllUrLtZ6iCNK2bbtDBw4GNQ/y9PTULicIQiqV4jhOdeofO37czF9/Gzl8uJNT3SePn7Rp19bH1xdBEDc3t6Ejhm9Yu+7hgwcYioY+D+3bv7+Dg8NXn6NUIjl35mzLlq0EenrfVlsAAAD+QyA8BboIx3EdzEZEo9G+76Sgzs4u23btvHc3+N27dwSBd+jUsWnTQM+Gntr2UWcXly3btwffufvx48c+/fq1bdfWxtaWWhXQuPGqNatNTEzK7dPHz/fg4cPmlhZULlWKg6PDqjVr6tWvT730aNBgx66dd+/ezczInDn791atW1MbYzTamLFj3d3cnz9/ThJEj169mjdvzmAwvuUc6XS6DiZhAACAr0YQBKkZwAqqD4SnQOfQaDQrK3U/SOQ/wMLCYuDgQZ/ZwM7ObsSokRWXW1pZWVpZVVzO5XJbtm5VbqG+vn7zli3KLqljbz9q9OiKb6fT6UEtmge1aF7lMwAAgP8WgZ4ehwsJSaoXhKdA5/D1+LPmzDKu0C4IAAAA1LghQ4doJ08B1QTCU6BzaBjNwtKypksBAAAAVAJ+of4FMHIfAAAAAADoEAhPAQAAAACADoHwFOgclUqVkJAgl8truiC6SCaVvY+PF4vFNV0QAAD4jyooKBAJhTVdih8chKdA5xQXFS+c/0dGRkZNF0QXvX8fP37suMjXkTVdECQvN/f0yVPp6ek1XRAAAPhXbd+y9eKFC1Dp1QrCU6CLlEqlDuY91QX2Dg6r1qyu71aSwbQG5eTkbFy/Pjk5uaYLAgAA/yqlUqlSqaDSqxWM3Ae66IdJ5F5cXHzvbnD4q1dcHq9Dp44NGzbUrhKJxbdu3Ah/+aqOvX1Q86DUlFQfXx9DIyMEQeJiY5M/JLds3YrBYOA4/uzpUw6H4+3jo56wQKUqLipWKdXfjARBhDwMMTY2TkxMDHv+3NbOrnPXLjY2NtT+c3NzI16F29axe3j/fmpKauu2bb19vK9fu/b2zRsvr0btO3bg8/nUlgRBPH369NHDEJlMGhDQuHXbNkwmk1r1OOSRQE+Ql5sX8vChoZFRx86dnJ2dEQQpLCi8c+u2XC6/c/OWpYWF/TfMLAUAALULqlHTpfjBQXgKQHURi8WLFvzx7OnTps0CE5MSr1+9umzliqaBgeoupDLZ+jVrrl65EhTU/MWLF+fPni0oKNi5ZzcVnt4LDj5z6ox/4wB9fX2VSrVn925LC0sqPE3+kDxvztw169eZmJoolcrtW7dmZWba1bGzs6tz9syZWzdvbtm+zVKTliv5Q/Lsmb+bmpnaO9jL5YpZM2c6OzujGGpiYrJ0yZLMrMxJkydT5Tz655Gtmzc3bOTF5XIXLljw4UPS+IkTURQlSXLf3r3xcXHWtjZOTk43rl27cf36nn37rKythELhu7dvZTJZVFRUeno6hKcAAAC+IwhPAaguN69fD3/1csfu3Z4NPREEmfP7rIP79/v6+TGZzNcREVcuXV6yfFmHjh2VSuXihYtu3byJ0WglH0s6nc1ma+/OWSyWtjkTwzA2m03NrUrdwfP4/HUbNpiamSV/+DBm1OhzZ85MnjqVmnxLoVI2b9li5qxZYrG4f5++CoV8z/79enp6C+bNu3f37ujRo1ls9vv49wf275vy09Shw4cjCHLxwoVtW7a2bdeurqaVlEajMRiM1WvX2tnZRUa8HjdmTHj4KytrK1s720lTp0RHR/80fRoVcAMAAADfC4SnAFQLgiBevXzF4XATExOSPyShGIai6Js3b3Oys61tbOJi4/gCgbe3N4IgDAajZauWj0JCSOKfTeJMdc8NDAw0NTPTTH9ax8PD482btziO02g0giD0BIJmzYIwDGOxWPp6er7+fnp6euoJUS2tXke8xjWHi42JERYLFUrl5UuXEJLMzcnJy82Njo6mwlOCIHz8/Ozs7BAEMTEzNTIyEotE1NGp6BmecAEAAPjuIDwFoKpUKhVR5QgSx3GhSJibm3vz+nUE0URyGNqiZQuapolUqVQyGHQ6veQDqG9gwGQwPjUW7DOjxDAMMzA0oP6NYiibwxaJxUjJ9iSdTmex1TPvkZpd0LCS1tmyYWVxcZFUKn30MITD4ZAkgaJYYLNmxpo+BtRmXC73r3epW23RsqX6wgg2klTBKDcAAAD/EISnAFSVj4+PtY11VT9adLpAIHBxddm+axcVC6anpcXGxlK9S62trcVicWFhIfUyPz9foVCgZSI/glBRT/AVCkV+bh7VnbQcdfdQgsjLy6NeKhSKzIwMuzr2tNKot1z4SCKVhJL6BoYCgWDBwj8cHB3VO5HLHz165FTXudI9VHqan1nLYrNbtGpVNsAFAAAAvggSSwGdQ5KkQq7QwcRSffv3q3o/SxRF27Rtm5iYdOzo0czMzJjo6N9/m3n54iUqVG3k7W1sbLJv796PqanR794dPnBALJFoWzSNjIwyMjKfPXmakZFx5tTpt+/e0WiVR5wohl29fCX4bnBWZua5s2djY2M7dOzw15ZEmdhUo+K/vby8jE1M9uzanZycnJqSsm7t2g1r12nnRCi7ZbmXGIYplcqE+Pei0sf9FfEFgik/TdW27wIAwA9ApVLhOF7TpfjBQesp0Dk8Hm/kmFHGxsZILRfUvPnwESN27dh58viJoqIiB0eHn6b9TA1yMjM3mzlr1rLFi8eOGo2gCJ8v0KR5Kon8mjVv7ufv/8eC+SbGJpbWVv7+/kwGg1qFYRiXy6V6CJAkSaPRzMzM1q1Zg2GoUCgcOWqUf0DAX1vyuNrhVhwORzu+islkcjgc6t9W1laz585dvnTpuNFjMBRV4fjsOXPs6qg7myIIwmazWSyWNuDmcDmM0pJY29g4Ojlt3bTJ1NSkfceOn6oE6JwKAPjBtGzV0rD2/0LpOHXumJouAwA/sszMzMSEBD19fVdXV21sRykuKoqLizMwMMjIyFj8x8L1mzY28FSP8Vd3TlUoY2JilEqlm7sbnU4nCIIKLgmCkMvlTCaTRqPJ5fIRQ4cFNG48cNDApKQPdnXsrKystDuntmQxmVSEKpPJqGH4VM9XHMfZbLZ2Y5FQFBsbQxCEi6urvr6+drlcLkdRlDo0SZJymZxepsusRCzOzc01NTPTBrvgvyz4bvDEcePEYvHEyZPnzp9X08UBANRi0HoKQFW9e/tWoKdna2v7j6rMQqPSVXr6+r5+flQIq1D8rT8Dg8lo4Nmg4lswDCsbC6pUKqVSZW5hYV7hEOW2LBuMMjTKbswX8H18fSseTtt0SrWDsjl/7QRBEC6PZ8fjIZ+mUCheR7z29GzAKnN0AAAA4POg7ykAVXX82PFHDx9WR33xeDxnF+d/2gaJoqi9g4OZuSmiq4TFxevXrs3PL6jpggAAAKhNoPUU6CKSJHWwzyJBENXUGcbN3X3F6lUGBob/6F0MBmPWnNnaHqW6qeqpuAAAAAAKtJ4CnSMSijasW5+VlYXoGEKjOvbMYrFMTc3KPXD/IhRFjY2NBQIBosNwHIcO7gCAH8nlixefPH5S06X4wUF4CnSOQqF4+uSpWCxGdIyLq6u1jU1Nl6I2YTAYXo0ale32CgAAtV3o89DYmOiaLsUPDh7uA11Ep9N18OH+8BHDdbBUukxPX3/23DlUGiwAAPgx0Ol0+FqrbhCeAlBV1DRO4B+BL3EAAAD/FPzcAgAAAAAAHQLhKQBVlZKcnJOTA/VVdUqlMjY2VqFQQKUBAACoOghPAaiqfXv33b19G+qr6oqLihYvXJiflw+VBgAAoOogPAWgqlQqFYHjUF//iEqpgsRSAAAA/hEIT4Eu0s1c7uph+zBy/ysqDQAAfiCkRk2X4gcH4SnQORgNMzMzo9MhGxEAAACdw2Kx/uksKuCfgsRSQOfo6+uv27gePvwAAAB00C+//Qp5BqsbhKdA56AoqrPzyEPQ/I8wmUx4uA8A+MGwWKyaLsKPD8JTAKqKIIhXL186ODqW7XVEEISDo6OZmRmVRykuNlYkFiMkaWBo6OrqSm2TlJSUnZ2NfakXJkGSXA63Xr16DKb6sVFOTk5iQgKGYSSC1HN11dPXRxBEKpVGR79TKVUVwz6MhmGoemNCM809SZI2NjZW1tbU2qjISKlUSiKIoYFBXWdn6tY/+cOHjMxM2pemGyA1s6R4enrS6epvjNycnKSkJJIkURSt61zX0NCIKlgclUOqtGAoguTl5spkMrjCAAAA/CMQngJQVY6OjhcvXMjJySXVAVsJhUIxaswYKjyViMVnTp1K1IRuXl5e2vD0wb379+4FU7HdZ6hUKhsb299+n2nANEAQJCY6es/u3QwGgyTJ32bOpMLTgoKCA3v3i8Sico+WUARNTU3JVMeaNEcnJ0NDQ6VK2adPHyo8JUny+LFj6enpVMGm/PQT9faQkJCb168zv9QSQJIkn89fsXIVna8+hdjY2AP79+M4jqHY5ClTDH3V4WlBfv7hQ4fy8/PLFkwukzk4ObLZbLjIAAAAVB0Ko8+ArlEqle/evnVxceVwOYguwXGc0PjbUpKkMxjU1J0kSSqVSpJQB68YDdP2BFCpVLgKVzcnfh6JoBjKYDCollEcx1VKFfUuBoNBhX0kSX4qy/2KZct279zF4/E2b9vauk0b9d0njUYrjYkVCoX6w05WLJiqiukImEwWtaG6YCoVtfCLBdMUAW6D/xOC7wZPHDdOLBZPnDx57vx5NV0cAKpLSnIyi802NzeHKq4+8LMBdI6wWLhy+crlq1Y4ODgguoSm8RW9Zuka3+VwKIp+qtsTk8nEMIxGo7E0Kq6tqYIBAMCP5MifR+zt6wwaMqSmC/Ijg8RSQBdBo/63VBrUHgAAVB+FXK5UKqGGqxWEp0AXwXBvAAAAugnVqOlS/OAgPAUAAAAAADoE+p4CAACoFjiOq9OZ/X36RwzDUBTFcbzcxiiKcrlcyHYOAIDwFAAAQHVJTEhYvXJVUVERVjqWDkNRkUhUUFBgbW2Noqg2biUJgs/nr1y92tTMFP4eAABoPQUAAFAtbO3s5i6Yj6twbT89kiQXLvgjKCiod98+qDprWul4PgShYTRDQ0P4SwAAoPUU6CgYew7AD4DNZtvb25ddcv3aNQRFpk77GSZrAAB8BgyNAgAA8G8oLCzct2fPqNGjITYFtRpBENCGUt3g4T7QOTwed+z4sSYmJjVdEADA97Rn125nZ5dWrVtDtYJarW37dgYG6qmnQfWB8BToHBab3aZt25ouBQDg+1BPgUuSb9+9e/zo0eatW6FaQW0X1Lx5TRfhxwfhKQAAgGohlUjOnzt/6eJFkiQLCwsGDhpkV8cO6hoA8EUQngLwg9AmjKTT4XMNah5Jktu2bt2yaTNJkhiGqXDV2zdvSZKE6XYAAF8EP2NA55AkiatUNDodfsY+TyaTfUz9SJAEiqAYhuXm5FKJ0FOSUxITEnAcJ0mEzWHb2NhAqnPw70tL+3jowEEMw2iapKcYhl25fHnA4EE+Pj7w5wAAfB6Ep0DnCIXCzRs3jRk7xsLSsqbLotNSU1KWL1sulUppNFp2ZmZubq6hkRFCkls2bTp96pS+gYFCoahbt+78PxbAQGnw78tIzxSLxdpbIxRFlUplYkIChKegtjt+9Ji5hXnrNm1quiA/MghPgc5RKpThr8IlUmlNF0TXOTo5bd22FcWwvbt337l1e8PmTf4BATKZ7Py586dOnBg/YYJXIy8Mw1gs1md28ijkUUR4eEDjAD9/f+1CmUx68fxFobC4W/fu5hYWny9GQUHBtStXmwQ2dXR0/H4nB2o9OztbIyOj/Px86jEIQRBcLtfNza2mywXAt3r75o1UKoF6rFaQ9xToHBRFmUwmPNn/IhqNxuPz83Lz7gUHr1q3tmWrVlwu18jIaPSY0YOHDjl6+DCbxeJyuZ+vyRvXrs2bM2f3zl0KhUK7MPpd9KI//li5bEVqauoXi1FYUHDy+PHkpA9V/QOD/wYzc/PRY8fiOC7VIEmy/8CBbu7uNV0uAL4Vg8GALv7VDVpPAajdbt+65ebuXr9+/bILu3TtevH8hY9paeXm7KmIRqfb29snJSa+j4/Xhg6PQkJ4PJ5AICgX2spkssKCAj09fS6Pq11o7+Bw9uIFqn9hWSKRSKlQqPsbgP8kFEUNjQy9vb1t69gp5Ir2Hdp3694dbjsBAFUB4SkAtUZ8XNzFCxd+mjaNyWRqF4pEQiMj43JbcjgcDpcrlXz58ROB43Wd6xI48fz5cyo8LS4ufvniha+fLzXOmtqMJMlTJ09dunBBLBazWKxOnTsNHDyY6jaQlZm5dfOW//Xr26hRIwRB7t65ExYaamFhcevmLZFI1DQwcPzECTCX+n9Qdnb2iWPH5y6Y7+fnV9NlAQDUMvBwH4Bagy8QPA55lJKSUnahs4tLTHS0OvN5GR9TU8VikZmZ+Rf3SSIkn88PaNI45MEDuVyOIMi7t+/ycvMaN21K4Lh2s0cPQzasXde8efOlK5a369B+5/Yd9+/do1aJRKL79+5lZmSUHvrj3t17g+8GDxg4oE/fvmdOnjp14uR3qgBQS2ja3Ldv2errp1bTpQEA1D4QngJQa1haWjZo6Hnn1q2yC1u2aiUWiw8eOEAQBLVEKBRuXL8hMDDQyLiKD9bRJk0DU1M/JiYkIAjy5PEjuzp1bGxs8NIdamaa5f0687exE8Z7eHh079FDT08v/WNayZtRlMViaR/uoyhqbGw0fcYv3Xv2HDZiuK+/X3T0O5if+j+FxWSGhYa9jnw9bsL4mi4LAKBWgof7ANQmbdu1279338jRo7Xj8TkczsLFixYu+CP85aug5s2Li4vu3rnr7Ow8ecqUKvXzI9WpUuvVr2dubh7yMMTR0fH5s+e9ev+Py+OVjSkbeDbIL8hfuGBB2se0oqLCtLS0T+VSJQjCzNzc2tqGemlgaCAWiSEZ+38HhmFFRcXbtm4dMnSomZlZTRcHAFArQesp0DkkSSqVSmhvq5R/QIBcIY+KjCy70MXVdfO2rS1atYyKisrJyZ0wedIfixdxuH+NXvo8giAMDQ19/fxehIU9efxELBb5BVAPZP8KT48dOzZ/7jwajd67z/9+mjbNzs6OIP9qWy1HHblqA+O/9gH+EzAMe/7sKZ/H69K1a02XBYBqgeN42b5PoDpA6ynQOQwGw8PDg8Nm13RBdBGbzfbx9rl/777v37v0mZiY9Ovfv1///l+1VxJD0ZYtW966cXPP7t2OTk4ODg4Z6ena1VKp9O7tO81btPhj0UL1WKisLIlUgmHlh+oDQN3tWFlZT5/xC0wGAX5U1tbWJqamNV2KHxyEp0DnCPQEs+bM+nwy+f+yVm1ar129WiyR8KrcPvoZCoVCLpercLy+uxtfwL8XHLx+40b1DOkqlUwqpfqzMplMK2urVy9eXr92TS6X37x+PSc75+3btwUFBYaGhiRByGQyvLQtQaVSyWVybeO3QuPbywlqC4Ig6tWv71S3bk0XBIDqMnjY0Iqp9MD3BeEp0DkoirI5nJouhe6qX78+g8F8HRHRtGnTb99bI29vaxtrDMMYDMbgIYNtbG2at2iBIIi5uXnnrl2NjdUpq2g02qQpU7Zu2rxvz14jI6Nu3bs3aRp4Lzg4PT3d0NBQoKfXvkMHKysraod169Zt1aa1tuXMx9dHJpNDtsv/FO29CgA/JD6fX9NF+PGh0MMPgFpny6bNeXl5Cxcv+pePW1RUxOfxaHT1ba1SqaQzGFUYewX+K4LvBk8cN04sFk+cPHnu/Hk1XRwAQC0GQ6MAqH3ad+wQEx2dl5f3Lx9XX1+fik2pLsIQmwIAAKgOEJ4CnaOQK0IePhSJRDVdEN3l4uLC5/PDQkNruiAAAPCfEx8Xn/bxY02X4gcH4SnQOSKRaPvW7Tk5OTVdEN2Fomir1q2D7wZrU/EDAAD4dxw/diz47l2o7WoF4SnQRdAl+osaN23yPj7+33++DwAA/3EEjsOPVHWD8BToIhjo/UX29va2trYP7z/4N/4eAAAASsEv1L8AwlMAaiUajdYsKOj+vXv/2hGFQuH7+Pf/NGcQjuMfPnzIzcmttnIBAAD40UB4CkBt1bptm6zMzPdx8f/O4cJCQ8ePGSMUCqmXz58+u3Xj5hc7v4qEwrmzZp86ceJfKSMAAIAfAYSnANRWxsbG9g4OT54++XcO5+XVaNXaNdp81Ldu3jxy+DCGffk7RKFQwBAuAAAAVQezRgFQi7Xv2PH40aMDBg5kMplV2R7H8efPnoU8eCgWi/0C/Fu3acPj8RAEefzoMYoiTZo2RVH0RdiLrKysNm3bsNnstLS01xERzVu04PP5SpWiuLiYGhDwOiIiOjo6Py/vwvkLnTp3omagTU1JuXnzZlJCoqOTU9duXc0tLKiDYhgmk8tv3br1OCTEytq6a9eu1jY21VwxAAAAajFoPQWgFvNs6FlUXJT84UMVt79+7dqcWbPz8/MxDFu9YuWmDRupvqT3g+8uXbRYJBLhOL5+7drpP/2UlJiIIMi1K1e2bdlKbfM64vXcWbOpfLRJCYkfP37Mz88Pf/VKIVcgCBIXGztl0uSrly4jCHLk8OFZv80sKizUHBOlYdilCxcO7d+vUqnOnT4zd86c/Lz8aq0WAAAAtRq0ngLdQyIqlRLSdlSFmZmZp6fnjes3nF1cqrL99avXGjXyWrV2DYIgLVq3uh8cLJNKeXx+UIsWN67fSEtL0xPoFRUVGhgYvH37tr6bW0R4RNPAQH19fWowFpvNpoas9vxf7zdv3iQmJMydN4/JYhIEsW/vXgaDvnf/fgNDw9evX8/6bWZUVFSzoCBq+lNzc/NNW7eYmJg+e/psxvRpsbExTZo2/dbrBAAAaoJCoVCpVFD31QrCU6Bz+Hr832fPtih9NAw+r1Xr1vv27JXLZCw2+4t15erq+ufhw79MmxYQEBAYFNSqVStqubOLi76Bfsy7aH0DfXNzi3r13SJfR7Zs2TLt48fuPXp8Zocopo5WhcXFka9fd+na1cDQEEEQDw+PzVu3GhkbaTYhURT18/c3MTFFEMTExJjFYkmlMvizAgBqqX4DBvD56m5RoPrAw32gc5hMpq+fL5fLremC1A4BjRsrFIrw8PCqbDxp6pSZs2cJhcKD+w/06tZ96eIlUqmUaoWt7+YWHv4qIjzC2dm5VetWyckfnjx+TGcw3DzcP7NDqpFbKpNJJBI9PXUjK9XO6uzibGxsXLIRinI4nDLbqyNaAACopRp6NXSqW7emS/GDg/AUgNqNyWT6+Po+ehjyxS2lUumN69cDmzXbs2/f4WNHJ06edP7s2ZjoaCqg9PH1e/vmzYsXYW4e7g0bNpSIxFcvX3FwcLCysqp0byRJYhhGp6ufwHC5XB6Pn5WZQa0qLChYtWJl+MtXZTf+fmcMAADgBwfhKQC1Xpt2bUNDn2szkn7G0T+PrFy2PCU5mYbRmEwmX6BGrfL1883MyEx8n+Du7m5lZa2npxccHOzj50uj0agNSJIkib+iTAzD8vLyEt6/J3BCT0+vdevW165ee/7sWUZ6+oEDBy6cP8flcf96Y5nwtNxLAAAAoBzoewp0DkmSKpWKTqfDxHFV5OrqyuVyIyMjAwMDP7MZh8OZNGXyimXLx40ew+ZwhMLi0WNGOzg6Umvt7OycXVzkcrmllRWNTmvYyOvtu3eNGnlr306n07k8rvaP4uvne+nixRXLlm/YtEnfQH/k6FGZmZkzZ/wqEAhEYvH0GTNcNKO1UM2TfW3eKwzDuFwu1eYKAAC1EY7jKIpWJesz+GooNGMAXVNUWLR40aLpM36xgeyYVbZ7166UlJRFixdrGzs/RSKWxMbGKBVKp7pOxiYmZVcpFAqSJKkkpiqVSqlUavuMUt/ICoVCO3gfQZDsrCyCIMwtLKglJEkmvE/Iycmp61zX1FQ9EIpaKJfLaTQag8FAEIQgCLlczmQyv1hOUOsE3w2eOG6cWCyeOHny3Pnzaro4AFSXA3v3WVpbdezUCaq4+kAbBtA5OI5/TP2oVCpruiC1iYODw77dezLTM2h0mre3z4BBA6lsUBVxedxG3n+1iZZVNrc/XaPsWhqNVjZaVQ+oMjcv+xJF0brOdes6/23EAIqi7DIpBTAMK7cTAACoXT4kfaCSloDqA03TQBfBQ5N/5O6dO1s3bxkwaNC4CeP79usfGxMzZdKkjIySgUoAAAC+I4yGwY9UdYPWUwBqt4KCgu1btk6aPKlD6ZOmtu3aLluyZPOGjctWroDvUAAAALUOtJ4CULvdvnXLxtZWG5tSho8cGRMTk5WVVXPlAgAAAL4ShKcA1G4ZaekODg7lFhoZGfH5/Py8vBoqFAAAAPD1IDwFoHYzt7RITk4ut7CwoEAsEhkaUdOKAgAAALUJhKcA1G7t2rVLTEwIDg4uu/DwoUN1XZzN/z6yHgAAAKgVYGgU0EUqlQoy8laRsYnJz9Onr1u1Oi4mxs8/QC6XXzx/PiMjY/nKlZBbFAAAvjtCAyq2WkF4CnQOg8Hw9vHmckumxARf1LpNGzMz8/lz52zdvAUniN7/671m/TpoOgUAgOpgY2ujnXkEVBMIT4HOEegJfp89CzIi/SMeDTz8AwKeP3vO5/M7dOwIsSkAAFSTUWPGwJzb1Q3CU6CLIDb9CgRBqFNFYxhMuAUAANUH+k39C2BoFAAAAAAA0CEQngIAAAAAAB0C4SnQOXK5/PatW8Li4pouCAAAAFDe2zdvPiQlQb1UKwhPgc4RCUU7tu3Iyc2t6YIAAAAA5R07cjT47l2ol2oF4SnQOSiKslgsGBcJAABABzGZTDodRpZXLwhPAQAAAACADoHwFAAAAAAA6BAITwEAAAAAgA6B8BQAAAAAAOgQCE8BAAAAAIAOgfAU6CKSJGu6CAAAAEAl4BfqXwDhKdBFdDodEksBAADQQRiGwS9UdYPEXUDnCPQEc+fPtbCwqOmCAAAAAOX17d+fx+NCvVQrCE+BzmEwGPXd3Gq6FAAAAEAl6rvVh3qpbvBwHwAAAAAA6BAITwEAAAAAgA6B8BToHIIgcnNyVSpVTRekliFJktBgMBg1XRYAAPhhSSQSuVxe06X4wUHfU6BzhMXClctXTJsx3cbG5vNbXrxwIfrdOxqNjiB/JaIiCKJ3nz7Ozs7UywP79mdnZ6EoxuVyR4wayefzEQTJzMw8deKEVCrDMPTzhyBJhE6jdevR3dnFhfpWOnvmbNrHjwiCmJiY9B84QCAQIAiSkZFx5PBhkkTQL+yvZJ+DBg+2sVWfHUmSO7fvKC4uQhDUyMho6PBhbDYbQZAPHz6cP3tOqVR+cYcEQbI57P/16aOnp2dsbMzlci+cO//82XOVSmVlbTVg0CAWk4kgSHJy8tE//6xS5EoiCIqOGj3a2MQYQRCpVLp39x6JRIIgpJW1zYCBA6idxETHXLl8mSCIKpSQEAj0/te3j7m5OYIgubm5p0+eLC4uJnDCwdGh/8CB1BjYmOjoc2fPVqWE6j8KnTZ+4kQej4cgSEF+/qGDBxUKJUEQdevW7d3nfximvvF+++bNtavXSJIsU0IUx3GvRl4dOnaEgbcAgK9z9M8jVtZWXbp2hQqsPhCeAp2D43hycrJCofjillcuXUZRxMfHFycI7UKSwOnqgLUEh8vh8Xia8JSjjUgwDONxeTSMhmrimM8gSZJGo9HpJTtEUZTDZmt2iHC4XCoMQhCERqPxeHxNJPTl+FS9TzpN+5LL5RI4Tv1D+3a6eodcpVL1xR2SBMFis1AUnTh58phx4yRi8e2bt/Ly80mS5HA42jfTaDQ+n0+nV6lhFUURjFZyaiiKcnk8DEVJhOSw2X+VkEHn8Xia8PTLJeRyuRhaskMMw7g8HoETOEGw2RztZjQavYolJEmSTqdpK5/aIYOhJEmCzVEH9yUlpNP5fB5B/PVHwTDsTVRUetrHDh07VqUewH+NWCy+eOGCTCrr2r2bmZmZdnlSYuKN6zdsbG27de9GLXkdHvH48WOizDcPQRCGRkY9e/UUCAQSieTihQsYhvXs1YvFYlEbpKakPLh/v227dhaWlv/6mYHvKSU5mV7mOxxUBwhPQS3Oe8rlcrv37NGmbdvPbDNg4MCKC83MzEaPG/sVBeNwOH369a10h5OmTP6KHaIoOnzkiIrLbWxtx02Y8E/3xmAwuFzuwCGDK9mhjc1P06Z9RQnZbPboMaMrLq+r8RU7NDIyGj6iklN2dnF2dvmaEuobGIwbP77ictd69Vzr1Su3MPju3Yvnz3/FUcB/gbC4ePuWLUlJSTw+r/+AAdrl586cXbZ0afsOHbTh6ePHj9euXt3AswGLxSY1T29wFW5rZ9uxU0eBQCASiXZs25b8IZnJZPbq3Zt6y/v37zeu3+ji6grhaW1Hp9NpNAhPqxeEp6B2UyqVNV0EUJvABQM+C+Xy+BYWlk8ePdY2fBYWFLx8+cLe3l7bDkrdWDo6Om7Ztt3axlrd3aSkUwxKRS3qZw5crqGR0Z6du3x9fG3r2FGN9yw2S9vqDwD4DPicAAAAAH9p0rTp+/fvU5JTqJdRUW+ExUJvX5+ynYjUMSim7tFO0/T+UXcA+nuLGkGSvf/XG0HR/fv3QeUC8E9B6ykAAABQgiQI13r1cnNznz194uyiHmH56OFDe0cHI0Oj+Ph4bTWhKCqVSsNCQ03NTEsbTxErazVqAxzH7erU8fH1XbJoUes2bYKaN4cqBqDqIDwFAADwg0hKTLx65ao6WKys8zqB43WdnTt36fKZPRAEoa+v7+vn+yjk0eChQ4VC4YsXYf3694+Pjyc1cSiFRqNlZmQsmDcPo9HUg/U0ad3GTZgwbkJpN2iSxFWq9u073Lh2ffu2bd4+PmUHRAIAPg/CU1CLKZVKXDPmHYAqwnEcup/+wG7dvMVkMhs3aVxp4mSSJA0NDT+/B1IzxLB58xZ3bt/58OFDZkamVCr1CwiIi4sru5lKpbKxsVm7Yb2VlZX2W0hfX7/sNgRJMpiMqT//NHrEyNMnT7nUUyenAwBUBYSnQOeQJCmXy8s2VHxKz169nJy/ZvA4+M+qV69eFfNCgFpHLpeLRKLe/+vt4Oj49XvRtHq6ebjr6+k9efQoPS3d2dnF1taWwP/W8VSTW41hbW1jafWFLFEurq7Dhg8/fvRon359NSnq4Nr7IVpGYOKYagbhKdA5LBYrqHkQlT//89p37PCvlAj8OBydnBydnGq6FKBaFBcXi0TCb0/bRBAEn8/3Dwg4f+6cQq4YPmokg8EgyPLhKYqiTM2cF180YPDAZ8+e7d+3XzN+H8LTWq++W31zC4uaLsUPDsJToHP4Av70Gb/UdCkAALVMVmYmm83hcP6a6+GfIklSJpMpNQ1jQS1a7Nyxw9TUtHHjxuoGM7my7DyWBEGkpKQsWbxYfSOtedRDEISevt6YsWNNTE2p/Wg7GAgEeuMmjB85bLhSqazKcyGg4wYPHVrTRfjxQXgKarEPSUkGhoYGBgY1XRBQaxQVFRUWFtapU6emCwK+v5iYmPpu9b9lDxwOp33HDk6a+Sbc3d2HjRhubGxsrZlduWEjLzML9ay8FNd69Vq3aS2VSqTq+X7VCAJXqpQqTT9UNpvdvkMHaiZkin9AwOy5c8JfhRsaGX1LCQH4j0DhTg7UXrN+m9mufbs27drVdEFArRF89+7tm7eWr1oJ3U+roW6DJ44bJxaLJ06ePHf+PORft3zJ0r4D+js7q7NBAQBqNUjLD2oxsUisgFmjwD+hUCiEwmKosx+PRCIRCoV2dur5mQAAtR2Ep0DnSCSSUydOFBQUfHFLOoMOMwSCfwTDMAaDAZX240lMSLS0sqziWCUAvsXTJ0/evX0LdVitoO8p0DkyqezM6bO+/v5fzFA4YfIkE2PjT62Ni40NvntXpcKpHixsNsvN3d3X35/1VT9ghIYmL8zXI0kSx3EajUY9WVYqlTeuXzc2Nm4aGIhUA4VCcf3adSsrKz9/v6/eyYP79xUKRbv27ZHqR5JkyMOHd+/caduuXTXNsuPt42NrZwdP9n888fFxVtbW8JcF/4Kb1284ODq4ubtDbVcfaD0FukgbwH2eq6ursYnJp9ZGRESsXrnq3r3gFy/CwsJCz5w6PX7suC0bN1aar/uLgu/cnTdnrlAoRL5B2se02b/NfB0RQb1UKZXXr1599vQZUj1kMtnhgwfvBwd/y04ehTy6e/sO8q9IT0//Y978+Ng4LpdbTYcwMTGpX/+bRs8A3ZSRnmFtrR7DBEB1QzWgnqsVtJ6CHxaGombmZitWrqyrGSqB4/iObdv37d3bsXNnDw8P7WYkSRYXF+vp6Wm/bsRisVQqNfl74JuRlhb6/HnF0DY3N5fJZOrp6VUsgLp/AkmWHagrEYufPXvWsUtn6iWHy920dWvVv+bEIpFEKjU1Nf3iloUFBRiG0RkMFpNZscW3oKCAJEmjqo0g/n32rEr2X1iI47hxZU3XeXl5dDq93PQ5VP3n5+VxeWqfOlZRYSGJkFOn/ezj6/u3Aufnoxj2qRQNRUVFPB7vGxu2Qa0mEYtFIqGN7X80PJXL5TQarTo+AiKhUCqTVeU7pzpkZ2UJ9PS+JVMYqL3gCx3UYo8fPbK1U/vMNnR6Sf9UDMP8A/x379qZk51N9XDdvmWbtY1VRMRrksAXLV3K4XCUCsWhQ4du3bipVCqtrKwmTJrYwNMTQZCQBw9PnDyZnZW1cMGCGb/9Rh3x7du3u3fs/PDhA42GdejYccSoUSwWizpoZkbG9m3boiKjCIJo3KTx5ClT9PT1M9LTN65fn5+fv2XTJhqN1rJVK7lcvmPbdhsb6z79+smksi2bN/H5gomTJlLThR8+dDg9LW36jF9YLJZEIjl04EDw3btyudzBwXHy1KkurpVPkCgsLt69a1fIg4dMFqtFyxbq6RbLhL/p6em7tu+IjIwkCMLP33/SlMlGRkYkSW7dskUhl/88fTr1C3f+7Nk3UW+mz/iFLxCcOH5cKpWOHTeO2kNuds7uXbtevHihUil9fP0mT52ijePfv3+/Y+u2hIQEDEObt2w1fsJ47e/K48ePD+7fn5uTy2AwuvXoMXDQwIo/pckfPmxYtz4nO2ftmjVTpkxt1aZ1SU1u3frmzVsURb29vSdOnmRUGhMfO3K0qLhIIZeHhYYtX7WyimNiPqZ+TElJadK0CTR+/EiKhcViscTymxPy1wpSqTQnO9vM3JzNZqsjSJFo4fwFQc2b9+jV8/seSKVSbd+2zc3NrWv37giCpKakPHz4UCaToQhKkISxkXHHzp0+FTsWFRVdungpJvodl8tt1769f0DAp46C4/ijkJCE+Pea6bRQgsD9Axp7NlR/8d4LDi4sLBo/ccL3PS9QK8DDfVCLnTx+4vP906n5UZUKpVyuyM7KvnnjBpfLs7W1pfp9Pnv2dOOGDcLioiZNA9WzwhDE7l27Dx881K1795+nT0dRZNbMmQkJCQiCWNlYu7q6CgSCgIDGVENpakrK77/+JhQWj584oVuPHseOHj125Ih6um7N9/K8OXPfREaNHDWqT9++ly9e2rtnD0mSPB6vkbc3j8fzatTIRlMGXIWHPn8e/S5aPVcWm4Xj+NkzpzMyMqjmyRNHj2KaaWkIgti6adPRI0c7de4yacqUoqLCBfPnVzp0jCCI7du2nTt79n99+w4fOSL81auIiAhGaSAoFonmz5kb/urV0GFDhw0f/vhRyIZ161UqFYqibDb7xPETqamp6gBXKDx54qRYIqaaOd9ERUW8fEXtQS6XL1q48NGjR0OHDR0ybFjwnTvbtmwhCPVsOunp6b//9ltWVuaYsWN7/e9/F86d27dnL9XrNyM9fcXSZTbWNrPmzO7YqdOWjRtvXL9esfB6enqNvBtxeVxvbx/qb1RUVLRg3rx376LHTRg/YtTIp0+eLFm0SCaTUdvHREdv27LlZdiLoKCgSluvK/X27ZsTx49VcWNQW6Qkp5iYGP9HWtDfvnkzbszY+Lg46iUNw6ysrfT0q/oRqLqQhw8jwsN9/Ep6roc8fLhx3fqrl69cvXLlyqXLDx8+UCgUlb6xsKho5owZh/bvVypVSYmJP02ZcvbMGerrsSKxSLRj27Yjfx65fu26es+XLyckvKdWBTRpcv/evRdhYd/91IDu+098mMGP6vMNYCiGFRcVz501m8vlESRRWFiYkZ4+bsIEaj5uFEUxDPNq6LVp61ZqKHd6WtqF8+eHDB0ydPgwBEEaeDYYMnDgtctXp077ycnJyc/PLzo6uluP7gKBAEGQa1evogiyas0aUzMzdVusSHz1ytW+/frzBfyXL15ERUZu37WTekJNo9ESExKUCqWevn7rtm1PnjjRuk2bupq83wiCMJlM6ugoinbs1PnK5SuRkZGWVlbhr8JlclmHzp1QFE1NSbl169bUn37qP3AAgiDOzi5jR496EfaiXfvyCV9zcnLu3L4zfOQo6hRs7ezCX4VrJ2N8+vRpQkLCpi2bG3p5IQjC4/NWr1j58eNHe3v7li1b/Xno8IuwMAcHh/jYuLS0tJ+mTUM1rc4MBoNROpjsdXjEyxcvlq1c0aq1ummTxWSGPg9VKpUsFut+8L3C/ILNR49QOcxVStWlixcHDBxoYmqSlZmVm5vr3zjAv3HjgMaNXevVMzaupF+BoZFRm7Ztz54507Zdu7ou6v4YYc9Do6Kiduzc5eXdiIpf5/w+K/zVqyZNm6orlk43MTZduXaNlZXVP7tsYNqeH05cTGx9N7fvtbeC/IKoqCg6g+7l5VWuG/SHDx8S4t9bWFnWq1ePRqNRC1UqVVFRkYG+wYcPSSkpKc4uLjaaTwGlsLCQzWZLJJKoyEhjY2N3d3fqk6WVlpYWFxNjYGjo0aBBubQS+Xl5UVFRLCbL06shVRIcx7OzssRicWZGhourK4vFYnM44ydOYjD+9muelZUV/e4dn89v0KABS9PIqr5dJ4iCggK+QJCbmxcXE21tY1N24oBy5HL56VOn/QMCtG3SqampLVq2XLxsGYqqb60RDOFxK++o8+DevYiI19t37vTx9SEIYsa0aWdPn+nYqVOlHXuKhUKJRLJ46RJff38Cx1W4il36GMre3t7d3f348eMNvbwg4cZ/DYSn4MdFkkwm09ffTz18iiRZLHYjH++GDRtq16Mo6t7AQ/ut9zEtTVhU3Mjbm3ppbGzs5FQ3NjZapVLR6XQcV2cAUGrSrOI4nvA+IS8vb+XyFQhCoiiWkpKS/CEpJyebL+DHxsbq6elpJ3YfNGQwgROoZqJtlUpFkuSnxma5ubs5Ojo8efy4bbt29+/dc3ZxoQbxfPiQXJBfcPP69bDQUBIhFZqW4LiYmErC0+wcuUymjX1tbGxs7exwvCQ8jY+LEwqL9+7Zw2QwURTNz8/PyMxITUmxt7e3d7Bv1KhRyIOH/+vT5+GDB9bW1l6aELac6JhoHp+nTXveo1evrt27Uz/ScXFxwmLh2jVrMRRBUSwtLS01NTUzM8PE1KSui3OzoKDZM3/ftmVr48aNO3bq9KkfxXL1ExsbY2Bg6Fi3pCbd3NxYLFZCQgIVnhIE4VTXydz8r4l8qgrGNPxwYuPjWrdt+112dfXKlU3rNzCYDJFIZGZuvmr1auqzLJfLd27bfubMGXMz89y83IYNGy5YtJDqfp2QkPDLTz+7uLokJiYqlarCwoJffv21T9++VPaMub/PksnlUqlUJBJlZ2W1bd9uzty5XE2gplQo9u3b9+fBQ0bGRoUFhQ08PRcvW0r1liFJ8vLFi5s3bWKx2CKh0NLKatWa1XXs7d+/f79185ac7OxVK1ayWOzmLVsIhcIxI0d17tJlxKiR1BtPnzq1Y+s2A0ND9SmYmS1asqius/oTV1hUNHHceDNz8/T0NIVCmZ2dPWDgwKk//1Rpq/O7t28T378fO24s9VKlUmVlZdWt61xYWKBQKKytrT8TL/J4vH79+1MP6DEMMzYxzcjM/NQcQLm5uXQ6w8jEOD3tI18gMNPc8Gu1bd9u9qxZ7+Pjv+PtB6gVIDwFuoh6XvyNSJLk8rhDhg61q9oMliiCkOo3lSkGSdAwWqV7ViqVhoaG6oRNKIqQSECTxhw2m+oWiatU1MBO7bkoVcqqpGNkMpmt27a9cO5cXGzs64iIwUOGUO9SKZUYjVbf3c3e3gHHcYyGtWjZstKcJnQGHcVQQjOtItVwq/7hKT0lhULJ5XK9vBoJBAKCIGg0Wrfu3alxYwwGo1Wb1nt27oqJjg4NDW3dpjWXV8nY+dLAseTU1KGkUolhGIqiCoVCT1/P189XHa2SSEDjxmwOm2rX5PF4Cxcv6tO3z6uXrx4+eHDm9OlpM2aMGDniixWCoZpGptLyU/8fLT06dYNBEgRS2ogF/puoji4mpp9M4lF1Ce8TVq9Y2blLl6EjhhcWFMz89bc/Dx3+Y/EiBEFuXL9+6uTJOfPmNQ0MTEpKmjPr9727dv8263eqa3taWpq+oeHqtesEeoI1K1f9eehQx06d+Hy+um+oWPzu3dvFS5b6+vnevXN39aqV3bp3D2jcGEGQ+/fvH/3zz59/md66deuMjIx5c+YcOfzntF+mUzeTa1at7tm796Ahg3Nzc2fO+PXIn0fmzp/n4OAwYfKktatW//Lbrz5+6uczJEnKZDLqzlmdsSQ8fNuWrQMHD+rTp69QWLxg/vw1q9Zs2LRRHRCT6qbKnNzc5StXODg6Hjty9NyZM9179HAqvQMs63VEBEanabt0y2SyzIzMt2/eXLt6RS6TW1haTp4ypXHTJpVWY9t27dq2ayeRSO7euRMVGXn/3r1JUyZTtVFRTnZ2Skry/Dlzi4uL6DR6UIsWk6dO0Y6tdHB0ZNAYr1+/1qnwlNSo6VL84KDvKdA5KIoK9ATfJd8+SZKf6h1Vka2tnaGhYeizkjRPWVlZ6lt2dzeqaYEkSRRFqQYDOp1ua2fHYDJ69Ow5YODAAYMGWlhYJCV9oKJJB0fHwoICqh8ngiBrVq+eOeNX6seD+kr7TA+5oKAgpUp16NAhhCSbNQ+iFtrY2nA4HDc39779+w0YNLBT585JSUk4URKDlmVtbW1kZBwZ+Zp6mZGe/jE1FSuN3hwc7Gk0eotWLfsN6D9g0EAvL6+4uFg6raQwgYHNmCzmgX37JBJJi5atKi2eo6OTSChKTv5AvdyxbdvkiZOoGnZ0dEBQtFu37lSF1LG3T0pMpGuq615w8KYNG3x8fCdNmXzi9KlmzZs/CglRj9n6knpu9QsLCmJiYqiXkZGv5XLFZx5Hgv+m+Lg4m8825lXdwwf36Qz6sBEjrKys3Nzd5/+xwNvXh7oxu3H9WiNv7y7duhoaGXr7ePfq/b9794JzcnKoNzKZzIGDBrrWc7WysmoW1EwikRQXl0xORpJE8xYtOnXpbGpmFtQ8SCAQUO8iSfL2rdt16tgHNQ9S4biFhYVfQMDjR4+Ki4rUkWvwPQ6HM3T4MEtLywYNGiz4Y4FXI/UDDSaTaWVlxWAy7ezstM/Ky+Y5unvnroGBwbBhw01MTRwcHUeNGRMREfH+PdWbkyQIokvXro2bNDE3N2/RogWdTs/Ly61YDyRJJicnC/gCvqYvE9VZn81mNWjQ4I9Fi5YsX06j0+bMnv0+Pv4zlSkWiYLv3L1967ZYJMIJ4lMfeblMZmFh0bN3ry3btg8eNvTcmTNbN23W3mPzeTxjE+PE9+oxALqDTqdru3aAagKtp0DnCPQEs+bMtrCw+Mb9qFQqmUz2qYbYklFTZeZENTM369uv34H9+zGaus3g3LmzXA63S9eu1Fouj5ue9vHUiZP/69vHwMCga7euN65f/23GjK7du6elpR0+eLB7j55UeBrQuHFdF5clixYPGTrkY2rqudNnfp4+nVrF4bAVCsWFc+etrKyoZstyZahTp46rq+vRQ4fHjB+nfWzt6OTUsmWLdWvXFhUV6ukbnD1zOjcnd9CQwZVUnUDQq3evXTt2CPT0zExNz587l52Tra2BoBYtjh87Pm/W7IFDBstk8kMHDzg51RXolfz8mJqZNvL23rV9R/9BA51KuwdQzx+1Ib5/gL+bu/vqlatGjMouyM8/8uefw0eMpE6tTbt258+d+/WXX3r17p2dnXVw/4G27dpRo3oN9A2uXLosFkvatm2TkZkZ8+5dn/79Kv1yJwhC/Scr7Y3g7+/v4+e7ZNHiYSOGq5SqAwf2B7UIauhV0j1DqVTK5fJ/ckWAH3i+KKvvkoohJTXVxMSExy8J+6g2Tm3bYWBgM+2WderUERYLxSIRYm5OqvsOsQwMSqYRoamzhdC0rf4oihkbaVOwoXQ6g2p4k8vlOdnZMdHRkydOIgn13W9RUaG+voFUKtXT10/5mGpiZqrt+dqkzMwdVEejSvsIEQSRmZFhamaqffpB9RzNzVXHoKRmHJVpaaoNlIbS6PRKGwFJkhCJRGw2W/s5NTAwWL1unYG+PnXPaWJiPGr4iEchIdT3WMVioChqama2YvWqgoKCfbv3rFu1uoGHR73KUg63adu2abNmVJ67evXrZWVk3rxxY+yE8dRTfmqaN12biHjw0KEcTkmPXlBNIDwFOodOp2t7T34Le3v7zl26fGpMN5PJbNGyhWu9etolGIaNGD2Kw+Neu3r1wb17tnZ2s+bMqVPaMaBJYGCHjh0jX79u16G9gYGBi6vrqjWr9+/Zt3f3HhqNNmTosGEjhlNf5SYmJqvWrN65bfufhw4xGMzJU6f2G9Cf2omNrc2QoUMfhYSkpqbWdXam0WnNgppZWVn/de4Mxv/69CEJskfPntr2Yzqd/uvvvxuZ7Lt44YJKhTs4OMyeO9fa+q93lTVw8GAURa9fu46i6jJ7+/hoY01DQ8MVq1ft3rnryOE/ERIJCmo+fsJ4KjcNpUevXjk5Of3696fT/4odvby9pRIp9W8ej7d0xbLdO3cdP3oURbFRo0cPHT6cCgscHBzWrF+/e8fOfXv30um03n37jBk7lmrQ8vb1WbRkyamTJ3ds385isvoNHDB06NBKC29gYNC+QwdT85Ikizw+f9GSJbt37jpz6jSGYR07dhwzdqw2e1dDLy9bW9tyo0zAfw1BEDk52c3qlTxq+EZsNlsqkWkjv4T374uKirx9fBgMhp6efl5ennbLgoICFputvRr/pmpPfdWZiel0Xz+/JcuXUS2LYpFYJpNSfYQ0JZGqVCWNiPHx8WKRyKuReowgpdJwHMMwPX39jx9TFQoFdd8oLCpGCILPL7kL1fbM+Xw5URRjsVgEQWgfYefn5+fl5mpn8jMwMODxeBKJpOJ7CYI4dOCgTCabOHkSjUYzMTHp3LXLiePHs7KyKoanBEF8/Jimb/BXmmQzc3McxxXykltinCDkcjlbx1KfOjg61HQRfnwQnoIfVuOmTRtrxtBUisPhTJ8xo9xCGo02aPDgvv36yWQyaoS+lpWV1ep168ouaeTtvWWHd2FhAZvFLvftaWdnt3zVSmFxMZPJ1A6b1eyfPmHSxAkTJ1Cjc1gs1uSpU8uVIbBZs8BmfzXSUPT09KZNnz5u/HilQln2q7wiBoMxdPjwfv37kyRZ8Tvd3t5++coVxcXFGIZV7ArWsGHDLdu2lVs4YODAsi8tLa3+WLRIKBTS6fRyKQ/d3Nw2btlcVFjIZLHKrWrfsUP7ju0LCwq5PN5nuuHa2tktXLy47BJjY+PZc+dIxBIUQ8vts39p0A/+y8QiNSpfxLfz8fY5feJkZMTrlq1bCYXF8+bMtbOz9fbxYbFYTZo0OXXqZGJCgqOTU1FR0Y3r19093E2+IV89k8ls0NDzysVLSoXSytpKpVTu3rGTJMnZ8+aqS+Ljc+HsuTdRkc2CggoLC+f8/rurqysVnpIkSeDEp0ZY+jcOuHn9+tMnT1q0bKnC8cuXL1taWTs6qdOVVB2KopaWlm+i3sikUuomMzYmdvbMmctWrmgWpL4TCAsNKygscC+d36SoqOjDhw8ODg56enqYOmVK0eVLl3r07GFlbU2S5PNnz9gctmVpho2c7JzMzAwnJydqfNiO7dtkUtmadWt5fL5YLA55+NDG1tbMvGSAlFwmKyoqsq1aVmPwI4HwFIDy1KmUqtyPTftEryLBp5Jxfu1TSPWTvqpN9lk2Jq6o6llCP6Vc7F6W/ifmdkIQ1KC06eWfqnScFgDqVr2CAoVcUW6491dr1jyoY+dO8+bObdykSfKHpOLi4rnz51Or+vTv9zry9ZhRo339/OJjY3ECnzV3NtV6ShCEVCrV9q1UqVRSqVTb7iiXybTdY0iSlEql2siyX79+4S9fDh8yxC/A/318fF5e/tIVy6n7txYtW7bt0H7277OaNGmSkJAgkYgHD1Nni9MMAjNFEPKPefMXLlns6+dXbmhUq9atX4SGzp012y8gIDc392NKyoKFf2izAcjKHL1cscvxbNjwwrnzySkp1Bx7Hg08Gnp5/f7rb23atlEolPfv3e/YuTOVQwNBkGdPn02dPGnn7t2t27RRP4fp3ethSMioESMaN2mSnpYeHh4+ZtxYp9JkJleuXN68YeOBPw97eXlhGNard+9Zv80cO3qMZ8OGryPC09PTV65eo72JzcjMlMtk1PQo4D8FhdFnQNeQBFksLObz+V/se/7zlKmdunTu2KnTv1U0UOvdvHHj2pUrG7dsgVmjvrvgu8ETx40Ti8UTJ0+eO38e8q94cO9+fPz/2TsLuCi2NYDvzCZLd4M0SChIWGCSYnd3d3d3dyv2tTtQsUHFQhEB6e5YYnsn3m93YF1hwcVE3/nf9+7dmfnmzJkzw8w33/kicUx1VbMfh8vhPH36NPpDtKampq+frzRDHDGh//jRo+SkJAMDg/YdO0qj2isrK9+9fevk7Exogbk5OSkpqe4e7kpKShiGvXv7VlVVlZjX5vF4b16/trGx+WJKLCp6GPYgJSVFR0e7fccOdnZf3I04bPaTJ09joqO1dLR9ff2kE8oYir569SoxIbFDxw5m5uYikejN69eGhkZSAT6fH/7sWfSHaFUVFe92PtIsH0Kh8PWr16amJuZNmhAJWT9Gf3RydpJb35hdWTlx/ASf9u2kFePKysoePXwY9fYdhUpp2apVu3btlKpdYwsKCj68f+/m5kbkgZaUZ8t6+OBBQkKimppqW2+fVq1bSZ/n6enpyUlJ7h4e0jLFsZ8+PXzwIDs7x8zMzM/fz9bOTtqNkKNHHz98uO/AgTq/9v8EIpEIgqD/kzIQfwqgngIaHaxS1szpM1asXtlE8gytB6CeAhoKUE//MfX0wL59zZu71pXhCPAj3Lh+/dKFizt379KUp7/+BioqKqZPmdKte4+evXuRGhObN2w0a2Lef4C4TgrgFwGiCgCNDmKuShG7vqznPgCg4N31U7LqAhoJ6enpNnYg19gvwdfPT99A/3lEBOkP8fjxYy1tHf/AAFIjg8Ph8HlVAaOAXwQwTQMaIwpOvKqqqiqS7h4AkEKj0epKDw7468jJyVFRVZWmcAf8XJSUlGbNmVNeJs7D+vvBcdzWxsbTw6NGXdnGgGyiWcAvAqingL+YCZMm1h2I86sQiURZmZnaOjq/6KWIomhGevqva/+7QVE0KytLWVlZt45o5aLCok+fYmxt7Wh0GpfDNTM3+5EnOJfLzc3JNTYxrhGw/4O0cHe3srIGr5Z/g5TkZCMjI+AC+OswlED6E0AQ1KgqRQF+M2ByH/AXY2Zu/vt1uMLCwmlTpjx78vQXtc9ms2dMm/7o4UNSI4PNZi9euOj82XNyt2ZlZY0dPXrdmrUZmRknj59YungRIlNu4Dv4HB8/afz4hOqSUT8LdXV18yYKFbkFNH5SU1NNjH9OSikAANCoANZTAOAXFkr9DpSVlVeuXm1sXBXY23igUqkiobCubIt5ubmFBfnbdu70atnS0NDQL8CfqC7zg+MMfIsBdYEgSFlZmYeHBxgiAODfA6ingL+Y+3fvWdlYS9PpfQc8Hu/pk6dvXr3CSSSf9u3atm1LTBQWFRa+fv26TZs2RKrO2NjYwoICbx8fYiuZTGGVlZ0/dy7mY4yTk5N/YIC0mMqH9x/4fB6ZTL4bGqqqotq7X1+RSHTl0mVEJAzo0qV5c3HVbILcnJzQ0NCkhERtbe12Hdq7e3gQZaJwHK+srBCKqibQc3Nz42JjzczMHj58WFhQ4Onp2aFTJ2mpp+Kiovv37sXHx2toaAYEBkizZNcmKSkp7N69zIxMfQMDXz8/J+cqyYry8sjISAtLyzevXid8jrd3aBoQFCg9HQzDXkVGPnr4kEqleXu3JVMocqfFi4qKHtwPEwiEb968MTYxEfIF7MpKcVFHCBIKhS+fv9DR1cnMzHz1MtLQ2Cg4OFg2iXrMx5j79+4VFRZaWFp09vWzsv5yNX/FFHxqampKUrKvv99Pbxnwm6msqGRXVpqamoKRBwD+PcDkPuAv5trVq5/j43+kheMhIZs3bEBRlMOuXDB37vmzZ4n1ycnJyxcvyczMJBZDb9/ZvXMXUeEdhiAUQY4dPfLgfhiCiHbv3Lly2XIOm1PdpStTJ03atGFjeXnFzVs3J4wZu2j+gqzMzKj372dPnyGdqi4oKJg1Y2bo7TvGJiaZWZnTp0x98vgxsYnD4axesTLyxQtiMe5T7JyZM+fNmRP3KbaoqHjhgoXnqjvJ5XJXr1x5/tx5JlM5LjZ28sRJb9+8kXuaKckp0ydPiXwZaWJqEvPx4/SpU95HvSc25ecXrFy2fPqUqY8ePuDx+du2bNmxdZs0xffNGzemTZ2alpZWVFi4ZdPmlKQkuX5+paWlcXFxPD4/6s3bosLCK1eubN+6lbCzcjncXTt3Tp446b/Tp4Ui0dnTZxYvXFRaWkrs+PrVqymTJqWlppqYmjx8+HDa1KlZmVmkX8nn+Pirly8Bo+w/QElxMY6T1BqZizYAAPgpAOspoNGB47hIJFJEgSCTydLC9N8Bh8O5d/de9x49ps2cQSKR/jtzprioCEEQCoUCwzBDSUnaOJVK/VJcG4L4fL5zs2Zbtm1VUlJ6+eLF9KlTXzx/ThjkyGQyBMHzFy5093C/fev23Jkz5y9aOHzkyJzs7MEDBsbHxdnZi9Nu5+bkaKirL1+1ytDIEEGQ4UOGRoSHEwVXIAhiMBjkai2QTKEIBMIuwV3HjBuL4/i82XMe3A8bOHAQnUFPS02Ninq/dv06n3btMAzbsG59fn6+3DNNSUlxaNp0+coVaurqHDanV4/u76OiXN3EBRJhGMYwzMnJiShXc3Df/ksXLxYUFJiYmJSXlx89dDg4OHjp8uUwDN+6cXPOzFly7Zl2dnYTJk5ctHDhgsWL7Ozt79+7T6seLgiCYAjS1dHZvmunjo7uk8ePF8ybn5CQ0KqVOFFlSnJKW2/vtevXkUikoODg4UOGxMfFmZr9QnsYDMPSsQX81SQmJtrY2PzpXgD+H0FRFKuj2hbgZwEe04BGh5KSUtduXRWJeTIyNlKpu7rmN6HT6VbWVufPny8sKmrZsmVAQICWtvY398IxjE6niyumSCLKmzo6mpqYfoqJIdRTDMVsbG1dXJwltUNVjYyN3T08iQKnampq0vqBzi4uy1evEk+4h93PzsxKSkq0d7CXfzgc09DQ8G7nQ6QyMTE1zc7OFomEdAZdW1dXU1Nzw7r1ryIjW7ZqPWv2bIaS/Fqm7Tu0d2jq8O7t2/SMjPS0tPz8AhJJqv3jVCrVp107IkWXeRNzCIIEfD6RtYdVxmrdpg2hprt7ephbNEHqeCgTE/HypuNxCILcPT11dMTuCsbG4kh8HrcqZWDPXj1btmp1NzQ0JycnPjbuN6SwUVFRMTD4M5HIgJ9LQsLnjp06g1EF/H6au7rq6slPYAL4WQD1FNDoYCozh48coYjk3Pnzf8R6SqFQVqxadfbMf88jIl6+eLF29epx48cPHTG89vy1rCkXlxhT1dSrKuyRyWQagy4UfQmWYjAYULUXqdh2WP1btsHkpKTFCxcJBAILS0tDQwNtbZ26bMU4Lj4crTrMCIZhqQpooK+/e++e0ydPvX3z9uqVq6qqqouXLPFp3652I1FRUauWr6DT6RYWTXT19DTU1KX9wSWn8CV5U1U+P/EhEJEIIkFSszGDwVBRVanLqk2sl78VgpgyyaFkVdgHDx5s27JVT1fX1MxMVVVVRVX1V1dZaN2mjVfLliCx1N+OSCTKz8+X9VQGAH4bvfr0BqP9qwHqKeAv5gfzHRYXF794/mLQkMHjJozPyc4OORpy7NixgKBAQyMjoraQVIkpKipCUVRqIBQKhaxSFrGJw2aXFJeYmdeTq0iOxnXx/AUURQ6HHCVyCo4cNpxUbykjuWrf58+fMzMyFi9biqJoakrK8qXLTp082bptmxrDIhQKT504YWhouG3HDnUNdZFIGBEeDkkU0Prb19XTo9HpeXl5xCKfxysvK4e/K1xJbvtcLjfkaEir1q2WLl/GYCjlZGc/efz4V6e6hiX84oMAfjmZGZk6Ojo/NycuAABoPAD1FPD/i1Ag2LNzZ3xc3LDhw2g0OpVK0dTUYEheeKqqqgiKPnv6TEdH99OnmKdPHhtXp1eESCSBQHDu7FmHpg56+vpnTp3CULR169bEVlyC9BA1fksXEUSEIKhQIMzPzw+7d+/t27f6BvpCoZCYYZeVFP+S0VxlN+Xn5q5cvoLD5vi082EoKVGpFG1tbTm6F05CRAiKoQKhICsr69rVqynJKZXsSpFIRJUYZXHs68NV/zYwMGjVqtW5M2ecnJ3V1NTOnjmTlppKppDrGk9pP2sPgtxFHMMQkQhFUA6Hm5ebd+L4iZycnIqKCgxFYbL4KDgGKtYC5JOclGRsbEyW3CcAAODfA6ingL+YA/v2u3t6uLu7f9/uhkZGY8eP27dnb8SzZ7jYbRSdNWcOkVPJ2samV5/eJ0KOhd6+ra6u7urqKhBUT99DkL6BgXgmfeFCEgkSCkWz584xb9KE2Ein06VZn8hkMpPJJPRFCIKUxBpk1Rx9r9593r55N2HcWCUlpqWlRWBg4POIiLdv37Zu3bqGJIVCYSorS5VOGo2mpKRE2HFbtmoV1KXL1i2bT544zmFz9A30R48ZU1s9pdFpAwcPXr1ixahhw+l0uoNj046dOl2/dr1dhw7NmzeHYZipzJQaXMWHk+nzhMmTVixdNmXiJGUmU1tHx61Fi7riisQnW91POp0uNWsRpyOtPSs+HLPqcMoqKkOGDd29Y+fnEZ/JZLi5q6uXl9fZM2fcPdybWFgQHfvpls6od+/evH49bsIEML//l4JhGFHATJocDQAA/HtAIMEKoLHB5XAvXrgQ3K2r9rcClSaNn9Cla3CX4OAfORyLxUpKTKRQKDY2tqpqXwKtcBxPTUktLi6ytbVVV1cXiUQ0Oh2CxH8yAoGASqWmp6cXFxXZ2tppamnKzqTjOE74a6IoKhQK6XQ6DMPEXhQJhGRFeUViYoISk2lnbwfhUFpamr6Bvqqqag1J2UYIlzsURemSnhDt5OTkpKela2ppWltbS7XA2pQUFycnJ2tra1tZW/P5/OysLGMTEyaTiWGYQCCg0WiEIarG4Yjk5wmfP+MYbmNnS6yUqs6yyO4oFAoxDCPUdOJ0yGQysVeNw4nz+eflpaelGRsbm5mbV1ZWFhYUmJia0ul0QlK2Jz+FO7dv37p+fe/Bg0A9/ek8evho4rhxHA5n4uTJi5cuIf0aHtwP27VjB5VGCwgMDOoSJJtDFwD4PTx9/ERDU7NZ82ZgwH8dwHoKaHTweLybN256t/P5pnpKpVJ/fHZPU1PT08ur9noIgqysraSxF/TqAxGJn0gkkpWEGnvJKoiyIUfSvaSoqau5yxS8sbaxliv5VdyS5JRraIfGEr55mto6Oto6OsRvJSUlG1tb4jcMw7Lt1zgcYU+tJ9u/3B1lB6HG6dQ4XI2i3qoS6pL8KYgV5bqVeEDjJycn+/WrV0pM5utXr5jKzMFDhvzpHgH+7wi7f9/K2gqop78UECIAaHRAEESlUoFxCwAA1IbFYtElHzxGxkbtO3QAQwT4/fwUywigfoB6CgAAAIC/AxzHi4qKSBCEYViLFu6KzBsAAIC/EaCeAgAAAODvQCQU5mTn4JKkb9179vjT3QEAAL8KoJ4CAAAA4O9AKBLl5eXhGGZnb+/sLK7NBgAA/kmAegoANBai3kVdu3ZNKBQ0aK/4+PjzZ89VVlb+3M68e/v28sVLCIIQiyiCSCuy/t/CYXPOnz138fwFHpcrXZmdlX3yxMn8vPwfbBxFURT5zhGurKw8e+a/7OxsuVsjwsPvhob+G5cPEYmKi4owHG/ZsqURmNkHAP5dgHoKADQWIsLDj4cc40vq3StOQnz8pYsX2Wz2z+3M+6ioa1evEOopn8/fumXL+XPnSP/flFeUHzywf87MmXdDQ6UrU1JSdmzdmpmZ8YONHztydN+ePRiOfU/Hysv37Nqdlpoqd2vondBzZ89KvzT+aoRCEZvN1tDQ6Ni5E+kfpbi4OPZT7KeYTzEfY6r4+DExMVEkEv144xiGZaRnFBYWKiJcUlKSnp7+2z5sCgoKXr54IT0c9jXyqu99BZ/PFzTk4YlIIH6zWKwXz5+LRP/C38g/A0gsBWiM/BvpeIVCYRmrTF1DXVq2vn4oFAqdTqdQqBXlFTiOqWto1JZhs9l8Hl9HtypFFIlE6tajR5euXam1suVXlJcrMZnSLFQikYhVWqquoaFgZ0aOHj185EhpstLoD9F8QU2zbkV5uVAo1NHVJf1/AEGQMlNZXUPjyKHDnl5eRMZNGIbpDEaN5KwoipaUlKipqjGUvsomVg+fExLYlRU1is0SllEalUZnVF01gUDAKmWpqqkqKyvLdqyeBLFUKpVOp5PJZBaLRaFQpKm7ZHtbXFxMp9M15N1yYvW3rFxFVaUxhCqXlpbgOG5sbNymTVvSP8qVS5e3b92mqaUpuaDiJyGCoFZWVtt37dTT02toayKR6G5oqJm5ebNm4iSdQqFw2ZIlzZo1mzV3jgI9ufTo4aMDhw+pq6t/79k0oJ97d+02t2jSSlKBLzMzc+e2bYWFhTAMoximrqY+e+5cSytLufumpKQc2Lv3Q3Q0juGeXl4TJk0wM6unyrSYrKysRfPm+wcGDhk2lHj2Xrxwsby8PDAoSJHe1qiEB/gVAPUU0OggMmX+7Ymlbly/funCxcrKSmVl5pBhwwICA4n1hw8eIpFIY8aNhSCotLR05/btvn5+bb29xScOQ0KB4PDBgy8invMFgk6dO40ZN47JZBI7cjmcI4ePhD97KhAIrW2sZ86ebWpqSiKRXj5//vDBw8nTphJpYi+dv5BfkA9B0PPwiNXr1lpZi9Op3g0N/e/MmbJSloamxqgxY9t3aE8YG/bt2Wtqatq3fz/xJHV29v49ewYOGuzkInbpuxd6Nzr6w+y5c6lU6v49ez/Hx2dmZujr648ZO5ZQdA4dOPj2zWuRSGRjYztxymRLS/lvjn8KHCdBpG49ukd/iA45cmTxsmVyNcInj5+cOBZSWspiMpkDBg3s3qMqgichIeH40aPjJkywkIzVzevXP32KnTNPPMJnTp1+HhGBoeja1atnz52rpKT06MHD169fGZuY3Lh+Y+68uZ5eXjiO37h+/cL581w2h0and+zUccSoUYp8bMAwzGVztm/ZGhkZieN4125dBw8dKs1N+/LFi5DDR0tKiyEIdnVznTh5MnEj4Th+7GgIhqElpazPcXEbNm/S19cn/WkKCgqEQmFQcBcK9Z99eYk/+XS0V61dI/7wI8r/4jhDSYkoaNdQUBQ9dOBgYFAQoZ5KS3sosi+CIEKhUG4Zjp/Oq8hXsbGx4yZOIBZTkpPfvXvXqVNnJSYTRVFlZWUmU34W5MrKitUrVrLZ7Dlz5iIosnf3nrWrVm/duVNF5vutBgKBYNeOnU+fPvVu145Yo6qq2r59+/Nnz7Zs1UqRcaZSqdICK4BfBBhfQKNDQ0Nj555dKioqpL+W9++idu7Y0atXLw9Pz8ePHq1ZuUpf38DVzZVEIkW/f0+8byAI4vP5Ec/CHRwciL3IMDkuNlZHR2f4qJGFBQWHDx7CSaSp06bBMCwSibZv2/YgLGzs+PHKTOahAwfXr123fecOOp2elZX17NmzUWPHEI0kJSWdPnWyuatbG29vDclzNuz+/RXLlnfv0d3Dw/PWrVvLFi8OOXnC2toaRdE3r19LvQLYFRVPnz7t7OtHLCYnJT2PeD5j1iwajebczEXn/n09PT1nZ2fis+F4SEj4s6dTp0+n0xkH9+1bs3LV/kMHFbTL/tUgCGppZdW6TZuVy1e069DBp/r1JuV5RMSSRYt8fHwGDxny7t27zRs3aWlqebfzEVv+SkqePH7Sb8AAQjI5OTlSMpVJpVLtHOxNjI0FQqG7hwfx2svKyjpx/Lijo1OrVq2MjMTpkyJfvtywdt3Q4cN92rd78+rVgf0HjIyNu3br9s0+k8nk169f6+jpjp84ITExcf/efTQ6nchmn5mZuXLZ8uZurlNnTMvKytq6abMSkzl7TpVd7VNMzMMHD1xbtPDx8Wkkf485ubl0Or3dv57uVInJdHFprq2jJXcrl8t9+vhxZGQkhuHu7i06dOqkpqZGbHr7+g1EhgV8wbu3bwYPHaqurh52/35ZWdn791FvXr129/SAIAiGYQRFHoSFhT8L19fXD+4abGYu39YIQRCZTH7z5s2rly9RFOvs5+vh7k6qNhyUl5Xdv3f/Y3Q0hUpp1bqNj48PMVeAoujL5y/UNTXy8/JTU1OGDh3GVK76xq4LBEUvX7zY3NVVmiksNyfHxtZ26Yrl3xyrTzGf4uPjd+zaSZhdEQRZv2ZtQV6eiuTLXC7nz51LS0u1trGRXdmuQ/vTp07dv3uv/8Cqv9B6GDthfD0l+gA/BaCeAhodEAwpOJekuBngN5Oeni4UCL19fFyaNXP39PTw9JROx8uWLCLmZKVzpiiGauvozJozx6GpWGGtqKwMvX17yNCh2tra6enp9+7enTRlyoCBA4kSUNevXC1jsfQNDMhksmyNUzKFrKGhuW7DevMmTYiH9YVz51q0aLFg0SIIgpq5Nl+3Zm1+Xp615NlNo9GkphEIhmUniAlPA+J3u/btz/131tbernWbNoRu/Tn+s7GxibePD5PJtHew+/TxE+kvAUPRH/Phw1EE8fP3v3Xz5v69+zw8PWUNqBiGXb50ydGx6Zr162AY7uznl5Odc/PmzTbebWEJNUaYVj3C7u7uNra2bHal1MpOJpOZSsxFSxa7tWhBrFFWUZk2Y0b/gQNgGNbT1b165UpGhkIOryiCmJqazpk3z9jY2M/fvyAv/+aNG3369KUz6DBMHjR4cPeePdQ1NByaNr1182ZWRgaGYUQnyWSykbHxth3btbTk60m/n7hPn9xauNnZ2ZH+aTAM43DYaupf3DBgGCYeFBiGHdi77+qVK0HBwTiGbdm4KTr645JlS4lLdv7cuTdv39KpVBNT0wGDBuE4HvvpU0V5eXpaekLCZ3dPD5JE47xz6/bH6I9WVla3b916+uTJ7r179fTluA1QKJTkpKTtW7ba29vn5+dfu3p1zdq1vv7iL1iBQLBu7bq3b94EBgVWVFQsW7Jk1OjRY8ePgyBIJBIdPnSosKBAIBS6urri33QaJZEyMzLi4+Nnzp4lfY4VFBQwlZgPw8JycnMdHR2bu7rW5VtiZWW1dfs2F4ltGEXR7KwsXT292h4sUqLeRV29fGXytKlHDx2WfX1oaGg4OTs/eviwR6+e3/zS/g4vC0BDAeop4C/G2cW5MUw41sarlZeVtdXQwUNsbG3atGnjHxhITMTXD47hpqYmJqZVNcTt7R3O/XeWxWJpa2tnZWTweXwXFxdiU1tv79Zt2sj1f8BQzMLS0tDIiFgUv5nS0/v260cI6+rqbtuxvaFeUwiCYBgmfZRDENSjV88N69Z3bNfe1bV5h46dOnbu9LeYTnX19JycfighEYbjFAplyrRpE8eOO/ffWTt7e+mF4HK5KSkpIqFw3pw5GIqRyfCnmE9a2ppsNltq36qzWQkoihKvYRzHDAwMLGWq5jrYO7BKS5cvXZabm1NeVp6akqrg9CKG41bWVrrVLsJ2DvYvX7woryjXY+gZGxs1c21+YN/+1NTUysrKuNjYzr6+sl2ytbNtPLopiURKTEi0s7OTerz8k5DJ5KzMzFEjRlApFLzazXH4yBGEwZvH4+Xm5MxftDC4a1fifr56+XJlZSXxSU+hULhs9vrduzy8vIjbY/LUqa9fve7s6ztk2DBx6zguEok0NDW37thuZGQU/SF63OhRn+Pj5aqnxOGmTpvWybezSCRavHDhkcOH23i3ZTKZrNJSLoe7Zt26Vq1bEc+E5xERw4YPY0gKEVMoFKFIdODQQStra0Vclj/Hxwv4fOKLmtAyc7JzwsLuZ2dlUWm03Tt2dujUceny5XKVTj19fT19fRRFd+/aFf7kaVJS0oJFC/XqeC+UlJRs37o1sEuQt4/Pgb37amx1dHJ8+vhJSXExSArRGADqKeAvZsKkSY3TRdXIyHjb9u0fP3589/bdw7AH58+dX712ja9f1bz5lz7juFjn+3IKOIVCpcgYU8UF4iXvGBRFCX8A6SFEIlFdpV8hSU0d4jcmPgQGQ18sfCKRiLDk1eiMRDnCakXmyAHHcf+AAFtbuw/v379+/XrL5k1Xr1zZtWe37t9gUWjh7u7m1uLHb5umTZsOHjLkv9On+w8cKL1kGIqhIsTIyNjTy4sYTE+vlrq6ugz6lwAp6aHFUcP1fCfgYlHpdSSRSJcvXdqxfbt/QEDPXr1UVFR3bNum+NQBlUojV19xDEUp1Z5zkS9fLpg339nFxc/f38jY6PjRkN88HYFhWIM+lnR1df0DA/7UnAkxM/6rj4JhmLq6eq9evdQ1NHAcI7xPXZyrPk2VlZWXrFiemZFx8cKFgvyCRw8e4DguvU9QFHVt0cLd01P66VLjVidG29PLy0jyBaulpcVUVubyviRKkwVFUWsb6+YSryQqldqmbdu3r9/k5+VbWlnq6+uvWLUyLTX13H9n8/PzX0Q8NzE1JfpKnEKr1q1tFTZyFxYUkMlklWrtE8Mwh6YOdg72vXr1ZiozHz54sGr5Cmdnl6HDJRp2HVhZWXE5HC6Xe+/uPZ927Q2NDGufzuGDh9Q11EeOHCkel1pXU1tbm8flssrKgHraGADqKaDRgSBIenq6qanpNw1yjVM3JZFIZ/87W1JcPGXa1PYdOkyeMnlA335vXr0i1FMIgtgcDgyLe56ZlZVfkC/VGyAIzs3JycvLI2xm79+9MzIyIuLiDY2NKRRKfHy8Q9Om4vinixcvX7q0fccOA8Oaj+AaqKmpGRkZxcbGEoupKSmzZsycPmNGh04dIQjCcZzD5RCbkpKSKirkRI4T4DgutYJUVlZu27zFPzCwd98+vfv2CX8WPmv69CzJnBqp0SN+KZF/zm0zaOjgiIiIE8ePI2JvAXGbTGWmiakJnc7o178/IXPh7Ln8gnzCgwKCIKFIyOeLEyDgGPY5/rP0dU6MsHQCtzYoity/d7d1m9YrV68Sv84LC3lcroKqEgRBaWlpJaWlxIxkVNR7CwsLdTWxsS0iPFxNTW37zh1EDw8dOKAMKf8GDYyAzWZv3rQpNTlF8TgnoUAYcvTo0SNHSL8dFEFd3dxmzp71qw+E47iGpmb/gQO1dcQxajXgcrlbN22OiIiwsrYyNjbW09evke+WTv/KJ7K29g9BkBKDIbO1zj8HHMfV1NSkz2HxVxYkvhXFjtQs1vKlS+Pj4mxsbY1NjHX19Wo8jRnVuSYUQSgUwWQytfrmp1KpY8aNk27t2q3bxfMX3r+LGjR4MJlS8w+kpLiEw+WYmpoGdeki/l9Q0LAhQx8/fjxo8KAakjEfYy5fvOjV0mvf3r1cLi8vN/fJ48dMFeU+ffooSYy+EAShGIoqkIKtqLCQSqPVlekC8FMA6img0VFZUblh3fqly5eZ1+GwLwVBEFlDYONBiUE/eeKEUCBwbeEWHxdXVlbW3NWN2GRrZ3dw//6QoyFamlpXrlzhcLhSUxCO4xkZGWtWre7Rs2dubu6dW7enzZhO5A+ysbHp0LHjvt17hQIBjovViPYdOxCaK4IgfD5f+hISiUQCmQxQNBqtT7++69as3bJpU1NHxwvnzuM41tTJUfL+YFhYWjx88PC80zmx0+SFiwKBQGqGQWTaoZDJNDrteXh4eJs2bb29lZSUSkpKVi1fPmbcODV1tRvXrpuYmpqampH+Bog59O+LusVxnM/nS3Mlqqiojp80cdzo0SiC4pJ8pRQKpXffvsuXLF2zarWnl1fUu7fXr15btGQJJPkaMTIyolFpRw8fLi0t/fjhfdS7d6ZmXwaNyWRGRr68ce26OCydQqlxWWGYbGpq9vTJkzu3b6MIejf0TlZW1ufPn8vLy9XV1YmOYXXYFHEcj4+LW71yVWBQYFxs7JtXr1auWU285g2NjPLy8s6fPadvYPDk8aOP0R+bWFqmpqYSeRiEQiEi0UV+EYhI9Dry1Yf378X2fsUMohAMi8fkd+f0gShUitgl9zd+D9f17f3+/fu7d++u27DB10/shnHy+PHzZ8/JPgNr66Oy35Z1ydTVBxarTCQUEos5OTlMJlNbR+xG/zDsQczHjzv27HKVPNnWrV6TmJBYfzfqQUVFBRd7HVTdbPn5+beu3wgM7kJESiFijRFhKNVM30YQFhZ259bN3Xv3Epn4DAyNVFRUBAI5CVA1NNR79eldUV6Rn5eHIIgIQTgcdllpqfShx+FwqDSqktK3XUdOnzptZmbau29fxc8R0FCAegpodOA4XllRKTutWRdbNm329vFu07bRZUDs2r07ny+4c/t25MuXSsrMqdOn+QcGEJv6DehfVlZ259ZtZWXlgMCAZs1cjKvdUq1tbCZOmUKlkE+fPEmhUqdOnyZ9/NHp9AWLFx0+dOjqlas4jgcFB4+fOIHQsZpYWHTq3Fnqjefk7KyhqSH7NurevTsMQZcvXX754qWpmen8hQsIh10YhsdPmICIRBfOndPR0R08bFhCfLzU5d/OwUGIIEQ7dAZj4KBBJ44d//QxpnWbNlQqddHSJUcOHrpw/hyOk0xMTVevXaOr93dkP30VGRn+LHzu/HnfYXpXYjI7+/ra2tpK17Ru3XreggUx0R+JZEwkEsnXzw/DsHNn/vsQFcVUVl60ZHHX7lXB9SampkuWLzt98tTRw4edXVzmLViQm5srvVI9e/XMycn58OGDr78fhUKxsrbq1Lmz1HAFQdDY8eNFCBJy5Ki6unq3Ht3beHuH3bufn5evrq7OZDL9Avx16/C3c3J2nj5zJpfLDTlyVJnJXLxsqdTBtHv3HkWFhdevXWMwGB07dVy7YcO5/87ExcZaWlpCJMjdwwPDfu00OoVCgWHYrUULR8knU2MFehUZmZSYSP5duYTYbHZERIS2dpXXL47jdDrdydlZSUkJFZdvE+trLBYrISHh0oWLXB6vQvKVIjcfJzGFnZmZUVRURPgf15CpJ4UnmUz+HB9/6sTJ3n37FhcVXr540budD+GLLC5xhqCICCkpKfkQFXXv7l0DQ8PKigqGxC7b0LSgTSyaoAhSVFRIeN5DEHTx4qXPnz/PmD1LSYlx987d1JSUYSNHEJ95xUXFFy+c9/D0dPfwED82ra2SkpLOnzvfvUd3BEHOnz0nFImkAYVRb9+9efO6Z69eevr6TSwsFi5eTKzncDjDBg/p7Os7cfIkaTdyc3J1dHRks0rXRRmLpakJTKe/GOI2AgAaDyXFJQP69k9NTf2m5JSJk+7cvo03VhAEYZWWEm6jNaisrCRsY3KpqKioayuHw6lks7+jMyKRqIzFkrupvLxcJBJ9R5tsNru8vBz/qwi9c2fKxImEy+OvA0WQ0pJSuaMqEgl/ZNDKJaUQqpoSihp0IuVlZSKhnC5VVlbyuNzq7omzYXxf3x4+eGhraWWsb7Bm1WpF5FmlpcGBQbqaWqdPnsQbN/PnzDXQ0R01fMRvONaRQ4eb2tm7ujRzq/5fM0cnv86dMzIyiIfDzGnTvVu36d2jx7BBgzesW+/Tpu3a1auJu2LxwoWzZ86U3iHEU2jDunXNHJ22b9mCYZhAIBg1fMT2rduIrZkZmYF+/vfv3ZPbk5AjR7p1CR7Qr1+XgMAO3j5TJkwsLCggNuXl5Y0aPrxdW+/ePXqMHjly/Zq1Xi3cD+zfj+M4j8cbP2bshnXrFD/lkpKSXt17nDh2XLom7P79zh06BnT27dG1Wxuvlrt37hSIJ47EfP782cPV7dDBg8SiSCQ6dOBAa6+WXYOCAnz9fNq0OX/uHIIg0lNo6eEZExNT44hsNnvwgIHi5H0yzJg6fcnCRYrc/yuWLjtx7JjiJwj4DoD1FPAXg6KoIkbWPwWZTCYyj9am/iyS9WRF+e6YZQqFIrcMFeGf+n1tyhYu+lvA8S8pCH4dMJmsqSX/0lMoVDW1789zLnuxGpqaXq2OfG2yd+MfSTYurJ4+brT8zpKww0YMHzBoYG0jKOEfqaqqunnb1sSEhMpKtr2DvZqa2uChQ6DqC7ds+QqchMsm0ieTybPnzBk8ZKiKqjIEQTQabe+B/VJ/dxNTk8vXrtaVwnPIsGGDhw4ViURxsbEqqqq2trZSY7+BgcG+gwcT4uNRDLN3cFBSUhowaCBT8kBgMBg79+xu0OyElpaWr5/v0yePe/ftQzxVOvv6unt4fIz+KBDwmzZ1NDapyodKeDo9jQinVJ8jhUIZO358cLdun+PjIQhydnGRTmUQpzBg0KDaYQxMJvPIsRDZWaY0CXPnz22E3mL/nwD1FPAX0617d2vbr1IrAwD1Y2Nj26Vr10YbVAcAUCXUMw5kMpkIkSQwkRTXJaB9HRdFQBGnQf0iQ8y/19B65UJ0g0ajeXh61t5Kp9NdmjeXLjaxsJDd1NDr2L1Hj/Bnz96+edOufXtpIlIfST2LGsAwrFTrK91QguKDSdQmlC4S8yo2Ntae8s4U8EcA6ingLyYgqCqHOQCgINY2NjWqxQAAgD+OoZHR4KFDYz998vbx+f32S1YpqzC/YOSY0bJlUwB/FqCeAgAAAAAA+MMEBAaUscr/yKFVVFSmz5qpWYcvFuCPAHwsAH8xWZmZ5eV/5nEG+EupKC/Pysz8070AAAA1gWGylrbWH3H9pNFpQDdtbAD1FNAYIWInvyl2YN/+d2/f/pYeAf4R3r17d2DfvoaWdQUAAAApCCLO7wUG5JcCJvcBjQ6GEqNP3z6KfMtWVFTIpqAHAL6JQCCoqKgAA9UYAPFpgL8Ur1YtdXT+jkzPfy9APQU0OphMZr8BVTUh6weGYRCCDWiEZdP/P5EOrIJ/lTBMJiQb/xUh+gmeNgCC4K5dwVD8aoB6CgAAAFVkZWaeP3eOy+GKFRFg3GsIZDI5PS0dwzAqhRL58iWRmb8eeQiC+Hx+fl4eg8EIDb2blZVdQx7HcRiG27Vv5+0jJ7vQT+fM6dNJiUlyrzmZTI7+8IFOpycmJq6SJBb9Df3594BIEEOJMWrMaGB3BCgCUE8BAACgivT09NDbdwYNHSLOlSijhEBwlc1VXKUJU0A7gcQ6DUSCMBzDUEUrR0AwRIZhnETCUHEtKEXkq3r1q+UVOGsKlcLlckkQCZPUDmjSxByrdxcIhrgcLo1GwzBMW1vLwsKihjMfhUK+c/s2iYT/HvX0yqXLGhrq7h6etX0KKRQyg07HMIxOo2nr6CgydLAYSFw/TLGr/93ykrJhisiLL2XD5UkYhioiD0FVc1mYGDk7wDBUXlZ+4viJbt27A/UUoAhAPQX83TT+aUHA33TD4CQ7e7vRY8bU3sJisUgkkuLhvezKSqFQqKau3qA6TKWlpTAMa9RR30turyAIaoB8aSnUwPYVP+uXL16c++8/kVDo6OQ0ZNiwb8oL+Pwb167x+fwW7u6Dhw6pLcDlcouLi0m/BaYyc6C4CHtnuVuTk5JfvX5tamo6eeoURVoTCoUcDkeJwWDUnfT+R+QRBKmsrKTT6QqWkcNxvKysjEql1l+vTpaysjIyDKsqXFKOw+YIReIbXlqSqgYVFRWRkZEgKhGgIEA9BTQ62JXsw4cODR46RE9Pr35JgVCYm5NTUFCAiETSlTiJpK2tLS2FUlRYKJCUTIQhSN/AgKhih4hEhUVFGIZ900UOFxvCSJpaWsRrAMOw0pISHp8PQRCFQtHR0SGUD5FIVFRYhOHfbpBoU0dHR1qzpCA/XyQpmUgmk/X19Qn9SSgUFhcXK9hDGIK0tLWJBlEULSkpIapEUqlUXV1daYOFhYUSu55Cp6ynr09UW8FxPD8/nzApUalUPV1dSNIgn88vKSnBcVyhHsKwjo4OUTsRQZCS4mKRpCg2g07X0dUlXPr4fH5RURGswJS6uIcQZKCvT5YMPoqiBQUFRHlbOp2uq1sVssDlclmlpcTpEFCp1LzcXJFQVF/jkire0kozHA7n1o0bYWEPystYJBKkra0dEBgQ2KVLPXVxXj5/ceXy5czMTAxF6UoMLy+vXn36GBt/qcpYm8rKyhvXrj16+Ki8vByCIB1dnaAuXQICA+uqHlRZWXnz2vWHDx9WVJSTSJCOrm5Ql6B65Nni9iXy5eUkCNLV1Q2sV14gENy5fftuaGhpSSmJhKtraHb27dy1W7e6ythiGBZ2//6ZU6fpEh6Ehenr6/Xs3bsevTYiPPzi+QsFhYV6enoXzp3ncrl9+vY1MDCQlfnNwdFyD5eRkXHx3Pk3r19ra2l9jo9fu2p177597R3s62okIz3jwvlzMR9jBAIBlUpxcGjau19fe3tF5e0dHPr061ePfEFBwcXz59++ecvj8chksqWVZe8+fVzd3OqSLysru3zx4ovnL9hsNgzDJqYm3bv3aOvjXZc8l8u9ce3640ePysrKIBjS19cP6tLFz9+/Hr/bd2/fXrl8JTUlBccwhhLDq2WrPn376NZ6ev/OwrC/mps3bujq6LRs3fpPd+RfBqingEaHQCAIfxbevWePb6qn5uZmN65fv3fvnuw8LIqic+fPk1bh27NrV1xcPJlMptFp23fs0NbRET/iCwtXLFteUV4Gw19qLstFrH5B0JRpU9u0bUsikXg83r69ez9Gf4RhSN/AcMnSJfqSF2puTs6yJUv5fL4i1lwMwxYuXtTc1ZVY3LBufU5ODgRBWlpaG7dsJoqqp6elr1+7hsvlfbNB8ZwjnT5zzmxXSYMVFRXbtmxNSU4m4XgTC4sly5eqq4tNZakpqSuWLhWrdd/S/8SnDENr1q61srYmXirLly4tLysjkUimZmZr1q4lDDxxsbHbt24ViZBvNohhqKqq6tz5C+zs7UgkUnFx8Ya1a3Nz8zAMdWjadMmyZYSqFx8Xt2rFStlKg/X0kEqlbNm+XV9fnzjlxQsXcTkcHMeaOjouWbaM+GZ4++bN/n37cEx8Bav2hEh8Hr99ddXEb5Kfn79o3nwyldK3X98W7u44hkW+jLx08cL9e/fXrl+nqaVVQx5F0W1btj5/HtGtW7epM6arqaklJyVfu3pl/Jixy1eukFsZkkQi5WRnL5w3X1lFZeDgQa5ubiiCPn/+/PzZsw/CwlatWaOurl5bfsG8+Spi+cFubm4Iirwg5O/fX7V2bW357OzshfPnqyhXt4+iLyLE8mH3w1avWaOuUVOeVcpavHAhh8Pu069fy5YtYTL57Zs3ly9duhd6d/2mjTU0SEKhWbliRUZaeu8+fbbv2slgMKLff7h44XzonTsbNm6yshHfRbIgCLJ546Y3r1937d59weJF6urqn+PjL128OHbU6FVrVtejaf1+Qm/f2bd3r6en594D+03NzAoLCq5dvTZn5sxhI4b3GzBAvvyevZ4tPWfNmW1sYlJUWHj75q3ZM2YOHz6830B58nfu7Nu9x7Oll1T+1s1bc2bMHDpieH957b+OjFyzerWTs8uESZMsrS3Ly8rv3gldtXxFZ1/fiZMnwTIV5AkSExIWzV9gam42dNiwpk6OXA7n4YMHu3buePjw4YJFC2t/YuXl5s6bM1dFRaV7z54t3FsIBcLnEREnj5+4eyd09bq1tS2vKIoe2Lf/zu3bwV27jhw9Sk1NLSU55ca1a2NHjV60dImnlxfpH+V15CtLK0ugnv5acACgkVFSXDKgb//U1NRvSlZWVhZJKJb5X1FRkUAgkMqUlZVVCRQXE+lUcRwXG/BKSmrsWM//+Hw+sSOGYUSDRUVFpaWlCFLVoEgkKi4WH1yR1oqKioQyPSwtLa1qsKRE2kORSFSiWINimeJi6SmjKMpisYgGWSyWtEGxOVbh8y0qKhKJRF+uiGSsiAYlvmtiBAKBgqdcVFRUUlIiElY1iCCI9JTLyspkG1T8ihQXFyMS+ytxysRY1WiQMMfWHKuiIjabXdcd9ezJ0wljxwqFQhzHWSzW6JGjNq5fL5QZChzHeTze4oULp0+ZymFzauy+b8/egf375+Xl1lh/68aNLv7+8fHxtY9YXFQ0YsjQ7Vu3odWnQ8Bhs+fOmj139mw+nydXHqktP3vO3Fmzebyv5YuLRwwdJl9+1uw5M2vKc7ncGVOnLVq4sMZ6kUi0acOG0SNGskpZsusxDFuxbNmk8RPKyspqnNrRI0f69OyZm5NTY/3O7TuGDBhUkJ9fY/21K1eD/AOSkpKkaw7s27d+7Vr8tzBk0KC7oXdl1zyPiOgSEPjs6dMaktEfooMDA2/fulVj/fPnz7v4B8iRj65bPkCe/IcPwYFBteU/x8d38Q+4fvVajfVpqal9e/U6djSkxvrcnNzuwcHHjx2rsb6oqGjEsGEb12+osb6srGxg//7bt26VPjQIKisqp0+ZOm/2nKq/KxlCjhzp37tPVmZWjfVXLl/u3rVrXGyc7MqSkpJuXYLjYmPxv58VS5edqDWwgJ8LUE8Bf7F6CgD8XGTV00sXxPa8GlodgUAgGDxgwP1792RXpqWldesSXNd9u2vHzkULFkpVZymnT56aPGFi7fWEptivd58nj598LX9y0vgJdcv3liM/YaLcLnE5nP59+jx98pX8vbt3B/UfIPuBJ0UkEo0dNfrSxYuyK9++edOzW7fy8nK5h5g/Z86+PXtk1yQnJ/cI7pqRkSFXfuvmLcuWLGkM6qlQKBwzavSFc+flCj+4f39gv/7Sr1ZCfqxY/lzd8v1qy5+vq/2wMHH7X38hzJs9Z9eOnXLlP0ZH9+zWvbi4WHbl5o0bly5eLFc+Ozu7Z7fuiQkJtW+VGropQWVFZb/efSLCw2VX5ubmdg3qUpe6uXP7joXzF8i2BtRTQIMAYSUAAADwFRAEoSh6/969Hj17Es7KNaDRaF26dr0bGko4vBI8e/rU3t7ewsJC7mgGdemSEB9fVFQku1IoFD588KBn715yHSSUlJQCg4Lu3rkjjSaRyD/s1ad3XfIBQUF3Q2vJ9+4lt0tKTKZ/YGDonVCpPIqi90JDu3brSngJ14BCoXTv0eP+3XuyPpr37t5t36ED4ZFSmx49ez598pTwhCZ4+vixg6OjmZmZXPngrsFxsXElvyscqh6io6M57Mqg4C5yt7b18WEwGBHhEdI1H6OjKysrg4KD65ZXel5Dnl0ZXIe8N9F+xBf5jPT0tNS0Pn37ypV3dnExNze/d/eudA2LxYp6964ueWNj4+auzSWJEapAEOTBgwc9evaQ602koqrSqXOnu3e+tE8ikR4/fGRjY2trJ/bYqU2Pnj0+x8fn5uTI3QoAfBOgngIAAMBXQBAkFAorKyusrK3qGho7O7uS4qoQNILkpKRmzZvXJW9qZqamrpadlSW7ks/nc7lcC0vLuvayd3AoKiqSxpTwebxvyxd+kedxxfKWdcs7iOULpeqmUCgsKSm1s3eoS97K2rqivFxUHYmIomhmRkY9Z21pZU3MGkvXpKSkNq9H3tJSWZmZ9fUo/RGyMjKNjU3qCgWj0+lW1lZiD+9qMjMyTEzrl7dOSU6RrsnIyDAxNmEqy4+7p9Fokva/yKenZ2hoahgaGdbVYTsH+/TUNOliXm4uhmFOzs51ybu6uWVlfhnn0tJSAV/g7OJSl7yHp2dWViafz5euSUlJdnRsKvf7jUQi6erpKSsrl4hD6wCA7wGopwAAAFADwpoI1ZO5E5ONuCIepjCMoHXHJksyTtZ4l0OQOHUlLmOCrb3TV6kWIIj0LfmvegVVHbjus5CzCcfrbh/HalQrgCC4vvbF6VJx2WwMZBiuJx5f4rIgriZF+uOIRxr7ZtCkjDxUf2pY8Yl9JQ7Vn96fiFCUkZe0UO8Otdqvb5caVw2qurXqlq9xvpI0+1j9p0DCQWkLwHcD1FMAAAD4ChwXm7t0dHU+xcTUNTQf3r83MjKSjX12dHR6HfmqLvmkpOTKykozc3PZlUpKSppamnGxcXXtFRX1ztTUTJr+iclkamhp1SP/PirK1Mz0K3nN+tp/H/Xe1MxMmpmVTqcbGxu9j4qqS/5TzCddXV3pWZPJZDt7+5cvXtQlHxcbR6fRNWTSS9k7OLyKjKxL/nNcHI/HtbBoQvrTWFlZZWVlV5RXyN3K5/ESExJk00tJ5LPKy8sVl8/OrEeen5iQ6CBjxra0siovL8/IyJArj2FYTEyMre2XeXZjExMKhRr1rs5L+ebVa0urL5MD2lrayirKUe/e1iUf8SzcwsJCNrGGfVOH6A/RdaWLysvJ4XF50ixvAEBDAeopoDFCxKP86V4A/k8hyml26RJ89coVHo9XW6CioiL0zp0uwcGy9iTvdj55ubnv37+X2+blS5c8PT1r5AGlUChBXbpcunRR1klASmlJ6cOwB126fHF/pFAogUGBly7WJV/y4Gt5KpUaFBh06eJFualeS4pLHoSFdZFxr4RhOLBLl9A7oRUVctQyHo939cqVLt26yp61n7/fq8hXOfJcDFEUvXjhvJ+/v2xhgvYdO2RmZsbUofdfvnTZ06ul4qngfx2OTk46OjpXLl+WuzUsLAwnkVq2alVD/urlK/Ll78uR1xbLy2///v17OAn3atVSusbExMTO3v78f2flyr95/bogP98vwF+6Rk1NrWWrlhfPn5crn5KS8ulTTBcZz1eYDAcEdbl69apAIKgtX1xUFP7saQ3P2nbt22dlZHyMjpZ7iAsXLjRr3szAsE5vhL8aSXEsRavBAb4PoJ4CGh1kMtm8iTldXnAGAPDb8GnfzsTUdPHChUTlJCmFhYXzZs9p1ryZZ8uv0joaGBj0HzRw5bLlNV7YKIoeOXQo5mP0wMGDax+lU+fOWppaS5csESfMlyE/P3/u7NmeLb1cW7SQXd/Z11dLW2vp4iU1DG/5efnzZs/xaunV/Ou8oZ18fbW1tJYsXixHfu5cr5Yta+QZbdWqlbOLy9zZs4skRRyksFisxQsWmpiY+HxdYrSpo2NnX995s+fUMOxxudyN69aLRKLgrl/pNEZGRn369lmxZOmnT59k1yMIcnD//ri4uIGDB5EaAWQyeeyE8ZcuXLh182aNTc8jIvbv3Tdm7FjZogZV8hcv3q4tHx6xf58c+XHi9uXIR4RHHNi3f+zYcTWKJowaM/p5RMTpk6dqyMd8/LhuzdqBgwfXCFAbOGhQekbG7p27UOQrb4qMtPQlCxb6BwSaN/nKlh8Q4A9D0IZ167g8ruz6oqKihfMXNGvW3N3DXXa9rq7u4GFDV69cVcM8j+P4saMhUW/fDR0+/JtJkf9SNDU1VVVV/3Qv/nHEnk9/ug8AwFeIKzOVlmpoaDSoGiQA8OOEP33235nTu/buJTSDysrKVctXpKen+/n7ubq5YRj25s2bB2EPXJydFy5ZLLeCwKkTJy6cP+/p5eXTrp26unpycvK9u3crKyrXblhvJTOXKkt5efnypUvzcnL9AwOaNW+OiJDXr18/fPDA3cN93oIFtYPoxfJLlubl5fkH+IvlEeTNq9cPwsLcPT3mLlhAr1s+MCjIw9ODz+e/eP78QdgDjzrk+Xz+ujVrP8XE+Pr5tW7TGoKg169e3bt7r0mTJstWrqj9VkZRdMf27c+ePPFp165V69ZKSkqxMZ/u3r3LVGauWbdObnGNkCNHr1294tWypbePj5qaWlJi4r2793hc7tqNG5o0+TKzf3D/fhaLtWDRItKvZ+jgwUOGDvOXMUBKNNHnmzdusLax8Q8IMDExKSoqunf33of3UdNmzPAPCKjdiER+o42tTVCXLiYmJvl5+Xfv3v3w/v206dP8AwNry794/nzThg02Njb+gYHm5k2KCgvv3L794cOHqdOm+QfKaT8+Nm7Z0qX6BgZBQUHWtjblLNbde/deR0YOGDhIblVYcUWGefMYDKWAoEBnZ2cul/sg7EHEs2cdOnWcMm1a7aimkpLiJQsXs9nswKDAFu7ufIEg4tmzJ48fOzo6LVy8iC7vhj998tSZU6d82rfv2LmThoZGSnLyrZs3S4pLlq9c2dSxqaxkaWnpyGHDN2za6ND0q/V/I0VFRVQqVfHiwIDvAKinAAAA8JV6unvfPumnEY7jL1+8vHn9emFhAYkEGRkZ9ejVs4X7V2akGmSkZ1y6ePFzfDyKosoqyp07+/r6+9VfGx3DsOcREbdu3iwuEudUMjE16dmrl7SuWP3yECSe+e2hgHzIkaPhT5+ZNTFv3759tx7d65EnKlWePnkq7P59JpPZrkP7Xr17t2zVqh5jWFxs3JVLl9LT03EcV9fQ6BLcpV27dpQ6iqaSSKS0tLRLFy4mJiagCKqiotLZ38/X11dai/iPqKdDhw338/ersb60tPTKpctv37zm8fg0Gq25q2uvPr0N656zLi0tPXn8+J07oQiCGBkatmrTulfvb8hfvnT5RUREamoahULu1btXr9596onQZ7PZN65fv3XjZn5+AZVK8fXz7d23b13pzIgifHdDQ29ev5GSnAKT4fYd2vfu06epo2Nd8iiKPn746PjxY7k5eQwG3a2FW4+ePd09POqSJ1wFrl6+HPkysqysjMFgDBw0qEevnrWTGLBYrBFDh/0b6ingNwDUUwAAAKgi/OmzM6dP7Tt4sHb2R0wSFN+gyUoEQRo6A4ChKATDih8FQ1FxVxWTf3D//oC+/abPmrV0+TJF5DMyMnr36GlhYXH2wnnFTwRF0bqSDTV0lA7s31/2R62nsvD5fEUq7opLHOfmXrxwic/n9+7T09raRpFd8vPydu3ao6KsvGiJQif7+tWrBw8fa6irTZo8SRH59PT0Y8dOMGjUhYsVaj/sftibt1GmJoZDhw1TRJ5EIr2KjHz6NFxLS2PU6NFyk6eWlZUNHTR405bNQD0FKAJQTwEAAKCK8GfPJk+c2L17DxqN9pXjEwTBVZl66s+lI7uHGKL8iaLjKz2KglEXDZEnUygpSUkPHjxo1qxZy9at0ToCrqXAZLi0uOT+/ftqamqdOneuOSB19UicRArCJAUJf3CUyGTy/fv3O/t2Xrp8OenX06NrN5yEu7t7yM17Vf1lgteTa4wAhiFWaSlNiUnCcB6Pq6Oj/c1dIIjE4XDVNTTz8/I01NXI3/oSgCBSSXGxjX3TuE8xuro638zDBUGkivIKA2OT1ORkXR1t+FsfDxCEFxQUNXVyiYv5qKunA0HfjlEhk+HcnBxrO4e8nGwalUpn0GtcTxiGysvKr165Enr/np39lwwGAEBdAN8+QKNDJBIlJyVZWFoqaKsAAH4W9vb2S5ctl809/s9ApVIrKyowDFNTV7eyspKm1q8LMpmspMSEYZhOpzdp0oTOYPz+QIVx48e7NKszUfzPZfTYsZl1pG1qEDAMUyjUu6GhOIb7BwZo62hj6Dc+HiAIotHL+QIRDMO6erpk8jfVU0goFImEIhqNpqurJ9dU+ZU8DMFkMiISUahkHV3db9u2xeoyTyQSMpQYunq6kAIh1GQymc1mSwzhVB1dHYaSUu0Uqto6OouXLdXX1yf9/RQWFtJoNOB7+mtpWA1UAODXU1JcMnjAoLS0NDDYAMBP5F5oqK6G5trVaxSUT01N9XBr0b9PX6FQCC6E4uTl5bVt2aqlh2duTo6CuxQWFDg7NB02aLCC8uHPnrk1a7586TIF5ZOTk11dmk8YO05B+atXrrg6N9uza5eC8jiOv4+KatOy1cxp08X1J/511qxcdfrkyT/di38ckFgK0BgBeU8BgJ8OYTGtp2hTDQitFMMwubkwAfWMM+EM8E0TtewurNJSLperuHxuTg6Px1FQHhGJ8vNy2Wy2gvJCgTA3J7tB0wgIgpQWF3M4HEThs/57EYlEddUjAPwsgHoKaIz8q9nyAADA/wOE+adBuzQoJI7wIiCq1iou3/D2Sb/0FP5eGholCfgOgO8pAAAAAAA/E3He3Iard387CIKAWkqAnwVQTwEAAAAA+GkgCBLQJRhFUYG82rP/KjiO2zd11NHREedtAAB+GKCeAgAAAADw88BxOp0u8fH9ixW1htpBMQzz9Q9g0KmKOzcDAPXwfzf7AAAAAABAY/M9RRs4M04EyP8ieQiCVFRVv5khtQaISAQm9wE/C6CeAgAAAADwM4ElNGQPyN2zpZGJiYIaJAzDZubmNWrA1tu8uB4vs1ah0bpgMpm9+vbX0tJStP2qg4CAIcBPA0zuAxodOI4LBILfnwMcAAAAfhwIgiorK1EUbUhwN97Cw51GpeI4rsheNBqtd7/+qspMBVuHYbh77z5UMlnB9mEy2dDIiEajkRoCn8+nURtmcP1LEYlE36y7BvhBgPUU0OhQUVWZOHmSrq7un+4IAAAANBiYTH4e/ux5+DMqhfrrJuvJZHKDchs1VB5F0Qb1B4bhu3duJSclURroEvA34hfg38LD40/34h8HWE8BjQ46ne7r5/unewEAAADfAwRBFeXlSMOspw2mofNLYvlf2R8IgvJyc9k2Nv8PCUF92rX701349wHqKQAAAAAAPxOx5+n/n3uS2ED7/5ftFfCLAHcSAAAAABQCRdHKykrgF/4rIvcbG99hBBX7AzQwHRUAUBdAPQU0RhTPTiIUCj98+PCLuwMAAMQUFBRcuXQJJLb8JlQJDbpp4Ab6hv7y+FQ+H8ca5nvarLmrgZHR362V/xpHYcB3ANRTQKOjsqJy0/oN+fn5CknjpLOnz/xfVWcBAP4UpaWlrFJW49GiGicIggQGdw0MDm7Qc6mkqIjL5So+tlQqtUEXgkKhKJ7risNmH9y7u6BAsYewhJKSEmMTUxiGeTwe6V/nv9OnH4Y9+NO9+McB6img0SESiaKiorhcriLCNDpNR1c3Iy3t1/cLAPh/JyUpycDQgPx/EJr9Q+A4jUaj0+gNqhp1725oSnKighqnSCS6ffNGUWGhwj3Cnzx8mJudrWD7OI4LhULFDYTXrl5dt3rNzWtXz589O3fW7OzsbNI/TWJCYnZ21p/uxT8OUE8BjREKhaK4YcDU1DQxIfEX9wgA+H8Hx/HUtDR7B4c/3ZF/0/eUXVkpFChqbUVRNPr9+4rKCkX7g2Ef3kcVlxQr3h/Fn8DPIyKWLV6SnJyM4Rifz79x/fqKpcu4/7QNlUwmN7DsAqDBgPEFNEZwHFfcQmPvYB8bGwv84QCAX0pSYmJpSSlQTxWvGqX4Q4xQdxTXeGAYbtBkPVlCg9pXXEMNu3e/pKSETqdDEATDsLKy8pPHj1NTUhQ8FgAgF5BYCtAYKS8v37ltu56eXo0YKRRFbexs+w8YILvS0cnp5vUbiQmJDk2BXQcA+PmQyWSBQHDm1OlefXozGAzZTWH37ke+fEmhUDAcZyopDRw8yMDQkNjEYrEO7T8gN8xRhCBDhw2zsLQgFrlc7t7duxGRnDI8CIL06dvHwdGRWOTz+UcOHaoor6itOSEIEhQc3MK9BbEoFApPnTiRn1cAw7UkUbRDxw5tvb2rOiMSXTh3Pj0trbb2hqKoVysvXz9/YhHDsKtXrsTHxtXWO1EUdWnWrFuP7oRWx+Gwi4uK9+3ao1vrIYZhmJW19YBBA6VrHj98dDc0lEwmZ2Vnb1i3Xhr8jmGYkbHxyNGjpJLPI54/DAtjMBjpaWlUKjX6Q/TGdesxCVpaWhOnTJZKvn37NvTWbQpF/IqHYbikpIRCoaSlpa1bs0ZNTX3MuLHS6xgTE3Pr+g3ZHpLJ5Pi4OAqF8uH9h4qKCjU1NWJ9YkLC9avXRCKRdPAhCEJQ9OmTJ7JxYBAECYXCvbt2W1hY1LAa4DhOp9P79Otr3qQJsSY/L//82bNsDgf++oLiOE6hUrv36G5nb0+sKWOxTp86XV5WJlfJ7tI12KVZM+I3j8c7fjSktLRU7gX1Cwjw9PKUHuXQgYPFRUW1JUUiYcdOndv6VN0kJBLp2NGQ3OxsWKLlh4aGTpw0sXY3AD8RoJ4CGh3KKsrTZ87Mzsqq/QbCMExTU7PGSiqV2q5jh7uhd4B6CgD8dMhkMoIgJ48ft7S0dHV1rbFVVU3NwNCQLKmWyWAwZNUUCpmir6+PyZvjRhFEtmAmDMP6BgZy1VMUQRiML5XlIQjS1dNjMuXUjkdRlMmUlSRp6+gQdeBrS6ooq8i2qamlxePxausoGIapqlYpZwQa6hoGhoZyJdXV1atOh0yOCH9WVlrWq3cvHV3dGiqa+CH2dS17VTU1XT094lFmYGAgVWfFSqf2V5LKKsoGhoZ0Or2srAyXfA/oS+Rlj07AZDKJ60JcQSIhP51GMzQ0YjKZsv1XYogbkd2XTCZnZ2eLEERJSUm2BBSdwdDT169xOjQatVnz5qmpqdJyqSKRyMjIyMnZWVlZufbHiTijgcylp1Apunp6Kjxe7ctEJpNlv4XIZIqurq4SQwmq9b0hPgulL5cehmFtXV0qjSb3Mil/XQlWR1dHrl0ZQRBlla9uM20dbRRFCcnJU6a0atO6djcAPxEIJEcA/APgOL5h3XpXN7eAwIA/3RcAoJFy++bNkcOGT50xY+nyZYrIJyYmDh00WE9P16tlS2Nj4+EjRwJ/O0XIysoa2LcfimFXr1+T2pLrp7ioyM2lWavWrc9fvqSIfER4eP8+fYePHLFuwwZF5NNSU71bt+ns63v81ElF5K9fvbZ86dIx48dNmTr1m8IlJSXTp0x5+OAhjUbDUJTBYCxdsXzYiBGKHAgAqAtgPQX8C0AQNGbsmM2bNuvoaLuDUsgAwM9AbM7EsLy8fHt7hz79+oJBVRwYhjFJ8LuC8mJJqAHWIpFIhGEYgiCKt49hmOIO+lQarVe//hoaGooIa2trb9ux49LFS2/fvFFXV+/SNbhT584KHggAqAugngL+EXT19CZNnnT40KHExIRu3XuoqHyZvAMAAMS8KkmxoMPMjIxPn2LDnz0rKS1t4e4e3K0rGMBfHbnfxtvHyMhQOkVePxAEaWlp0ahfZsm/iaqqquKVAiAIUlFRVdxYrqevP2nKZBRFQdIxwM8CqKeAf4cmFhbzFy68eP7C2lWrTcxM27RpY2BgKHkii98T4iofxDuj6h8pkrwr1f+p+i3dIPmP+N/iMiHio+DSUirVr58qSRIJql4nbl+6rVqqWlIsVb139f/rbK2WUJ2tSY8oc/Rarcl28qt96miNiD9WYiqpqqqqqKiI3caoVBqd3tCKOD8dkUgklFBRXl5ZyZb8U8nlchAEFRd0wXAS9OU0iQEgrmSNAZcdzq8uSvV1rBoucWu4vKsgtXh9uX41/lt7nUxTss3V6qSMflOjNWnHqvaV6DPiG7fqvq2+0yX/J1ZDEJSUmMhQUnoVGblx/XoMldS9qb7VZX8JhUIVFRVLK6tWrVs9CAsj/PB+9gX8xxHnzG9g4qGmjo5UClVB9ZRGo/Xs09dAT1fBxmEY7tKtu7qamoLtN6h0nxSgmwJ+IkA9BfxTqKmpjR47hsVixcTEPHzwoLS0VCRCvkSZQlX/Iv4hILKnQOLA0erNX/+raqP4P1VCktaqGiWCMKp/SA9FbJN5DXxZJd2lqlMy3a/dGv5FhPgPoY1IOibRmmrsIttY9dqafateR6ij1cEjOF616ct+EjUHRVEel1tRWcmRRNcylZkqYlTV1NVMTU2bNGliaGRE+i2UFBenp6dnZ2cXFxWx2Rw2u5LD5tDodDU1VRUVsf7MVFZhMKgwTP5yGtJrAEHVpyszFNXD89Vl+yIjHpVqmaqrUXURqseodlM1fsscTkb2y+3zVQdqXqNaLX/Vsepmv5yrpEOSe7Tq3hUvVN/iNBr94cMH169etba2HjBwoAhBiHOq+jOQCkIQlUrV0NBgMBipqalffcUAFANBREFdu6II2qCqUSiKysYhfdt6qq0jG2P0zR309PVBIknAXwRQTwH/IJqamj4S/nRH/kFKS0uLi4uLi4oKCwpjPn58/OgRl8tzaOrQpk0bQ0ND+tdZh34coVBYXFwc9e5d1Lt3OE7S1dXV1tG2s7fX1dPT0dHR1tb+uYf7t0lM+EyEjUvT+tSPSCT69Z36F8FJVCoNhtEGVY1qKBiGNujLAUXRhhp0AYA/CFBPAQBAA9CSYGtrSyzyeDwWi/Xm9euQkBAGjWZhadWyVUsLS8sfH9Ps7Ozn4RHp6WmVFZX2TR0GDxliYGDAVFYGBd+/G2K6FlhDG6fvaWND7HiqaN0oAODnA9RTAADw/ShJ6N6jR/cePdJSU9+//xBy5KiJqWnX7t2MvnfSPzMz8+b1G/n5eS4uzXr27i1VhQGAvwUYhv9q9RRD0aysTC3Nr3K+AgC/E6CeAgCAn4OFpaWFpWVgUODDsAd7du6ysrEOCAw0NjZWvIVPYo/hh4WFhe07tB85ehST+VUCbUAjAcMwgUBAoVBqRMihKCoUCqlUKlGsqH6EQiEEwVRqI3oHYRgmEgrlpnNvEBAEVVRUiCfTFS5bT2i0jWdmgMPhXPzvjKnRnD/dEcD/L8ATBQAA/EyUlJSCu3VdtGSJjrbOru07nj55osheHA7n0MGDFy9edGvhtmLVSl8/P6CbNlreR70fM2rU8iVLy8vLZdcfPXR48ICBt2/e/GYLGIZt37r1jGIp4n8dLBYrJydHmg009lPs/Lnz0tPSf7BZmEx+Ef7sefgzKqUBCS7ycnMrKysV11ApFEqD1FkKhdIgtRtF0a8STAAAvxegngIAgJ+PiqpK9549ps+aGf7s2YF9+9hsdj3CL54/X7NylaaGxuIlS7x9fP541ipA/ZQUl7yKjLx29Wrsp0/SlcXFxRcvXnrx/HlmZtY3BxCCID09fU3Nryp2/n7Onz03f85cLo9LLLJYrLdv3tR/rypuPa2oqGiQ+hh6+1ZyYoKCu6AoGv0+qqKiQsHGcRxPSkwoLytTvD+Nx5QL+P8EqKcAAOBXYWRkNG/BAlVV1S0bNxUUFNQWQBDkyKFDjx4+GjlmVN/+/WXrsAMaLRBE0tXVMzAweBHxQrryw/v3KCKytLKqYaLLzckNu3//2dOnsroRBEEDBg0MCAokFhEEKSkpQRE0LTX18aNHmZmZ9XdAJBJ9/BD98MHD7KyaqrBQKHwfFRV65058XJxs5k4UQUtLSkQiUWpqanxcvDiqj8stKS6urKzMz80jJGEYptPpEAQlJiQ8fvSoID//u4dIkjC4Ya9XsbWyIVWjbt+8WVRUqKA8jmG3r1/PSE8DSifgb6ER+f0AAIB/DxqNNnjo0EcPH+7ctn3m7Fm6enrSTWVlZQf27dPV01uweCGFDJ5FfxNKSkqt27R5/SqyvLxcXV0dw7Cnj584ODjkFeRjWNVcOYZhp06ePHnsuJ6+Po/H5XJ5i5cuade+PaGKLZg7z8TUZO78+eIi9ZmZUydPtra2TktPR0QIq7R06vRpAwcNlhs5npmRuXLF8sSERHV19TIWa/yECUOGDSVSJuXl5i1asCA/L09HVycrK8vTy2vxkiXqksqcWVlZc2bNsrSyfB7xPDg42KHp4ruhoTeuX6+srFy1YuXmrVsMDA1hCEJRdO/u3eIZfwTh8fmLly7p7Ov7eyL3G6o4ijP/N2QXMoUCEksB/iKA9RQAAPxyOnbq1NnPd9eOnaWlpcSawsLCrZs2Ozg0HT1mDNBN/y6I0lWurq5cHi8mOppEIhXk58fFxXm1akUhU7DqqmqFhYXn/js7eMiQE6dPnTh9uolFk3P//SdV2gQCgbQkPQ5B+Xn5Obm56zdsPHosxLudz8kTJ8srvnJsJRCJRLt2bK8orzh05PDxUyfHjh93/Pjx+PjPxNY7t2+XlJbs3r/v+KlTq9euffbkabSke4S+WFRYFBcbu2Tp0uGjRpBIpE6+vl26drW2sVm4ZLGOrqT8EiSe38dJ+LYdO44cP+Zgb//fqdM8Ho9ogcvl1vC1rQeqBNJfC47jiEj0VycfAPztAPUUAAD8Djp26uTV0ivkyFESicRms/fs2t2+Y8fuPXuA0f8bQRDE0tLS0sry6dOnJBIpKioKQ1EPTw/Z8qfq6upbt23r2r17bk5OWmoqIkLYbLZU46mqU0WA4xQKpf+AAU0dmxoYGrb19uYL+HJ1wZzs7FeRr7p266qjq4MiSMtWLRkMRkREOLHVz99/x86d6urqyUlJRYVFIkTE4XCk+5Ip5H4DBgR2CTIyEmeTUFNT09bWVlJSMjc3J1IN4DiurKw8dNgwG1sbIyOjFh7upSwWl1vlmRr+9OnCefNv3rjx7cERiYK6duvStZtAKCD9nVCpVDsHB4aS0p/uCOD/FzChBgAAfhMBQUGJiUlXL19OS0tzc3Pt1LkTGPq/FBzHmcrM1m3aXL54qaS4+OWLl00dHfUNDHD8i7snjUZ7+/bt7Vu3OBwOk8ksKCiwsLSoqzU6na6pqUksUsgUcfV2eaa7kpKSysrK06dOX792DcdwDMdLSorZlZXEVhEi2rN7T0pyEokE0Wg0FPmS2gkn4VQKRefrMmMYhonNhNUqNY6TGAyGurqGHAWaRPIPDPRq1Wrblq00Gs0/IKD+8aFSqQ31PW1Upkomk9mrX38trT8cuwb4fwaopwAA4Hc9biiUsePGDujXv0twcI9evcC4/9VgGNamTZvjR0MehIXFxsRMnDyZSqHIZiJ6/OjR3t27x00YH9ytm4aGxtbNW+Lj437woFQKlUajTZw8qa23N5EQqqioSFPiXSoQCDat31BaUrJ0+Qp7B/vioqIRQ4fh1Z4G9aiAintwamhozJw1c+uWLXQ6o30HsRPtT/Q9lVRpghqJOouL/YO/fGkAAL8fMLkPAAB+H6pqajt27xo8dAgY9L8dDMWMTUxsbW0P7j8AQVCz5s1raGQpKSlq6mrdunfX19evqKiIevfux9MVmZiZ6unrx32K1dXVNTAwKGOxNq7fkJiYRCKRKisrs7KyWnu3dfdwV1FRif7wobioCCbX947DcRyVoHgHNLW0pk6f/iAs7PHDR3Nnz35wP+xnRe77BQRaW9sornSSyWQQhg/4hwHWUwAA8FuxsbEBI/5Xg6Ioj8dDMRSG4bY+3hcuXBg9doy+gX5paSmfzxeJRISYV8uWp06cnDNzVhNLy/T0NBzDEuI/h92/7+fvXyM0CsMwcYPVaiLRvlxFTUtLa/LUKevXrE1KStLT13v1MtKlWTN39xaEabNV69bnzvxXVFhUWVlRxipTVVO/eOGCq6urnr5+1SFkXGNJJJKZuVl8fNzyJUuWr1ypraNDHFeajkokEvH5/Nrd0NfXDw4OnjFtWlZW1svnL6xtrJtYWNTMe1pe3tCqUWZNmtAoFBzHFdmLRqP17tffwMBQwcYhGO7s529kqKg8APDHAeopAAAAABqAWwu3Ldu3NWnShEQi+fr5nz77n7Xkk0NFRWXZiuV61bnDmjdvvnvPnvDwZyiKTp02zczM/P69exoSB1MYhqdMm8ZkVkXeGBoabt661cGxKbHo7uGxfuNG2RxksgQGBRmbGD99/LSiomLG7FkdO3VSU1cnXEemTp/m4OCQmJDg5OTYvmPHzIyMz/HxRNiToaHh2g3riX5K6ezrC0OwCBERMUCOTo4bN29uYtGkytk0IMDZpZmaWs2680Kh8Py5c1lZWQwGIzsra/OmzZu3bpEtcgaTyc/DwxEUGTFyuOKjiiIIprDBFYZhM3NzJSWGgvIQBNk3bQpLDMbA5gr4KwDqKQDQAHJycsrLyhlKDFMTUypN0cQxQqEQhmFFCpF/BziOC4VCCkUSTdLIEAqEMLm+Ey8tKaVQKcrKygiC0Gi0H3lxigumi4RU6o8WTK9VFx5qaIYgoUgESYJjfvpV/o6Am1+BvgTit6aWpjQzKI1Ga92mjaykaws31xZu0sUhw4YSPyAIcpNZr6Ki0k7GldPA0MDA0KCeDri4NHNxaVZ7vbq6eu++faSLhoaGXi1bEr+VlZW9fXxqyKuoqHTr0V26qKOj49O+nXSxiYVFDbMoAZVK7dO/X0JCQmxMDIVKvX3zpoODw5RpU6UCEARVVlYgDbSeNhQirktxebE1tyE3jzhPKigcBfhz/PknHQDwV8Bila5ZtXrUsOGTxo8fO2r0mFGjXr96pciOCIJs2rDx0oWLv6hjbDZ74bx5EeERpEYGm81et2bNjWvX5G5FECTkyNFhgwffvH79ecTzOTNmShNMfh9JCYnz58xNTUkh/SSEQuGOrdvOnvmvQXvhOL5v954jhw6RfirFxcWzpk+P+fhR2rfMjAxpziPA7wSCoDZt2uzdv799x44ikdg/4fDBgy+eP/9B39NGhUgojHrzhvPD9V0BgO/mL/77AQB+GxiG7d65625o6IjRo/bs3z9vwXyRSLRg7vyEzwnf3BfH8ZiPH9PS0n5R38hksqGRsbKKMqmRgaLohw8fMjIy5G4tLio++99/Ls2bdezUWVmZaWRs/IOv8/Ly8jev3yhehfybYBgW++lTSkP1XXHBT13trxMY/TgUCsXY2ITBqJrMTU9LGzdmzPt3UT/3KADFsbC02L1v7+ChYnswi8Vav2ZtXm7uj0TuNyr4fP6De6GKlyEAAH46YHIfAPg2paWl4c/Chw4dOnDQIBKJ5OTs5ODgMGL48NevXtnZ2xHWrIqKCg0NDWIim81mC4VCTU1NYnaMSqXS6fSiwsLYmFh9Q317BwfprBmPyxUIhUwm82N0tEAgaNGiBUNJKS4urqiwyKVZM03NqhSMBLk5uXFxsTQazdnFRZokUklJadKUydJq9QKBgMvlqqqqfv78uaS42NHJSUdHR7aRjIyM5KQkTU1NZxeXeiagUQSJ//w5KzPT0NDI0clRKokgCFHHMiszKz09zcrK2szcTHZHDpv94cMHKpVq3qQJg8GQO7OPYVhOTjaKII6OThoa6jq6OvYODnQ6XbwJx8tZLKaycnl5eVxsrIGBgZ29vewko1Ao/BQTU1hY2KSJha2drVSphWGYRqtvZr+0pCQ2NlYyNexCFLokesJisZSVlQnNTyAQVFZWampqEp4SkgtHKykpifn4UU9Pz6Fp0xrTnVlZWYkJiTq6Oo6OjsSZQiSoV5/eUjFiuDTUNdLS01AEJe4WcZh5RcXHjx9xHHdp9sW7kc/nc9hsTU1NWHL0iooKDMM0JF3V0NCYPmsm0UkMwwoKCjgcTn5+Ho/HU6rOnZ6SnJyamqqvr+/o5NQIPT3+PdTU1FasXq2rpxdy+MibN282bti4feeOqj95Gg1uSEIA4gukURlcwcw+4M8C1FMAQCFwDEtJSSktLSVSVZuZmx84dEhVRZXY+j7q/eKFC3bv2+fg4EAikY4dDXn39u2+gweIgAkymfwq8mXkyxd8vqCoqNDXz2/hokVKkk13bt85cfy4sYlJVmZmaUmJs4uLlbXV0ydPuTyuClNlw+aNjk5OhCXy/Nmzhw8dMjAw5PF4HDZn8bIl7Tt0IJSYUcOGjxw9OrhbVxKJ9Dzi+eaNG2zt7FJTUwU8PoIiq9eubdO2LdHIoQMHLl64qKOjU1JcbG1js3LNagMDOU5+FeXly5cti/kYY2hokJuba2VlvXLNakNJ2G96WtqsGTMtLS3T09JEiKi0lDVtxowBAwcQL7NPMTFLFi+uKCtXVlExNDQsLS2FYTl6UklJybYtW3Nzc/ft3QPBkLqa+oG9e89euqiiolJZXj5rxkwanV7GKuVxeQUFBb379pk+cyahvOZkZy9dvCQvL1dHRzcrO8vd3WP5ypWqqirfvHxPnzzZuG49g8EQikQ4hi1fvcrT05Owe40cNmzoiBF9+/YlkUiRL1+uX7N236GDlpaWhPvdm9dvYj7GcDicwoICP3+/eQsXqqiIDycQCI4cPHTu3FktTa3CosLWbdqsWrNGWVkZx/GVy5cz6IwVq1cR1eRnTJtm5+AQ/uRpn7597eznihOCPny0aeNGEgkX8AUqaqrrN2wgrvKjh49279xx9NgxI2NxWaNtm7eUl5dv3raVQqHk5+WNHjFyyfJlrdu0ycvL27l9e2FB4a4dO2k0etfu3cR+CNu23bt7T0dbu7Cw0LWF29Lly6UfMIBfB51GmzV7trW1zdrVq69cutSiRYuhw4ehCBIU3BVF0YZUjYKSEhMN9PUUVwphGG6QBikR/oW+sADAz6URfasBAI0WLS2tnr163blzZ8iAQdOnTA05eiQ2NtbW1tbQqCpRC5G2RjYljUDw5c2EYVhKUsqEiROPHAtZumz5/Xv3Q+/ckW5K+PxZT09v38EDK1aufB4e/v79++07dx48fFggFEgrKBLlywcOGnz81MkTp0/Z2NmcPfMfkYgHx3E+ny9T+QZPTUklkym79uw5eOSwnq7emVOnia3paWmXL1yaMnXqydOn9x08mJeX9zDsgdzzDX/2LO5T3MYtm4+fOrVrz56EhM/PnjyVtl9YUJCTm7Nmw/ojx0K8vb3Pnj5dWlJKaGw7tm9XUVY5FHL0wOFDFpYWKUlJcs14Wlpa02ZMNzQyGj12bJfgYBEi4vH5Ve1LLIvxcbGTJk85cixk5JjR165eS0xIJLbevRNaXFR04NCh46dOLl+xIiI8PPr9+29ePi6XezzkWAsPj5Nnzhw7ecLGzvb82bPEmFSNXnUuJBRFZXMJYSialZk5bMTwI8dCVq9dE3Y/7NaNm8SmRw8enDxxYubs2YdDjq5asybyxcv79+4Rm4TijElVKZMgSTX5hPjPq9euHSTJ9pqXm7th3boW7i0Oh4QcOnpEic44euQIcUQEQWSPLhQKpXcR0U/iBtPX1588daqevt7kKVOIiKK4T59u37q1cPGiE2dOb9u5M/ZT7MuvXSF/BWVlZRHh4bLJoWSpf2q7QcJEWJhUJiYmJjlJnOi08dCte7c9+/ZZWVltWLcu5uNHOoNBoVIaGBuHh90NTUlOVlDjFM8/ZOfwq/9qFIHL5SJI1cUCABo/wHoKAHwbGIYnT5vq5u4edu9ufPznEyHHN67f0K5d+2UrVpiYmhAysu+VGuUQURTt2LlTx86dicKet27eevLkaY/evWEIQjHUwMBg6LChZmZmVApF39CgV+9etna2RH7Q4qJiHMMhGNLQ0NiwebOunm5+fj6rtFSsuEhUUkL5+/pwuKqq6vARIywkQcfunh7v3r4TCAQUCgXDcb6A/ykmxtLK0sLS6tzFC3LrRpJIpBYeHnv27dXU1kpNScnLzUMQlMP5EiRBoVD69e/vJDH4ebfzef/+fXlFubaOdlZWVsLnz/MWLrS2tiaRSAMHDw69fadGpkkCMplsbGJCo9EMDQ3V1dXFVp0v5dfF/+rUuTOheLXv0P7smTOlpSXERr+AgA6dOjGVlZOTkoqLijAUVSQ8CMdxDEXTUlOjoz9YWVtv3LRZIBRI9eYaF+urC4dhbb3bBgYFiTMo+fvfuHEj/NnT/gMHkEike3fvOTk79+rdW7zJ11coEOjo6tZuEMdxMpk8dNjQzn5V4e0vXrzg8/kjRo0yMRHfOQuXLklJTibS/dTuidyOSfxQjWk0mpGxMeEYgOE4j8v7GP1RX1/fxsbmyrVrMPxr7WQYjoccOYqiKBGqX1RYuHPHjvS0dDIZxnCcRqNNnzHTpZmL3H3FyZg2bmKVsSDJCKurq8+eM8fSyqquY128cOF5eMTa9etUVMWTFSXFxZcvXlq9bi3h9tBI8PD0OH761NRJk2dNn7Fq7VoKmSJAFDediqE0JC2DUCi8eO6/QUMGKyiPoejp48fad+gApuwBfwtAPQUAvg2CIBiGtWrdqlXrViiKZqSnv371esumTcdCQhYvXVL7pSL7DsAl2q2xiXG1pgtpaWvlZIs9L2EqFcdxFRUVZWVxYBOComQyhalUlUCRaBYn4RAJolAoHz58uH71CpfDVWIy8/PzrCzlv85xHFdWVlZVq/I6oFKpEAQRlidra+tZc2bv27vv1q1berq6rdq0GTV6NFNy6BrAEHT61Kno6GgMQ5WYTC6HIz1HHBe3qa2lXdthrrKiAiJBRIVJwjNPW0cbq0MDRlGUqNlTexMEw9raVf6yZJhMhskyBkX+vj37kpKSIEhcVF2EIIq80ZWVlWfNnbtx/fqpkybr6Oja2tmOHjvG1c1NzqG/sl3hMAwbGlVdOBKJpKenHx8XR3Q7JzfH0dFRuluXrmLPijqrycvULs/OylJTV9eQpOokkoM2b95cfr/rNqTVGD2X5s2nTJt27OjRC+fO6enrt2/ffviokYT3yC/ic1x8xLNnq9etJcY/JyfnRcTzNt7e6urqGIZRqBS16juwNsnJyVFR73z9/JlMJoqiKirKsklDpWAYlp+fL3aS2bPXwMBAehu1bNny/Llz165cHTFqJKkxYW5ufvTYsTmzZq5bu7ZDx05kyq91/0UQpEHRVyKRSDq9owjEPfZdXQMAfgJAPQUAvs2jhw8PHTiwacsWSysrMplsaWVlaWUV+fJlclIikbCTUESgatcuDoctfRNAkk3SUjoYhlZWVqprqFNkrHeyx5L7Rgh/9mz71q3jJ0wI7tZVU1Nz25Yt8XHxCl05mdbKysq8WrUKCg5OT0sPf/b0WMgxDoezplrDkIKi6N7de169ily0ZElzV1dEJBoxdFidLzaZ7qqpq8NkmF1ZZWfFMEzqcvDdyL4ghULhxvUbysrLV6xaaWtnl5ebO3H8BEXeuHweT1NT40jI0fLyihcvnv93+syKZcsPHTmibyBO3onj4ngmQpLL5UmvFHF42cWyMpaWtjYEQTAM02l0Npsj7WT0hw8qKqrWNtbfPAsGQ0lcMKm62YyMjMKCAncPj6qvCPzL/cDhcOrXD6SSZSyWr79fvwH9k5OSHj96fOL4cRGKzl8wn/RrwDDsyqVL5hYWtnZVkV4FBQV6+vqLly6R5haoh5zsHAeHpkuWL4PrnchmV7K3bd4S/eFDUWGhiYmpdD1DScnXz+/0qVOBQYH68jyn/yC6erq79u7ds3t3cVERQ0npl5oqG9p4g+RpNJpX69aqEnM1APBHAL6nAMC3MTMzy8nOuXjhIuHsheN4bk5uclKSqZkZEa9NoVAEfEFeXp7YuTAv782r1zXeB+HPwgsLC8XpOROTPn744OnVUsEU2YTmGwJJMwABAABJREFUlJGRocRg9OjV08DAoKKiIvpD9HdUf4l8+XLm9Bm5ubn2DvZjx4/3atmypLi4tnonEAjSUlNdmjXzaddOTU0tPj4+OztbESOliYmJmanZgwdhhEr3+vXr1JRUqRb+43C53LS0dB8fH7cWLVRUVGI+xhTk59dfVJ0gPz9/9syZT58+NTQy7N2nT/8BAzhsNuHWKZ7ix/GcnBxC/X329Amfz68+WQgnkV5FRubmiBMGpaWlvX/33sNTrEeSyWQ39xZRb99lZ2WRSKSEz5+nT536+rVCeXCbuzYvY7HevnlDhOqvWbXq6OEjxCYalcrhcAqI+yRJfJ9AdczRi90VZLT/h2Fhc2fNLisrc3J2njp9mrOLS2lJlTvEr6C4uPjt27fu7u5S98qC/AKmMvN5RMSJ48dfPH8ulHG8rk1ubq6KisrD+/dPnjjx7u3bulRwFVWVufPnh5w84R8UiGFfWQo9PDzLy8rfK+B2/PtRV1cfM3bs+3fvwp8+oVJ+ZmmG3wldSamjrz9RjgsA+CMA6ykA8G3sHRwmTJ60feu2J48fOzo58bic9+8/mJgYDx0+nFBlLK0smzo6rlq+POz+/bzcXA6Xw1BiEC9UQpPIz8ubPGGilZVV1Lt39g72XYLF7oxV0TC8qmgYHMd5PJ5U5xAIBFD15L6bm9txKGTWtOkWVlYZ6WkioSgtNTX0zp3uPXpIrINfQqPqqRve3NWVhIdMHDvO08uzoKAwOSlpwaKFtRM/KSkpefv4HDp4cN6cuSiKFhcVqqur37h+w7tdOysrK7nl0YnD0en0CZMmLV64cMzIURqaGslJyXQGoy4DquzJIggirbFOxADJGJu/HE5VVdXb2/v0qVMF+QXlFeVlLJaKisrF8+edXVz0q4uqyzWmGhgaOjk7r1y24kFYGAxBr1+/7tGjp5GxEeGB4NOu3ZmTJ7OzstgcdlFBIY1Gqzo78YVD83Lzpk+ZYmllFRUVZWNn0yU4mGizX//+799FjR45qrmra9Tbt5ZWVgGBgdILJ9XmawyX2K/X3b1Xnz4b1q5/8uhxfn5+fl7ehs2biC8NR2dHIyOj+XPmurm55eTkYGKPWVR2uKSLGpqaykzltWvWwDDcvmMHTy+vUydOjh05yq2FW0ZGZk5Oztjx437dH3ZaalppSYmVxMOYICcn+3l4RElxsbKyyv49e12aNVu3YYOO7lcZzaQnkpOdHXbvXnp6Op1G271zV6fOnRctWVy7digMw4R5W01NLU/y/SBFV1dXT0/3w/v30jFvVAiFwu+oGtW4ZtJxHBGJGleXAP9nAPUUAFCIYcOHOzk5RYRH5OXmGhoZd+jUydvbWzq3qK2tvX7jhvv37xfk5/v5+5mYmFRUlBO5kCgUyuy5c5SUlJKTk2M/fRo7YXynzp3V1ascNNu3b29paUkkq9LR0Vm3Yb21dVVZ8ElTJktzx7g0a7Z7794nTx4jCDJl6lQz8yb3790lEpoqKyuvXLvawsKyqoykq+vmrVuJJFAkEqlHr57e7doRqTENDQ137N757MmzlJQUVze3yVOnNJPn9QhB0JDhw4xNTaI/RBsYGnTq1KmioiLyZSRxOiYmJhu3bHZo+qU8+tr166WHa922zb6DBx49eIiT8JGjRqEoWlf8ip6e3rrqGuitWrfW09MnOqmiorJ46RJpmJH4cJs3E9XYyWTytJkzHJ2dEj4nNHVs2qFjx4yMjITPnwkN28bWduOWzXIjbBgMxpy587xatvwYHU2hUJYuX97W24fYi0wmT50x3dHJKeHz55bWrTw8PXNzcohkW1QabeqMGRQyJSszMzo6eszYMZ39/KT59k1MTLbu2P4gLCw9LX3U2DGdfX2JiwhB0LgJ46XptAwNDcXDJUk3VvXMpVBmzJrlIQ5Ze2tlbd2pcyf76q2mpmZbdmx/cD+soqK8e88e6urqQqGQCOHS0tbesHlT02pvV0NDw9Xr1sZ8/Ej4NFtYWu49cODZ06eZmRmt27bx9vF2cKi6QL+CoqJCTBzSVKVQ4jhuaWk5cfLk/gMHaGpqRr58uWj+glMnxWkNau+Loqijs5OTs1P3Hj1UVFUfhIUtXbzExcWlniif2p8cFCpFS0srN1c8WdE4EdeMaqBuR6E0ioq1AEAjoSpmAgAAAAD/Nrdv3hw5bPjUGTOWLl+miHxCQsKQgYMsLCxCThwnsr0SXL1yZevmLcdPniC+Lmoza/qMkpKS/YcOyo15kgVF0eFDhujp62/bsaMumWVLlyYlJBw8ckRqYUVRdPqUKQiKHvjZxWN/CllZWYP69UdQ9PzFC2bm5orskpuTs3XrdjVVlaXLlymipD5+9Kh/n74jRo3ctGWLIu0nfP7c3tuns6/vqf/OKCIfeic0Nu6zkaHeoMGKJgcAAH4u4FsNAAAAAA1AWVkZgiBpdFd5eXnIkaOJiVW5aQmXEnHBMLKc2bnc3NxjR48Szr6EZVQkQqSFrxQERVE2m6PeiD0jaXQ6nSaebVAcNTU1Ov3bgWUEVCrVPzBIt3qS4ZtAENTcrUWNAnIAQGMGqKcAAAAAaAAmpqZUKiWvem6dQqHcCw3duG5deno6q5R188aNt2/etOvQnkYXZ7Rgs9lHDh9++vhx1SsHgi6ev7B967bsrOySkpKL5y+kJqcQ9c/E+ariP+/dsycjPV32cLXr1/N5fKLsWeO8bIhIFNglODA4uCFVo+ScZj1IgvPc1dQUVdAhGPZu187A0EjBQ0AQROSkU7B9AOCnA9RTAAAAADQAczFNPlQHzovTys6bW1hYOHbU6DGjRm1ctyEouEuPnj2JrWw2+/TJk8+rq1gZGBrOnD3rfdS7caNHjx01at/ePSPHjPZp147YmpSUGHLkSHZ2tuzh6HS60tdJmrJzsnk8XvPmro32slEl/NJDNDQvaYOE+Tze3Tu3ysvKvqtrAMBPAIRGAQAAAKABKCsrdwkOvnjhQnFxMTFf7OXlde7ChejojxUVFfb2dk0kFcsI9PX1Q+/fl61t6+vv7+7p+SkmhsfjOTo6GkuqZxEEBgV16tyZCMKTMm/+fAzDZFc+efTY2sbGyam6LELjo0Gm0EaIUCiMevO6U6eOv+2IAoEg9Pad7OxsYtwgCNLX1/dq6aWg825tEEnNjh+MNiNyZUjv3tSUlFeRrwKCAjU1NUmNDwRBYAiW5tp7EfGcxWIFBAXWriydk5396OGjXn16ExVhfhbiGoGSvHs/pTWgngIAAACgYfgF+N8NDX325GmvPr2rdFYVldZtWteWhCCotmuppqamt4+PnBeShBoribIXUgoKCiJfvBj2i8ti/SCSwP2/WD2V6GSU75jcx3EcQZDvsBzzeLyQo0fz8nLF6SlwXCAQJiYm6Onpbdm23clZXD+5QVRWVm5cv97b28c/MID0A5w5daqoqHj6zBnEbZmWmnrh3LmWrVo1QvVUKBBuXL/e0dmJqLRMIpHu37uXmJjo6+9XW1/Mzc397/Rp/wD/n6ieCoXCPTt3aelojxj5c8q5AfUUAAAAAA1DTU1t5OjRL55HCIXCGurjryb6wwfXFi06VLurNkIgCCovK0MbmPeULFMf+O+Fx+OdP3eOz+NpaWs7OTk5OimqWRLVLoK6BC9fuYJQc9PT08aMGHX61MkNmzbJSrI5HDIMy37zFBcXKzEYyjLJJRAEefP6jTTdnhQul8ths7V1dGoPtUgkYrFYGhoasvdzUmJSVlamNLVZh06dfNq3r/0FVRdFRUVKSkqyWS/qorS0FIYgDXlab0lJCYaiunp6cndkV1ZSqFQGg4Hh2PuoKNljUalUOp1OoVDKy8uJghHSTe4eHtdv36r9FVFeXg5BpNo+zSiClJSWamlp1XPuOI5/iokxlOSTloXH47Er2do62g29vYF6CgAAAIAG07pNa4emDr9fo/Jq2dKnXbufNYH4K4DJ5Ofh4QiKjBw1QvG93r56ZW5uprhGK02KrCC/J86JwWB06NixsKAgJyfn9s1bly9e7j9wgJ19VfHbbyI7HW9lZW1rbyeNwHvx/MXjR4+srK2uXrkyYeLEDh3Fjgexnz4d3LcvKzuHQqH4+fsNGzGCTqfzuNwdW7fl5uScO3tWWZnZf+BAcaIJofDMqdP3QkO5PK6xsfGkKVOcXVykx7198+a5s+cqysvV1NXGTZhAmPYvX7z45PFjHo+3dvXqOfPmqaqqfnj//trVa5OmTDYwMHjz5s3Z02fGTZhg72Av9ofOzt6+ecuAwYM8PD1JJNL7qPeHDx7Myc6m0eldugYPHTasrjs2Ozt7/569sbGxEETy9Go1acokqR6ZmZm5b8/epIQEDMPMzM3GTpjgVK3uP3n0ODIy0tTU5OaNGzNnz27h7r57586UlBRWWZm6hsaoMaOJeDgej7dvz56nT54iCBIQGDB85Eii7HBCQsLxkJD5CxcSZuAL587n5uTQGfRHDx8hCBIYFDh8xAh6dYHid2/f7t+7r6Ag39LS0sPTMzMjc/ykidIM0AQ4jh/ct/9jTExCYuLe3bvHjh9P1De5dOHCtavXeDyevr7+qNGjvFq1Uvxe+uu/1QAAAADw+4EgqH5ryi9CXV2deMU2WiAIYrMr2Wx2gzTCd2/f5OXmKrgLjuNlZSxpcTVFQJGGhVJ9HzAMN2nSxNPLq2evXjPnzO7areuhAweePnmq4O4oiopEIqFQyOVwIl++jPn40ca2Kj9DXm7uf2fOnPvvjJurm7nEITUjPX3BvPkiBJ0+c0aPnj1OnTx1YN8+DMOoVGpzN1c1dTV7eztbuyrNOOTIkUMHDrTr0G7KtGkkErRk0WJpWYfQO3fWrl7j5Ow0edpUdQ3NlcuWp6amkkgkaxsbMzMzXT1dDw8PmsTQmJeb9/TJE3Ylmyhd9vrVq0cPHxKNPHn8JDLypbbEFTshIWHuLHFNiklTp3Tq3OnQgQNXL12We76lpaWL5s///PnziFEjBwwa9Ohh2N5duzFUbKxFEGTjunXJSUmz585dsHhRcUnppvXruRwOsWNOdvapEycuX7rk7uFpaGREJsPNmjXX0tKysrZyrC7eQYbhD+/fx8fFjxw9KiAwMOTI0bD794lNJcXFjx88Imp0E2lx9+3dGxcXN3rsGJ927Q7sP/Ag7AGxKTUldeH8BRQKZeq0aQ5Nm+7bu+9BWJigekcpEASJq/fp6ZmZmro0a0bo4ufOnt2xbXuHjh3mzJuroakxb+68mI8xCt4JwHoKAAAAAMCfrxrVIGuoUCi8eukSUdNYEXAMu3Xjupubq+KH+HFbK5VKdW3hZmxisn3rVlNTE7kV3WShUCj3795NTUmROLCK0tMzDAz0BwwaRGyFJRP6M2bObt+xyq/jzu3bIqFwxerV+vriiW++QHDm5KneffqYmJp26tz52NGjHp4t3Vq0IJFIhYWFN2/cHDl61LgJE4gifMMGD3754nnvPn34fP6lCxc9PDzmL1xIIpGaNW++cf2GwoICS0vLZs2b2zd1yMrMCgoOJmy6ZDKZTqcTY2hubt66TZvIly9HjR5No1GfPn7k075DkyZNSCTSrRs3VNVVN2zeRBSSYJWybt26GdyjO+PrmD8SiRT54mVaWtqRkBA7e7EJlkalHj54KDc3x8TUFEGQtm29m7u5OjRtiuN4x04dz545w+XxmBJvUQiGlZWV586f36p1lcN3h44djx092rx5c69WLYk1KIYaGxsvXrrUyNhIJBI9fPAgMSFBOph0RtWJSFqDzMzMFi1ebGhk1L59+yePHycmJnQhiQs4P3v2VCgQLF+1kigNWJBfEBEeTpJ3F3m38zl/9qyhsRFhe66oqLh4/kK37t2JMW/WrNnokaMuX7rk7OKs4P0DJvcBAAAAAPibIvdxHC8qLBQqnFcVx/GM9DRbG2sF5ZWUlIK6dZfrCtlQ9PT1/AMDbt+6NWXatPqVYwzDjE1Nfdr54DgOQZChoZF3Ox9pVWQMw3R0daR+AgiCfP6cYGFpQeim4nrObm4H9+3PyanS7XAcR1GE2JSTnV1SXPzs6bPEhEQcx1AULcgviI+LE3tblpWlpaUNHT6MkNTX19+6fZv02qEoKqkcIaqRTYKwF/oHBCxbuiQrK5NEIqWnpQ8aMoQIiUtISCgtKVm5bDmJhEMwOTEhoaKivLSkxMiopl9mYmICm83et2cvhUImQVBRYVFubm5WVpaJqSmDwWjr43Pnzu29e/ZUlFdkpKfTlRjS8cMwTN9AXzb1L4IgGCY+NekaHMONTUx09SS1G3ASncFAkC9bZcFxsSRRSppMJquqqiJI1dBlpGcYGRtrVl8FR2en169fk+Td2zU6kJebV1pa2ty1qm62qppaU0fHpMREgUBQezDlAtRTAAAAAAB+JuKQFBlF4VdAJpMb5DxAoVAghR2FKVRqUyfnnxXW7ejo+OL588rKSmlZWrlgGObWogVhbKtHRvobhr6qyi7NSFV7L5FInPDI1s7OoWlTFEEgGGrr7W1tY0s0iKKI7F4ikUjBjFTNXZtra+u8evUKRVFNLS3CUothGCIS6ejqip1QJa16eXmpqqrKPXehUKSirOLm3oLBUMIxDCbDvfv2sbQUm5kL8gvmzJolEgm79+hpZm7+MfrDnTt3aqiFuMxo/GAGCalkDWk6g45hmHQljUqDFbvrIEh89rIHF59gg+5YxUUBAAAAAADUDyISBXQJxlC0QVWjGhsoipaVlVVWVkqCvWAY+qKuoSgiVTsgGCLD5NrFAiAIIorfErZYOp3BZrPrV0+leUYVgUKhNHV0vHheHNNjZGxMIpHevHqtpqZuampKCOA4Tq52jDYyMlRVUbGysurbr69YARWKdu/aRWRUVVVTMzY2+VTtE5mclDR/7tzpM2b6tBeXisBxHIbhuvJkaevo+LTzCb11G4Khdu3bEyFNZDLZvIlFXGxs3/79CBfMsLv30jLS5ZoMLa0sSSTc19fPSBLwHvvp0727d9t6tyWRSDExH3Oysw8cPuTkLJ4N/xTzEUXQ+iMCxaf8s0MGmzZteufmrbzcPElXSZ/j4wVCYV2uH7IdMDI21tHVffvmTVBwFxKJVMYqi4mJcXNvoaDpFKinAAAAAAD8ZKhUKtrAnAYY9jtClxQEwzBNTc38vLxjx47DEJyUmJiTnQnDZBzH6XR6M1c3JpOJ4RgMwfl5efHxsTAktr3BZNjeoamevgGKilOfBgUFEjFMEkskLmv4rA0uznUqqCfYC0UQPp8vO0RBwV1C79xZtGBh7z59cnNzz5w6NWToUH0DA0JHpNFo90JDHR2btmjRwsjY2D8w4MC+fUKhwNDQ8OaNm4mJiV27dyORSCoqKr369N62ecu2LVtt7WzPnzsHwbCDowNxCGVl5U8xMdevXg0KDqbT6SiKivvwxZhIat+xw+mTp6gUyuKly6Qre/To8ejBgwXz5vn6+SUnJZ8+eXLk6FFyddy23t7n/js7f+7c/gMHVJSXHw851tzNTUVFVeIUoY/j+OWLl0pKSqM/fLhx7SqrrDzm40eixBqCIIKvR4NCoVBptMePHru5tWjdtg1hBhYIvnwgyQ4vhmGyg1mPZOvWrY1NjFcuX95/QP+UlNSLFy5oaWvLNVGTxf6sjMgXL588euzdzkdFRWXgoIFbN29RUVVxcGgaeud2RUV5n77izwMFAdZTAAAAAAD+sO+plrZu4yk0QCGT8/NytbS0hUIBSsIK8vMT4j+TKVQcx5SVVewdmjLoDLG6SYbKy8sTPyfAYgMqDpPJRkYmOrp6GIohOCLVeGCxRQ0SlxSqGxqN1qFjB3NJaJFczJo06ezry5QZImNj401btxw+cPDUyZM0Gm38xAkDBg0iJuXV1dWHjRhx+eKlhIQEtxYtYBiePHWqiqrq/Xv3RUKhoZHRth3bbaodN3v36QPD8NUrV148f25qajph8iRd3Sp/1q7duqakpLx//76znx+dTjc2Nvb181NVE6uPBE5OzgMGDWQyla2tv/j1NnNtvnHL5hMhxw7uP0Cn0ydMmjRoyGC5J2VgYLBp65aD+/YfP3qMTCH7+vuNmzCBsC+6uLjMmj3nypXL8fHxjk5Oq9etO/vf2fdR7wn11NLKqmPnzgyZ5K9UGnXo8GFnTp+Oi4sj1FNnFxddPV1iQGAY9vb2NjWrMi3r6uoGBAZKc8e6NGumr2/wRdLHx7xJVbEuHV3dLdu379qxM+RoiKGRYfsOHRITEyBYjnpKpdH6Dxxw9PCRjx+j23i3JZPJvfr0odHpVy5dfvnipZGx0Zbt2+wlEWAK8pXrBgAAAAD+VW7fvDly2PCpM2YsXf7F0lMPCQkJQwYOsrCwCDlxXJHU4gCCtNTUmzdvoyga3DXIRuLg+E1yc3K2b9+poqy8bMUyRTxKHz96NKBP3+GjRm7askWR9hM+f27v7dPZ1/fUf2cUkWexWOlpadJFCoVCJpOrlQVcJBJJNQcYJlOoFKnHIoKIxK6KuNh+bGNrQ6QAE9cT2rWrZ69eFpY18+T/FCorKxkMhiKlqng8vkDAl4ZbyYKIEA6XI5u7/sdhsVhMJlOR6ezy8nIqhUJE5csiFIj/UVUVK8S4OKoLI1N+a8bflOTk169e9+jVU2ydpVI3b9wUFfXuSEiI4n7JKIpyOJxv+nXUBlhPAQAAAAD4aUAQVNbwqlGqqqo0KpUIWv+mMJlMdnJxUZXMAivYJ2MTE8VVCk0JpJ8EYZZT3K+0oRDamyIoKTGUlOQnzaVQKT9XNyWGUUHJug5No9NodNqXwlq/VzclrtqhgwffvHkTGBgYHx939cqVGbNmNihmjkwmf4duCtRTAAAAAAAaQEZ6xpMnj8WulDiuqqIa2CWohmlZUjXqGYqioxpSNUrSnqKTmVQqtVvPXgyaoqXtYRju0q07g6ao+vtzkainUP2+p4DGiY2t7eatW86eOXP40CFtbe2FixcFBAb+nkMD6ykAAAAAAIpy7erVWzdvOru4YBj2ISrKyNioTVtxqLUUCIK4bLaogdbThiJOxkltwBucTqf//gq0XyoOiPVv4En49wFBkLuHh7uHB4IgDc1l9oMA9RQAAAAAAEVBEFHrNm1HjBmDYdjyRQuF4jw7NYEaXjXqVyM2zf65LuFi79TGNSCABvH7yxf/mW8pAAAAAAD+RiAIQlFUKBAIBYK65sp/ddWov5BvWN0wDBPwxeNJLCIIIhTI0ftrI5aU94VQV+6qX+cC2yDEneE3ls58H+JLJhD8Op8NoJ4CAAAAAPATwZlMZSZTGeinsmNS/5ClpabOnjUrLy+PWLx6+fLqVasUGesrly6vX7tONm2nFIFAkJ6ezuPxiMXcnNw5M2e+ef2a1AgoLS2dO3v2k0ePvymJ43h+Xl5RYSGpkZGZkbF44cKEz58btBebzc7KzKwnwa0UoJ4CAAAAAKAoZDKZqCREpVIhCKo96QlDsH9QkH9goLAhVaMiwp9lZmQo7h76+yOcfimVlZWvX73icrnEooaGhoGBviI7pqenf/wQLddWnZaSOmrY8NhPn4hFKo1qZGwsmzn1D0KhUIyNjRXJOYCi6Ia163bt3ElqZHA4nHdv35WVlTVor/BnzyZNmJifn/9NSeB7CgAAAACAHOJj4z58+EChUIRCITGJCUFQ9IcPCIrduXULx3EWi/Xo4aP0tHSpesRgMFKSkwUiRKOBiZniY2M1G5J/p6HzwuL4pB/WaHEc5/P5NVZCEuRO8ioejwXDMI1Gk/bQp337Nt7esgIFBQVxsbG6urp2dnaVlZWqampEolMKhUJn0Hk83sePHzEUdXFxIbKHoihaUFjI5XLy8/P5fD6DwdDR0Zk2fTqtOgspj8sVikQMJaXYmE88Hs/ZxblG/iNJQax4fX19G1vbyooK6RFrUFZWRqfTKysqP32K0dfXd2jatMYp5+bmfo6P19TUdHJ2lragpqY2Zfo0Gq0qaRSfx+Px+aqqKnGxcWWsMmcXF02tqvunpLikvLwCxbDS0lJNTU1iiEpLS2M/xeI43qx5swblwyooKIiPi2MwGC4uzZjKX2nqOdnZCQkJ2trajk5ONT66BAJB7KdP5eXlDk0dDAwMiZUQBNFoNOnJlhSX4DimraND9FAkFH36FFPKYjk4OBgZiUu2SlYKiwoLOWx2Xm6uoaFh/f6sQD0FAAAAAEAOxSWlBUUlZBg+dTwkMzOTQqFgGKajozNp2gwUQSAY6tN/4MvnEft276ZI1A6RSNRvwEB7h6bGGurpqakNigUSh0UrbDoVCoXXLl/y8/dXUB7HsMgXz62trH5QQy0pKVk4b75QKJC2A0GwSCRksVi6urq1y6+vXrvW2MTkOw507OjRV5Gvjp08QSzeunFz08aNyspMCpliYWmZnJS0ftPGZs2bS8YNLioonDd7Tn5+PpvNNjQ03LBpo5m5eWZGxq4dO4qLS7dv3UYhUwOCAjIzMqZOmjx91szOvr4kEun6tetnz5wxMjbOyc5hc9jKysxNW7Y4NG1KHPH61WtbNm1SUVWlUCgWFhbJSUmbtm5xcnau0U8Mw5YtWcJms3lcHofDLi4q9mnXbvGypYRZFEXRkydOHA8J0dbWKS8ra2JhsWLlClNJodfCgoKxo8eMGDmyV5/eJBLpwYMHB/ftb2JpkZ6WzuNyKVTqmrVr3T09SCTS0cOH3759C5PhHVu3LVq6mMFQevzw0aaNG5WUGEKhiETCl69c5SGRrB8cw65fu7Znz14NdXUOm62sorJuwwZbO3HZCBRBQo4cPX36lI6OLovFsrGxWbZiufTCJSUmrli6LL8gn0alcTicxcuW+gcESJsl7oSrly/v3bN30pTJvXqLTyc5OXn5kqU52dnKKsrsSvbUGdN79+kDQdDbt29DjhwtKChYtWLlhk0ba4+nLEA9BQAAAABADiqqKipMJTKF3KNXLz6PB0HiiPyPHz9Gv4+ys7PDcVLk8whjY+MJkyYR1lMMxw0MDFSUmUI+z8TESEtb+xcNK4ZhaSkpXC5HQXkcx1+9fKn6w6W/1NTUps2YLjGUVqmnMAzv2LrVydll0OAadTvFQWPaOjrViw1Ti2WrwGdlZu7eubNT506jx44VCARrV63OysqSmqshCMrKyurWs8fK1auKS0pmTZt++9atiZMnG5uaTJ4yZdGCBVOnT2vrLS7yiWFi06+0tiqGYR8/fmzZutWSZUtZLNasGTMuXby4dPlywmFg965d/oEBI0eN5vN5q1aszM7OrivUjcfjR719t37jBncPj4/RH5cuXux0zXnI0KEkEiny5cuQw0fGTRgfFBxcUlyyaMGCHdt3rN+0kUajEXZopLozOIYnJSc7ujjv2bcPxdCZU6edP3/OtYUbmUwePmpkYkKCsqrK5KlT6XSGQCA4dizE09Nz7vx5fIFg9cqV58+ddXVz/WZkfUlJScjRkJ49e44aPaqkpGTxwkVXLl9esGiheMI9PPzE8eOTp071DwgoLCxYMG/e7p271qxfR6FQOBzOlk2bIRg+dOQInUHfvWPXgf37Pby8tCSTA+JKAWTKndu3d2zbPn7SxB49exKm1q2bN0MQdOjoEU0trSuXLu3fu8+tRQtLS8tmzZsPGzni9ImTC5cstq4uKlsXQD0FAAAAwO8jLzf39u1bAr5QqmHgOE6hUAKDAptYWHxHg+JpbhwnV7+eU1NSXkW+CuoSpC6vdmWDaN68mYuL2MBDFleNr2Lbli2FhcV+gYEYhkW+fO4X4NexU6fa2fV/ymR6PcANTEJJoVB+PO8pjUZzdnGRXfM+KqqsvHz95s16el9ZT2vToEAxwmGA+B0VFSUQCoYMHWYisecNGjL4Y3S0VBJFUUsry2HDh6lraBgZGzexsCgoKBB3lUozMjKiUqnGxsYq1S6e4jarm8VxzMjIaMiwYcYmJsYmJi7NmkkdIt+9fYuh6JChQ41NjEkk0sDBg+JiY+vqKoaibb29A4KCIAjq5Nv5zu07Tx8/GTR4MARB9+/eNTUzGzBoEJVK1dbWHjZi2Ia167MyM62srWucI2GVHzZsGFHsvoWHe2pKikgkIpPJBgYGqqqqqupq+hJnXBzHUQRJTU2Njo62srLavGULn8+XvT/rHH/xjmhCQkJMTIylldXBI4eJ+CQMw+6F3rWytuo3oD+ZTNbS1hoybNiObdtzc3LMzM1TUlKiP3xYu34d0eepM6aHP3tGqnJ0gXEcv3Du7JPHT8aMHyf9PklJTvkU82nKtKmampoYhrVq0+bCufOvI19ZWloymUwDAwManW5ubk4UvK0HoJ4CAAAA4PeRnp6+ecMmM3NzLS1NcXV2iemITqd7tWr5ferpf2fO5OXmzp0/n3jZx8bG7t2926ul14+rpxLjkJwXP0UChmFine9rgT+V+v6PIBAIdu3c2W9A/2/qpj9CGatMSUlJRaWqkKaevr6ysjJx50i0LpKaujqdLtZ1MBSTHX8URcU6WR1OuhiGq6mrKykpESoajUrj8/hfjshkSkt36usbMJlMHJefQQmGYWNjY6miqaOrnZObjSAIRCLlFxTqGxhI/U2NjIwRFC1lsaxqNYLjuIqyskp1lVqa2Ce1qkEURTEJxCKDwZgzf/7mDRunTZ6ira1t72A/cvQYVzfXbw6jrp7egsULt27eMnHceH19fSdn57Hjx6uqqgoEgoLCQkNDI+mtbmRsLBIKS1ksM3Pz4sIiFEUNDKv8TU1MTAYOGlR94lB5Wdn9e/cpFEp+Xj6GVQ1+YWFhZWVFyJGjF86dw3FxeTV2ZWV5ebnsRZGajesBqKcAAAAA+H1AEKSurrZ46RJvHx8iUTwuWVlDsauoqOByuTraOhR5tZHYbDaFQiEMMMlJycnJSVKrGJlMptPpNBqNz+dzOBztXzPD/iWz6U/Kb9qgoqaNhLNn/qNSqX369v2mJIqJlZLvO4qWlhYiQrjcqvxQCIKgKArJSfsvHwVtzLLd09LWEolE3OqMVAgiqie7J47jsmmSKsor1NU1iKl2NTVVVilLrDSTxfd2RUUFBEHKzG8XrMdrjZX0LPg8no629uGQo+VlZZGRkWdOnV66ePHxUyd1vvhRyIfNZps3aXL2wvnCgsKIiPCTx46vWb364KGDVCpVVU21oqJcfCdLjlJRXg7DsLIkxQGNTsdxTJqcq6SkJDEhwdnFRUVFRazT0+lz5s9j0BnLlizxaulFOEPTaFRlpvL0mTM8PD0JZbSosLCGa7IiF+X/6DsPAAAAAI0EBoNBJpPJFApZYomUrZfIZrN37dg5esSIiePGjxk16u6dUOlezyMi1q9de/rU6VHDh7+KfEUikS6eP//o4cPPcfGrV6xgsVgSJ0exqnvz+o3xY8aOGj5i6eIl+dXZNBszBoaG0jnov4KcnJzLly5NmjRZkZllHW2d1JTU7zuQo7MTjpOePn1CKPFPHj0S63kKWKnFpjsUVcRQVwNnFxcEQcKfPiOO+PjRo8qKinrs4i9fvMjOzhbPDKSlvXnz2tPTE5bQslWrhM+f3717R1iab16/YWlpaWpm2tD+YBiGIAihsxYUFs6aMfPZ06dGxsa9evfuP3BAZWUFUcJAJBLFx8VlZmTIbSQlKXnyhIlxsbHmTcwHDxkS1KVLRVmZUCikUCgtW7b89Cn2/fsPYvWXz79146aNrS0RGtWkSRMNTa3Hjx4R32PHQ0JWr1xF5P/CcZzJZFpaWvoHBrRq03rvrt2FErcKSysrFVWVhM+fdXV1DQwMigoK1q5ek5WVRXSDsGcrkncCWE8BAAAA8BuRJCH69OkThUKptj9impqallZWhKLz36nTF8+fX7h4kYmp6aULFzesW2drZ2tpJZ4Rzc/LP3n8hL29favWrU1Nxa95G1tbc3PzwsJCDy8vwphKJpOzs7IePnrYv39/KpW6Y9t2BoOxeOmSRn6Ng4K7Muh06QzpT7e2/lzTLI7je3ftbuvt3VyBaWUSieQX4L97x05HJ0eLOvw3MExsopMaKUUikTSDlaWl5dDhQw/uPxD19h2Xx0tKSKDT6VJrqawkoQVKi0hpaGkymEprV69etGRpW++2hBVQqhghCMLn8aTDIhQKpcFY1tbWg4cO2bdnz5vXr9gcblJCgjQdVW0oFEpBfv6UiZPs7e2jP3wwMzPr0bMHsSkwKOjN69ezZ8zw9PLKzs4uLS1ZtXo1EdSP4ziPx5OqzgiC8Gp0hl/VGQqFYmJqcvbsOSNDo8nTphobGzs42K9avuJh2AMIgl6/etWzVy89fT0SiSQO8Jo+o7mb2/qNG2r3s4mlRZMmTWZOm96mbVsOl/s+6t24cePVJEmpunbr9vbN25nTpnl4emZkZFZUlK9Zt5ZIEGtiajJh0sTtW7YmJyXBMDnq3btZc+fo6YkPh2EYl8vl8/lUKnXq9OnDBw/ZuWPH8pUrDQwMxk2YsGXz5rhPcRqa6i9fvGzdtq2jkxPRDSMjIxaLtXj+gtXr1tYfHQXUUwAAAAD8PmAIEgiFe3fvoUvil8UvY5GofYcO69avU5K8Ec0tmixftaqzb2cSicTlch8/flRUVESopzAZptPpM+fM9mnXjmituaurQ9OmNDotMDCQWIPjYk/WqdOmt2svlvkU8yk+Lg5FUUWMfH8QWfvxN4EhWF9fnyFxuFQQiqSIAOknEREenpCYcOjIEQXljY2N+w3ov3vnzkGDB7dwd6/dEwtLy63btxlW+zh27d69Tdu2xG8MwwYOGmRjY/vy5UsNTY0Af79dO3dRq10+evXu1b5DeyKBKARD02bMUFKqGhYjI6ONmzfHx8cTzRoYGq7buMHWVpxKiUQidezcycbWhsh1CkHQyNGjRKIvQf1Dhgy1s7N7FflKS0vTz89v3549RO6w2qAoGtAlqHWbtp9iPg4fObKzb2dpvgImk7l0+fKnT57Exnyys7dv36G9TfXRNbW01q5fL1XWW7dpbWBgoFvtwtt/4MDKikrCaRWG4VFjx1paWevp6cEwTKFQ5i1c2Lqt98foaDIZXr5qVes2rQlfAg0NjT79+tWV8V5dXX3V2jXPnj6N+xRraGzUf8AAr5ZexCYVFZUVq1Y+e/I0NjbW3sG+fYeOVtZf/GP79O1rbt7k+fMIFEWHDh/WslUrYr2Zufna9evtHRxIJJK9vf2+gwc4nKpUEr1697awsAh/Gs7lchYuXtyuQ3upI69Ls2abNm/Oy8/T+JZrOFBPAQAAAPD7wDCMTqcvWrykZauWhCkLl1QBZUiCVEgkUsuWLcPuh82eOau0pKSgoIDD5kgNihiK6RsY1DC6SGNHCDEMw7S0tMzMzIitSkpKRHxGI1dPG2TdpNFpA4cOU6uOFvomMAz3HzhIVWH5+uGwOfv37hsxYmSD/HrdWrRQUVU999/Zp0+edO3WzdbOTnarurp6+w4dpIvW1tYkSai4pBhpztbNW/r27zd77hwSibRl82ZNbS1psI5U4SO0zBbuLaSLMAx7eHp6eHoSi8rKymJ352rMJUh3lM3BmZ2VtW3r1oEDBxFH3LB+vba2toG+gdzzwjCMwVAK7hoc3DW49lZlZeWgLl2CunSpsZ7BYHj7fKk7YGRsbGQszhJAYG9vLytsaGg4cHBVQBKhTQYEBgQEfkk+SoBjYl8GtxZucvsp1ok1Nbv36NG9R5VxVxZVVdUuXYO7yDsFEonk4elRO7Wqmpqa7Cm0cHeX/oYgyK1FC7cWX66FFBqN1kny5flNgHoKAAAAgN8KDEF6+nqy72MpQqFw04YNzyOe9+nXNyDAv6Kics+uXRj2RXWDJApBPY3jJFyip37JWkX6H3tnARbF1sbxndleYINukC4VBBVbUexrd3fr9X52d3d3YXcXdlxbUaRLkG52l2Vr4ntmB8aVEr0S6vn5PfdjZ8/OnDk7O/M/73mD9hvCYDC+wxoKQUKRPgOGcJxIR/ofD33yxAmBQNCuyFxdcZycnBYuXvTk8eOtW7awWay58+drJUYtE0MjIw6XM2fmrHre3hKJJC4udtr06fr6+rRKw9jYhMVkzZoxw6tePbE4L/5T/PRZM4Wi0q19NSdXA4Zh9Rs2dNWYM38DgDwFAAAAQJU/e8rIIp6Vmfno0eNJkyf10+SvefzwkUKhYDDKM3ziOKFHa45KqBq+V3bjOIbjP2GIYmNjr16+smrdGhar9MXu8omKioqJjmaz2E7OTpS9vHw4HM6SZcv+ffo0NCRER0eXyOheZFitJDhczvKVK54+eRIaGqanpztv4UJ7jW9JSSAImjBpEpdXoROpbLg8npdXhVyBfwmAPAUAAABA1YHjuEQi2b1z17Wr14oSS+EQBPfu3buul6eOrq6RoeGtm7dMzc2TPn++cvlKXl7e+3dBHrVrs9lsFEEUCkUxZcbj8cJDwy5futSuXTsOl4uiqHYb7fpDNZlKzeH/s8AwbNeOHS39WrkVFf+sOAq5/OD+A5mZmY0aNeo/cOA3s7Jrw2KxWvn5tfLzo1UVLDbbr00bvzbfWIaGIKgiOUcBPwCQpwAAAACoOoyMjDp06iQvKMjMyCC3ECvOMESKSIFAMGfB/AN79+3Yus3SynLilMkv/30WGhoqkUiMjIysbW3btPUnY4opOnbqFBcb++7N2xYtW3K4XAtLy7bt2ukWFfB09/Dg6ej8RNsqqSOpkj8/S1ZqPBZquh/Cg/sPEuIT5s3/7jQI+fn5xBdqbT1yzGgi7h4A+BZAngIAAACg6nBwdNy0ZUs5DRo0aFDfx0cilQo0WW9atGihVqvJKGbfRr6+jXyLtXf3cN+1dw/1sp4G6mWXbl0r3jcy3Q9Rlh2CaDgO0+kwDFPZfyAIYtAZSqUSUavz8/PJ9gUFBVKptPBdBkM7Qzu5Rxab4JuHDrx1083NrSbbUKUSyYG9e4eNGCH6fr/Pa1euGJkYDxxUWPcSAPgmQJ4CAAAAoGYBwTCpTUmospCVDYIgx44ei42JIdM8yWQycV6epZUVUaYIggoKCvJyc1EUVavVxw4fVigVBQXy69euPX3ylEajyQsKsrOzLa2stH0PEARp4+/ftl3bbx76c3y8hbl5xeXp9yaKgun0/6h8jxw+bGJq2qlz8SD0b4JhWGJiYrfu3WmVAJnmnUrLlZ6efud24F9du2hfP2WBIEh1eS0jCBJ467ZAKKDyZ1U2yUlJ9+/d79Gzp85PSuDwn74yBKF/K7YPyFMAAAAAAAiYTOaAgQNIcykMwXnivM0bNrVu06aedz3SZXb71m3ZWVl2Dg5du/eQSiT79uxu3LjJX127YBgmy5dt2rCxeYsWjZs0pnK/4ziNSsNZPnQGo+I6Sa1W3wsMbFTCkFwWOI7HxcSYGBv9sHU2Jibm5s1bGzdt+oHP4hj+XVldv4uPwcEBRwL+nvq3lSaVWHJS0pbNmxs3bfJNeSqVSlevXNWiZQuyFGcVo1arTxw7Xsu+VpXJ05SUlOPHjrVt367a5WlEePienbv+mT7Nxta2nGbVE+qIIIhSqSw18BBF0bLeAgAAAACgUtHV1RVq4Av41tbWo8eOvnzpMoZhAoHAyspqxMiReXl5DAZDV1fX1MwMQ7F79+6pVCqBQGBuYT5m3Jib128olUpyD0KhUCQSflcMUAVBUfT1yxd5eUQR14qAY9it69fKKnf5TRC1etvmLZ06dXR2+SpZaYX5jgd6dna2RCKpePucnJyXL16QvhZkmic2m11MCmMYlpmZSZbipFCr1W9ev07WFCPV7mhWVlZFOqBSqdLS0ki/jpJgGJaVmYUU8/TQIBaLiUuIzmCz2d9cFsjJycnTlOotSXZWNnXWFcGnfv0r16+RBZ++2k92NpVOvxgFmgUB8m+1Wp2dlVVqM1m+LDMzsyzZJs7Lk0jEX20Ri58/e5afX/pBq9l6evHChRfPni1aupQs2KDNi+cvjh87tnjJYmMTk59+3MzMzLOnz3Tr0d3c3LyCH5HL5bdu3Hz39g1PR6eVnx9VL+Hn9y0j8/Kli7GxcSKRqGOnTh61CyuAAaoSMp/in5ahBgAAlIWrm5tvo4Z7d++eOXs2jUZzdnGuU7duemqaUqlkMBgsFtPQ0GD/3n2z5hDvOjo5+bdru33rtvkLF5SVOetn8b32SBwvL1ls+QTevp2Rnr581cof+zgpW77Z24SEhF3bd0RGRNAZjEaNGo0eO5YvIBSCWq3eunmzTa1avXr1InLmJyVt27xl6PBhbu7uUZGRu3bszM3NXb502aw5s+vUrVtyt/8+fXrowMGszEwWm92nX99evXuTwmvzho0pycknj5/g8Xh9+vWDICj4w4c9u3anpqZCENS6TZsRo0aWNbW4fvXa6VMnpVIpg8Fs2arlsBEjyKpIOdk527ZudXFxefnieWxsnIGBwdjx4xr6Fhq55XL5gX377t29R6fTmzVvrlKryhmTpMTEndt3hIWFQRCtoW+jCZMmUnopNSV1+7atH4M/8vl6bdu2i4uN7dmnd+06dWg02oULF2Kjo//+5x8Wi6VSqTZv3OTk7ES6VURGRh4+eHDWnDkikQjDsCOHD8vyZTKZ7PmzZwwGo0/fPr369CGffSEfQ86ePu3s4nLr5s3cnJzW/m2aNG16cP+B5KQkJxeXf6b9z6IoY7FcLg84fPjunbtKpcLG1nbi5MlUQYFTJ06mp6UxmMwH9++jKNKpc+chQ4ey2OzYmNgd27ZLCNP1yr//94+PVjL/YlTPYzghPv7N6zfqosK42ujo8CwsLOiV8MPOy8sLOHzk8MGDeXl5FfyIVCqdOX369m3bVCp1bEzs35MmHT96tPyM0D9GakrKhHFjL1+8iGNY8PsPY0aNfHD//k8/CqAcQj5+XLp4ydCBg0aPGLl548ZPcZ8qMlwYhl29cvXlixeVN7a3b92+f/cerWaAoiiCFK5afi9yecGZU6fjYuN+dqcAgMqlT79+iBq5dPEi+dLIyCgiPOzfJ08YDKZKperUuTObzT598hT5bsdOHXV0dM6dOVvzvpUfX1tnsdjTZ84gi8X/CIV2tfI6kJ2dPXvGjKSkpIlTJg8cOPDmjRvr1qwh48wwDHv54mVEeDjZUiKRPLz/IEtjyROJRHXq1uVxuQ0aNig1w//bN2/mzZkjEAgmTJ7UqHGjrZs23b51m/Ti8KznpcfnO7u6ODo7QxAkFotXr1zJZrNnzJrZt2/fYwEBp06eLLWrH4KCVq1YUdfTa9mKlT169jx29Ni1q1fJt+QK+b27d7du3mzv6Dhh0kSFQrF6xcqc7Bzy3YP7DxwLONr5r86jRo+OjIh49eolk1G69TQnJ2fOrNlRUZHDRwzvN2DAvTt3dhDFKQjtoVQqVyxb9vbN26HDh/Xo2evypUvHjx8nR4NIKxsZ+fLFC9K3RDNuL6KjogtHOCvr/t37CrmCdPb4GBy8Y9s2iVg8YdLEhg0bbli//vrVa9R3cerkyTOnT3X6q3PHzp0P7j8wa8aMOp6ew0aOePXixeGDB8lmGIbt3L796JGA9h3aT5w0SZYvWzR/fnZWobU1Ijx8x/btUVGRo8aMbtas+a6dO+/fI1SNQCioW7cul8PxqV/fpIQpt/qtp5pJJ6vUeYO7h4ejoyNZeZk0AjOZTARBgj8E6+jwPGrXLmYMz8jICA0N1eHp1PWsW1Z0JI7jJ46fOHfmTHhYGJ/Pp1fYNvbg/v23r99s2bG9fv36GI4vmr/gWMDRtu3bGxkVFsYthkqlCvn4MS8vz83d3dT0SwE0hUIhl8v1dPXCwkINjYxK2m5v3LiRnJx89PhxeweHgoKCcaPHnDt7tmXLlhAw41UJ7968nfr338Ymxk2bNiuQyS6ev3DnduDGLZudv64sVxIURY8FBNSpW4eaH/907t25w+FwWrX2qwkhvaeOn0hJSfln+rQfsAwRhRB37pw2Y4advV3l9A5QE8nPz09LS7Oysqoh6YQwDEuIj+fz+RWpV0QC0Wijxo5ZvmSpu7uHo5OjUqFwdnML+fixlp0dYcKk0UaMGrVg7lyPOrXd3d0hCBo9dsySRYvd3N3r1CUMWhUEQZDKsH38FNq09f8vHydz25Z/A3vy6FFC/OfDRwOcnIkipQwmc/3atVERke6ahUQWi0U9+onlew6btPMZGRu3bNXywf37nTp3pkx6FCiKXrxw0cbGdvW6tUwms227dqkpKdevXfNr7cdkMlu3aXPowEFfX18yz0N2dnZyUnLHTp19GzVq1LixvYMDvYxiECw2e+LkyT179WSx2TY2NmdOn078/LmwbxAEQ1DbTh0nTppEXjkrV6xMS0vVN9DPy827deNGn379Ro4eTeSvcHJ8++YNWsY3/vzZs/hPnw4cPkSWfmUyGPv37RuckmJpaRkRHv7h/fv5ixa1a0+4zHJ1uDP/N51a8SPF1ZeusljUvZocN+o5AsOQg6PDjNmzhEJh23btEj4nXL92rX3HDkwmE4YhFos1Zty4jp065eXlXbt61cfHZ/yE8TQa7X1QUEJ8PLmH5OTkWzdvTZg0aYAmIYOzi8vI4cNfv35NVluFYMjW1nbOvHmmpqbNW7R4+PBBVFRk+44dDA0NW/q1unLpUoeOHUh34V8mNOr+3XtbNm/ed2C/haUliqJrVq5K0riGiPPyMjMzvev7rFi5kq9xeUZR9PTJU7t37tTj82WyfCsrq5Wr11hZW5WyUwhyd3fXGTb0w4cPdwIDK+7YmpuTU79hA09PT/Ky8/T0vBN4WyqVlipP4z99Wjhvflpamq6eXk529phxY/v2709Web4beGf//n21atV6/uz5kqVLS8pTgUAwdNiwWnbEY5vH44n09Us1LQMqA2L2cuK4hbn5ngP7ydWTIcOGDerf/+SJk4uWLP6mKGSxWOQCUFZWlq6ubqmLQVKpVK1Wk1X4lApFvkxWaq3qjIwMOp1hYPBV0paVa1aXXBeTKxQFZeykJNnZ2To6OiU7hmFYdlaWjq5usSyS5RATExMTHY2X8CTLz8+n0+ncohowKpUqJydHR0dH29wCQRCbza7hdc8BP523b96sWLZ8157d9v+h0k90VNTH4OD2HTtW/FotC5lMNmPatPYdOo4aQ6iECmJsbDxw8KA9u3cvWbYUp9EMDQ196je4cumSWCzGieLjesNGDN+/d9+iJYtJl9ORo0ft37NvweKFFa9K7+jopG9g8FOKjtY48G+bbkNCQqxtrC0sCyWmu4c7TKfHxsWS8rQcEATBcbx4Pi8N8gL5p7i49PT0ubNnowhKp8MfP4bAMCTLzxeKROQHqaxhlpp0uRvWrTsaENCgYcO2bds2LCPyzMnZOTs7e9XKlYmJiRKJJDoqqnmL5tSJMhgMF5fCsqK6enoMBoO0ZWZnZ8lkMkdHR/ItU1PTWna1sKIQumJERUbKZPk7tm0n6qVBUGZGZkpySlJioqWlZVJSEpPJrFWrMKjIydHJQHPZ0L4XnObo6CwUFlZqdXV1u3XzpkKhYDKZOI7z+XzyB4thGKHCa9Uim3E5XOr6/Pz5c25OTmDg7Xdv3+I0XK1UpaelR0aEk/IUx3FLK0tDzSSQTvhq61FDXc5XVqPlKfJ1URClUhn07t2ipUuaNW/++tXr5UuWPHnypFPnzqSK37Ft67ARI7t175YnFi+cN2/fnj1LVywvuU+IRvP08vT08mRxOHfv3K3419i1e/eOnTuTkzaZTHYnMNDSyqrUUr8qlWrj+vVqRL1j9y59A4Mrly5v27LF0cm5foP65PcUHRllZWm5dfu2Ug1ypDdMXl7eo4cPP7x/HxIcvGDxImA6rRowDEtLTdM3MKDyeFtaWc6cMxtFMfJRkZ2dvXnDxg6dOjZu0oQwtb59e/H8hQmTJ5mZmZFT0rTUtPlz54V8/Kijwxs0eHCHToWJV548fvz40SNLC8tbt27l5+f37NXLwdHh4P79GRmZDX0bTpw8mbqWQj5+3L1rV0pyMg2CnZ2dJkyaZGVVONE6sG8/m8UaOmI4BEEf3r+/eP6Ci6vLzZu3cnNy3Nxcp0ydWmrhcnlBwa6du/QN9OM/fXof9J7H4w0dPqxde+KuQfLi+fMD+/anp6dzudwevXr27deP3B4fH79n1+4hw4aShZvvBgY++/ff6bNm8Xi8C+fP37lzR6lQLFm4eNbs2Xp8vefPnt27e9fBweH8ufMTJ09u2aoljUa7dfPmiWPHpVIJk8lq2qzpqDFj/rukAPy6YBimUqn+Y7Trx+DgrZu3tPTz++/XEpNJrMhTT8qK09DXNzIi8t7duyzNgp6rm1tUZGRkRDg54/KqVy8iIvL69esDBxKWJA8PD58GPncC7/TrX/jL+ib+HTow6fSKy1MMI25QtF8BYkJLKNTyzwsiTqfojMi/tYeC+hvHMI3g+/YokRrI1NS0oa8vokZoEK2Br69IJKKWZ7VhMpnTZs5o16H9h/cfHj96NGnChGEjRkyZ+nfJGfXVK1fWrl7dsmWrLl27Ghoabli7TtvsDUEQZcskvs2i7QxNZgYqpQOdTieEYBk9V6nUOjq69Xy8ORwOjuEwHe7ZuxdpwCKMo1BhmARpZqYziMvmSwc0JSPIv8u/zrXL0iIowmIxqZ5/FYCB45Tj8ldJ01RqGIZdXd3s7OxQFIVhuHnLli5uhdKc3Elh+x+6UGucPKVKcZBgGOZVrx6p3ho3aWxsYpyWlka+dScw0MjExK+1H4ZhQoGgefMWVy5fyszKMip7yeZ7b0nUxOLVy5ebN25MS01bvmoltVGbmOjoDx8+zJw9x9GJWJjo17/f9atXb9+6RcpTDMP09fUnTJrkWm4huLy83Ns3b0VGRCBqgu/qKuCHodPpTZo22bJp8/R//teyVSsbWxtrG5uORRKT9P5+/OhR7aJ1urS0tCePHw8dPoy6XG/euDFo8OBJUyY/evBoyaLFIn19MoQuJTnlyMFDPg3q9+nbJzoqet3atdbWVv0HDGSwmJvXbzAxMRkzbhzpZrRk4SIDI8P5CxeJxXnr167dvnXbqjWryRvEu7dvqUdyZmbmiePHPWrX7jegPwzBWzZtYrHZi5cthaHi/ipqNfLi2bPo6Kg+fftNnDzpypUrq1eutLe3d9DM3d+9fTdrxkxvb+8+ffuEhoZu2bRZIBCSU16xZo5EpTaMj49/+vTp3//7H7Ea5eBga2OTlZXVsGFDcv0oNSXl+NGjLi6uvo0aWdsQyzQf3r9ftnhxj16927VvHxz8YeumzcbGxmTxdMDvTXJycuCtW7GxsVZW1h07ddRetiumt75u2Ul7ySs3N/funTvBHz7o6xt0JOLEicl8UmLS82fPFQrFpYsXu3btZmBokJub+/rlKwdHh/v37lnb2JJZRdVq9dPHT548ecKgw81atGjUuDG1rIlh2LNnzx49eMhkMVu0aMFgfJUxVKlUPn706OWLlxBEa9GiZeOmTcoKjhw8dIhKpdq5fTsNJ5bv2nXo8Ob1K+pe3X9Af+3Y8AEDB35XMVVEraZX2G4KQRCfLyjLc7FU1Gp19ToPlH9unp6e169dTUhIcHN3J+8kGI47OBD3KwgilGuBrHBsY6JjxGLxF7WqkT6lhsBzeVxLK0upREpKCCJy6PyF1JQU6sLAcZz6++3bt1cvXf7fjOk+9euPHD1q6aLFTx4/Hj12DGW2IEEQ5N7de7Vr1yHXtfLzpXKFvCLRtMYmJsYmJsHBwd16EIFKGRkZ8Z/iKTtrMezs7WgQrW3bdmbmhBEk5GNI4O1bTTUpqBwcHCAaFBoa6qKxIMTFxeVk52h3QKFQkF90ampqSnIyDJc58LGxsTKZTEdHB0OxD+/fOzm7UCtgFcHSypLL5bq4unTt1o1cQ9u9Y6ejU6F5uBxIsfrNrAU1Tp6WRHtxhEH/0uH0dOLbnf6/aWRduXypFIJhqURSjjz9AXJzc7dt2Xrrxo1GjRsvXrbMSaM+S5KekUHDaZTvC5PNtrCwSElJJl/iOM7T0dErkaaAAsMwCIJsbG237tiemZm5Yd26davXeNSuY2b2xYEVUHkMGjKEx+OdP3f+1s2bOjo6RsbGfq1bjxg1krRuFluVptPp2olL1Gq1j4/PtBnTmSxW4yZN4+Jirl29RspTGIYFQuGUqVN9GzVKSUq+evVKl65dhwwbSqPRHt69Fx0VTVlKOv31V9v2bc3NLXAcf/jgQWxMjFqlYmuW44s5XXE4nPETJ/i3JZ7HERHhoSGhCoWCxy1uDCBm8HR6g4a+s+bOgWHY3Nx83JixnxMSSHl66eIFSyurVWvXsNls/3bt0tPSr1253Ma/DTm/Z7ML/brIGT9xsponS526dd09PGJiYjp3+YvsNp1OZ7HY/5sxvVnzwrUtDpc7fsLEvv37MVksC0uLixcuxBc5KgF+Yz7Fxs2cMUMiFvs0qH/1ypU7gYFbtm8r6QtIPhFnTZuRny/1ru9z9fLlu3fubNm+jfR3ysvLmzNzVnR0lK9vo0cPH966cWPrjh3OLs5paWnRUVGygoJ3b9+1aNHSwNAgOTFp4fz5pmZmErF4zHjCJQ7H8d07d546cbJZ8+YIgsycNn3UmNGkk5/mgr+4mohl8RQIhWtXrU6Ij6ciEBAE2bZl65nTp3wbNVKrVDOnT58xe1b3Hj1KPU3yVkDqIRzX5PL8uoG2cReG4e962H8XTCaze69eJloRDuUDwXCnLl3NTE2qxXmAsL59K3K/abNmTs7OixYsGDhosEQiOXhgv7+/v5NG6zCZTDs7u8Dbt11dXXEafu70GRRFMazQDMnlcqVSyckTJ0eOGmluYYFhGLUAy2AwuvfoMXf27IXz5jdt3izk48dzZ89N/WcqeX/T3L5YN2/ccHF19fbxEQoETx4/yc3N/atLF7FE/PLli8ZNmpT8BmGYbmlpcf3qtSuXLtMZ9Du3b39OSIyMjExPTzcxIYZXoVCgRfGjGIpSYpHL5fbs1Wv92rUGBvrW1jZXr1xJSUkpy/e0WfPmp0+cnDVjep9+/SXivMMHD3l5e+tqfKWsbWxa+fnt3L6dyFqF044dOyqXF1AWCgd7hxNHj+3eucvRyfH2zVs52dmUvVZ7ZDSDw/zw/v2iBQv8Wrd58+pVbEzsmLFjyZFBtbqN4zhRJq3ItKdWq1VFky7bWrVatfbbvGGjVCoViUQXzl9IT03rW7RcoFartadnSqWSmshxOJwCufz0qdPDhg8v3SGT7CGt+viPPxI6HfZwd1+5Zg2bQ9wvFHK5VCq1MC/lhvjD5InFc2bOSktNXbdxQ/m5c/l6fJwI5CrMCYAhSJ5YXGzVtayFGARFt23eYmZu1q9/fwaDYWZm1rZtu2dP/83MyADytGrQ09MbOnz4wEGDsnNy3r15+/DhgyOHD2dlZi5ftbL8GCDyXu/u4cHUWBN5PK6dnX1SUhJZgxHDMENDIysrwoyE0TAdng61ZM/l8ci1OQiC9PX1GzVpfObU6cjISKlEGhkR4ebuVupCGI7T+Hy+nb09+ZLPJ5ywy/JegiDI0dGRvN3wdHTYLBaiaalSqaKjo7Mys+bNnoPjGAzDwcEf6XS6WCz+pp+c5qmAqdVq0nqKYbiRkRHpvE9ib2+fnZW1csXKxMTPUokkIiy8YcOGFfgGAL8wZJIaCKKdOX9eIBTk5eWNHjHy/JmzU/6ZWkrLQ4foDPrp8+cEAkFubu6YESPPnz07+e+/aTTalUuXQkNDd+/d4+7hkZ2dPWHs2KdPHju7OPvU9xk8ZMie3bsXLFpookk4SGfQ5XK5u7v7nPnzSEUY/OHD8aPHZs2Z3b1nTxqNFnD4yP59+5q1aOHk5JSVmXX4wKEu3brPnT8PhuErly79b+o/1NPnzavXVy5dWrFqFTnl27VjZ8Chw82aNyd95sqnGtfWYRg2MTWteLQZBEHOrq5wNTu2lndooUi4eu2avbv3nDh+nMFg9O3Xf8iwoWQOHwiCxk4Yj6Do2TOn9fUNBgwaFBEebmhYGAHi7uHRs2ev8PDwrKwscwsLfX399h06UCbPZs2bL1m27PjRY3t37eFwOdNmTO+pyU5VFPIx9Py581GRkfW8vR0cHZevWnn0yJG9e/YQgVP+/iNHjiq5sg/D0PARIwpkBQFHDvP5go6dOzVp1uzq5Svxn+JNTEx4PJ5/u7bWtoVLB0YmJv7t2opEIvJl9549UBS5cvnK0ydPGjT0revlZWpaegJNU1PTtRs27N618/DBg3Q63b9duzHjxpJfN51On/LPVF093Qvnz7PY7EaNm0il+WiRWG/XoX1KasqDe/ffvnnj39bf2cWZel4YGRm179CBEtwYjjVo0IDH4x06cEBPT2/RkiVU3kwTU9P2HTqQdQ3YbHYrv1aUy2ztOnVMi6xmdDp92owZBvoG165cQdSItY3NzFkzqWWTup6elpaW5AOIWPdv0ZzqiaOT44CBA0PDQtPT0mqiPCUlOSWuIQhifmeJtnre3rue78iX5VvbWOM4vnXT5viEhFUae3vFkeXnx8XFmZublxrFefnCxbi42G27djo5OqnValJMMEqrxOXo6GhqanLjxg3fRo3YbPa7d+/Cw8N79+1TkT7QYTgjI/3J48ft2rcXafy1X796rcfXMzEpL+cC4GeRmpIScORIl65dXd3cTExMOnTq2KFTRxNjk8uXLpGTQrIZ9aWjKPqVow9EBDlSL1EU0UQ+fvHgKfygxv0KK/qc9h7Cw8P/njjZwsqyfft2FpaW165cTUlJKePJh1c47wTxcW0XKOoNDMMQjT9W/YYNyO0NGvqK9EXahp+vThbDy3usQJD2iuGN69dXLl/u17p1l65dhULRjm3bqLk74HdFJpMFvQ+ysLB4+vQJiiBEnXoIDnofpFQqi+mn/Pz89+/fW1lZPX2iaQkT99L3QUEqtYrJYL56+bJ27drkgr6BgcHaDRsocUBekNRliWGYro5uh44dKRXy9s0boVDYSOMdTqPRmrdsEXD48IegICcnp6SkRLE4r2mzpuTPoWGjRkTcbdFFG/zhA47j2dk5Vy9fpkGQXC6PT0hIiI+viDytXordiL4JolajajWxzKhZWtGeeEMQDUGIpHFffuk4Ec7CoNO1D0BklUNR7bsBg/HlXld4FAQhJ8yQxnhMfmV4YT7pbzzfzczMFy1Zkp+fz2QwyLUjCktLy1VrVkslEi6PV8xkoKurO2vuHOqlba1ay1eu0G7g17p1y1atxGKxrp6utjsEBEHdevTopmUpb9ykceMmjfPy8jgayuqnsYnJkuXLJBIJh8Mhb/7du3cnlbRIJFq4eDHV0sXFRfslDMN9+vXr1qMHiiCl+r9qY2dvt3b9eiJ5EYPB0yRVpeDz+VP/978xY8fSGYzU1NTA27eoaFUulzth4sRhw4lYhWKmXydn52VawTkYipqYmi5dvlwikejq6MBaQtzNzW1Z0Rjq6urOmDWLeqtHL2L6R6Gnpzd56t8jx4xWq1SCr/0e+/TtS/3NZDL//ucf6qWuru60mTPKP/1qk6cYhkVGRnbv2pWuWaxHUdTExGTTls217OxQBJXL5dqhUdSnSLM5ZR/u1Lnzv0+eThxL5LxNSUmOjY1dsHhx+fU5EASRy+XaT9Pw8PDxY8bOmD1LeyhJ1Gr1s3+fxkTHTB4/kfwIhqJGxkZr1q+3LVGJiy/gT/l76oJ580YOG25qavLy5ct27dv5tW6tfdyybiUQBA0cNGjqlL9HDB3mVc8rNjY2PCxs+sxZFV+4AfwXIAi6ce06iqLansEQRGNzOOSdF4IgDMepuhoRERFyhULb8yk8PAJDMZgOi/PyIiIimzVr9l3x6a9fvVIoFes3biCNl1cuXcJxrPIi3DkcjrWNTV5uHhUOdfnipeTkZDaLUBIQBKnVKoWCyI1Ho9HCQkO1l59wHIdhuByfobuBgXXr1F25mpglisXigoICUOPgt0ehySPxKS7u+rVrhJ8SDRIZiNzd3Ut6Oio1LeNiv7TUNzTwcPfAMaJsulSab2JqQiW9trGxoT5IradTW+gMOoP55fkllki4XC67aKLI1egGsiwN8ciAIEru8LhcQtQW7UoikUil0vt375APIwiCWrVqVS3BfJVt12TQ6Yga2b59B5PJTE1JiYuNgYpWhDEUtbSyIp6/RZNJCIY/JyQkfk6AYfJGRAyXbS07c3Pzwq9V4w8aFxuTkZYGFbWBYdjB0dHA0AhFUTab3b17N7JqpWZu/q3MUkUU8/XUphwHufKBYZgyNHyTUsNLSqJdVIjxLTdKbQhFq2XRKB9B2aVZSc2q0lDst1aRCxghJhvEp0pWR/peiMNVwk+meuRp127dXFxdqQHFcZzL5RpqsjXVb1h/9do15MwVhuGx44nYERI9Pb0FixaZajyFya9txepVD+/fDwsNs7SynDFrFlk1oRx8fX3Xb9xgreWz7+jk1KFTJ9K1rhgwDI8eO7ZL125UGh2inxxuWQugTZs3271v36OHD8XivPkLFjZr0Zy6RBo3aWxialrOdNyjdu09+/bevXM3Pv5TnTp1p/z9dz1v7/LPBfCzMDE17du//97du3Jzchs3aQzD9Pfvg25cuz5g0CDyRsnn8y0tLU+fPCUSiVJSUggtixCmdPKJgqLo44cPVixf1qBBwzt3AiVicecuf5VMQ1Hok1R099eOZTY1NZVKpadPnnJzc/v336dPHj/R1dOLiIioXbs22ZKSqqRLEPVB0rmn1GkPuTpBzeWKHb1Hr54zp81YMG9+s+bNQkNCTp88NXXa/2A68awyNjHR1dU9fPCgQqGIDA9/9u9zoVBAHYKnoxMRHn7u7NkuXbuy2exi/aHRaFbW1pcuXLx08SKLxQq8detTXJyZuVl2djaZ+kS7D4DfBh6Xq6Or26RJ0xmzZpJbPgYHq1SqksYCLo+no6PbvHlzynYS/CFYrVaz2WwMx4UiYVZmJqJxjMFxfM+u3RaWln8V/ZrIlSvtvWlfeDY2NtnZ2Tk5uSKNv3hmZlZ+fr65BeHSamxszGazqdqVBXK5RPIlsEYgFBibmKzfuJHMVyjOy3v9+nWpXrOVDaJGGJU2KYVotOjoKHf32ojGaJ2TnRP8IZi6sSBqNYPJsnd0QovWd2CYnp6eEfwhWDuKSE9PYGlljeGkGyJEo2HJScnhYWHkfjTOuAwjY1MjY1OMmG9gckWhdQnTrMCUjOAE/HeEQmGv3r0ti9zGKggEQU2bN/+ynFcjqR55au/gUFYOPFMzM1NNvh5yBOtqco6SsFisRk0aazcWCoXFjPPlY65BewuKojo8npsHESpYDDqd7lOfiLuvOM4uzqWWJDa3sCg1+08FxwRQqUAQNGbcWAND/UsXLu7ft5/BoPP5gv9Nm9ajdy/ytqurqzt95szdu3YeOnDQxsZm4qSJUVHRpHKFIKhZ8+at27SOiozau2ePiYnx6rVryewNNBqtVq1arf3bkLMUno6Of9u2lO9pg4YNqZqELVq0nDhp4p3AO0+fPG7UuPGqdWuPBxx9/y6IlKcNisLkNYtfZu06dKCSibq6uZLZSUqeFJPFat6ihX2Rr4+urm7bdu2oi79Jk6YrVq08FnB0z67dPB532ozpvfoUOqIYGxvPW7jw8IGDB/cfcHFxmTFrZlxsHHWITn91jouNff8uqH37Dmw229raum27ttpLSEOGDZPly44fPaajq9Opc+dmLVpevXw58fNnAwMDNofTxt+/Wh78gEpFR1e3devWF85faNqsqb29Q3h42PKlywYOGuitKVdIhMUU6UhdXV2/Nq0vX7jYuGkTe3uHsLDQFUuXDRoyxNvHG4Yg/7Ztly1afPnSpabNmr168XLf3j1Lli4lPwjBsEwmi4qMquddj3QYINeLKZo0bXpg3/69e/ZMmDgRw9A9u3YZm5g0aED4PVtYWvr4+Jw6ccLNzU1XT+/EsWPJSUmUPG3cpMmJYycO7t/fu18/pVK5fevW9PQMsudVzIVzZ7y8vCpptcHaxmbBgvnUyx49utJoi8r/SM+eRIB5+fTt21ujU4urHFzzACUdhTWvCyfzP9J1QLkYGxv/b/p02ncCwzCVzaDGosk09geTmZmZkZ7u5uEBfjcAlVqdk51Np9P1DQxKdfEUi8V8Pr/UmyxOo0ny8oo533wXBQUFOI6ThZtRFNVOnldJ4Diel5enq6tbUuCiKCqTyX540UcqlbLZbFJVIwjyvcXBAZXE9atXhw8ZOnnq1AWLFlakfWRk5KD+A2rVqnXwyOFyllzJoPs1q1Y9ffxE38AgOzurlV/rWXNmkx95/OjR6pWrtu/cQQZG5Obmrl216unTp/r6BtlZWX5t2sycPYtsqVQqd+3YefH8eb5AkJuT061H94mTJ5OTn7DQ0H+m/M1kMtdt3Ojq5hoeFjZ18pRlK1c00Aq8e/H8xaqVKxVyOY5hfAF/3vwFXt5ENSAyNdWC+fM+xydwOBxjY2OxRPxXl67DR44gfwVXL1/ZvGkTl8tVKpW6urqLly7x9PIq52Q3rl+fk5M3eNgwDMOWL140euyYlq1a0f4bKcnJDX3q+/r6nr14oSLtnz979ur1Ww6Lqb3AWGPJz8/fs2tX/wEDvmmmAQB+pcRSlYqRhuruBaBGwGIytUvRfpcbEESsEv64Ni3mLVQ1pZUgCCrLH4tOp/8XhyTtYlE/UP4U8MshFApXrl79KS4uJSXFwsKCzB9O0qRp0/OXLlIxUiKRaOWaNXGxcampKRaWlrWKqtGQMcJT//dPn3594z/FW1hY2Nh+8T11c3c/fe6cNF9K/kKdXVwuXbuqHZJI+G418j15+lRUZCRMpzs7ObM5X6KyLK0s9+zbFxUVBdFoDo6O2tm1IQjq0q1r0+bNoqOiWCyWk4uLTjVVkSiW87t8UBQNCw1xKoqnruEoFAqkAsFAJGlpaQKBoPJycpWKnHD5kHwx9wJqAODJAQAAAID/CgRBdvb2VO4YCu1qt1RLewd7e4fiLctywSIRioRCkbD8lKI8Hq8swyeLxfLwKLM8pr6+fkPf0itY1kzUavXFc+fI4iA1nzRNgs9ypvcUIR8/Hj16dPqMGVwuF0XRp0+exEbHaGJDIAxDG/r6lhNhkp6efvXylU+f4kxMTDt17lzWBUaiVCgCjhxp3KSJu+aqkMlk2zZvGThkMFktD1ATAK7KAAAAAAD8YmgnsKvJ4DTa1atXW/v5fbO3KpXq0IGDtjY25JJmfn7+zu07jh07dvPGzevXrl27ejU2Jqasz0ZHR48ZOfLmjesIij5+9GjUyBGvX74qq7FMJrt48eKunTsTExPJLYaGhuaWFocOHFCpVf/hXAE/E2A9BQAAAAAA8PNBUfT40aNcLrdhUcr3cnj96lVMTMzEKZPJl1KJpKCgYOnyZT71G2AoiqAIp4wyBDiOnzpxAsPwvQcOGBgY5InFI4cOPXnyhJd3vZLORXcDAw/sPxAaGkrkK9BKg9qhQ4epU/5+9eJV02blleABVBlAngIAAAAAUM2gCFIyU+yvS2ZGRmRk5JPHT/R0dcdPnPjN9hiG3bp5y9rGhnJHzsrKYjKZBgYGKclJenp6RsZl1qlRq9UKhaJtu3Zk2kehQGBv75CcTFTvKylPbWxt+/bvl5SYeDTgqPaA17Kzs7O3u37taqPGjarG+x9QPkCeAgAAAKCKwDCiju6fc9yK49OggbmFJVmbkPYrc3D/gbDQUKFIpK8v8vdv49OgQUU+JRGLg9+/b9ehA3X6GRkZnxMS5s+dJ5GIGQxG8xYtJ0yaWKoDK1mUiAq/i//0Kejdu6bNmpVa9NXRycnRySk0NPT0qVPFMhfVret59szpvNzcUqtIAqoYIE8BAAAAUOkolcrjR4/6Nm7spinPlpWVlZWZSVYSwnFcIBCYmZmVpcxUKlVEeHhOTo5QKHR1cyu/1jyGYeFhYTk5OaamplQS4rDQ0KCgoP4DBtTYVBLe9RuwNPUIKihPa2xSyO49enTt1pXD5ZJp8ipITk5OVlaWWVE9dzJ6ydTMtHuP7j71G7x5/Wrzxk04hs2eN7fkNAOCIGONbVWpUN66eWPL5s3mZuYjRo0sZ0KCFJUs0cbC0iI3Jy8rOxvI05pADf2hAgAAAOB34u6dO8/+fdajVy/yZcCRI2dPn+awObhmcbZjp06z5swuVTvm5eWtWr7i2b//MphMpULRuGmTWbNnl7XUK5PJtmzafOP6dYYm226vPr3HTZhAp9NNzc0fb9psbm7euk0bWo0Ew7DvUpw11hgs0q9o+dDyk0+18fdv0qyZvqYMmIurS2pq2t3bt0eNHUMq0ZJERkauX7suLCSkd98+gwYPJutQfhcsFgtB1Aq5/Af6D/jpAHkKAAAAgMpFKpWePH6i81+dyYLmKpUqMiKiXbv2Xbt3Q1AUx3BDI8OyHP7OnT379OnT9Rs3eHp5fXj/fsqkyU6OTmPKSEd/6sTJ69eurVqzun6DBpcvXV6zalUdT89mzZoZGhi0aNny2JGA+g3q8/nfznBUw2GyWH91625iUl6e5l8LBoNBp9PJKvCkWE9KStJOJm1iYoJimFpVemR9RHj49H/+Z2NrG3D82A/XX1QqlTCdXiyfLqC6APIUAAAAAJXLq5cvc3NyGjVuQr7Mz8+X5cuat2zhVa+wsFNZ4DgeHRnVslWrRo2Jita+jRo5uzgnJCSU2lgqlV67erV3nz7NW7Sg0Wi9+/Q2NjK0KMqi2qJVy2MBAa9evGrT1p/2i0OHYSdnZ55W6YFfHZFIpMfnZ2VlUVt27dipUCrWbdigo6Mjy89/8vixpZUVaTXHcTw2NpaG43b29jAMq1Wq/Xv3GZuarFyzWk9XT61W4zgOwzBpjEdRNCY6ms1m22rVgCiV7KxsPT3dsoqVAKoYIE9L4cP79wwGw8WVKGhe1V8IAAAAVA7VFXOD4/ijBw8trCxNizwLxXl5Uqnkwf37Z06fZrPYrfz82nfswOFwSn4WgqClK5bDMKxQKNLT0kJCQtLT0vr261fqgZKTk3NyckxMTLZt2RoTE+Ph4dGtR3eqLqCZmZlNLduHDx78BvKUVF011v30BxCKRG7ubiEfP2oypRIlnbv37DF7xszRI0bWqVv3Q1BQSmrqmnXrSNMmiqKLFyxEUOTg4cM8Hi8rK+vF8+fS/Pw+PXqimmB8tVrdsGHDxcuW8ng8qVQ6jTCs2uzYtYs6HIZhcrkcRVHtPkRGRDg5OQPH0xoCkKelMG/OXIFAsGf/vvLLTAMAAMAvRHWpGYVC8enTp1p2taiQppycnNTUNBaL1bJVq88JnxcvXPgpLm7y1L9L9T0lP/Xh/fslixbFRMe4ubt5+3iXeiCN6pXu37fPo7aHubnFuTNnAm/f2rR1q6WlJbl8XMu21vugIKVSWX5wVbUAw/CvHrP/X2AymW38/fft3pOakmqmMXg3a95874H9d+/eTU5KbtK8Wdu2bZ2cncnGdDr973+mYjhOfo98gWDZyhUFBQXUFY5hmLGxMalldXR05sybp6PzVUlVOzu79Rs3uroSUXokeXl5YWHhvfv0YjK/JEMFVCNAnpaCUqlUqVS/08S0RpGSnLx/336ZLB+CIDDEAEDVwKDT42LjYDqdVuV3toKCgnxpvp4en9piZW29as1qn/r1yTxBtna1jhw61KFTR5eyS0q6urlt2LQpIjxi+7ZtG9auX7V2TUkZgWGYLD+/e/fu8xcthCCoR8+eo0eOvHrp8vhJhXk39fh6EolELpfXQHmanZ0t5PP/ZIXaslWra1eu3Am8M2TYUHKLu4cHWXS0GBAE1dfKV6Wjo9PKz6+s3TKZzCZNC71KKARCYctWrbS3PH70iMfl+rdt+5/PA/BzAPK0FP7wWWxlk52Tc/bMmeysLBaLBcYZAKgacByn0+kcLqd6fJYgwheQemVoaKgdQd+gQYOD+/ZnZmSWlKdyufzh/fu17O1dXFycnJ2dnJ1TU1OOHz2WnZ1talo8MEhPT09XV7d+wwbkjaWWXS0bW5uk5CSqAYIgUE29vQfevOHt7V0z+1Y16OjoDBoy5OTx4391+UukCdivMqRS6YN793r37SMEjqc1BiBPAVUNBEF0Ouzq6jpjzmxdHR1gpQYAqgwMw6ysrKp4wHV0dPgCgVQiobYcCwgICQldvmolS2MBjYuNY7NZhsaFTqJKpVKtRnR0eBAEYSgacCTA1dV14ZLF5LsSiURHR4d0VMVxXC6XwxDM4RIvLSwtzc3NoiOj2nfoQKPRcnNyszKz6vvUp46bJxYLhQIul0ureUilUqVS+RsklvovNGrcWE9Prxo0Ok4bMmx47Tq1q/q4gLIB8hRQDaAoalvL1t/fHwSfAQC/PRwOx97ePiE+XqFQkLLSyspq29Zty5csade+fWJi4u5du1q2amVvb0+2P3XixIN799dt2mhkZKSjq+vX2m//3n1GJsZubu4fP7w/e/rMkGHDSK8AqTR/wbx5VpaW/5s+DabTRSJR9169Dh04yOVxbWxsL56/gKJIh86dyN0iaiQ5McnJyalmZg76rlU7DMezMjPNTE1ovxcwDNepW7fqj6vH1/Oq51X1xwWUA5CngOoBwzC1Wg3kKQDwJ9C6TZulixcnxMc7u7jQaLRWrVsvWbb05PETa1atZjKZf/311+ixYynVqMfnm5iaUDeHIUOH0Wi0e3fv3bx+g8vlTpg0qf/AAaSSg2HYyMhQKBJRwm7wkCEwDF+5dFmlUpmZma1YtZpSvampqYmJif0H9P+P50KH6ShGRHzjOI5hGB2uBmcJlVJ5LODIgIEDqv7QAEDVAOQpAAAAACoXbx8fW5taDx88JOUpjUbr2KmTf9u22VlZPB0dPv9L1BSNRuvRs2ePnj2pl2wOe/TYsYOGDBGL8wQCofbSvK6uzvyFC7U/y2Qyhw0f3qNnz4KCAiMjI+0J8JPHj01MTb3rf1nr/zEEImF0TCwMw1KpFEFQfYMq9ZKkQDTZPavl0ABAFfAbOq8AAAAAoEbB4XCGjRz+/NmztNRUaiOTyTQ1MyumTcuCy+WamppV0G2Uz+ebmppqa9PMzKx79+4OHDSwgocrBzMzs3ypRK1WSyQSFEVMqmmF/U8OogL8CQDrKQAAAAAqnYYNG6alpubk5JqamVX9cOdkZ7dr175l2emHvk+e5ucrFIp8iRSGYaEQFBkCAH4+QJ4CAAAAoNKB6fTuPXtW13q0k7OTs0thUvf/iIGBoVKpVCgU0nyJHl+v1FICP0Djpk0tLCxwHAdmUQAAyFMAAAAAVB3Vpb1+4nE5HDabwybkqVQqFAh/1m7dPWozmUwgTwEAEuB7CgAAAABARWGx2VwOV15QIJVIfmIWdxRFcU29+AqCIAgIjQL8xgB5CgAAAABARWGz2RwOJ18qFeeJjYpKCVQxDAajZSs/fX2Dajk6AFAFAHkKAAAAAEBFYTKZBoYG6RkZOdnZFhYW1TJwDAajYePGIlCBE/D7AuQpAAAAAAAVBYIgY2Pj1JQUsVhsZGRcXQOHYRhY3Af8xgB5CgAAAADAd2BkbJyWmoogiB5fr1qKmgIAvz1AngIAAAAA8B2IRCKJWIzjmK6uzs8auLTU1HypFChUAIAEyFMAAAAAAL4DAwMDsTgXw1Bd3Z9mPb1x7Wp0VCSQpwAACZCnAAAAAAB8ByKRvlQi5XA4Ojo6PzOx1PfULADOAIDfGyBPAQAAAAD4DkT6IiaTKRSKuFzuzxq477Kb4jien5+PIMjPOjoAUNMA8hQAAAAAgO9AJBTyeDw9Pb3qWotXq9UXz51NS0urlqMDAFUAkKcAAAAAAHwHLDYBTvuOtfifC4ZhqSkpSqWiujoAAFQ2QJ4CAAAAAPB96Orp6ev/tIqm5Hr9d7Wn0+kgjgrwG8Oo7g4AAAAAAPCLsWf/PjaL9RN3CMPAWgQAfAHIUwAAAAAAvg8+n/9zh6xt+w6GhoY4jgObKAAA5CngDyItLS0hPh6GYBpEBMkymcwic4XmcaAJccBxHFVrgmGLtmgCHyAGk8Gg0wt3VPj0gGg0HEEQHNc0hDT/NNvpdDqDyaCR2zXtyQ8hajVO7rCwMbEHOtGaQbYoPByxfwhFEQzHCl8U9gKCIYjBYBDbtPoGQTQUwzAM1eyi6B3NZxhM5levNa1xDEMxrPAUyM2aRnQGg7LfFG6EIGJAUJRqWnTmEEynaxoXjUVRgAiKooV/FfabeAXDMJ0ava8BD+OaDHGxff0HoJKAIMjaxpbFZIBfBABAAm46gD+FO7cDU9PSdXX1lEoFDNOvXr6YmpIC0+lFGhLCMMzM3MK/XTsWi43jWJGUhOgw/dnTJ2GhIUwmk5JiGIYLhII2bdvq6uqRTmNEe4gGQ3BEePibVy8JQfZFRRJSr137jgKREMcxUrniOATDcHJy4qvnzzEMI3Uo1dqnfgMbW1sEJbQyJfLy8nKfPX2qVqthmBKdEI5jzi6uzi6uGh1JSEoaTsMhGo7hjx7cV6lURQKX+A+GYVbW1q5u7hAEa7pMdByCIBRFQ4KDs7IyYZjQkWS/cRwTifTrenkVM+dAEBQTFZ2SkkxlXtScDo3FYnnW82ZqHrHkPnAaTpxjUnLi5wRNnws1K07DmQymg6OjHp+PYRi5VxoNhyG6WJwbGxNDCmVqIgDRICtrG6FQM3qFOyC2KhWK+E+fyCd6YU9gCMdwI2Njkb4+0SeiD0TvNNMDJCMjXa1WQUXCmtyRjo6uoaEhVuT5V3SqUG5Otooa6qL9s1gsgVBItaL6VyCTFQ71l8kDRGcweDweTKdEf+FbarVKpVKRXaCaQxDE5XLodAZxbpBmsDRdxFBUqVRpNyPOh0bjcDgMOnED/zJFIL4FXKVUFc1xii5AzWSMyWDiNBpMXB/Ef8muE30mLzliU+G+YDqDyWTQ6YzkpCQajSaTye7dvcvl8hBEjWE42bOiOR0EQ7BmFvRlSkOeKTFjwjHtTpMnS2cU/i6Ib4H44ojpIk5Uj8cKv3RyGqTZIeleSTbXmgUVzvwKD6Y1juRfWkNduH+qV4Ud/3oqSE0jtfmyf62Lv9gb5PVfsn3RJf0VsKY1taNi6U7zpVIEUTOKLpWKQEx3v9NdFQD4hQDyFPCngGGYUKSfm5Olp8fHcczJycnUxISQd6RKw3FCcQqEbBaLeILiMHXjh2HYxMREpVLSNQ8PUvNgGMbj6bBYLDqdXqRlCx+Hujo6JiYmMB0mWxY+QXCcyWRoxAHxvCSfUDAMM+gMLo9H2j7JXZM6CdaoW/LRSurNIlmMoShKNNfsGtd0hTDiFmlNDNfsHifelUql8oICjWIt7AiKokKhSPMnpcdwiJCteGZmVlJiInHcIrmNomq5mcK9Tl06BJP7pyR7SmpqeFiYRsvimu4RH+JwuW4edaCixuTpMBhwcnLy61evioRz4XfB4XBEBoZsLg9FUFIo4zhhpUtNS7975w6DwaB2S77Vrn0HNoerkeBEL8gRycnKvn7tOqE4CwePQK1WtWjp512/PooWqgRSJUvE4iuXLmVmZpASnBwSRK12r127c5duarWaulQIvY6h58+d+5yQQGomshsYilrZ2PTu159Bisgidcpisq5cuvwh6B2DnMBodoJimLGxca9+/UUiEYbhlCBi0Okvnj8LvHmDbFwozGk0JoM5ZMRIE1MTrKjbmvAXOCIs/OKFc9pGNYhGUyNIn/4DXFxdNd0mJwI0BoOemJh04eyZggKZtiMjjuNNW7Ro2rQ50fiLQIKUCuXhA/tkMpn29ANF0bqeXm3atddoR2jw0OE4DY+MjEYx7MLZs58T4rUtqQiC1LKz69ylG5PJJMRo0YDQcNqDe3eDP7zXbozjOI/HGzpyFPGTIS9TzXdLZzBev3zx/N9/tU3sOI6z2ey/unU3MTXFUJT6MTIYjKjIyLu3b2nb7HGcWIXwa+Pv4OiEogh5fZBqNDcn9/zZ04XzpaKzRFG0cdNmtevULdSRmgsTguD8fMmtGzfycnNhOly0GEKoQBc39ybNmqOauSJ5PUIQTa1GHt6/l5aWqlmQKdw3pvnS/fzbFhOOdDr95Ytnn+MTyD1T8y42m92kaXO+QICiqKOzc0JcHK1i0GG6s6urjo5uBdsDAL8cxOJddfehxtGujb9AIDhw+JCe3k8rWAegCAkJ6d+nj4+Pz669ezkcTpWNzNEjAUlJKfYOtXr17oUgKPUs/PITIGQmsZZduEXr/+gwDMHw19s14oZY3C/emDCTaGkaSu0Rxqevt5CWS7hYT0gdiSAohhXZ/0j5QTQmfQyoDpB/oShCLsGTgrVI7NEIc2+xPWiezRo5W/ikJbcXBgITBi3tISFUOKnbimRi4Z4YdEahNtU6II7T1CoV6ZNAvUXDaTAdJuQmpTSL/qNWq4kRLxQ0RcZLiPCO+NKDovY4hhKTAK1UPoRbRZEY1N43KaI1llFqz4UCDsWIL5fqMil/YTpMZxDOGF+Dq1QqclSLdHLhKJEXLdGlouNBNEguL1CpVF9GqWjPPB0dGIY185fCHkIQTS5XyGT5RA8Lz79w/0KhiF40q6HhpASnKeQKsTivaBJAHrSwMZvD0f5eIBpNqVRmZ2ehKGGNLBo/4k++gM/nCwpfFJ0ghmLJyckogmhmRoV7wjBMT49vaGQE0aCs7KxbN27yBfy2bdsymazkpKSCAlnRNIroCophOjwdM3MLwmhddPWSci8tNTU3J4cGQzTya9MA0+mOTk6kXRMrXJ8grur09PSMtFTq8ifPkg7DtezseDo6hIgsOn0IhnJzcj59iqMu/sKTgmi2texE+vrEQgQ1JBDxvYQEBxeNGiFGMZw4cdtatmZmFsRPrKjThC1ZoQgLDS2QyTSLEkQvCHmKombmZo6OzoQ5WOuyQxEk5GNwbm5O4ZWm6Yhmiivw8vYp/MmRvwMasQLz4X1QSnJS4SSzaKyZTGaDRo34fD7hn4OgarVqxaqVFfE9ff7s2YuXr3kc9tjx477ZGAD4FQHWU8CfAkSDmCwiXyEM01ms0l0hAYA/A41ootR9CQiRR6NFREbu37u3FrNW9x7ddfX0ygotL7UaJzmjK3lUTaEjyoxeSKneycWmf4UbNY2/GGW19oQgyFer6uRHNI4NJfuMIIUzOu0DQoSXeaG7drETLLU+E4Ny1/4y4yk6xy/ytGhAGOTiSfGTRLRGj1na0X9WEVQA4NcCyFPAn4JCqXj54rm1tUV1dwQAqHa+oYJI1aUJ2yPQDpsrSVlxb6UetVSxWFZj1vdkbqp4N7432KvifQYAAD8LkGgN8KegUMgf3r+nVCqruyMAwK9BMRcLAAAAqDKAPAX8QYCEggAAAAAA1HyAPAUAAAAAAAAA1CCAPAUAAAAA4BcDeFwAfm+APAUAAAAA4FdCrVLfuHolIyOjujsCAFQWQJ4C/iBKreYCAAAAvxYohoaHheXnS6u7IwBAZQHkKeBPAYZhvkAAoqMAAMBvAFnxtbp7AQBUFkCeAv4UeDydHr1683i86u4IAAAAAACA8gDyFPCnQKfTTUxMy8kuDgAAAAAAoCYAHtWAP4gSZQwBAAAAAADUOIA8LQVIw3dVvQP8AN9VhPCXOxwAAABUHiCxFOD35isFhqJoSEhITlY2ed2jGOrp6WVkbES+q1arX754qVQoSrpjYxjm6uZqYWlJvkQQ5N2bt1KptNSWdvb2dvZ21BGDP3zIzs6GoeJCGcMwS2srFxcX8iWO42GhoakpqSUXZzEcMzY2qVO3DrUlKioqIT6eDheXIxiOCQSC+g0aUFs+ffoUExVdTLjI8vMxFH3+7zO/Nq2pjUlJSRFh4SWPjuM4h8Op37ABVR46PT09LCQUw7Bip4/jOIvNqlevno6uLrklJyfnY3AwokZKtmQwGXXq1hWJROQWqVT6PihIpVSVbAnT6e4e7sbGxuQWuVz+7u1bhbyUrwnHcRc3VwuLwqLzKIq+evlSJpOVHHwUQx2dnGxtbaktL1+8lEolpba0rVXL0dGR2vI+KCgrK6vUlhYWlm7ubmS3YBj+GBycm5tX0rcfwzAjYyOP2rWp7yU2OubTp0+lfvVCodDTy4uaSyR+/hwZEVmyJZ1Oj4yI4OnxabTCA6anpX0M/ljqWj9Mpzdq3IjNZpMvc3Nz37x+XfJyIvFt5MvT0SH/lkqlb16/xrFSKkDiOF7Px5v6QmUyWdDbd0qlstSvyaN2bRNTE/KlQqEICgoqyM+HSgwpjuNOzk5W1tbkS7VaHfz+Q25ubqkDZWtby8HRofAligYHB2dmZpbyG8EwcwtzN3d3aktISEhqSkrJliiGGhkZeXp5UVsiIyM/JySUuk+Rvr5XPS+qY5/i4mJjY0v91fMFfM969VhFVc6zs7KCg4PJIcVx3MDI0N3dHdRAB/zhQBAkEAgYjMKfCQDwm8tThVyxYslSOoNhYGCAYZhKrTIyNqbkqVKpvHblcp5YApd4oKrV6sFDh1DyVK1S3QkM/Jz4ueSDCkGQv7p20ZanTx4/Dg0JLWnZQhCkRauWX+Qphr16+fLZs2fMEj9IFEU9vby05en7oKDAW7cpvajd0s6ulrY8DQ8NO3/uHCVECOmC0yQSSX5+/t07d1q19qPUQ2xMzJnTp+kMOlSkbwr3iaEGBgZ16tahDvf58+dzZ8+iGFZsoIhHL59vb29PydP0tPRLFy7KFYqSLXk8npmZOaVmcnNyrly+IpVIiikPDMeZTKZAKKDkaUFBwfVr17Kzs4sNPq6ZbA8cNIiSpwiC3LxxMz0treTgK5XK3n37aMvTO4GBiZ8/l2ypUqk6dOyoLU8fP3ocGhJSSku1qnnzFoQ81ZwsBMGvX71+HxRUUp8hCOLp5enq5kbtJDg4+OaNGyXt2cQX6mDv5u5OvRUVFX3m9OmSLel0enJSUqNmzamjJSYmnj51qqTQwWk4m8X29PKkrorMzMzTp06xmMUvJ7Kxm7sbJU9zc3LOnz2HYmixi4T8pqysragvVCKRXL1yRSwWlyIlCYkmoORpgawg8NatlOSUkkOKYmifvv0oeapUKu/duxsTHVPqQLXv0IGSpyiGPX3y9MP7IGaJk0IQpEnTptry9OWLF8//fVby16RSqzw9PbXl6bu3b+/duVuypVqtdnF18fTypLaEhoZevXwFpsPFBgpBEFtbW1c3N0qepqSknj93DkVRGIKlUqlMlr9n/35DQ8NihwAA/ijYbPbQkaMEeoWPEgDg9wPSXiCQSCQTx42fM3+em5sb7Q+mfRt/gVB4KOAIiPKuDEJCQvr36ePj47Nn//6SUqbyOH70WEpahqNDrW7du1fZQQE/kcyMzMkTJ2zdsYOajAEqlcjIyEH9B9SqVevgkcO6RZNqQE3g+bNnz56/1OFyxk0YX919AQAqheKWGxDXrDGJEZZGkMK9sqniESZWyd++UanUVXlQwE8Ex4s7zAAAfyzA9xTwZ8lTBEGALCMBP/7fjIIC2c3r1xQKeXV3BPCDYBiGIAj4YQIAAMBvz1c+ajAM29jacjic6usPAFBZQBDEZDJ/IfPb54TPt2/dUiqVOI5DEMQX8D08POp6elJOqAqF4sqlS55e9ZycncrfFYbjGIrSGYyyTj4vL+/61WuNGjcm/cLfvH6TkpLcvkOH7/W+wDRQzq+hISGhoaGdOnfWKXLP/S8wmUzbWrVAXBQAAAD8WdZTHo83feYMGxub6usPAAAoJCYmZu3q1YG3b7958/rVixdHjxwZNWLk6pWrFHIF2UCpVJ47ey46OuqbQ/b8338XzJ2XlZlZVoO8vLzTp05+iosjXz56+DDg8BGVUvm9X8aN69eXLFqkUBT2MDQ09MLZczKZ7Kd8qUKRaPbcuUKh8KfsDQAAAAC/jPVUX1+/+joDAAC+oLGYCuYtmE/mmkAQ5PzZsyuXrzAzNR0xehSNRhMIBMdPnSwW0V9QUJAvlRoYGNC14vfT09NfvXypkBd3bFAqlWqVSldPz8bG5vylS9SuGAwGm81mMBhisZg8UAW/mMTPiW9ev6HKH/Tq3bt7jx7FMgkUyGSyggJDQ8NSLdn5+flqlUpU2o2ITqcbGBiASwQAIH+kv9BaEADwvYC0/ABAjYZOp8MaWCxW3/792/i3uXz5Um5OLpk8ddWKFa9evSJbqtXqYwFHRwwdNnrkqLGjRz/7919y+7s3b48cOpyZmbl44aK42FgajZYQn7Bo/oJLFy+OGTHq1MmTpH5dsmjx+6D35EdgGFIqFLt37Ro1fMTQgYN2bNsmL5K26Wlp8+bMefP6NfnyxfPnixYsIO2ydwLvXDx/ISkpafHChampqTQa7cmjx2tWrszLy6N6ePTIkeFDh40eMXLiuPHv3ryhTvNu4J01K1ceOnhwzMiRwwYPWbNqNfUpAABQDARBnj56lJOTA0YG8LsC5CngD+JXjKrR7jMMw/UbNMhIz0hKTiSTzj559Dg5KZl898G9+/v37v2ra9c58+YaGBrOmzMnKZFoZmxi7Obmpqur69vIl7SDSiSS69evb9+6zcLSwqMOkTBYli97+OABqSk1B6J//PgxIjxi5KiRf3XtevzosUMHDpI9kclkjx4+pFomJyc/efykoKCARqNZ21g7OjkJBYKGDX1JZ9OE+Pgnj59Qa/1HDh/etXNX+w4dps2YzuawZ0yfERVZ6JmQmJi4b+++h/cf9BswoHuvXmdOnTp7+kzVjjQA8MuAIMi/T5/k5gJ5Cvht+WrRTalU3rh+o2nTplQqfgDgd+I3iKrh8/kYjskLCFsmBEFsNptakY+Li4Pp9BYtW1haWtb19Hry+BGXy6XRaJZWVo2bNvnw/v1fXboYaBLaE8ZYCOrdp8/Y8ePIzxbbFVERyth42ozpjk5E0FWeOO/GtWsDBw0UCIXFWtLpdDabTS4yOjs7e9XzSk5O/KtrF7KoAV3jJEC+m5Odff7suT59+w4fOYJGo7l7eIwYOvTShQsz58wmO2BgaPi/6dPqehLZ+589fRoeHkbGhFHnLpMRGrqVnx9ISAwAaH7EYHEf8GdYT5VK5fmzZ9Mz0quvPwAATSwWJ8THq9U/OUGprq7eoKHDfkoIeTUileYz6IxS9VmLli1EQmGXjp0G9usfcPiwo6MTKUZJWwuO41+GFMc5XK52obVi4BhubW1tXlRgzMXFNS8vLzeX8CgoHxRFvzqQFklJyRKJxNOzLvlSX1/f2dklMjKSbIxhmImJibl54RGFIiFK9PmrPeRLpQGHD+fn53+zGwAA4MfAcVypVMpLoPrPN2SVUokgSM38XhAUJXOkfLMlWnZLcugoz/tKQqVSUTdYojOKCnX7Z3ZAqcxIz6iCr7KU0uRgQgaoLnAcP3Xy5LDBQ4YNGTp65Kjnz5//xJ3T6XRDQ6NfvfBEyMcQfQMDM3Pzkm+5urnt3LN75ZrV7h4eZ06dGjZ4cFBQUDm7KvemhjOZDMpEimEInUFAvU3dJUg9WpGeQxpbj3bbQuNo0a6Ir4YyBhHNSrEM/epfHwBQw5HL5WtWrR4ycBBxHy7636D+A44cOvxfdqtSqZYvWXr1ypX/2L3c3NykxKT/np292H4e3L0343/TJGLJNz/48P6D+XPnSqXSkm/l5eYunDf/0aNHtEpDqVRuWLf+5IkT5Mtn/z6bMW1aWloaraqIiY6ZOGHCtH/+Sa/8gxavzQ0AVCPnz56bM3MWgiAwDEdHRoV+/Hjs1ElnZ+eftX/qZiSVSKRS6dczMQiCNTV+vxZbOE7jcrkifRGtmtDOPPrw/oPA27eGjRheagD7zu07BAL+wMGD23foMHT4sMH9B7wPCvLy8ipUopq0rxU8KATBSYlJ6WlpNra2RHDV23eWlpaFtlgIwjCcdDal0Wjh4eEqlbKY4iz1QFZWVkKh6M2b161a+5EVSsPCwlq19mN+HdcPAACqERRFg969U6tUHTt3omaeKIY5OTn+l91CMGRiZsbn8/9j9y6ev3D75k2i5Ph/Wwe7cObs3bt3Dxw+RO5HT0/PwsICpn979puamvruzVu1SlXyLaVS+e7t27pehHtSJYFhWMjHj0ploTe/jq6OhaUFk1F1Tmt37wRGhIUvWrrE0KjSXUDBgwFQU8Bx/PjRoyiKkm6LTCYzLTX18oWLpG/iz+XypcunT53iaA5EAEEwDOfn5zM1aCtUtVrdpGnTGbNn0aocDMMkEsmeXbvNzc0xHM/Jzn754oV3fZ+BgweTDXAcVygU1FoSnU7funlLQYHc0cnhxfMXKIrW0YQ9EXcxHZ3M9PRTJ04OHjrEwNAQwzCFQqFtgSi2KxzHP336tHzp0i5du31O/Bx4+/a06TNIT1aRUGhqYnL86FEOh5OQkHD3zh1caz88HjchPuHs6TNdu3XV4/MRBFEqFORDTigU9uvfb8f2HWwO197e/urlyyiCdO/Rg/wg0VJryUyloUqGGQD4JcHxyioKTafT6/j4TJg0qawGKIp+DP6Yl5db19OTxWIhCELGXCIIkpeXx+fzyUl1QUGBXC7X19eHIIhBZwwfOYJagVEqlTKZTFdXNyw0VCwW165Tp1hSS5VK9TE4WCKWuLm7mZiakhvlcnlWdlZ+fn5KSkotOztqeSctNTU8LJwv4NeuU4eazyMIIpFI+Hx+YmJifNwne0cHa2vrwv0UyDOzs6X5+ampqba1atHpdO/6PrXr1NaWvBKJ5GNwsExW4OLqQn2QHBwWi1XqIjMEQSw2m8lkJiUlRUZE2Nvb29aqVaxNSkpKRHi4vkjfvbYHNY3HUDRXM25paWkx0dG2Nja17O21PyWXyz98+IChmLOzE4fDoYaxdu3azs7O5J2ZRqOJ8/KYLJZajXwM/qCjo+NRu3YxS0F0dPTnhARnZ2cjY2OZTCYSicpaLc/NzQ35+JHBYNSpW5fyiJPlyzLSM0xMTZ1dXIqlC6wMgDwF1BRQFM3OztZevYVguJKWLXr27tWxcyfqlwnDcHhY2JKFCxeuWG5nb//VajX+lf2yKjEzNe3UuZNCrkhKSiIl5rSZMzp17kzdjFgsVus2baysrciXg4cOgSHag/v3A2/fFolE8xYu8PbxId+q36BBh86dwsLCxGKxgaGhUCRs36G9kdb0V1dPt227dhZFzqZOzk4TJ0+GaLSAI0dYLNbU/03r1qM7+ZZQJJo5Z/be3XsO7j9gZ28/ZcqU2NhYbpEvbItWLYOCgt4HvWvt30aPz7ezt/Nr05rqcP+Bg7g83uWLl548emRtbbV+0yY7O6JIFY1Gc3B0bOXnR5Ws8/bxQRA1CPwAAMqCy+XB8Fc5j6uG7OzspYsWv3r10tDQSCQSqdVqBweHxcuW0un0mJiYSePHL1+50rdRI8JCef78lYuX9h48IBQKlUrlxHHjmjZvPnIUkbP55YsXq1astLe3/5yQQEyVcWzh4iXNWzQnDxEXG7tw/vyM9AxdXd2cnNxxE8b17tuXTqffCQw8d/pMfn7+ogULV69da2VthSDIsYCAA/v2C4RCqVRqZ2+/avUqUzMzGo0WHx8//Z//WVlbJSUmqlSq3Ny8KX//3adfXxiGA2/fPn/2rEwmW7xg4ep1ay0sLS9fuHg0IOBQQIC+AaGSg96+W7xoEQRBXB43KTGpb9++4yZMYDC/pZc0Zo7LFy+dOnFSqVTmZGcPHT585OhRpJJDUTTg8JHDhw4aGhjm5eXZ1qq1eMkSKxtC+KalpU0cP8Ha2vrz5wS1GsnKzBw5ZvSIUaPomqdhbEzs3Dmz01LTBAK+kZFRWlq6vYMDecA7twP37Nq1decOsprSqhUrU9PSMBSRSKRZWVmeXp4rVq0i65golcotmzZfOHfOyNiYyWSamppKJJKde3aXas8OvHV7/bq1HA5XrVZzOJwFixbW8/am0WhXrly+cumSUqWaM3PWmvXrqOdFJQHkKaCmwGAw6vl4x8fHky9xHMcwjLzN/XS4GqiXKIqeOnGyW48e5I+whuDm4b5569ZyGujo6MyZP496yePxRo8bN2T4cHmBXCj6qrSSvr7+shUrqJdW1tZLly/XbmBiYrJoyWLqZYeOHTt07EiaEDgcTjGB7lWv3s49uyUSScl0/TY2tpu2bKFeNmvevFnz5lqGB7hnr15du3UrKJDz+XraH/Rr7eenWfQnGTx0SDknDgD84bBYrO69epsWmRV/LnQ6/fXr16tXriTn6TiOcbm8vv36mVsQLu8njh3/8OHDhs2b7e3tHz96tHTRYiurwhkyhmFyuZxallGr1YqixRNCISmUVEwPjuOxMTGurq7bdu2k0Wib1q/fvHFj7Tq1RSKRUqlcv249juM79+wWifQvXbywZfNmJyenej4+LVu1CgsNe/zw4fyFC0zNiHN/+eLFnt27J0yc1L5jh6zMzPlz5x06cJC8K0IaqyqTxVy6YoWRoeGmjRsDjhzxb9fWwMCgVWu/0JCQZ//+O2/hAmMTE9LUSnUVQZCTJ0+aW1isXL1KR0cn4MiRk8dPdOnWzVojJcsBgiCFXK5SKVeuXmNpZXnj6tVdO3fV865H1lV5/vz5gf37x44b17Fzp+ys7LmzZ2/etGnV2jUsFgun0XJzctQq1bKVK8zMzfft3nP65KmOnTpZWFigKLpj+za1SrVrz26Rvv65M2c3b9zQvEUL8oja3SZNzm9evVq8bGmLFi3evnkzb87c58+ekXfyRw8eXrxwYdqMGc1btoiNiZ01Y4aBvn4xTzaS+Pj49WvXtvRrNXL0aLVavXb1mpXLl+87eFAkEnXo2DEiPOLjhw+Lliw2NjamVTIgzqAUIM0ciDLkAKqMkaNH8/n8goIChVyOIEiPnj07du70E/dfrMASxc0bN9LT06hF818aNptdTJv+F6h1umJAEFTxUlLFYDAYxbQpAAD4LmAYtrC0rKSHFARBOTk5EeHh4WFh5P+iIiPJmnMFMtm/T5+28mvVuHFjExOTHj17enp5YVpuBtqLxZCGUl/iOM7n8wcOHmSjYdCQIVlZmeFhYcQCdFRUyMePg4cOdXB0NDA06DdggJmp2e3bgeTtyMjIiMPh2NraksvWt2/dsrK2btaiOYaiBoaGjZs0ef78OVnRA8dxNpvdu3fv2rVrm5qZtWjRUibLJ/N+lNyPdt9gGB4zdszc+fMUcnl0VLREIlGrVApF8ZJ7pYDjEAx37dbN28fbxMSkZ58+pmZm/z4lyqNgGBZ485aNtXW/Af0NDAycnJ0GDx36/NnzxM+fqU9369Hdq149U1PT5i1b4BhGZkpJS0sL/vChR69ebu7uZmZm/Qb0r2VnjxZFzRcbYQRFfOrX796jh7GJiW+jRmbm5mSCahzHnzx5Ym9v371nDxMTk8ZNGrdr376s8LKHDx7QaLRhw0eYmJhYWlqOHD0q8XPih/cfSActfX19LpdrUzRuVWc9xXFcpVL995i4XwupJluNXC6n0xkwDGdnZ39OSEhNSVm0YKGpqSmKImo1wufzBw8d8qvnJKr5fIr75OVdr0WLllmZmW4e7q38/HR1dX/WzlUqVfCHIFvbwok+RV5eXsChw2MmjP+JxwJUBmTKql+xtgIA8NOpeNKM7wVBkDZt2ixftbLkW0qVSiqVmGgsjuSE39TMFMdK70Y5WYBwDBcIhYYGhZnvhEIhg8EkA+fT09MhGo1aOGaz2eYW5ikpydpnTWY1wjAsIyMjJjrmnyl/E0eCILFYzONx86VSoVCI4ziTxRKKCqNaGQwGDMGalCDF91MMGIazsrL279ufThhfWWq1upgKLPOkcJzFYlFpVZgslr6Bfm5ONmlITk9PNzEzpVSduYU5giKF2frwwsQy1KjCcGFXZTIZiqKUYy6PyzU2MdaeDxTD0NAQ1nQVw3EWEUdReLISsVikL6IqXVtZWb15/brUry0tJVUoEgmEhdYHQwMDHZ5OWlphHRYMw8hxqwKft6/kKZPJ9PLy+u+xdb8WZJpxHMfz8vKuXL5iamLS6a+/cBwP/vDh7p3Abj166OrqsjmFqcUBlUdWVuaRQ4emz5jRqEnjyti/XF5w++bNtu3aam/EcXzfnr12DvZt2rSpjIMCfiIsNtvDw6O6XIEBgD+Hsp53bBZbIBBqp0BG1Ij2qhSRI6QoJRwprco4ACGCEazwXcKoieOkJNLT4+M4LS9PXLh/FBGLJWQKkWLdg2g0Okz38vJasnwZk8nEcSKjSIFMRq7XF6NUKV/qaaYkJy9ZtMjNzX3WnNkWFhbP/32m8XOo0EwAxzDKgQFRq/Ol+QYa0UksGQn4ebm5GIaR8RUSsRiCICoYq6wB19PTYzJZUklhHiucRlOrvpGAtmRH6XS6SCRK+JyAIgjpCKtWqco6I75AIC8oUCjkpD1OVlCgUCkE/B9cK/tpi/s8Hm/azBnaQWp/Arq6uqPGjJk0ZQqG4W382xw7eWLdhvXrN244euJ48xYtIRptyt9/Dx8xAhSqqWz27t7j5uZWSdq0LMJCQh8/fDh+woSqPCjgxxCJRLPnziU9/QEAQOVBZtLQhlRdXB63nrf382fPMzMyNFkwo4OC3lHxrAwGQ61Wp6SkaJKA5j3/9xmKoqUKLximZ2ZkPHn0GNdw7+5dHV1dskadk7OTkbHRzRs3yNwd7968jYyIbNK0CflBHCNiElCUMB9CMFzPu15sTIxSqTQxMTEyMjp7+syxo8cqYkvCMBzVUPKtnOzszIzMTn91dnR0ZLFYb16/zpfJKhKFBsGwUql89OChTCYj46uSk5J86hPxqXQ6vaGvb0RExLu3b8lApWtXrtrZ2VFuu2VhbGzs6Oh4/95dMpdfUFBQREQ4g/59UUMQBHn7+HyKjfv4IZgI8JdIHj58SLgilNa4oW/D3NzcRw8ekpr+9s2bLBbL3cOdVuUwKuic99sTFRX1Pujd7n17+UUedSKRaMbMGZMmTIyJjnZw/E8p3wDf5O3bty+eP9+zb39VjpUaQbZt3dqjZ89iU3NAzQSCII5WQBsAAPjp4Dih286eOfP06VPKwIYgiH9b/2UrVkAQ1K9//7dv3owYOszVzS0iPDw3J5eSDRbm5vV9fDasW/fq1cvM9IzsrCwYhqmdKBQKrXpyxDr44YMHX718iWFY8Mfg2bNnG2oyKwuFwilTpy5csGDksOHGxsavXr7s0Kljy1atyI9ZWlp++vRpzqxZi5YsNjE17dq9+4vnz8eMHNmgoe/nhPjPnz8vW7GSXEAn47QoAYqiqFwupzpjaWUZFxc3Z/bsRYsXG5uYIAhCvWtpZVW7Tp1Vy1c8efw4JTmZqJilVJ48cXzmrFlsDoeIRtLaz1dDh2E0iPY+KGjcmDGmJqYvXjzv2LkzlT6lY6dOr1+9/t/Ufxo0aJCUlJSTk710+XI9PcILH8dxuSbcQrurmMbNkk6njxk7dvr//jdq+AhTM7OoiAg2m6MuaqndbVL1YhrhTuUKpAa8TVv/x48eTfvnH5/69RPi4z/Fx1tbWlElUbSp5+3df8CAdWvXPbj/QK5QRISF/TPtf9aazABUuButSvgTI/eVSmVcbKyrm5v2xojwcFs7O2PjrxYFTExNLSwsQkNDgTytVFAE2b1jZ+++fc3MiYQgVca1K1cLCgr69O9H+02Ry+XJSUkWlpbaaQoqGwRBEuITDAz0Ka8vAADw02EwGJXhcsbj8ebMm5uZkYlrrRLjGG5hWegMamlluWHzpju3A9PS0qb8M/XihQuUrtLR1V20dMmdwDuJiZ9btmrl5OSUmZlJrhEzmcxZc+YYGhe6V2IYJtLXnzFzRkJCglKlGjVmNCXjyPrMe/buffTwoUQiXrh4cdPmzag7WMvWrVatXVNQUMDlEbs1NDRcs379/Xv3IiMimjRtNs+vlVvRk93C0nLVmjXOLoVVXbx9vNesX0fFm7du05pOXyNXyMmkeM1btrSxtSU9G4Ui0YrVKwNv3U5JSe3arZtv48Yvn7+QFchIMdeyVctadrX0SvOBFAiFy1eu5PMF798HJcTHz503v0WrlmQab3JgFy5e9Ojhw9CPIc4uLi1btXIsqnRgYGiwau0ah6J0Ue4eHqvWrLEtMprU9fLctXfPvbt3FQpl/wH9GUwmtygkzreR74pVq6iTGj9hAqyBDP9asHiReZEjLJvNnrdg/uNHj8PCwxo3bRIWGvrh/ftSzZEQBI0dP66uV93Xr94wGPQJEyfW865Hvdu9R48WLVtQJ1W54H8e6enp/fv0/fTpk/bGu3fujh01iixNToFh2JiRo+7cvl1yJ3cCA7dt3foxOFh7ozgv71hAwKEDB8VicUW6ceTQ4ZycHPwP4+PHjx6ursMGDyanfUQ2/mPHRgwdRmZlrzy2bdliJNIPOHKEfJmamtrtr7+eP3uG/74EvQtq3aLl2zdvqvKgmZmZndq1P3PqdFUeFFAZRERE+HjV692jp1QqBSNco3j65MmE8RM2ahIwVS9Tp/z9v7+nFnt0fpP79+41a9wkLi6u0voF+Ir79+5Nmzo1NTWV9NAd2K///LlzyfiwGstXvqcKheLwwYOk48hvjLGxsYWlxYP797U31q5TOzU17cP799obX714mZ2d5aNJWqYNjuMXz1+YP2fu4YOHtKeYb9++XbRg4cb1G7Q9x8siKzPz+LFjFWn5e5OWlnbqxMlxE8ZXQciL9orMoQMH3d3dGzRsSPt9IXNxVHGdejqdrlKpygyJ+A9IpdLjR4+RqWEAgD8ZlUp18dy5tPSqK7ZeDj9wh4EgiE6nlxo4D6gMHBwd4z/FjxkxctrUfwb3H1Agkw0aPLiKHw3/aXFfpVIF3g70adCAMgj/rnTo0PHE8eMDBg6kbNTGxsaDhgxevHDRP9P+R5Ypf/Xq1fat24YPH15qKAaDybSxtQ0LDUtOSra0tCSlwNMnT0T6+mw2mwpdJCmQySQSqVAk1E5T5+rmdvXG9ZLJw3Jzclhs9p+TxGrXzp31G9QnExdXNswiBfz27dtXL19s27Gjhv8+/zt0BiMlJeXtm7efExLqeXv7t2vH431Z6I+KjLx182ZGRmbt2h7+7dpp1xWMjooKvB34+fNnMzMz/7b+7h4e5HalQvns33/NzM0iwiOk+dJ+/QcwmQwEQR49ePj06VOBQNCoceNKWnaU5edfunjBv11bkAIMAKghyWRGjBwJw0Sm8O/6lIeHx7IVy8005Z0AVYCVldXegwfu37ufkpzUqEnjVn5+BgYGNXzki/ueMpnMGnLRVype3vV27Nj+KS7OxdWV2ti7Tx8Om7139x4IgjAMYzIZ4yZM6NiJqLhQEgxFa9euLRGLX798RcrTzMys90HvGzVupElg+8Wj/MTRY9evX1cplVwer0u3rn36EkXVaDTa54SEnTt2Tv3fP2ZmZgiCHti7B6YzcnKyX714SWfQe/fp27tvH9pvDREU+er1xw/BO/furoLD6ejo9ujVW1dXF0XRndu39+rdx/JbUZO/OhBMVDHZtmWrnb0dm8VesXRpeHj49JkzyNwiL1+8mDt7tpWVlb2Dw4H9B+7dubtm/XqRPuEwGhMTM2XSJGNjk/oN6r99+/ba1SvrN23y9PQkTZibNm7EcUwqzW/brh05ETsaELBz+/YGDRrk5mQ/fvQoIyOjMnQ/Ubm78gs9AwCAilO7Tu0fGC5DI6OmWkWVAVWAvr5+r969fqGh/kPv9SKRyMvL6969e9rylEaj/dW1q3/bdsnJSbhmtlGO/y+GYYZGRlbW1o8fP/qry18MJvN9UBBKaNY6QW/fUc1uXL++a+fOSVOm1PWseyfwztbNm21tbXwbEbmT8vLy7t+9O2rMaDLi7927oCdPnvTs2XPshPGPHz7asH69vYN9jaqx+XOBYbpELN62deuAgQNNTSqlNF8xmITBuxaXy7125SqGoj1/qR/qDyNXKDo1bTpvwXwIgi5evLhh7dq27dvVq1dPqVDs2Lbd3d1j/aaNLBYrMiJi3OgxF86fHzmaqIgdGxPj5ua+aOkSPp+fL83v0a3r+3dBpDwlp69cDnfXnj3mFhYwDMfHxx87cnTEyJHjJ04kvSbWrFr19foBAAAAAADfwW++slkOzZs3f/n8RUkPOQ6XY+9AUH5sGk6jwRDUvHnziLDwZI237uNHD93c3YiKDlpltwwNDWfPnTNw8CCP2rW7dO3C4XCTkwtde2EYZnM4lK2aTqe7u7nNW7igbbt24zQVjGKio2m/LwwG48zp02w2u2v3blVzRI2zNRYfn3Dm9Kmx48f/CUVrcRzX4fH8WvuRl1nDhg1ZTFZ0FHFdJSUlJcTHt/H3J11+HZ2cvLzrvXr5kvQGa+XnN/V//7x5/frQwYPr1qxJT0unFgRwGg5BUEs/P0srq8J1gM+fCwpkTZs1Ixs0b9HcwMCAyLECAAAAAMAP8efKU58GDXAce/vmzQ/vAcMwTy9PNofz9vWbnOyc0JDQ5s1bcDlc7fgbr3r1mCzW7JmzRgwdOu2f/2VlZpaVWRbH8Vp2dqRmYnM4XC4XQX5+cEkNAYbg9PT0q1euTv57ShWU7qVgs9hHjxzxrFfPt1Ej2p8ATuQToerAsVgsBpOJqIlk1wUFBRiGkVn3yMmSrq4ulSbw3Zs3Y0eN3rZl68cPHzhcjkAg0L6qYQjicL5M3hA1AsEwFdmmq6vL5XJB4VEAoHJ/3DWsui9RBApMSr+T5OTkYwEBWZmZ/2XkURTVDjIL/hB8+tQppVJJq5GgCFLBwNk/V57yeLy6np4P7j/44T0Q6/uGhl5eXv8+ffryJWGI9a7vg2Iodc/AMGz/3r0rli4TiYR9+vabOGmSqZlpOT9gSrnWtPvOT4fBZHx4/751mza169SpsoNCEEQm4RsydCjtzwCCaAqFMi83j3yZlZmpVCrJktBGxsYsNjsx8TP5llqtTvqcZGxiwmKxVCpVwJEAC0uLw0cDNm7ZMm36dF093WLRftqXqImJMZ1OT00tLMoskUhlMtmf4MIOAFQjNSqss6CgYOnixTdv3KzujvxixH/6tGXjZurm+WNcvnhp9YqVlB4NDQk5f+ZszZSnKpVqy6ZNxwICKtK4Bl3fVU/7Dh3evX3zw6mdcBxnslgtWrYMCw09FhDg7u5uZGSkrT7z8/PvBN7p1qPHrDlz2nfsYG1ro5ArYPofPeYkGIoZGRn1G9C/Kg+KIOrLF8/37tPHpLSKzL8nEFRQIDt08GBUZNTnz5/379tnampCupCamJi0bNXyxPHjb16/Tk1JPXH8eHh4WJeuXSAIwnEcISa4mFKpTExM3LNrV1xsnFQqpQqQkEnpqIPUsrOrXaf24YOHYmNjP32KO7B/X3Z2VjE5CwAAfiIsJuuvrt1MKtNrPy83NycnR3tL6aWSNBsRBHn7+k3i58LprjbivDxta5lUKk1LTdUqH/UVcrk8Oyur1Lfy8/PLsjIqlcqMjIzvTVOFoWhmRgZZgLR8UBTNyEiXy+Ul3yooKMjKzCzLopSfn1+qwMAwLDMjU61Ws1gsNodd8ZkGqulJsbpN8fGfgt69w4r60Kdf3+OnT/GLVsa+SXZWtkQiqUhLmUyWVca3k5uTk5GRoZVms/gHydHDMSw4+GN0CcdFiUSSWeLL/So0CsdxoijWH2Oft7e3Z3M4YaGhTZo2/d7PqlQqOgyjKFrXyxOCoMePHu/dTxTkJCqeKRTkxcpiscwtzJ88fuxVzys3N/fGtWuZmZkfP3xs374Dh8PBMEyhUFCjrdLw5YtQKH7jnHAIitauU6eqi6dDkKdXPaOiAht/AjAEW1haQjA8ZdIkCKIx6IwFSxbra/KJQBA0bsKEvNy86f/8T09PTyaTjR0/nvwhsNns/gMGLFu6dOTQYSw2283NtZWf36VLF5u3alm3bl0IgrhcrnaSWh6P98//pi2cP2/cqNFMFtPSytrF1ZXOoFdSGtfffm0BAPgmMB12cnHR1UoS9xNJT0/fvXPn+6AgHMe96tWbOHkyWW704YMH58+eGz1ubN26daVS6fq16ywtLUeMGokgyJZNmxITE8+dOaOnpztg0CAIgg5oKlTnZGeHhYetWUeUayqQFezfv+/fJ0+USqVAIOzXv1/7jh3JZZZ3b99eu3LN0cnh9q3bOdnZHnXqTJoymUpwWVBQcPDAgYf3H6jVKlvbWpP/nkLVccRx/MqlS2fPnM3Pz9fX1x8ybChV/vTD+/dnTp+eMHGihSa1ztlTp5OSkydOnkTeu54/e3bowMHMjAwWm93pr84DBg4sKyvIowcPA44cyczM0NHRHTJ0aIeiZD4Ighw/euzG9esqlcrU1HT0uLH16hVWV7p7586b16+NjYzv3Lkjl8t9G/mOnzhRUFQv/WPwx53bt5P1/OrUrUutmqrV6r279+jp6Q0ZRqzvZWRkbNuypUvXrlTWxfv37h0NCMjOytLT1Rs6fFjb9u1pNNqtGzevXrkizhMvmjd/1tw5BgYGRI6/J0+mz5zB09EJvH371o0bs+bOJY0ywcHBx44EjBw9ytnFhUajhYWG7tm9O+FTPATD7dq3Hz5yRKkhN6GhoefPnLWztwu8dTs3L8+jtsfkKVPMLQqriKWnp+/cvj3k40cMx02MTUaNGeNTv7AA2JvXr29cv+7s6nru9Jkx48b6t227e+fukI8fY6Jjdm7fPnrsWCaTKRaL9+/d+/LFC5VSbedgN2HiJAfHwupZX30fLBarabOmVS0aqg8uj9e0adNbN2/+gDxt6OsLa35XIpFowKBBYWGh5FdiaWnZoWNHMmsph8P553/Tdu3YsXvnLiNjo4GDBzf09X339p1YLOZwOCKRqH2HDqRfIAzDvo18eZoqbeQH/dq0trOzo/224IxKkC/fOCSK6ejoIEjps/bfEo/aHucvXWQwGFGRkXK53NnZWVdrSm1kZLR+08bY2Nic7Bw7u1qGWnleWrX2q123Tkx0tKGRkb29vUKhSEpMJO/y+vr6h44GFHOhdnRyPBQQEKmpB+3g6ICiaFk+1v8FDofTsKFvFdXTAwBqNqjG+JednQ3RIJhO/PuS0BBFcaxoFqeZl1K+NjiOa2oFaares9klUwjn5+cvnDcvJSV12PDhEETbv2+fUqFcumI5g8Fw9/DYuW37+jVrd+7ZfeL4caJ04o7tdDodx/G6Xl6Bt247Oju7aHQPjUYLCQm5G3jHu753ixYtdDSPttOnTp06fmLWnDl29naXLlxcuXyFnYOjs7MTKcVOHj/u6u7Wf0B/mE7ftH4Dh82ev2ghDMOk9r114+bwUSONjY1PnTixZNHi7bt2kmrv6pUrq1as7D9woE99n7uBd+bNnrNh8yYytCA9Pf3xw0eDBg8mZVR4eHhERASmseMmJyWtWLasfoOGo8aMDvn4cevmzQYGBp06dy45yC+ev5gze3Yb/zYDBg64f//+4kWLzC3M63p6Yhh2+ODBI4cOjxw9ys7e/sL583Nmztq6Y7uzM1FDNSkxac+u3S1btRowaGBWZua2LVuNjIxGjiay9KSlps6fO1coFIyfOCE9PePokSOUKxSGYe/evqXSkRYUFDx5/Lh+/UJt+vTJk3mz57bv0H7QoEF3Au8sWrDQ3NLSw8PDxtbG3t4hLi6uYSNfDpuIXfn06dOTx4+n/DOVR6Ppi0T37t5r1br1X1264Dh+/dq18PBw0kaTmJg4a8ZMA0OD0ePGZmVmHjxwkMlkjBg1qqRfVm5OzulTpxydHAcNHsxgMPft3btsydINmzfxeDzy2wl+/2Hm7Fk8HZ09e/asXrly34EDZILC9PT0k8dPODk5NWzka2tbi0xDZmxsLBQKCV2usRkfDQi4e+fulKl/6+jo7NuzZ8miRXv27+NpKs1+JU+5XO6kKVNofxJNmzVbunixWCymZjYVAYKg0ZqEUCSDhgym/vb28dGuHezs4rx521axWKynpwfDcBt/f7VaTc7SrG1slq9cQTajM+ijx46lPiUQCGbPnUv7ral6G5hMJjt7+lTjJn9GUJQGGIbJYDs3d/dSG0AQRBR6LpysfoWhBvJvLpfr6OREfaTUpAccDqeuxm2ATMtAqwSEItHMObMrY88AwK8FhmFsNqdAJjt+9DiDyYiJio6JjiLnhBiGeXl7G5mY4ChGgyCVSvXuzZv8fAlEgzAc5/P5nvXqsTlcFEEsLCw6/9Wp2M/57Zu3IR9Dtu3aSdoCdfX01q1ZEx8f7+DgYGxsPHve3CmTJi9ZuPDtm7djx48jH3YMBqN169aH9u/38fHxrl+f3A9Eo9nYWK9bv55asLKwsFi6fHmbtv6k6fHa1atZWZmkPIUhWEdXZ9zECW3btiWkbfDHyMhIhVzO09H5nJBw6+bNv//5p0evnsRM2NFxwrjxr1+9auPvL5fLz5w61crP7+9/ptJotPr163+K/3Tm1OkGDRvCMEyn09nsL+vmTCaTWvPJyMxMS0v3beRbv0GDBg0burq6CkWEnCoGjuPnzpyxt7eft2ABm81u4OurVqvTUtPqetKysrLOnz3Xu0/fYSNG0Gi0up6egwcMuHr5svPMmZowElgoFE6fOcPdwwPDsJcvXoaEhJD7fPLkiUQsXr9pg6MjceJ5ebmHDx7SjBYBi8WiYoUhCGKz2dR3evbMGRdX57kL5jOZTJ8GDVAUSU9L8/DwcHVz8/T0lOXnd+nalfwsg8EgagNpVKabh4enl9eTR4//6tIlLy/v9cuXbdu1Jcuv3LpxA8ewNevWkYZVmazgxvXrffr21SsKpaUg7/nDhg/v1qOH5j4smD1jVmRkpJeXF4ah9ep59+rTp169ejiO+8fF7d29RywWk/KUTqczGYwpU/9u7e9P5XU5ffKkhZUlleklMjzCzMy0WYvmujq6Lq6uH96/p76yPzTvKYWbu7tAIHz88OFfXbtW3lG0tW9VBqoDvgIifi0gZAcAAPzqMJnMjPRUcwtLpUKBophYLE5MSmQwiIcLhiLOrq4YiqEYBkOQGkHS09Nyc3MgCMYwzMDAQKVGmEwURVGVWl3STBATHSWTyQ7uP3CcdZQG0fJyctNS0xI+EfKUtL8MGjJ4xdJlXbp27T9gAPUpBEFIuyy1BcdxR2cng6IpLo1G823c6E5g4Ixp07IyszIzMwsKCigzHYZjAoHArhZhYNMIICGGYaQzZVJiYm5O7o3r15/9+5Rw7yEEYmp0VFQbf/8sQmWm/dWlC/kpFptdp27dxw8eFhQUlLQKa3vD29vbt27tN3vGzC2bNjdp0tS/nb+TxupZjIKCgpiY6EaNG5MrNnp6emvWrSNHLDUlJScnp55PYWJygUDg6OgUFRmpUqlYLBaKYqamZkXOCbhAIKC8RRM/J4r0RWZmhX4LtevUYXM42qXRS6VAJouNifVr05rUDwKBYO2GDdR3pzGH42q1uqS64PF4rfz8zpw+lZWZGRkRmZ2V00YzAcAwLDYmNjs7e+2q1TQiVyCcmPg5IT4+IzOzpDzFMEzfQJ8aIhsbWyaTmZKU7OXlxWKxmzZvdvP69cMHDorF4s8JCZCGwmuA+KCBs4trsfQO2tdJ1+7dVixd1rpFK0/Puq38Wrf2b03Nl/50eUrI+ZYtHj9+0rkLERRS3X0BAAAAAOAbuLm783R0aEUCpU0bP8LbGy8txxMEdev61xfFoAl81OSAxoQiUcmVEJVazeFyvLy89PT0MAyD6XDnrl1cXF2+hOakpzOZzLzcXKlUWl5hTM0BiT1ojGEIgmxYu+7Bgwc9e/Xy92+rUCjWrl79Vbo6GC71EaxGEBimu3u4W1haYiixtxYtW7prloM0OogI5fzSGieyMmvvh/pbjaiprXw+f+Hixd179nwfFPTowcMzp09NnTZt+IjhxQ5NCCkE1Y5bIgNCNFvInX05NIZj2seFYZjql3YPWSyWZuwLvx0Wi0V6CZbsMEbIOIw8DqrpinZLRI3QoAplb2jWvNnxY8eCgoLevnnj5uZqb29PCkeVWi0SiXwa1CeOiNNI3wBqxawYhB20yPaM4TgEQyw28TInO3vOrNmZGRnde/aoVatWVFTUpfMXtM+XrMFZVt9wGq11mzb29vZBQUGvX73evGnj+XNnt+3caWpKxPwBeUpr2arVuTNnk5OSLa0I1zoAAAAAAGoyurq6Hh4elbHnWnZ2EA1u3qKFoxMRfhQTE3PxwoVGRYmir129duvGzfkLFxwLOLZ758458+ZRCgnH8XICIjMzMv799+mIUSOHDSdU4MsXL+RyOYP+bQVibm7O5XHdPTyIEso0GhlJQ7p4Ghkbm1tYvHn9pu+A/hANksvl796+c3RyImM/IAhSq9VkfiUEQSIjIyjj4sMHDx49eDB/0SLfRo3Gjh8/dcqUp48fDR02tJja4/F4VtbW4eHhpGEyPS1t4vgJg4YM7ta9u4WFhZGR0cvnL8hF6uzs7MiISP92bbVjRkvF1c31/Nmzn+I+1fWsqwlOClMoFKTqhDRjSGUSiIuNzc3NJdWqjo6OpZV1eGgY6dafkpw8aeLEkSNHdfqL8JfFNaK8rIVZOzs7j9oeFy9cSE1JGTJsGNlDOoNhbW0dGx3dpWtXcriePnkS9PYd6XpRDBiGc3NzY2NiHTURaeGhYeRuifqCsbEfg4N37t7VoGFD0jasRpDyAw+I66SoQYFMtmHd+pZ+rXr07NmjZ8+XL15MHDc+/tOnUuRpQUHBvj17u/fsYW1tTftjMDU1tbGxefXyhaXVH1HlEgD4RRGLxUePBAwZNpQqNAAAAH4uvg0b2jvazZszZ9DgQQqlMuDQYRtbW4EmYDoiImLThvVt27UbOnw4m8NZv2atV716HTTR96Sj553bgXXq1PGpTxjkqEQ0JDq6ugb6BvcC79hY26Skply7fCU/P//9+6C6Xp4cDgdFUSLjTZGZjZSVpBHO3sHBr3XrdWvWZGVl6enpnT9zViyR9B8wkMwxMmDQwMULFq5ctsLb2/v+/fuJnz//M30auRNLKyscx/fu3tvpr06vX70OCwv3KHLB1+Pzb1y/oUKQ1q1bpySnfAwO7tOvX0lLJJ1O79W795zZs1evXFm/QYMrly5LxOK6dQlZaWBo0Ld/vz07dzHZbDu7WlcuX4YgqEuRi6B2Ap9iaXka+vra2dmtWLZs0JDBaampJ0+cwAgvDOLEmUymvYP9ubNnjx09ymaxL5w/J9cUTyHdSXv27rVw3vw1q1Z51fO+dPFCgUxWu25h1nAejxcXF3fm1KluPXpown+/OjoEw63b+E+dNMnByVG7Hk2nzp1u3bgxc9q0zl26pKakBBw+0qnLX6XKaxiC5AXyLZs25ubk0Bn0A3v3tW7d2sbWVhMars/jci+cO6dUKkNCQq5cupybk/Ph/XtLKwsIIlIbafdEk3GCzuZwnj97/vDBg+YtWrDZ7Ly83OWLl4weO1akL7p+9aq5hQW55+LyVK1Wv3j2zK9Na9qfBJ1Ob9GqZeCt2z16AXn6mwNyEv3SyAsKHty/17tvHyBPAYBKQigSrV6zds+u3QFHAiAYatS48dgJ47lcIoNVeFhYo0aNxk2cwGAwevXunZKcEh0d7adUcjgcXV3dwUOHnjl1OiI83EcTHUWmQ6KWqvl8/qw5c/bs3r1r5w5zc4sx48a9efMmPCxcIpFwOBwLCwv/dm0pr0dXNzcGg0maA1ks1qw5sw/s23f5wkUUw2xsbOYvWmhuUei72a59ewiCzpw69T4oyMjYaO2G9d7ehf6gTk5Os+fNPXn8xMH9+73q1Zs+c4Y4T0za7by9vZevWnX61Kmd23dwuZy+/foNGTas1NHwa9N6+Yrlp06eeh/03tTUdM26dbU0VkMIggYNHszhcK9cufz08WMLS8t1GzaQ6+Y0Gs3BwaG1fxvSYxWCIG8fHypjjK6u7uLly3bv3Hks4Ki+vv7Y8eNiY2LI6BQIhoeNGFFQUHDx/HmhSNSrTx+vevXMi7xU27Vvj2PY6dOn3755a2ZmtmbdOsqM6N+ubVhYWFBQUHtN1iB7B4fWbdpoC82Gvr59BwxwdnE2MzOjNjo6Oa1et+7Avn0H9u2n0+kDBg0aOmxoqYZPFMOMTYybNG126+ZNeUFBuw4dRo0ZTca/Ojg6zF0w/8SxY9u3bnV2cVm0eNHFCxeCgt61bdeWxWZbWFq2a9+etM6SsFisvgP6H9y3/+OHD02aNmUymbPnzNm3d9+5s2dxHLewMF+2fPmXTuJaiMXiIQMHhYSE4H8Y6WlpvXv0/BQXVwXHQlE0/tOnrKys7/2gTCaLiooqKCjAf3E+fvzo4eo6bPBguVxelcfdtmWLiYFhwJEjVXlQwE8kLTW1X+/e6enpYFSrhoiICB+ver179JRKpWDM/zTEYvFP/94xDMvLy6NekmmMK4gsP1/7s9qgKCrOE5f6lkqlkkgkZe0zJyeHNNOWD4qiubm5pb6lVqvL2X85SCVSTfRXKUjEYmUZI4MgSFk9+WFyc3PL1xWPHz1q06pVZGSEQqHIz88v2UClUonFX8ZfrQm5+y5k+fnaeyABFYwIjE1MHOzt7965S6t8VGrVvDlzz587R75UKpVXLl8O+ViYdaIcIiMixgwfGRERUfl9/D3R0dHt3rM3l0skVAMAAABAOfD5/JLx7/8RCIJ+OI8NT0enrPyPMAzzBaU7/DCZTL2y6yeJRKJveouS+y8rHzyDwShn/+VAVIouIxpbj89nlTEydDr9p2emFwqFpHW8LDAMUylVapWazWZrm0IpmEym9orWDyQW5OnolFwTA/K0EP/27Z79+2+xWmGVAYtJLFV07Pil8sTunTtfPH/+zQ+Sc5QaVWf514LBYNSyt6/6cgAAAAAAAPyiWFhY9OjViyw3WJWAyP1CvOrV27l9R2xMjHvFwiElEsmd24HBwcFcDsfPv00DjZ9NakrK2zdvGjZqZGRklJ2V9fTJUzd3N0cnJwxFHz9+bGho6FG7NlmWgyyKoFarA2/fFoslb9+89qrnVc/bW1PxnPbu7ZsH9x9IxOIGvg3b+PtTuT/oDHp6Wtrhd+8+xcV5enn5t23702e3vzdkyRAAAAAAAAAVwcHRkSx8UMUAU1whAoGgbt26D+7fr8ioIQiyecPGvXv2sJjMpKSkfyZPuRMYqKkAkbdy+Yonjx7TaLRnz55NmjDhxPHjRGmvjIyVy5eHadIxqFSqDWvX3bp1i/A4RpDQkNB8qTQuNi4qMorc+eWLFydPmBAdFSWRShYvWHhg3z4ydg+CIIVCsWXT5uf/PpMXyFctX7F/797KuzIAAAAAAAAAqgUgTwuBIKiVn9/LFy/V6m/XZE9LTX3y+PHosWPnLVywfdfO/gMHpqWlkZMMJ2fn0JAQDMPCw8ItLC1iY2IVCkVURASTyWroSyQGI9NhkM4ZHKKK7GTbWra9+/btP3AABEHpaWl7du3u2r3Hrr17Nm/dOmnK5IcPHuTl5pE9LCgoaNGy5a69e9ZuWN+3f/8H9+9LpdJKvT4AAAAA8AeSlpZWUFDws/amKQeaimFVXcsa8OtSfHGfDLmi/ZF41/fBdmLv3r5t6OtbfkuBUGhuYbFz+/aI8LBGjRoPHTZMj084RzOZTG8f75cvXmakZ3yKi+vevcfz58+TEhNDQ0MtLS0sraxK7qqYc3RERER+fn7rNq1JH9Peffr4Nmqkq0es4GMYrqOj06JlS/ItExMTwhtVqaT9kF82APDLQYX6VndHAIDfnPDw8MMHDv5vxnQej4di2L9PnsRERWsqGEEYhtZv0KCup2epHxSLxXfv3MnT5JPHcZzD4bRt197I2AjDsAP797ds2apJs6ZVfjaAX1+eslisDp06Gla5A2wNgcPh1K9f/969e9+Up3p6eus3bgw4cvjd23eBt27TIGjGzJmd/uoMw3AD34bXr10PCgoSi8VkNrLXr1+HfAzxqd+g1IxixZ61EomEBhGp0ciXOrq6Lq5UvVqcyWCSlcSKAFVYvw8QWPZLw+XxWrdpU36QKQAA+I+o1epDBw5YWVkZGxuTpX1279yZmppmaGioqbSJiESisuRpZETExnXrDQwMWGw2iqJ8gaBBw4ZGxkZsNtvdw+PAgQMetT3IJP8AwHfIUw6HM3jIENofTPuOHWfPmHn18hU9vl7tOnXKKij8+fPnj8HB/5s+HYKgT3GfNqxff+jgwRatWvL5fHt7Bz6ff/3aVT5fz8nJycnZ6d6du7k5OfW865V92C81vkQiEYogWVlZ5MsPHz7cuHZ9/MQJVC4JYDr6YRAEiY//ZGdXWJEC8MshEAgmTJpU3b0AAH5z3r15GxEeMXrsWHJxL18qleXLFi9Z3LBRY6L0O4KQCedLJSUlxdrGZuv27bp6eiiK4DhOxgFrir83PxZw9O7duz1BBRxABQC+p19AEPWD+/dzc3KuXrly4tjxMSNH7d+3D0GQkqOWl5u7ZtXqwwcPZWRkcLgcJpOhr69PpnDT19d3c3e7ffOWvYODrp5e3bqez589Y7FY9ppitSRkylntbyEhPp6UpLVr17a2sT4aEPAp7lNcXNzG9esjIyKoxGxkjFQZOwF8A5ks/8LZM3L5T/OmAgAAgN8MHMdv375laWnp4OBAbsnKzqbT6YZGRikpyflSKZ/PL0eepqakElV/IFpKSjK50kgZXwwMDHwb+V67elWl/KreKQBQKiCx1BcO7Dvw5NHjnXv2uHsQlXk/BL1ftXIljuGjx44pNmqubm4DBg48sH/fpYsXVSoVl8udv3ABueYIw7C3j8/NGzc96hD1cF3cXI2NjT29vARaKWe5XC6lOHV1des3qH/u7DlDQ8MJkycJhMJZc+YsXbJk3OjRKIYJBIKly5eTs08YhnV0dKjlaSaTyeVyy8rrCygVFCSWAgAAgLKRSqVBQUGtWvlRD5fMjIzPiZ8Xzl8gkUgYdHrTZs0mTp4sFJWyQI/jeGpq6qtXL8eMHCWRSPh8/uAhQ3r06kk1cHf3uHXzVmLiZ/si7QsAfEdoFIPB+ANFT1Ji4vVr1zZs2uToVGjmrOvluWjJ4nlz5nbp1tXExES7MZPJHDdhfI+ePWLj4nR0dBwdHbX94Tp17tzG35+cXzo4ONy8E6g9pBwOZ8ee3dSEksFgzJozZ+jw4Xw9PVJ6etWrd+LUqciISAzHXFxcqJWROnXrXrl5nZq29urTu1uP7uXMYgEl+QMvbAAAAKg4ebm5memZZmam1BalUmliatqla9eGvr7v3r3dtH4DgqILFi6AS0RTIAgCw5Cdnf2wESMMDQ3PnD61cvlygYDf2t+fbGBqZoogSGJiEpCngO+TpzKZbNuWLf0GDLC1/eP880JDQ62tre0d7LU3urq5mZqZvnvztkOnwiJP2hibmBh/LVtJYBjWVqtUUv2ytjCZTKuvg/q5XK6nl2f5u2VoqNjJAQC/A7m5uXt37x47fvxPL+sHAABI5AoFgqi1iz+3bNWqoW9DfX0iEsPF1SUjPf3qlauZmeNMTL9IWBImk/n3P/+wWCyy9KWjo2N4WPidO3dbtS7MRcNisXAcKyiQgdEGfJ/vKYqiwR+C8/PzaX8eCIrSGfSS1jU6DKMYKDUEAFQ/SoXi1cuXSqWyujsCAPy2MBkMOoNBPfUwDEtOSlKrv8RgGJuYYBimLM1/VCaTpaakwPRCXcHlcUX6InmBnAqTUCqVOF6KyQYA+HZoFJPJ/DMXQN3d3BLi4xMTE7U3foqLS0lJ9SwjgwYAAKhKIAhisVh/5g0KAKgahEKhgM+nssfQaLS9u/csnD8/X0rYrQoKCp48emxhYWFiSqwc4jgeGxsbHRVF1ovOyc755++pp0+eJj8YHhYeHRnl7uFBObPl5ubS6XAxZzkAoFTA6nAhNra2zZo3X7Zo8byFC2xr1aLRaHFxccsWLW7WrFmp6fQBvx44UUUWpDsAAACAshAIhW61PUKCP+I4DkEQDMPdevSYOW3aqBEjPL28gj98SEpKWrVmDRn2gGHYsiVLZPmyQwFHdHV1zSzMOnbquGPr1g9BQUKR8OH9B/YODt17dqd2Hhcba2xsbPPneQ8CfgAgTwuBIGjCpEnbNm/55++/bWxtcRz/HJ/QpFmz8ZMm/si4AmoePB2d7r36UKFmAAAAACgGnU739/ffsW1bcnKypaUljUZr3KTx3gMH7t65k5SU1Khx47bt2jq7uJCNYRieNHkygqDkej2Dzhg3YULt2nWePn2qVCjGThjfxt/f0NCQbKxUKl+/et2kaVOq7gwAUA5Ann6By+XOnDP7fVDQ0EGDIQg6cvxY3bp1yxs8wC8Fi8VydXMj09MCAAAAoFSaNW9+5fKlwNu3R4wcSW5xc3dzc3cr2RKCIJ/69bW3sNlsvzat/dq0Ltk4+MOHnOzsLt26gWEHVASQlr84NrVqifT1jYyNLSwsKjSEgF8EHMfVajVY3AcAAIBy4PF4g4cMffv6jbYH6n8ERdEbN2507NzZxsYGDD6gIgDraXEwFCULMmmXaAIAAAAA4A+hoa8vj8ejqsD8dxAE6dK1q4uLCwhtBPygPMUwDJiXAABADQTH8VKLDAMAgJ8LBEF1fqpvG5vN9vLy+ok7BPz2fDU3YrPZffv1NQVJHwAAQM1DV1e3e4+eILgNAAAA/izrKZvN7tylS/V1BgCoRCAIAnW2fml09fQGDBpY3b0AAAAAQKUDQqMAfwpqtTohPh7VpI8GAAAAAABQYwHyFPCnIJPJLpw7I5fLq7sjAAAAAAAAKixPcRyXiMUg+ADwm4KrVCoQ+ffrguO4XP6lfjcAAAAA/gh5WlBQsH7dus8JCdXXHwCgEgE5TX5pcnNzV69cmZeXV90dAQAAAEAVylMURWNjYgvA6icAAKh5qJTK0JAQlUpV3R0BAAAAQNX6njIYDGBhAgAANRAIgphMJrhBAQAAwG8PCI0CAAAAAAAAANQggDwFAAAAAAAAANQggDwF/Clwuby27Ttw2Jzq7ggAAAAAAIDyAPIU8KfAYrHqenoxWczq7ggAAAAAAIDvkacgpyCbzYY0sNnscocO8OsBSkYBAAAAAFDzYRR7XVZU7ONHj+7fvcdisTQSFuPyeMOGD9c3MKDRaJmZmXt374ZoEIIi9es36NCpI/mRq1euBL17x6AXP0QxcOIf3qZtu4a+DYncMSrVmVOnP32Kg2gQXyAYN2E8edDYmJhTJ05A0LfNvQiCOLs49+jVi8kk7GQvnj2/dfMmk8Wkw/Qu3bq5ubuRGV4DDh3OysqC4eI7VKlUXA4HguGN69az2WychjMZzOGjRhoZGdFotJSUlDMnT+Xn56Mo6l2/fue/OpOfunP79rN/n5FH/Eb3UKRtu3a+jRqRL48cPpwQH0+HYKG+aNCQIQKBgEajRUdFXzx/Xq1WfzNIGcVQCwvLEaNGki9fv3p96+YNOkxHUaRXnz6ubsTJIgiyf8/ezKxMOkwvf2/kN9unXz9LS0sajZaaQvzz9vb+5kkBAFUDhoGc/AAAAPD785V25HK4o8aMtrCwKNnu2dN/Q0I+tu/QAcdxDMe5HA6dUfhZBoNhbGxMmqZ0+XrUR/T4fGNjYzr9W5JIY7Ll8bjkSxiGhSKhscyYBkG6urqUfGSxWIbGxvC35BrZDYFQSAk7ng7P2MSYwSTkKYdTaBCFIVjfwACiwyV3CEGQvcNAXJNkEdcYk5l0BiWymUymgaEBV4eHoShf62R1dHWJoxSNSfnd4/F41EuRUCQ3LoBgmM/nU2PFZrOMjI3UauSbp4thmEhfRL3k8rjGxsYwDGMoyuEUOllCEEScLAyV1OLF96b5ZimRfeniBRzHgTwF1BD0+Pxhw4fr6epWd0cAAAAAULlAFVzNX7V8hZW11aAhQyq5P4AaxLo1a7gczqS///65uw0JCenfp4+Pj8+uvXspDV0FHD0SkJyS5uLi2K179yo7KADw6xIZGTmo/4BatWodPHJYF8wKAABAzQyNUqvVldkTQI0DwzAUw2i/Ed+0HwMAAAAAAKh2vr0YDfhj8fTyqog37a8CiqHZ2dkYVqu6OwIAAAAAAKDC8hTDsIyMDH19fTIaCfCH0659e9pvRH6+9Ojhgx4ertXdEcAPgqJoXm6uUCT6pkc7AAAAAH5pvlrrLCgo2LB2XUJCQvX1BwCoNHDgoPJrk5ebu3rlyry8vOruCAAAAACqUJ5iGJaamqpUKiv5oABA9fDNRF2AmoxarY6Pj0cQpLo7AgAAAIDKpXikCJ1OB49wAEngrVv3794DowGoIUAQxGAwwA0KAAAAfnsqGsiMaajkzgBqFu/evQsO/lDdvQAAAAAAAPBnUdHIfVMzM0NDokYU4M+BoaG6ewEAAAAAAODPoqLiY9iI4ZXcEwCgcsFxXK1WV7AOBQAAAAAAgJouT0EmF8CvDpfHa9exY1XWqQIAAAAAAPAT5Ol/tC1hGKZSqnAasRMcxxkMRvWmUMUwTK1SM9lMGPqZ5YLUKjUNov1AynpifFRqNptVeeEdKIrmZGfr8flAhxWDzWJ7e9cHOX1/aYDxGwAAAP7UyH1aKcrp3du3EeER39xdaEjI6FEjhw8ZOnzI0BFDhw0eMHD2zJnR0dHf1ScEQRITEyViMe2HkOXnJ8QnkCVYP3/+PHnCxM8Jn39sV2V1b8e2bQf27f+Bz36K+zR5wsTk5GRa5ZCZmTlrxszxY8eFhYZW0iF+aVAUre4uAP4ToCwtAAAA/HHylMfj/TN9mrW1dcl2t27cfPbvv9/cXU5OzpvXbxydndq1b9e2fTuf+vXfvn4zberUpO8RZDk5uVMnTb558ybth3j+7PnokSPTUlNpNBqLybK0svzplTnDwsKiIyN/4IMsNtGfyos3+vD+/b3AwN59+zg4OlbSIQCA6kIgFE75+28Bnw++AgAAAPi9+UonMRiMOnXqlNoOIvj27iAI0tXV6da9u7e3N7mlWbNmo0eMCHrzxtLCQiKW0Bl0DMMiIyJc3dx0dHRoNFr8p0+xMbFm5mYurq4wDGMYlpmeLs3Pz8zMlMlkZBsURSMiIlJTUhwcHGxrfVUzPTExMSoi0sjYyN3Dg06nq1Qq8oOpqammZmamZqb/mzGdx+Op1eq83FxdPT6XW+h6KBaLMRQT6YvIclmhISGyfJl7bQ8jI6NST02lUn54H6xUKtzc3blcLkNL8kokkpCPHzEMq12njkAgIMvb4DhNKBKSo6ZSKsVisVAksrCwmKbpD/XZz58/R0VEmpqZurm7U5YhFEHDwkIz0tMdnZytbb7MFhQKRVhoaE52joubq6WlZbEeKpXKlJQUvkjo6ubG43IL95+QEB0dbWxi4ubmRjoQ4zguzsvjcDlSSX5SUqJH7do/Xb4DAJUBh8PxbdwYjC0AAAD89lTUjKdWqyterAXFviyh6vL1YDqsVhOf3bxpU0L8J7lcnpubt//QQQaDsXP79gvnL5gYm2RlZXrVq7dwyWIGnb5506bEz5+PHj6io6MzfMSI9PT0xQsWhHwMEYpEOdnZQ0cMHz5iBJPJVCqVu3fuOn/2rFAkyszMaN68+cIlS0JDQg7u35+ZkbF8ydJVa9dwuNyxo0bv3rfX0MBg1IgRzVu0+N/06RAE5eXljR45slHjxv+bNu3D+w+L5s+XSqUsFlupUsxfsNCvTetiZ5SclDR39uxPcZ+EIqG+voFYnOfiUli6/dGjR6uWL8dQjAbRGAzm0uXLfOrXP3L4SOCtW/sPHzIzM6PRaAEBAdeuXDl4+HB6RsakCRP37t9nb2+vUCi2b9125fIlkVCUkZHh16b13PnzdXR0kpOTF86fHx0VJRAIcnNyR40dO3jIYDqdHh8fv2Du3JycHC6Hm5WdPWbsmL79+2uHrL149vzwgYNpKakL5s5bsmypu4fHnl27zp45Y2holJub6+rqumjJYmMTE7lcPnvmLBabFRMdY2xktH33LiBPAQAAAAAA1BwqGjDUvWePVn5+FWmJYVhCXHxUVFREeMSTx483rd+gp8f3qF2b8NpUq58/f16/QYP1GzeYmJjcvH7j/Jmzc+fP23fwwIbNm8PCQg/s3aerpzf57ynW1tYDBg/q1r07hmG7duxISk7esn374aMB/0yfdiwg4H3QexqNdu/uvePHjk393//2HzqwbMWKhw8e3rtzt07dukOHDzM2Np49d46jk5NapVLI5Wq1WigS1a5T5/mzZ6RLa2hISFJiYosWLfOl0jWrV1lYWR04fOjw0YC27dtv3rQpPS1N+4xwHN+3Z09mZubWHdv3HTjQvEWLkI8hpC5MTk5evWJFA1/fQwEBh44ccXNz3bZ5i1yuaNq8WVpaWmgI4QAql8sf3n9Qu3YdfQMDBEEUcjkZ3nHr5s0zp0/PmDVr36GDC5csvnM78MnjxzQabduWLbk5udt37jwcEDB+0sRDB/aT+7lw7pxS/n/27gKuifYPAPjduujuTkkBwSQsxEJ97e7u7u7u7u4EE2wBA0VBCelu2Fjv7t7PdjgnoVNREZ/v//95ZXfP7p67wfbbE79HuP/gwaMnjg8YOODs6TNFhUWK9fRs4jVoyGA9ff15Cxc4ODqGh4UdP3p82rTpBw4f2rx1S2pqyu7du6Ut3BDM5/OjIiL79uu7YPEixabcBg8koAAAAACAvyw8RRAkNSWFz+dXL+fs4qLMcEYCgSAQCDZuWD9q+IjRI0fMnzuvuLh40dIltna2+KQiV1e30WPHNnJywjDsZmiIh5dXh6AgDU0ND0+P4G7dwsLCSktKTU1NqVSqnp6ehoZGbk5u5LOI9u3bm5gYS8RiD09PDQ2Np08ey4bDhri7u3ftHqyrq9embdsFixbq6evRaDQ9fX0yhWJqZkahUDCFZdYDg4KyMrMSExOloe3de3b29s4uzjExMZkZGcHduzGYTAiG/P38iwoL3717p3hRJcXFL1+87NSli5u7u56+fs/evewc7PG25BdRz9lsTufOnclkEplM9m/dOi09PSkxwcnJyd7B4cH9+xAEJcTHp6eldezcSXosTDZMQhbz3gwJ8fb27tS5s66ubmCHDvMWLNDV1c3MzHz5/EVQxyADAwOJRNKkiTeTycRH/aIoWlBY8OrVq/z8/IGDBx87dVJbR1uxnkwmU09fn0KhmJuZUanUG9euNW7s3jm4q4aGhqubW89evZ48epyfn08gSkdQtPRtNXDwYGsbm39nrgmCIAUF+WDxs7+XdNJkRoby3TgAAABAQ+jc5/F4G9atnzhlsr29/Y8dDkVRGo02dfp0ZxcXDEWJRJK+vp66hnR8J05TS5NElp5UwOfn5+W18vOX7zIzM2ez2Vwul8FgYBiGT7IuKSlms9mXLl66Hx6OoRgGYfl5+RWcCrFYXJBfYO/oQCRU9m537toV/wGRIBiGVf8Mc3JyMjAweB4ZZWNr+/r16+Bu3SgUSl5ubllZ+ZaNm6hUKgRJTyoWS9jlbMUncnk8kUikpVW5aBaVSjUwMMBbQHNzc0uLS1YsXUaUznbChEIRIpGUlpZSqVRff78bV69xOOwnjx4bmxg3atRIfkAYhsVicWFhoVeTJniwCsNwcPduEAS9evmSzWafOX36Zmio9HoxrLiomM2WtvgOGjK4oKBg6eLFTCbT1MysV6/eQZ06VrlGBJFeO4IgEomksKDQ2dVFHn0aGRmLRKLSkhIN2ctR2xDbBozH4166cN7VtebR1UD9V1paumbVqqUrVmhrf/HFDAAAAGjI4SmGYWw2u8bGCYFQSIBhZXJGEggEK2trR0fHGvdKozpZZlUyhaKiqlZSXCzfVVJaSqNSKVSKtI3xU6snmUyhUChDhg4N6tRRIpHAMFxYWIhP3SVTyHweD8MwGIYxDHsdHa2qpmZtbY0frfpMLnV1db+AgOfPnxubmohFIr8AaWRMIpHU1dTmL1pobW2NyhTk55uYfJG7gMlk0uh0xZhVmvdUhkKh6OnrrVqzRkdPF0VRiVhSXFyET97y9fO7fOFieFj48+fPAwJaq3w53ZhAJJLJFB6Phz9EUTT6VbS2tjaVSqXSqKNGj/Fv0xqRvRCFhYXq6uoYholE4nnz58+bP//NmzdXLl1esmiRnp5uEx+fGm6yrBebpaJSWlqG3x/pVDB2OZFIYDKZeGD9D+aPRFG0vKwMw9A/XRHgB6EIUlhYCNq/AQAAGryqHbsEAqHGKfrnTp++c/u2kgdVpveNSqX6NPWJiIxITU2VTnUvK7t986azi4uWlhaCINJQT3YQI2MjAwP9uNg4NTU1fX19oVC4esXKd2/fkclkVzf36FfRGRnSnKaJiYkTx417+eKFLDjDUGnzYQ0ZLn39fAsKC44cPOTi6mJiYgJBkJ2DA5FESk5K0tXV1dfXT/74cfXKVYWFBYrP0tDQcHR0fPjgQXl5GT5u9e3bGHwUo5OLM5fLzc7Jxp/+4sXzzRs3cblcCIKsrKzt7O0PHThYWlrqKwuF5VAMIxKJLq6uL56/yM6Sptx6Hxc3YdzYmJg3FpaW2jq67+PitDQ19fX1uRUVq5avSJINSFi3es3+ffvVNTT8/P3HTZhAJpMrKipqvLd4SNq8efOoyMiEeGkCLA6HczP0po2NjYGBgfKf7ni8DjUg/85IhoYKjB4GAAD4Fyg7cz89LV0kEn2zGIIgfB6vtuTnIpFIKBTiP8Mw3LtPn3dv340cMszDyzMhIR7DsAWLFpJIJAaTqaGluWvHThaT2f2//8ZOmLBg3vyhgwabmBhHRkbZWFt7NvGCIKhv/36vXr4YM3Kkq6vbixcvHBwbtWnbFoIgfX19NoezcMH85StXEmDpNCB5jOXo2EhfV+/evXuTpk7BIxV7e/sBgwbt3L4j4lkEhUKJiozo2q2bhaWlYrUJBMKwkSOmTpw0Yugwc3Pz+PgEMomMp/1v3Ljxf716Llm46GZIqEAgiI6OHj5yJD5bn0Qitm7TesSw4X379bP5NGwXRVF5fQYOGvjmdfToESOcnJ2joqLc3N1b+foymcxx48ctXbwkNTVV38AgMiLCydnJzd0dhuGWrVquX7suMSHBwMDg1csXrm5ubu6Nq9xhiUTC/zT1KrhH91evXo0bM9rTyys5OZlXwV23cQOJTBaJxAKBQJlX09fPn0QE8RwAAAAAAL+VtFtc/oDNZk8cN37W3DmKAyVxq1es1DfQHzp8+NcPV1RYGBMT4964saamZvW9se/eicViVzc3eSNWaWlJ+L3wjx8/GhgY+Af4m3xaESD+w4fIiEg3dzc3d3e8cfHhgwclJSV2dnat27TR+HTw/Pz88LCwlOQUSyvLtm3b4VOFRCLRk0eP8vLy2rZvT6fTX7544eHpqaKigj8lIT4+Ozvbp2lT+Yx1BEEiIiJeREYJRSIPT49Wvr6ycahVpaWl3btzl8Nm+zT1YbJUYBh2dpGmIxAKhU8eP375/AWZQm7i7dO0WVN5Aw+Hw4l8FmFta2PxKVdreXn56+hoTy8vFouFD10NDwtLT02ztrFp07aN5qfhre/evn308FFZWZljI8eA1gFqaup4aPvq5cvIiMiKCo6tnZ2vn6+2dtXxo7m5uUmJiV5NmtBleU/Ly8sf3L8f/yFeT0/XPyDAzNwcv95XL1+pqana/egI458UGxvbt1cvT0/P3fv2/c6VV3ds27ZsydKNWzYPHDTot50UqEP5eXlTJk3aumOHrq4uuLG/QUJCwoC+/SwsLA4dPYK/ZQEAAPyV4SkAfBMIT4EfA8LT3wyEpwAA/Cmg6xb4h8aeNrDLAQAAAIB/Ijz9Byd0A7W5cO7c1StXGsz9oVJpzVq0UCb7BFBvgTcoAACAf3FqFJlCrnHmPvAPSktL+51jQ381Op3eyte/xoHFwN+CJE0wDAAAADRwX7zXM5nMJcuW/YMJ24EaSRe4akDfVWpcrAH4i2hqaS1YtAhfVwIAAAD4V8JTIpGIZwMFAAiCaDQaaGsE6g8ymWzv4PCnawEAAAD8cn+4pywnJ+f82XMUCqX7fz3uh4V7NvGSL/v0A4RC4Y1r161trF3d3Oqqhq9fv05LTQ3q2PG7ArWE+PhXr151DQ5mMpl1VRMURe/euUMmUwJaB+Bb8GW0fl2i8jHjxv2iIwMAAAAAANTTmfsH9u07efw4jU7nsNnnzpxJTU7+maPx+fz9+/ZFPIuouwpCTx8/OXzgoEAg+K5nJSUmnT1zBl8+qq6gKBp2996D++H4Q4lEsmHdunNnzkK/DFnm1x0fAAAAAADgG62nEokkIT7BzNzsN2VgxqRp5Nu0bTt02FAIgs5euEAkVW0ILC8rh2FIVU2tynZ8dXs6g6GqsJY9DMNUKvXrkydEQmFZWZmaurqSraEkEolKo5FIJDabjaKouro0Q34VpaWlEAZpaH4eEhfUqWP7wPakarFdeTmbQaeTKZXbJWJxSWmpmpqaMpUhkUir1q75/BiDYt7EVB9MWVxcTCAQwPi8GjWkobT/ILFIlJKSYmllBb41AQAANGxfRHI8Hm/D+vUzZ89ydHT81SdGEOTAvv0vX7ykUijr167t3bfvwX37Owd39fT0lIaqp0/n5+cTCISHDx4iiKR9YODgoUPls8jDw8KOHzlaVl5OJBKbNms6cvRoxSC1NhiE3bh2/fzZc2x2uQpLpd/AAR2CgvAZM4cPHhSJxGPGjYUgqKysbOvmzX7+Ab5+vrKARhq1792zJyoiQiQS+fkHjBw1kvGpyz47O3vPzl1xcbGIBGnWosX4CeNZsuWpoiKjQkNCps2YjoeJFy9cyMrMpFKpTx49WbR0ia2dLQRBt27ePHXiZHlZGUtVZcTIkf4B0i77woKC7Vu3BXXq5NPUB4Kgly9eXLp4cdr0Gdo62ogEObj/AJVKHTJsqEgk2r1zV7xsBSwtLe0x48bCMJySkrJn567kjx8xCGri7T1m3Ngag2nlpaWlEWDY1MwMahAwDBOJRCAz0d+rtLR0zapV6zZuBNM3AQAA/q3OfUQiqfHzG5OpwxPDMOzk7KSvr2dkbOzp5SXgCx4+fJCbk4PvTUxM3LZla0JC4vCRI3z9/Hbt2Bl+LwzflRCfsHzJUktr62Urlvcb0P/KpcvnzpxR5owxb2I2rl/v07TpvAULnF1clixc9Ob1a/zS3r59+zo6Gi8mEAiePnmSmZGBPySRyO/evv3w/v2QYcO6dA0+c+rU/n378VvBYbMXzp8fFxc7dOiwnr17Xbty+cD+A3ji9+ysrIcPHsiHBCQlJu7bs/fxo0fNWzTXkq1cevfOneVLlto7OIyfNFFHW2fZkiVJSUn4N4THjx7lZGfjT8zNzX344CGPx8PrGf3q1duYGHwSm7Ori7aWlrmFubOLCwzDAoFgw9p1JSXFU2fMGDps2O2bN/ft3vOTr9GlCxeuX7sGNRQcDnvf7p3ciroccQH8ThiG8Xg88AUDAACgwSMp2ftJlKnDExMIhOYtWpibm6upqfsHBKSlplEoVPkpYAg2NTWdM3eOkbFxq1a+4WHh8fEfgjp1lA6IJJGGjxzZvUd3BpNpbWNz6cLFjE+h5NdlpmcI+MIWLVu4uLp6NmnS2NNTW1sb30UmkxEKojhCQF4TFEU1NDSmz5xpL1uhnsNh3751a+CggZpaWhHPniUmJGzdscPDwwMvnJ6eIRKJaDQakUikUqnym0kgELS0tVeuXm1uYSEdYCASXTh/3sXVde78eTAMN27ceM3q1QX5+TY2NlXOXuU4FAoF79YkEol+fn7HDh9xbOTYomULCIK4FdyPHz92COrQrHkzAoFgZWNdXlb2k68RgiANaZklDMMEAgEGgYUn/mIEAljoDgAAoOFTduZ+v4ED6ny5HXzNzBoDIBRFTU1NNTWlDY0wgaCmpiYfZGluaVFUXLx548b09HQ2m/M+Ls7WVtpX/k0eXp529naD+g+wtrFp3qJ5YIcgYyWyaKEoYm5hbmBggD+0sbW9fPFScXGxppZWYkKiqqqqlZUVvmvAoEEIgtQYxGMoZmZqamxsjD9ks9kpyck9e/XC405tHZ31Gzd+b5uQRCJBURRBKqNqdQ317v/1OLj/wNUrV5t4N2ndpk3LVq2gn9PA8p6CsacAAAAA8FdQtinCxMRET08P+m1giPA5zsNk/6+Mk8LuhU2bPLm0tKxDx46Tp05xcXFB0MoQ7esMDQ03b9u6Zfu2ps2ahd0LG9S//907dz+f8FMchkmDPvTT2aRNbiQymaTQmEogEvA5T2JZxCx/IoqiklqGRuAnQD/tkpVEYPjzzReLxYphuvyYCIJID6hEiEggEIaPGHHw8OERI0dw2JyZ06evWLZMJBIpc2cAAAAAAADqj7+vp+xBeLiJmemGzZu6de/u6ekpEAoJCnHeV5w5dfrUiZN+/v7TZ844e+G8kbFxVGSkfK88CVR6ekZBYYH8mEQiMSM9o6CgAH/49k2Mjo4uHqlbWFqUl5dnpKfju9asWj1n5iyRUPjNmqiwVExMTGLfvcMfpqam9uvd++GDB3hgKkEQPl862BSCoPdxcWKRqLboFMMweWNtSkrK/LnztLS1BgwatHvf3gkTJ72Iel5WWqrMnQEAAAAAAPj7Ovf5fD6BQKjzNYREMvJxgfKuarFYLFSI84RCoVgsxn82MjYODwu7cO48S4UVdu9eUmIig8HIysoyNjbGMEwoENa2cCWTyVi/9qBIJGzs4fE+Lq64qKixR2O83dHa2npf2L5DBw6oa2hevXyZw+bI2zIRFM3MzFyxbFlwt+7ZWVnXr12bPG0qg8GAIKhly5ZnT59ZsWx5/4EDMtMzrl27OnnKFKosvQCCINJhjp+aS6tcDp1B79HzvzUrV61fu86xkeP5c+cQBHFycoYgSENTU0dX5/Sp00wWKzs7+86t2xiGyZtdRSKRPG0WPiz18aPH3j4+vn5+LBbrfVzc/Lnz+vTpLRKL79657eTsrKGpWbevFwAAAAAAwO8OT2vrm965bbuevt7AwYPr8NwwDHv7+DAY0iRNLBarbbt2Rp9GZ7q4uhoYGOJNg0QisUXLlqamlemN+vbrW1ZWdub0aSaT2T4wsGWrVhfOnUtKTDQ2NqZQKP6tA2xsbWo8XYeOHblc7s3Q0Ihnz5hM1uRpU9sHBuK7evXpU15eHnLjhoqKalCnji6uLqZmpvguKyuryVOmwDB0/NgxCoUyacqU/3r2xHdpaWuvWbd2z67dx48eI5FIEyZM6NW7N77L1NS0bbt2dDodf+jk7KymrqY4q6NrcDAMwRfOn4+KjDQyMpo9Z46evrRFlsVizZk7d8+u3UcOHTY3N580dcr72Dg8GoYJcBNvb/k3BCKR2H/ggCOHDse+i23l66unp7dm3bpDBw4cPHCATCI7O7uMGj0apIdUhGFYbV9dgL8FmLYPAADwL4AV3+45HM70KVOnzpjuUG1h61XLV+gb6A8bMQKqHzgcDoVCwWM1iURCJBKVnMQjkUg4HI6qqhqRWHVIQAWHQ/50zK+fsQo2m02V+d6rkEgkXC5XrdqiAxiGcdjs6osRKKO8vJxMJuMR7U/asG4djUabMGkSVKdiY2P79url6em5e98+eS7b32D/3n1XrlwdNHhg7z59fttJgTpUkJ8/c/r0DZs3g7ynv0dCQsKAvv0sLCwOHT3ym9ZqAQAAqN56ymKxNm7ZXGNkg6JovWq3UJFlv8d9fZmoKkgkUm0rKuEZ9ZU5YxXKLApQW2Wqx6Z4u/KPxaYQBNV4QACCIBqN1srPv84HqAC/jaaW1roNGzTBkBUAAICG7ovADobh2oIwWzs7MJAR+NthDSiN6z+IRCLp6ev/6VoAAAAAv5yy7Y49e/f6xTUBAAAAAAAAAKXD0waWnh0AAAAAAACon76YHiQWi188f8Fms/9cfQAAAGomFAqjo6PBYhMAAAD/VnjK4/E2rl+f/inPvKKHDx5Ev3r1GysG/HkSGagBASu2/9XKSkvXrlpVVlb2pysCAAAA/MbwFIZhKpVa40f4k0ePX0dH/+LKAPWLhYWFmVllutkGAEVRDodTrxJQAN8LjDICAAD4Fyg79pQg84srA9QvPT4tQNAw8HjcSxfO2dvXvGoD8FcA4SkAAMC/4DsyhgL/mu9KKFv/IQiSl5srX64WAAAAAID66TsaRAnVllkCgL8LvkwuAAAAAAD12Xc0jxUVFhUVFVUfukcgELS0tPCfhUIhu5wNwRCEQSwVlnzR+bKyMrFILN3+dZhswSRVVQqVgg8WLCstQxAEgiAyhayuro6X4vN4FRUVkDK5rjCMTmewVCqX46vgcPh8vnT5egKspq6Otw4iCFJaUqLkgEQSkaimro6PcxAKhRw2PpYRY7JY+GpbGIax2WyRUPTti5Vdr5q6GoUivVgMw0pLSxFJ5cWqqanh/Zh8Pr+CU6Hk0Wg0qsqnJawqKir4PD7+WmhqahJJ0sgMQZCysjJlWhAJMPzq5SsdPV13d3clzg0AAAAAAPB7w1MGk3n29OmXL15WCU8RBNHR0d6xezcesb15/Xrjug0EIkEsEg8bObxjp054sY3rN7yPjSNTyF8/C4qiVApl8rSpnl5e+DL3C+fNKywqQlHU3sFhxaqVeLGwe2FHDx/B462vEwoEHTt1HjF6JP7w9KlTN0NukkgkFRXW/EULLa2sIAgqLi6eNGECpER8iiCIsYnJwkWLNLU0IQh6/fr19i1bxWKxRCIZMHBA9//+w5Nz7dm160XUcxKZ/O2p8WLxvIULGnt44GkTli1enJWVDWGYs6vLzNmz8Xj34f0HB/bvJxKJ3xx1JxGL/QICJkyaWHmxp0/fDgklkckSsXjztm0mpiYQBOXl5i5buqykuFiZdsS01NS5C+aD8BQAAAAAgD8ZnqIoWmOcNmr0qD59+9bY6kYkEuWzplxcXbfu2C77EZM340EQNGXqFFm2wm+3AcIwpK6hgf+soqKyeNkyeeupvIx/QICHp6cyl4dhGJPFlD/s1adPp06dIRgmEAh4iAlBkJaW1uYtW5W9X2SSmnrlovZurq4bNm+SxbWfL5ZMJo8cPXrQ4MHKXCwEYZqfGp7pdPr8hQsl0tZTjEKl0mg0fHtL31aubm7K1Q6jyyLayovt1atTx46yamA6Orr4Rj19/WXLlys5/pJKpYCVbIF6BSReAAAA+OfCUwJM0NbWptQ0IYbOYCiGPrWhy1TfrqWt/QOVIxAIunqVcZUiJoupGHQqT02mykYikWhgaPADR6PR6QbVLhaGYU3NysD3uxAIBB3dmi5Wpq4uVrZquR70T8IwTJrGFeSV+mvBMEyn08HkfQAAgAbvi0iUxWKt3bC+gc3XBgAclUJ1dXMnKzHoAqifdHR1d+/bR6VS/3RFAAAAgF/ry0gUhvBpOgDQ8DCYzE5dutIZNbTuA38FGIblg14AAACABgzkigL+FRiGicViMHgRAAAAAOo5EJ4CAAAAAAAA9TU8FYlEd+/cKS4u/nP1AQAAqJmAz3/08KFAIAA3CAAA4B8KT/l8/qH9B3Jycv5cfQAAAGpWVla2ZdOm8vJycIMAAAD+ofAUhmEKlSpPYgoADQzISfRXg2GYSqWCFxEAAKDBA5Eo8A+R5j0FAAAAAKB+A+Ep8K+oqOCcPH6My+X+6YoAAAAAAPA1IDwF/hUIghTk5ym5oCsAAAAAAH8KCE+BfwgYVw0AAAAA9R8ITwEAAAAAAIB6HJ4iCAKW1akrKIoKBPwqvckSsUQoFEJ/FIZhQqEQQZAa94rFYpFIBP3bZK+dgF9NbTfteyEIIhAIlflbQ1FUKBT+ujEJGIrl5ub+kVcckSB5ubnfdUvB2AwAAIB/AUnxAZFItLG1YTAYf64+DUr8hw8rl69wc3efNmM6kUjEN169cvn58xcLFy9isVg/fGQMwwry8yEI0tPX/4Gn5+bmbly3vne/vk2aNKl+5KOHD7PZnKnTp/3LGXySP35ct2ZteTlbfg8wDCMQCNNmzGjiXfWmKaO4uFgoEBoYGuB39W1MzKEDB+fMm2tkbPz1J6ampG7dvHnchPH2Dg7QL/D0ydO7d2/PmjOHQqEIhcIH9+9nZWbKX/pWvn7WNta1PffZ06fhYeF8Hq+Rk1OXrl1ZKt/+lb5w/jyCoL1694JhGIOwE8ePO7u4tA8MVKaqRBLJyMiIRPriXQsAAABoeL54o2cymfMXLpQHUsBPKisri3j69OWLF87OToFBQfjG9PT06FevxGLxTx0awzZt2Ihi6PqNG3/g2Xwe/9XLl23ata1xb1JSUnFRcYOMTZVvqGOXs6MiI/0D/O3s7T+3ccKwto72j536+JGjb2Ni9hzYT6FQIAgqKSl58fw5n8//dk3Y7OfPnw9gD4R+gQpOxZHDh9oFtmcymRAEFRYWbtu8RSKRqKipYdL2WszK2rrG8BTDsHNnzmzZtNnNzU1FVXXP7t3Pnj5dtXaNqqrqV053P/z+ovkLWrdt06t3L+m7D4nk5u5+9PCRxh4eOjo636ytlpbW2g0bQHgKAADQ4FVthwBv/XUIlkYzOppaWnv37PXw9NTR1cXvMIVCqRL8pSSnpCQnGxkb2Ts4yHcJhcIKDkdNXR1/USoqKiRisZq6OgzDxcUl5WVlCIYWFxdraGgQCAQelyuWSKhU6vu4ODNzcy0tLTwa+/D+Q2ZmhqGhYaNGTiQy6fP6CxRKbfOESCQSlUYrLy9/9/Ytk8F0dnUmkchf1DYlJSkhQU1N3cXVhSELa/B4pbSkVEVVJT8/v6S4pJGTE5FYv0Y2k8nkRk5OSv6GwwSYSqMFd+/uHxBQWxmBQBD77l1RUZGFhYWtnZ38hZOOCuDxVVRV3sfFaWlrGxkZVVRwi0uK2Wx2Xl6esbExQYZKpaIY9uH9+4KCAsdGjWqLz/CSMAwnJiTmZGfbOdgbGBgoFqioqHgbE8PhcOzt7c3MzeXb8V8JGo0WFxdnZmaG/0pUER4eXs4u9/P3xx+WlpQSiIRNG7dYWVsjMnQ6vcZalZSUHDt6NDCow+KlS6XHCQubN3vO6+hoXz+/2m5Xbm7ugX176XQ6lUqTb/T28Tl+9FjItetDhg+DvgWGYTL5i19FAAAAoEEC3WS/EiYN9UaMHLl3z54jhw/PmD27eoMkl8vdsHbd3Tu3NbW0iouL27RpO3veXHx8RWRk5NpVqzZv22ZnZwdB0L49ez7Evd+2ayedTj965EhERASGYevXrF0gGydw9szZ2zdvqqmpxcbGbtu5Q0tLq6ysbOmiJbGx7/T19fNyc83MzFasXqX/ZWRTIxKRlPzx48Rx48vKyooKC13d3ZYtX47H1kKRcNf2ndeuXjUyMiwtLSMSiSvXrHJ2dsGbiieOG6dnYPDm9evGHh6rVq8mEqXNhPUHg8EM6tSltnirZrU3Iaenpy+YO6+4uFhTUyMjPcPXz3fO/Pl4G+SjBw92bNtubWvz+MHDJStWGBkZXbtyJeT6DZFItHTR4rXr12vraMMwLJFItmzcmJmRKZFIRGLRkmXLWrZqVfPJMGz/3r15+flioaiiomLW3Dmdu3TB97yNebNo4SIIxRhMRnZWdnC34AmTJ+Mx3LkzZ0NDQzW1NN/Hxm3csqV6eCoUCm/dvOns5Kwre3EhCCrIz2exVFRUVLKzsjQ0pWq7fARBfJo27RrcDX+oq6dHJpNlDa41EwoEmzdusra1NTAwlEgkGAThd1ZFRaVZ8+a3b9/u1qOHmrpa7a8EAAAA8A8B4emvJUEk1tbWI0aO3LZlS5t27dzd3asUuHDuXNi9e8tWrHBr3DguNnbRggWubq7d//tPOgtEOntGIJ8LIhKJpHOqZB3NAwYOSIiPRzF0yrSpeCyLYejLly/79e8/Zvw4W1k4+/TJk7cxbzZu3eLi4hIXGzt21OjHjx/37CXtVP2mjPT0gYMGtmnXLj0tbe7s2cePHps6YzoMw8lJydeuXJk+c2ZgUIfCgoIJ48ZfunAJD09hGC4rK83Ozp48bWpjDw8y5e9u5YIhGEXRs6dORUm/Bki3oChibm7+X69eVCoVgqDrV64K+IJ9+/frGxqE3QtbvmRJx06dfJo1wxuSExISTMxMd+zZbWdvD0FQUKeOcbGx8fHx8xYsUNdQx29XUVERmULdsmM7lUJdvHDhyeMnmjZrVr1xF4ZhNpstEAo3b9lCo9EOHTy0fes2Z2cXcwtpQ+nZ02e1tbXXrl+vqqp69vTpPbt2d+vxH74LQdF3b99269F9647t+K9EFQX5+UmJCQEKzcN5eXkfP36cOnlKeVkZjUYLDOowcvRo/Hqr0NXVXbh4MT6INvpV9O1bN13d3T28vGq7n+fPnc9IT9+0beuOLVvFvC9WRnBxcT5z6lRqaopbtb8OAAAA4N/0xWehUCi8fvVaK99Wunp6f65KDQsGoRjarUf3e3fvbt+yZdfevQTC56G9AoHgzu07TZs1c3J2EYlE1jY2jo0ahYWFBXfvjve8K44BgGXwn/X09FRVVVEMlbeGoihqYmo6bsIEfYPKyVKenl679+3T1NJM/vgxNzcXRVEel6dMlREEcXZx7tm7N4VC0dPTa9e+/bOnT0eOGa2iomJsYrxzz25dPb2M9IzCwgIEQTgcduWFSoM4uGtw127du0MNgOxOZ2Vmyb4hSONTBEFgCJY3EHYJ7hrUqROVRv2YlFRSXCSRSLi8ytuLQZCqmtr4CRMcGzXCt6irq2tqajLodDNzMzwAxTBMhcUaMnSIlZUVBEFu7u5PHj8WCAQ1TZjDKBRKv/79raylY0AHDR587+7d169f4zHo0OHDaTSqSCRKSkwsL2cLRUI+v7IaKIKamJiMnzjRyMioxkvMz8/nsDl6+p//2MUSsZGR0YCBA+0dHe7fu7dv3z4KhTpqzOiv3KfYd7EhN24kf/zo62cgFAhUVFSql3n9+vWF8+dnz51jaGCAoAgMwwSFX2w9fX0URbOysr4ZnnK53Ht377Zt1w5M3wQAAPi3wtOLFy7YOzqA8LQOoShKoVDGT5gwdvToa1eukkgk+SdzBYdTVlqalpqalJQkbRaFocLCIns7O5FIRKN9Hp+HUwxVEQRBURTFPveloiimrq5Ooys+Cztx/NjbN29RDKXT6TweT8mk9BiE6ekb4DN4ZKGwPqeCg8/lIhGJ4WFhD8LvC4RCJouZl5tr72D/6WkYkUjU1PrBmUP1DT5Pf/K0qW3btauxgEAg2LljR0pyCoFAIJNICIrIby+GYSwmk/VloCZ9uTBMIpHIw1MGk6nyaSIR/t2jxjxTGIbR6XT9TykaVFRUaFQqu7wMf1haWrJ/3/7cnGwyiYxgKAEiyH9PMAhTUVP9SiTH5/Pxg8u3/Pfff8HduqmrS9t3HRwc0tLS7925229A/+pBMyZDIBD69u/XrXv319Gvpk+bduLEiSlTp1YpyS4v37ppk56+HoVCefniRXFhkUgsin71yt7BAa+bdFSALPSEvoXDZh87csSnaVMQngIAADRsVXsSq8/aAeqEW2P3vv37Hz50yMHRQd6ASiSRCERiUMeg0WPHSieVw3BZqTTswLtT8WBF/nJwOJyqB4VriBjwn1EU3bF9+4uo5wsWLXRzd+fx+cOHDEVRZeeti8Wfs2CWlpaqqanj0eqli5dOHjs+a+4cXz8/Ko02d9bsKnPhG1jS3Nr+Fio4nNUrV4nF4uUrV9jY2GZmZY4fM6ZKSs4ab0XVAyp3u1BZXIv/zONxJQiirqEBQVBRUdHSxUssLCw2bNpsYmIcHR09d9bsL86r8CtRHZlMJhAI8mqLxeKsrGzFxlQdXd2kxERxTSlR42Ljjh89OnHyJGMTEzqD3qxFCxsb27TUVAzDqlwjXyCg0mg5Wdkrli3HMCw7OxtBJBvXb1i+coWlrOUYH7JCU5gvVRt8Sh94gwIAAGjw6tfc6oZtwKCB6upqN65eg+HKMEVNTc3Ozi4u7r20G11fn0al7ti+LTw8DN9LoVL5PH5+bp501nNOzssXLxRn6qAoikhqXUMBkUiSk5LdPRq3aNWKpaKSmJiYnpamOK7gK4gEwru3bz+8f49n63zy+LGbuzveXvXxY6KRiUlQp46aWlp5ublxsbEw/Df9Cn1vZCOsBg/HORUVGRkZfv5+bu7uTBYz+tWrkpKSr2dkk75eKPoDWf1hmFBRUREeFo7HkffDw2EIaiQbNlBcVFxcXBwY1MHO3o5Gp7988aKiokL5xHBaWtpUKrW4uBh/KJFI1qxauXH9BjwULioqeh4ZaWVjo6omnbEkEPBj373Ll2XblYW2pEePHj188BB/mJKSkp6WZmVljd9hDocTExNTWlICQZC2tvaq1av3Hzq4e++e3Xv3Nm3a1KtJk41bNpuYmuLPLS8rhwmwYlgMAAAA/OPA1KhfCEEQPu/zqlGamppjxo0fPmQIt4KLh5UEAmHU6NHTpk4dOGCAk5PT2zcxBAJh0uTJeHl7e3tzc/MlixY18fHJyc6WIAg+5Vn6RCLRxMTk0KFD69asmTRlCp1OF4vFAoFAHq2SKRQ/f799+/YiEgRBkcL8Ai0trWtXrzZr0dzKygpF0a8sgCSWIBWcirmzZ9vY2iYmJFKolH4D+uM91y1atgq5HjJl0mRNTa2szAw6nR4VEfHq5UsPT08MwwQCgURc2chXP0lvoHLNuxiGVXAq5s+Zu2bVaoU2aWTuvPmdu3bR1NRs2rzZoQMHM9IzS0qKKyo4VAr17OkzPj4+NDpd+rrL+s0VD2hiZnr82PGF8+cvXLRYXUMdL6PYcqn48imSjnmF4Tu3biUmJDCZjBfPX4wcM9raxgaCICNjIycnp00bNr58/iI3L7eCUwETCKdPnZoxaxaTyfzKMXGGRoZmFhaxb991kCXlpdPp3br3WLl8eW5OtrW1TVRkpFAkGjFyBB7vZqRnDOzXf/SYMWPGj4MgyMraulfv3ls3b37+/DmLxXry+LGpmVm3HpXDjmNi3owePmLF6jXduncjEola2p+HfBCJRAKBIB+rIPvO81FTQ9PS0lKpFwYAAAD4B4Dw9BdyaOS4dcd2G1tb+ZbmLZofO3kCRVE8AxEEQbb2drv27gm/F5aZmdmjV882bdsaf1pGSFtbe8369Xfv3CkuKuoQFGhoaMRms/F+fxiGBw4ZbGxirKGhiY9l7NAxyL2xu+IYwYFDBhmbGL99+1ZXT6/1lDYVbM7z51H40w0MDFatXWOrUDE5GIYHDBrYs1cvNrs8MiKiW/fubdp9rpJ/QMCWHdsjn0VQKdKYVVVV9d6du3jqU5aKyuJly4yMa56FUx9wuRWXLpyzmDlTmcJW1tbbd+0UCgSYdKZTJQzDXN3c8NEX06fPcHF2Sf74saVvq4CAgMTExOSPyXhRTy+vtRvWy7M14Tp17sRgMDAMotKkL4Grq+v6TRsNP01a6ty1S7PmzWocUmlpabF1+3YtLc1HDx9VcNg9evZs3qIFvovFYi1bueLu7Ts5OdkdO3Zq2qxZdPSr8rJy/LtEh45BjT0a1zhXCcdkMgNaB9y+eau8vFxN1kTauWsXYxPj8LCwoqKiTl26tGnX1vxTIlVDQ8P1mzZaWlrJk+OOnTDOycX5eUQkX8AfPXZMm7Zt5Zdsb++weds2Jyfn6icdNmI4IptrhrdjS8SSqKgoD09P7S9vFwAAAPBPwxSUl5cP6j8gNjZWcSMA1K137945OTgMGTgQb2L8bbZt2aKhonrs6NHfedJ6rqioqH+fviHXr/+pCsS+e9cjOPh9XJwyhfNyc/v07Jmfn//r6wVIxcfHe7o37tm9B4fDAXcEAIDf6W8aOAgAPwOGYbAoWhVaWlq9+vR+cP+BPB3V74Rh2M2bN1u1aoVnhwUAAACAmjv3ZYPzGtTkawAAvqJDUJCpqSme2/U3QxCkTZs2VtbWSqY8w5/yiysFAAAA1LPwlEQiNfH2Vv2UixEAgAaPTCb/qeWaSCTSd52aTKE4ObvgS7YCAAAA/0p4ymAwJk2eDBNA3lMAAOodTU3N+QsXKJ85CwAAAPhLVe1TA7Ep0FDhizbJ1hwF/lYgNgUAAPgXgKlRwO+GL0BFIBDwLFe/DY1Gt7G1pSqxOhEAAAAAAH8QyHv618vLyztz6jSJ9Hf0eMIwnJ+fLxFL0lLTtm7eQiaTFKfiwTAsEomaNmvm07Tp9x4Zw7D7YWHJySk1jk0kEOD4D/F9+w94Hf1aIM2HX9/bUDEUJVHI7du319UDyykBAAAA/3B4yufzTx473qFTR6NP2cKB+i89PT0qMrL/wAE1rvMOy8gT3H7zaD9QHl8qVMnyBAKBQCLBMEyn003NzCgUsuKziERi2N17Tx4/+YHwFEXR0JBQN3d3ExMT+WpMciQSKT09A0UxLS0tCwtL+RL2376ub61c/2PlIVj6v8pbLXtClUEHGIRdv3bdxsYGhKdyHDb70sWLPXr2VFx+AgAAAGjg4alYLA4PD/dp3gyEp38RFEEcHR07de5cWwGBQCDr2la2UxsvT6VSlVyhXigUoihKpVKVTA8UHR29FUO1tLW6f1oDUxGRQExKSoK+H4ZhmlqaAa0D5EsxVfExKSktPdPZpVFL31bKHFAkEkkkEhKJhI9GqPPy+K3GMKy2W5eeng7yKCnicrnXr10LDAoC4SkAAMC/1blPJpOVDEqA+qN6YyEEQWVlZXdu3bp963ZFRQUEYSoslXaBge07BOLLV1bH5/Hu3b0XGhJSXFwMwxCVRgto3TqoY8cqi3PKSSSSB+H3r1+7mpebB8EwmURq3rJFpy5dTExMaiyPYVjEs2dXLl9J/phkbmaenZ2zfu3a4O7dbWTLxyse9ofugbQpEsMwcU1Pfx0dfeXS5ddv3mAoGvPmVfyH+C7BXV1cXGo71Ovo11cuXYqPj8f/EpxcXLoGd3X+VvmEhAS80dTZxaVL164urrWW5/F4YffuhV6/UVxSAsEwnUbzDwgI6hhUpaEUQ1GQhLjKSwzeoAAAAP4FYOxpw1RYWDB/7jwMw3r36WNta4OhaHJy8sULF+7eub1yzZrqESeXy100f35+fkGvPn0cHR2JREJmZualCxdv37y1au0aCwuLKuURiWTV8hXv3r39r1cvN3d3KoWSm5t37erVSeMnLF+x3KmmSG7Htu1hd+8Gd+8+ZNhQFRarsLAwNCRk2qTJs+bNbdmy5c9fsvRrFSaNgqtsP33y5KkTJzt0DFq5apWaulppSUl4WPjcWbNHjRndNTi4+nFOnzx18sSJDh2DevT8T01NrbSs7EF4+LzZs0eMrq08fvyOPXr2VFNTlZcfWcvx2Wz20sWLiwqLevz3n4Ojo2zUQdqVS5fD7t1dumKFpaWl4iWB8BQAAAD4FymucFpeXj6o/4DY2Njfuawq8JOePX26ZOEixS1cLnf40KErV6xAEERxu0gkWrVi5ajhwysqKhS3C4XCGdOmzZw+g8fjVTn4vj17+vbqXVhQoLhRLJGsXrly1IiRxcXFVcqfP3suuHOXlOTkKtv379vXr3ef9PT0Ktvv3b3XqUNQ9KtX8i03rl3fvnUb9v0QBFmxbFlqaqrixquXLwd37hL77l2Vwi9fvOzSsePdO3eqbL965Upw587v3lYt/+rlyy4dO1Uvf0VavkvN5YNqOL5EIpk5bfr0qVO5XG6VXbt37ur9X8/ios+39NCBgw8fPPjWdf9D8nJz+/TsmZ+f/6cr8q+Ij4/3dG/cs3sPDofzp+sCAMC/BSSWaoDCw8LEYsmMWbOqjGgkk8nTZ84QicRh9+4pbn/z+nVqcsq8BfPpdHqVQ40cPVpPX+/KlSuKG1OTk589fbZg0UJNTc0q5f/r1dPTy/PM6dOKG/Pz8m9cuz53wXxTU9Mq5Vu3aR3cLfjY0aOSn16ssnJQikLrKZvNPnXy1JSpUxs5OVUp7OHpMWLkqBPHjuMDbeXlT584NXnqNCfnquUbe3iMGDnixLFj1cqfnDJ1as3lR486efyL40MQ9Pz587TU1CVLlzIYjCpPGTVmtK6u3tUrlz9fEQG0ngIAAAD/IhCeNkAh164Hdwum1JRfiUKhdOvR4/at24pDPK9fvdYuMFBdXb3Go/Xu0/fh/QeyAayVbt686e3jXdsY0569e796+aqwsFC+5dGjh+bm5o6OjjWW79ipU1pqWnZWFlQnnfsK3rx+Q6VSfZrVnATAL8BfKBR+eP9esTyFSmnarFkt5QOqlX9NpdR+fH9/gUD44f0HxY0h16+3adeOpaJSvTyBQOjVp9eD+/eFQmHlFdWUigEAAAAAGjwQnjY0CIKUl5fb2dnVVsDR0bG0pFgx3MzPz7Ozr7W8qakJgiDs8nL5luysLHt7+9rK6+rqUiiUcoXyH5M+Ojg61DavX1NLKj8vD/pplRmaPklNSba2sa4t+b+KioqZuVlycrJC+RRZeUqt5c3Mkz9+/Fw+NdXa9qvHNzP7+PFzFgKRSJSXm+/m7lZb/Rs5OYlEoqJPkT0ME2qc9AYAAAAADVvViEEsFoMGm7+adAK7LEitrQCCInh6U8WnfGW+PIphKIrCCsElDMESSa3HR6UQgsLxCQTC146PohKJpG4Wq5RduxyRSPp6HoAq5yWSiGLxV8sjEiLp82xCEpEo+WZ5heMTCASYAIvF4q/UB8MU1u0EKTS+JBu8C96gAAAA/rHwlEKhtA9sr6Wp9efqA/wsAoFgYKD/5vXr2go8j4oyMjJUzBxpYWEZ8+ZNbeU/vH/PUmFpqGvIt9jZ2795U+vxM9LTIQjW1Pr8W+Ts4vzmzZsaUz7JRqbmlZWVGRgaQj9Pmtz+c4Bqb2+fGJ/A5XJrLFtcXJyWlmbv4CDfYmdvn5iQwKu9fHpauoPD5yEKtnZ2CYkJPB7vK+UbNWok30IikSwszCMjImqr/ssXL1RUVLS0tfGHMAyD1lNFdAajla9/9RHSAAAAQEMOT2k02uChQw0MDf5cfYA60L3Hf1evXCktLa2+q7ys7NrVq526dFFs1esS3PV++P2MjIzq5QUCwZlTp9sHBtLon7P6twtsHxcb9+7tu+rlURQ9fux4S99WiiNZmzVvXlpS+uzJkxpre/rUaVc3N8O6CU+/GH3ayNmJSqPdDAmtsezVy1d0dXVtrK3lW5ydnOh0WmhoreV1dHSsFco7OTvTafTQkJBayl/W0dWxUigPQVDXbt0ePniYnZ1d860+eapDxyD5oqwwBIOhp4rU1NQmTJqoqqpa4w0HAAAAGgww9rQBauLtbW1ru2ThorKyMsXtxcXF8+bOdbB3qDL7x9bOztfPb8nCRTk5X4RNFRUVq1asoNPpgR06KG43NDTs8V+PlcuWJcQnKG4XiUTbtmwtLCjo3aeP4nZ1dfVhI4ZtWr/hxfPnitsRBDl+5OiL51FDhw+ri+uWtjcqtp7S6fQx48YdOXQo7O4XmQrw9FWXL10aPXYsSWECGY1OHzMWL3+3avmrsvLjxpLInzv36XT66LFjjxw6XP34169du3Lp8ugxY0gKgwGkEXOjRr5+fnNmzMzNyVHcLuALli9ZymSxOgQFfXk1YOxplVcYjHgAAABo+EBa/gaIQqUsW758xbJlwwcPbRfYzsnZGcOw2Hfv7t295+TsPHvunCqrbpJIpBmzZm5cv2HsqNH+AQEenp4EAiH548eboaF6+gbLV61U+XKmOQzDg4cORVFsxvRpzZo1a9qsGYVCzcrMCA0JJZKIa9av0/7UPS0X1LGTRIwsW7rM1dU1oHUAnc7Iz88LDQnhsDlr1q0zNzevmyuvNm7ap6nP7HlzN63fcDM0tG37dtI0+6WlN0NDs7KyFi9b6urqWuUA3k19Zs+Vlg8NDQ3s0EFNTb20pCQkJCQ7M3NJTeWlx587Z6P0+CHtOwSpqamVlJSE3riRnZW1ZNkyV7caZkFNnT5t6+Yt48aM9fVt5SgLBnQAAQAASURBVOXtQyIR4z98uBkaamRsvHrtGsWea9k6WHVzYwAAAADgL1I1saJ0EozMn6sS8H0inj27c+v24mVLq2xHEOTF8+c3Q0Jzc3MhCDMwNOrYqaOHp+dXJiG9jo6+FXozJTUFgmBtbe3ADoE+TZvWNjMdgqD37+Pu3LodFxsHQZCqmmrbdu1atGz5lfXQU1JS7ty6/fp1NIRCNBrVr3WAn7+/hobGl6mXbqSmpk6YNBH6fsuXLu3Tr1+VVVIhCMrJzr57505UZKREgpDIpBYtW7Zu3VpPX7+24+RkZ9+7d+/CufN8vkBVVbVX715+/n7Kleerqqn17NXT39//K+XxJFYhN66Hh4VjGObm7tY1uJtPU58qt/r0yVMaGhqBQV80Xf/jMAwD706/TUJCwoC+/SwsLA4dPfKVv2sAAIBf23rK4/F27tjRq1dvM3Ozuj8V8GtgGFZjxEkkEn2aNvVpWnNWzhq5N27s3rix8uUdHRs5On6e+vNNlpaWY8aN/XoZ+cjLH1Pj0w2NjAYPHTp46FAlD2JoZDRo8GAIhtNSM9zcXLp07aJMeQyD0tMz3d1dO3fp/M1TuLm7ubm7Iah0RMT0GdOqxOg4EokEOvcVlZWVHTl0eOjwYWpqakq+lAAAAMBfH55KJJI30a8VR78B9R+FQn0e9Xz71m01tipJN31aTknJjuJPx1H2CXVYnkCAX72KdnZ2hn7UqRMnDI2MsOrpQvGzyoZzSk/7rboSCISYmLem5hYRERGlJcXfnEFPIBDexLw1k5Z/VlJcpMyMewmCcDgcFot17MgRNTW1KrcDg6CoiIjuPXp88zj/DgGf//TJ4779+4HwFAAA4N8ae0oikUDf2d/FxsZm1NgxsnimAYBNTEztHGrN+f91/fr3T0tLq5MUqkQiMS01raKiQlNDw9LK6it5ZOXlU1NTZeU1lSkvHX0hkSQmJPJ4PBfnRppaWlXDUwyzsrJycvrxSL3hgWEYvEEBAAD8C8DUqL+emrpap86d/nQt6gUra+sqiZx+Ruy72F07ds5bOL9lq1bKlH8nLb9j/sIFSpaHIGjf3n1pqamzZ89UTBMLAAAAAP84kFgKAGomFomysjJEItF3lM/IEIuEyt9QNptdXFwsUaKpFQAAAAD+HSA8BYBaEYnf170gW/L0O7JegIE0AAAAAFAdCE8B4I+h0+mqYBI6AAAAAHwJjD0FgD8DQRAHx0bmFpbKTPMHAAAAgH83PBWJRODDEgBwSifj+hEYhtEZDErtqx4A1e+YWCT6pS8KAAAAUO8696lUap++ffW/utoNAPw7vjdHlTL5pL4Almf7HkwmM7h7dyaT+X03GQAAAPirW0+pVGrXbsF/rjIAUI8wWaxeffuzmMqu5UihUpt4+yjfGgrDMJfD4fF4P1HHf4uKquqAQYP+dC0AAACAXw5MjQLqkrgBDQ4hkUkmJiayyfhKYTAY7QI7MBjKtu0RicQP7+Puh90jEMCfIQAAAAB89h2fiy9fvEBBgkbgq3Zs3/4xKanB3KTvCrWlIyPF4u8aGSkUCnlc7g9VDQAAAAD+mfBUUvvn6+lTp0tLy35LrYC/lUAgBLk8lYdhGAom+vzKLwAAAADAXx+ecrncJYsWp6Sk1FjU2Ng4Ny/3d1UM+Puw2WwCgaCqqvqnK/J3wDBMTV1NT18fAvGWckqKi+fPnVtaWvqLXxkAAACgPoWnCIKkpaXx+fwai+rq6uTn5f2uigF/n9KSEhiC1NXVoYbil7YEwzDs5OzSum075Ye3/uMkEklaaqpEIvnTFQEAAAB+b+c+kUisbaKGpZXV+7j3v7g+wF8sNTVVRVWVSqNBDcV39iPDOCVLZ2ZkxH+Ifx8Xl5iQ8GPV+9fAMPy9qb4AAACAv1HVSBSTqbGopZVVSXExyIMD1Obp4yetfFs1mPvD5XAvnT/H5VYoWR7DEB6Xiyk3myr5Y/K40WMeP3zwIipy6uTJD+7f/7nK/hPAqFMAAIB/xBe9igQCIS83d8XSZcYmJvJJ+hiGEUmkAQMHOjk7MVnMlJQUJyenP1RboP6KjIiACXAj2e/Gy+cvzpw+jaIoDMMIggwYNNDTywsvJhQKjx46HBcXR6rWoy2RSKysrSdNmSzf8iA8/MrlKwQisUqDJIqiKiqqI0ePNDE1xbfk5eXt3La9oqKietu/UCjs/l+PgNat5Vv27Nod/+FD9XY4BEGsbW1GjhpFleUuFUtE6emp58+ee/smpnqHMophM2fPMjQ0xB8WF5fcuXU7MiIi9u2bZ0+fKpZHEKRd+3ZBnTrhDzEMO3n8+InjJ+JiY/ET5ebkLpw/39OrCYqiZmZmEydPIpPJeOHnUVHnTp9BMaxKoyyKYTQqdcjwYXZ2dvgWLpe7dtVqDodT/Q6IxOL2ge07de4s33LqxMnnkVFEUtU7gKKonr7elGnTaJ+awN/Hxe3euYtCoVQpiUEQDEGjxoy2s7fHt5SWlu7fuy8nO7v6jZVIJM2aN+/dt498y9kzZ548elz9sAiCGBoZjRozWj5E5P3790cOHpJIJDCBUFpSUlZaBubeAQAANHhfhAg0Gm3piuVFRUVfFMEgmADr6OoQiUR7B4eoiAgQngJVFBQUXL54aeTo0fhDPQN9X38/PISRRTyf1yEjEokubq56BvrVoygURbW0tBW3mJia+rcOIMAEaSik+CuJYVQqVUVhDhaTyWzRsqVQVEPeAEQiMTUzU9zi6uZmYGhQYwW0tbXl0RUs7Uwm2NjatGjZskoF8DqwWJ8z9lOpFAMDAx6PZ21TtTyKopZWVvKHMAw7ODqSSST5iYhEokgkbtrUh0qjaWhoKFbMwMDAN8C/Mhj88uwkEklTU1O+hUwmN2/ZQiis6Q4giJVCBSAIcnB0YLKY1e8AhmEqLBXFbw5aWtqt27SpHsjiVVKsAI1Ga+LdpLy8vMYba2ZurrjFzt6eSqHWGB+rqanhUfunCmj5+vmiKIb/Lmlra6upqVWtDAAAANCwwN/VX8bn85csWjxm3FgLC4tfWSvgb1KQX7B182b/1gFt2raFGpBtm7csW7p0284d/fr3V6b8zu07Fs6fv3P3rr5KlD975syMqdPwVlKhUDhs+PDlq1bWRa0BoM4kJCQM6NvPwsLi0NEjil/GAAAAfrXvW66GTqf37NVz3569ebkgw1QDh49CxlAMlUE+kciJJQKB4NnTZ+vWrGndtm0Di03lxGKxkiWlHdAwrGT5jp06jR47lsViUSiUzl27jJ0w7ueqCQAAAAANx3dntPH08iotLd22dau3j4+FhQWRRMJQFJ9PJUsxjv8g/Y/0Mfr5B3nAo9hei/+M/+fLHz6VkT3/yx8q91UWlu9U2Kew68vCiofGa4ZBMAwRYAKdQVdTV9fU1DQxManzwW1CgSA1NbWgoKC8vJzH5aEIgsGfqgNhMN6GXblFodKVfbqf71Fla7dsm/RZVa7s0z/yK/70ZMWt0s2yk8rPprhHVl72ainczMrk8ZU3TOH14XDYRCJp7ITxVfqOgW9isVgLFi0cMWqkSCgyMjYCE9IBAAAAQO5HEi62bdfOzs7u4f0Hjx89xrfAsmF6n/JESv+D/6D4v8/7P2eTlP0j3fvpZ+lAV/k+WQSFP0H2D/a5yKdd8v14JKd4qMoieCj26ZhwlXKV21EMFeeLeDweh8MpKy3TNzBo3qK5g6Mjg8GAfkJpSUlUVNTbmLflZWU6ujpq6uoMOp3BYJDIZBiWtlvj16pQl8o78+mi5BWFvyj86Z58fiZ+HZ9+Ugiv8ddCfnurFal2YFliJBgmVOZIkv6Ej/2U/ivfg++GqFSqeYMe5vGrZ+HoK4zKBQAAAAAA94P5wE3NzAYOGYx8mt1f5YP8c/j5iz/d6xaKoiKRiMvlfkz6GB4efvXyFRdX1zbt2v5Anvn0tLQH9x8kJCRYW1t1COpgambGYDDk07GBvwKDyejUpYvyX1HAkpsAAAAAUCd+armaBtYjSSAQaDJaWlrePt452Tlh9+6uXbWqlZ9/h6AOSh6EzWafOHY8Ly+vcWP3GbNmKk5tBv4uZArFwdGJTK6a/Kg2DCajS3A3BhPMIAEAAACAnwJWU6yVoZHhwMGDC/Lzjx05mpyUNHT4MOa35q6+i4k5feq0ZxOvocOH0en0n3tpgD9PsX/gm6hUqqubu2JSJAAAAAAAfvnM/X+Qrp7e1BnTtbS1165Zk5+X/5WSly9eOnXyVP+BA7v36AFi038Qhkkn74OVjQAAAADgJ4Hw9NuIRGLf/v1at2mzZdOmkpKS6gUwDDt86FBy8sf5ixY2cmr0s68JAAAAAADAPwyEp8ry9fNr5ee7c/t2AZ9fZdfZ06cL8vPHT5wIMlcDAAAAAAD8JBCefocOQUGmpqbHjx1T3Hj96rWUlJSp06eDDv0GBoZhsjQF2N+UfQIAAAAAGgAQnn6fvv37Z2dlv3n9Gn+YlJj4+NGjsePGUyjKzu8G/hbcCu7Vy5d4XK6S5WEYJpFIIJwFAAAAgJ8EwtPvQ6FQ+vTre+nCRaFAKODzjx092n/gQA1NjZ99HYD6RyQUvnv7RigSKlleLBYlJ39UfhFUAAAAAABqBBJLfTc7e3sNLc2YmJjcnBwLC0tXN9fvPwbwF5C1hn5H5z63gnvx3NlmTb1/cb0AAAAAoIEDraffDYbhjh07HTtyJCIionOXLr/iVQH+hTypAAAAAADUCISnP8LWzjY3N8fAQF9HV+eHDgA0TGDgKQAAAAD8PNC5/4MWLl5sYmpaB68AAAAAAAAAoACEpz/Izd39R58K/DXAElAAAAAA8PuBzn0AqBmNTvNv3ZpOoyt/g0A4CwAAAAANqvVUJBJlpKcLBELpZzw+WxrDyGSKhaUFlUpls9kFBQVmZmZkMvmHTyEWizMzMrS0tdXU1OqkziiKZmZm0ul0XV1d5Z+FYVh2djYMw0ZGRlDdEQqFWZmZOrq6qqqqdXjYfxaNTvf2aUah0ZR/CpFI/JU1AgAAAIB/Qj1qPc3LzR01fMTgAQPGjRk9dtSosaNGjRoxct7s2Xm5eRAEPX70aMzIUfn5+T9zioL8/CmTJj988KCu6iwUCBYvWHDq+InvehaCIBvWrtu6aTNUp3Kyc8aPGfvsyVP8YXFx8dnTp3Nzc+v2LP8ODMMkEgmEYUqWZ7JYvfv1Z7JUfnG9AAAAAKCBq0etpxiGCQSCXn36dOzUEe8kxSCIQibrG+hDENTE23vNurXa2to/eQqRSISiaN3VWtoi+70HJBKJY8aPJcB1/N1A30B/5ZrVZuZm+MOiwqIN69ZbWlkZGBjU7YmAGpFIJBMTUxKpHv1NAQAAAMDfqH59lMIwbGZm5uTsXH2XWCTmsNl4IIhh2POoKDKZzOPxHty/z2KpBHYItHdwkBdOTUm5fet2amqKnp5+m7ZtnV2c5Rl/vpL6B0XRqMjIhw8e8Hi8xh4ebdq2ZbFYEATxuNwnj5/Y2tmaW1hAEJSdlfX2TUxLP198L4FAEIqEt27ejHj6zNDIqGOnjsYmJvJjFhYU3L1z9/37OAMDg6BOnSxkR5Aes4JHIFTWRCQSPX3yxMDQMCE+vry8vHefPlQqFcOg6Fcv74ffZ5eXN/HxbtO2LU3Wy5yelvbh/Xtff386nY5h2MvnzxEU9WnaVFp/BOWw2WKRBIKg8vLyu3fviMWSu3fuaGlrW1paQhCUlZV159btlJQUfQP9oKAgSyurunvpgMpfIXAjAAAAAKDhdO7jhEKhWIH88/7lixcL5i8oLi7Gg4CTx0+MHztux9ZtPC4v7N69KZMmp6ak4iUz0tMnjBv/9MkTU1PT+PgP48eOffnypTKnvnP79oJ584qLSwgwYcO69RvXr8ezrBcXF69etSoqKgov9vbt22XLlhUWFuIPiURSyPUbJ44fF0skF8+fnz5lanZWNr4rLy9v2pSpx44egSAo5EbIlAkTMzMz8c79/fv2HT50GC/G5/O3bt48bfLkrZs2Z2ZkShuNIejq5UsTx41LSkxkc9hLFi46uP8AfiuioqJWLl9RWlqKh+knT548crjyOPn5+YsXLop+9QqCIA6bHfcuViAUvHv7LkdWn4KCgnlz5t6+dUtFhfXk0aPJEyamJCfX5SsHAAAAAADQAFtPCYTdO3eePnUKj72IROLkqVPbB7bHO8RpNJq87ZNEJhMJhBVrVltbWyfEx48aMSIqKtLCUto2mZaaamFpuXzlCg0NDR6P91+3btEvX3l5eX391CiK3rl1y87Ofv3GDRAE+bcOCA8L43G5KqqqMAzTaDR5p22VmiCIRFVNbfOWLTq6upkZGSOGDrt08eLEyZMgCDp35kxOTvbBI0fMzc2zMjPHjx0bFRFpImtbpcjgRyDAMIZidBp97/79RsbGBAIhLy9v7+49wd26z5g9i0AgHDl0KORGSN9+/TS1NEkkkuLZKRSKPILH64nPzjE2MZkwadK7t28nT52Ct63GvInJSE/fd2C/rZ0dh81ev259bm4uaECtw0VNAQAAAABogOEphGHePt7eTZuiCCKdvg/D1jbWNRZEEcTZxcXaWrpXR0dHQ0OTx+Xiu5o2b25pbf3m9Zv09PSMtDR5W+bXSc9la3vk4KEpkyb5+DRt3rKFr5+fclXGmjZrqiObuW9iaurg6Bj/4b1ELIFgaYtvE29vc3NzPF7csm0bnV5DliIMwwgEgn/rAHme/4T4+IqKioA2rQkEafN2z169fJo2ZalIxxIoD4+r5NGVsbERkUiYO3tOK99WzVu0XLBooTw+BmrE4/LC790xMRkM7g8AAAAA/LvhqSzUa96nX19lCjMYDPnP0iDsUxz2NiZm4fwFVArF3NJSR0dbQ0NDmcnXMAyPGTtWT1fv9q1bx44cWbd2bXBw8IxZsxhMRvVKVnmqpqaW/AGVTuML+BiEScQSDqdCMceThWwAaM1nJxAoVKr8IZvNhmAYH9uKTwlXHFn71cpU3SUv4ODouG3nzlMnTjx5/PjkiZMmJsZLli1zdnGp7emASCiMjHjWp18fZW+FtLWVJP89BAAAAACgIYSnEARJU/kop8bIDEXR48eO6ejobNq6RUtLC5FIoiIilYkYBALBvbt3vZv69Oj5X1Fh4Y3rN3bv3Nk+MNC7qQ+GT3n5dLrCwkKxSKRwRKywoEB+9vzcPHMLCxKJRCAQ1NTU8vMqM2GJRKLdO3c6u7gGtA745uVoaGggiKSoqAh/GBMTc/NGyJjx49TV1TEMQxAEb1VFEKSwoPDrWU7lYxKio6M5bM7K1auFQmH8h/i5s2adP3fOyfnzpDHgJ/OYigSCly+em5t9nhgHAAAAAMBfPzUKRdHamgMxGWUeSkQSBEEEAkF2dvaB/fs/fPhQUcERi8U1PlHxCOfOnF21fEV6WhpB1pbJZDHxyI/JZFIo5GfPIrKzs9/GxFy+eFHxEDAM3wwNDb93Ly837/zZsykpya3btIZhmEgktm3XLiIi4mbozby8vAvnzh09coREJilzOU7OzqampsePHktNSU1JSdm4fkN8fDzeF6+pqVlSUvL06ZO8vLyrly+/evVKMYRSPA4MwxKJJCnpI4fDgSAo/sP7RfMXPHzwkFtRQWfQyRSKlpYWiE3rEJ/Pv3v7Fp/Pq8uDAgAAAMC/px61nsIwzGQya1sUikQmMxgMeThFo9HwFkT8iXQ6HY/eCARC3/79Fi9aOGr4CBqNamNj26FjUOiNkFa+vl5NmkhLMhg1noJOp48dP27V8hUjh49gMhjl5eUDBw+2tbPF2zL7DRiwbcvWD+/f02k0GztbFMXkNWHJet63bN6MYRC7vHzAwIFNmzXDd3Xr3i0tNXX1ypVqamplpaUjR4/28fGR15/8aeinYv1x6urqs+fOXbZ06ZiRIxEUVVdXW7piBT6YwcPDw7916/Vr1unING3WFE84hV87g8GQN5caGBjY2dvv2LpVQ109MKhDUMdOb6JfL5g7V0dXt6yszN7BoXcfpQZRAMoD4T4AAAAA/Dy4/qwSjqflJ5PJNSY2RyQSkVgsn7QuFAqlAz1l4zUxDBMKhUQiUR53lpSUfExK0tDQsLK2xhcyNTA0ZDKZ0pICAamWU0hnw/B4CfHxIpHIyspKW0dHcVdOdnZGRqaJqYmhoaFQKKRSKDCBgEGQSCggkcj5+fkZ6emmpmaGRoZVjpmRkZGVmWlmZm5k/HkJU6FQCEMQpZb64/h8fkJ8PIph9vb2igNtEQRJTEjgcrn2Dg50Ol0ikeD3AUVRoVBIoVDk7ak8Hq+oqEhHRwefkoVhWHp6enZWtp6+noWFBViB8+u2bd6ybOnSjVs2Dx4yBFLC1s1bli1ZsnnrlkHKlQeAei4hIWFA334WFhaHjh6RD4UHAAD451pPa5zYjiOSSHSFmBIPyORPlLcg4jQ1NZt4e8tLWtvYfC5Z+ynw6VbujRvXuMvQyMjQqDK+lJ8Olh5f+rOhTI1PNJWpsvHr9cfR6XQ3d/fq24lEooOjo+JD/AcCgVDlBjIYDMVTwzBsLlNjPYHq8MS3AAAAAAD8u2NPAaD+oFCp3j5NqZTPXyQAAAAAAPgNQHgKADVjMBmt27WnKwyr+CawqCkAAAAA/DwQngJAzTAMk4jFyg/OJhAIGhoa8hl7AAAAAAD8GPBRCgB1g8lk9ujVm8kEM0gAAAAA4KeA8BQA6gaBSNTR0SV8TyZ/AAAAAABq+EgFNwUA6gqY6Q8AAAAAPw+EpwBQMxiGZflxwaKvAAAAAPBbgfAUAGom4AueR0WKRAJwgwAAAADgdwLhKQDUTMDnh9+7y+fzwQ0CAAAAgN8JhKcAUCt8Bd1fVx4AAAAAgOpAeAoAdYPP598PDxOA1lYAAAAA+DkgPAWAuiESCCKfPRUIwGAAAAAAAPgpIDwFgDoim+kP+vcBAAAA4CeB8BQAaoZhmPh7FjUFAAAAAKBOgPAUAGpGoVKcnV0oFAq4QQAAAADwO4HwFABqxmSxgnv8x2SywA0CAAAAgN8JhKcAUGed+yiKgrsJAAAAAD8JhKcAUDeIRKK+vj6RSAQ3FAAAAAB+BghPAaBusFRU+g8awlJRBTcUAAAAAH4GCE8BoM6QSCRwNwEAAADgJ4HwFABq9b099SALFQAAAAD8PBCeAkDNxCLRh/fvJWIxuEEAAAAA8DvVi77IN69fP3v6DEVRvPGJyWQ6uzg39vD4sVkmiPQ4KIn4U5eGYRiCIEQiEV8EqLCw8GZIaKfOnTW1NKH6B0UQFMPkPcvvY+NiY2M7d+lCZ9CrlCwtLb0VGurt09TSyrIuKyDzB7u209LS0lPTioqLPD29zMzN6uSYPC7vxrUrfv6t6uRoAAAAAAD8Ta2nTx4/2bRhw+PHj16+fPHiedSJ48dGDB127MiRH0vTc+n8+XWr1woEgp+p0of37+fOnJWWmoY/LC4uPnXiRElJMVQv3QwJXb5kKZ/Pwx++fPlyz65dHA6nesnysvKzZ86mpCTXbQWePH48d/bssrIy6LeLi4tbsWz5qRMnk5OTUQSVfZuoM9h3/gaCFU0BAAAAoIG0nkIwZGFpuXHzZkNDQwiCRCLRyhUrDh440LZ9e2NjY3kpRCLhcrmqamryLSXFxUQiSU398xYIglJSUt+8fo0giOJGDMOKi4roDAaTyax+/uLiYtKXxykrLYuMjBw4ZAj+0M7O7npoCIlMVvKC2Gy2SCTS1tb+Zkk+n1/B4WhpaRGqNRVzuVwOm6OuoU6j0Wp4Io+HYhh+OZmZma9evUQklbEUkUik0mgUCpnL5YpEIg0NDfmzzMzNzl+8QKzWzFlRUSEWixVLyhUVFbJYLBqtakOsovy8/KjIKJFIpLhRLBaXlZaqqav/uoWXrl+9+vTps959ejs4OtZ4l37Wd0a7YOwpAAAAADSU8FSGRCIRCNLWXBqN5u3tff3KVR5P2hxYXla+dctmZ2eXe3fu6BsaLly8CIKgrKys3Tt3vY+LJRKIXk2ajBozRkNTGlqFXL9x6+bN8rKyZYsXz5k/H4+3XkQ9379vX0F+PplC7ta9e9/+/eWtXMkfP+7dvScxMRGGoDbt2g4bMYJOp6ckJ+/Yvr20tHT1ihUzZs/28PTIzMzcuX3H5CmTDY2M0tLSNq7f0Ld/v2bNmkmrV16+acNGLy/PTl26SOPasrJ9e/ZERUaJxWIHR4dJU6YYGRnVeL1isfj0yZOhISE8Ht/AwGDshPFubm6VuyTik8dO3AwNFQmFdAaja7fgnr164Tfnfdz7s2dOu7i6njtztnefPt3/6xEeFn7hwoWiwsJFCxbMmjNH30AfP8jpk6eePHnC43G9mjQZO348fivy8/N3bd8R3L17Y4/GEATdDwuPjIjQM9C/d+cuj8fz9vEeO368uro6foSPHz9u37o1NSVVW1urTdt28R8+DB0x3MLCosqFREZEnDh+vLioaOmixTNmzbSwlA4buHv79onjJ9jl5SwVlX79+3foGFTnvzDRr6KfP38+Z95ceYX/LC6Xe/H8ObMZ0/50RQCgLhEIBLC0LwAA/2h4imGYUCAQi8UoihYVFd2+dVtHV0dN1lAqEgkfhN+/c/u2V5MmXk2a4BHh/NlzhELh2PHj+Xz+rh07i4uLVqxeTaFQzC0tLCwsMjLSm/j4UKlUCILevXs3d85sB8dG4yaMT0xM3L1rF5PF6hocDEFQQUHBrOkzmEzm6LFjMjMy9u7Zq6KqOmjwYDU1NVc3t49JSV7eTXR1dfAzht+7N2zYUMjISF1dPS019cqlS3h4Gv3q1d3btwMDA/F23zUrV7588WrYyOEqLJVjR4+sXLZ8/aaNNTbZHj18+MD+/QMGDrKzs7169erCefN27d1rYmKCB9l79+yZOGmSi6vLndu3t23abG5u7u3jI20wLim+cO78i6jn3k2b2tjaQhBkYmJsa2MjFom8fXwYTIYs0Cd+TEp6FvGsZ6+eAoFg6+YtGhqaY8ePk4ZQFdyHDx76NG2K1yErK2vf3r2tfH379OtbUlKybcsWTU2t0WPHyC65bPGCBSKhaOSoUZyKimNHjmRnZfXo1bP6hegbGDg4OOTm5nr7eONt2w/C7y9bsjSoY8eWvr4RT5+uWL6MRCK2bd++Dn9hBALB9WvX+g8YUE9iU3wqVVJigvjLJmQA+KsRCITS0tK3MTHq6ur1rXMAkw24NzYxAdEzADQ89SI8JRFJOdnZ06dOo9FoeHhaXFw8a/ZsHR2dyr5/GPbz81+xehVe/tnTp4mJifsPHXRydoYgiE6jL1+6LC421r1x40aNGjm7OIvF4k6dO1OpVAzDrl25qqWts37jehqN3i4wsKCgIPT6jfaBgTQa7eH9B/n5+UeOH7e2sZYOHkAkJcUlEARpaWv7B/jfvX27Q1BHE1NT/D2aSqPBsvZLdXX1wMDAGzeuFxcXa2lpPX702MrGurGnh6xpMy4qMnLB4iWt27SGIMjI2HjKhAkJ8fGNPaR7FRUVFl27enXQ4MHjJkyAIMitceOB/fo9e/K0d98+EATp6OjMnTe3iyyGptFoN65dz8nJwZ9IJBCJROKIUaO6/9cD32Jja+vh6ZmXn9c1uCuNLu2Cx2Sd/jNnzXJxdYUg6HnU8/dxsXhhGIapVKp8zhmRSFRTU5s+c6aLqwuGYS+eP4+LrSz54vmLjPSMrTt24O2sYpFoy6ZNhJo6u83NzX2aNn316lWnLl00NTVFItG5c2ednJ3nzJ8Hw3CLli0yMzPOnT3Xys8P/8JQJ9JT0+h0mq2dHfTLYBgmkUiU/0iGYZhEIoHhp0CDgWEYhqJvY2JGDB2Gv51C9QmBSNTR0d66Y4elrMcGAICGpF6EpyiGMphM76Y+qqqqEIYxGUwv7yZ29vbyAkQi0cVNGmnh4mJjDY2M8MARgiB7BwcqjZqUlOTeWBpIIQiCoqhYLKZSqUKhMDn5Y35e3sJ5CxAEIRAJ8e8/CAQCDptNo9HevXtrYmpqYGiAH2fs+AnyEat4XCKuJamQr7/fxYsX3rx+7eHpFRUZ0adfPzzwSk5OLmezL5w7F3rjBgRDfC4vv6AgJTm5eniak5NdVFj09PHTlOQUDEMRFM3Lzfvw4T2+t3HjxuHh4XNmzS7Izy8pLi4qKiIQKyexYRiqqqrq2KiR4tEQBMFri4enCILq6enhA3kxDKMz6ILSmieKoSiqp69vaFRZUk1Vjc1m47syMzJVVFWMjStHJjRydmKxWLV9PCnervLy8pTklB7//ScP1Dw8PY8dOVpRUVGH4WlhYaGKiio+4OEXIZMpVjY2ZKUHHANAA8NgMDy9vEzNpKkw6lVsCsMwiqLv4+KEQkGVIe8AADQM9SM8RVFNTc2hw4bVNpcIhqu8OUrfmxS2YBCG1diwJ42ZRGJdPd0mPt6IBIFgyNtHGgSzVFTwoEoWQlU+EUEQiUSiTDYrOzs7S0vLqMgoFMUkYknLli3x7RKxmEwiO7u4aGtroyhKIBIC2rbxaOxR08BTCQZBNna2jZycEIkEJsDNW7SwtsIbcZF9e/edO3uma3Cwn78fgUBYv3YdhlZeLPbprfnrNSQQCPLb87XPFQyTRng1laRQKRgGoZ+2kEgk2Z359keU9IbCMKJQQxSTbqnTKfWQSCz6JXOhFDBVmD3+68Vksn7pWQCg3jI2Nt6weVO9CkxxMARLEMmg/gNSU1NAfwUANEj1IjzFAyPlvwS7urleOH8uNSUFby599/adUCSy+dTPi0lDLhhv9KJSqaamphnpGT179cL3hly/kZOdjWfotLG1ffLocVFhAZNpjmHYvDlzaDTa0uXL5YFabS1nZAqlbbt2Z86cTUlO9vDylLfjmpqZUalUT0/PJj7e+Hz2QwcPenh4Vj+CgaGBioqKhYVFT9loTgSRbNu6DR94WlFRce/u3e49ekyfOROCoPgP8QI+v/q8/ip3D4ZhMrkuJ8jb2dnx+fykhER9felcq6SEBA6HU9snwacKSG+Xqpqaja3NyxcvkFEjiUQihqLPo6KsbWzwrwR1BUOlrzL0i/3S1lkAqOcIBAKDIR3OXj+BNYQBoAGrF5++YrFYIBDU9h0dwzCBQCCRSORbmjZt6uzssmzJkksXLp48fmLTxg2+fn6Ojo74XiaLlRCfcOnCBT6PRyAQunYLzshMnzt7tnSO0ZYtq1asIBJJ+Ptam7ZtVVRVly1ZGhoSsn7duvth4c2aNccPQqfTuVzu2dOnszIz8fZdgUCg2GbZrFnz4qLCp0+etG7dRt7g6ubu7urmunTJkvNnz125dHnihPFxsbFV8l7h9PX1g4KC9u/de3D/gVs3b06ZODnk2nV8lg+FQjE0NHz08FHY3Xvnz55bs2plUVHRu5gYoVCIZ+CvUhO8Dy4zI/PM6dMctjTXqUQiUbyfIhnFm6k4hqG2ks4uLm5ubuvWrLl88eLRw0f27NotPWkt4SmDwcjPyzt75kxJSQmFQunTt29SQsLiBQtvhoYuXbw49t3bvv361u30BRRDf0Ps+F3tRvjwhnrY1AQADc+XHWgAADQ09aL11MHBoW27drV9TafRaG3btVPMZ8RSUVm5etX+ffvOnD5NJBKDu3UbMmyYvKWzfWBgXGzsm9dvAoOC6AxGE2/vlatXHz18ZN/uPVQabcLkSb379MVbAU1MTDZu3rR/775DBw7S6fT5Cxe0C6ycXW5nb/9fr57vYt4V5BcYm5hIp0N16KCYctXQ2GjQ4MFZWdlNvKXJBHB0On3R0qV7d++5cP4cIkHt7O3GTZygqVnDQlMEAmHM+HFMFuve3bsikcjAQH/jls32Dg74QaZOn757587du3bp6uoOHDTI26fp6+hodjlbR1dHR08vsEOHKtPV/QL8Y97GvHnzOrBDBxVVFUsryzZt28r7vht7eHC53E+3jtW2XTvDT7muLK2s5CVhGG7s4SEQ8PFdVCp16YrlO7dtP33qNIvF8gsIuHvnDrGWiNDLu0nHzp3i3sWWB5Zpamo2a958xepVx48dO3zgoJq6+vKVK339/aE6JR07QfiRRcV+HQqF0sjJCUwiBoA/Al/qTxazyr9FS3t1ZLu+KInvJpIqFwUEAKAegv/qL6BcLpdIJCozBhHDsLKyMhaTSa6pDa+8vJzBYNTQlY9JR03+QMUqKipQVDqH6ZslBTI1ZkcqLy9XUVHB2wjFslGtn991f738vLz74eGt27bV1NAkkogXzp/fvWPn8VMn5aGtMthstqqKyo/dw6+7GRpaVlrWt38/6Jc5euRITk6+g4NdcLdgJcsXFpbY2lp16dr119UKAAD8C2rP7j0+fkw6d/GinWxkV3pa2rbNW0pKS+XdWTAs/YATiURVvjRiGMZgMGbPm6u47AsAAPVKvWg9/WE15hOtEQzDNS6JhMMTrNb4tB+rGIul7Hwamsw3a/X754+TSOSL5y+E3gjpP3Bgfn7eoYOHugZ31TeozHKgJGUC9B8jG2H8yzv3v+sUGCb9FvE3f90DgL+Yjo7OwKFDREKRvE2URCLu2LZdRVVlyNBheKiqmDBVS1Prj9YXAICGG54Cv46WttaK1atOHj9x6OBBBoMxctSo4O7d6s9UIQzF4F88NQqRINlZWdbWVVfJAgCgHmIwmfKF93Axb96UlZbuXL37e79XAwDwx4HwFKiVnb39spUrJBIJQaZe3SlproBfPNahgsM5e/qkh6f7Lz0LAAC/gkgk2rp5y3+9e4HYFAD+RiA8Bb71KyLLclDfYNAvbz3FMxv86lMAAPArXL5wEYKw4G7dwO0FgL/RH24SE0vEiulOhUKhkgGB8iVRFBUKhN/MY/97IAgiFAr/6uloEomknizT8hvmiX3vxF4wERgA6oPc3NwzZ86MnziRLltIDwCAv84fDk/Pnzm3fu06gUC65CaXy10wb971q9e++awKTsWiBQvv3r5T415uRUV6Wrp8PdKYN2+mTpmSnpoG1QOPHj6cMXVqaWnpN0sKhcK0tDQejwfVM5cvXtq4fn1ty73WCMOwvLy8gvz8uqyHdCGAejfeAOQ9BYA/6MmjxzOnTZ86afKs6TN8mvp4eNawJAoAAH+FP/wBn5qSEvvuHZ4lnkgkGhgY1jqJXoFYLI5+9So7O7vGvRHPIkYOH56Xm4s/pDMYxkZGFGpd5oT/YSwWy9DISJl1U9PT0oYPGvzu7TuonklPS4t9Fytf7FQZKIKuW7Vm65YtdVgNaQt0PUtZWMFhH9q/j8Nm/+mKAMA/B8Ow0ydPjR4x8tTJk+fOng27d+8rS70AAFD//eFhhSQSSZ4yiUqljhk7pspIx7S0tOSPyRYWFsYmxhUcjpq6OpEozaVMpUgV5Oe/j4szNDSytbPFk0CJRKLCwkIul5ubm6tvYEAmk21sbCZPnUL71MVTVlZGp9MrKirevX2ro6Pj2KiRYocsiqLv4+IKCgqdXZxZLJZQKFRTU6veYysWizkcjoqKSlJiYl5enmOjRvjKn3ISieTD+/cFhYW2NjbyJU/xZaUcHR0Zn/JhlZeVUahUkVD47u07FTXVRo0a4ZePIEh+QQGXx8vPzxMIBHjmKQzDkpOT01JS9Q30HRwdlYlx5RcV/+FDVna2uZmZ7aelX+U+fvyYnppmbGJsa2dX5UoLCwpjY2NZLKaLqyuVSq3+kkkkksKCAjV1dfmSCoWFhR/i3lNpVBdXV3m3WnFxcXl5uVAkLCkp0dDQqJMecFlG2l8cn2KYbACJsp9wKIqVl5diWL0YRgIA/5TSkpKd27dzeVz8bQdF0bNnzgQHB7u6g6mNAPBXqkezXioqKkYOHdauffthI0fgoc+RQ4cP7t+vqaVFJpNNTIxzcnK37dhhZCxNC08kEu+Hh1+9fFkskRQXFXX/r8fkKVNJZNKrl68OHThQWFCwYumy5atWurq5RTyLWLVixabNm+0dHYRC4ewZM1EUqaio4HJ5Bfn57Tt0mDN3Lp0hfUfjsNmrVq68Hxauq6fLZLGoFKqGusaa9euotMrITC4+Pn7BnLlm5uZpaWkikYjH5c6cM6dT5054wJSfn798yZK4uDhNTa3CwsJefXqPHj2GTJGGdKE3Qg7s23fw6BFdXV2xWLxs6dLi4mKJWMJhswsKCpo1b750xXIWi5WZkbFt85ai4uItmzaTSOSgjkECgWDzpk13b93W0dXNz8/3auK1aPESFdVvr2JfzmavXLbsdfRrDQ2N/Pz8du3bTZ8xAw/WeTzepvUb7ty5o6urW5Cf39K31ey5c/FMpQiCXDh3fu/u3UwWq6yszNLKau36dYohOIlE4nA4ixcszM/PX7FqpYWlJYZhF86d27FtO5PF4vF4hoaGK9essrCwhCDo0MEDL148h2F404YN8xcurKvRYL86PCWSyaZmZkTid2ScrW/jDQDgH5Gbm5uTk6OYkF8oEL57FwvCUwD4S9WjT1N8OXj5oMboV9GHDx0aPmLEwSOHlyxblpKSWlpSUtmUBUvjp7S01OmzZh44fGjIsGFXL19JTUuFIMjVzXXwkCG6urpz5s21s7eXfY3+YpH6ioqKt2/fDR02/ODhQxMmTbp+7VpcXBy+6/Kly48fPlq5Zs2Bw4cGDhr07u1bPp9fW12zsrPKy8s3bN508Mjh9h0Ct2zclJGegQd2u3fuSktL37Fz1/5DBydPnXL65MnwsHs1rnEvFAjfvH7ds3evfYcOzpoz+8njx5ERkRAEGRkZjZ8wQUdLa8LEiS1btYQg6M2bN3dv31m8dMnRE8fXb9wQFxv39OkTZe7qs8dPXkRFbdi86diJEwsWLQwPC3///j2+6+L5C3du3166fNn+QwfXrl//7OmzU8dP4LvexrzdsmlTrz699x86uGXrlqzMjPNnz8qPSSQS2WVly5csTUlOXrRksYWlNAZ9GxOzc8fO3n36HD529PCxoyQSae+uPRKxdPraoMFDPD29mrVoPmHSJGWW+FKGNDT9xR13TBazR8/eyi/9AADAn6KppaWqqip/n8cwjEgkmpqZgVcEAP5S9Sg8xb/yypvEIiMi1NXVe/frq6+v7+bu1jW4q2JrGYIgQR07NWveXFdX19vHm0wmFxcVSTMzMxh6+vpkCsXUzEweCVXpvvf3928X2F5HV7elb0smk1lcVIiPCnjy+LFXE6/WbVrr6uoFdezo7eOD1tJRi6+J17N3L1tbWyMjowEDBwoE/Jg3r/G1QB/ev9+7T59Gzk6amprd//vP0dHx1s1beJ4BxQvEK+Pl1aRrcLCenl6Lli21tLXy8/Oka0RRKIZGhmQy2cjISEVF2kSKoSifx3vz5k1SYqKDo+O5ixd8/fyUuaUohrLZnNevolNTU1q0aHnl+rVGTk74RLRbN2+28vPzDwjQ0NBo2rxZYIfA27dv40Mnw+7d09bW7j9goL6+voeX18IlS+wdHPADEgiEkpKSubPnPJdFvfh3AAiCwsPCVFisdoHtIQxjMZl+/v7Pnz8vKCiAIEhfX19FRUVNTU1fX7+umjyLi0uYSi/N9WOIRCKVSgWT8QGg/tPT0xs0ZDAMw2KxGG8F8PX3a9qs6Z+uFwAAf3/nfhVlZWVqamryIY9GxsYkEqmy2RGDCESitrb25wztBIK8LQ1BEKxy1GBV0q/UBIKmlib+EIYIsmNKnykSicrLy80tzOWFDY0MMzMya6wbhmF0OsPg00okLBaLwWSUlZVJh0CVlvJ5PPl4U1h6HKPkj8kikbDGBKJa2p8X1iMSPxfArwKfNAZBkKeX1+hxYw/tP3D61Gk9PT2/AP+hw4Yp00se0Lr1x8SkfXv27Nu719DQMLBDYL8BA/Ce/aKiQv+AAHlJMzPz0JBQvkCgoqqamZmhb2BApVXOJ/NTCIUJRGLcu3d5uXkkErEgv8DaxgaPswsLC9PT02dOnyENP2FYlnMAY3PYhpAhgiCoDFRH3se9//DhfY+e/32lTHZWVkJCIv4SSKQVQD7fZwKRSCTivy8wBCEoIr/PePxNIpIIRGJKcjKdqVLP5l8BAFADAoHg4uJiamqqoaEhFIkCWgcMHT5MmbWg3759+yY6WiSWWFtbe/t4Kzn0qKCggM/nm5qa/qKvr8XFxRw229ziu5esKy0tzc3JNTYxli8ojWFYTnY2imImpibQn1PBqcjLzzMxMZF/pgPA3xqeamlq8nk8sUhEoUiDpMqUPUq/FXzvuwaVStXQ1CgvK5dvEYtkZ6wFiiLiTxEwny8dk6CpJQ00GUwmmUwuK/ucOqqsrIzFYpFI3zGEsfpVlJeXt28f2Kdv36TExPB7YSdOHMcwbOq0ad+8zPLy8r4D+o8cPer9+w+3b93cvnUbncHoP2AAlUJlsVjFxcXykqWlJQwGgyyrJ41GLywoQpDKgPLDhw8SicTZ2Vm21KfE2tZ2244d27ZsWb927X77Q/j3BBKRZGtnt3nrFgqFgknHLQjKysrMFDrX6uR9XCQUhYfdC7sXNnzUSPn7b40+fkyOev6CQqGQyeTwe3efR0bin1Uogng3a9ailS8ekpLI5BdRkQ/Dw/FlsRAEcWjUqFOXrhKJRM/QmMPmKJ/kFf9SBCYLA8Dvx+VyDx8+PGPWzPYdOmAYhn9qfJ2AL9iyZfOFc+dMTEzJZPKB9HRjE5OVa1bbVZs/Wt2JY8diYmL2HzyozIl+wNXLV26GhJy/fOl7n3j75q35c+b06NVz5erV+DsegiAb1q0XiUQ79+z+mSqJRKLbN2+ZW5g7u7j8wNNfvnixds2ardu3S+cxA8Bf17mvyM3dvai46HlUlPR9RCAIDwsXi8XKBDgYhKEIIpF8bg9TBplM9vDweP36dUaGdAhpTnb286io2iIqAoHALmc/CL+PhzgPHzyAMMjB0RGCIAMDAwdHx5DrN3hcrqydLy7mTUwTH+/vfReTNp2iqLwN+GbozdkzZ3K5XGcXl8nTpjo4OJZ8iizLyspiYmI4HE6Nxzl98tTSRYsxafur56QpU4xNTEpLpKEzS4Xl1cT70aOHOTk5EAQVFRXdvXPXw8NDVU0a83l6eSYlJsZ/+IDP9Jo1bXrojRvyiunr61vbWI8aMzo7J+f40aP4DXF2cSnIzy8pKdHTlwoNCTmwb7+8/iiG/mToJhKJwu7dW7p48cePyROnTLb/NKigNlpamnq6OlqaGupqqi1atBgybOiAQYMGDBo0aMiQps2aaqiraWlq4Hs9PT0GDRks39u6dWt1dVUtTQ0alUKjks0UGtS/jk6n+wUE0OmVSQwAAPhtTp08qa6m3q59ezKZrOSb7eNHD69eujx77tzDR48ePnp0x+5d5eXlWzZuUmbBF4lEIhaJlWmd/THtOwQuWLzoB56IIBIERW+GhIbdq5zwgDfufFem6hpJJJK9u3c/e/rsx56OoqhIJALf3oG/pvVUJBIJP00VqjI1qomPd1DHjosWLPS+EZKXl5uSnIKPwqwsyRdIPpVEUZTP58v7Z/X19dkczsIF8xcvXWpnZ4cgCJ/Pl/csS0/xqT0MwzDFJwZ37x4VFTVy+HA3V7fExMTc3FxLK6vaak6hUG5cu5aclERnMF69fDli9ChL2QwhGo02YfKkebPnDOw/wNLK8sWLF84uzj169MCfJZFI+Hz+56lRQqG8cQ6/fPk7o7q6OoPJXLlixXxoQUvfVt7eTc6ePj1k4ED3xh5pqakF+fkTJ03Co+dnT5/OnD5934EDzVu0qF7PFi1bXL50adjgIQ4ODh8+fCASie3bt8MDykFDBr+Pixs6aLCbm1vsu3csFdbwUSPxqa/t2rd/8vjJ1MmTvb19PsR/IBCJvfv0xQ8oFov5PL5IJHJydh48ZMjePXvcGzf28/fvENQh4tmziePG+zRrVpCf9/Fj8uw5c1iy4aEkEsnYxPjk8ZOGBhsmTJpI/f7ZUc+fP582eUq7du0mTJpoYGiozFMaOTk5ODjgNxpPRibfpThqAr8VeNNp9b0wDCufwItKozVr3vIHrg4AgB9GJpPT09JCrl1fu2E95Xs6jmNj41RVVTt16UKX/c16enmNmzD+Qfh9Ho+nqqqKYVjEs2c0Gq2xhwe+2svDhw+dXVxMTEzkbxrPnj17eP8BmURq276d26cMVuXl5VERkRaWFk8eP0lNSWnp28rHx+fu3bsxr984OjXqEBQk7/YRi8VPHj9++uQpj8d1cXFt066tfMSaUCCQtzigKPrs6VN1dfW8vLzHjx7r6ul26tTJzLzmr80IilpYWpqZme3eucvN3R1Pt1JlzgMEQQnxCffu3s3NzXFwcOzQMUhTs3LAW2JCQkZGRitfX2knGIY9e/qUTmc09mgskUju3rlTXl4e/erVyxcvPDw9YRh+HhVFIpH5fF70q+gBgwZqaGhgGPbq1asHYeGFRYU2Nrbt2rdTnJ0GxvEDf1N42qtP78CgDvgcJgaDsXDJYn39ygGdRCJx0uTJjRt7xLx508Tbu6iwMCQkhCT7tspisZatXG5kZIyXtLS0XL12rYNj5dydRk5OmzZvysvL01BXhyDI2dllzbq1pubSPxIymTxr7hw12XYIgnR0ddauX29nX9mVo62lvWr16vvh91NTU8eOHxdy/QaKYQRiDQ3MKIoyGIyRo0dzKjjFRcU9e/Vq1qK5/G/PxdV1x+5d98PDCwuLpk6b5ufvL19roHmLFgaGBuqyChCJxAmTJuJXBEGQmrr6kmXL5MODDAwM1qxb+/79ewND6Q2xtbPbsWvXo4cPsjKzWvn6tmjZQj5XycPT08/fv7Y77NWkyf6DBx49fFRQkN+xU6dWvr7y8bWGhoYbN28ODw9LS03tP3Cgf+sA+WhaNTW15StWhIeHvY97H9ytW9u2beWjaYO7d/cLCMDH0Q4cPMjOzg5/FktFZcnyZffDwuPi4oyMjaZMmyZ/v4YJ8NBhwywsLLR1dIg1DcD9JkNDw6HDhmWkp798+ap9oBaF8u0PIWlkWcu5YBiucRywMnu/rp6snQsA/wgYhiUSyf4DB/1aB8inaSrJwEA/JyfnwL593bp119XTpVAo3bp3D+zQAR8ciaLovr37dHV18PC0uLh4xdJlcxcswMNTIoH4Pi5u84aN1jbWGenp165dXb12bYuW0iwrOdnZ8+fO1dHVMTExhWBo3uw5Do4OCIIaGBisW7M2MyNzxqyZeAVOnzq1Z+eutu3aaWpq7du7NzIycuXqVXiqkLt37l6/eu3GLekBxWLx7p27MjIyTExNLCwsr166/CD8/o5du/T09Wq4Kgwjk8kjRo9aunDRsSNHZ82ZXT0ojIqMnDVzpq6Oro2tzYF9e59HRS1ftRIPmsPDwy9fvOjp5UWhUKR3YM9eQyOjxh6NEQSJi41js9mpqSkJ8fH4clynT52Oef2aRCaZmZkjSD+8I3HunDlNfZqaW5iHXL9+5/atbTt3VkkKDgB/R3iq+IZCJpObNW8uf/jm9eujR45MnDy5fYdABEGmTppsZmaGx3lkClmxpVBNXb2Vbyv5QwqFEtCmjfyhto52K19f/GcikdjE21u+i8Fg+PpV7oIg6NKli9EvX81ftIjBoOfn5m7fti0wsENt3TcIilhYWnh6edW419zCYujw4dW3Gxkb4Xlb8e/f7o0by3dRqdTmLT5fPkwgeHp5KR7f3MLc3GJI9WMK+HxDA8OvDKK3s7ev7Y1bR1end58+Ne5SVVMN7tYtuFu3KtttbG0+l1FVbdOureLDrt2Cu3YLrn40fQODPv2k718/xtjYePjIEUWFRefPnV2xbHmv3r2dZANhAQD4l5FIpJAbNzIzM2bOmf29z+0Q1DExMen4kaO7d+w0NjXxaOzh5+/f0reVvC+FSpUu/4L/DMMwjUaT96XgQ8imz5zRtFkzoUAwdcqUI4cOe3h60ul0ApEoFou9mjRZvGSJQCgc2K9/WWnZ0RPHNTQ1165a/fTJYzw8lUgk6Smpo8eOGTx0KARBDg4Oa1avLiwsYDKl7+QkEkmebxtv+1RTVV2/YaORsdHLFy9Gjxj5/v37msNTWf++jY3N6HFjN63f0LpN6yoru/L5/N07d3l5NVm1ZjWFQklKTBw5fPiTJ0+CgoLw89JoNHlEK78DVCp1/MQJL6KiAoOC+g8cWHnziUQej7d15w5PDw+8LSApIalL5y5zF8yHIKhNu3ZDBw5KSUkB4SnQ0KZGmZqZccrZ48eMdXJyys3JKS0tXb5qZV1lzayRjY3tgb37hgwYYGxqkpiQoKWl9ZW54UQiUbGD+A8ikcg9e/c2MqqMehswbR3tsePHx7x5c+TQ4VFjxoAh9gDwj8MwjEqhjJ84Ud49rTw1dbVFSxb37N0rNTn59evXz54+O3/uXK8+fRYtWfzNDxoEQa1tbfH2BSqN1rJly0MHDpaWltLpdAzF6DS6r68fgUgkk8nq6urSfAKy6kkDyk/D70kk0pQZ0zMzMi5fupyXmxPxLALDUAytYXQ+PhjM08sLb9rQ09dXVVPl8bhfuScoinbu0uX2zVu7tu/cvG2L4gilrKys9LR0c3Pzu7dvS8eDSmd0wK9evMDD06+o3gqLIIiHp6fHp9gUgqD+gwbk5uTcDAnJysqKfRfL4/EwJTqUwsPC3r19R6ypo1IRiqKeXl6KbVhAw1Z/w1Ntbe1tu3beDw9PTUnx9PL08w/Au7l/HRdXl0PHjobfu1dSUtI6oE0rf1/5aNcqzC0sFi9bZmv77Qmev4G8OfYf4ermRiSRDh86tGTZUpCjBAD+ZRKJpG379jay9HbfBUGQ6FevdPX0HGSCOnUSi8UH9+/ft3dvjx49PLy+aHHEfTmtB1NVVZW3rdLodDx5Hr6LRK5s+8RkSGTS5xyIn4I8kUh0cP+BSxcuWFpZGRkb6erq4rNya0SAYXxpQ1kuPPibq9OhCEKlUidOmTx21OiLFy4qhqcVFRUCPu/du7eFhYXSdHswbO/gYGVlXeNxFC+5hllNMEShfp6FhmFYyPXrO7bvMDIyMjYxUdeQLXatxGzY4qKi1JQUIukbo/wRCfKV2SBAw1N/w1N8jGnnLl1+5xkNDAzkPRdfoaam1hx8h/tznJycDA0N38a89WpS8+CKP0X5eVQAANSJHxvwLRaLN65fb2xssmHzJnwLmUxu4u199MgRrizpiize+tycyWZzOBwOgVAZXMIwXFZaKhKJ8HbWjPR0TU1NfCaoUoEdBCUlJl6+eHHc+HHSUU8wfO/O3efPnyvO0aziB+a8Ozs79+nb58SxY6pqqvryeQWqqjQGY8DAQd16dMe3PHv6TJ5+W9ryiqAEgvR9TCQSlRQXKzZ/4Gtx1VarkpKSo0eOtA8MnD5zJpVKSU5KunP7Nvzpjn1Fz969e/bu/b1XBzR49TexFAB8hb6BfmGhdLmv+gNBkJyc7Hoy5AMAgK+g0Wjt2geGh907fPBgUlJSTk7O25i3B/ft19DQtHOQdosRCAQNdY23b99++PAhLS3t+LFjbNmKejgCTIiLizt+7Fh2dnZUZFTIjRv+AQH4nNcqETPegFr9Z0SaAkqaALG0rOxtzNujR47yeNyy8vLqJb/5UJHiLhiGBwwapKuvF/EsgiiLOKXj+E1M3NzdTp04ERcbm5+ff+Hc+VkzZuTl5uJ7NTU0CwoKIp49zc3NPXP6dEJCgjxilrbZEgjp6elFn954q1QDRVB8ARRuRcXHpKT9+/YVF5eUl5fjd+MrdQaAv6/1FABqI+smq1+3h1tRcfHcOY/Gbn+6IgAAfFuvPr1LSou3bdl67OgxJoNRUlqqq6u7cPEiPb3KZEy9+vSeN2fuxLHjmEymrZ2dvb29PFYjUygOjo7hYWFXL1/mcCqaNGkyYFBltxuBQGAymfJWRhqNJh+DRKZQ5KtS2dnZBXXsuHvXritXrpBIRK8mTXJzc44fOeK6eTM+wVdx/SoanS4/CAzDDAZDnvKlCjKZzGAw5EMINDQ0xo4bl/AhXv50CoUyZdq0JQsWThw3nqXCKi0pHTRkcNNmzfC9rXxb3blzZ8mixdra2sbGRo0bN5anSWEymV5NvM6dPautoz1x0iQCgUCj0RQDcW1trT59+u7fuzf65SsikejeuLGrq+vxo0fd3d31DQxIJBKDwfhK8zAAVAH/jV9oZMvzICRSZTJLDodzKzTUxc3tm6t94Cktq+S5/J0ePnggEAjatG37e3qBU1NTI549C+zQ4QfmDdQt/M4TCQTp8rN14dzZsyoqKh2+NZz/d9q6ecuSRYu2bt82aEgNCRYAAKhDKIr27N7j48ekcxcvKrPOU21ycnIS4xNEIpGRsZG1jU2V4ezlZeVJSYkqqqrW1tYSiYRIJOJZ5/D83Hw+P/7DBw0NDStra/lnCoqiQqGQQqHgb/JCoRCGYXyUqkQsliCIfN4ViqIpySnFxUVW1tba2toF+fkCgQBPFCoWixGFkkKBACYQ8IPgGbIpZHKNifOk6wWIxYqz7/F6EggExUuTSCSJCQllpWUWVpbyfII4kUiUEB8vkUgcHB2liz8rLMElFovz8/JYKip4O7FQKMQn9Ss+PSsrKysz09TU1NDIqKy0tLi42MzMjEQmIwgiEomoVCqIUIGG3Hqam5u7bvWaIcOG4pk1y8rK9uzaPXb8+G++SZWWlGxYv6Fd+3ZfSRT6S924fr2kuMTfP+D3hKdpqannTp/x9vb54+Fpfn7+5vUbuvf8z9vHB2q4wDvvr4ZhWHZ2NoaixiYm1acSFxQU8LhcM3PzX5QAXCQSkcnk7zq4dHK0UEgkkX7dCkM4sVgskUjIZPIPZ+39NxnK1LZXTV1Nnt1P8U0bfzXx4apVnkIgEBQbPhWjNxKZrNjqSSAQrG2srW0qpyXp6n1OFEWW+XwQhUwCMAwrHr8KkkyVjdXLk0gkx0aNajwChUKpbdlSMplsLEv7Wv3S5Ixl8J/VNTTUNTTwn4lE4leqDQDV1YuW9vKyspKSEuXLC/j8yIgI+XrxMAxTqdTqAV9RYZHiaCH80+XF8+f4Mp6KSkpKSpWoAIqi+fn5ZaVltRUoLi7m8/nVt3O53KKioiqJ9GpTUlxcXlbzKUpLS8vLKgcnKcPXz+/85UuWVtLlrBQVFRbyefxaeqi58hsrEonwalfH4XCKCmvehdez4stFVgU8QVRUVH0bLQr8dSQSybrVa1YuX17jypOnTpycO2v2z6/fWKPQkNDJEyaWlUrXBFYGhmHhYWEjhg7r2KFDrx49jh09yufzfkXFhELhmdOne/Xo0TGwQ7/efa5euQIGQAMA8Lf7w9+zS4qLd+/aHR39CkVQJ2encePH40tWYhh27PARLo83bsJ4PH7dtnVri5Yt/QMC8vPyNm/aVF5evmPbdgiDWrdtU70p4/379/t270lNTSUSie0C2w8dNoxKpZaXl2/asDE/L+/Y4aMMBgNPOJ+Rnr57566EhAQIwjw8PMeMH6elVTmHsYrIiMjDBw8WFBRI0+m7u48eO0ZHVxeP4XZu266ppZWamvrmdTSDwRg0eHDgp05nFEXPnjlz8fwFiUTcvEWL0tLSrzSwJScn796xMzn5I4RJI8tRY0czGEx5OLh39+5Hjx5RKdT2gYGFBQVNvL1bt5WuPvDs6dPQGyHTZ87Q0NTEUPTwoUMSsWTU2DEQBL2Nibl44eLY8eMMDQ0xDNu9azeZTMrJzol++ZJGp/fp1ze4Wze8KejF8xe3QkMtLC1vhYaWlZd17NylcWP3g/sP5OTkuLm7T5o8WVdPVx5qH9y//9GDh2KJxNLSYtKUKRay1VwhCDp04IBYLK7gcJ89ewrDcJeuXfr2708mkwsLCzdv2lhUVLRn124KhdKuffuf/82BoXo28hT4Xb6ygHi37t0DWgfUbTsliqKFhYWvo6O3bd5MoUqX0lHyiVGRkQvmzmsf1GHg4EFxsbGbN27CUGzw0Lof+HErJHTT+g2Dhw5t1KjRo0cPVy5brq6u7uvnV+cnAgAA+CfCU4FAsGLZ8oT4hDHjxpIp5AP79y+YP3/Tli340lDv3r0r+9SIKBQKnz55gncrMJhMd/fGTx8/cXN3ly8BqigjI2PmtGl6enpjxo7Jy8s/eOAAhUwZNmI4lUp192j89MkTx0aO1tbS/hSRSLRpw8bS0tIp06dVsDmbNm5AUGTRkiXVj5mTnb1w3jxPL6/xEydkZWWtXb2aRqPNmD0L//SKiHiWEJ/Qu2+fCZMm3bh+fcWyZdY2tniXzbUrV7du2vxfr54urm4PwsMf3n/gHxBQ490oyM+fO2sWkUgcOnw4p6Li0P4DBAJhwmTpCHQEQXZu3x4aEjJqzBh1NbVLFy89fvRInigkKyvr0cOH4ydOwMP6t2/fCgXSIUEQBOXl5j188GDgoEH4w9fR0U8fP+7Tr+/EKZOjIiJXrVihpqYW0Lo1fvaTJ040cnbu27dPdnb27h079PT1+vTpq6auvmnjBk1NzanTp8EwLJZINq3fEB4WNmT4MG1t7VMnTi5bsmTbjh0qsgXx4mLjrl+7Ftyt25ixY16+eLlpw0ZLK6sWLVsy6HT3xo2jIiNdXF0Ul2AGgB9QfQFxOb6AX8Hh4NklhUJhxLNnurp6aampUVGRxsYmHTt1NFRYvSI/P//O7duJ8Qn6BgYdgjrUllJRIBDs2LotMiIiLy/PxtYWUq5nH8Owy5cuW1hZzp03j0Kh+AcEpKWmhdy40adf3xq7RCUSScSzZ48ePEQxtHmLFi1btiJTKoPst2/f8rhcKpX6+NGj7v/9J+85xaEoev369SbeTfB3AC/vJm9ev3n29CkITwEA+Kv9yfD0zevXz58/X7FypV+AdCSovoHBmBEjnkdFtW3XDh/morigHJVKxYfUqKiotG7T5ujhw/4B/raywaZV5nbdvnkTxbDV69bpyYby8Ljcm6Ghvfv2YTKZbdq0OXn8RLMWzfElMfl8flJiYkvfVi1atCAQCFY21oUFBTVWFSYQ+g0YENy9m4aGhr2DQ2hISGpa6ue9EOzTtOms2XNIZJKxsfGQZxEZGRnWNtYikSjkxg1vH58Zs6SBrLdPk5iYN7X1u4WHhZWVlh04fAgP4DAEPX3qVN8B/XV0dPLz8+/evjN4yJABspysJiYmcXGx8nxyRCKRSqXKP7DJZLI8V1+VXQQYbuTkNH3mTCaT6efvn5Kaev3qNf+AAOmnPQFmsVjjJ4wPaN26qKjo+rVrbdu3Hz5qJARBT588+ZiUhA9rS0tJuXv3zoxZs7t0leajtbSymjRu/KtXr/CxvDAMW9vYzJ0/T0NT093D48H9+4kJCS1atmSyWK3btDl98qSvn5/9d66LDQDKu3blasTTp2cvXqBQKNwK7tbNW8rKykyMjY1NTE4cOxYZEbFh8yYN2WC4rKysOTNn5ebmePv43Lt752Zo6I5du8wtzKsfk0ajTZwyedTYMQf27ouJiYGUm0uKoqijo6O3t7f8TYxCoSA1DUjAHT18+OD+A82aNycSifPnzuvXr9+EyZPwv9ybN0KuX7umqqaqoa7RuUvX6s8dPXYMPlUFw7Dc3FyBgG9k9EUICwBAnUNR9Ctflev2RIR/MuPBnwxPk5KS6DSavaMD/tDS0lJTUyshPh4PT79CIpHIJu/X/F6fkJDALitfu2qVLOoipKWmZWVmFOTlW1hZVnmiiopKj57/7d29JzQktEmTJgFt2rTy9a3xmAYGBo09Gu/fu+/jx6QKTsWH9+9b+VWWxDAMH+GOLw1Co0tJJNLOR24FNycnp1PnznhJNTV1axtbkWy2Y3UfP34sLS3dvGkzQboqCCEvLzczMzM3J0dHR6e4qIhbUWH3KbAzs7AwMDCscfm7b3J0dGQypQMGSCSSjY3N6+hooVBIo9EwFFXX0DA3ly73jKEojU43/TQEnsFg8Pl8PMNDRkZ6WUnZ9WvXHt6/D0GYSCTKzctNSkzEw1MMwywtLfGWVBKJpKKiIhZLlHnJGgY6g9GpS1f5eAzg9yOTyZ/z78i+v+np6W3Zvk1TS+ve3bsL5s3/mJTk1aQJBEGnT50sLy8/e/68to4Ol8sdM3LUqZMn5s6fX/3DhkAg6MqG8ahJQ0Bl/+iIRKK8Hx/DsFuhoffu3h06XDrKqHrhxITEwwcPjZswfoCso+Pi+QsbN6z39fdzcXXF/5QqKioWLFrYpl07ErHqOzaBQMCv6OWLF0cOHY6OfmVmZt41uIYoFqgiKTHxfvh9fPq57HsI1cHR0cvLS3Ee0ncnJyFW5pP5YRKJRJ5bBkGQ0JBQfX09/CWuE7m5ubdu3uJWVMi3SNe1IhLbd+hQfZaCMlAEkabr/zQf6+WLl1mZmR07d/rmGBuhUHj92jWhUNQ1uKt8RYP8vPxbN2+2btumSi/Bj9TqR9dJ4fF4N65dd3ZxdnB0rK3M25iY6Fev+g0YQKFQigoLb9y4UcGpwD8lSSSiuYWlT1Mf/JswBEExb948e/pMsWUKRVFNTY0uwcGqqqp8Pv/alSsYBHcN7iqfPZadnX3vzt32gYH6BvoF+QXXr139r1cv+QH/EX8yPIXhqmmtZL1yn78lyP/O8aUslPyjF4tEGpqaHl5eJBIJQzFvHx8GnSFfFaNKBQYNGdLE2yfmzeuIZ8/mzp7dpm3bFatWVp9g+Dzq+fQpU1zdXAMDA/X09U+eOPHFEDRZvuJP1/B5M4FIoJDJEuRzTEahkGsLT8UisYqqqqenp3RtNwwikoi9evXG+yLJZDKBSJT/cuNzM7EvPykr7xUMf21WBCxtwpE/QhFEemRZzTHZ59znN1bscyOR4mskEUmIJKKTUyMDQ0PZ4iIEP/+ARk5O8gKf3w5kT6tvqUl/KQqF0sjJmfytqW/Ab4JhBBj29vbWlI0mNzY2ptFofL4A/1yMfvlKR0c7KjIKQSREIolAIMTExPB4PPzLWx2uTpSWlrZrx44H4Q+Cu3fDo8/qXr+OptJoLVq1wh82a95s/z61Vy9f4uEpgiD2Dg4tWrX6+pR8dU0NFzdXFEXjP3y4d/dej57//UBt/ykxb95sWLfOydlZRZWFoVBhYUHGps0DBg2aOXvWD2Q/SEpK2rd79+ixY6UjQH6UQCBYu3qNq6trcHfp1AgURW+GhDi7utRheJqZkbFl40ZNbS1dHR1U9t6OoRiFSvHw8vqx8PTc2bPpaelTpk/Dv3o9evjw4f37bQPbfzM85fP5h/YfeP3mDYSh8sUas7KyNqxbZ2Fp+ZPh6amTJ/Ny8yZPm/oDI9E5bM6eXbuGjxxZW3jK5/MP7j/g5d0E/zzNzc3dtH6DgaGhvoE+hmIcDjspMal5ixar1q7Bp7I8e/p04/oNjo0aSVuCZB/ciAQxNjFuFxioqqrK5XL37N6dlJhEJpN6/Ff5Z5uWmrph3TpHR0d9A31NLc2UlJSL58+PGDUK+pf8yfDU3t5eKBS+i4nR15emQU6ITyguKXH41JgKwdJZOPiPGRkZ+fn58sgVj5fIpJp/7cwtLFNT0oK7dcM/aR4/ehTz5g0+iwhfuUL+1pORkbFrx86x48f1Hziw/8CBRw8fOXzoUGlpafXw9MH9+5paWus2bpQuIgxBB/cfYLK+3UjGZDJtbO1iXr/BG+e5XO7Hjx8N9L9IMidnamZGjozo0LGDpqb0Fzr61csH9x/44sMe9A109fReR0fj48myMjPz8/IUF/MQCAX4ZBEOm/0xKUk+V6kqDEtISBAIhTQqlc/nx8a+c3Bw/GYmAUWGxkZUGs3F1RUfQVtaWnpw/355+/dX4AuG1GXKG1gaQkP1DJgxXa/ACiuVK37dFQqFFRXcwsKikBvX8TcTBoPu4uJS50mgL124uG3rVnNz8y3btzVrXpn5vDp2OZtGpdKolY12VCqNRqNVKLRvSVc2r+WbnlgszsrM1NbWtraytrayRhBk9owZx48dC2jT+l9ra/leMCxtF1+xaqW9g/QdDEGQfXv2Hty/v0NQkJv758U1MAxjl5erqKrK33K5XC6Px9PW0VF8Tdjl5ZERkX3796tylqKiIgqZoqom7VOqoqKCy+dxpcf59JuJIEj0q1fqstkXeMPEth3blc8Vza3g8vg8bR3tr8wchWFYRUVl1uzZ0imqeHj6aUUoxWIcDodbUaGlpS0fA/3Fibhcef6s5OTk2Hex8i9vJBKJSqORSCQOh40gqHwlrRprQqfTtbW1jhw+4tO0qZVsQgie7b9KZTAULSouZjKZ+OevMpKSklJTUqp/payoqCCRSPKEstKFW0tKmEymioqKYsVqzAUkd+/evby8vKBPE6BhGKbR6BMmTugo6ylFUfTB/QdTJk4Mu3uvVx98sVbY0tJyx+5dRkZGivccP4VsnQWmpqbmoQMHvbyamJqZVrkPFAqlS5euG9atC2jdurYh8g3SnwxPnV1cWrZqtX7tusLCIgqFfOzoMU9PD/xrIgzDVtbWd27dPrBvv7a21tUrV9hsNopV/qpRqWQEQS9fuqSnp2drbwfJ0hTLI4NOnTuFXL8+e+bMTp07Z2dnHz54sFv3HngQRpF9vQu9EWJra+vi6spiMhMTEhbMndevf38EQ2+Ghjo2aqStrV29qiamJlkZGefPnTM2Mn7w4P6b6GhTc/PMzEwTWQ+4UCiUTyXGFCpDIpGCu3ebM2vWquUrGnt43L8fHv8hXlencgp8FW3bt7t65crMaTO6/9ejuLj42OEjLVq2xP/+1dTVgrt1O3jggIqKipaW1vlz5/Lz8+V/wGbm5twK7u5du1u2avn40aOUj8l4Hz3+ZicQCOR/okQSOSrywfIlS1q28n3y6GF2dvacefMUS+Ifz/glyDviRTL4z7Z2dr5+vmtWrcrPy2cwGOfPnePz+fI2IZFIJH8WhmFCoVD+kEajIojk2pWrZmZm+IfBTyISCKjkR1qzgAaAQCAo2ShSY8RJo9FUVFjujRsvW7Ec3xL//kM5m638h58y7oeH79i2bfiI4QMGDvr6yuOmZmbl5eVFRYX6BtIv6iWlJWWlZYrjR6VXUUvkXMHhzJ87r/t/Pf7r2RPvvjAwNIqPjwfflJREIknbzvFfKg8vz8MHD+bn5+Hv6rt27NTR1Xkf914kFC5etlQ2Wkl84tix27duCwQCQ0PD0WPHurpJW7gz0tO3bZEOdF67eu30mTPw7M7x8fH7du9OSU4hEIlt2rYZNmKEPCri8/lHDh66f/8+n8+3sraaPHWqhYWFSCjcvmVramrq1StX1NTVBg0ZgmHYju07rKytOnfpIhaLt27ezGAyR40ejX/PP33yVGpqimyBe6pAIDh2+MidO3fEYpGJiemESRO//jZLpdUafvF4vMMHDz56+FAoFKqqqvXu2yeoY0c8gI6KjLx35661re3lixdHjhrVum2b61eu3rl9p4LNXr54yez5c9XU1AkEWCwWHTpw4OH9+wKB0M/fb+To0TV2Skg7RVG0c5cu8R/i9+3Zu2L1qhr/qCOePjt04EBhYSGFSvmvZ6+evXvhlUlLS9u5fcfI0aNsZc3Vd27ffh4VNW3GDAaDcfnixfth4Vwed8WypTNnz1FVVX36+MnDhw8sLK2uXro0dsJ4vKEnNCT0zKlTHA6HRCL6+vkNHT78K50nckKhMPT6jcYejfFuGTkikSj/RXJzc9XU1MzOzpLvxdf6qvGey/66sW49uke/ij544MDipUuqjzR192jMYDJv3byF5zL6R/zJ8JRKpc6ZP+/ggQPXr11DUdSnadNRY8bIv8T07NmzrLT0Zmgoi8UKDApydnExM6ucuGBgYDBk2JDHjx9nZGTY2tsxGIw2bduamkq/c0AQZGNru37TxsMHD+7fu49MJg8eMmTg4MH4662prT1w8KAb164lf/zo4uqqpa29eu2aA/sPHD50iEgk2tnZjRw9qsbWxM6du+Tm5IbeCKGQKb4Bfms3bjh14tSH9+9NTEyIRGIrX1+rT90iLBarfWCgPM9zs+bNFi1dcuLYsXfv3rm4OE+fMV32NbWGb8OmpqZrN6zft2fP4YOHCARCl+CuI0aOxCsjXTp54EACAb4ZGgpBsIuba0lJKfYp6HRzc5s7f96lS5c+JiU1a95s5pw58o8yQ0PDtu3aqcoGg+J/Bq18fREJcmDfPk1NzVVr1uK9h3jXZ9t27fABQDQarXWbNvIm2MYeHhUVFXidqVTqvAUL9u/dd+niRQxDzc0txo0fjzd+QxDk6eWFogj+3kGhUv38/fE3Dnze24CBg8Lu3U1PS6uT8JREIovFlUEz8K8pKCh4+OAB/iGNYZiKioqTszO+ws3XVyrHf6BQKG3atTt04GBAQICjU6Pkjx+XLVnasVMnb5+qKdYVVV80PO7du0ePHwcHB+Pp8BQJBIKTx08YGBrYOzi+fPkCRaX9qCoqLHsHh+ofUU28m+jp6+3ds3fa9GkEAmHf7j0sFVaLVi1rO68iVVVVbR3tU/+zdxZgbWRbHJ+JJ0Bwd5fiUKzeIvXXre7W3d29pe7ublt32bpSSoU67u6SBOKZmfclA9MUAqXQ3dr97fv6kpk7d+7cScKZc8/5n79Purq56evpJSUl3755M7BFkHbdXivAp3sqtzYkUokUVbhI796+TaaQLa3kf2gQBHnx/HlKclJzP/+Q0FAajYZh2OGDB48dOTpy9GhbW9vz587NmjFj5+5d9g4ObDbb08srPi7et7kv/nuYm5Mza/oMHR2d0ePGFhcVH9y/n0qhjho7Rt4ziuzctv3K5Sujxo7W1tY+sG/fymXLt+3czqAzPDw9bv7zj629nUuzZrAiUuvlixcIWuXsIMGk0ydPde/e3czcnMPh/H3iRFCLIBqNhiLIrh3bL128PGTYUFNT03Nnzy5dvHjXnj017KdqYBRF42Pj2Rps/GOFYRhbk+3g4ID/yJ8/e+7E8eOz58y1c7C/euny6hUrbW1t8R/tgvyCUydP2trZBgQG4bNkbWtjZWWVl5fXPMCfrih/SiKR4+Pi9fT0BwwaVFpSumf3LkMjo7/613Qq46AoamJiEhwSMnvmrPYPHoTV0hx8++bN/HlzPb28+/zZLy42bvu2rfJigV3kbksul/vg/v2evXvhLdPT0p9FRk6aMgWCIFs7OwtLi5KSkuZ+VbmJ+fn5J4+fsHWwDwpqYa4wFT68f796xYruPXp06twpJiZm25aturp6tZ3ftcnJzo6Li+1dK3hGIpEL3qEoJhIJ7969V1ZWRoR5wDAsFApfvXypr69PzLmpqYlpdQADiqKWlpb+AQFLFi7qIM+BqYrzIWAwGJ5enk8jngwdNpTVABv61+A7656y2exp06fLM29QtMaka2ppzZw9u7Kykkqh0hmf5RNQqNRRY8aMGiP/qsuNTl3d+YsWKjfw8vb28vbmcDjyJTOllXoYgv7q3/+vv/4igiKdnJ03bNrI4/LIFHI9T07qGurTZ85QXtFo374D7hFRlDCeRrTUN9BfunyZ8rHBwcHt2rUViURqalXR33Xh7Oy8eetWLodLpcnrJn9+yZTBQ4f2/fNPFEVRBHn1/AWqlJ7fp1+/bj16yKRSIsAcx93Tw13xcI+DIoiZmdmSZeE8Hk9dXYOk5NHx8fX18fXFX7M1NectqPKqQhDUf+AA5T41NTVnzp7F5/NlMhkuAUagrOmopqY2c/Ys4i2JRBo+csTwEcO/VTgqmUIWi+VxhIDfDQ0N9aSkpGlTpuKfJJlM5u7hsXf/fpYaS7lSOb50SDxtkkgkZe9Fn759c7KzFy1YoKOrW1ZaGhAYSOiv1QXeuXLiS0JCwt5du319fWubp1wut7y8LDUlddL48fgXFZHJ3Nzdd+zeVft3Rltbe+HiJSuXLx8zcjSJBNEZzAWLFuL5WPiTXo3zKkOmUCZMnLh08ZJxo+W2TmFhkZu7+7jx41VWvAQoQyLBPC530YIF6mpquHmak5M9YtRoe3v7qo8QBHl6eW/ethX3ehYWFFy+dPnP/v2HDh8GQZCrm9uAP/+8fu36tBnTtbS123focOPa9Y6dOuF2253bt6VS6ep1a3FXhUgovHnz5p8D+mtoaORk5dy6dWv4yOGDhwyRP7obGp44fqKCV8EyUmvXocOhg4e8vLzxYlR4QVH8MQyG4bBOHc+eORPzMcbM3Dw2JobD4XTq3BmG4dy8vBvXboybML7/APlvtbOzy9hRo6Kiorp07Vr7jsMkuT7gvj17jh89ij/2SKUy/wD/Ldu34cGjxiYmy5YvD1FYihiCXr1ypaioCDdP8RXnSZMnB1enL7u6ubm6ucIw3LVbN9z3iaKorq7uvAXz8WXox48eJ8TF1/PBQ2Sy1m3atO/Qft+u3QEBAWTyJ98NiqKXL14yMzNfu2E9jUoNDQsryM+7cf16h5BgGo1WIwxAHlRQnXfo7uHh7OKSnpbepWtXYgGdyWJNnzGDEFyj0mjjJkzo3ac3jU63srI+d+ZMdnZWQ74gWVlZIpHYUClIT5FFg+7eufP8uXMoioqEwvT09JDQUOJcZDK5oKBg0YKF8sHgcy6TjR4zeuz48XgDTPE7FhIaeuufm7t37vTx9SHVeoi1sbG5duVqaVkZME//U+qpdVbD3voq6ox6qfVDrzIwqDbKf1fkCUwNhkymfNE2JdDU+szmUwb/lSwvL5dIJDUW7xh0OqQqKVgZqVQqlsgTswh/aqNpyCKICr5dqhSFQvmXigM1hf+mVu3vDJVKXbZy5eLwcGWHIplEwp9Cx4wbO3J01ZqDppbWgSOHiTtiZ29/4fIlwlrV0NBYvHTp4KFDc7KzjYyNbW1tv5hwPX7ihDHjxiqn3nfp1i02Nk5lMr6+vv6JU6fwpGaFnSMPla6nrqOXt9eJUyeTEhNRFHVwlK8IEbsmTpqIoKjKs+A4OjkdPXE8NiamqKjIwsLCwdERfA4bBCZ/5PBp7mtgYIBhGIMud1B5eHp+UuIjkVxcXIgV+aysrMqKCi9vr+qKnVrOLi5xsbHK4iTEj1JCYiKXy1m/Zq0845REysrIzM7OKigo0NDQyMjMEAqFxMpVc39/n+bN8ZPindQVmGFnb+/q5vro0cOwTh3v37vv5OSI5+7k5uSUlpbeu3P3TXS0YgyyvLy8pMREleYphqI0Gm3a9Olt27VDFGm7GIYpP8gFBAbcvXNn9syZxUXFJSUlAj5fOUdZV0/X6fOEIQRBUBSVSqVV5imGGhkb47LcGIoxWUwElX8L6vp+oYpskImTJo0YOuzYkaOt2rQmWgqFwrS0tLy8vAVz5iIIQiKTYj/GYIr40S+W6SZGhX8XUBTV09dXLnvu4OBQVlq6ZvXqrKysCi4vMSExqEULqAGUlZZRyOSagUAw7Ozi4tLMRS5iQKbYO9gHBskd29WDkZmamW3YtNHIyAiPtcMUjp7P5gFFqVTq5KlTRg4fcerkSXd39xozpsFmi0SiGuUYf23AE/bPB51O79q9e10Vk+uhQ3BwAw3xHx8ymfyjyVTJZNKkxERbGxXamYBvCF2Byl3KlcoV+QqMuiqh41gpaOB5a5RBl6d+v3+vraNtV+1sU0bl6eqHoUg6VHFemqrklM+h0Whe3t5fdToAimEsFmvAgAF1ppt8nn+J5+YqZ9vUY3XJBWS0dXya++JC1P7+AUwm00BfH/cX1jhQKpFQabQvPiDRFRFT586eS0xI+PD+/R89e+KfcKlMBsOws7OzlbU1giAwCW7dtk09CtOwYpXPxNREpVW3acPGe3fv9urdu0NwsEQiWbtqdY3Yki9IWGDyDz9xQAPTDS0sLYeNGL5n9x42m01k0OLmvqGRoV+APyJDIBjyDwjQ0tJSNg2Vs8q+cC74s5HfuH59zcpVrdu27da9u76+waYN61GkockMsLLKDf4xgOBOnTuFdeqksj2GQVQKxcTU1Li6mE5d2NnbDxw86OTxE5ShQ2o8ZMofXb6pi+fHB5inPx8sFmvs+HFfexQMwwMGDYR+FWg0mqi6ONYPAr+Sf/ni+datG/QIDvgFcHdz8/b2/rY1VAH/JRgmF29uYGNLSwtNLa1XL1+1UkiAlZaWxsTEdOveXdkOIz4M1jY2SYlJ3f/3P3yp6llkZHR0NC4gY2pqSqVQEuLjvX18cDvp0IGDO3btMjZReBzlGqJ1LsK0bNX6wrnz+/ftQxGkTbX2trGxCUtNzdHZqfv/5Hq3fD5/35499ad41yWiUlxc/DQiYujwYSNGjsTFdIVCYW21XWUUyt9w078Ff/TsGfHkyYF9+8RiMW6CMRgMM3Oz8rLyPn374m0uX7yUn59PRDsgMplIIRWHR9rIHRaENKJCj7yuUSEIcv/ePZdmzdasW4vPmEgoIinFFdSDnr4eiiBCoaDG9vpX82AYbqBITr8//3z2NPLggYPyDpWMUS6Hq6bGYrPrXFz99QDmKeCnREdHh8OR54c1XHXlP6Bx0piAnxTmN830B/zHyI0bJWGT2ihLsijyCgx69+2zZ9duGo1mbWN95dJlKpVKVF1hMBgikejsqdOampqWVladu3S5dvnK3Fmzu/f4X35e3qFDh7p26457/W3t7NoHd9i3dx8ml0ek7N+3z88/AFfmxuMpH9y75+3t7R8QgNfmVR6DhaU8eOPYsaMjR40iEmssLS3DOoZt2bSZx+Vp62hfunCxsKCgl0LJoTYYhlVUVBzYv//+vfvVIkdyufE/evX08fFRU1PT09O7f/eejbV1fkHB9atXKyor37176+3rw2AwlAVeCNTU1OLj4i9euPC/Hj0YDIY8hExJ21tZ+KX2SMSiKklE/Ns0Zvz4kUOGFhUVVevbU/7o2XPu7DmL5i9o1aZ1bEzM+bPnJk2ZjLsV9XR1NTU1D+7fLxAI4mJjn0U+lWsyVg9NXV09Jubj5YsXu3aXT7tMca+JkZNIJDNTs6tXr165dJlCpdy9cyczMzMpMamwoMDQyKiGdk0NLCwsaHR6VlYWsYCJx5vWo5WBoWh2dvaypXLxB3zOERTV0tQcMnyYUa3TaWhojB0/buSw4RWK+sxEJ5mZmWZm5jo6v5FaHDBPAT8ltnZ2AoEwOTkZL2z7g/AfFLgDAADfBAsrq46dO9UIASQgk8mtWre2+VxDeuCgQXQ6458b1x8/emRpYTl9y0xrmyoVP3t7+35//fk6Ojq/oMDSysrW1nb9po2HDhw8sHcfhUIZOHDg4KFD8TweCoUyY9YsLS2ta1euIgjSITh47PjxuGuNxWINHDzo1N8n42Jj/fz9SSRSy1YtrZTGQCKRevXtwxfwe/buTfzaUKiUGTNn6ujoXrt6FUFk5ubmM2ZvJKRsaqCrp9exc+fy8jKigrd8bZoEi0RyN6SGhsacuXP37N69e9cuY2OTkaNH+/i+TUhI4HI4DCMjc3PzkNDQGokHnTp3TkhIePf2XcdOHRkMBq5cTsEXpmEoICBAXUN13gWNRmvXoYNylJqnp+fseXMjnkToG8ijICAIatGy5fKVK44fPbZv9x46kzFtxvReffrgF25kbLxoyZLDhw4d2LfPpZnLjJkzc3JyCK9wl65dk5OS3759FxIWRqfTraytgkNCiKgAGIaHDB/G5/OPHz3K1mR36tKlZatWVy9fTk9PNzQyYjAZwSEhxJ2tgZm5uaeXZ+TTyLBOnfAboKWt3blbV7PqOou1cXR2ate+vUgoFAmF+BYEQRCZHPzBJjgkRPkPmZ+//6w5c6JfvdLRrQqxFYlEMR8/tmjV8mtDhn5qatZtAgB+Fp5HPb9+7drUaVP1FBFd352tm7csW7p089Ytg4d+UjAAAAD/BiiK9unZKyUl+eyFC8opL/8BUqlUJBIpC7nXA4fDoSu0F2rvEggEKIo2Jf23dodSiURRfbdJyCsR8HiE4U6kPX0vMBTjcDnq6uq1h4EgCJ9f2eglbx6Px2Aw8GcDmVRKplAa4mJ4/OjRti1bt+7Y3sTSVg3neVTU+rXr1m/aWON56dfmB1oYBQC+ioDAgHbt2q5fu+72zVvl5eVg9gAAwH8AlUptoG2KC8jU5fFisVjf0DbFO2y6bYo7F5Wdyt89uhomwdra2iqHQSaTmxKOyWaziZBQCpXawOWvlq1aNXNtdu3Klf8mmkssFl+6eCmsY9hvZZuCxX3Az02HkBAbW9t7d+9GPHmipa1tYmri6enZCE2DbwVYiwAAAIBfGzKZPHzEiBfPn0ul0noU374VPC7P1dW1a/eqKOffBxB7Cvi5sbaxGTVmTAWvIj09PTcnh8/nf6+R4EpGIPwUAAAAfm2srK2trK3rKjX8bdHTl1e7hH4/gHkK+BXQYGu4e7i7e7h/xzGoqan16tOv4fUXAAAAAPAT85+kwsK/a8YtiD0FAL4NZCrV3NKS/L3jtAAAAAAA+NkB5ikA8I3AMEQmw2XtAADAj0x5WfnDBw/S09K+ec88Li8lJeXHKbmcm5ubl5f3tUchCJKWmlpaWoq/raysTElJwcWnardMTUkhklNLSkoyMzKhb4pEIklNSeHxeNB/AoZhOdnZ+dWTVlFRkZqSqizm2kBkMllqSiqnnPMvjPG3AJinAAAAAPiNKC0pmTxx4sL5CxISEpreW0JCwqULF4XVkpZPHj+eNG58QX4B9D2QSqXXr117//49sWXTho07tm5D6xaNVwmPx5s6ecq1K1fxt29ev540bnxGekbtlhwOZ+rkybf+uYm/PX/27Lw5c6BvSl5e3oRx4yIjnjalk5Tk5AvnzjUkOUEqla5bs3bPrt3426hnzyZPmJibk/vFA7Oysi6cP09Y6qUlJRPHj7t7505Thv07A8xTAAAAaDwoiv5z45/79+8D3YafheLi4uysrAWLFoZ17Nj03t69ebtj2zZJtbsURVCJRFKjYPp/BoIg+/bsiYyIILZIpVKZTEb6yvFoaGiEL18WEhaKv0VR+UWp/ISTyWSJRELUTOrSrdvc+fOgb4qhoeHK1at9/Zo3pZOYjzFbNm8hniLqR6rgi9deg5Tk5K2bt3CqzVNtHZ2Vq1e3biMvgQtoBCA1CgAAABqPTCbbuH69np5emzZt6iplDvhx4HI4N//5RyAQvn/7zsHBwc7eXr6Ry7139+77d++0tbVDwsJcXV3xxjKZ7NnTSD09vcysrPy83D/79ycqD+FkZmS+eP5cIBBcvnixW/fuOjo6EAyRKZTUlJTLFy+WlJa0aNmyVevWhLgmhmHRL18+fvS4oqKyuV/z4NAQBoNR11BjYj7evX23vKzM3dMjJDRMU5ONb09OTs5IT2/Tti2NRsMwLOrZMzqd4ePrI5PJ7t25U17Oefvm7csXL5r7+cEwTCKRUAy9f+/e0ycR2jranbt0wS8ZgqCCgoK3b94EBAZqa8tLZcZ8/FhSIh8wlUpFUbSiolJZRVU5QUcmk0VERDx9/ERNXT0wKJCipGYvEokqK6s8lDKZLFI+e7q5OTmRkZHGxsZdunY1VypnlZaa+s+NG0VFxa3btNbV1RWJxH7+frUte/lgeDxZtb0Y/eoVBMEyqfT+vXsMJiO0Y0c3NzeicVxs7N07d4uLihydHDt27qyvKNqSlZn1PCpKJBReuXy5xx9/6OrKS8iWl5XfuX3748cPNBqthfw+taIzqlSiYAUqrx1F0ehXrx4+eFheXubo6BQSFoqL8xcVFj559FgsEl29cqXfX38ZGRnhwxbrfaoak5ube+vmzYy0NEsrq46dOhGFpooKC9+/f29lZfXo4cPc3FwfH58OSjWufluA9xQA+GZ8L5cJ4PuCKQB34aegoqIiNiZWKBS8e/c2Jzsb37J4wYJdO3ZSKJSYmNgJY8Y+evgIbyyRSHbv2jlt6pT1a9empaXXvssF+fnJycl8Pv919OsKrjw4kkwmFxcXr1+7NiExoaSkZM6sWVcvXyHaXzh3fuL4CfFxcXx+5crly3ft3FVXbffHjx9PGDMuNiaGQqHs2r5jyaKFXC4X3/Xo4aN1a9bg69Qoih7ct//M6dP469jYWB6Xm5GRnpiYiI+WTCY/efxk/969Uqnkwf0HE8aOi4+Lx/tJiI9fHh6enZWFv71x/caObdvwANPKysrl4eH3795TObZTJ0/OmjY9Lz8vJyd73Zq1BXkFeL1WCIJu3bixYd06/LVUKt25fdu4MWOPHT0mkyHnzpydM3NmSUkJvjc5KWnKpMm3bt5CZLLDBw9OGDf+6OHDKivXFxUWLlm0+HX0a/ztuTNnJ4wdt3HDBj6f/yzy2aTx4+Pjq67ow/v3s2fMTIiPY6mxThw7Pn/uPJ5i0goLC1KSkwUCwdvXb/AtIpFoWXj4wf37tbV1JGLJgvnzT5082YCPD3T3zp0pEyeXFBebGJtcvHBh9sxZ+BWVlZYmJMTLT/HmbZliS3l5+ZJFi59We7Iz0jOmTpx07cpVBoN54/qNyRMnpaakVE1FcvLsGTNnTpv+7u07Tjln0cJFx44cachgfm3Asz4A8G0Qi8UvXzy3tlJd6hrwC1PD1wL4kTEzN580ZXJ6evq0GTMCAgMhCPrn+o3X0a937d3r7uEuk8kWzp+/Y/t2n+a+GurqirsKU8iUnXv2WFtb137+9A8MGDBw4LEjRxYvXaKnp4d/GAR8/l8D+v81oD+KYtOnTrt961avPr1hGM7Ozj54YP+Q4cPHTxgPQdD9u/eWh4eHhYU1c61ZSYTH5e7ctj2oRYtlK1dQqdQ/evcaPWLE7Vu3+vbrJ/+zTaEoSyzT6HTcO0uj0cZPnPjyxYsOwcGDBlcpZaIIQqVSw1escHR05JRzRg4ffuL4sRWrVsEwTCaTGQwGYVlSqVQ6nY53i6s4q1wNyMvLO3Hs+MDBg6dMmwrD8Km//14wbz6pejAURSf4a8W3AtbR0dm4eZOhkdGzyMiJ48cnJSTqtdRDUfTU3ydJMHzo+DFdXd3MjIyhgwZT6ni8xwdDTD6FQsEwdNHSJe7u7llZWQP//Ot5VJSzs7M88PfRYwqFsnnrVgaT2btPnyOHDpeVlbE1NZv7+Q0YNHDH9h0LFi8yNjbGU7ikEsnqtWt9mvvKHb2I7GlERP+BAwg/d10kJyX37tN7xuxZEAS1atN67KjRWZmZenp6Ti4uI0ePXrNq9fyFCxwUVXaV5xBBkMMHDyIoevDIYV1d3fLy8lHDRxw+eCh8xXIymUymUMRicYeQkElTJkMQtGThwnt37w0aOlTt93agAu8pAPBtEAoEd27dFAi+W10AAADQEAgLDPc4Po+KcnNzc3aR2zcUCiUkJLQwPz8zLV3hF5dLW7Zq3drOzq6utRHl3nBDxNDQUGH4yhfWDQ0NJRIx7hRMTEwsL+fAMHTt6tVrV6/m5uZyudy4uNjafaalpRUWFoaEheKVPJ2dnd3c3KKePWvgpSmDoqiPj7ednZ28wqq2lr+/f2JCgsoc/AaSkZ4uEgqDWgTh5wpq2RJfyK7dEnff+vn7GxoZQRBkZGysocEWCATyX0uhMCEhwcvHG19nt7Sy8vL2Rhu2BIEgiKubm6PCBNTW1jY0MuRXVuK7bGxt8vPzJ4wbd3D/AQiDVq1ZLRfPV5oZYn5MTEyWLluGW8mbN2568fwFiURqyBrIsBHD//dHjxvXru3bs/fAvv1CkZC49hqnUIbL5b5797Z1mzb49Wpra7dr1+7NmzeVipFjKKqhodG6bRv8Qdfc3AJBEKlEAv3eAO8pAPBtgGGY2uCqzQAA4HuBWyHEv/xKeZAludpTqKauBkEQ8ZwJwzCt3sKVyr3hL2g0GplC6B9jcvV2xc9CBZcrEgqiIp+pq6tjGAbDcFCLFnhwZA34fD5usuBvSSQSm61Zl7KSslFV28CCYZitqUXY1gwmA0FQlYn8XzTO8J82mVQGk2B6dcgsi8VSU1Or61gSicRkMqsP/7TIgMqHgBC7cNO54XIHLCYT70oxjSRCH79z165MltrlixeuXrm8a8eOgMDAxUuX4MZxjdtUWlKycMGC1OQUewcHUzNTQwODhvx0Yxh26cLF/fv2mZubm5qZ6ejosJifHJw1TqGMVCIRCISamprEFk0tLZFQKJNWhXZQqVQatcpxC5NIMAn8HQHmKQAAAAB+V8hksompaWJCokgoxJNRcnJyYBJJ38CwgXYbbmjWXAevcYjirZaWlgabPXvuHFdFKg+CII8ePcK9gDUwNDSkUCmZmZnN/fzwIM7MzEz8KLw3FEHxRXmpVFpaWqps42IYpuzoxTCsrLQMRava52RnGxgYMKtXjZUvrbCw4AtXio/NyIhMIufl5np4eOCWdEVFRT3mlMo+mUymsYlxTk4OsYXQWG0IKvtEEOTJ48d6enpbd+zg8XhRz6KWLl704P6Dvwb0r3KEK92m27dvJSYmbt+5w81NXmtw8cKF+Xn5RJxDXRQXFx0/dqx7j/9NnjKFSqXGxcTcu3uXJLeP6/4kKFBTVzcwMEhLSyW2pKam6unrM5ifEuNA/HoNwOI+AAAAAH4vlE2BLt26ZWZmnDh2LC8v7927d0cPHwkMCrSwtGhg3huZTK7k85OSkiRiSe32ym/dPT2NjIwO7Nufnp6em5OzfevWNStW8vnyxe4aWFlb+/sHHD967N3bt3l5eceOHMnJzu7cuTO+V1tbq7i4+NnTyPz8/LOnTyfExxN2FZ6qn5WZVVJcjG8hkUlPHj++dPFiQUHB3Tt3nkZEdOzUEW+vqaUlFksinkQUFBTcu3v3acRTZQ/iZxei9NraxtrNze3v48eTkpIyMzIOHzhQWFiocGGqmK6ab9GqtxQKJTgk5N3bdzeu3yjIz7925eqTR4/rsQ6V+6nrFDAMP3rwYPHChQnx8TKZjMFkMBgMuZZC9W3iV1YmJyXjAvsyKYLIEJlUVlJScvvWrfv37gmFwoqKivpPhyAoIpOhCFpZUZGUmLh///5yDofL5RJZaCKhMCkpiZCvIo5VV1fv3KXLo4cPb928VZCff/fOnXt373bp2lVNTY1wJ9c1ab8tYHEfAAAAAL8RJBKJxWIRLkYfX5+p06bu3bvv6pWrfD7fxcVl6rRpxF4mk1l/uoyLiwuNRlsRHr5x8xZ7B3sqlcpisQg7j06nM6qXsHV1dWfPnbs8fNnYkaPkpoxYPHP2LFs729p9UiiUKdOmhS9dOn3KVJaamlAgmD5zhrevD763ZatWvs2bhy9dqq+vb2Ji4uXtTWQjMZnM5n5+p/4+qaevN2XaNHxt3cW12ckTfx85eIhXweveo0fHajPX0dGxa7duRw4fvvnPDQ0Ntq+vr1gsJgIomUwmtfrCyRQKi8XCzUcajTZp2tTFCxaOHzOWTqMZGRm5e3gQliWNRlNesleePfm0q7EI52LHTp3S0tLWrlolj6wgk/X09ckUssoVdlhxv4gD6XS6tDq0AB8nfgoSiTR46NAlixaPGzNGW1unrLQ0tGNYq2rZUUcnR5aa2uoVK9Zt2ujs7BwaFvrg/v0ZU6fp6Orq6Op07tL12pUrVy5fHjZ8uDwEgsEgppSidO2GhoZ9+vU7duRI1LNnZDLZ28fb2dn5yJHDru5u+vr69g4Ounq6a1au0tfX9/H1hWGYxWLh0cMQBPXs3Ss3L3fVihVampocDqdr1y69+/apml4yWU1NrcYcwr99nBgMjHQA4JuwdfOW8CWLt2zbNnjoUDClvw8SiaRTaJient7fp08B3dP/DBRF+/TslZKSfPbCBZXr4/UfKxaL5RGiSovgZWVlqSkpmppadvZ2ym48kUhEJpMJI0Ml5eXlfD7fyMiIQqHIZDKpVEpk1ssV3VGUiNRURLUKEhMSJWKxg5MjLjhaF/J6oampXA7H1tZOR7fKC4gjlUrknUikzi7OVAoVxVDCCpRJpQUFherqalqKzsViMZlM5nK4SUmJJiYmllZWyv1gGIYXL7V3cNBks6VSKU2RvI9hmFgsppDJFMWFIwgikUjodDoxM2KxOCkxkUKh2NnbYxhGIpHwD79UKkUQhBBzVZ69GtOel5snk0nJZEpeXq6trd2iBQs02OxVa1bX9qFiKCpSOhAXycfNR3ycyjdIKpUmJyVzOOWWllamZqY1b1NlpZGxMT5UkTw9KxGCMCdnZwaDkZ6Wpq6hgYdJ4GY6PqW1rz0rKysvN9fS0tLYxKSsrIxTXm5haYn3yePxOByOkZERLkkrEomoVKryz0JOTk5uTo6pqZmZuZnyjVY+BT6H9GoVhd8W4D0FAL4NJBKsqalNLHIBAIAfE+V8HQIdHR0dRaBnDeqRzSfQVoC/piggdtX2vLJYLC9vr4aMk0wmOzg4qNxFpdI+haJ+DoVKVTZ9cDNOV083UC+odmMYhm3t7GwVef3yxtX2Oi6KpDySGjNGp9Pd3N1VDUwO8Va5kxrT/uD+vbOnzyxbucLN3f3+vXsfPnyYNWe2yvV9+PMDlae0xjjxAbg0c/nibVJkiTE9vTyJt9Y2NspXV8+1Wyj49LGpjh+AIIitgBhb7Y+ZmYIaG2ucosYc/rYA8xQA+Daoa7CHjxqtUf3bBAAAAIC6COvYKeZjzKwZM8lkMolE+mtA/07VUQcAADBPAYBvhsJpAoSlAAAA4MvoG+ivXLM6PS1NIBDo6embmJqAWQMoA7yngF+WvNy8lORkfLVIHsPzeRyPPOq6RnKkQpfvsy21EyhVtKnKAs5IT6cxai7lAAAAAEAlZDLZzt4eTA5AJcA8BfyyvHv37u3b9/jK0YN7d2I+fiQCmzAUbdG6tY9Pc6RazoNEIr2IevYi6hmpOvoKRVFvH59WbdoRZaDJJNLHD+/v37tLZFSgKOro5NyxcxcEQdQ1NGXyUh/S73GtAAAAAAD8OgDzFPDLoqOro6bGJJPlYiVeXt6WlpaE4xPDMCMTEyaLQXhHYRh2aeaip6er3EbPQJ/FYijXrLOzt2MwPqVwYhimpaWFt4FhuLKCa2ho8D2uFQAAAACAXwdgngJ+WQIUfO9RAAAAAAAA+DqACA4AAAAAAAAA4AcCmKcAAAAAAAAAgB8IYJ4CAAAAAAAAAH4ggHkKAAAAAAAAAPiBAOYpAAAAAAAAAOAHApinAAAAAAAAAIAfCGCeAgAAAAAAAAB+IIB5CgAAAAAAAAD4gQDmKQAAADQeGo0GwzCJRKJQQJWT/w6SAvn802n/4WkBAMB/BPg9BQAAjQfDsH179hQXF5PJFLxCbK/evRydnPC9lZWV+/fuFQqFMPzZk7CiJdazd2+n6pYCgWDP7t0iVS0xDOvV51NLoUCwe9dukahmSwiCEATp3bcP0VIkEu3asVN1S5msd7++yi13bt8hFotqt5RKpX379XVydsbfSiSS7Vu3icViovgtiiBlpaVCgWDposV/DuhP9Fm7JYFEIunbr5+zy6c+d27fLhSKVLbs06+vi4sL8XbXjh0CgUDFOCWS3n37uDRrRrTcvXMnn89XeUW9evdq5uqKvxWLxXt27+ZXVqps2bN3L1ellvv37OVV8FS2/KNnTzd3t08t9+7j8bgqW/b4o4e7hwcx8wf3H+ByObVbymTS7j16eCi1PHTgIIdTjrfEMDQnJ0ciluzevpOtye7WrbuHlyfR8vChQ+VlZSr77Na9u6eXF9HyyKHDZWWlKlt27dbdy/tTy6NHjpSWlKhs2aVrV28fH6LlsSNHi4uLidLHBIhM1qlrFx+llsePHSsqLFLZsmPnzr7NfYmWJ44fLywoVNkyrHOn5s2bEy3/Pn6ioKBAZcvQjh39/P2Ilif//js/L19ly5CwUP/qknsikejU3yfz8vJUtgwOCyWK84lEotMnT+Xk5JDJ5NotO4QEBwYFES3PnDqdnZ2tsmX74OCgFkotT5/JzspS0RJB2rdvH9SyBdHy7JmzWZmZKlu2a9+uRcuWRMtzZ89mZqhu2bZd25atWhEtz587l5GWQaaoaNmmbZtWrVvjbzEMu3b16vu37yhUqvxnAUXatGvXsvqMgEYAzFMAANB4EAQ5c+p0cz8/e0dHBJHBcm8WndhLIpG0dXRZYhEMfWZ4YZDckKXTPvm9YBjW0dYRq4lrtYQwFP2sJYmko6MjltRsqfiT8HlLGK6rJYIgNKWWJEWfEqmkdkuZTEajKV2Rok/llgiCkMhkCpWqq6dXo09dXR2xREWfUplM2ecHw7C2tg6r1rXjLWtckbaODpPFUt1SaeZhCNLW1mEwmXWcXaml4ooYDEZDzq6lo02l01TOEp3xWZ/a2toUKpVUy+CWITI6g/FpluRXpE2mUFS3/HycWtraJDIZb4lhGJVCgWFYU0tLV1dXuU/52bW05B5tVX0yPm+ppaUFwbDqljXOrqWFYVDtlsjnV6QYpxaKYapaIrXPjiCo6pbMz1pqamnJZIjKlszP+9TU0pTKZA3qU1NTIpaoMDoRhMli1WgpFotVt2QwlVuytTT1RCLVLZmftdTU1BQKhXWcvUZLtlBPr2EtNfVUtURRtMbZ2fW1/Pza2Zq6erq1DVkURVlKswRBkIa6hq6+HoVMIZHJ9+7codFowDxtCjDu8AAAAIBGIBaLRwwdtnTZMjt7u992AoPbtdfX1z919sz3HsjvRe8/eiYnJ12+ds3a2vp7jwUA+Iy9u3dXVFTMnD0bzEujAbGnAACgSWAYJpFIfttJlEgkGIahKCqTyb73WH4jUBTFfSu/82cP8MMCfg2aDjBPAQBAkxCLxSiKgkkEAAAAHJlMJpVKwWw0BRB7CgAAGg+JRGrbrq22thaYRAAAAMBxdnEBfv0mAsxTAADQeKhU6sTJk8EMAgAAAEFoWBiYjSYCFvcBAAAAAAAAAD8QwDwFAAAAAAAAAPxAAPMUAAAAAAAAAPADAcxTAADQeKRS6eaNm7Kzs8EkAgAAAM69u3dv3rgBZqMpAPMUAAA0HhRFI58+5XK4YBIBPxcoiopEIqFAiINhKsTRpFLpN8m/xjBMLBYjCIK/lclkYrFcLreJ3aIoKhaLv3ltHYlEUjUpQqFIKIT+KxAEqf9ypFJpUWGhVPITCDbFxsS8f//+e4/i5wZk7gMAgCZBp9Nr1wYEAH5wEuLjN23YyOPx8E8vhUJxc3cfMGigmZkZ3gDDsP1791ZUVM6ZN7f+rvh8fklxsYmpKVVRb702JSUlq5av6Nq9e4fgDhAE3bl9+1lk5Oy5c9ls9leNmcvh8Hg8E1NTvMZmVlbWquUr5i9cYPXt6maJxeLNGze9iY4mKU6BYZi6hnrvPn06duoE1yqU+m15HR19+tSpmbNmm5ia1N6bnZW1ds3a4uKilatW//g16igKvvcofm7AHxUAAAAA/HaUl3OiX72ytrEJ6xgWEhbSzNX19q1bo0eMTE5KqmoBQ7q6evr6+l/sKvrlq1HDR+Tk5NTVgEKhmJiaqKur4W9zc3LevnlDOFMbzj83/pk8cWJlZSX+lk6jmZmZUWk06NuBouj7d+94FbzQjmGhHcPatG2Lodi82XPu378P/cuUlJS8fhUtEAhU7o14EvH61atBgwerNF4Bvx7AugcAAADAbwcMwywWq/v/urdo2RLf0rtPn3GjR+/ZvXvVmjV0Oh2G4P/1+F+NteaM9PTUlFRdfb1mzZrhvlKpRFpUVMTn8wvy8+XGIpUqk8l4XC5bUzMrM0sikTg5O2lpaY2fOJFWbUeSyWQGgykSCqOTkyVSqaenF0uNhe9CUZRTXs5ksZhMJu7LrOBVaGtrkSkUsUhcUlJSWcnPz8tTU1OjUCiGRkbTZ83EWxKkp6WlpaYZm5o4OTkRyxpSqbSCx2NraqWnpebm5jo4OJiYmtY1M2Qy2aVZs+EjRuBveVxu3169nz6JCA4OJtrweLyYjx9RFHVzd9fU1FQ+XCqVxsbGFuTlW1hYODo74Y5ePGagsqJCU1MrPiFeQ13d0soK356ZkZmclOTg6EChUOTTrspHKxQK8/PzdfX0XJo1o9OrphHDsIT4+NycXBtbGxtbW6KxTCrjyS+WnZaWBkOwvYO9ystMT09PSkzUZLPdPDzU1KqeHAA/DsA8BQAAAMBvinLlSXsH+x69ep48fiI/P9/KygrDsNUrV3G53C3bt+HW1Z5duy5fvKSnr19SUuLi4rxs5UodHZ23b98e2LevuLh45bLly1at9Pb2zsrMnDV9hq29XWTE0//16OHkPLewoHD82LGDBg/+o1dPvNZaeVnZvLlzy8vKeFyejo7OqrVrHJ2cIAgqLCycOHbcXwP69+7bF4Kg58+erV65atfePTa2to8fPzp54gSHw1myaPGqNWts7WxTkpPHjx23c/cu/FiRULhz+/bLl68YGhqWFBf7+vouXLJYS1sbgqCkxMSZ02c4OjmmpabJpFIujzd7zuz//fFHXdOibCPyKiokEomxsRGx5Vlk5Mrly2FI/h+KYvMWLmjVqhW+q6iwcPGiRempaQYGBtk5OR6eHuHLl2tpyavKvX3zZtnSpS7Nmj28/2D6zJmWVlZSqfTIoUOHDx3S1tah0+l6enryE6syT+/dvXv29OnKysq5s2atWrPGzt6ew+GsXL48+uUrXT294qKiTp07T5k+DbfUExISFs6f7+DgEPHkycDBg2ubpxKJZNeOnVcvXzYxNSkv55DJpBWrVrl7eDTtowT4xoDFfQAAAAAA5Dg6OgoEAmL1XCKRiMVi/HViQsKVy1dmzZ597O8TW7ZtzcrMenj/AQRBbu5uw0aMMDAwmD1vrouLi8KrBxUVFSXExy9aumTQkMFEGpZMJsO7IpPJGRkZrq6ue/bt23NgP5VK3b51G24oYxim3BJRHIh7cINatOj3119m5mYLFy8yNzev6lYoRNGqpK7r165funhp4eJF+w8d3LBp04cPHw4dPEjszc3OLi8r37B504HDh7y8vI4dPVrXMjqJRH775u2KZctWhIfPnzNn7KjRVtZWvfr0wfcWFhSuW73Gzc1936GD+w8d8vbxWbViRV5eHr73zu07Odk5O/fsPnLi+Ko1q99Ev34eFVXVLwZlpKUXFxVv3bE9rFNHCILev3t3YN/+ESNHHjpyeOGSxbk5OfzKSpXmaZt2bXv37WNpZbUkfJmFpSUEQUcOHX4d/XrthvUHDh+cv2jhlcuXr125SrTPzc3JSE9fuWZ1n75Vw1YmLTX1yuXLU2fMOHL8+IHDh2g0+sULF8AX4EcDmKcAAAAAAMjB1+uxapNO4curspZQVG44fvjwISE+wdrG5tS5s526dIYgiMlkGhkZUalUC0tLBoOhMMMwCoXy51/9O3bqZGxiUrsrmQyxtLT886/+xiYmjo6Offr1jY2JycvNrd1S2ZGprq5uYGBAp9Mtraxo1QvcxF6JRHLr5k0/f/+wjh21tbV9/Zp3/9//7t+7X1ZWphgSRKfR+w8YgC/rB7VswefzKyuqrPAawLC8Nw6Hw+FyKyv5VCo1PS39WeQzfO/zqKjy8vIRo0aZmJgYGxuPHDWSW855+eIFvrdd+/Zbtm3V0tZOTUkpKipCUZTP5+O7MAhjslhjxo5t0bKlrq4uBEGRTyMNDAz69O1raGTk7e3drcf/FNEIKjL32RpsfX35tVtZWdFotPLy8gf373X/X3c/f38tLe2wjh1bt21z4/r1al84xqAzBg0Z0r5DBwNDw9q9mZqa7ty9K6hFUFZWVlZmJooiPF4F+AL8aIDFfQAA0CQkEgnhoQEAfmpKiospFApuZdbA1c11ytQpu3ftvnjhgqGRYVCLliNGjWSx5DGjCIJgGEa4PCEMo1KpunpyC0wlGIbqGeira6jjb3V0dFEUJVy2ytRwJdY8kRJCobCosNDd3Z3YYmllxeVwcBcphmF0BkNTW4tI1SKRyJgqQxA/i3+A/4ZNm/C3AoFg2dKlO7dvDwoK0tPXKyjIV1NXly/EK9DU0tLU1CzIy8ffyhDZgX374+LiYAiiMxgisYiIPcUwjMlksrU+BaqWlZVq6+hQqkNyTUxMaDRaXcJSytfO4XD4fIGZmdyFjGNmZh4fGycUCqlUKoZhNDpdR1dHZT9y7zWF8vDBw4cP7otEYjU1tfy8PDt7B+ibgsjkfNs+fzeAeQoAABoPiUTybd78a/VxfiVoNBoMwyQSCejI/Iwo238Igjx6+NDG1tbA0KB2Sy6X26JVq//98UdaaurDBw+PHT0qkUgWLl5EpB/VMCXrlyOVSaREg4qKChqdplH9JVI+kC8QyGol+Ktc/qZRqeoaGqWlpcSWsvIyBoNB5GNBygd9SSlVWVWAxWJ5enlFPH7C4XL09PXYbE2JWMwX8LV15FGtIpFIIBSwFdlRErFk4/oNOVlZC5csdnFxKSstGzNqVA2BAuWr09PT//D+g0wqhRQxo1LppzmpHzU1NRqNxuVwiC0cDofFYtHpdJUnqsGli5eOHz06e+6ctu3aMZjMeXPmIsg3NiXNLS2JsBBA4wDmKQAAaDxUKvWLqpC/GCUlJedOn+ZwuFQaFYbh4qLinOzs4qKiBfPm6erqoQgikUoM9A36/NmvRkYz4AeEEN4Xi8XHjx59GvF0/qJFmppVXkZlHj96fPrkyS3btjm7uDi7uMR8/FhWWorbQBiGIQjacG8ZmUxJTk5+Ex3dISRELBbfu3fP0srK2NhY/oWiUFAMxUM5JRLxo4cP5cOrtkflJ0JRlYpUDCYzIDDg2rVrmZmZlpaW5eXlt2/ecvf0xJfRvxYURYl6BEWFRdeuXDEzNzcykmdHeft4792D3L11e+iI4TAM37tzVyqVenp5yj24ImF6WmqrVq39/PwgCHr08GFhQQGun6oSX1/fv08cf/P6ddt27fh8/uNHj0QiEQx/OeZQT0/P1dX1zp07PXr11NXVzczIePL4cefOnZXN03pITUk2NTPr3LULg8FMS02L/fjR09sL+qZ0697923b4GwLMUwAAAPgKSCSS3NEFk0pKSq5duWJiatqj5x8Yir5/+660rOyPnj21tLQ12GwyKFXwY4NhaHl5+fw5czU1NTEIEvD5ZDJ5/IQJvXr3Itoop0Z5eXn+ffz48CFDmvv55ebmZGZmLl6yFF+5NjAyFAgqlyxYuGRZuLOLC4piQqFQ2YiUJzwJPyU8yWRSCIY3rN9w4/qN4uLivLy8NevW4mGvOrq6QS1aHD92PDs7u4JXUVpaQiGT0equTExM8vPy582es3jpUnMLcxRFhdWpUTAM/9m//8ePMSOGDvPx8UlIiCeRSGPHjcO7xVsql60SyQtlqfYvymSyf67/Ex8bhykO5FdWGpuYLFy8SF1dHo3g6OQ0YsSI3bt2vXjxgkSC3717P3rMGGdFTpi6unrrNm3Onz3H5cmDVrmcciaLefHc+bZt22prayMIQowWx6e5b9du3RfOXxAQEFBQUJCfn0+mkFFUtRysVColssTklzZ+3MzpM4YPHuLk4vL2zRszM9P+gwbiLWtcbG1atmp1/crVaZOn6OrqZWdnMZjMly9eRr+K9m3uC30jwFpK04G/eT00AAAA+B1YMG8+nU6fPnMG/me7vLx81fIVevp6c+bN+95D+/VBUbRPz14pKclnL1xwdHRsRA9lpaVv3rwRiUT4WwaDYW1tbWv3WTmimI8fpVKpl7c3/jYnJ+fxo0eZ6Rm6+npBQUFu1YGeUqn0aUREXm5ucEiIoZFRZWXl2zdv7B0ccHcjHhj65vVrSysrvCRVRnp6cXExBkFPHj1isdQ6hAQrXwKPy717915yUpKdnZ2vX/Pc7BwPL0/8MyYUCJ4oFtnDOnbU0tKqqKh4HR3t4+NDBAaUlZY+uP8gNTXFxMS0Xft2ZooEfzwy4e3rN+6eHjo68ojMnOzsjIxM3+a+taNsEQR5++ZNYUEhHpkKQ5C6BtulmYtyeQIURV+9fPni+XMURf0DAv0D/IkIhwpexf379+PjYs3MzUNCQnJycz++/9Czdy9NTc3S0tKPHz54+/goxwIJBIJHDx/GfPxobWPj4eFRUlrq7u6OX2wN0tPT8/Pymvv5EaW58nJzHzx4kJOdY2dv1659e8JPzOVy379759KsGREgW/saXzx//vxZFI1Ga9ehvaam1r07d/0D/J2byY1swA8CME8BAADgq3kd/Xr1ipVH/z6uLOhdUlw8ZtTo1WvXONRtMD1/FhUdHd28ua9/YCCxUSQU/nPjRmlpWbfu3Y2UBCZVUlFRcfXKlTZt2hDGx29I081TAADwIwOEpQAAQONBEOTUyZOFhYW/8CTy+fw3r1/XWCvMzMiwsrauUWxGV0/PyMgoMzOznt7u3b23ZOHCbdu2KWdOJCclL1savmbVquzs7C+Op7Ky8vTJUw1pCQAAvgvRr159EnwFNApgngIAgMYjk8kuX7xUUlzyC0+iWCxeu3pNWmqa8kY1dbWKCm6NlgiC8PmVuNhQXZCpZDMLi+zMrCSitjsEPYt6RqPRdHV1SaTPkrLFYnFBQQGhHIljbGx88cpl/4CAGj1zOVwej/f11wcAAL4xUc+ePXn8GExrUwCpUQAAoGk/IhSKSqWbXwZtbW1LK8vnUVHK1RHd3d3379376uXL5ookZZyH9++LxRIiJFElqAyxsbWhkMiRTyLc3NxwaZ7nz5419/OLiYkhkgEwDLt65crZM2cEfD6NRm/fof3Q4cPxxOTS0tJNGzYOGDQQr1F06u+TJYpAxognT1AUDevUcdjw4UR8HgAA+O8hKQAz3xTA9AEAAEB9wDAcGhb28MF95fV9YxOTwUOGLFu69OL581lZmRkZGSeOHdu6ZcuYsWPrV4FFUVRDQ8PXz+/586jKCnmtmoT4hOLiEt/mzeXVMKt58fz5mpWrgoJaLF+1qmPnTocPHrp96xa+SygUPnr4sKS4GH+bmJCwdevW9LS0EaNGBgYF7dm1Cy+2CQAAAD8vwHsKAAAAX8DTy+vAvn3JyclOTk7Exu49eqiz2WdOnjpx/Li8UqKJ6cIlSwJqrbnXBkOxFi1aPLx/Pykp2dvH+2nEExMTExsbG2XhTDU1tclTp/b7608SiWRgYHDpwsWs6pBWGIbpdDrhmyGTyeZmZgsWL9LT0wsMCop8+jQ+Lja0Yxi4qb8webm55RyOmampptYniVYEQTIzMqRSmZW1Fe5oLy8vL8jPRxBU7pWHiYpWNGsba7xBXl5eBY9nbWNDqPcjCJKRnq6lpaWrKu1dJBJlZ2VbWFo0UGG0iaAomp2VpaHBxktAcTic0pISSyurr5VtEovFOdnZBgaGGmyNf22wgG8M8J4CAABAA2TA3dxv3vinxvb27dvv2rvn8NGjh48d27ZzZ0NsU/kfXQRxdHI0MjaJehYpFAhfvngZ2CJIU0tTWRLSydnZxNRk6aLFI4YNmzBmbFpqal1/klEUtbC0xAWDKGSyurpa7TpDgB8QLpd79vSZrMysRhy7bcvWzqFhe3btVt4YFxs38K/+QwYOyleo+kMQdPf2nX69+4waPnzcmDHjRo8eN3r06JGj5s6enZ9fVYN05/btXTp2OnHsmPKoJk+cdP78eZXnTUtNHTF0WP3Jf1/k48ePVy9fkTSgqJK8LteCBZcvX8LfPrh3b8rESZzy8i8emJKccuHcOSJoOzcnd/zYcc+eRTZl2ID/GOA9BQAAgC8TGha6Y9u2ysrKGqKMZDJZ2YPVEFAMU1dXD2oRFPk0wsPTs7ioKKhFixr5TxfOX9iyaVNYx7A/evZUV9fYsmlTPTLjZBLpk4I1ULL+SeByuJs3bFi1bq2FpcXXHiuVSUlk0vOoKA6Ho1X98Xvx/Hl5OYfN1kCrPwxSqVRNTW1x+FK5Bhle4EpR/tS4WpBVJpOJxeKjh4+0at2mOrQak0gkdVXAsrS03Lh5k5mpaaOvWj7OqOeXLlwIDQtt0JVKpMRgEASRSCQNEWuP+RizZfPmNm3b4toaxibGq9astrSyasqwAf8xwDwFAACAL+Pl7Y0i6Pt371u0bNH0+YJhOKhli0sXLx7cv9/M3NzW1vbd27fEXgRB7ty+FRQUGL58ubyqZFGRUCAAmRaNI+bjxwf3HxQWFjq7OHfq1El5zTonO/v2rVvp6emWlladu3Yxrba6kpOTC/Ly1DXYt2/eRFCkfXCwv7+S8nxFxd07d969fUsikfz8A9q2bctSk2s1YBj2/NkzlppaeVl5XHzcoEGDNdgaKIq+fPHy4YMHPB7PyckxODQUPwveiVgieXD/gamZmYODA750/vjRo1cvX8IwqV37doFBQXUlHaIo5ubmjqv9t+/QAde3j4yM9PH1zs76THGMTqe7urmZ1yGRiyCIf2CAVCLZuX372g3r8SV7WIHK9jIE4fK4iMLNL7+05y/oDHpFRcXjR4/ZbI1OnTsTir8Yhr17+/bhg4dlpaXuHu6hijoCcr9mSsrr19E8Hu/ixYtdu3Zja8oDtVNTUm7fupWZmWlsbBIcEtLMtRkxAOXB1BgYgiCRTyMjnjwR8CtdmjULDg01NDSEICg7M+t51DORUHTl8uUePeVVTxEE4fF4UomUOLa0pOT2rdtxcXFGRkZhHTsSWY9cDvfVy5eWVpYvX75MjE9wdXcLDQsjHgAA/yVgcR8AADQJmUz2OxSfo1Kp/oGBjx42NetIKpWKxWKZTGZvZ2doYHDzn5uBLYIoFAqCICKRCF/fJ5FI5ubmb16/vXH9xrWrV8MXL87Ozk5ISOByuVUVMkUiwpmKd1jVO4aJxWKp9NOf4d+cd+/fzZg6LSE+Xl1d7fiRo4sWLMTnUKE1mzRpwsTz585hGHbxwvkZ06YVFlTJ9z57+nTyxEnLw5eWlZWlpaZNmTDxxrXr+C6ZVLpx3frtW7aqq2vAMLw8PPzA/v34XUMQ5MjhI7NmzFi+bFlcTCxedenmP//MmDqNwyk3NDQ4c/rMvNlzOOUc3JqMjfkoFIni4+KyFev7Mplsy6ZNi+YvKC4uzsrKnDl9+o2rV+u6LhRBzMzMrG1snkZE4GdPSU4pKijw8fWt8VVEUVQgEEiVUHbDoyiqr68/Ztz4yMjIe3fuKrbVp8KRlZk5d9ac3Nxc/HqPHjkyYdz4XTt2CoWCO7fvTJsyNSurKlbheVTUjOnTMzMyGEzm3t27V4SHCwQCxTp7TnpqWkVl5evo1/iKQVpq6oSx41++eGlhYfHxw/sJ48a9f/e+ITf34vkLc2fPFgoEunp6R44cWbJwUWVFJQRBBYUFKcnJAoHg7es3+O0uzC9csnDx2zdv8AOLi4tnz5x5/OhRBoPx4vnzcWPGvHn9Gt9VUFCwZNGiyRMmPn74UCQWr1uzdtuWLY34QqEoWs9yB6AhAO8pAABoPDAM29rZMZnM32ES27Zruzx8WUVFhYZG4xMs3D08dHR1yRQKncHo82c/PQP9tm3b4pL+nbp0xgszwjA8aswYmVR2+OBBTU3N7j3+16JV67u3bxfk52tqarJYrNCwMNxRBEGQh6eHiYkJ7lWiUKmtWre2sgaLmFU8vPdAXUNjw+ZNLBarV+/eB/cf4HA4mpryMN9DBw8ymcxjf5/Q0NAoLSkdOXz4pQsXx04Yh0+jUCgcPnJU125dEQRZvjT84IEDbdq1ZbPZHAVLli1r205+1+gMRuTTp8NHjFDXkId8UKhUkVC0a+8eZxcXMpmMYVhqckqvPr2nz5wBQVBAYOCs6TMyMzK0tD0NDQ0nTp7yOvr12PHjOoQEK8qJPfvn+o21G9a3a99eHl26deuRw0eCWrXCo4prgFU9LwWcPX26pLjEwNDgyeNHpuZmVlZWiNK6PIlEKikpGTd6DJ1Gw81WqVTas1evCZMmEm2kUmm79u1ePu+ye9cu/8CA+iXJSCQSg8kgHMlUOZTV69ZaW1vHxcaOGTX61Uu5lQlB0J3bd0yMTTZu3UwhU7p173bq75MVFRUsFqtN27bJScnXr15dsnQJW1NTbp6mpTs6OaxYvVpDQ6OCx+v1xx/v3r7x9PKs/3skk8nSUlMHDxk8dvx4/Gu1InxZXm6ug5Njcz+/AYMG7di+bcHiRcYmJvIvFAlmMBhkMhk/9sK5c+lp6QePHLG2sRYIBNOnTt25Y8fuPXtpdBqJREIQxNPLK3zFMhqNvnvXrrOnz4wZN9bQ8Au13Gqgo6tbo2YH4GsB5ikAAGg8VCp19tw5Kmtk/3o4Ojmx2ewXz58Hh4Q0upPeffsQr7t07dqla1f8tZ2d3ao1a4hdZmZmK9esruDxGEwmbjH07duXTJH/fdXR0Vm6LJxo2adfP+I1ncGYNHVKo8f262Fvb/f38eOTJ05q0SIoqGXLtRvW49u5PN6H9+9t7eyePHqMIDISiQzD8Nt3b6RSKZVKRRCZtbW1j68PHlsc1LLFwwcP8nJz2Wy2rp7e4vClGekZZ06fLigoePzwkZaWFoZV5bShCNLcz89VIWeLP2aMGD0qNzf32pWr+fn5r6OjRSIR4d3EnyiI1er3797DEFxcXHztyhUIhiUicVp6WnZWlkrzFPfPNW/e/NiRozExH1tqt3r18mWbtu002GzlBDsMw9TU1Lr/r7u+vgE+SARBa1SWx+S5/NQRo0dFRUUdPXx4+IgRDZcxRhDEw8PT2toagiADAwMtLS3cRQpBkIOjw9XLlyZPmBgQGNiyZas169fVOJY4S+s2rR2dHF+9eJmZlZmRll6QX1C/BxeHQqFMmDQpJyfnyqXL+fn5L148l0iluMe69twqI5PJXkQ99/P3t1IMm8ViBQeH7NqxIzcv19raGsNQJpPZsnUrGk0e52BpaQlBmFgsgb6Sbt27/w5rSv8qwDwFAACNB4bh3ycwi0ajtWzd6s7tO00xT78KDSUJVQoV/Fx/NV27d2ex1K5cvnzxwsUd27cHBbVYuGSxoaGhSCgUCASpKak3ZNdRFIUh2MDAwMPDA0ERKkTFUExdQ4NYE6DTGTAM4wk6XA5n5bLlb9+8sXdwMDU1NTAwqJFFxGAwiNcIgpw7c+bwocMWFuamZuY6uroMJlO58gLxLwRBPB6PV8G7f/ce7puEYbhdu/aMutclUBQ1NTNzaeYS8eSJtrZOcXFJy9atCPUx4hRqamq9+vSpK/YURyaTmZubjxk7dsP69S6url8l28RkfRqhsjn4V//+Wlpa169eO3v69LbNW9q1bz9/4QJtJVObuPA3r18vXbyExWJaWVvr6uopzP0vG3ZSqfT4saOnT522srIyNTPV09PPoGd8yg/8fG5rXKxAIGBrsonBamiooygqEgrxt2QymUGvuomKWNfG1BypX/wY0BDA7x0AAAA0lODg4OtXr+bm5hJpNIAfFgRBHj18ZGRktHXHdi6X+zwqasHceRFPnvTu00eNxVJTUwsNDZs8bSre+P3bdwiK0hU+MxgmcbkckUiE78rPy6Mz6PoGBhAERUREvHj+fOOWzXhR2c0bN7588VI5a03ZJCosLDx65Gifvn3GTZhAJpPfvH4d9exZjbq1hC2oqaVpbGy8actmNcVaRHl5+evoaBPF2rRKUFTu52vVstXx48cwFDU2NraxtU1P+6z0bhUN84Z26db1wf17e3btqqysbLgDtS4T8P69+3b29jv37C4vL3/88FH4kiUhYaGhYXI5XgzDYBimUKjVAaxHzcxMN2zerKWlJRaJIp8+bcjZs7Ky/j5xYsSoUUOHDYNhOOLxk9fR0cTcVp9ChYVDp9GMjI0z0jNQFMVvXGZWJp3B0NHRrf+iAP8xIDUKAAAAGoqpmZmJqenzqCgwZT8+JBi+f/fekoWL4mLjUBSlMxhMJlNbSxt3S7dr3+Hq1asvX7woKix6cO/ejGnT4uPjqkJ4KeSU5JSjR47kZOfExMScPnUyIDDQQGGeIjJEJpPJpLKystLHjx7duH5DKBTyeDz8jJgCYgAYisoUqUg8Hi8xIeHwwYNlpaVcDhdvQyKRZDJZakoqjys/vGWrVgKB4NDBg3m5uampqUsXLz529KjySr0y+IlQFPULCBDwBWdOn2nVujWFTEYVKLcUCoXPnz2LfPoU/99ThXldoShXVmPAdDp9wqRJpSWlyUlJ9chE1Age+Ox6q9/CMHzj2tVlS5amJCcreqax1NQ0NauWWUgkckVFRXJSEp5yhMinCBWJRDk5OQf27UtJSqqoqJBW+6SVT/HZa/ncIogM4XI5sTExR48c5nI4XE5V3huZTOZX8pOTk4mswU9jI5G6df/f+3fvzpw+nZ+fHxX17OzpM+07tDM0Mqz/jID/GOA9BQAAjQdBkKcRcvHO32SJH4bh9h063Lt9549evUgN9jABvgswiTRsxLBFCxZOGj9eU0urrKy0a/fugS2C8Ps4bPiwgoL8GdOm6ejolpSUhHUM6/HHH/iBKIqamJi8fP484vETAZ9v7+AwdtxY3HJt2aqll4/3/Llz9Q302Wx2aGjo5UuXzp05i3thGQyGcjklIyOjvwb0P3ni7yePHpPIpOZ+fjY2NkcOH2rm5qqrq6uvr+/m7rZ/714dbe0/evdyc3efPHXqjm3bbt+6JRKKNDU1ly5fpqlIHqqNPNFHkcRjYmri6eXJq+D5B/jjvlg1NTXCuKTT6RKJZNXyFcQWBEG0tLS27drp7u6O9/NJ9gGCnF1chg8fvm7tWlodCVIkEkm5f+XrhWGYWR0nTSaTR40Zs2TR4rGjx7DZ7PLysn5/9iOyndw93I8flS0LX7p56zYLS4v+gwYuW7p05LDhdDrN0dEpNKzjtStX5PPs7S0PHmAyiYpWVCqVxWLhN8LC0rJPvz5HDh26+c8NCoXS3M8vLzfv8KGDzs1c1NXVHZ0cWWpqq1esXLdxg7OLC4lEYrFYhDO1Tbs2o8eO2bt7z8kTJyoqKpr7+Y0eM5a4QOWWFAqFOONXkZqSgiAIIbMFaAQweDIAAACNRiwWDx8ydMGiRS6f51v8wuTn5U+aMGHjls2KtIn/FKlEAsFw/bnVtcEwudA6hUIhMpd/AVAU7dOzV0pK8tkLFxzrNQIkEklKcgqHw7G0sqwRkoFhWFpqan5+vrm5ubJm+9EjRy5fvLRtx/bS0lIajebg6Ki8TCyRSBITEiQSiZOzs5qaWlZmJo1ON1II3YvFYhiGCXMKJzMzMy9XnnZjZGxcVlrK4XItLS3xeyEUCouLi3WVsrxLS0uTk5MZdLqDoyOLJZdTVQluU+KmoVwrSoYwmAxCuJ6oeSuTySQSSQ1/Kgx/SmNX7oeYFYFAqEjJV/ExQ1FULBYT/StfL6YQNaMoIAaZlJRUWVFhbWODzw9BaWmpSCQyMjLCh1FaUpKSkqKjq2tnZ4cXIDUxNcUvXyQSkclkfDByt7VUymDIQ4HxftJS0woLC+zs7fX19YuLi/mVlRaWlvjYysvL+ZWVRsbGFAoFHzaNRlP+ChQVFWWkpenpG1jbWBMd1miJz6fyGRvIrh07hELhjFmzvuoogDLAewoAAJrE7/aIa2xibO9gf+/OnRGjRv2X58UwbPu27Wpq6mPGjcGlhQry8qg0mp6q2ujKFBUVrV6x8q8B/fFwyd8NGo1W17MTLotma2dXYzuKohKJhKWmZq7QSKrdoZvC9YhjofSUorISvaUC/LWOrq6OQjsMh8lk4jJMBLoKvnhRyidSNiXJZLKyypuysfjFfqqB6zGLSSSScv/Kh+NWb43O3apFDGpQ4xp19fSIcgkMBsPO3l5lqlnty7GxtbGxtcFf6ysgdmkrUDlsHAMF9V9gjflsOHjsRSMOBBCA2FMAANAkGrHy9bMTGhoaGRnZkKLh3xZ9fX1d3arcZwxFly5ecmDvvi8eJRQKX718WVJS8u8P8BdBR0fHxtaWTPp1nM2A78Dv98P4bQHeUwAAAPg6mgcE7Nm9Oy4uztPLqxFzV1JSEh8nz8Jxc3fHgwsRBOGUlTOYTDV1+SIvh1MOQVWKXQKBQCgUamtrk0ik3n37EA8DJcXFXC63TIG2tja+XSaTxcfFFRYWOTo5ElpC8uVXOp1KoWRnZycnJ9vY2FiB4uP1EhwS0qJlS7zeJgAA+C4A8xQAAAC+DnU1NS9vn0cPHzXCPH1w//66NWtYTJZEIoFhOHzFcm8fH7FINGfWbDNzs6XLl5WXl48eOZJKpuzev09TU3Pn9u3p6Rmbt26h0+lLFi7SYLMXLVksk0r37tnz8cOHhIR4dQ31ufPm0ej03JycxYsWpaelMRhMDqd8+oyZvXr3guVaO3LT9fy5c0U7d6EIUlZWNnrsmEFDhvyGbu8Goqbge48CAPitAYv7AAAA8NW0bd/u5YsXylnPDYFfyT986FBQixbHTv596NhRK2vrM6dPy2Qylpqag5NjXFysUCDMy83Nyc7OyMjIy8uTSCQxMTFOTo50Oh1VpJ5IJPICNmQKZcSoUW5ubsHBIWPHjaPSaFKJZNuWraXFpVt37Dhw+FC37t337d2bm5eHV3QUCATFxSXLViw/cPhQ565d/j5+oqysDNx1AADwwwK8pwAAAPDVuLm5UanUN69fBwbJhYoaiDxfAkFTU9M+fvhgY2O7YdMmsUSM5wgHtQi6fetmdnZWQny8vb2DQChITEhg0BklxcUBgYH4wfIaNtXVGo2NjVlqatra2gaGcr3G7OzsVy9fjh43Fk9GGT12rLmFBZ4xg2EYmUzu06+fu4cHBEH+/v5379zhcrkNScEBNBCpVIphWI2c/Z8OFEXxsq716J6qBEHkcrA0Gg3/fMofomBYpTqV/BQSCZUmr26Pt4QhiPqTzxvg3wB4TwEAQJNAEOR3S97H1399fX3v3r79VUepa6jPnD1LLBROHDd+0IABs2bMSE9Px/+iOzk7M5msWAW+zX09PT0/fvgQFxvDZLLsHRzqmnZCM6i0rEwkEpmaVQkn6erqDhw0yFBhueJmE5HFjGHyqkjy/wN8IzAM27dnz5ZNm366GZVIJBkZGQK+AH+bnp4+b86chLj4r+0n4vGTGdOm4S55BEH27t5zYJ/qpL3U1NQZU6cnK+T6EQTZvmXrnl27oV8OoOffdIB5CgAAGg8Mw7q6ul+rxPlr0LFzp9jYuKKiooYfIhQKdfX0Dh07eu2fG6PGjM7KygpfvKS4uBjPFm/WrFlkxNOU5BQvHx8fX9/4+PiIJxHNXF0Jy7I2RPyo3FMFw4SdUVFREfn0KZdbVURHAbBH/0V09fTwqqc/FznZOSOGDH375g3+toLHi3716vOPTYNQ11A3NTWlUOTrABiGJcTHJyYkqGxZUVHx8vkLXvUp9A0MdPW/oIz2M8JQ8L1H8XMDFvcBAEDjoVKps+fOJeoB/lbY2tlpaGi8ffMmrGPHBh6Sm5s7d9bsMePGhYSG9OnbVyKWHD18GA8nJZFIfv5+69auMzY2trO1FQiE5WXlWRmZc+fPq6s3FENlMhleXtzM3MzIyPDxw4cdOnSgUKkXzp07cvjwkWPH6io7BPiGwDDco8cfGFblyUYQhMvlstns/Pz85KRka2sra5sqbU6VcLncjx8/CvgCFxdns2q9BbloA58vlcmYTOaH9+8lEom7h4e6uno9/VTwKj7GfEQRxM3NTVOpihuPKy+jim9BUbS8vJzFYjGZTARBCosK+QJBYWGhSChiMBkkEolOl0vQpyQnZ2Vlubi4GBkbK48Tqu4HQRFOGYelJu8HgiAPT09nZ2dWdT4ZlUqlUD+zLvLy8hLi483MzGEYpjOqVP1J8piTvkSCnkwm4/F4bDY7JzsnPS3N1s5WWVMWgqCysvIP799rarJdXV0rKytZamoqhWZ/BLp2715XQVpAAwHmKQAAaDwwDFta/dfFk34QSCRScEjIvbv3Gm6empmaOjs7L1648M7NmyiGRUe/6tWnD1FQx83dXSISa+to6+vryxBEU1OzpKS4mZKwOZEahZ/d0sLi4oULenp6Y8aN1dXVGzt+/PLwZSNHjGSzNV4+fzFi1Ci8EhKGYUKhEEEQ/EAEQYRCIfjb+Q3BMGzVihUVFRWbt23F64pNmzLF0MgwPzdPLBGXlpSOGjN6yNBhZIVzsQYvX7wIX7KETqPT6PS83NyBgwcPGzEcX444c/r0lctXTExNsrOyK3g8XT29tevXKUvWK/M8KmrFsuX4swoik81dML9N27a4Pbp29RqhULhp6xZc1GzC2LG9+8nJy83dtmlzaUnJtq1bKVRq9/91h2EYRdF9+/aWlZaJRSI+nz9rzpyu3bvJ+0SQ1StXIjJk/aaNCl2zkvFjxv7Vv3/vvn0gCLp54599e/cePHIYjyf5bHIg7MLZc1s2b2FraFAoFEtra6zakY/IZIvnL6TRaSvXrIYgKCsza8a0aWbmZjnZORKJpLysbOLkyX/2/wu3ZZ9GPA1fskTumKQzLK0tM9Izps+Y0T64A/RDUqNKFqARAPMUAAAAGomzi8vunTsnT5xEp9MDAwM6delSf40ZBpM5Z97coBZBHz58pFKpXbp1bdGyJVFo0craeuee3ZraWhS584k6f+ECvkBgZmaG74VheOz4cZTqOAoSiTRm3HgnZxcTU1OSoofQsDAjI+OIJ08EAv4fPXu1at0KX/o3MDBYu2G9o5MTfqCXt9fa9XIfLbjr3xCJRPJJxgGWq9IKhcLw5cvMzMz27d3794kTYR07EZHBBAiC/H38hL2d/dIVy1ks1sEDB86cOtWlW1e8+KoMQeJiY1u1arVg0aKSoqJpU6dduXR5xmwVdTKLiorWrVnj7Ow8dcZ0Mom8Z9fO1StX2dja4tq3ymPDMEwkEsmkUrkJZWw8YdKkWTNmjJ8woW27dvhnjMvhSKUmazes11BXP3L48OZNm9zc3a2s5c85EolEJpV91o+s6q1MJhOJRCpj0JOTknbt3Nn9f/8bOGhgJZ+/dNFiLpcLV6deyQempG9WWFBAJpHCly83MDDYumXL8WNHQzuG6enplZWWbli3ztW12bQZMzAM27p5S3paGlrtrgb8kgDzFAAAABpDWmrqmlWrXN3cAgIDURT558Y/169dX7lmdf2Wn7qGRqcuXTp16VJ7F41GC2rZgniLJ9oTwDDs4empvMXUzLT/wAHKW9w93N09PtXbxGGxWLgjDcfA0BBP9gd8QwhRBTkYRqFQ/tejh4+vr1yDrF2727du83hcU6imeQrD8MTJk5kspkAgyM3J4VdUiMRyqrpBUXNz88FDh+ob6Juamjo5ORUWFqIoJpey/ZxXL16WFJesWrMWt2tHjBp1987dF1HPcfP0s7EpvaVSqSampvJ/TUzYbA3c6GSxWH379XN0dIQgaOCgQTeu3Xj/7i1untbVT+1dn43t5SsSTBo4aKCJYmz9/vozLjaWyMxTPhDP4evZuzf+GW7Ttk3k06cVFRV6enpJSUl5ubmLlizBl/v7Dxzw4sVzDAXh1L8ywDwFAACNB0XRlJQUczMzZt11un9JhELhujVrWrZqNWHSRHxLvz//XLd69cb169dt2PC1ujyAXwkMk1eH16kuP0smk8kkkkqlBBKJVFhYcHD/wZKSYiqNKpVIyBSykrkGaWhoMJhVGTZy9SX5Hkzunv2cgvx8Foulb1BVcV5TU1NLSys/X656Wz+4/gMR+IFhGJPJJJ6v1NTVWWqscg4HagJcLpcpL4dWFTVrbGzCYDDq0I3AqFSqjk7VvFEoFPn3SNGUy+VSaTS2ptyGhiBIT0+frcH+kb2nZaWlKIbp6f2CWV//GeA3FAAANB6pVLoifFlGRubvNonv3r7lcrmjx44htlCp1MnTpmVmZMTGxHzXoQF+LOqRXcvKzFwRvszA0GDz1i0nTp6cOHkK6XPNr89cknX7CtmamhKJpLKSj78VicUCoUBTU6v2AKQSiUhUs5aE8lkQVK5gWtWPUCiVSgh9XOV+FAEDoi9eOy5JIZFKBYIqTQmZTNbAuGfl02lpaWEoKqi+QEQB9ANz9syZ40ePfu9R/NwA8xQAADQJPHn8d5vE/Lx8c/Mq3XsCdXV1QyOj/Pz87zcuwM9EYWEhr4LXpWsXO3t7Go328sVzsVhExGU2HE8vedTHnZs38W/i/bv3RCKRl7e84i4Mw1QatbCoUCSSW5PPo6Ly8/KIcGdcOleGVNmjMAzzeBUP7z9EFBbq40ePIQxzdnGp6odKLSwsqOrn2bOC/AKin3rw8PCQiMVPIyJws/L+vbsCgQCuFZ9QP9Y2Nto6Ovfu3cP1RCOePCksLPqR1yhkCr73KH5uwOI+AABoEr9n6XZNLc3i4mI8UZrYKJFIOOXlWkqaPoDfhJrpR0IhYZ3UI5VgY2tra2e3cvmKhw8e5mRni0QioVB09vSZ2XPn4EsTyvlGYrEYrsMes3dwGDl61I5t26Ojo8kUyru3b0aMHNXM1RX/erZu0+bunbtjRo3W1tYuzM9nMBjE2DQ1NdXV1desWgVDcLsO7VEUhWHo7t3baakpLBYr+nX0yFGjbG1t8TiENm3bLlm4aNzo0ZqaWgUFBYp+pIQ1JhQKlYeKolXeTWcXl779+m3auDEy4imXx83Pz6fT6Lj5W3VR1d8gFEXrkpgwMDAYO37c+jVrk5OSSSRSfFwchUL+kc3TeoJxAQ0EmKcAAADw1Xh7e+/fs/fWzZudOncmNl48f55Cobi510xOAvzawDA8bMRwqSIdXh4Zqa+3fPUqa2tr/G2zZs3Wb9xoYWlR+0BdXd1Vq9fcuX27pLi4Z+/e/gH+zyKfEaZb5y5dvH28WdVR3WPHjyOTSXUZPX8NGGDv4PA8KgqRIQMHDQwICCSst5CQEDab/SwyUl1dY8KkieVl5cbGVbJHBoYGq9etjYmJMVUIRFhZWW3eulVbW/tpxFMOh9Orb58WLVoQZwwNC2OzNZ8/e6bB1pg4eVJZWZmxiQm+K6hlCyNjI7x+BJlMHjt+nPI4R44Z7eji/Ob1ax8DX//AgKLCQjs7+6qWE8aTyVXjNDYxWb12rb1jVY00L2/vdRvW48KrGIZ16tzZ1NT08aPHTBazU+dO27ZspVJ+x2ogvw/wb7gqBwAAvhVisXj4kKELFi1yaSZfAfyteBYZuWrlqrCw0DZt26Ioduf2rcinT5evXFkj4x7wb4CiaJ+evVJSks9euICnmQN+YUpLS1etWBkcEow/DR4+cPD06dMHDh0yt/hUxeCHYuf27UKhcObs2d97ID8xwHsKAAAAjSGoRYs1a9eePvn3mJGjSCRSWKeOGzdvrks1HQAANBo2m21oaLBy+YqbN/6RSCRxsbEjR48yM6+SBAb8kgDzFAAAABqJq5vroiVLLl64qKevN2/BghqZUgAA4JtApVJnzp7dqnWb19HRDAZj4pTJrorIWsAvDDBPAQBAk/jNA4QwDJMLW5LJoEwoAPDvQSKRAoMCA4MCwST/Jvy4iW8AAOCnAK4rnfg3s85/czMdAAAQILJP8rGAxgG8pwAAoPFQqdQ58+aozEoGAACA35Ou/+v+gxcO+PEB5ikAAGg8JBIJJKoDAACAMjY2NmBCmshvvSoHAAAAAAAAAPjRAOYpAAAAAAAAAOAHApinAACgSVRUVIAoKwAAACCQKgAT0hSAeQoAABqPWCyeMnFSclIymEQAAADAOXbkyN49e8BsNAWQGgUAAJqESCQCkp8AAABAIFQAJqQpAO8pAABoEjAMgxkEAAAA5V9F8MPYRIB5CgAAAAAAAAD4gQDmKQAAAAAAAADgBwKYpwAAAAAAAACAHwhgngIAAAAAAAAAfiCAeQoAAACNh86g45kQdAYDzCMAAAB8E4CwFAAAaBJisbh+Yan09PSszEwMxSClFH8EQRwdHc3MzfHXHz98KCstg2CIrcF29/Sg0WgQBBUVFX388IFMJn9xDCiCmlta2Nvb42/jYmLzC/JJJBKDwXD38FBTU4MgiMPhvH/3rsYwVIKhmJ6+nqubG557m5qakpmRCcMwmUx2d3fX0taGIIjP5394/14kEkklUk1NTRqVdu/OHSqVqqI3DFNTU/Nt3pxEkrsD8nLzkhIT5VeNIm7u7gYGBhAESSSSD+/f83g8vE19Y8MwCoUSEBRIpcjPVVZW9vH9BwzDUBSxtbe3tLTEm71/9660pJRE/pIDAoNIZJKXl5cGm42r4bx88QJD5f+Zmpo6OjnhrZISE3NycmqMDYZgJ2cnQyOjL5wCAPj9kCn43qP4uQHmKQAAaMIvCIUybsIEUzPTetocP3r0+tVrAQEBiJIVKxaLBw4aiJunMpns0cOHcbGxMAxbWlo5Ojvh5ml2dvapkyfx1/Ujk0pDwsII8zQq6llUVBSFTNHV1bG0tMTN0+Kiogvnzkllsi8KviAyxNPLs5mrK97yw7v3t27eJJHINBrNyMgIN0+5HM61q1fLSsvIZFJAYACGYZcvXsRU9YYiqImpibePD27epaamnDlzGoZgiUSspaWFm6cikejO7duZGRlkyhd+kzEUY7KYPj6+uHlaWFh47uwZBEVlUmnvvn1x8xTDsEcPH8V+/EihUb/QG4bRqDRLKyvcPOVXVuJThMiQ1m3bEObp6+johw8eUqhVY4MhGEXR6Fevps2c0X/AgPpPAQD8hrRq0waYp00ExjCVv6gAAADwbVi6eLGJiemIUSNr/NqQFOCvEQTB9+JOSnwjhmENL5eq3BuqAO+NRCLhVuZX9aY8DKI3CILIZDLRG4qiDfz9/Kw3DEOrh0H0pjwDDegNIpOrLEXli1I5nw3h0zAwTKaqN+UZIFi9cqWpqdnwkSOg7wGKon169kpJST574YKjo+N3GQMAAPj3AN5TAADw7wLDMI1Gq3+NXuVeGIYpX/ImqkTZtPr3emtI1IGK3mCYpGoYjeutrotqXG9QHb2pnAGVkQwAAADwTQCpUQAA4F8HrNL8eoB7CgAA/j2AeQoAAJqEVCoFlgoAAAAQqIyHAXwVwDwFAACNRyqVLpq/ID0tDUwiAAAA4Fy6ePHMqVNgNpoCiD0FAACNB0XRjIwMoVBUTxuZVNrwnCTAz4JMJgO3FQBQSV5urlAoBJPTFIB5CgAAmoRy+rlKHJyccPkkwK+Enb29tpZcYwsAADQkmxDwVQDzFAAA/LsMGDhQLoYE+LXo9+ef33sIAADglwWYpwAA4N8FeBF+ScBtBQAA/x7A+QwAAAAAAAAA+IEA5ikAAPh3ef/+fUpKCpjlX4yYmJhUcFsBAMC/A1jcBwAA/y5nT5+2srK2s7MDE/0rcfH8eSMjY1twWwEAwL8AME8BAMC/K8tPo9HqqSYqk0qlMhnxlk6n/2hBjRiGSSQSCoXSyEqhDelfLKFQm9S/RCyBSfB/WWiUSqU2rkgsAPDLgyj43qP4uQE/LgAAoPGQyeTuPf6np6fb6AIqZ8+evXzxUpVJimFkKiXA33/o8OEabHYjxlNcVCRDECMjo/q1ruqHz+eXFBebmJri1l55WdnihYuGjhju6+sL/QuUlJSsXLa8319/BgYFNa4HqVS6YvlyOzu7wUOHQP8VoC4OAFAXrm5uUokEzE9TAOYpAABowi8IhTJw0KD627Rv315TU7OuvSnJyZkZGYOGDGapqaEImpGefvjg4aLiksVLlzTCF7hn1+6CgoJtO3c0xRP58vmL1StXHjxy2NzCQm6CUyimpqYsJhP6dxCLxdGvXrXv0L7RPcAwbGRkpK2jA/2HtGrdWl1D4788IwDws9C+Q4fvPYSfHmCeAgCAf5c27drVs5dEIpmamQ0dPlxdXR3foqmtdf3K1ZycEdbW1giCcDgcTU3NrKwssUjs5OyEu0X5fP6H9++lUqm7u7uWdpU4PI/LKy8v5/F4hYWFxsbGhAM1MyMjJTnF0MjI2cW5htlaVFQUGxOjrqHh7u5Op9MVwQayoqJCPp+fn59vaGRMo1HZbPbkaVOr9spkZWVlbDabwWDgPXC5XBRFtavHUMHjxcTEymRSNzc3YmAqKSkpiY2J0dbW1tTSYjAYpM8HVlhYGB8Xp66u7urmhp9LJpOVl5ezWCw1NTW8TWVFhUQi0dHVpVAoQ4cPq3FpeP8MBsPdw4P5uW2dk52TmJiop6fr6uamfBSKookJCTk5ORaWlg4ODvV7oFu3aVPPXgAAAGgKwDwFAADfH+U4LXU1dRRDUcWWvLy8yRMm2Ds4REY87dqt27yFCyAIeh0dvTw8XB6vSaGIxeKZs2eHhIVCEHTm9OkH9+8jCLJy2fLVa9eyNdkCgWDnjp2Xzp/X09crKy0LCApauiwct4NRFD15/MTBAwfUNdTLSsuauTZbvmqVoaHhu/fv9u3ZW1JSsmLZ8iXh4T6+PsXFxcMHD5k1b26bNm14PN6IocNat2k9a84cCII4HM6EseO8vDxnKt5GPo1csSxcJpPBMIkEw8tWrvDz91d5vY8fPlwWHk4mU+h0urW1tVgsJmxBBEHOnD69e8dOtiabX8m3sLRYtXatmZmZQCCYPmWKuYXFilWrSCSSWCyeOnmKkZHR8lUrZTLZxHHjXd3cps+cIQ+RQNHLl69s27JFTY3F5fIsLCzWblhvZmYmD1GVSPbs3Hn2zFltHe3yco6Pj8/i8KW6uvLYjIqKijWrVr2Ieq6jq1tUWNiuQ/vZc+fWsGsBAADgv+HHSkEAAAA/HfXnRX0RGIaFAkFifEJiQmJcbNylixfPnDrZrFkzU1NTfLfCwRm7OHzpkGFD5ZGg5eWrVq60srLed+jg/sOHWrdts3b16qzMTAiCevXp3bZdOw9Pz9lz5+I26D/Xr1++eHHR0qWHjx3bsHnzxw8fLp6/gJ/3zevXu3bu7D9wwIFDh7bu2J6UlHTpgnxXs2bNho8cqa+vP3fePBcXF9zaE4lEuLmso63t29w34smTiooKCILiYmIzMzJaKfyI+Xl569as8fL2PnT06OFjR718fLZt2crlcGtfcmFh4eZNm7x9fA4cPrR9504YgooKCwnzNDo6es/OXUNHDD987Ni+gwckEumBffsQBGWz2T6+zd+8fl1QUABBUGpKSkJ8XMs2rWEYxjBMLBZLqmPdYmNjt2zc2OOPHvsPHty+c0dZWenJEyfwXffu3j175uz0mTOPHDu2c/eu5OTkc6fP4LueRUZGPXu2YdOmYyeOL1qy+Flk5MePH5tyZwEAAKDRAPMUAAA0HqlUum3L1pzsnHraXL50KeLxk7r2ksmUtLS0GdOmjRk1ctzo0Vs2bXZwcpo1dy4D99thGJlE7t+/f1jHjiYKg/XN69eF+QXDRowwMzMzNDQcMnQoBkFPHj+W2446OlpaWmpqahaWFiQyCUGQmzdvenl7+fh4S6VSG1sbN3f3x48f4Wbcndu3TExM/urf39DIyLd580VLltg7OEAQxGQyjY2NqVSqhaUFk1XlO/y0zA3DwSEhpSWlcbGxEAQ9fPTQ0trKw9MT9+mWlpT06PEHnUajUigdOnTIyMhITEyofcnxcXFFhUWDBg+2sLCwsrYaMHgQS12dsPIf3r+vraMTHByMKWIGWrZq9erlq5LiIgiCQsJCKyoqP75/D0HQo4cPDY2N/fz8iBESg3z86DGdQR86bJixiYmnl9f8RYvc3T3wTKbbN286OTkFBAbIZDITExM/P7+Hjx6KxWLcnVxRUfnmzevUtLSgFi0vXLrk7u5ez229ce1aPbcVAPideXD//u2bN7/3KH5uwOI+AABoPCiKPouMDA4JMTOXrx2r5HV0tKWlVas2rVXuRRCZtY3NkmXhmmw2hmEMBsPcwoJGo1XtxjAqjaqt+ynpJy83V01NndAK0GCzdXV08vPzifFgGCaTyahUqlAoLC0pLSwsGDt6DIZhMAyXlpRY2VgLhUIajZafV6BnoM9ksfADOwQHKw0JwTtROWBXV1czc/OoyGfNXF1fvXjRvccfeGxoYWFReVnZiuXLKWQyBENSiRRFUS5XhfeUx+VRKBQtLS38rYGBgXq1eYphWEFBQWZG+rQpUyBMbnVWVFRQKBQ+nw9BkJ2dnb29fVRUVMvWrZ9HRQUFtdBRlQ6Vn5enq6urVh3L26pVK/wFv7KyrKwsIT5+4vgJEIZBMMzhcLS1tfl8Pp1Ob9uu3dBhQw/s239g334TU9PgkJDBQ+rTAXj79q2hoVFdtxUA+J2J+fhRKBSGder0vQfyEwPMUwAA0LQfEQql/hya+hVDMQxjsViurq4adaeBK8cPaGlpiSXiSoW5ptD7FPMFAjb7M2UAfDxkMplMInVoHzxl+lS5shUMy9OYEFRDQwPDMBqdzqvgyWQyfGwxMTEwBDdzbVajk9poamm1atXq5ctXd+/clUllbartMwqVoqOnt2rNan0DA9y6LSkutrKyqt2DlpZ8tBWVlfhbGYIg1aYwDMu1S51dmm3csplMImEQJBQKKysrcc8xnU4PCQs9f/bc04iIosKi0I5hKkdIZzBEQpFMJsN1SRMTEkRisbu7O5lCIZHILVq2nLdwodw8VYxBLBKxFRpeFTxe7759h48YER8ff+ufm/v27mUwGUOHDavrpsin998RggUAfnbAt6PpgMV9AADwncEwTCqVNrCxh6cXDMN379zBbdYnjx+XlpYSGUj4EjaKyGVWGQyGm6d7TGwMhUo1NDJSV1c/sHffPzdu4OvgXt5eKckp8XFxeDDozGnTbt+6RYxHbjHWrardrkP74uLCwwcPunm4W1YboM7OLohMlpmZaWhoaGRk9O7t200bNnJ5vNqH2zk4aLDZ9+/exc/18MGD8vJyohiBh6dnTnY2v6LS0MjI0NDw8sVLRw8fIVLHAgMDZTLZ/r37rG1tnJycVA7P3cM9Lzf3gyIGoKy0dMG8eZcuXMQnxNXNNTk5BZHJDBVCVEcPHbp08RJuZZ49e3bR/AUQDHv7+EyeNtXKyqqstKyBNwUAAAC+LcB7CgAAvicSiUQkEtWVX4VhmFAoJJyLEARZWFqMnzhhy6bNH969p9Hpb6KjBw0e5KmI/lTstbx86dKypUvnLVigpq42ZMjQmA8zB/7V38PTMy4uViwUDRk2FHeLduvW7dnTyGlTpvj5+8d8jNHQYPfs3QvvxMDAQCwWL5g3b/GSpS7NXHAXprK2gIOjo4mJ6e1bt6ZMm0pUTvL28e7br9+K8GV3bt2WyaSvX78eMnQoni9fAxMTkxEjR2xcvyE+Lh5D0eycbAadTsQSdO7S5UVU1KiRIwMCA3JycrIyMhctXUKISVlaWTk5OZ44dnz77l3KurAikYhIjWrfoUPk08gZ06YHBAamJiWLpZKBgwfhVz1g0KA3b94MHzLU29cnKTGRy+WtWrMG3xUYGHjpwsXBAwa4NHNNjI+XSqVdunZp2r0FAACARiJP+WzssQAA4HdHLBYPHzJ0waJFLs3kSe4qCV+yxMLCctiI4Sr3xsfHl5eV+zb3/RRvqoRAIIh+9crewcHY2JjYiGHY2zdvI59GSKUy/wB/f39/SrWhVl5Wdv/+fQadEdoxDO8wLzfv/r27mZlZxsbGHYI7WFlbE/1wyjkPHz5IiE8wMjIKCQslTEmpRPIs8llObk6HDsFGxkYikejVi5dOzk76BgbEsclJSVlZWYFBQazq6FXc1I54EvE6OppEgpv7+bVs1aqu5W8Mw16+eBEV+UxdQ6Nlq5bl5eVW1tbENXI4nPv37icmJGhqarZu09rt8xSl9PT01JQUXz8/repiByiKRr96pamp5ejkiG+prKh88OB+XGysvp5+++AO1jY2xOGFhYUP7t1PTU3RNzDoEBxsZ2dH7EpKSnry6HFhYYGZmXmr1q1tbD8dVZvVK1caGhoNHzkC+h6gKNqnZ6+UlOSzFy44OlZd9c8IiqK5ObmVlRXm5ubKZQ6kUmlGejoMw5ZWVvhzSGVlZXZWFoLIo6shPPAEg8hkkqWlpZoidjknO0ckElrb2BCPTBKJJCsrS1dXl9DlBfw37Ny+XSgUzpw9G0x4owHmKQAA+J7mKeAnBZin3wShUDh10uS7d+/Omz9/1JjRxPaoZ89GjxhpaGR47MQJPPL4yePHkyZMYDKYVBoV9yuhKKauprZ2wwYvby+JRDJtypSH9x+sWL2qZ6+qdYDMjMwxI0cOGzG8319/fZvhAhoGME+//+I+j8vNzMw0MjJS9isoU1FRkZGeLk+n/Xw7hmE62jrmlhYkpfwDBEE+fvzwJvqNQCgwNTX18vJSdnXgyGSytLQ0AZ8P1UhcwDA6nW5ra0ejy10mJSUl2VnZunq6FoqyhATlZWXZ2dmWVlZElUVOeXlmZpbi2y4fI5lM1tXTMzAwIB5AAQAAAAD4l5DJpBCGPYuM7D9ggJp6VRRHxJMIoVAoD6SuXuGUyWQkEmn6zBkuzZoRy54kMrk6/Q5DZDIej3dw335/f39TxVIAhmESiUQ5LgUA+FloqgX28uXLmdOmT5k2rS7XSMzHj2NHjRYIBDWiCCQSSa/evddu2ECjVa3KpaakrF656vGjR2xNNovJ4nA4KIL+NaD/hEkTlWtJc7ncebNnv3v7rkZeLYIgFpaWJ06eNLcwhyDo7u3bC+cvsHdw2LNvn5X1p+TZJ0+ezJ01e+uO7aFhVUmvkZGRM6ZNk6fMKoaIC9O4ebiPHjMmLKwjTKovJRkAAMhkMhAjBAA0GgyDPL288vPyEhMTvH188IS2d2/fenl7V/B4yl8uCoXi6Ozs6uZWRz9Yy1atuBzO/n37Fi9diifbKQviAv4z8BRNMOHf0zxFUbT+hzMMwwQCQbfu3Tt16Vxju7GJCYVSFZiVlZU1Y9q0pMTEKVOntGnXjsVilZWVXbt67dDBg1wed8WqVXjBaxyhQGhvbzdh8mSi7DUhT6Onr4e/RVBUJpPFxcYePnRo0ZLFhCsUH7Dy5wZBEIlYPHzEyJatW0GYvEFGRsbfx49PmzJl2YoVffr2beIUAQC/MCQSybe5rwa7Tk0oAABQPyiKWlhacDncyMhI3Dx9//69UCT09/e/f+9+jcZCgUBZ5gKGScSfUbmPxsIi8M9+69asDQkJbdGqJZj574WpmZlYJALz3xS+wfp1Qx7OXFxcQkLlRbFVgiDI/r17Y2Ni165f17N3b3yjLQT5Nm9OguFjR4+GhoUpH45hmL6BQafOnetff2cymXZ2dpcuXGjTpk374A7KA659CW7u7m3btSO2dAgJHj96zOYNG728vOzs7ZVPDZ5EAQACKpU6Y9YssMgA+G1BUTQhPp7L4ar8FmAYRKNR3T08lGUWarXB1NXVXd3cHty7P3LUKCaTGfE4wt7O3szcHC+li0MikQR8wdxZs6sKqinSpzp06DBzzmw8CxDDIARFunbv/vDBw+3bt3l4eQJh2u9Fjz/++G7n/lX4j8Ir6499yc7OvnP7TmBQULfu3ZW3wzA8dMRwLW0tdfWavhlc9bo+81RhRw4cPPjo4cO7du7w9vUharSopIbsoqWl5aAhQ+bMmvU04ilunmIYtmP7jg/v3s1bMN/G1vYLFwwA/DYQgp1fS1FRUezHGAdHR1MzeeZHE0lNTc3OyvLy8uLyeAw63cDQsCm95eXmwjDJ2OSTXEAT4fP5+fn55mZmdKU1ny8iEopycnKMTYwJYalvQklJSQWvwsLSApgvTSc5Keng/gOOTk4ksoovAoZiLDWWS7Nm9ZunMAz7BwScP3suMT7exs7uzZvXw0eMEIqEmCIjgmhGoVJDw8KsbazxP6kIgtrY2CjfRBRFqVTquAnjRw4ffv7sWSKGDfCz/CoC/lPzFIbhsrKyjIwM5S8aiUw2MjSkKZbskxISiwoLhw0fTq2lLGNlZTV1+vTaHQoFwrTUNJYai+gTgzBdHR12dcITbhNbWllNnDpl5tTpJ44dmzBp0lc5Pj28PDU1NXFpa5yszMzY2BihQPB11w8AAGqRnZk1ccIEgUCwJDy86ebp0ycRs2bOtLe3X7RkyfJl4e5u7jPnNF7SBcOw7Vu3kSmUFatWQt+Id2/fhi9Zun3nDsc6tPRVkpKSPGXS5OUrVgS1bPGtRgJB0PkzZx8+eLDnwH5cb+jVq1clRUUdO3cGS0ON4MP7D4Etgnr36dOUO4LIEEdHR2MTk4iIp1weTyqV+vo1f/zokXIbeakzGrVLt24enh719+bs4jJk6LATx44bGxsTmmsAwM/Ff2Geksnkc2fP3rp5k7BOUQTR0tLauGUz/ktdXFyEYZihUu7/javX3r57SyaR8dABJ2fnrl27EF8zCpUSExMzZtQoEgwTfSJS2eRpU/v99afyqRFEFhoaGhwafPTwkXbt2zdzdW34sNXV1dU11HnVRV9gGJ4yberIUSMtLC2bNB0AAACC8vJyi4uKNm/b2tzPr+nzkZSUyGZrrN2w3tDQcNbs2Roa8iqdTUEqlRIZ098EPOr9a30qVtbWa9evs7P7FF/0TejSvVtgiyCN6lWp+3fvvXkd3akLEOFvDAWFBQEBAU28IyiG0mi0wMDAJ48fp6WmOjs7GxkZqcytaaCP5c/+fz2NeHJg/36hUAjDwJMH+Pn4L8xTFEWdnJy85BHfVT/3KCpPY9JUWm2v8dSekBD/8MFDKpWCIGhaamq79u3DOoYR5imKYnr6ep06d6JSaZ/6RFDbWmvuKIpRqdSJkya/fP5ix7bt23buaLh7AEXkSfzk6qhzCIJUFoABAH5nZDKZPLy7XTuDOqTl8HWMGn9oi4uK7t69J5FIXr18ZWJiYq5QfxMIBA8fPIx+9ZLBYHYI7uDj64t/W0Ui0bOnkaZmprGxcUKhoN+ff9aI6kmIi3/54qVQJIp8+rRDh2A+n0+hVP1WZGVlpSQnm5qa3r1zp6ysLDAoqE3btoT+P4/He3D//uvoaDKJHBAY2KpNa2INvf6Q+qysrFv/3MzMzDS3MO/YubNV9SNrUlJSVmZmy1atGAwGhmFRz54x6HRvX198L5lMzszMvH/vfmFBQXN/v+DgYHz5COfd27f3793ncMqbN28eHBqKq/3LZDIel0cUlMrOyk5OTlJczt3AoCAfX3kaTW5Ozp3bd1JTU8zNLbr9r7uJiQn+qxvx5ImWlpaHop4Wh8N5/uyZp5eXkUL5XywSVVZWopj8pnx49z4+NrakpOTqlSsdgoPV1NRQBHn+/HnEkyd8Pt/X1zc4JFS+TlULkJuMlz8Q8gW4LmmjwRRAENSmbZujhw9/+PBhxaqVJBIJRZAamhhSqTT6VXRFRUX1gfIPqrOzk46urnI/EASx2ewJkyaNHjmysqISLDT/97x5/UYmk/n5f4Nn79+W/8g8bde+/aixY+pqoK2tg2FYUXExsWXU2LEDhwyBYZjL4UwYN77GVxSRyWxsbGbPndtAaVJHJ8cRo0Zt2bTp7u3bZDK5gRZqeXkZj8tVrlUDAABqgCDI2TNnXZq51mOe2tra1YgELSsrS4iLEwqFr1+9CggMMLewkEik69auvX/3Xtt27bKzsqZMmjxj9qyePXvi4sqbNmwgkWBeRWWnzp8JgOBkZWdlZKTzONxXL176+Phu2rDR09PT2WWh4o/E66WLFlnb2FhYWkrEkjkzZ81bML9Pv3645bd+7bqnERGdO3cWCAVLFy/uP3DA5KlTv3iLc3Nz58qzwcju7m737969cf367j17zMzlenaPHz48f+68u4cHg8FAUfTgvn26+vq4eQrDcAWPt3njJltbGwiGlyxYmJaaNn7iBNx0uHH9+uoVK51dnDU02MuWhqekpEybMQOG4cyMzIXz569Zv751m9aKhO53y5eGGxkZSaVSNw95KamM9PTpU6bKEMTNze3MqVORTyM2bN5sYGCAyGQ7t29v5uqKm6d5eXkrli9fumwZbp7+c/3GvXv3jh4/TtOhpWdk5OTkcDjct6/ftGjZUk1N7ebNmxvWrW/u15zFYq1bszY2JnbmnNm1Qyctrax0lST/fk+4XI5QJDJsWqAzg8nEpWmsrK1c3VxTU1J9FZ8ZCpXKYrGIP1hUKpVMIm/fupUwN+XRqBTK+o0b2sjzemGGAqJb3+bNBwwceOL4CaDh/d8T8eSxUCgE5ulPkBpFPP2rxMHRUU9X78Xz5yNHjSQrLE62Avyhv7y8vIa0Pm7yikQidXX1Bg7gz/79Ix4/3rFte6euXfBTfJFnkZEioci3efMGngIA+D2h0Wj1P/INGjK4xhZHJ6fR48Yumr9g3sIFDoqKlE+fPLlz89aqNWvatpcLaGzcuGH3jh1BQUFGRkb40qSauvru/fuNjY1ru4JCw8LS09Ju3by1ZFk4nU4nU8iELUWhUMQice++/QYMHCCVSidPnHj3zt0/evWiUCg8Ho9TXha+LLx127a40MfjR4/HjBunrGGnkndv3+Zk5/x9+pS5hUVJcfGWTZsLCgpw85RCoTAYDGI2aHS6UqVWWCQShXXsOGnKZBiGjx89emDf/pDQEEcnp7LS0p3btnfs3GnBokUwDP994u/zZ88OHDzYwMCARCIxGAwi94VCofJ4vCHDho0cPYpKpaIoevjQYQjCDhw6aGBomJiQMG3K1Pfv3oeEhkAwTKfTiXmo0Q+VSpVfpmKY/+vxv4T4+Pfv3y1YvIhCoWAYdvvmTXcP93UbNkAQ1LZtu8ePHwsEAqKOCUH/AQPqn6jfgazMTD093abYf0wmc8fOHbDiU02nM3bs2o2gCG5l9unbt8cffxAWZ1CLFhFRz2qv+OMNaDTa5m1blbeTyeSZs2dPnDxZZblgwL8KRQGY5KbwbUJSvpj+WX8DK2ur0E5hzyIjb968qbxdIpGcOHo0Lzen9m0mkUj1JELWhs3WmDB5UkFBwflz51Q2qHGK19HRx48ed/dw9/f/FFSEIAhQIAcAvhaSghobcRuOsORePH9uZm7u07xqHTy4Q0hlJT8xIQHPeoRJpPYdOpiamta/TFnbSsZQTFdPr6Uir4hKpZqZmUukElymQ1tbO3z5cnUN9umTp7Zt2fLowcMGrquYmJjAJHjWjBnbtm7Nyc5Zuiy8IQ+xGIay2ey27driZwkMaomgaHp6uiL/KaWsvKx9cAd8V48/eqxeuxZ/Pq8BiiBGRkahYWH4IwGPy/348UNAYCDunHZwdNy6Y7uXtxd+PugrIS7f3tHxWWTk1MmTz54+bW9vvyR8aW3btK7b+ruRlJTk5OzcxE7oDAZhQVJpVMIepVAoTCaTuC9kMpnFYqnXgvjjRVeg3DOJRGKxWMBOAvyMfAPrHsOwiIgnUuknrXsEQd09PVq2rNIEhiEoKuoZTIJriOFbWFriv7MUCmX8hAnJiUlzZs5OSkwKahHEZLLKykrPnTkb/eqVmZlZjedFmARnZWbt27OHTqcT6/4oijJZrK5du+rp6+OjqnGUf0DAn/3/2rFtO41GqxEtgGJYxJMnQpEQQRAMRZOTky9fvKTB1pi7cIG+gbw3vMMtmza/e/t2SXi4nb1d0+cNAPidwb+DxDexkl+ppsYi/kizWEwqlcKvrMTfkhS+wAb2+dkWSF7rmCIPUlf0QyLBuM9QHnhasWxp+McPH+zs7Y1NTA2NjfmVFQ0pf+Xl7b1t545TJ04+efjo72PHLS0tl69aWTsfH/58PJjCy6WhUZWNRKfTSCSSVCI3lCt4FTBMUlerWgtSU1Nzcq4zu59CoxIB8SKRWCgQaLCrbEcYhu2VRJq/ODkqG8AwPH7iRENDw/t37x06eGjt6jW9eveeMn3at1W2+mVITk4O69Tpe48CAPgFaap5SqFQ1NXVIyOeRjx+QmyUSqXDRozAzVMymczW1Hwe9TzyaaTygRKJpE1bOfgfJDNz8/WbNq1fu2bv7t2HDhxgsVh8Pt/BwWHbju1RUVEpKanEgTAMa7DZqSmp27duU+4QQRBdXV1fX1/cPKVSqerq6speWxiGBw0d+urlq/i4OOWnSbzlPzduXL1yBW+mo6MTHBI8ZPhwD4/P9Duys7Pj4+KAsBQA8FW8e/uWpabm4OBQTxszM7N3b95W8Hh0xfc3Pz9fLJbggZI4Taqb+vmxuH0a8fhRdHT0+o0bAoOCIAjaunnzk8dPGuIOjH75UiQWr1m/TiQSfXj/fuH8+RfOn5+/UB7qildFxjtBEKSoqJgIyYUhWCgUcrlc/G1hYQGGYUbGRnI/ro42IpOVlpbiu2I+frx29eqo0WOIGng1roWYCiaLqaamVlRYiL/l8/k7t+9o27atX4A/XqQZq35E53I4lZV8Uh0Z3BiGkUgk/FdRIBA8evCgRcuWffv1Ky4qunH9+s7tO0LCQmsLLHx4/57JZNk7fGNVgZ+IsrIyGIL1FZ9YAADwY5mnbdq2ffQ0ouZWhXow/tK3efMnzz4zTIk2ZDJZOXHVytpqx+7d6WlpCfEJMkRmbW3j6ORIo9Ga+/vLZDLCd6KtrX30+HF5LY0aK3HyHEb5Kgn+rnffvt179KjhcTE2Mvr79CmZVKqsjB0SGvoiOlq5GR6nVWO8MAyvXb8OQaqiggAAQAO5cvmyhYVlbfOUMJ4UX8Ow82fO7d+3b9DgwQKhcN/eva5ursSyqXJKskqUG9T1usZbmUwmD9aRycpKyz7GfLh6+QqTxaqoqNCtlQRdg48xMYcPHlq/YYODowOTyaJSqXq6VXaknp5eQX7+i6jn3j7e9+7di4+Pc6sujw7DMIfDOXTg4JRp08gU8sEDB+zs7Jyc5Bfo4OhoZ2934vhxS0srEgnevHGTQCBksaoqA9U1fgiCNDU127Rtd/7cufbBHezs7C9funjpwoXQMHmBPRKJpKOj+zr6dXpaGgTBp/4+yeN+KmtUox8yiVRWWpaSnGJtY42i6KlTp27+c3Pm7FnqGho0Gl1dXYOtSqjrxvXrhoZGv7N5mpSYYG4BShsAAD+keYpHwzSlgTIwDNvY2taoyURWoNymIQZiXYHJNAUNaVmbhiwvAgCAhiD/ZVBTI7yVdvZ2s+fN3bxpU8STJ2KR2MzcfN78+fhPBwzDTCaz/lhzGo3GrK70yGQyiede6ue5z3Q6XS75pHjduk3bf27cWLRgoZ6eHpvNDg0Lu3L5yoVz50aPHYuHA9YVMd+1a9f3b9/NmjFDT1+fy+E0c3Xt1bdKkr1lq1Y+Pj4rly/X09MzMDQIDAyi0qqTk8gkSytLAZ8/cdw4FEPV1TXCly/XYMvX+tXV1ecuWLB8afiYkSNhGGapsZYuW8ZSLKbjsYOfUqOoFBaLpeziHTx0SE529sJ589lsNpfLnTx1ipu7PKOfTCb3++vP8MVLRo8YyVJXt7e3c3B0/JSzpZgu4q2nt9f5c+dWr1y5et1aAwODsePGrVy2fMzIUQwmk8vljhg5whaEM6kiJSXVzByoDX57iDgT6D+HWP0AfHfkC0DfewwAAOBnRSwWDx00eOHixc1cm9XVZuH8+ZaWVqPGjFbeiCCIRCKh0+nKfwx4PF5KcjKDwbB3cCDsUQzDxGJx/Y+RUqmUWNkQiURkEgkvQSeTyaRSKZFNL5FIMEwejYofJRGLk5KSxGKJo5Ojurp6VmYWg1FVDVUiFkMwXFfKM6rIairIzzc2MbG0tCIrVbOUSqVJiYlisdjJ2ZlGo6GoXG69KrFSKiWRyQnx8TKZzNHJqcZzu0gkSkxIQBDEyckJt03xE4nFYhqNhluoiAyRSGtOGoZhaWlpxUVF1tbWhkbyaAECDoeTlJioo61jY2crlUopFAreDz5ddDodnxYMgooLCxEUNTQ0xHvm8/lJiUkSidjWzk5PT1WMAQQtDw83NDQaXbdi4L8KiqJ9evZKSUk+e+GCo0L84b8fwLYtW9t36OCuUPj65ZHJZDAM458fFEUf3LsHwaTgkOBvfqKMjIzbt24NGDBAXUMDRdHcnJxKPl/+QVWUfjUyNlaZqIdTVlaWlJgkFotNzUzt7OpLESktKSkuKcFfYximqamJCwa/iHqelZ3Vu0+fJhrHO7ZtEwqFs+bMaUonvzlA+AAAADQeGIaNjY3qX1gI69iRXZ2+Q0Amkwl/JwGbzfaW1++oeYovLphQFeCvlRvXMGprmJs0Ot21evEdgiALy08CdspxR7UhkUi2ClSORGV1OmIVCPdu1obBYOAapTVOpDxLZAqZSak5aTAM1zUYLS0tP39//LXyPVKeLjwYt4YwrZqaWpUCQN2079Dhd86XquDxhEKBsclvIYyNIMiWjZsMjYxwkTgMw+7fu08ifXvzFEGQIwcPaWpqqilUI7lc7qIFC5OTk6hUGoZiFKpcKkul+LFCFfj9ivBlBQUFigxIaMjQoYOHDVW5BoJh2LGjR8+dOSvProYgmVTasXPnhYsXQRBkama6e9dOaxsbXHq20ci/tt/D+/srAcxTAADQeGg02pr16+tfeW/VWi4pD/jFaFGtzfJ7UlpaJpXKvmFeFI/Hk0okuqp81aUlJTQ6nZB9UAbDsNLSUrYGm0ZX4ekX8PkisVhHVfUEHo8nkUhUusYFAgG/slJXT0/ZSf/hwwfryqpqVWQyefmqlbUP5HA4GIZpa2urvMDysjIanV7/I83bN2+io6O3bNuKOy+Li4qKi4qmTp9ua2uLICgMy8v8qjxQLBJt2biJxWKdPX9OS0vryOEjO3fs8Gnu6/55fjOORCKJj4vr2LlT127dEVT+H3EfzczNvbx9jh467Obm1pRwvsFDhzb6WAAOME8BAECTAKLfgN+QjIz0b1XmmsPhHNi3P+pZpFQqc3VznTxlCqFZkZyUtGvHzsyMDDKZ3KZduxGjRuLe9MrKyq2bNtvY2r579zYxPoGtqTl85Ii28tpRcp49jXzw4L65hcXd23cqKyq8fXzGT5pIWKI8Lnffnr1RUVFSqdTJyWnytKnEhUil0pMnTvxz4x+hUGhqZjppyhQXFxepVLp3957YmJj0tHQ9fYOJkyZiGHbk0CEYJo0YNRI/sLioaNfOXR/ev8cw1MPDc9yE8bg/HkGQA3v3kciksrKyl89fkMjkPn379vmzX11+xevXrtvZ2xE2aFFRkQabHRwSUpfJS1BSWsrhckaMGGmsWKMP69TxyKFDBQUFKs1TPp/P41W0advW28e79t4OwR2uXbka8zEGLxrcOL5Klx2gEhACDAAAAADA15EYn6AyiuNrkUgka1auvHvr1p/9+w8ZNvTF8+ebNmyQIfI6i3l5eXNnz+FV8CZOmdy7X9+L589v3bwFL8EolUojHj/etHGjkZHR+EmTaDTa6hUr8/Pz8T4LCgoOHTh4++at3n169/mz37VrV48fPYbvkkqla1av/ueff3r26jl6zJiMzIzl4csqK/m4I/bQwYP79u4NCQsdO35ceWlZ+OLFPB6PTCa7ubvp6+tbWFp4eHjACs2yd2/evX/3Du9TKBSGL1n6Ojp6+MgRI0ePfvvu7ZJFiyoVosUoir59+3bzxk2VFZVjxo9zdHLatGHDm8+lcghKS0vfvH7t4elJBOQU5BfwKyt3bNs+fMjQxQsXRr9SfaBclsfY+OTp0527dikvK09KTLp4/ryRkZFTLTViHC6XW8Hj3b97b+yo0VMnTb5y+bJIKCL2Wllb6+vrPXn8qLG3FPBtAN5TAADw73Lh/Hk9Pb02itqhgF+GK5cua2ppEh67342MjIw/B/Rvej9JiYmPHj5avHRJ565dcRmHB/fuC/lCDbbG3du3OeXlW7dvx/UBMAzbtWNnn759bO3s5GvfJFLbdm2nzZgBQZCGutqcWbNzcnKMFW5XEomkoaExZdpU/wB51cO3b97ExcZgitSiuLi4qGfP5i9cGBIqFyAztzCfNH5CfFxscz+/0pKSS+cv9OnXb+SoUYpQbMsD+/YVFxez2ew2bdqeOHrMysa6dZuqQB0qjUos/b96+fLdu3frNqwPaiEvz6anpzdp/IQ30a9bt22DRwK4uLgsWLyIwWC4NGv2Iup5cnKyj6rIzvy8PB6Xa2piSmwpLi7KyMiwtbNr7ucX8fjxpPHj16xb16adil8SIkr77JkzJ0+cyMvLGzZiuGkd7m1OeXl+Xn5CQkLbdm0zMzIXzV+QmpI6bfp0XHmNyWSamZslJiaCLP7vCzBPAQBA40FR9FlkpKubm5aWVl1t3r55Y2lpBczTX4z3798ZGRn/nuZpTnY2m61RTwp5w0lNSSGRSY4KBVw8jzAkNBT3UCYkJJpZmJuYylerIQjy8PQUi0RZWdm2dnaQopKCc7UwMEtNjUanIQrHKv6t1NPTMzM3x99qaWqVl5Xj5ml6WhqHy71w7vytf25CMCQUCAuLClNTUpv7+eXn55eWlnp5VqXEubq6btqyBY8BlclkKIoiCKLyEpISEzXU1R2q9RPs7Ow0NTWTkhJx8xTDMGsbGzxhkcFgMJkMRKa6n/LycgRB1DXUlYXVPb28AgIDYRgePHTI2NGjjx454hfgXzurkqBX716BQYGPHj46ceyYo6NTrz69a7cxMzNbt3GDn78fW3EHLawsT574u2u3bg6Ocm1mMpmsrqGRnZMrlUiUJdK/irS0NARB6qniBvgiYHEfAAA0HqlUumXT5pzsnHraUKlUUPX71+N3vq3Jycmm5ubfRCBTJrf5YFJ1ljeGYVKptFqT4fOiDIoyFkRtBRiGiTJgikafxXPWkB77dDqplEahurq7+QcENG/u17Z9u5WrV/spSoIhCIqiKNE//u2uURtcJXJjGh9C9WBQuSn8aQBE+vwXhSzlF1U9cgzDnJydA4OCcBNZribh5VVYWCASCmsfmJOdffXyFQ6Ho6ev7+7hMW7CeAdHxydPPhWzVEZHVzc4NAS3TSEI8lGohRQWFhDnRRBEfkeakHp/7YpcRLnRhwOAeQoAAJpKDRlOAOCXJzU11bzaN9lELC0txWJxalpV4e6jhw+PGj6ioqIChuFmrq7ZmVlZmZn4ruhX0Uwm09LSsimnM7ewoNPp3j4+ff/s92f/v9q1a5+clIxbtgYGBmw2OzYmBm/5+OHDv/r2S0utGhimKPSosk9nF5fKSj5xYHxcPI/LdXJWHfdZD9raOmQKpaKiSh+Az+fPmTnrxPETVbvl+r7phkZGTIVgMIqglZWVEokE31lUVLxh3bo3r1/jb8UisYDP16o2QBGZrLKigrD7jx05MnfOHJGoKt40Q5F5RtQfRmQyHpeno6vTlKTPhpf7AdQFmD4AAAAAABqKVCqVh0iafgqRbArNXF0DAwM3bdjI4XAFfP7+vft69emDa0iFhIRcu3J1wbz5/fr1Ky4pOXrkSM9ePS0s5Oq8GIaJRCKZ0mq+SCQiPJ2IDBGJRISrUiqVisVi/LWHh4eXt/eK8PChw4fTafRTJ/8mwWS8ZIahkWG37t3/Pv43i8lkszX3799vY2tjobCGSWQSncGQCwLcf9C+Q3s8o4t4KPX28fH391+9Up6bRYLhI0eOBAYFeXlXJcVLFHwqsaE07BqYmZtpaWllZmTgb5lMpq6u7s7t2xGZzN7R4cnDR9EvX85ftBCPE8jKzpo3e3avvn1795Yv3zs5Ozk4OGzeuJHH46mpq/9z/Xp+ft7c+fPxrmJiYtasWjV67Nh27eWDt7K23r5tG51KC+vUKTMzY8+u3a3btCbKVQpFovz8/FatW32XslUAAmCeAgCAfx3wQw/4ZeBxuUKB0OQbmadMJnPp8mX79u47c+oUiQT/NaD/sBEj8O+LgaHh2g3r9+3efeLECSqVOnTY0IGDB+MuTBqd3iE42K662KyOjk5oWKhetXinhZVFSFgoUZbM3cPD2MQY75PBZC5aumTf7j0Xzp1HEJmDg+P4iRNwzSkymTx+0kQNNvvWzVsyBPHz9xs7fjyu/Ukikf4a0P/QgYMxHz+2a98OhuHmfn7El5rBYCxasnj//v1XLl1CUaxt23ajxozGz04ikfwDAlisqlBRBoPRPriDja2NyqnQ0tIKCAx49fLloMGD8arCEydPZqmxrl65IpVK2WyNeQsWdP/f//DGVCrVyMhIXaHeL4++ZbGWLAvfs2v3sSNHZTKZoaHBuo0b/QKqalLQ6HQjY2NiQtq2a7d85cozp06tWbWSRqP9r8f/RowaRUhBZWZklpeVtWzV6pvcX0CjAUVNAQBA4xGLxcOHDF2waJFLM5e62oQvWWJubjF85Agw0b8Sq1euNDQ0+l639TsWNU2Ij79w/vyCRfIiQ9+QyspKEolUo9Rt1a6KShqd9m0FhvmVfARF2Gx27V0ikUgqlaqsAlA/QoEAU1iKjR5VfFz8rBnTV65e4+H5Sa+0gser5PN1dXUbMgPl5eVSiURfXx/+UsSRVCIpLS1lqanVmITtW7clJyVu2LyJRmu8LP/O7duFQuHM2bMb3QMAeE8BAMC/i1gkPrB/X2pqinLmr0Qi6dW7N155CEGQo4cPx8bGkkgkY2Pj4SNH4joACfHx+/bubcjfJJlUFtiiRa/evfC3Z0+fef48ikKhstkaw4ZX6ctkZmQcPHBALBZ/0ZWLIIiDg+PwkSNwT9W9O3fv3L4tz16BScOGD3NUiCkWFxcfPniouLiYTP7CX0EUxXR0tGfMmoW7Z16/fn3uzBl8BvoPGOjbXK6wIxAIDh08mJmeQaaoDu8jwDCMTmfMmDUTTxvPyMjYt2cPiqIyqSwkLCysYxje7NCBg7GxMV/UBv8/e2cBF8XWBfCd2d6luxsJaQVEARMsFLu7u7u7u/PZz2d3ACaIQaiU0t0NC5sT77c7sK6UqGDe//e999g7Z+7cuTs7c+bcEziOUynU8RMnGJuIDVoVFRWbN25CUQRFUKdWTkOHDyfEbly7/jI4WDo2Iq782ZOnU6ZNJf19JCYkmDVDRLbUEFjHJplg9qaCLVdv9SaGhG/ok/AK/R6srK28una9dfNGS5uWUt9NeQUF+brU6Dr5YgJ/KVQaTVr+QEp6enpoSMjMWbO+RzcFNAlAPQUAAM3L8JEjWjs7Y/hnIcAogmpW13mHIKiFhYWcnBwEwYpKilJ9VFFJydW1zRc1NiJOwsjISPrR2MQYJ4kz7zAZTFZ1EUU5eXmnVq0QEfJ5iHMd4BiuqaUp1WJ1dHWcXV3EcbwQpFidP4vBYNja2VZUVHxR2cVxnM1mSx311FTVWjs7E0qwunpVIR8KhWJtba2hofHlIDOcRKFSpFMkLy/funVrDMcxFNPT+7Tc3MKihZwcG64nlkW2NzKZLH32U6nUVq1bY5g4hNvQ8NN8GhoZihBRjbG5uLh+T1md35e4uDjvrt1+9ij+WIYNH+7v58flcuu07DY3RYVF/QcMaCV5aQT8XH6nxX0Mw4RCITFgHMcpZDLtO0riNhNCgRAmw79FyB6O40KhkEwm/xajrY1QKIQgqAH7EI7jubm5KioqdDqdOFlp6ABEghjMz8wDCIKIREhVhpaq/cU5XOh0OmErEgoE4pmSmSsMxYQiIY1Gg2FYJBIVFRZqaGr+bTHsAoFg7KjRK1atamBxHwD4Yxb3RSLR8qVL16xb9z1L2IAvQmRp/X2Pe2DfPh6Pt3Dx4qYY1F/K76SXJCYm7ty2vbS0ROxTItFRdXR0Ro8da+/g8A298Xi8gvx8TS0twvX728AwLDs7W47NVpIsKAiFwg3r1jk4OvarXmT8pRAIBDk5OZqamkROYz6fv2XjJgdHh779f85oy8vLS0tKdHV1yV+vHwuFwr27dqtpaIwdN7Y+mfCwsBvXry9asoROp5eWlm7bsjUxIYFCoeASFBUVBwwc4N2tygpy986d//69+FmCQAQxMjJatmKFqppqWWnp2tVrUBRduXqVenX+kaioyMMHDi5cssTUzBRF0VMn/3H38PCorqry9wASSwH+HlJTUtTVNRpICw/4rYMpm+q4ILHU9/M7WXrKy8rCwsJ09fS7duvq3a2rq5tbXFz8vDlzEhMSv6G3qKioSRMmilO+fQeVlZXzZs+5ce068RGGYS1tLWmy31+N5KTkcaNGR1dnp8Mw7P27d+np6T9rPI/8A6ZOnlJaVvYN+2IY9iEmJimx3q+ez+Of+uefFi0sCBc9oVAYHhZGoZC9JRdP+44dBELhogULHwUEEPJpqamxsR8dnRw9O7T3bO/p2d6zfccOrZ1b0+niVVShUPg2PPzSxYtnT5/BqlXYkpKSV69elZeXE0u9Nna2p0+fKikpJv1N0Gi0nbt3SyOIAYA/m/j4eH19fZCJAtAwgwYPHjl6NJiln2895XK5MdHR4sxq0jcPHKdSqRAECasT4UrbKRRKSxubb4gKhCCIyWR269HD29uLaPHy9h4/Zszr1y+Jp2N5WTmZQkZRND4uzrplS2LxRSQSRUdFlZSUWFlbaWtXVYdDESQ/N6+ysjI3N8e8hbnUgMopL4+KikJR1M7evkbBOoFAEB0VXVZW2tKmpaamFrEKUJCfz+FwCgoLOOXl8goKFAplzLhxxPovjuNFRUV0Ol16ppWVlTweT1VVlbi1YRgWHxefmZlpZGxkZvaFp3tGenpCQoKqmppNy5Y1bI2pKSlxcXEKCgp29vbsajc7HMdLSkrk5eTzC/ILCwptbG0kiYvzudzK/NxcPp9PeL6LY0FptMLCwqioKC1NTUsrq/puu2VlZRQKBcOwyPcRTCbT1s6W+nnASkFBwceYD3QG3c7eXmpawDCspKSExWIRLQKBoILDUVRSolAofL6gsKCgsqIiJydHUVGRQqGIRCIOh6OgoJCYmEilUE3NqrLQpaenx8XGMphMB3t7WQf5hovWvAgKysnO6eJVdalAEEShUFxc24wdN45oGTp8+Mhhw/0e+hEyEATpaOtMmjJFRUWlzg5ZLJaDk9PtW7ckaqvYdxCGYVnDYfsOHf49f8HvwcMhw5qgEvfvAgRBKqp1zxgA8OeRkZ5uY2P7s0cB+NVRUVX92UP47Wka9bS0tPTalSuFhUXSqhJkMpyamlZaWmJraycrieMYk8maM3/eN6inBJhM8C+LxaJQqBKXQTE7t+/Iys6s4FRwOJxjJ0+wWKz0tLRVK1ZmZWbKKygUFxWOnzhx6PDhFAolISHx4P79Bfn5WzZtotPpHp7iBdmgwMBN6zeIg4shiEImr1m/3sXVpcoXPjZ29cqVhYVFFDKZx+etWL3ay8uLz+Pt37s3JTm5sLCAxWJNnzlTJBLNmDK1rbv7hEkTRSLRymXLYTK8a88eOp2OIMialau4XO6e/fuoVGpxcfGmDRtfvXihqq5WWFA4YPCgGTNn1hmhLBAIjhw6dOnif2pqasXFxc4uLqvXrSXimoVC4ZFDh25ev6Gjo1NaWgpB0IbNG+0lFZPLy8tnT5+hrqERERFhZ2e3beeOrKysfXv2FBYW79q5i0Khdu0uXtQmk8nBQS+ePnkq4PMLCwt9evnMW7iwTm+HHdu2paakwjBUWlpaVFjU0tZm05YtqpJfII7jVy9fObBvH1tOjsflauvobNy8iQgELioqmjB23LCRIwYPHkwikd68fr1ty5Zde/a0sLB4ERR04fz5nJycdavXbNi0sYWFxYeYmFUrVlpYtAgMDBo/YYKpmSmGYf+cOHHh/AVtbe2KigoEQVauXuXWtu0XLxIEQR4+eNDCwkJXJlikRkk9Bp3OYjBEoqp80QT1revgJBKKYX369Y14937/3n2Hjh6RvglIUVBQaOPmdu/uPd++fcHaHwDw58Hn8ysqKmrcVQAAwK+rnuro6Gzetk22BRGJpk+bPnTY0JGjRlVXBP7Et66MiCNUMjPSE+LjURQtKSn59/wFoVDoUO17KhIJXwW/nDRlspe3t4aGhlAo3L1zF5fLPXDksJqa2r07dw/uP2DeokUbNzdjE+PJ06bu2r5jwcJFTpJ6uzk5OZs3bmrt4jxl6lQSBO3dtWv/3r2Hjx2Vk5Pjcrnbt26j0WiHjx1lMpn7du8+tP+As7OzoqLi1OnTY2Pj2rdvP3T4cCKARiAQEJXTaDSau7v7oYMHMjMyTM3MsrKyQkJCpk2fRqVScRw/deJkVGTkrv37zMzM3rx6tX3bdkdHR6KgRQ38Hz68duXqomVLPdzd09PTly9devnipUlTJxN205vXb8yaO9enl09hYeGs6dOvXrlGqKcgFy4jAAD6HUlEQVSQxN6ZlpY2e+7cVs6tKRSKrq7utBnTly9ZOnP2rHbu7YhvQYQiGZmZGzZutLGz9ffz37d7dy/fPoSptQYioSgsNHTV2jWdOneOjIhYvGDhi8Ag3759SCRSZETEwQMHBg0ZPGDQIC6Xu3rlyqOHj2zYtIlCpVSVNqm2oGOouJYJEZ/Uxq3NkGHDLl28uHTFciNjY0J3zMzIYLFYW7ZtbdlSPIaszMzrV6+NGz9+8NAhXC539syZVy5ddnF1ra+2npSioqKYmJghQ4fWuOoKCgqIi4fP5/v7+cfExPQfNIjYCsPk/Pz8XTt2suXYhBKLYWj7jh3dJZmPiDcreTm5aTOmT54w6eaNG8NHjKh9XDs7u2tXrmRmZpo3Q94ZAADwcykrLeVyedo6VatwAADgNwiNqqFxXr50GUPRYSNGEMv9TeJsDMEQIhIdOXz4wrnzYv8/HJeTl1+ydIm0eBqCoo6OjpOnTiVWrmNjY9+9ezdv/nwirnPwkMH37t55+OBhGzc3Op2uo6NDpdH0DQwIM1jImzdlZWW9evcmIsE7du68ZdOm+Lg4p1at4mLj4mJj16xbS+gcs+bMefbsGQyLsyDq6OoyGAx1dXXCjkjMg3Qq3Nt7Hjt6NDQkxNTM7NXLV3Q6zV1ipi0pLn7y5HHnLp1NjI1FIpGDg6O2ltbzZ887dBRX45A9ZZFI5O8f0MLCws3NTYQgenp6Tk6tAgOfjxg9ksViaetoHzh8SENTMz09vbCgAEMxDkfsByl9H/Dp3av/wAHSpXAdHV0qlaqrqytXbbrGUcy7a9eOkiJ1bdq0OUKnFRUV1Tn5CIo6OTn169+fTqe7tmmjr2+Qk5NDbHr6+Im8nFzXbt3E3wib3aFjx/Nnz+Xn5+vo6tSYENnrRE5OTkNDg0anGxoaEmZjHBcXUBkzdmyHjh0JGWUVlZ179qipqWVnZYmTLYtEPB4Pw7AvqqeFBQUlJSVa2mIfDClkGL57+/brly+Ji4dGo02YNElagwSCIIFAkJAQz6AzCO9SFEVrrOIhCGLv4DB02NBTJ056eHrUdi1Q11BHMTQr4y9STzEMi/340dDIqLY5GQD4w8jOyWGxmN+WExTwV5Gbm4thmA54k/nVIvdzc3Mv//ffijWrv6hGfBU4hlEo1HFjJ3p4euC4OKmhhoaGVC8kUFFVkR60ID8fQ1E9SUZuQj/T09PLyc4mPqIoiuO4tPhvbk5uSXHxhnXrJToHLhAIUQQtk0Tt5OXlkiCSNH+vnr7+iJEjZTuRTTYui56eXivn1i9evOg/YGDg82eurq7akk7KysvLSsse3L//5vVrDBOnscjJyTEwMkIQpEaaJD6fX1hQkJSYOG3SZEyS8KKkpERTQ0PAF4gdG8jUZ0+fPXn8mM/ns9nsrOwsIxOxGZKwRMJksqpqVVbFOkeL4zhZLFPlOIhhGAyTxUpiPdOvqqZGhsVzi2EYlVZ15WAYll+Qn5aWtnD+AsmLCMTlckk4Xs4p1yHVtDHUUL5rfAWSfON0ZZVPSZXpdPrLl8EP793n8/ksNjszM9PRUWwb/iJiLRZFWZ9H16IY1sPHZ/TYMeLUIZICerJlCVEU0dPX37N/v5bWZ0rtZ1MgmZxRY8Y8e/bs+NHjnbt0rnFGhGm8kltJ+msQiURbN29ZsmyZlbXVzx4LANC8JMbHW1iIizIAAA1z5/ZtPo83c/ZsMFG/lnp6cP8BF1dXZ0n4SNMCwZCxsbG1db0ZFmWdC+Xl5cX6XGkJ8RHFsNLSshoOy1L1gkqjamhobNy8WVNLkyjBUlRUSCT6ptHpGIrxuDxCsri4+OOHD06tWkn9C+vzVSCTyZ07dzl86NDTp08y0tKHDh1KhNFQKRSYTB4ydFj/Af0RFIUgqKiwiMlk1k7hSRZnJSW3c3dfvmolgiAQiVTO4SCS6sMkEunWzZtnT59esGhRp86dGEzW8qVLayjKdSa1bfKYUwqZ0sLCYvfePTQaDReXCOKXlpYaGhp+OmL1H5VcriQpOtTAeGTH/OD+g5PHj0+ZOq17j+4Kiorr1qwpLmpUXDyVSiWTySj22enjOK6lpdXAxUPCcbgRk6Osojxz9qxVK1bCEFTjBUwgFOKYWMkm/U2IRKLfKH0yAPDNxMbGDq+2TQAADSDgiwFT9KsklsrPz8/Pywt6/jwu9uOkqVNIzYPU2PZFTE3NdHR17t8X295IJFLE+/fR0dEyroQ4hqEoWtWbra1tJbcyKytTQ0NDS0srPCxs946dFZViM5i5uTmLxXr+/DmRL/Pk8RMb160X2wgliHXZ+ofk4urCYrEOHzyooqoidUJQVVMzMzeLjIhQUFQU2+pwfNeOHSEhb2rvzmQybWxtExISMAzT0tJSUlY+dfKfWzduEhpeYmKCjo5OT5+eKqqq+Xm50ZGRX1A9xaVlxPUKSU0HDMO2dnb5eXnFxcWaWmIe3Lt34thxYk4IF4jMjEwixiswMJDH40lVQPFXIP4G6rY9k0iklORkJUUl3z6+6hoapaWlkRERNVwF6kNFVZXJYhUV1nRUqM/OLR0Pn88XyCAtA1EDD0/PTp07X7l8mc/ny2q05WVlEAw3YH/9IwFJdgB/A5UVFZWVXF2ZJRcAoD4a+agCNLv1tLCwcNeOHffu3BWv1YpEcxbMU1dXJzU1GIbxeLwGNAyhUChOblWNvIL8rNlzli9dOm70GB0dnZA3b7p06SLNNKSuro5j2Mrly9eu39CqdStHJ6dBg4esXb3G78FDgYAfHhY+bsIEwnFEX19/wuRJe3buSoiPJ9TcBYsWEk4FdDpdV1f3nxMn5BXkR4waRYIgPp9PhEZVHUVDw9HJcce27Vu2bZN6fDKZzKnTpi1fsnTE0GGmZqahoaFamlruHh61zwiCoBEjRkS+jxg1fIRTK6fYjx+5ldxN27YSRjt3D49bN27OnT1HTV09Iz2NwWCEhYSGvHnj4upKaFqyIyGRSErKygwWc+O69ctWrHT3cK8h0/D0imdWUBXkXmPH7j17vHr5cua06W3ats3Py01MTFq8ZAlRP1pRUbF9h/YX/72YnZNTWVmZn5cnzk5VfQhtHe28vLyVy5atWL3K0Mio9gDauLW5evnKnNmz9fT00tPSaDTa2/DwRwEB3bp3J/RdofCzuHspGhoa5i1aREdF9h/Y/9OYebwaEyILjuEfP3wY1H8AhUYjPBxQFNXR0dm5e5eRsTGO4zyZ3alU6qQpk18EBqakpMjW6kxMTNTU0jIw+GQ5BgAAfwYpKSl6enp/29oIAPAbFzUViUSrV648e/oMjUolQRCCog4ODqfPna0vf+Q3U1JSEvH+vaWlVY2QFylRkZFEylLZwpLxcfHPnz0rKSm2s7P3bO8pLcCNouib168T4hM6de6kb2BAqDsvgoLCQsXJ213btGnj5iaNfcFxPCw09GVwMIKg7dzbubZpI30xSkpMfBkc3MLC0rWNK4ZhYaGhampqJqamn7zps7OjIiNbt26tqvaZJ2hCfPzTJ08K8guMTU26eHlpVNciqk1ubu7jR49Sk1M0NDU7de5kWp0kFUXRkNdvXr16RaVSO3bupKykFOAf4Ozq0rJlS5FIFBoSoq2tY1ztjUoooOFhYR8/fmzXzt3UzBRBkLCQUDUNdSLrakVFRXhYmHXLlnW+WkRGRGAYZm/vAMGQSCSO4tfU1JSeZnl5+dMnTz5Ex7Dk2O3bt3eQ8RAtLy9/8ujxx48fTU1NnF1ccnJybW1tiPSlfB7v+bNnpaWlXl27qqiolJaURkZG2Njayl45YaGhQYGBMAx7dmivraX98MGDljY2zi4uKIq+f/eOyWTVV0vzyqXLl/7778jxY2qSaRcIBKEhoRoaGi0sWtQpn5SUFBcbK616SnzpLBbL1dVVTl6ez+eHhoTo6+sTSQYIYqKjszKzXN3aEClyEQSZOW26mbn5/IULSH8NAoFg3Ogxy1euBEVNAX9qUdPysvKbN67Hxca1tLUZMHBgnRkAAQBZDu7fz+PxFixaBKblZ6qn2VlZXTp2EggEhMZGrIDv2LWz34CqmHEA4MdTVlY2d9asHj4+AwYO/DFHfPf27eaNmzZv3SJ9f/gbAOop4I9XT9+/ezd+zNji4mIqlTp0+LC169c36+EAfwBAPf0lfE+FQiGfz5d1s8BxvExS6REA+FkoKioOHTY8ODCIw+H8gMOJRKJ7d+96d+36V+mmAMDfQFFRERFswOfzv7mgDAAA+NG+pxoamq2dnV9LlpiJFWdlZeXGlPYBAJqVjp07NeAy0bRgGNbTp5eFZfNacX5NQNg+4M+mrKyMy+XCMKypqenbR1yLBAD4IuDG+POtpyw2a+q0aQoKCiiKYhjGZrOnz5xpaQmSwwF+MhQKxd7R4cdYO+h0uqOTI4vFIv19kMlkEKMK+IOprKwUiUQYhpm3aGHeom7ndQBAFgiCZGNgAD8tcj8pMaGdu7tne8/KSq6Hp4dVA6klAQDAHwSVSl20dImBoTi4EAD4IykvKyfCZAdUF+EDABqma/fu0hw1gJ+mnqakpNy6dWvr9h0gdBcA+NsQJ761/az0KwDwJ4HjeFFRIY7jOrq6DtW5qwGAhjGVyd4D+DnqKYIg+/fu8/L2/gN009SUlFcvX3Xt3u17UmJhkkKd5FrV2AEAAKA+srKyHty7b2xi3Knzp0q54WFhKcnJPXx8vtNpBEEQWMI37JuRnh4UGNStR/c674rxcXGPHz9BEYRws2OxWTY2tq2dWzdtOeufi0gkysnOEQqFnp6essXwAABAs/K9WtTTx0+yMjPXrltL+v2Ji4s7dOCAU6tW36OeXrp0KT01bc78eSB7MwAAaCRpqalbt2xRUlQ8dfaMTbU1Oigw8N7dux7t23+PelpRUbFr+w57J0dfX99v2D0xMfHAvn2tWtd9V3z79u2OrVvtHRzkFeQxFMvKyioqKpo3f96oMWP+GHdkoVCYlZUlJyfn7uH+49VuDMMyMjI4HA6O4dLy0DiGq6iq6OnpfX//PB4vMzNTV0dHmhG84ZEwmczmizcNCw1VV1c3lNQSJzJUftoGQQ1XnEYQRCQSUSni/zXycEKhkEqlQhCEYVhoSIixickPC6UFNLt6WlJScuzo0UlTJhNZ1n8MCIIUFxcrKCgwGIwam0pLS3EMU65HuSwpLqHRqWy2uJqRLBiKFhYVqaqq0iU0/q5KjERRUVFWE01KTIqJjpbN7k5IlhQXK3wuKbuVy+Uq/MA5BACaChzHs7Oz1dTUwPvY9wDDsJKSkkgoPHTg4J59e2mSGwWFQql9R+LxeBUcjoqqaiNVJQRB3r59q6xax12xrLRMTk6OTKnqh1POqeRWqqqqEjlYpANr4K4IQZCWltbGzZssJLGwAoFg7erVF85f8O7WTVtbWypWXl7O5XLVVFUpMj1LqaiooJDJDCaT9EsiFApzcnJ09fQ6deny44/O4/HWrFwVFhqqqKREIlWpayIR0rdfvyXLln5Dhzk5OcEvXnTo0FFNXVyvJCkxcea06Vt37HBxdWl4R4FAsHrFSnsH+7nz55OageioqIMHDqxas4b4eOPatVs3bxGnjCBoW/d202fMqHNHBEXv3r594dw58eNYQXHIsKF9+vX7YumEC+fO37t3d8fOnTq6ujAMf/jwwe+h37IVy6W1eL6T8vJyHMMVlcQVWwDfxnd9E7du3NQ30O/QsSPpR/EoIOD82XMlxcVsebmx48Z5eXsT7UWFhYcPHnr37h2OYza2ttNmzCDqnmModvLECRTDOOVlr1++hslwv/79hgwbJr3bvn/37sihQ1mZWcYmYuDqOz6Kovv27NXR0R48dCjxk967a/ewEcPt7O0JAb+HD/89f6G0pEROXn78xAmdOncmkUi3b94K8POr4HDWr1mzaOlSJfENhfTsydMzp0+XlpSw2OxBgwf79q3KS1JUVLR/z14HJ8cH9+6bmJkuXrLkh00jANBUiESibZu3zJg1y7yFOZjVbwbHcSaLOXjwoBs3bty7e69v/351TvXlS5du37zF4/G0tDQnT53aqnVrYpPfgwdhYWEzZ88mMqgc2n9ATU1t6IjhAoFg7+49qSkpN65dU1ZSHjFqJIlEOnXyHxRFSkpKY6Kjt27frqmlWVlZefqfU8+ePkUQkYKC4qDBg3v28mnkyCEIYjKZhOcAk8k0NDQKDQnF0Kr388rKyn9OnAx8/hxBEEVFhcFDhnbv2YPY9DL45fOnTw2MDG/duDl1+rSOnTr9mtcPgiBFhYUjR48iCjX/eLhcbhs3t1lz5xDFlomrRUVSVfsbyEhP37Nrt5WVNaGe4jguFAob6fhBpC8gNQMoip4/d97K0spIYjpFECQwMJDP57u2aYNKMJBUdqyT50+fbt20ud+AAa2dW4eFhW3fuo3FYvn07t3A4SLeR+zdvZvBYEhraHfx8po7e3bImzdt27VrkjO6c+u2QMAfN2FCk/T2d/Jd6qlP7149e/nIvmo3K8+fPVuzapV3165uI0f4+/mtW7NWV0/P2tqaz+evX7cuMSFxytQpFCr1+NFjK5cv37l7t4KCAo7jkRERjwIC+vbrN3nalOAXwXt27TIxNXNt4yr5oWYsWbRYT093xuxZ6Wnp58+eQVCM+KES1n7pE7eiouLZ06de3l7Ex8cBj9atWdOjZ08XF5cH9++vXb1GT0+vhYWFiamJkbFxdna2s6srYUx6GRy8auWKLl28Ok2cEBoSum3LFpgM95L8cvg8/pPHj588eeLs4ty6VdVjBgD4vcBxPC8vTygU/uyB/PYgCOLu6Ymi2NHDh1s7tyYqLcty/uy5Y0eODBsx3MLS8u6dO6tWrDxy/Ji+vj6JREpOTg5+ETx56tSqCsxhYfr64pVfCoXi6Ojw7MkTc3NzSysrop/oqKhHAQGOrZw8PT3ZcuIl3cv/Xfr3/PnFy5cZGxldv3Z9y6ZN5i1a1Ff+VxYIggQCQUhISG5uLoZhuTm5AX5+/QcOkNadvnjh3/8uXly6fJmBgcG1q1eJns3MxaUr8nJzz545Y2Fp6dbWrQHl46fDKefgON6jR8+fOAYNDY0GAhCzs7IePniYkBCvpKTcvkN7F1dX4inG4/GCAoNMTU3CwsJIOGnw0CHFxcVPHj0WCAT37t5VUFQgLh4ymVxQkH/uzJnExEQ7O3vvbl3rS8YHw7BQKHz44MGr4Jc6uro9fHoSPRAkJSX5PXiYlpaqra3d2cvL1saW8EYoLSkNCw01MjF+ERikoanZo/r9RJboqKioyMhNWzYTliM+j19UWDRi5Mhevg1pmcTV/uDefTMz84WLFpEgUsdOnd6/fffy5UufXr1I9Zj8i4uLDx04YGhkyOVy8WqDtJ6enqOj46WL/7m4ujaJAbW4uKqUA+Cb+a6vgahm/mNAEOTalasWLSxWrFoFw3BrZ+fNGzfm5eZaW1u/DQ8PDwnbuHWzZ/v24l+ypubUSZNCQ0I7dxFbNMlkcgsLixWrV7FYLFtb29evXsbHxxHq6YugIB6Xu2rNGgOJw3thUeGt6zekb6g0Gk2qeUMQRKfTCduqUCi8dvWqjY3tshUrIAhyat16y8ZNeXl5LSwsbGxtW9rYQBDk06sXlUpFEOTqlSumpqbLV60kk8nuHh452dlXLl3u3KULi8Uifode3t4rV6/6YdMIADQ5IO9pk4BjGJlCGT9xwtOnT0/9c2rVmtWyS+qlpSXXr14dNmL4zNmzSSSSk1OrcWPGPn3yZNTo0bXdAKT3LjKZ3LFz5/Pnzju2atXaueodmEyhaGtr79q9W2qB09PXX712rXe3ruI1XKHgkb9/QX5+Y9RTGCaXl5fv37uXTqcjIiQ/Px+G4SHDhkpHYmBgsGbdWmKZi88Xv5AXFBQQ6inhNjBn3rwOHTuQfgjfZvlLTU62tbMzMTX5HsMhJOGbdxdJkG2hUChEhwX5+QsXLORWVnbs1CkxMWH+3Hlr1q716iqe8LLSsq2bNssryJeWlvT2Fa/alZWVffgQw+fxIiLed+7SWV9fn3jBOLB3n66errKyyrYtW5KTkxYuXlznMCgU8r07d2Oiow0Mja5dufI44NHu/Xt1dXWJF6QZU6dpaKi7uLq+e/vu+vUbe/ftc3RylIT9Za5dvVpVTa28vHzchPF19hwYGCivIN+iujgtp4LDrazkcrn//XuRQae7tnWT9RWpwYhRI8VXu2R2c3JyKioqdHR069NNMQw7cvCQgoKCV1fvk8dPSL1bIQhya9t266bNyUlJ0mF8DzAM/0kBgj+F3ybAvKKiIiEhvnuPHsR7obKy8tbt2wnX6YT4eCaLKbUNmJqYKiurxMfFEuopjuPGJsZEbAGdwWAyWShSZc9PTk7W0dGR3qNtbGz87j+Qvk7VOxIOJzExsW//fsTdQVVVddvOHVInbqI2gdhHm0oVjzk+wcvLS3qZtnZuffDAwbKyMmI8FCrV3t6u2eYMAAD8TqAIoqauPm369E0bN3Tv0V3WipObk5uXl/f61eu01DQcxzAMz8zMiIuN/WKfiCSsXrqISejBLSwsZFeHXV1dHgU8WjBvfnFRUV5efnl5eSNXe1EUUVVV3X/wYAtJsnoul3vx33+3bd2moalFKJ2ubm0e+QfMnzuvuLg4Lze3glMh7RnDME0tTXOJqvoDqKys3L1zV2pyMiQeAE6Sxhk1CAxB8fHxQqFw5fIVsnP4VWAYZu/gMHnqlG/zz6ZSqQ8fPoyKjCSeMRiGycvLr9+4wbplSxKJlJmZpaSouHXbVj2JIXPksGEvg4MJ9RSGYQzHFBUVj508QdiSjI2Np06fvnzpskWLl9g7SBzVIIjL5bZt127J8mVkMnn/3n0PH9yfOHky4ZlWAwRB5RUUdu/dq66hkZGRMWHMuOtXr82cPUuixKeYm5tv2LRJQVGhoqKif58+78LDCfUUhslCodDMzGzF6lV1hlgIhcLoyChdHV1mtf9xcVFRSmrKwf379Q0NSoqKd2zfvnzlSqlbiCwQBDk4io8SHRV94vjx8LBQNTX1AYMG1jeZ9+/dC3nz5sDhQzExMTj+2fuGqakphmMfPnxoEvUU8BeppziOIwgKQ59umiKRiMiWAkEQLlNADJfE/EEykmSYXGeRMQaDjmKYtJFGo8Ew/HmwYNUtrPr+Lv6I4TiKILJRhNKR1BgzJHlnln3nxnFxnS6o+s4IgbpnAADgc7p27/b48ePDBw+amJrB1fcuBEFIJJK5uXlLWxsUQSEYauvezsTERPZmRdyvIAiSCNerfhF3OMlNUiwjEol27tjx9MnTAQMHeHt7c7ncvbt3o58/uRsAgiAWi0XEfbPY7BGjRl25fCU6KqpDxw4ikWj71q1BgUEDBg7s2q1rRUXF/j178c9tkM3ky1gbBEGCAgPj4+JMTEwoVGrjC06KjRosVnJy8jceGMfj4+P5fP6ESRO/rQMMw1qYm/ft359Qp3Acp9HoGupVMeZ2dnYrV69OSkx49vRpRkZmfFy8uXmVTxqO4zAMd+3eTTYgXXqRVMlICj2279CBsKFoamqScJJQIKjnVPC2bduqS3rT19e3srb6+OGDUCik0Wjunh7mFhbhYWFpaWmpqSk52TlS+yWOYyw2u1v37nWqvIRZvaAgnwjYJ2AwGL169e7avZtTq1alJSWbNm7cs3u3o5OT1GmkNoqKChL/B/z9u/d+Dx+OHDWq9hM5KSnp7OkzEyZP0tPXj4yMhCBI9g1QTl6eRqXl5uZ+6QsB/CB+G/WUxWIZGhpGR0cTHzMzMubNnTt23LjuPXpYWlrxebzoyEhNL7FvaFxsbElJsZXVl6uq2tjY3rh+Iyszk7C8fvz4gc/ny/56uZVVviPJiYmlpaVEo5ycnL6BQXRUFLEpNTV14bx5k6ZMIRawiDsCsbLGlmNbWlqGh4cRxlQSifTm9SsjExMQzQcAAOqDTqfPnD1r6qRJsR9jNTQ1iUYNTU1FRUUDQ8OBgwYRytaRQ4e1tKpWPCEI4vN5hApbXFycnJwkq7niOE4h13urLy4ufvb02cRJE0dK/ARevXzJ5/EakK8BBEGyUdIJ8QkVFRXEsAsLCwOfPZ8ybeqwESMIZyo+n/8Tc0IjiKhb9+579u/7wUmvBvTt+z1aOIqiFpaWw0eK57A2SUmJK5ev4HA4pqamunq6kvxfn84Ohj/7dqQ2GlntnEKhEJkiql5d6n+vgSCSbAoIBpPJ5XGJrt6/e7d65SoGg2FsbKymrqasrCxjMCKRYZhGqzdGBUVRkVBEp38ap6mZ2doN64m/tbS1hwwdumDevISE+NrqKYIgmRmZSspK+gYG4yeK45DWr1135tTpnj4+NZwPcRw/f/ZsWlrqh5gPiQkJsbFxhQVFhw8e7NOnb2sX56qHPkRCPneiAPxEfhv1lE6n9x84YN2atZs3brR3cLhx7Tq3stLOTrw8Ye/o0Na93dYtW/LzCyhUypnTp11cXFo5O0sXDqS3BhzHBQIBcRMnFp4MjQzXr1s3bNiwtNS0a5evikQi4kdFJpNNTE0f3L938cK/MJl87fJlBEGIcFQGg9F/QP/NGzdt27LVxsbm6pUrQqHQ1rZqjV5Ojv3xw4fr1675+voymMxBQwYvnL9gxbJlHTp2DA8Le/Pmzeq1a4klDBzH+Xz+Ny8YAQCAPwYMw/h8vvROZWZmNnT4iOVLlrDl5Ig7kpqaWm9f339OnsQwTE9f78H9+9GRUZ0lCUMI+eys7ONHjzm2cnrsH5CXl4egVXc5KpVCpVIeP3rk4OTo6ir2uRdKkB6azWJpqKv7PXyop6+fk519+9btktLSiHfvHBztGQwmiqKyA6sBjokD4/bs3qMmcRXgVHDevH5ja2vbUbKyz2az1dTVHz54qKOrm5mZeefmrdKS0vfv3tra2RJB03w+v/FWzCaBcNL9kUeUNVU2B1evXOVyuSdPnyK8M+Pj4rDPLd91znCN6J/GfQsQjpMK8vKJDxiK5eXmGBoZ0Wg0DMPOnjmjraO9c/duZWVloVDwMji4xkk3cAgalcqWk+Pz+dKWp4+flJaV9u1Xlb9CKBRCEFQ7lSThT7Jh3Tq3dm3HV8fI6xvoix/WdV2xTk6thAJhSXERBMMVnHIMQ4uLinl8HrFVwBfrBvLyIMPjr8Jvo56SSKTuPXrgOH7pv//Cw8K1tbU3b92qqyd2yqbT6ctWrDh5/PjtWzdxDHd3d580eQqRBASCIBdXF+kCGZ1O79ipk5lZlbeTkpLSxs2bjxw6dPrUaU1NzSnTpmZkZMjLV+04cdJESRTUFSUl5cHDhjq2ctLQrFoi6eXrS4LgK5cvhbx5o6OjM3/hAulbXfcePWJjYyPeve/arRuDyRSHcG3dcvrU6X9OnFRQUBDHH3TtKrUHe3ftWjs+FwD4vfjBGsYfibq6evcePdTU1aUtAwcOzM/NRTGMeCrDMDxp6hQ5eTl/Pz+hUKSlpblt5w6r6lp97Tw8Zs+d6/fwYXRUlEd7j/kLFigpKROb5OTkh48c+d+/F2M/fiTU09bOrRERIrumuXTF8uNHjx06cFBHV2fKtKlhoWEfP34oKy1jaDG1tLS6duumoFh3+kYjY2Pvrl35ktTu4kVnOm3EyJEDBg0klnEVFBSWrVh+4tjxg/sP6OrpTps5483r1x9iPpSXlzMYDAMDAy9vb/aXssE3Lb/ptZqZmRn84oX0I4bhaupqVlZWEp83EYahIqEwNzf38aNHb8Pfqqmr8/l84rKpmdxeciGJhMKE+DgjYyNi8j93P6spLwsEQQ8fPGjfob11S5vnz54lJSWNmzCBcGBDhCIUEb9vZGZm3r55Mz4unlPOkS4bivusv1sGk2lkZJSZIb6ECFU+Pz9v29atdBq9rXvb4uKSc2fOGhgYErl1UQy7eeMGjmG+ffpQqVQ2m62to3Pt8hVnFxddXd2M9PRrV662atVKUXLF8vn861evKikp9fDxgSCol29vaSqAO7dvH9i3b4kkpwTRUlRUhCKokfEnHwPATwb/3UAQpLSktM5NXC63sqLiG/qUZNDF6t5UViYSCuvcJBIh4kIAjaOsrEwczgAA/Fnw+fyhgwbHRMf87IH8LfB4vOLi4jo3cbncim+6AeKSYCvZu5mwnpver9MziqL9fPvYtWwZGxvbGPnS0tJO7dtPnzIV/+H07tlzyMBBlZWV37BvZWXl+LHjWlpYOtnZS/9va2U9b84cQiAyIqJXj57enbv07e07b/acRQsWurm4+j98KM74lpvXq0eP69euyXaYm5MzeMCAtq6ugc+f4zgeHRXVpUPH0JBQYuvVK1f79emTn5dXeyRcLnfKxImjho/w6d7Dp3sPz3buRw8fJtYbcRx/9vRZR8/2Pbt16+vru3TRohlTp3XuIF4wxHH8w4cPPt26B0kOVx9XLl/26d4jLzeX+FheXr5i6dK2Lq79+/T16tipj0+vt+HhxCaRSDR29OiRw4dL5zMtNXXMyFEebdv27e3bzrXNmFGjUlKSiU0lJSV9e/vOmTWr9hHv37vXp1ev9PR0acu1q9d8fXykY/hO9u3Zs3Xz5ibp6q8F+k3fJgEAwK8AiqKPHz1u7dz6e0oBAwBfC4ZhA/v1T0xMuHztmkUjQq3Lysr6+fpaWVkfOHzoB8+2r48Pi8U+efrUNxSnJRzSUBSt8aSmUCjSxW4OhxP78SObzbawtMRxPDUlRV1DQ1FRkXh7pFKpNZbyKyoqiouKNDU16QwGhmECgYBGoxGhUYikNiidwajDIUEyEgqVmp+Xl5aWZmBgqKOrI7u9qKgoMSFBRUXFzNxMIBBmZmRo6+iw2ewah6iTosLCaVOmDBoypP+AAdLGxISExIREZRVle3sHBvPTyr5AIMBxXHatXyQSffzwISc7W0dX18raWnq+xOwReSHrLILKqD5TkQhZMG+evp7egsWLSE1BeGiYCBG1cXNrkt7+Tn6nxX0AAPCrQSaTvSVZbAAAQJNTn8+lLPLy8s4un0qSmlVH7hMFvWrLy0kg/oZhWFaGIqG+odAlI9HW0dHW+UwxJVCVQPzNYDCkw6hxiDpRVVPr07ffo4CArt26ScdmZm4u7USW2romlUq1s7eX1nRszOzVONOoqIic7OxZkiRZTUKr6jTDgG+mUcntAAAAAAAAAJqJ3n189fT0ExISfvwM4zj+/u37/gMGmFbHpQB+BYD1FAAAAAAAwM+EzWbPnjvnZx29T7++dZYMAPxEgHoKAAC+i4qKCiaTCSr4AQCA70G6rP+DgSCoyV3nifyV9XpKABoBWNwHAADfjkgk2rZ5S3paOphEwI8EhmEKhUImkymS1EVfhChS38hirU0LUdALvL/9Vdy5ffvqlSs/exS/N0C1BwAA3w6GYbGxsVxuVX01wC8ChmH37937KZ58PwBInCIeKykpodJoZ0+fVlFRabgsk7iqFo9fUlwSFxe3Z/duceXrqtquVeA4riCv0Ld/P2lwT+N5EfQi6Pnz+nLvwzCck5NLpVC2bd5Co9FAqhycRIIhqEOnjq5t2pD+XDLS0ri8qoT/gG8DqKcAAOC7oFKpP7hKJOCLoCh67sxZTU1NGxsbUXWdPFlgGIYgcWLBRtbb/GHy4hTUjZMfMnQIiQQJBALxIerNWSRG3DOKiU2YMEyn0YmsirJbRULhvxfOO7u6fIN6+uzJk6DAwG49etR5pmQyGZZAo9OpVOoX1VOpiZfIk/3Foze3vPSrabx8w4cgk2F/f3+YDP/Z6im5gRwIgMYBpg8AAAD+NHAMV1BQGDFqpIukUlRtUBTlcrlMJotCaVCzqyHPYlHIzSJP5O9k0OnUz2vEN0AFh0OhUr+Yd4mAy+XeunXT0Mho6vRpdQq8f/8eb5wmXQMIgrr37Dln3tz6BB4F+DOZrHkL5hMllL4IUVtBXl6+kQOoqKgg4SQ5Sb3DxsDlclEUbXz/PB5PJBJ9VeSQeEgkSE6u7pJgROLSxvcG+DsB6ikAAAD8gUAQhKJo7fb09PTr1669C38rEokoFIqNre3AQYOMTYzr60csf/Xau7fhIhFCoVJsbGwk8iYNyl999/ZtlXxLm4GDG5LPz8+/ce3661evBAIBGYbNW7ToP2hgy5Yt65MvLyu7devW82fPuJVcCIaMjIz69uvfuv40kzwe7/7dew8fPCgvK4+MiFg4b14vX18PT09Zkz+CIN+jMNW5L4qi/n5+D+8/yM3Ng2F4zsxZvXr37uLlRaHW/ditkr93v6CwkEQiqampdu/Zs4uXV31KLYqiAX5+9+/dLyoqxHGSuppa9549Ont7U+s32j1/9uzO7du5OTkYhikqKnXx6tLDx6eBpKRhoaHXr15LT0/HMIzNZnt4evr27UPUC60TBEEC/PwfPnhQWFhAIkFqampdu3fr2q1bDb9bDMOAJy7giwD1FAAAAP4WAvz9d+3Y2catzYxZM3V0dHJzcx8+eDBzxvSx48bJFuz5TH77jjZt3WbMmlUt/3Dm9BljxzdW3o+QHzeu/8A65ENDQtavWWvdsuW4CROMjY1LSoofBTxavGBB3379xk+cWFs+LjZu5bJlmtpag4cMsbSyqqyoePb02bo1q9u37zB73tzay6nZ2dnLFi+mUKh9+vZZu2G9SCh6+vTp3t17Avz8l61Yzvz6Mk6NpLS0bMXSpaWlpb59fBcsXgRDUHBw8PmzZ+/dvbdu43plZeUa8mWlZcuXLi0pLfH19W3t7EImw29ev75w9ty9u3fXb9igXCuuvKysbMWSpSWlpb19e7d2doFhOOTN6/Pnzt+tR57P461dsyY5KblHzx5Tpk6l0+nv3r27e/v2rZu3tm7fVjvNPoIgO7dvf/PmjVcXr1FjRsvJyX38+PHu7Tu3bt7cum2rWYsWtU+5pLh45fLlZWXlPr16tXFzwzA0JCT04oV/7965s2nLFiUlpaaYV8DfxE8uqgoAAH5n+Hz+sMFDYqJjfvZAAJ8h4Asmjhv/MjhYtjE4OLi7t/eLwMAak/Xm9ZtePXr6+/nVaH/5Iri7l/eLoKBa8q979ehRWz74xQtJ/7Xk34j7D/Dzr9EeHRXt07377Vu3arTHxcb27e178cK/NdpTU1MH9O136uTJGu3ZWVnDhw45sG9/jfaiwsJxo0dv27pVJBR+1l5UNHXSpHVr1kpLxotEotEjRr57+xb/ejasXbdrx07ZFh6PN2fm7MULF0nrwhNUVlYuX7p01oyZxPJ9bfka7ZUVYvmZ02fUIT9rlrj/ijr6ry2P4/jqlasmT5xUXFws24iIRLt27Bg+ZGhRUVEN+b179gwfMjQrM7NG++lTp3r39Mms1c7lcmdMmbp86VIu97MhcSsrlyxcOHP6DGJBn2DThg1/fD36A/v2bd+69WeP4vcGJJYCAACAPx8UQU4ePTZh0qR2Hh41Nrm4usyYNfPs6dOyGRgQBDl+7NiEyZPaubvXknedMWvW2VOfy4uQE8eOT5g4qZ1HLXkXl5mzZp45fZpbWSltxDDszOlTPX169erdu4Z8CwuL1WvXXP7vv7y8PGkjjuOX/7tkY2szZty4GvLaOjqbtmz1e/AgKTFRtv3unbtMJnvhokU1kk+pqKhs3Lz5bXh4xPv3pGbg6ePHhYX56zduYH1unWWxWMtXriwqLAx+8eIz+SePCwrE8mz2Z86aLLZYvrioKDjoM/knjx8X5BeI+2fX6n/FiuKiohefy4eEhERFRm7bvq2G1ZZMocyeO0dJSen+3buy7cmJSU8fP9m4ZbOOrm6NUxs9Zoyjk+OFc+drtAcFBZWUlooN0szPhsRksdZt3FhSXPwoIKD+CQMA6gCopwAA4LsgTFBgEn9xoqOjeXx+x06d6tzq2aEDhmHv3r6VtsREx/B5vMbLf/gQw+fzOnWuW96jfQcMQ9+9+6QO5mRnJyYk9vDpWae8rZ2dlrb2q5cvpS2ccs6bV6/69a/DQ4BEIukbGDg6OQXI6EA8Hu/J40cDBw+qU15ZRaVT5873790jNTUIgjx8+NC3b586fUaZTGYv395379z9TP7Bwz4NyPfufVdGfUREiF8D8ixWL9/e9+7ckW30e/CgY6dOCnX5jMIwuW//fgH+/rJuyv7+/i1tWhoaGtZ5gn37938bHl5WVibbeOfWLZ9evVisOmKhqFSqb98+Dx88FIlEpL8GRMLPHsXvDVBPAQDAt0Mmk3v6+KiqfXU6HsAPJi4uTldPt7bXIwGDTjczb5GamvpJPjZWV0+vAXnzFi1SUz7Jx8bG6unpK9UnzyDkU6QtaWlp6urqurXscwQwDDs4OMTFxklbSkpLyGSyvoF+nfIQiWTv6JCUmCRtqaio4PMFpqb1hmTZ2tlmZWY1+ZsVl8stKS5u2dKmPgEra+vCgnxpFipuJbe4qLilrW198tYtrQvz86XjrORWFhcX2TQgb92yoKBAKi8UCpOTkl3buDYgLxSKSkpKpC3JKcmtW9cbatayZUsKmZyZkSFtQRCkuKjI1s6uvl2cWrUqyMurlLGd//HY2NjY29v/7FH83oDQKAAA8B13EApl9NgxYAZ/k1T2DUrgOCRW86rlv5TLtkZme3Fu0S90X3M74WFWnzxGwusYQv3yuHj8NUb4+RC/NJ4fRI3jQpJBNnowUIMnRRygrmPWP28SeajRl0p931lDh/j7Vlc6e3n97CH89gDrKQAAAPz5WFpZZmZkFhcV17mVz+cnxMfLppeytLLKyMgoLipqQN5EJl2UWD49vb7+eTxefFy8sYwt08jYuLCwMCsrq055DMPev3tnaWUtbVFWVsYwLK2e8rk4jr97+85cJqJcXl6exWQm1l83KyIiQt/AoMkrSrBYLFVVtajIqPoEYqJjNDQ1peVVWSyWuppaZGRkffLRUdEamprScbLYbHU19YiIiAbkNWXkaTSambmZrJtErfFE0+h0ZeVPwf6mpiahISH19h8djWGYvr6BtIVCoag1OKSw0FBNbW05ucZmZgUAgHoKAAAAfwXWLVvKybEfPao7QuXJ48cUKtXB0VFG3potln9Up/zTJ08oVKqjk4y8tbWcnFy98k+fUqlUR5n+tbS0LCws7ty+Xaf8u3fvCvIL3Nw+FRZSkFdwa9euvjrmqampke/fd/bqIm1hMBidvbpcvnSpTvnCwsJnT57U5/n6PVAolG49ut+6eUMgENTeyuVyb9+61atXr5ryN24K65SvrLx9+5aPTPQYIX/75i2hQFhbvlIsf1tWnkQideveI/BZYElJHW8OCIJcv3qta1dvmPzJVuXVtevHjx+Tk5PrPMHrV6+1dnFWUPwsS79vnz737tyRZOOviUAguH3rVvfu3UEVJcBXAaynAAAA8OdDJpMnTZ58+p9/nj55WmNT8IsXRw4eGjtunGyGdrH8lCmnT9Ytf+jAwbHjxjM+l584ZfLpkyefPXlSQ/7lixdHDhwcO368bP8wDI8eO8b/4cNrV6/WkI+Ojl6/Zu3QYcPUNTQ+tUKkQYMHJ8THHzt6tEb50Iz09GVLlvTs3UvWmksikXr6+CAIsmnDhhqaYkFBwdJFi1zbuNnV7y75PXTo2FFHR3f50qUcTrlsO6ecs3bVah1d3bafJ0Po2KmTjp7u0iVLOeWcz+Q5nLVr1mjr6LRzb1dTXkd72ZIlnPLP++dw1q1Zq62tXUO+VetWjq2cFs1fWFggTvgvRSgU7tqxg8fj9vDxkW03Njb27uq9bMmStLQ02XYcJ504djwmKmrYsGE1TrmteztNTc0Na9dVcD47hQoOZ8XSZZqamp26dG5wzgCAmohrHNdqBAAAgEYhEon27dkzaPCQ+mJWAD8FoUA4Y9q0sePHubVtK9v+7OnTbVu2Ojk5de3eXVdXkjb/od/b8PCJkyf19vWt3c/TJ0+3b62S19HVycvN9X/oFx4WPmnK5F6+vesqQC+Wd6wpHzZxyuQ6+3/39u2a1atNTU179OhpbGpSUlT85Mnj58+eDxoyePSYOnyakxKTli9dqqyk1LNXL0sry4rKysDnzwP8/Lp4ec+cPUu6Yi4lLy9v2ZKlKCLy6d3bzs5OJEJevnhx7949RyenxUuXSAuiIggyYey4OfPmytqPG8nGdetZbPbc+fNkG8vLy1ctX5Gbl9vTx6dV69ZkGA4JCbl35662jvaadetqF17ilJevXLEiLye3Z69eLm1cyTD86uWru3dua2vrrFm/VlGxZk57Doezavny3JzcHj4+rm3akMnw69ev79y6ra2tXae8QCDYuH7Dx5gYr67e7h4eTCbz/fv3t2/egiBo89atmlqaNeRRFN23e09g4PP2HTp08fKWk5eLiYq+d/duUWHh5u3barwGEJSWlq1ZtSo/N7dbj+5t27XDcTw0JOTe3btq6urrN26UrYm6eeNGMpm8aMkS0p+Lv5+fUCj0kTGTA3459VQoFGakpysoKqqrqzfrgQAAwI9HIBCMGDJs9bq1Nrb1hioDfh31lEQi5ebk3Lh2PTQ0VCQSUqk0O3v7AYMG6unp1ddVjlj+WlhomEgkolKpdvZ2AwYNakBepv9GyRcXF9++detFUJCAL4DJsJWl1YBBA83MzeuTr6youHf33pMnTyorKmAYNjYx7te/v139UdJCodD/4UO/h35ELiRdPd0+ffu6tvnkNtAc6inhDvv0yZN7d+4ScfQaGho+vXzad+gAf17hs4b81cuX4+LiMQyztLQcNHhw+w7tG5a/f/fe+/fvERQ1MzUdPmKEpP96F0Vfv3p16+atDzExHA5HXl5+4uRJXl296TR6ffKRkZHXr14NfB6IIIiRsXFPn54+Pj7s+l1IMQx79vTpvbt3P8R8EAiE2jpa48aN79Slcw0H379BPd27ezeXy126fPnPHshvTPOqpyGvXx86eDA5KVlOXq5v335jxo+rr3xwYygvL8/KzNLU1FBR/ZTFJjcnRyAQ6BsY1H5v/mGUlZUVFhQYGhn9FN+a7OxsDMN0dXWb3Mf/exAKhK/fvLazs1NSUqqoqEhPT9fU1FSV+eLy8/K53EoDQ0MYhnNzctPT011cXX7qkAHfgkAgGDd6zPKVK61bfopiAfx0hALh9KlTJ06e5OJab0YhLpfLZLIaf9sQy7NYjb/LfIM8g8Fo/J2cx+NRKZQaKfcbgM/nwzBMo9Hq3Dp21OjZc+c0oXr66bg8Pk7CGyhtL0t2dvb5cxdEItGoUSP0DT6FHzXArh07K7i8Pr69GtDRZQnw9w8JDdfV0Rozdmxj5Ddv2lxezhk3bqx5i3rfGWpw5vSZ3Nx8a2uL2jUXSCTSlk2bYBj+s9XTg/v383i8BYsW/eyB/MY0ozqVmpI6a8bMjIwMKpWKYVhUZBQEwxMm1VFGuZG8evly/py5rm3a7N63V7pScPzYsfjY+EPHjsjLy39zzxUVFY/8/a1btmxhYfENuz9/+vTIocOnzp3V1Ky5RPIDOLh/fwWnYseuXVTaN6r+GIYFPn8OQ5Bnhw5NNao7t28Hv3jRqlUrEon0Nixs8kTxY3L/wYNSh/ozp0+HhYSePHNKTk6OTCGf+uckBJGcXYCGCgA0ARAMlZaWnjx+4s3r14iojvTgEAyJU0ERqZ0aYaP4UfIkHMcaJQ9BECzOyYQ1Tp4EQTAsVpXFfqs15CGxj0pKcvK32ThwEn771i2BgI9hdYwDgsRetsRxv2gLEn9rxcXyCkoohu3etVtDQ73OPmv0n5KcYuPgePb0aVU19S/amyBIbBowNbcIDQnNzMhsxCnjWZnZhsYmx48dU1FR/uJ4CAryC1pYWt24dv1DzAfZhP8SH2X46eMnXbxB3iXAz1NP7925k5WVJX1lFIlEly5eHDVmdH0vr18EwzEcx58/e37zxo1Ro0cTjQiCCEV1BDB+FTwu7+D+AxOnTP429RTDMKGkpjPpZ4AgyHdW44Bh+NrlKzCF3FTqaWFh4fVr10aMGknU6JPcl/FXL19euXx5/MQJ0mELhVVfnLq6upOT0+l/Ttna2Um9wQAAwDdDJpMnTJqYnJSE4yQKGeS3bgicRKLT6eMmTGjAA6EBunh5Saol4Z8nD/0WYBji0unEg4ROozGZTBT9LAisTiAyGccwKpXGYDAao55SqBQRIoJhmMmgQ3DdngMy4CSIhKAiGpXKYDBrBKXVtwsEw0Kx6wiFyWQgyGfqKYmEd+/Zw71WZV0AoAbNeNsqKCiQXW6GYbi8vFwoFH6zeopjuJq6mpW19dlTp9u2bWdmblb1Dv356lRkRMTjgEclpSX2DvbeXbtJraoRERFlJSVt3d0pFIpIJAoKDNTW1raytubz+f4PH1ZWVr4MfmllbW1ra4th2KvglwqKCnl5+UmJCSNGjWKz2SiKvn79+vnTpxUVFVZW1l28vbS1taUHbXhhPTkpyd/PPyMjw9LSokfPnqpqakQ7n89/9vTp61evmUxGh44dXVxcxfYAieoW/CJYXV0tIyPjZXCwto5OTx8fff1PoSdxsbH3790vKyv18vbGcVz6BiwQCAKfPTM2MSE8t/Jyc9+9fdvGra2ScpWnfGJiYoCfX2ZmlrW1VfeePVVUxLnuggKD0tPTYRh+8vixh4cHVfIFpaSk+D14kJmR2cLComv3blLDcHJyclpqmraOdoC/f4cOHW3t6ihe4vfgAYqh0lLdGI6rqKg4OjmdPX26nYe7paVl7S+ui5f39WvX37x+3b7pLLgAwF8LDMNdu3X72aP4K2jj5tbGza2pesvMzLx+/SYiEo0aPdLY+FMa2gY4uP9AJY8/aPAgR8lq1RcJ8PdfvmTZgEED5jdu6XnmtOlXLl68ePmSpZVVoz0v95z55+TqNWt8+/Zp5C4AQA2a0V+zbbt2sp6mAoHA3sGBMKd9G4QeNmzECGUV5WNHjtRpMvR/+HD6lKnh4eF8Pn/Xjl3bt24VVZvobt24cfDAASLDCJ/P37t798MHDyROWoLo6OjKysqEuLgUSaY3kUh04vjxhfPmb96wIfZjLPE+evvWrUXz5ldwKtTV1c+fO7di2bLyz5N61EfE+4gpEyc9ffIEw7Ajh4+sW7OmokKcekMoEu3ZuXPD2nUIIsrKyp4zc9aVy1Up+oRC4f69e6dOnnzu7FkEQS//d2nJgoVF1fmxI96/nzltelDgc4FAcGDf/uCgF+Rq33kOh7Nl0+bnz58TH2NjYzesX5+RUZXI+m14+JSJEwOfB2IYenD/gY3r1hFV5hLi4gry83Pz8iIjIhHJQkxMTMzUyZOfP3vOZDIv//ff3Fmzc7KziU7evHq9ZNGiRfMXBPj583i82ucrVpGfB1pbW8uGapJIpMFDhmhrax85dEhUVyViPX09E1OTAH//xkwpAAAA/JFgKJqdlZmdlYU3bhm9yl1BEmvfSHmRSJSenlbn3btOKioqMjMzv6qCPJ/Pz83JafyQAIAfaj3t0Lmju6eH/0M/MpmM47iDo8Pc+fO+M3wHQRBdXd0Zs2bNnzvv8aPH3bp/Zh4oLi4+dOBgD5+eRLjcmzchyxYtCgsLI2JXqVQqnV4VoghBEJ1OJ7RnBUXFmbNnR0ZEjBo7Rpr6hEKhCIXCQ0ePmLdoQSaTURRNTkoaMmzYzNmziArCK5evyEzPsLZp+cUBHzl0SE9ff++B/fLy8q9evlyzclViQpKDo0PomzfXrl3fvHVrF0kq6f179x0/dsytbTt9A33Csqiqqrpr9x4NTY3goBczZ0yPj4t3a+uGIMi5M2fV1NWPnjguLy//ISZm3Ogx0hsZBEEMBkMaoUUmk6WhBiKR6NDBQyYmJrv37WOz2UGBgRvWrRc7LdnajBozJjIiAqaQ58ybK77NIciRg4c0NTQPHj4sJy+XmZE5Yey4C+cvLFi0kJhGbmVln759R44eVWcoWEFBQUJ8fMdOnWQbURTV1NKcNXfu/DlzHt6/36t37xoXApVKbdHC4kVgIBFS+tVXBgAAAPz+wGTyqxcvEASZNUf8rGkkX/tg/SovW7GX79d75f7EYGXAn0FzLu7nF3C53A2bNnG5lUpKyh07d/o2z54aiEQidw+PLl26HD18yM3NTWo4JJFI6ampWVlZNDr97u3bOI5XVlby+Px3b9/VTq1S529b9heOYZirm5t0LYNMJk+eOjUrM+vWzVu5OTmhISFCgaAx77a5ubmJCQkjR48iVK7Wzs77Dh7QkngFhLx5o6Oj4+ziTEh27tL52pUrHz7E6BvoE/ZaF1dXDU1xVmotcTk4eS5XbOmsqKiIj4v38vYiOrSytraxtUWxL7+kZmdnJyclTZw0kTBgt3Fz23tgv46OTu1bW35+flxc3IiRw+XkxQlE9PT12rq3CwsNFQgEdDodRVFtHZ2u3brVl4ShrKS0srJSWUVZthEn4QiCuLV18+rqfeTwYbe2bcm1/OFUVJTLOZzysjKgnv5eCIXCxnmkAQCAL1MVT9ZoUBQtLyv7cuAV4AeCSABT/iuqpxiG7d+z19nZRRoK01TgGEYmk6fNmD5x/PizZ06jKCbVrso5FQKBIDw0LDkxCRNrbJCDo6Osy+Zn/cj8mIm/a9wRGIxP2eAQBLl44cL5c+cNDQ109fRU1dTojXBCl5Sk4wqFQnn5qmVuKpVqIfG8JNJRycnJUasNkCwWm0wmcyu5xEex33p1VJk09pO4EyEowmBJN0GKSop8Hr/ec6weI7eyUiQSyY6E8AGtfeI8Hh8RieSqJYnq1QI+XygSEuZnCo1CptTrUC9CEBzHabXSCOA4DkHQ5ClTxo0Z+8/JkxAuPi9ZIAhGEBH4Sf9ewDDs4upao8IhAAD4YeTn5505ddrb+1NBV8BPx8jISFDtWAj4tdTToMDAxMSE48uWNlP/BoaG4yZMOHTggKqqGpvNIhqVFBUZDMb0GTPaeVQF5QQFBurJqKeYRLUl/COLCotqWA3Jny9VyyptWVlZ586eGzFq5ISJE2FJPY+QN2+INCUNI68gT6XR8vPziY/5eXnHjh4dMHCQpZWlkZFR4PPAcg6HJTFn5uTkCIRC2eoddaq/bDZbS0srLTVV2lJcVMwWx41+2kucmUVCUVERn88nTlNeQYFKoeQXVI0kJyfn5PHjQ4YMNZOkssPxTxqwiqqKnLxceuqncnbpaWlq6uosJuuTLbR+1ZzJYlJpVAG/7l+mrp7epCmT9+/Zq6GhUWPCKysr6XQGk1V9FMDvAJVKXbgY5PYDAH6a9RTH8e9M3vKlAzR0wwfUiY+vr/ixCvgOmsU7pKKi4sihQ2PGjVNW/myF9zsRq10ya4i+ffrY2Ni+Cn4p/eWYmJlatbT+55+TiYmJ2dnZJ44dX7NyVVlpKbFVTV09KTHpbXh4dlbWv+fPp6WlSRUyGIYwDEtNTi4pLpYe6zPzKoYhIhGKomXlZR8/fjxz6lRpSUlZaZnU7Frfr1dTU7ONm9vNmzfevX2XlZV19MjRRwEBTKY4d1KHjh0hEunEsWMZGRmSQtJHzMzMpXmVaw2g6iODwfDy9n4RGPT06dOc7Oz/Ll4MDwsj4v3FuUjodHkFhVfBLzMzMz/ExFy7ckUgEBDqqY6Ojour6/WrVyMjIrIys44cOvT08ROmxApLuBbl5+VnZWXhOK6kpOTVteuNGzeCnj/Pzc29fu36q5cve/n6Epr9F2+d6urqqqqqGRkZ9X1xvX19HZwcAwMDcQyDqlOx4Diel5erpaXVtNcM4KeDYRgGIiQAzUxJcfHb8PA/YppxBpPJYDK/Srn5Wt/Tr/LGgSkwXWYtEdAYyDAs63kI+FWspxcv/KuiouLdtWvTdkuhUtlstlSnZDAYU6ZOjYqMpNFoxI9TTk5uydKla1evnTxhIpPJ4JRzpkybJlX4unbt+jjg0dLFSxQVFfUN9F1cXcnVKd9UVFVt7e0unDuvrq4+WlJIg8FgSOOoCJvf4KFDLpw9F+DvTyGTnV1cMjMzT536x9qmpaKiIpVKZbFYdd4gYBiePmPG2tWr582Zw2QyBQLBkmXLDAwNxcZ/Y+MVq1dt37ot+EWwSCTS0FBftWaNXHW9OCaTKc3ABcMwi82SxiH59vFNSEhYtXyFkpIik8F0dHKUugGw2ewRI0du37p14rhxTCbTzNy8QhKbT3QyY/astatWz5k5i8FkioTCJcuX6Uq8gWEy3NrFecf27Xt27Vq7bh2LzR49ZkxBXv7K5SvkFRTKy8tHjBrZtVvVt0mlUsWVYOq/GyopKTk6Oka8f4+hKFGOj0KhyH5xVCp10uQp79++o9GrvjiiAExiQqJrG9fvqSsG+AUJDw8vLioCSY4AzUpGZqbfg4dOjcus9CuDolg7Tw9E9L3ZrBsAhmENDc3G32n1DQx8eveBv5whFQD4tYuaJiYkzJ87b9v2bRaNzpHWSFBxBn4RnU6XDQnk88Vul3Q6XaroCPiCuNjYSm6lmbm5urq6bA88Hi8+Lg6CIAtLS6IT6U9UIBDk5eYqq6gQcTmE0bFGitbUlJScnBwTU1NNTc2iwsJyDsfAwIBMJhOJ8RkMRn1KG4qiCfHxZWVl5i1aEKlGpXA4nIT4eDqd0aJFC9myT3w+n0wmE8PDMEwgENBoNNm3seSkpNLSMvMW5pLUzaisMp2fl5ecnKyjo6Onr08kmpV1XY2PiysvL29hYSFrp8RxPDcnh0KhqKmrS88iNTU1LzfX0NCQiOUiEPt7i0T0+k+WRCKFhoRsWLtuy45tVlbiQpcoigqFwhpfnEAgwHFc+sWFh4WtWrFyz7695i1a1Nct4HckODj4/dt302fO+NkDAfzJPH/2PDEhoclDHX48qampt2/fQURIr94+5pL01V9k6eLF/5w4efXGdQ9Pz8bIP3v6NCQkXFVVafyERk3X9m3bBQJR//59rawb+0zfunnL/r179x040G9A/0buAgA0r/UUw7DDBw927NypyXVTwjeUWSuTUe0iQ3QG3c6h7tLDTCbT3sGhzk10Op0wako/1pYxMjY2qs6TrKqmJs2uT5HQ0MjJ5PoSGsvLy9f5xi97XrJhUlJMTE2lf9c4uoampkZ1Fv0a80Mmk62s66iNDkGQtiSKXxYjCTUav3iyJBLJ0cnJzsH+wd37lpZWEASRyeTa45edYRzD7t29187D3dRMXGoB8Bshjhr8918vb28tLa06BdTV1IQi4ffU4wAAvkhiYkLjK8L/Bv4wzZwKg0KhNN4fAMfxr81giuPiVC2kv5gXQUEioahj588SLAJ+pu/pk0ePMjIypBVHAX8nFApl7Lhx5ZzyosLCxsgTOZ9HjxkDUuX9dqAoeuf2naLCqpoRtdHU0iovK+dxq1JSAABNDoZhSQmJ0qQofxvfEBrV3KFODAZDasr5O3kbHh4S8uZnj+L3pinV07LSsn9OnBw3YUKN9WvAX4iJqemcuXPlPy8cVR9qaurzFy7Q1dVt/nEBfrQlRlGcT4OeKpNrAgBoWqKjohQUFDQ0xFmi/wBqV+puGEVFZa+u9Sai/ino6OoOHDKUQm3GxOq/OGQJP3sUvzdNqZ6eOXVaS0enW/fuTdgn4PdFSVm5Th+J2jBZTEVFxeYfEaBZgCCo4Udju3buwS+CwewDmgMcxx8+eODZvv13liT8RaDT6VHvI6Ii3ktTYn8RBQV5lzZtKF+pDH3VbH3xNy4Lh8OJjIwMef06Njb2r61rCnTT76fJXm4S4uMDAvx27N7dVB0CAIBfHzKZnJWZeenixZa2NsSjCEMxI2MjF1dXqYy9g/2d27dLSkpA1jBAk/P40SMcw1s5t65P4G3428T4eJgirq3NYDDad+igUL2qU1pa+iggoPYu4jzQENSxcyfpSiCHw/F7+LDO/jEM79yls6qqKvGRy+Xev3evTkkUQTt16SwN2OVxuQ/uPxC7mVZrihAEFxcVhYeHCoUiLpcn3ZHH4/n7+QmFojp0SpyUl5enqFw1Tj6f/8g/gMfn1VbWMRRr09bNwMBAfCAY4vEED+7fr6ioqFPS2dXFuHp1XpwXEEMfPnigHaEjTaotlXRq3cqsOmZAKBQ+f/bs3wsXnj15iqJoxLu3xYVFbdzcEBTBUMze0cHCwkIq+SLoRWFhYe304RiK2djZWlfHSIhEopcvgvPy8mByTWsahmJW1ta2drbERwRBXr18mZOdU6ekhYWFvWNV5AmGoq9fv87MyKxT0szMzKl1VUAIhmEhb96kpabVrkSDoZixibGzi0vVLOF4aEhoSnIyWVy1hvLq5as6wzwAP1o9FYlE+/fu69HTR3rxAQCAvwEymezl7V2Qn/8y+KX4UUkiSSp/IbLqqbyCgqOT0707d0aMGvVTBwv403gZ/DLAz3/hksUNLNQkJye/fPWKSqVgGCYvr+Ds4iJVTysrK9+8fl17F6JMibOri1Q95fF4dUoSqaBcXV2k6qlAIKhPUigUObs4S9VToUgUEhKCIIiMfghVVlaKf0EiEY//ST0VCYVhoaE8Hr+2eophYu1RSaXq6CKh8G14eFl5eW21D0EQ8xbmEvUUolKoCCJ69+5dkVhBrKmiIQhiJA4DrlJPk5ISnz977tneMy0tjfiNy0rq6ulK1VMEQW7dvOn/wI/BZJDJZKFQePXy5by8PDV1NQRBNDQ1pBoCiqIx0dEpKSnkWgoigqDKKspS9RRF0Q8fPsTHx1NqKYgIgsrJyUnVUxRFP36M/fghpnbwLoKgdAZdqp6iGBYXGxcZGVGnJEyGpeopjuPx8Qlvw8OptRwVEATFMFSqnkri8xLfvH4tqZgIKSopOTk51tgF8BMSS927e/fCuXPHTp6Upu0EAAAAKWWlZVu3bB4wcJBTKycwLYDvRygUPnzw8PXLl1OmTTMwFFsE/wwKCwv7+/ZBEOS/q1fqq8hdg4P7D1Ty+J06eLaWUZUaIMDf7/DBI57tPebMm9cY+XGjxty5c/vlm9eNyfp34dz5pYsXU6lUCIIwFGPLs89dOO/gCH71gJ9hPc3Pzz95/MTsObOBbgoAAOpEUUlx0pQphw4czM/L69SlM0gy1UwIJGCYuMqc+DNOkvnPJ1OEdKvMn9UbpRYLoiTeZ/LVWz7fWrX5sxbpkaUHrW6S/vPpj3rBcHE9TeLf0o84iVRYUPD61St5efllK1f8Yc8dPp+PSmi85ehrs1CJRMjL4Bd29lVGxy8DiW3JAoGgMbIOjg6ampq5ubk0Gk0gFFgZWJuYgnSBgJ+knsZ+/Gjv4NDOw+P7uwIAAH8qRkZGM2bNvHPrVlBgoLqGOoPB+EwFEStUktK9n1SRmg3EJ8ljm9B1ailfkm0QiSTus0o3Ihqq/661F/EZx8VCVbpP9V7E4mh1D2JhcQ1e4k/JXzgJr9Ei3oE4GobDZFhJUUlZRVlHT8/c3FxLS0teXr5pw3f4PF5RUXFyUmJiYlJWVmZlRSWNRiMMV5LhV59F1THFLdIywtLQGOl5fpL9JF/9n6rz/WxXCIKIaa5LoHpSqv757KyJ48iMTzZandgmE7xOnEzVPlWzTKVSBwwcaN2yJemPA8dxDU1NVLxw3Filk8gt/VVHgWG4mSLJWtrYLFuxYvfOnfn5+S1btly5ZrXUlQIA+NHqadt27dw9PEDGSgAA0DAGBgbTZ87Mzc3Nyc5GRIg4EgQW/0v8T7VKIv5T8kGmRbpF7E9Xpa4QPVb9IdVscEK1qVJxqvVGGUVH5g9C2RHzaS/ZjTJP709KnSwNCeC4CEFKisVkZmRcvnSJz+Vpammat2jh4ur6/an33r19GxkZlZmezufzDY2MzMzN2ndor6CgSKVRyZI5rald1jf4+nWUxgl8+lfdAl/cXaotf1Lva/5R91f3h4KiqHv79iiCNj6VqUgkKigobO5Upo2nb/9+Xby6lJWVqamL30J/9nAAf7F6+sUaQgAAACBFS8LfMCGa1cXbiCicmJiYmMio7Vu3tbRp2a17d7XqsnONRygUhrx+8+hRAIvJsrGz7dipIxGIDfiTgGEYg75ivb6oqOj65cs+PZsrpaN46eIr/QfkFRQamfQaAKgPoFkCAABAs8Nms10klJaW+j14sG3L1rbt2vbq3bvxy7Lv3r27df2GgoLCkGHDzM3NQWJFAAGCiEpKipvPekqj05SUlb8uUSoA8N0A9RQAAAB+HEpKSoOHDu3i5X3u7Nkd27aNnzjxi2ZUbmXl5UuXkpKSBwwcaO9g/6NGCvg9qkZJ3F6+rsLOV+my+gYGPr19gf8e4DeuGgUAAACAxqCqpjpn3lxHR6etmzfHREU1IJmamrph3XoKhbJy9Sqgm/7xQNXpF5rVVkln0BuvbtLpDBUV1br9rwGAZgOopwAAAPBz8O7Wddz48adPnY6Nja1TIDo6+uC+/f0GDBgxahTIxvU3AJPJwYGBwUGBjS8i+rXQ6fT+AwarVVcHaA7fUwDg+wHqKQAAAPw0rKytx0+aePL48cTExBqb3r19e+afU+MmjG9df8VOwB8GBEFFhYVFhYXirBbNA5lMNjA0BDH1gF8coJ4CAADAz8TS0nLwkCH/nDhZWVkpbUxMSLxw/sLUGdNB5e6/DVhC4+VxHEdR9KsOgSDIr5OICgCoE6CeAgAAwE+mtbOzo6Pj2dNnCKWhpKTk5InjI0aOMDEx+dlDA/zqyMsruLVtRyE3X6Dz14VqAQBNAlBPAQAA4OfTp1/f/IKCyIgIEol0+uQ/7dq1c3B0/NmDAvwEqkujNRZFRcWOXl5UanOppwgirKiokBasBQB+DCCxFAAAAPx8qFSqj0/PxwGPSktLhSJhDx+fnz0iwE8AwzBrG1sUESEI0shdcBxHGl1i6htISkx6eP/+qFHDm+8QAEBtgPUUAAAAfgkcHB2Li4uPHD7cf+BAkGby7wTDMBs725a2dl/rTvpVUCiUxq/X4xjW+AqrAEBTAdRTAAAA+CUgk8ldu3ezt3cwMzP72WMB/DRQCc3af0pyEo/Ha/wuwPcU8OP5nRb3eVxuRkamQCAgljNoNKq2jo6ioiLplwHDsIz0DDk5turXV9P+8QgEgoyMDE1NTXl5+dpbC/LzeTyegaEh6feBz+dnZmZqaWnJycmRfiXehr9VUlI0MTUlkUg5OTnFRcXSPIKKigo6uroUStUvkcvlZqRniEQisfMZYd3AxdUEDQ2N5BXkuVzuu7dvHR2dWGzWTzwdQPPRzt3dyckJzDCg+RAIBNeuXJ44aRKYZMCvzO+knsbGxc2cOg1BEPGzGSdxeTwcwyZNmTJ6zBjK13uF5+TkBL940aFDRzX1b1clhUKh34OHRsZGtnZ2JBJJJBKtWLbM3cNj8tQppF+PosKiRwH+nh06aGtrk0ik9LT0WdOnL1i8qHOXLrWF/71w4W342zPnz5F+H5KTkubOnrNy9Sp3D49v7iT248ePHz5079mzqfICxn78eHD//iXLlxEfjx05evm/Sxoa6hAEYTheUlJsY2O7cvUqSysrEon0ISZm+pSpOI7TGXQiPALHSRQyedPWLe3c3alU6uNHjxITEkePHdMkYwP8asAwzP7FXq4Av3hiqW+wbooTS4FQJ8Cvze+knmIoiuH4+EmTPNt7kHASj8e7dfPmwQP7ra2t3Nq1+9reMtLT9+zabWVl/T3qKYIgRw4f9vX1JdRTKpW6aMkSJWUl0i9JQUHBjm3bTUxNCfUUx3GhUFifcN9+/epUW39lYBgWCoXfWeDkbVj4iRPHu3h7N4l6iiDI+XPnzczNpMu1AoHAyNho4+ZNDCYTx7CcnJxNGzbu2rHzwKGDNDodwzAERafPnOHi4vIpeheCjCRmbCqV2q179x1bt3m09wQphwCAPw8IggoLChAEabyG2vCdvL6jNGteVQDg71JPCf3D0NDQwsKS+KiqphbgHxDz4YNbu3YikSj4RbCmpkZSUlJBfsHQ4cMI9SI6KirAP6CkuNje0cHL21tBQYFEIhUXFT959FggENy7e1dBUUFfX59EInHKOU8eP34bHi4nL+/dtWuN8tbv3r598vhJaWmps4uzl7c3k8lERKIAP/+ysrLwt+FhoaGtnZ1JJFJFBYfJYhJ6ydMnT5WUFJ1dXIge3r97X1hY0KFjR2Il993bd08fPy4rK3NwdPDu2rUBk0lhQUGAv//HDx/V1NW69+hh3qKFdFN+Xr6/38OYmBgFeQWP9u3buLlSKOJSeEKhMDjohY6u7scPMRxOxdDhw7iVlY8CAkQiUYC/v5qamrEknyKZTC4pLrn033/RUVE2trZdu3VTUqrSrXl8viSZiJiy0tLQkFBDI8OQkJC4j7E2drbeXbtKJUkkUkJ8woP794qKitp36KCoqIggiIura513wOKiokcBAdHR0SoqKj19fGTPJTk5+eGDB9mZWZZWll27dVPX0CDa01JTk5KSdHR0HwUEFBUWunt6eHh6Sgs8crncAH//sNBQQ0NDE1NTCpks7TA0JARB0DZubSAI4vP5gc+fm5qZmUpW2MWzWlgY4B/wISZGTU3Vp3cvU1Ox+piclBwaGlpZWXnrxk2fXj5KyspEEsoAf//oqChVFVXv7t2sJGZOYpJfvgjW1NJMSkwqLCwcNnw4jV41KimxH2NDQ0K2bN8mOxtsNtu6ZUviFKysrT/EfPj3/Hkuj0ej04mL3Nzc3MbWts6LwdHJSUlZ6eb1G/MWzK/vggEAAL8pZDI58OlTBEGmNHoJLi8v99/zF9p7fLWNppEwWSxtHR3gfgr4LUOjMAzjcrmVn8Plcvk8Xs1WSXtTFfDNyc4R8AWE66SAzz+4f9/c2bN37diZnpaGYWLL07MnT6dNnhITE0OmkA/s3bdm5ary8nKxvlVW9uFDDJ/Hi4h4n5+XJ1ErK9asWrVtyxYenxcdFTVj2tSXL19KD3Tn1u3pU6fGxX6sqOCsW7362NGjmISYmGhOeXlKcnJ8XJx4cR9Bdm3f8fDefeL19PbNm5s2bCCOyOPxtm3ZfO/OHeJHfu/u3RlTp0ZEvOfyeNu3bt+1c2d9aUTy8/IWLlhw9MhRESIKfP58zsxZsR+rynOXlpYuXbzo8n+XtLW0i4qK5s2efe/OXWITl8vdvXPnvNmz9+3Zm5mRQZxgTHQ0ny+IiozKzsqWqEGQSCQ6duRIgJ8fiiD7du/Zu3u3SFgVoXn75s3dO3cRf+fm5q5euXLW9BnPnz7jC/jbtmzdt2ePNJYz9uPHWTNmPH70WCQSnTh2fMa06RfOna/zbbu4uGjJ4iVHDx9BEOTxo8dzZs6SFnKMioycOmlycFAQg8m8eOHfebPn5OXmEpvehocvmDtvycKFiQnxeXm5C+cvuH3zFrFJKBTu3b174/r13Eru2/C3e3buqqishKGqq/rCufOnTp4kRlJWVrZty5bgoCBiU2FBweIFC/85fhxDUX8//7kzZ6ckJ5NIpOzsrOSkJG4F9214OIfDIXZcsXTZ8SNHKGTKu/fvZkydGvzihXSS9+/bt2D+/J07tqemJNe5WBYc/EJOTq5mpIuMqorjeFZmJpvNJsso1jweTySD7LVBpVLbtG0b9Px5WVlZnRcMAAD4rSEeLl8lX1lZ2XxZSfUNDHr17gNSSQB+S+tpdnb29i1bCgoKyeQqzQCCIJFQVFBQqKmlAcNkaUZfDMPZbNbiZcukRqyvAIJQFH1w715aaiqGoiUlJffv3dPW0fbw8BRvhGEcJ9Fp9MPHjhkaGMJkuKy09OD+/R6enms3rKdQKH379Z88YYK/n9+AgQONTYynTp++fOmyRYuXEFbSAH//kJA3R44ds7UXL9MvW7zk1ImTLi4uFAolPz//6OHDPj69Fi9bRibD586evXn9xrDhw9XV1afPnBnyJqRHjx7DRowQjxDH6XQ6hSq2X5LJ5L79+i5ZtDgxPt6pdev4uPjU1LQp06aRyeSC/PzDBw/17d9/waKFYg3mRfCq5cu7de/h7CK2v8qC4/jlS5fzc/Mu/HdRV1dXKBROnTTp3/Pn16xfB8Nwfn4+mUzetXePmbk5iUSaMmnS8+fPffv2FaueEITjOIvNPnriuI6uLgzDOrq602fOjIqMnD13Ths3N2JCeXx+Gze3NevX0en0M6dPn/7nn8lTp2ppaRFqEF1izJMosmQURR2cHNeuX0+j0Q4dPHj10uXJU6dqampiGHbu7Dk2i3X81D/KyspJiYmjR46S1bRkuXHtRmJ8/OFjRy0sLfPz82dNnxEUGGhmZoYgyKGDB/V09fYdPMCWY6enpU0YN+6/fy/OnjdXMpMUkUg0YPCgESNHYhg2ZeKkRwEBvn37UKnUmOjoG9eur1i9qrevL4IgWzZtvvzff1URRSQSjUaTKnYQBDEYDGkE0tUrV9JSUo+eOGZqbp6bmztz2vTg4GBjExN3D4+0lNRz586uWL1SRUWVRCLdvHHjw4cPh44ctrK2RkSiRQsWHty/397BQU5ODoIgGIYpZPKps2cN9PXhWmeN4/i78LeGhoZsNlvaCENQdlbW0cOHaTQ6giAfP3x4+vTJjFmziHAuCIJQBFm/Zu2uHTsJeQRBWjm3XrtuLYPBrKqBaWFxsiA/Iz1dsR4LKwAA+KtoVtMmhUJhMJkk6Y0VAPiN1FN1dfUZs2eLhEKpWQiGoF07dhoYGY0cPYoMw59e7HCcTCbr6Oh8w1Egsfup2GCZn5+H4TiFTPHu1nXwkME6uuLecByHIKh9hw7GxsaEfFJycn5+/vRZswilxNraqqWNzauXLwcMHCj9PUt/1aEhIYqKigmJCampKRAMYzgeFxebl5enq6sbHxdfVlbW2asLoXz369+/tbMz4STQ8E3B3tFRQ1Pj5cuXTq1bBwY+19HRtrMXq8KpKam5OTlUKvXu7ds4jnM4nEouN+L9u9rqqUAgeP/unYKi4vt378JDQ8lkMoVMff/+PYfDUVRUNDU1Xb9pU1JS0utXr7Ozs6IiItu0JfRO8WzAZLhT5056Er+Fqgn8/JQxDGMyme4eHoQaqqkp1kqJxAg1wHGxpIdH1ZK6kaEhTsKFEsmKior4+LhWzs7KknVwUzMzewf7OkueiESi8LAwq5bWFpZi3wwNDY2t27cRqnxebm5CfMLYcWPZcmI1zsDQsI2bW2hoiFAgoNHpKIaqa2i4tW1b5d1hZBgfF4+iKJVKTYiPZ7KYhFsFhULp0KHD/Xv3cInhvAEEAsHb8Lc2djamErVeS0tr+84dUl1cdq5EIlFYSKi1tbWltbX4EFRqtx7dV61YmZ2V1cLCgnjn8mzfwcjIqM4D8fn8woICe0cHWcMDBMOlJSXBL14Qr23y8gpr163r4eNT9b3gOAzDHTt3srS0JCwoKIbpikP7xRNFoKCoSMJJ+fn5DZ/mX0t2VlZJSSmGV9ufJF+Tnp6usooKgiBpqaka9WSr+KpDQBCsrSP24W4SKioqcnNz9fX1a1yHDcPj8bIys7R1tGXff76fwsJCDodjYGBQ33sm4JeqGvVNh8B+qfEAAM2lntLpdHPJk15KaEhIaWnp5q1bmjDFEo7jVBp11py53Xt0lzRAUmMtAQxBss5/lRUVOI7Ly1f5dMIwrKCgUFlRKe1N9t+c8vLCwiK/hw/FmgQuVk88PduTJVoFh1OOk3BpriI2my31Pmz4R6uqqurh2f71q9dDhg579fJlx06dCX/N8vJyPp8fEvImLi4WxzASBLVq3UpXV7d2DyKRiMPh5OXm3rt7F8MwiATBFLiNWxti/TozI3PZ4sXFJSWmpqbaOjpSZ03iiQxBMI322aNO9pQJyDBMZ9Bld6pn5sXGYKmkpADzJx0XRVAm81MUkbKSstRptda5lOvq6klbDKu1Oh6Ph6KIvETjJ5CXV+Dx+CIEIdwxaTQajVr1zcIwLNWwhSKEQqVKbaIKSoo0Gq2+iFTpiROzqqmpKd1kVP1KU0MYRVFuZaW6hoZ0XuTk5HAM4/H4VVNBIjE+TWBNUBQVIQi1euTSRksrq2MnTxIqhezpVH0HMOzl7e3hKV4TqBtxyD9IlF03OI7v2bX73t27yirKMl8ltHDxoj59+xYXF0+fMnXhksXfE/aH4/i+PXupNNr6jRtITcT7d+/WrVl74NBB8WtPo0lMSJwza9aGjRvd2olf3pqKy/9dev7s2dHjx4koz9CQkMLCwm7duwPvwx8DlUpt1qmmUqntO3RSVPxFQ3gBgGYMjeLxePv37hs4aFBzpP8kS6hvq6zupampRaaQ09LSWrVuLbaZiYTp6en2Dg6y8oRmA0GQgqKieQvzQ0eOEJ1nZWYlJiSoqIqXd5WUlTEUKywoJHaJjoq6c+v25GlTVVRUiCM2MJ72HdoHPn9+/fpVTnl5h44diEZFJUUWizV7zhwXV1eih6DAQKmuJguNRpNXkNfT09u5ZzfREh8fX1RQQKS9vHXzZmFR4ZGjR40lnhKzps+ooS7XqT1LlbkGZOqkTkkWi6WlpZmZkSltKSoqqtMCRKVSlZSU8wsKpL0dOXTY0NCwh09PVTU1Fku8pi/dlJ6Wpq6uzhSvKDV0dF1dHT6XV1JSoiFRzUuKiwV8gfTOjuM4hmFkivjb4XK5pSWlxCYajaqopJhfUGV9xDDs8IGDZi3Mu3brJjXDE7NEo9G0dLTT09IRBCFa0tPSaHS6iqpKYyaQRqOxWCzCzCwL0X9DpqkGn018Ho+Ek+S+z/73B8Pn8y0sLVeuWS0bJ6erJ34vUlJS2rhlc+23ka9F7HjdpAoEhmFCofBrrZXGJsZbt28jfHuakF6+vdq5u8tVv9g/8g94H/G+e48eTXsUQJ2gKNrO0xMRIc1XqIlKpbq1c1dQaEqLOwDwe6inly9dYjCYvX19f7DPeI01CBNTExcX1zOnz5iamqpraNy5dSsrK2vpsqr0kzAMi4TChPg4I2MjNpvt5e29eMHCy/9d6tS5U3Fx8Yb167U0tdp5uEu8AqyNTUzOnz2rb2gAkUi7duwUiYTEMjck6SctLa2woEBNXb32GOzt7bW0tA4fONS+Y0diUZtEIpm3aGHeosU/J06qqakxGIzbt25dvXJ1z769tc+ITqd37tLl0P4Dfg8fOjo6ZmRkrF212rN9e1eJ8ygivochQpEoP7/gReDzF0FBrm5t+Hw+kbKg9ooMDEGISJSYmGhhaUksbsrK1JBv4KPs3zQarYuX957du/0f+tnZ27169Sr4xQsvb+/a50KlUjt36bJ1y+ab12+0cWvzMvjl6X/+WbNurdjgqqzs5e117eo1RycnUzOzoMCg0JCQVWvXEmviDYzEzt5eS1v7n+PHp8+axeVyz505U1HJgapDo9TU1UJDQiLfR6iqql44dy43N5fokEYTz+ruHTvv3L7t7OwcFBh09syZDZs3EXuRyWQOpyIhPsHWzo5Go/Xo2XPxgoVnT5/u1qNHXm7uubPnOnXuTGTm+uKyF41GMzY2zsrKQsRWXorsLg3shaJoxLv30gAvYpcWLSw0NKus44UFBXQGQ0/GDg2ogZKSkqOjY+1pwTCsvJyDiKo8ktPT0hITE3V1df39/UuKi9u2a9e+Q3uptbu8vPzxo0dvw8PJMLlNWzdPT09W9Rq6eAGhfvU0PS3t4YMHaWnpBgb63Xr0MKyubREfH5+elubu4cFgMHAcfxkczGQynVq1IraSyeTUlJQAP/+83DyXNq6dvbpI01MQ5tXHjx6VlZW1bu3cxduLxRK/oCIIUl5WLnWwjoyI5HIraTTai6Cg/gMGEBp5Vmamv59/UlKigYFhr969tCWOVRiGBQUGKikr20vcjUpLS1+/fOng6KSlLfbw4fP4FRUcTHKJRryP+PjxY0F+wZ1btzt16cxmszEUffXq9YvAQC6X28q5dRevqsEAmgQcxzU0NRER0vjoKBzH64usbSjvaaMNE4ST/Vf1DwD8iuppWlrajWvX165fJ7Nq3HQJq9nsGsY/KRAEMZlM2Rs6hUKZM2/u2tVr5syazWKz+Fze/AULHJyqHlpGRka6errbt21TVVPz8PRs5+4+fuLEI4cOXfz3Qnk5x9DQYObsKqdVRUXFxUuXrF29ZsrESTiOycvJr92wnljrZ7PZzi7OV/67pKauNnP27NpjYLJYnh3av371qotXF+nIFRUVly5bum7N2kkTJjIY9ApOxYxZs1ra2NR5Xr59+qSlpq5fu05VVbWoqNDZ2WXshPHEzaJXb9+gwKBZ02fIycvr6Or49PJ5/Ojx82fPunbrVnskYidLHW0LK8v9e/cqKSp169EdJsMsFks6KgqFwmKxpA9dGo0mcYevmvkGJHv59k5JSdmwfp2igiKFQtHQ1KyxYC2lW4/uyclJO3fsUFJSKi4qGjJsaKfqNdYx48cXFBQuX7JUXkGBU84ZPXZMF6+qTVQqVfZwdDqdUe1LoKqqunjJknVr104aNx6CYWMTE2NjExiukuzdp8+rl6/mzJqtIC9vbGLs4Ogovcn69OqVkpS8bctWJSWlkuLiESNHtm/fnthk1bIlGYY3btiwfccOUzMzt7Ztp0yb9s/Jk9evXedwOE5OjtNnTJca3WtPcg3c2rU9sG9/QUGB1E+RTqczmcz6lBsyhcJkME4cOy5rSMMwbP3GjT69exEfY6JjzMzMpCoyoDYIinK5XKrEs1ni7wtRyOKvrKysbPWKFctXrerarSuJRAoPD1+7apWxiYmBoaFAIFg0f8GyFcsHDBpEPL+3bdn68sWL7j16VHK5a1atGj5ixMzZs78425mZmYsXLiKTybZ2to/8A+7du3f4yBFCU3z25Mn1a9fs7O0ZDAaGYSePHVPX1CTUUwiCOOXlu3buMjUzJeGkVStWJKckT502jbhi7965s2XjJitrazl5uXWrVyclJc6ZNw+CoNSU1BXLlm3bsdPdU/wife/uXXGmPHl5ZRUVwjqQkpIyb/YcDEVtbG3/u3gx+EXQjl271DU0EAQ5sG+/rZ0doZ5mZ2VtWLd+7Yb1hHp67+69p0+enD53lqasnJqSkpmZWVZa+u7t23Ye7mw2+8GDBzu2bXd2cWYyWdu2bImJjlm4aCHhRA74KUVN5eTk27i1lV0raFq4lZW5uXnA/RTwo8GbFAzDlixctG3zZrwZEDsCcrnEa1+dh+bxeEKhsEY7giBxsXEhb94UFRXV2MThcNJSU/k8nrQlV1JKKjoqSiQUV5WUhcfjvX/3LiwsTJzCQwahUJiRnl5SUiIVqzEGFEUrKysxDKvd4bu37169fFlQUPDFc09LS3sRGBQXF4eiqGx7BafibVh4ZESEQCDAMCwpMYkYSX2zUVlZmZaWxuVya88ngiBEzi/peUlnpmHJzIyM9LS09PR08SQXFk4YO27lihW1z1dKRkbGy+DgtNS02puSk5Nfv3qVm5Mj2ygSiWQPJxAI+Dy+rEB5eXl4aFhSUhKCIHw+X/YK4XA44WFh0VHRIqFQIBAQxUKlpKenvwwOTk+rOZKiwsLMjKrKogSFBQVvXr9JiBeHZEkb65tkWQoLCwf3H3Dpv/+kLQKBgMfj1Tc/xNVSwamJ9IIsKy0d3H/glctXGjjo3wyGYXNnzbZqYeHduUvXLl5du3h1at9h/bp1CCq+KvLy8rw6dgrwDyCEb9+6ZWlm/u/5C8QFP3nixEnjJxBTXVRUNGPK1MBnzwnJLZs29e/TVyAQEIeYP2fukkWL6xzAndu3Pdq2zUhPx3E8Pz9/2ZKlYaGhxKaTx4/7+vjk5+cTP6LJEyasWLaM2BT4PNDGynrfnj3EhXHm1CnPdu3iYmOJS6i7l/eGdeuITefOnu3b25foJOJ9REcPz+AXwUQn27ZsdWhp8/DBA+LSRVF05bLlfXv3zssT6xYfP3zs7t31kb8/cREOHzJ004aNxI4fP3zo3L7D0ydPiI8H9u0f2K9/SXHVPW3zho3Dhgwh+sQwbMbUqbNnzCQ2PXn8eO3q1WWlpc3zZf6NpKSk7N69Z/u2HfHx8Y3cZd+evdu27Qh986aR8k+fPNmxfdfJEycaKT9u9BgtNfWoyMhGygMATUITW0+DXwTHx8UfPn6U1AzAMCzrjFgDInNQ7XYymdzC4lPud1nkJMi2aGppaUrSKtWGwWDU8FsloFKpstHxtcdAmB7r7NDBsY4O68RAQu12thzbsdWnCt0mpiYNzwaLxZL2U2M+yWSy7Eex5anaItKwpN/Dh7dv3V6/caOtnd3DBw9iYz/2HziggaVPPQl1bjKWUKORIkH6sba1Ul5e3qn1pxVS2U1ycnLSxdPa6Euo3U74HMuiqqZW25G6vkn+bEdV1f6DBj72D+jeowfhUNGwtbW+q0XKkydP5BTkpKZlQG0wSa6DYcOHkcUWU7GWZmRsIg3mkwXHcDU1tbbu7ap+yHr6SUmJCCqiUCnKysprN6xPTU3979+L+fl5z54+E0fFNWI9VEdXFyJBC+bNb+fezsOz/dr16+pb8PlsJDimqKjYvmNH4ofj1s792JGjKSkpLSwsEhMSikuKO3XpTGzq269f69bOdWYeQBHU0tq6nbs7ccSysrLo6Ci3tm0Jz2wLC4u9+/dLI8a+Fukv2tzC4tzpM3NmzWrbtl0793YdO3X6tg4BTVjUtFlNm6BqFOCn0JTqaQWHc/jQoTHjxhJ3Q8BfQk8fnw8xMfPmzCbD4qi10WPGeHl5/exB/UL06t07OTHx48ePLtX1w74ZHo8XGxs7ZuxY2ZJdgBpgGKavrz967NgvzgxOwsU5IWRew6RabHl5+drVa6KjoszMzXV0dbW0NCu53MZMtZOT096DB/678O+zp8/Onz1naGS0fuNGC8s64vE/96gmMZhMhWqlk06jwWQyUSODUy52p2azP2UOsbSq8mKvCYTT6DSpHsnn87lcnrx8VUIMCIbMW5h/s35DCEAQNH3GDC1NzcePHv9z8uTWLVv6DxgwZ95c4H7aVMAw/DEmBkGQvn2bPnhDytdmBgBJGwC/t3r677//Kikq9PDp2YR9An59NLW0tmzfnpKczOPx1DU0gE9kDRgMxozZs5ukUhqVSp00eTKRYhbQABgmTrwl1TsbppZmJn5yBz57Fh4evmPXTqKGxe6duySpar9s0woNCREIhFu2b+Pz+ZHvI1YsW3b92rWly8URmTgurktCdIKiaH5+AVECg3j887hcaSWwvLxcHMcJT1BlFWUUQYqLiohNUVFRd2/fmTR5sqqaasPnwmIy2Wx2fn6eNNHegf0HOnbq5OIqfk0SL55VX5OlpaWV4nJr9eSVk+hMhEWWW1n57OlTd0/PQUOG5Ofn37tz99DBA95dvYncw4DvB4bhyPfvEQQhN8Lo/s0QrhrN1z8A8P00WTheSnLy7Zs3Z8yaBTI5/4VQKBTzFi3s7O2BblonbDb7O/PAS+dZRUUFWDIahvBbaszWGpKyHxEEQRFEJEKKi4qfP3129/YtgYBPFChu+BBRkVHLly598/o1j8tlMpkUKlWt2ldETU0tJzv7zes3OTk5l/77L/bjR2mWCQiCSktKTp44kZSYlJqScvLECXNzMyLXh4WlpamZ2fmz55KTk1OSU3bv3BkVFSXNNNxAtg1FJaX2HTo8efToRWBgTnb2mdOnb9y4TpdkhiaTySoqyuFhYSnJKcnJyRf//besrAyqVr5r9APDcHFRcVJiEoqiGI7/+++/WzZuSktLI5PJNBpVTk5eaqAF/IDkid8Pj8c7ffJEbk5O8x0CAPh+muz97PDBg527dLGSFNcBAACAnwWDwRCKhHVugiBINgdFHUkhxM7EYs3Ms0OH+3fvrVq+XFVNTUFB3qtr19s3b12/em3i5EliSQajPtOsj2+vyPfvF86br6auXlZaamNr22/gAGKTh6eHU6tWm9avV1FV1dTUbOPmRqVVdUImw4ZGRtyKyulTp+IYJq8gv3b9euKVRk5ObsnyZRvWrps8fgIJguTY7DXr1hEprghPZakqI0lq8VlSiNFjx2RmZixfukxeXr68vHz2nDk2kkK4ZDJ58NBha1evnjRhApvFMmth3sLCQjZrh2xyCUcnx2tXr27euHHztq3q6upTp07dsH7D5AkTGAxmWVnZ+AkTxNkGAD+Vr/JVxXG8pKS48bmoMAz72sRVAMD3I67M/v29+Pv5nTx24vipk0SpTwAAAPhZiAvz4qQ6E9vhOM7n82k0GqHSIWL7qIjBYBCqGJGEQVpUQiAQJMTHCwXCFpYWcnJy6WnpDAaDyD4rLrUAQfVFuWEYlpKSkpuTo62jY2hoJFvcTiQSxcfFCQQCSysrGo2GYRjRCYqiCILAMBz78SOCIBaWljW8Ofl8fuzHjxiGWVpZSTdhGCYQCKSnIx4/htHo9M/qkOF4clJyfkG+iYmJbKU0cRmLkpKE+HgVFRUTU1ORSCQtFSESiVAUpcv0k5+Xh2EYkTNO7CdQWRkfFy8UCkzNzNSaofbK30xmZubQgYMQBLl07Wqd4bC12bt7T0lZec/uXZ0ldV6+yP179yaMHTd56pTVa8Vpp7/IrOkzXr9+ferM6fqyHwIAv6j1tILDOXn8+Jjx44BuCgAAfjoNlK0nUtU2MikEnU4nbI0EBoafdAWi1m59wDBsKqH2JiqVWuczXrqea2tnV2efkkQfNQsN1EipUae6DEGQqZlpnQZOZWVlonBdjUmjSpCV1Phcr2Wz2Y7VCaQBTQyOKyopibPjNdpbvaio6Ob1G126NFcKBT0DAx8NLRhuRn8DAKBZ1NPTp0/r6Oh6dxWnuQYAAAAAAPBtICjaycuLKAfYyF2EQkF2dlbj1dlvAIRRAX6/0Kj4uLgAP79pM2eAiCgAAAAAAH5waBQEQc3//AVh/oDfSj1FUXT/3n3duvcwN683nR4AAAAAAIAmST3RJBDV78A3Avhj1VN/f/+CgvxhI4Y33XgAAAAAAPh7gSQ0X/9kMtnM3JzJbKg6HQDwe/ueKikqzl2wQFFRsenGAwAAAADA3wuKoCiKNl//dDq9b/8BKipKv5LzAADQpNZTt7ZtXRuXyQIAAAAAAEDDkMnk4KDA4KDARtY8I5wBkEbHURF8VRh+WWnJxw8xwBkA8LtWjQIAAAAAAPA9QBCUm5OTm5PT+Ez7LBbb1t7hqwycX6VrZmdlP/L3w7BmNOh+LRiG8fl8HpfH4/G4XK5QWHcZjp+LSCT6NQdWGxzHBQJBfcUXhEKh6Cvff5qEZqzqCwAAAAAA4Ksgk8lfpT6qqKj49utHa7S19Q/g44ePu3bs4HA41Uo8rqdvMG78eOuW31K3ksvlFhYWamlp1VdoozGgKJqTnS2voCB1dzx6+AiPy527YL5scuVfBB6Pl5eXp6WlJamTJy60sWnd+naeHj19fGpICgSCbVu26OnqjZ0w/gcPElhPAQAAANBkvA0PP7h/f9DzQNlGBEFu3bh59PCR1JSUL/ZQWVl55dKl6Kion/utIDI+oDiOP3n8OMDfn/TrgeP4TzFufREMRe/duXvj2vXXr19zKyubsOeSkpK34eEmpiZdu3X17iYulxUZGblg7ty0tLRv6C08LGzKhIlpqd+yr5Sy0tKZ06ffv3tP2qKmrqauodGsUW7fTOzH2HGjRicmJBAfURR9+/ZtVlZWbUkIgjQ1NZVVlEk/nF9OqQcAAADA70tQYOC61Ws6dupka2+npFQVf5OZkbF+7dr8/HxDQwMjY+OGe+ByudevXuvTH5et2vWDwTH80P79LDZ7wqSJhAp468ZNPp/v5e3d3IfGJJB+fyAYVlBUyM7KfhcefvvmTTNz8/4DBjRJLDUEQSw226dXL3cPD6KlQ4cOkydOCg8NMzQ0lCiLZVQaVSgQJiYl2tjYEDZCoVAQGRHJ4XCsW7aUFvhFECQvL6+ysjInJ9vQyFBqQC0rLYuKioQgyM7OTv7zau18Hi8qKrqigmNja6uurk5cHvn5+RxORWFBQQWHIycvTyKR+vTti+M4mUzGMKyoqIjJZMrJyRE9VFZW8vl8FRUVQnlFUTQuNjYnO8fY1MTExKThc09LTU1MTNTU1LRu2bKGB0hSUlJifLySsrKdnR1TpvRxSUmJgoJCTk5OeWlZS1sbDMPy8/O4XG5ubq55ixZExTiahPz8/JjoaF1d3RYWFsTuVCp15KhR0gOJRCIOh6OgoJCakpKRkWFhYaGjqys7hoqKisiICDIM2zs48CUll2vUZ248QD0FAAAAQJNBJlN09fVycnM/xMS0bdeOaHz96hUEQRoaGtDnD1ShUFRcXMRms+UlT3QCNTW1s/9eINdyviwvK8NxkqLSl/WbsrIyBEFUVVVrbyotLREIhBrq6jVGUnWI8nIGnUGj00gQKSY6WrFavSae08QfJSUlVCpVqmo0LTiGmVtaoiIERZrR15NKpf4Aqx4EQR6ensTfpaWlTx8/3rB27fhJkywtLZukf9n8Bmw2m0ImI0iVFXnj+g3lnLLCggIEQU/88w+DwUhMSFi9cmVBfgFbjl1aUjpl+vSBgwbCMBwTFX300OG8/PyN69dv2LTJ2cWFRCI9evRo66bNMARhOMZgMDds2mTvYE/0HBURuWb1ag6nnESCUBRZvXadZ3vPysrKvbv3ZKSnXzh/jsFkTJw8WTyGdesrKyu379yJoMii+QtUVFW2bNtGpVIFAsGSRYvoNPrWHdvJZHJBfsG6NWvevg1XVVEtKCgYOWb0pEmTKdQ6dDMej7d3z57bN26qqakVFRV6tO+wfMUKeQXxD0cg4O/bvffB/Qc6ujrFxcV0Om3Tli1W1mJXh+Li4hlTpuoZ6IeFhLq1bbtp65akxKQD+/YXFRVt37qNTKZ07NRRvJJOhp8+fnz39h2RUFhYVNh/QP+Zs+dQqVQ+nz939hwTE5NFS5eIKzHFxi1ZvNjY2Dg9LU0gFFZwOAsWL/L17UOSXE0fYmKWL11WWlIiJyenZ6CflZE5ZNjQYSNGfNv3C9RTAAAAADQZOIbp6Oiqqqq+CAoi1FOhUPjq5UtbO7u0tDRZu+DD+/cv/nuxvKyMQqV6tm8/dtxYwuxUXla2f+8+dw+PDpIH5/Vr19JS0pgsxpPHT0QiUecuXcZNGF+fSaaoqOjYkaOhb96gGGZrazt91kxtbW3ppkMHDka8f48iiLqG+tgJE9zc3IhN9+7cjf34UUlFJcDPb8WqVTa2NieOHX/77i2VStu5fcecuXNhMgzDcEVFxc7tO14GB8Mw3Mu394gRI+CmzriEYphTq1aICEHQuuNUvh+hQHDn1s2u3RprBsZx/PsTXSkpKfXt37+FhcWpkyfnzJ2rraPznR3iGJaelpYQH4+iaGFR0dlTp8lkcksbG2KrUCQMDnoxbcaMDh07Kikr8fn8Hdu2wxB8+NgxJWXFa1eu7t21y8KihYOjo4WV5YRJkw4dOLB46VLCWp+Wmrpt0+YOHTqMnTAeRdHtW7Ye2Ldv38EDTCaTw+Fs27JFWVl5x66dFApl+9athw4caNW6FZvFmj5zRmJiQk+fXv0HDqwag1AoEAgwHKPT6W7t2p4/ezYvL09PTy89Le3923cLlywmk8koih49cjglJWX/wYOGhoaBgYH79+x1dHB0a9e29infuXXrwb17K1evcnF1TUpKWrFs+Y0bN0aNHiVerI+NvXfv3pJly7y8uuTk5s6YMvXmjRuEegpBUHFxcUFBwbwF8x2dnCAIMjI2mjJt2vo1a+bOn+fi4kzIiESitLT0DZs2Wlha3r5568TxY7379DUzMyPcT2VjvDIzMpSUlbfu2C6voLBpw8Yzp0536eLFlmNzudx9e/aw2eztO3cymcyzZ888Dnj0PVcO8D0FAAAAQJOBk3Amg+Hu4RHyJqS8rIxEIiUnJaWlpbV1bydbFz4mOnrd6jW2drbrN20cOGjgubNn79y+Q2zi8/kvgoJSU1OJj0mJSQf374t4HzF23Fgvb6/jR48+fPCgzkMLBIL1a9Y+f/Z0yLCh48aPj4qO2rpxE/FkxXH84P79LwKDpk2fvnLNahqdvmn9+ry8PGLHlJSUkydOBDx82LZdW3UN8XJtS5uWWppaenp64ic6LDYNwTD88mVwbk7OpMmT2rRpc+jAgZcvXzbHdSP2eP3Kh/pXmUIRFI14/66ioqKR8soqynZ2DhDUBNpCSxubjp063bp58zv7gWGYz+fv27tv0vgJkydOWr54SW5OzpLly6TqKYogLq6uEydPtrK2olAo8XFxH2JiRo0dY2pmqqqqNnT4cA1NTX8/sScxg8HQ1tGm0WgGBoZMJpNEIr16+YrP5/fs1YtCJtNptE6dOyUmJCQnJxMXbUpKythx44xNTPQNDObOn9/btzfhxqCrq0un0zU0NFRUVGqXV+jQoSOGYm/Dw0kk0ougF/IKCm5txQpofn7+82fPu3bvpq+vL0KQ1q2dlZSVg4KCap8yn88P8A+ws7Nr1bq1CEGMjI1tbW0Cnz0jLm8jQ6NDR444OzunpqVlpKdjGMbhcKr2xHEIgvr179e7Tx99AwNiHV9HR4dKperr67OliwA4ycfHx93DQ11d3bVNGzKZUlxUVPtEcBxnMplDhg61sLTU0dHx9PQsLy+v4IqvpaysrOjo6CHDhpqZm+nq6Y4cOVJbWxv7juJkwHoKAAAAgCYDx8XPsFatW925fTsqMrKdh8ebN2/k5OWtrVvKal1UCnXarJkDBg5kMBhGxsb/XbyYmZFBbIIgiE6nS+OdIQjS0dNdtHSxsbGJSCh89uTpxw8fSP371z50VGRkaGjo1u3bCJdENXW1lcuXx8fF2djaYhJjarfu3V0kubpzsnM2b9xYXlZG+CCSybCCgsKa9essrayIrtq2a2dkZKSgqNipcyepP6iJiemqtWvk5eWdXds8f/YsLi6OOFBlZeWRQ4e53EoMwyytrAYMHPgj89iL857WkxKoPigUSuM1Wh1dPVV1rcYnumqYVq1ahYWGlZWWyjpOfC0YhtEZjClTpzq7uoj9O2FYU1OrRviOqpoqLHmvIJFIebl5MAzrVJtsGQyGjrZ2dnaWbIlX6Rzm5OQUFhauXrlS8iXifL4AxTDiRSsnJ4dCoWhoaRCSxiYmxtWuokQn9b1XGBob2tnbvQgM7Nate1BgYDsPdzU1NcLngVNefvP69WdPnmAYDkGk7Owc4kKCP59wLpdbXFSUlZU1dfJkiSRUXFSkb2gglPh3kikUfz+/wOfPhUKhnBw7Lz/PgeJI7IjjOIVCUVEVH05KjVMmfGSVVasUaxzHYRiuM30EhuMMBkOp2sGGQqHAEESSCFZUVGAYJtXOFZWUVFRVcQyopwAAAAD4NUAQxMTU1NjE5Pmz5y5t2gQHBbVp46akpCj7wDMzN8svKNi+ZWtaejqnvDwuNtbdo8pPsQYYhunp6qmrSWJQxI89xfq0scSExAoO59/zF25cu06CSJzy8rzcvOSkJBtbWzKZ7O7hcf/+/X/PXygpKcnKypIdDIZhunp6hkZGn1pQQiP9ZO7FMMzIyIjwkYUhiEano9XDYDAYAwYOIFSTx48eb964cdz48TVCRpqvqGlhYeHNGzc8ParcfJscDMNEQmHjywQ0jIKCApPBKPk+9ZQwoJqYmlhL1q/rBJdA/C2voIDheGlpmfT6LCsrM9NsISsvnXOxcVFXd9uO7coqKuJzF4lKiosJNZROpyMoyufxCcmCgoL4uPjWzq2J6KIGzNh0Gr1Tly7nz517+uRJXl7ulGlTCUkqlUKmkEePGdOjZ08ERSEIKswvYMvL1X4ZECuCZHLHzp3nL1yAIAgEQWVlZRiKEl4ul/+7dPm/i0uWL3f38KDRaAvnza/xG6lT1/x+/2PZbuXlFWhUWnl5OfERRdGvrRZRA2A9BQAAAEBTguM4i8Vq267t7Zu3wkLDMjMyp0ybBkGQ7BPy/r17G9Zv6NChg6+vr4qqyu6du+qzPEHiuI1Pxkhc3FL3Y1UkEtHpdDsHexUVFQzFYDLcrXsPewcHIlhq1YqVKcnJ/QYMMDE1zcrKOnXyhOx4IIke1vB5ySgNnz3syWSyVLU1MTV98vjxnt17+g/o79qmTcMd1nmynHIOgiBio1TjEImEOdnZzRrsr6yifPXKFUVFRQzDy0pL0OoU/WQyWUFBiUyumhYURUtLSnBicnBxAJaCgiIEQwiCWFlbd+7SWVwflUKBYFiq2X8PjbcZW1haqKmpPnxw38XVhUqlhoWFxickjB47ltiK4ziGYWi1s6+tnd3pf/7Jzc21kIRwXbr4X4C/36atW+Xl5S0tLSlkclBgkK2dHY7jhw8efBsWfu7fC4R6imFYA0Nq27btv+fOHz50SEdXV5qSQlNTy8jIODIictiIERQKJTMzc/u2bX379TOSeVMikGOzrVtaR0VGwTCspaXF43K3bdmqr69HDDIhId7A0KhHz54UCiUuLu7jx4/unlU5DeqEMPQiTRp+p62tZWxiEuAf0LlLZyqV9ub1m/S0tO8xugP1FAAAAABNDIZh7dzdL5w7d/TwIQ1NTSsrq6QksfeeFLEjnb39lu3biJDkyspKqZbzzRgZG8Fk2M3NjVBJM9Iz/vv3grMk+CMlOTkyMmLDpk0dO4kX669euSISiiiUhpbgiRXPbxhGp86dTc3MThw7lhCfMHjokK+yO5IplMf+fgiCjBtfpTw1hqZaea+TwsICbW09iEzhVHArKiounj9bXFQEwTCOYUrKyoOHjVBSViIWo4uLi/45dgxDURIEoShqaGjUd8AAJpMlEgkLCwtFIiGNRieGin6fMo2iKI/Ha8BDVyAQSFf2xeq1svLM2bPXrFo9bsxYdXX1kDevfXr18uzQntiqqanJ5/NXLF22buMGG1tb1zauvn37LF28xM3NraKC8/59xPQZ04kEUiampmPHjz986GB0dLRIKPwQE7N0xXIi7RSTydTS0j5y6BCbxRo4ZLA0NEo6Bh1d3ZY2NocPHdp7YL80sE9eXn7q9GmrVqwYOXy4oaFRyJvXxsYmbdpWRezJApPJY8aOXTh//sihw+0dHWKiozEUHTtuHGEBbd++fYCf/+yZsxQVFTMzM1hMZnDQi4j3EfYO9jiO83m8GnqziooKlUpds3rVihWrXNqIHST4fL40ey6GYbLTKxsaVWMTgiA8Ho+wobLZ7MlTpyxfumzC2HFKysofYz7g33dlAvUUAAAAAE2GSCTi8/kYiunr6xsZG1+7cmXZihVMFgtBED6fL32w6evr37xx8/q1awwG85G/X0Z6elxsXF5urqaWlrjEIp8vfaCKRCKBQCBdRhQIBPVloXd0crK1tVu9ctXoMWMwHDt/9pyysrKyxBlOWUWFzWLfunGTTCbHxcbdvnWrvLz8/dv3Jiam4qes5BCyXUEwxGAyQ0Le+D/08+rqDUGQUEJjikCKfQ0NDRcvXXr+7LltW7ZMnDxZQ6PKW7ExIBJIzQmGYY0vTDVg4EBOeblEz4BwHHNxaSW11MIwzGSypIqg+J3Eza3KeiqxrTKZTAiCMQzV1tamUsUpRQl95TttvS1btty5e7eNTcv6BKbNmA6TxdkWpC0dO3XS0tJ6/uw5h1O+Zu06dw93IhmqxLZquWX7ttTUVCITGZ1OX7BokYuL69u3b/X09caMG+fapo10HXzEqJEtLFq8evmKBJEmT53S2ln88iNWzuTklixf9ub1a1NJtDuJRBo7fjyCILJvOJOmTvHw9HRxFeeukuLu4XHw8OHnT58VFRdNnjK1i7dXnQnRSBJX170HDjx+9CgjLd23T5/OXTpLbfZdvL3ZcvIhr18zmMxRo0exmKzHjx8TkV4KiorrNm7UNxQHRUkxMjbatnNHQnyCppbY95rNZq9et05Ht8o318jYaPvOnYQfNo1Gmzt/njSNmrGJ8dbt21u2rJp5dw93HV0dIr0xjuMurq77Dx18/vSpQCDs3bv3jm3b68yQ1UiAegoAAACAJsPK2looFFCoFDKZPGDgQBqN1rVbN3FqIWWlbt2761Z7ZI4ZN5ZTwbl44YKcnHzX7t0827e/eeNGUlKSppYWg8ns2LmziampNNxbTl6esEHCMNy2XTu1z+M8pMjJya3ftPHYkSMXzp8XJ1S3t58ybSrxZCX0xbNnzhzcf8DE1HTZiuV3bt2OjIjsN0AcYmVhZYUgqGzxSQiCBg0ZUnqkNCIionOXLjAZbu3sLFWLaXR6h44dWrT4zHmx9mCmTJsa4O+/c/v2AYMGOVfrMU3ue/q1QBCkpKREbXSlTRdJKtCm5TsX91XVVIlsnfXh4FgVGCSLlbU1kWupBhQKxbN9e8/2VcZUwpnYW1KPqrYwmUx2a9uWiLuvgYUE6Udbu5pFJfQlNH5gtdHV1R01enTtdgqF4uHp4SGzoD92/DjiDzqd3s7DvYY8mUxu4+bWpjqxGpVKbef+yXdZUVGxQ8cOUkmpCk5sklqdxePR09PV0yP+5vN427dtNzIynDp9OolE8nv4kMfnmTf4G2kY6Ktq+wIAAAAA0FRwysvpDAZRqocwNTWJZkZk1ZFN9U+AIAiXy1WoLgKEIMgPqIeelJj0z8kTtrZ2g4YM/uJaZ2Zm5rBBgxFE9N/VqwaSNEBfZOnixf+cOHn1xnVpDvyGefL48aNHTwwN9SdPmUL6GezeubOLl5etnd1POTqgmcAw8XrFkcOH7OzsqVRqZERE7z6+M2fPlhbi+lqA9RQAAAAAPwfZcpFNqCnWVkylh1BoniM2gKmZ6YpVq07988+2zVvGTRivUV1Os0G+wmPva9PmwzCsoaH5zUpDk/BnVG0FyALD8Kgxo+0d7F+J8wFDI0aPcnFx+Z63TaCeAgAAAADQjDCZzGnTpz+4f3/n9h3DR44wNDK6fet23359a1dGRVG0nacnIkLq86+tDYvFsrJu+VVRXETaS9JPAizZ/sHYOzgQgYnfD1BPAQAAAABodrr36GFmbn7h3Ln0tPSnT55ERUauXLWKqJkuBcdxHV1dRIQ03r6orKzi4+tLa6K8pADALwIoagoAAAAAwI/A3Nzc2NgkwF9cTvPKpUvr1q4tk5Qj+t6ips2ZWKrJqS4z9BNAESQpKamkpIT4WF7+f3t3ARVV2gYA+N7pBIbuUkBpFQMQEezu2rXW7m7s7u7uNVh1bQUDMegu6e5hGBgmb/xn5uLIIroGKu7/Pec//2Fuz53Z4zvv/b73rcpIT69XtKFBxJZ1W89/QmFhYV5eXlOY2INhWG5ubnFxMfQL+pW+0wAAAMAvQSwWqzva/zAYhhUXFys+L4b4KeRyeW5uDoVCIfpGXr961W/Z8oqKim89bhOIhL7sYr/tegvy8//y9/+K+yYQCObPmfv4wUPiZcibNzOmTcvLre2m+wnBQS/mzppdVFj04SqpVPL3zZvJScnqJQf27tu+Zev3rg72OeQy+Ya1604cO/Y5G0dGRNy/d68pXDYBPNwHAAAAGtnpU6d0tLVH/f47BEHFxcXPnz6tqalRNo7CcQ6X27tPn4/NXoqJioqOjlZlnmAMQ21s7bw6dapbYr0uDEUvXrhg16KFuj/TrRs3dXR0ho0Y3jQ/URqNtmDxYmdn5yOHD6ckJeMQdO/uXQxF12/aqKsq/E6U8vmWTuWfg0qlfmOFBBzHlfXYMUyZC63b34tEarDkPp1Ob8SJaFlZWXt373FyclZ3eP9MOI7L5XJ1crqNm9vmrVvV9T4/AUVRuVze4ABfmUx28MCBceP/aGmvLBQKQdCESRPr1Sn7WWh02ryFC9QVXj/t+dNnoW/eEGXgmoKff/sAAACA/5KIiIjgoKDN27YRLyMjInbt3GVqakomk1EU1Tcw8PHxbTA8xXH8ypUrQc+em5qZES0iu3aVdPTyUkU+9Uml0mdPnx7Yt2/ugoVEeEoikdzauu3asdOtnZuVlbJJehPEZrEGDBrU2cfn/Llzf17+My839969exKJZNuuHfr6BiQYTk9NVdbYIvX/TheAomhSYoKTk+O3HERcU7Nm9Zr8vDx1EAbDMIqhRYVFhoaGRHqYWI5hGJ1Onzl7tltbt8a4fKi8rOzZk6cymfTundujuL8ZGSuDS4lU+vzp09CQEBaL5e3j84k543XLyirk8qqqagytjadRFH398mVQUBCdzujRs0cFv8LCytLKyorYi0ymZGZm3Ln9d2lxiYdXx06dO9NpNLlc/vjhI1G1KCwkxNHRwbV1a+LRAaKozUGWlpbGRsdYWlk+f/a8oCC/dZs2Xbt1U3eNQhDk1cuXL4KCWExW9549ysvKrZtZq4vt1xUXGysWi3EcDwwIZDDo3Xv0qDsDSSaTBb948eb1azKZ7N3Zx92jA4mkjKRxHK+pFil/RagIBILI8HALS8s3b96kp6W5uLp2696dqGWRlJAYnxDPr6i4eeNG7z59WCwWiqERYREvnj+vqq5q4+bWtWtXzkd+Un4nIDwFAAAAGg2Kov7Xrjk4OFhb1waI+fn5rVu33rV3DxGeEpPNG9xXKpGUlZZOnTZ15O+/q9qgoxQKtcFmp6FvQo4cOhSfEF8pqKxbI8nV1VVPT8//mv/ipUua8oeqqaU1e+7cbt27nz516tbNW48fP1bMRXbu2c1iscJDQ1EE+aJ2O1+UCpXJZH9dv2Zo+AWNrD7EUNYimCGTydSnJpPJJ4+f0NTQnDVndt3wVHV5pH9kKJV7fH16uEJQkZycLBFLYqJjunbrZmRsLJfLd+/Y8fD+A28fn7zcvHmzZi9cvHjo8GH/eqioqKitmzafPHPG1k5ZPd7/2vUd27a1aevG5XJXr1qVnZHpt3o1EZ6SyeTy8rLt27ZZWVqRyWS/5SsWLFw48rdRCIIkxCeIakTp6Wnp6elEeHruzFmRSHTo6BEqlZqelrZk0UIzc3NTM3M6jbp65cqCvPzps5SF6yEIuvrnld27drVr15bFZq/yW5mVlbV23boGw9P79+79dd3f0sqyuY1NclLSrRs3d+ze7eGp7A6AYdihAwf+uu7fydtbJpMtWbhw6ozpRPV+hVxxYP9+SytLRydlj4CCvHy/FX7a2toWFhZcLnfzho3pqWmLli4hk8k5OTm5OblCoTAqMsrXtwuLxXryOHDzpk1ubdtqcLm7d+6MjY5ZsWrlF3Xo/UYgPAUAAAAaTWZGRkx0zHK/FerApaiw0MrKSiQSScRiI2MTBoP+sX2FVVU1Eom5pWVJcTGFSlW3mPqQobHR4KFDvLy9Tp04VXciEYVK9e3S5eSJ46PHjCbyak1Zi5Ytt+/c2adfv5PHjj8JCJg5ddqipUsYTIZUIv38g+C48ifBD364TyaT1W29CBnpGenp6dt37lB39fxObG3tpk6ftn7tumUrVtg7KJsthbwJuXXj5vZdO318fSEI2rd7z4njx9093NUNjT7xLhgMBtEroay09OyZM8NHjli8dCkMw/7Xrq9YupRa50eCVCodNmz42PHjYBheOG9+YEDAoCGDWSzW7HlzIiLCR476bejw2iElNBXibwqFIpPJu3TtNmfeXBiG1qxcHRgQOPaPP9hsVklxyfmzZ3/7/fcFixbCMHzl8p+rV66se8a6aDSaRCpdtGRp+w7tJWLJwgXzT5844dbWjUajRUZE/HXdf+mK5f0HDIAg6NTJk8ePHfPs2LGZ6gOi0+nqmJJEJqMI0r5D+5WrV1MolD27dt+/d3fytCna2jq9+vROTkqKCA9ftWY10Q314YMH9vYtd+7eBUFQl25dH95/IBaLNTU1oR8FTI0CAAAAGk1iYoJcLlfHLgqFoqioKCDg8ZSJkyZPnPjHmDFPAgI/tm+lQFBSVLR/794pkyaPHzN2wdx5ebm5DW5pYWHRf+DA7j17slgsHP/HYMeW9i2rhFVv3779VT5Ub2/vI8eO7ti9q7CwcNGCheXl5V9UxLSiovyva9dkP3VCGIIg+/bs6dKt6/eOTQlEbK2OsMNCQ0zNzNzcagcPdOnWVSqRJCe/n6v0OXJycmpqatw9PIjDdvBwNzYxQdXP/TFUT0/Po6MnsdbQyFAmkxGjAupdTD0YhnG53E7e3qoNYDNzMwzHFHJlrYDs7CyJVOrx7ozunh6GRkbqM9aDomjLli0dHZVDMpgspru7e35+fnl5uXIsTXgEj8fz8KztXOrj64tjeGJCQoMXw2KxO3p1IoZkWFha4Bgul/3jm6N+I3Z2dmGhYXNnz/nz0iVzc/MNmzf9yNgUhKcAAABAY8rJyWUymfUah7Zo2XK534ptO3Zo6+qs8vOLjY1tcF+JVMrj8Tp5e+/eu2fBwoXx8fHr1qytrq762LkUCsWH5Xu0tXXodHpuTg706+Bwub+PGXPrzu327dsrBwt+yb5SqTQzI/3n9mF6/OhxaWnp76NHf9bWGP7tE7PU/69MulcKORwOhVKbI2Sz2WQyWVwj/qJjKhQImUSi02tT+ww6ncPlvv924cqUM41K+9eL+ZByx3fJVBgmKScIvjsjiUyi0WtXMRgMDpfzsePgOK6lpUWl1b5HBpOJQzimypqLRNUMJlP9UILBYNBpNFG1qMHjUChkxrv3WHcYbr23A0HQpKlT/FavkkokF86dHzRgwJpVq2pqaqAfCDzcBwAAABqNqFpEo9Go72IFJpO5fuNGDodD/MNvZGQ0bvSYp4FPXFxcPtzXwcHh+MmTxBx2B0dHFEXXrlmTlprWuk2bz78AMpVMIpFEoob/eW7KDAwNFy1dEhcXi6H459eKgmH4504SFwgE586cmTxt6mdm17S0tIqKil2+ubWQ+l1bWinn+lSLqpks5VPpwqJCuUJhYPg5zWPfMzQyJJHJRUW1JUIlEkmVUFgvevtEDEqmfCrh3eCORkaGJJikLkoqEYurhVWfmNFVUVGBoCgRzBbmF2hoaGpqaUEQZGpq+lDwsIJfQTQhKystE9XUfKIcwSciYJhEIu6qTCYLDAh0c2s7aPDg8vLyh/cf7Nqxo3efPuoSGT8AeLgPAAAANBo6nYbjOPbugXtlZWVZaSkxvA+CIK6G8l9ViaThzFZJcUndDI2+gT4JhqXSf6+aXhciVygQ5DOL6TQ1CoWiV99+PXr3/rkP6z8fjuOnjp+wtLTs2rXrZ+7i08U3+EVQBZ//1SclkUhymSwt9a1ErPwi+fj6oih68vjx/Ly8t2/fHj9yzM7OjpgM1OAFq+Ozun+bmZm1atXq0sWLKSkpuTm5Z06fyc/PV4+yqLtlvZdEQJmdlaV+R/U2rpvYrrvKwtLS2dn54oWLqampOTk5Z06dLigo+Ni4DjKZEhMdffnixaLCwtCQkDt37nT29SHKX3h37syg048eOZyTk5ORkXH08GErK0vXVq0+duUNXgwxMlUgEKSnpRFDma9dubJp48bsrGwSiUSjUTlcrgZX+UgERdG7d+5cvXLl8/vufh0QngIAAACNxsjYWFxTQ8QNEATl5eZNnzqN6JMEQVBsTExBQYGTszPxUiQSxcbGCipqu/jcu3t39sxZRUXK4uc4jj9/9kxTS9PM3IxYW1hYmJigHNj66QsQiUQKhcLY+KPTqpoyHMcpKtAvIjk5Oej586nTp3/+LlbW1p06ee/ds+eruxlZN2umb6C/bcvWuLg44uXK1auCXwRPmThp5rRpKIIsWb6MzWZ/uCMMw0wWSz1ViEKhsFgs4rcThUKZv2ghm82eNX3GjKlT4+PiDPT18XcVBqhUKovFgt/V36XR6cT8IeUvLq5GGzc3/2vX/a9dJ5bQ6XT1ryMymcxms9U/z2g0GpPJJCJaCoWyaMliGo02Y+q0mVOnJSUl6Ru8P2M9OIaZmZvfvX1nyqTJyxYvadW61eh3QymMTUyW+a2Ij4ubOmnytEmTKyoqVq5Zo6VKrNY+63/3NJ9EIrFYLHUEXPum3uVrW7dpXSkQbFy/oYJfQafTp8+ckZ+XN3XSpAnjxh89cmT8H3/YqOoboCj68P6DPy9e+pxuW9+ECJ8BAAAA4NtFR0d36dw55PUb4qVEIlmxdFm71m2WLV7it3yFZ4cOC+bNE4lExNqQNyEtmje/4e9PvExLTR3Qp2/Pbt02rt8wddKk9m3crly5oj7y5o2b2rVpU5Cfr16Slpbq3rbdubNn617A08AnXX1809PTf8VPMysra8+evTu270xNTf3MXZYtWaKvrfMiKOgztw94/HjCHxP379uHfzOZTDZ9ytSTJ058xb6PHjxcumjxlct/CoXCr9i9SijMyc6RSqXvl1QJIyIilD9gZPKP7YVhmEQsJoYs4ziOIIhYLEZRlCjXn5aWVlpSmpiQEB8fn5SY1MmzY2BAALGlQqEQi8UYihEv5TKZsivBOzKZPDc3V1hZ+e6lTH1hdU9BnEUikWAYVnvG1LTS0tKE+Hjif16ens+fPWvwyrdt2TJu9JjiouLwsLDUt2+JI9QlEomio6LiYmOl0vcXhuO4VCqVyWTE3yiKKmuyIsg/3lSdQ5WWlhYWFKivViwWR0dHv3n9pqy0tO4xExMSVq7wq3sHvodf5icaAAAA0PS1bNmyeXOb4ODg9u7KYWoMBmO5n5+7p0dYaBiOY0uWLfPx9VVntmxsbfYdOKB+DtvcxubA4UOPHj1KT02zbtZswqRJbdu3Ux958JDB7Tu0r9soyMjIaOuO7ZaqypRqr1+9cnJyNDc3h/4/EDHQ529PoVCcnJyJcYrf6P7du9XVVSNHjfqKfbv37NHGze1JYMDGdeudnJ0HDx3SYL7zY7gaGtx30+9ql3A12vzbGGUYhhnvsp5EalOdBEVRdOf2HSwWa8VKPwqFsnfXbjab1dLeXn3T6qa0qbR3c5RUaDSqmVltjp9IkTZ4CiJhqc7dIgiyfesWTS3e8hXLSSTSzh07NLjcFi1afLxtlYzH0zQwbNvgBmw2W/1Avy516pTInta9mA/z9HrvWpcRmEyma53i/+rLDgsN8/D0+N7jZ0B4CgAAADQaOp0+8rffjh4+XFhQYKwqXMrhcvr269e3X78PN9bW1u7+zyaKZubmkyZPbvDIdi1a2P3zH282m9PJ27vukry8vPj4+Dnz5v7I+uGNiwSTSF8ysZ3BYDa3sVE/Pv4cRHoM+jalpaXnzpxdvGzpF4WVdWnraJuYmoaHhT99+sSny/sfLT8Fg8EYN37cvj17fh8xUnVtOn6rVhl/z9K5TCZz3Pjx+/buGzl8BAxBOnp6K1etMjA0bHBjAwODKktLHP+migeNgkwmDxsx/Ad8WCA8BQAAABpTR6+Oz589ffb06e9jxvzgO/vo4UN7R4d27dtDvyYymfwq+AWiQAYPHfyZu+jo6AwZPoJeJ2P3Y5w5dcreweGrp3K/fvXq3r27BgaG4yb8QZTz/OncPTwcHR1zcnJhGDYzN9fQ+O49PD29vJxcXHJzckgkkpm5eYOdfgnDhg9XKBB1FaqfCIbhH/NDAoSnAAAAQKP+u0KhzJw9u7REOV7tGytcfhEMw9q1a2dqavoLTS2qB4bh/Lw8BEG+KBv6I28yITIiIvRNyIHDh76og4DaDX//2JiYCRMm/pgy/p+Pq6Hh6PRDY2UN5RkbLjJQV72RDP8PftX/hgEAAIAmS0/lB5+URCI5N1RO9ddCJpO/9Mn7tz+p/yIymezIocODhw75166hDQoPD0+IT1i0ZMn/YcgFfD5QWAoAAAAA/o98Y7b11s1bCIIMHjr063Z/+eJFr969mlRsKpfLv2h62Q+Dq8oCoIiyEGkThyBI45aaAuEpAAAAADQVqMp3PYVEVSPp6/YtLCy8duXK9JkzWSzW1x0BxyHWT50FVY9MJtu2efO9u/e+aC+FQpGbk9PozcmkUml2drZUKlW/3Lhu3bOnT/91RwzDCvLzKyoqoJ/k3p07G9auk0gkjXVAEJ4CAAAAQJOA47iltbWltTXRTv17ZEPFYvHxo4cLCwu+4vIwFD125KhrK9f2Hb5l8tkPHYrwr1AUjYuJy8/L+6K9iouKZ0yb9jI4uHEvJvVt6oSx496mpKivLTo6mmhU8WkKuWLZ4iVXLl+GfpK83LzoqKhGTEKDsacAAAAA0CSgKOru6YkoEMWX/DNft23m55DLlYXrv/zqoKioqJjoqCPHj0PfBFb975uIqqsTEhIkEomDo6O+vn7dVUKhMD4+HoYgJ2dnjX8OIcBxPD0tPScn29zc3NbOTr2cSqOq53hVV1fXiES6enrqCXbpaenZWVlm5mbqumYYhpWWlIhENSUlJWKJmMVsOJFcWVmZEB9PIpGcnJ3Vs/JxHBcKhSQSibg2FEUrBQI2h8NgMFAULS0tFYvFJcUlUqmUKCxKo9HqzT+rFAiUhyWTnZ2dOarD4jheVl5WVV3NL+cLhUJNTU31rSAarTk6Oenq6n7ifhYVFSUmJFCpNCcnJ22d2tLCOI4LBAIul8svL09OTjY1NbWxta13P5OTk4uLipycnWlK72usfjsQngIAAABAU4GofP72fD7/8ePHXp7uP2DsKY1GW7BoUSNUA/226DQhPn7dmjVSqYxCIQuFVQsWL+rbty+x6kVQ0JZNm4npZTAM+61a6e7hQayqqqratmXLi6AgHo9XXFIyctSo2XPm1KuPm5SYuHzpsrZt2y5YvIhCoVRXV2/fuvVp4BMdXR0+v6Jnz56Lli5hMpmlJSV7d+8uLio6dvgIm80eOmzYhxf59MmT7Vu3Uqk0FEUpFMrK1auIemcKuXzNqlVamlrrNm5QDpYoKJg5ffr0GTN79emdmZFxYN8+Pp+/c8cOMpncpVvXep8UDkGPHz7csXUbhUJBEITD4WzausXB0VEikRzav//t27cF+fksNnvh4kWq3xKRG9asU/50gaGaGvFyvxVdunb98DoxDPO/fv3oocMGBgZSmay6qmrpiuXduncn7tis6dO1eLzS0lKZVFZWWjp85MjZc2tvmlgs3rp58+NHj/X09VgMJpvDIVO+pozDx4CH+wAAAADwq5JKJakpKegXJlC/jrOLi3fnzt9+nG+JTlEUvXTxopYW7/yli2fOn+/WvfvVy3/W1NQoU4CFhdu3bnNza3Pi1KkTp085Ojlu2rixpKSE2PHyhYsvg19u2brtxOnTs+fMuXHdPy42Vn1YGo32NiVlyaLFjo6OcxcsIEbWXrl8OTjoxeZtW89euLBx86YngYGBAQEQBOnq6c2aM8fI2GjSlCndVZFcPfl5+Tu2be/g7nHi9KmTp0/Z2tpu3rixvLycWCuTyeRyOfE30XeU+EFiYWk5feZMHR2dufPnEU3X6iW5M9PTt2/d1q1HjzMXzp8+f87YxPjg/gNEnnXq9Bl2trZ9+/cfN34cMTT2/JlzZuZm5y9fOnv+vKen55XLl9VDWusqLy+/fOHSkOHDzl64cO7iBQdHxz8vXVYoFMTPmEpBZXJS8oKFC0+dPfP7mNFXr1zJzckldrx7+86TgMA169aeOnNmyrRpiQnxeKN+CUF4CgAAAABNBazyRdt/XfHRnweHvq10AI7hBQUFUZGRVVVVCxctOnTkCPEc/NXLlzWimgmTJhsZGxkbG0+cPLm8rDwiPJxIBAYEBHTr3r1jJy8DA4Nhw4fPmT9P/cCdRCJFR0fNnTXbwtJizfq1XK6y46tELA54HNCxk1dLe3u5XG7Xws6uRYunT54o28FTKMYmJjQazcjYSOPdk/S6gl+8kMtkEyZONDQ0NDYxmThlclFRUVRkVIMfsfoljUYzNjamUqmmZqYNdp199eoViqJ9+vQmkUgMBsOnS5e3KSk52dkkEsnY2JjJZOroaOuqCrrhOI7hODEetEYs9lu1aueePXW7rappaGhs3rZ1+PDhJSXFmRmZMplMIhYT4bIyOIahPn36enh66uvrd/L2JpPJFRV8IvwNDg52adWqV+/e+vr6Xbp17ejVqXF/I4GH+wAAAADQVMhkMkSB/Pzmld/RNwWnZDJ52swZ27dsXbxgIY/Hs7Sy+n3MGN8uvsQASi6Xox46yePxNLgaxcXFyrGqIlF5eZm5hTmxisFgDB8x4t3VwBiOBzx6zNPWrijni6pF2jrKMZRV1dXCysrnT58lJyXhmDJQKystc3R2UigUNJrykT2O4x+rsVBUVKihqcnT5hEvtXnaHA63uLihGU7/vBe1h0UaPmxxUVFZaelKPz8STIJgSCKRYhhWVVWl3lE9CplGo82ZO3fr5s0L5s7T1ta2btZs3Pjxnl4dPzwmhUpNSIi/4f+XSCRisVilpSWmJrXlbHHl3aao7ydMIlEoFCKhiygQUVVV3cK3ZuZmGRkZUOMB4SkAAAAANAkUCuXh3bsKBBk95vfvdxYEQX5wJf8PfH2AqlAoSCTS1h3b5XJ5RFj4tatX161ebWJqYmdnp6mpKZXJxGIxMTdIIpFIpGJNDeXfFAqFSqWKqmvrQCkUiqjISHMLCyMjIyK2GzJ06G+jf58xddrxY8eWLF9OgmEKmUImk/sPGPDHpIkoisIwLBAIyCRS3eGqH8tzK69EIhGLxUSCViIRy6RSzXfztOrefOWDfpm83v2AP3JYKpVmama6c/duroYGjuNyubxSILC2bvbhjnK5nEaj7j2wXyKWhIaEXLny55pVq06cPm1lbVXvmG9evdqxbfvEyZMHDBygzdM+eGB/ZHjE+wPW3bTOV4ZKo2pqaVVXV6uXyBW1wxUaC3i4DwAAAACNLyE+ftb0GXNnzZ49c+b8OXOTk5I+Zy+FQoGoRv59JxQKpW279j+3Kv63pE/FNTWrVvj5X7+uq6vbs3eviZMnYRhWI1KOPW3j5iaVSgMfK4eH4sqE6CMcw5xdlY3EtLS07O0dXgUHExHVy+DgBXPnZWVmEluSSSRLaysHR8exf4y/4e8f8uaNcheeVnNbm4TEBCaTaWhoSKVS9+/Z+yIoqDYExHEMxT42ia1tu3YikejZkyfE8R89egSTYEdnZ2XURVbmIItLihQKBY7jr4JflvP5ZLh2eAaRkUU+clhnF+eKiorSklIDAwNDQ8MXQUHKsaey2hGlKKa8HiL2FQqFy5csvXP7jp6+Xt/+/caP/0OuUEgk4g+PmZubS6NRBw4aaGRkJKoRxURHYxhG+rdPiEKhtGnrlpiYmJqaCkFQWVnpyxfB/7rXFwHZUwAAAABofDHRMZmZWf0HDkRQ7Mb1q3FxcS3t7Rt97KlyKOaXjPmj0WhdunXn8X5q06ZviGM0NDTcPT2OHT4SFRGpoaERFhrq4enZoqWy5JODo+P4P8YfPnjwzevXGI7Fx8VNnzGDqIVEo9EmT52ybMnS8WPGWllbvXn92rdrlzZubsQxpVKpVKIM8kaMHPkkIHDzho2nzp4xMDCYOm3aooULx/4+uqV9y5ioaDqd7tOlC7GLJk+Lw+Xs2rGTwWD06Nmz3kU6u7iMGTd23959wS+CFQiSmJAwa/bsZs2UaU4KhdrZx2fLxk0zpk5jMpklpSUMOh1Ba+NRbW0ejU5bv3ad36pVHVSzo9QTpyAI8vT07NO37+JFi9zd3ZX1s+Li5sybp6Ojox63evHCBU1NrYmTJ2nzeG3bt9+7a1fI61dMFis0JNTX15e4gHpcXV1pVNrCefNtbG2zs7MkEklOTu7dO3eGDBsGq85OTJMi5vhLJBJ1Rd5+/fu/fBE8c9q01q1bZ6RnVFdVa2hqNmJWHv7ZGX4AAAAA+A+6cO58WFj4/CVLELli3+6d3p07DR8x8tO75Ofn/zZ8BIIgV/yvm5vXDpT8tDWrVv196+9DRw57dmxgZOGHnj97FhkZw+WyJk+Z8rHnyPUCg2/fRr0Ww7A9u3b369+vbtnRLyWXy0NDQsLDwhAEbWnf0tu7s4ZmbbSNomh4WFhoSAgEQe4eHm3btoNJ7y8sKzPzyZMnZaVlDo6Ovl18ielHKIpGhIfr6elZq6K37KyslOSUdu3baavCvpzs7CeBTwoKCiwtLbp07WZs8r6oVmxsbHRkZLsOHewb+tWBomhoSEhYaCgJJnl09Gzj5qa+CQqF4tXLl2GhodraOj5dfMtKSy0sLWuHGWBoRFh46tvUjp28rKysEAQJDwszMTVVfxkkYnHQ86CY6GgGk+nu4d6ufXv1YbOysl4GBzdr1szD01MV18revH4VFRGJ4biDo0Mnb+8Gp1sRaf6nT54qFHIvr05W1laPHz02Mzfv5N1JoVCEhYaZmBhbWimHBAiFwuioaGcXZ23t2tGofD4/8HFAXm6ug5OjdbNmAoHArU0byj9rdX01EJ4CAAAATRSifNT9zwedOASTSXQa7RsbxxNUD1ghGq1x/kGt58K58yEhofMWLVIokAN7dvn4dv7X8LSgoGD44CEIgly/eeMzw9P9e/fVSKTduvi4tWv3Ods/f/YsISE5NyendWtXEokkEAiElZUwqXakH45hmlpaPG1t5WQgFZgEV1dVVfD56pQnjmEcLleZtINhYjwiDMNicU15ebmytNC7Z990BkNPX59EIqEIYmVl1d69A4lEIsLT/gP61yvwDgD1gIf7AAAAQBPl7+9/w/+vupEoiqLW1tar1639WCroE1AELSoq5HK5mlpaRG7v1PETUpls3oL50PdBPKknxuRhGIarEKtI7yJCNRzHZTJZBw8PDFfGzZ9/CnV/o8+BoqhIVG1ja1tYXEIhU549ffL6ZbB6uo9CIff06uTbtbviXWFOKo0aHhr6+OEDdfkqRKFwcnHt1acviUQi3g6FQnmbknz39t8KhYL4sFAUtbC0HDh4CJPJUk51ZzARBKHRaMQ4BHU0DAAfA8JTAAAAoInKysxMS00dM24snV7bLxHDMX09g3rNfj5TZWXlgrnz+g0cMGbsWGJJ6tu3NeIG5os0isrKysSE+GOHDmEYlpaWpqmpiWMwMcpQOQ2cX1FdXUXkGnEcZzGZ+gYGRUVFVs1sMBzD0C8YTvpFg/Rs7ewqBQIKlWqgrwvB0Jgxv48aNeL9YFBVUU/l81n1IWHI2Kh/n76965xPWd3pHx8BDJmaGnXy9qp7IpJqkjsMw4gye2pJFN1UNnP6hrZVwP8PEJ4CAAAATRSJRDIxM505e7Y6PP1QcXFxcmIiBMNOzs51G4vX1NQgCEKn05MSEy2trHiq3ozVyvqX5SKRiEi+UqhUBoNRXV0dFxvLYDKdnJwaLF3+daqqhGmpqWmpqTiGaWhpdfbtUlFZSYSSZDIlICAgLOQNSZWSRBHEpkWLwUOHsThcXT391JSk7xe/malAPw8OKSNUAPg0EJ4CAAAATZcy0/aRYA2HoNs3b+7fu09PX0+hQAQCwaLFi3v16U0k5/68dCng8WMtLV5yUtKBw4eZTOa+vXuzs7IuX7zEYbMnT51K1HjPzMycNX26QCCoFAgdnBw2b93K49VWU/9GPJ62o7Ozd+fOGIq9ehks4JdZWZirM52DBg/s17+f+q2o8pHKAbVikdDO1sbAwAD6L1Io5BiGNeJvAOC/CoSnAAAAQBNFIpGKCgu3bd5MpdYGNDiOdeveva1qGlClQHD54qXeffvOmDUDQ7F1a9b+eemSt09nNptNDH+MiY4Z9dtv02fOsLW1ZTAYs2bNysnO7tK165Bhw4ijwTCcmZHx2+jVPr6+b5NT/FYsf/7s+aDBgxrl4jU0NGxt7UaNHoMokMLCAs+OnoOHDIX+v1UKKuVyOe/d1O+mo6y0VCKRmFtYQL+C6urqmOhoNzc3JotFDJmoO8DjX2uTIQiCKBRUGu1z2uHK5XIKhUIMlS4sKCgsKHRr1xb6/kB4CgAAADRVMCyVSN8mv6VQyap/f3EMw93elatkMZnrNm7U4mmVlZULKgRSmVSq6ghKrMUw3MzcbPa8uURhSAiCjE1MGHS6voG+ujIOiqIurq4jR42CYZjNZhsaGJaoemA2CqLEulwuRxQIpiqZDn0HMAxTf51k5IugIHNzC+L3Q5Ny+dKlqMiocxcv/OwLgaKjogoLCnv07PGxCk04jl+8cIFfVk4UkKquqtq5Y0dmRiaJpOzOSqPRpkyd2r6DsmbqhyRS6e2bN69fuy4QVBgbm4weO6Zb9+4fztJTS0pK2rR+w7qNG5o3b070FDh54jiZSmnVqhX0nYHwFAAAAGiiMBS1sLI8cuKYRkNdjmh0enJS4tUrV0UiEZPF4peX6+vrv1+N45qaWgwGQ73gwz7pOI5ra2urJ5v/ijPKKyoqAh4HtG/bBmryYqKio6OiVq1dCzU9gwYP9u3aFWoCgl8EP3/6tEfPHh/bICMj49GDh2vWriVyn8XFxS+DX7q1ddPXN0BRlEqhaKkKUzTI/9q1A/v2T54ypblN88ePHvstW87lcokwtx6BQJCSnHz82PHExAT03S8rQ0MjJ2fnc6fPOOxy+N4jNEB4CgAAADRpH8vuhIaE7Ny+Y8TIkUOGDdPR1Tl5/MSLoKC6G9R76En4j00bF4trEhPi68bcTRCfz3/65El0ROSU6dO/oiLYh8rKygIfP05OStbV0+vdu3dzWxv1qgo+/8H9B0mJiU7Ozs4uLsVFRe6eHkwmE0XR4BcvdHV1HZ2ciLoKr16+bNu2nb6B8ieNRCqtEYmII0gkktevXhkbGcfFxcXHxbVo2aJXnz7qHHx8fHx1VRWDwXhw/wGDThs8dBiZQv7rur9YXNOjZ682bdvA7zrVV1ZWBj4OiIuN1eLxevTq6eDg8L4sf/BLA0ODzIzM0NAQM3PzPn36GJuYQBCUkpQcGxMjEAhu3LjZp2+fBtPMf9+6ZWBg4OBYe7Ti4mJdHd1lK1b865hpiURyw/+vvv36Tp6q7MjQxs0tOSnx4YMHDYanVy//eevmTYFAQKEoyy+ol3fr0ePO7TuR4RHunh7Q9wTCUwAAAKDpwnFcKpXWLWOkfJytqliUl5cHwfDAIYNNTE2qhMLoyEgMw+p2CfoQhmEo0qQjuS9F3A2oSQp58yYpMSk/P08uk9vY2s5btPAf6e2vVVJSsnTx4pys7A4e7kHPnz16+HD33j12LZR9TYWVlStX+MXHx3X08goMCDhx7BiZTD5/+RKTqSy8emDffre2bkR4mp+fv271mt179xHh6e1btyLCI676X1eVXKjavmUrgqJWlpb6BvrHjx57Ffxy644dmlqaEATdv3vv2tUrVlbWFpaWCfFxAQGBPB5PV1eXz+c/fvjowOHDzi7ORPZx5fIVcXFxnh09I8LD79z+e8++/a6tXIk+pbt37qwWVZuamZubm188f+FV8Mt9Bw9oamrm5uXmZGcLq6qiIiN9fX0/DE+rq0WvX73q2bMn7V0ti+KiIgaDHh0ZmZefr2x/0KHDx8pcoCjq1clLHYwqC4hRqB8bczJi1Kg+/fu9eP58/959dX/jWagEBDwG4SkAAADwfwrFsPjYuP69+xAFmIh/Ys1MTQ8ePaKvr+/i4sLlchfNX2Dv4JCTnSWVSLMyM2/fujVaVdZUoVBIpdK6/7KyOWwdXd1jR49yudzhI0cop33I5DKZrG4c/Pn18D/Tv85T+Q9jsViWVpbePp0NDAwaJWlKfEzXrlwtKy27dOVPYxMTuUw+bcrkyxcvrVm/jkQiPX8eFBkRceTE8datW4tEovlz5mZlZhJtESAIotPp6lCeRCIxGAwSuTYxT6VS1VEd0d3K0tJiz4H9XC43Oipq2uQpz58/GzBwoCqqI+MYvmDhQo+Onk+fPJk9c9bAQQOnzZhRWlL6+8iR8fFxRHh6986dxKTEM+fONbdpjiDIwvnzz54+vWvvHjKZTHwfDPQN9x3Yr62t/SQwcMnChZkZGa1at+7eo0dKcsqr4ODVa1azGkqd5mRnlZeWWVlbq5cUFBSGhoZWVFRoaGpmZmS0aNly45bNJqpcbD0cDmfBokXE31KJ5Ozp0xkZmdNnzWzwPvO0eTxtnt4HPyfodHrz5s2joiJrxGK2amLWdwKypwAAAEATNXTYMFcXV9UT+tooE8dxNpvN5XKJCvO79+59+iRQKpVNnjrVzs7u8aNHhoaGxJZ9+vVr274dk8lUH43FYi3zWxHy+nUz1TwPGIYnTpmEvEumcjgcv1UrPz+9h6moXxIxTd2QlIiMlbOkEUT5EsNV58KJtXX3VR/hE5NUfkXOLi6NfkyZTBYTHa2pqREdHR0RHk4mkykUakxMjEgk0tDQiI+Ls7K2bmFnR3ygHTt5FeTlY1/StoCYf0ehUr06eRNfM7sWLZo1b5YQF0+EpyiKWTdr5tpaOTeIy+UaGhi0a99e+beGshsZ+u7nTXhYmLa2dmJiQnJSIolEhiE4KSmpoqJCT09P2ZuARHL3cCem6BkZG7PYHPE/20PAH/lJU1ZWhqsGVauXWFhYTJk6ZfjIkXr6+jHR0YsWLDh76vTylX6f+C6FhYUdOXjo7du38xfO7+Tt/Ylb0eCgEW0d7SphlUgoBOEpAAAA8P/IVuUTG9g72Ns72Ktfjvr9d/XfzZo3a9a8Wb3t7VTUL52clYkuApVK7eDu/pkXhuP4/bv34uLjlckwVZZXKpFoaWkRyVcFgshlspqaGrG45uqlSxiGVQmrIiIicvPycdUUfqlMxuPxFAqFOrmLoqiri0vvvn0+8wL+b8nlcpFIVFJSfO/uPQxDYQgmU8jt3TsQKVKFXE5n0NVT3LS0tMgU8ld026JQKMSjfOJnA53OkCvkdTOIRPCnCjRh9d/KdarLQBCkuqq6tKT04f37yp5aKp4dO6qDTmXu9t0PJ2Vd3w+CUfwj1yaTyiAYolLf5xYHDRms/rt9hw7e3p2jo6MlEkmD41alEumxo0evXrni7uF+/uKF5jbvx+x+ARhWIIjiOw93BtlTAAAAAPhiTi7OJqamsCoswjD86pUrfD5/+IgROI4jiOLWzZs52dkGhobt3DugCJKTnQ1BUI8ePXAIRxDk9q2/i4sKfxs9Wh2I4BiunnzzRerVIvjPo9NpHC7HzKztzj27iSWpqan88nKiAqiFpUVYWKhEIiGy5hV8vjJ1/W5fDMNwrDbsqxRU1tTUNDxSWdmIVVFRUUG8kkgkpaUlXp3+0bL106EkmUzW0NRwdHQ8cvw4sSQnOzs3N1dTU/NfA1BlyAvDFErD4RmXy4UhWD0Epbq6+sZff7m5tVXPlJIrFAwG/WMFTS+cP3fn9u0tW7d6+3SGvlZNTQ2Dwaj7XOJ7+E89RwAAAACAHwCGYQsLi1atW7m6urq4urZq3Wrl6lVkMjk19a2Lq0sbN7cVK1caGhoxGEwbG9uW9o7aOtp5eflv36a4uLi0adNmud8KnrZ2XGysi4uLq0qr1q3MLcy/4krodLqJqdl/bFTAJ9DpjC5du4aGhDx6+LC0pDQyPGLh3HmvXr4iEpBenbwlYsmlCxeKCgvDw8KuXb2mUI2sqE2IampGRkZkZmZmZmRcvnhRIpE0WOQBVoan6PUr18LCwooKiy6ev1AjqvHq1OnDLetFmepVMAx379EjOirq1s2bJSUlcbGxC+fPD3j0WB011j9InZEeZDK5UihMS0tvcNKSqbkpjU4vLCxUbxz09NmmjRsz0jMqKwVPAgNevXzZ2ceHqKdWU1Nz/ty5x48eERuXFBdfu3K1fYf2XA2NsNCw0JCQkDdvMjMzibWVlZUnjh9//fp13dPhOF5vFAqO46UlJUZGRnVD7e8BZE8BAAAA4FtxOJz5Cxfs3LYdVSAjfhvFZDK9O3vv27PXwtKyR+/eCoWiW/du6WnpF86dHzNuLIPBmD1nzs7t28+cPv3HhAnfcl5tbZ0hw4fT3nXV+n8wcNCgnOzsDWvX6+jq8MvL27Vv98fECUSA3tym+fyFC/fv2/vowUMcx+kMOoVCIQJBMpk86vff169ZM23yFBaTSYwoVT9Vp9Fo6qftOI4zmQwSTFq3ejUMwRKpdN7CBern4DQ6XZ04JJHJLBZL/duAyWSqp1517dYtIz19946dWjxelVBoY2c7beYMYksYhplMprpuKIlEYrHZ6sjVtZXrlcuXN6xft3fffkOj2oHUaiYmptbW1vFxccRAWBaLNXfB/LWrV0+ZNFGbp11YVNila9fhI0cSG4vF4mtXrjq5OHfvoayiWlRULBaLHz189CQgkAiNEYVi0ODBK9esVhU9EJ4/e3bosGEeHu8rRlEoFDabXffHj6halJme4dOly8fyu42lduw2AAAAAADfqLq6esvGTY7OTr/9/vulCxefPn1mYGhgaGiUlJjQvWePvn37blyvbMAzdvw4osDQju3bTYyNx/3xx+e0l2zQgX37ZQqkc6eObqpGr/8/cnNy83Jz9Q30mzVvXi95zC8vT09PNzExef369fkzZ0+ePaOeMFfB56enp+vo6FhZW8vlciqVStx5hUKBoShdlXQsLSmZMH786LFjO3p5FeTnN29uo6P7ftyFQi5HMYxIT2IoKpPL1UNRpVIpRUW9cWFBQVZmlraOjo2dDYVcuxzHcZlMRiaTiVgWwzCZTEar02K0vKxMrlAYGBg0+K24f+/e8aPHjp88oW9gQCwRi8XxcXGCCkFzG5vmNsppf+9PJJWSyGQiFEZRVCaTKbOhysBPGZfjEE6lUon3QlSuUFabqlOnjGh7pn6DEAS9ef1m04YNBw4dsrK2gr6n/5fHAQAAAADwvXG53CXLlyUmJD568IBEIrFZrFG/j87JzlL2SlU1nFy0dHFGRsZf1/0hCGIwGAsWLszNzfNXvfxqHxYB+H9gbmHu6dXRxtb2w4ENOrq67Tt0MDUzQ1FUgSB103DaOjrt2rcnIloGg6GO/5SFpd41GFOOHlYgKIqampq279Chbmyq3JJGU7ciI5HJTCZTfQEMBqNeTtHYxMTTq2NL+5bq2JTInjIYjLolrphMZt1IVFdPz9jY+GO/WDp5exsZGwUGBqqXsFis9h069Ozdq25sWnuiOmlasirXy+FwOFwuh8vhcDlcLlf9Xoicbr0auuR/vkEURe/fu9fZx8fSyhL6zkB4CgAAADQJwS9ePFDOdP4mKKIMLBrleqqrq69dvfY2JeWL9tLS0lrh52fXoqWyBQCGsdjsUaPH6BkoG05CEKTB1ViybKmLa23FJTabvXjpkrbt2jbKBQP18Hi8Zs2bfWnbAiqVat2s2b82YfpZOBzO5ClTcrKz69Wi+gFyc3JJMDx67JgfUMoXjD0FAAAAmoQH9+4XFBT06t37q4+A4/jhQ4cZDPrkqVO//XoqBYKjhw9PnTaN6Ej0+dgcNpvDDn7xgkg4sdkcMomE47U5TjabXbegD5vNtq5TZR1oRN7e3m5t235poKmlpbVu40Y2+zvWnP9Grdu0sbSy+vHdwgwMDRYuWayhofEDzgXCUwAAAOBHE4lEEolET0+v7kIqlap+EPnpLQlSqbSqqkpHW5v87omqsvh5YiKroWY2VVVVDDpd3QoSxdCKcj5XQ0P9cLMuZaEiJlP5GJdev0YPimIV/HIOl/v5hXXAHI+fhcliEQWnvgiJTNbT04WaNm1VSf8frMH/sr4TEJ4CAAAAP45YLD554mTw8+cyudzKymrO/HnNmtUvnk+oqak5deJkcFCQTC63traeO3+eupcjiiD+1/1v3bxRI6oxMDScOXuWa6tWOIafPnUqMiKCQqHs2LZ93oL5VCr1/r17SYmJ2jo6jx8+XLFyJdHH6M2bN6dOnOCXKWPQAYMGDh85Uv2wsqS4+OCBAzHRMVpaml6dlA116j7HDHr+/MK586WlpSwWa+SoUQMGDWwKDUubwjUAQOMCY08BAACAHwRBkL27d/917Vqfvn2nzZguEFSsW71GIBB8dEt//z79lFvy+eVr62z55+U/9+7Z08m704zZs+Ry+Wq/lXw+HybB9g72hkZGxqYmrdu0JpOUWc/szKzTJ04+evDQ3cNTX1850zk6Kspv6TJ9ff0FSxZ37NRp3959165cJQ4rk8k2bdwYHhb2x4Q/Bg4aHPD4cU5Ojjp7GhYa6rdsuY6uzux5c93atd25ffvzp89++ldHKKwMfPxYXacdAP4bQPYUAAAA+EGysrKeBj6Zu2D+4CFDiBajE8f/ER0V7dvFt96WmZmZT588mbdg/qDByp6Ntra2k/6YEBMT4+PjU1VV5X/9Wp++fabPnKUqdWlzYO++kuJiHR0ddw8PKysrFovZpWtX4jgkMklDU3Pt+nUt7ZW9TzEMu3njhp6e3pp16+h0upeXV3l5uf/16z169dTS0kpPSwsNCV2/cUOPnj2JIaRLFy0mHs1jGOZ/7XpL+5YbN2+iUmndunUryMu/c/u2zwdX/oOJRKKIsFDk/6lxFPD/AISnAAAAwA+Sm5MjEAju37v36uVLCMflckVJaUl6WtqH4WkOseXdey+Dg4kti0tKMlLTfHx8ykpLS4qLW7VqRWzZvHnzPfv3EX9j7xCdIVVLcGMTEwur2hqNUqk0JVnZuon+bhCqm5vb44cPKyoqtLS0CgsLqRSKhWVt0RwbW1tdXV2ibJO4piYnO7uysnLF0mUYhsEwKTExgU6j19TUNNjc/If5RANMAPh1ge80AAAA8IMoFAoSieTg4GBiYophGIlM8u7c2dHJ6cMtEYWCTCI7ODoYG5uot3RSbYkqYXCdapcKheITIRoMv68MCquCVuyfjSjVYzepVCpep8MkhUIhUyg4pNwYRVEEQYyMjdu1b4+qNmjv3oGnxfvxs6cB4P8BGHsKAAAA/CCmpqYsFsvB0XH4yBEjfxvVs1evzMyMBsuUvtvSqXbLnr0yMjJQVW0mHV1dbR2dhPgEYsvw0NARQ4clJSQSL3EcJ5HIH5stxGAwHJycYqKj1TUjQ0JCTExNdHSUpdetrK2pFEpiYu2hsjIy+OXlZFUczOZwDI2MOBzOsBEjRo4aNXLUKBiCSkpLqB+UGgAA4NuB7CkAAADwg9ja2XX08tqxdVt5WTlXg+t//Xp1VfXvY8YSaxVyhVwmI/62a9HCo2PH7Vu3lpWVcrlc/2vXRNWiMeOUW2praw8aPOjcmbM8LS19A4Ozp09rayurr6s734SHhz988KB79x4kMglRIDKZTJ0shWF48JAhwS9erFi6rHvPHonxCU8CAxYvXaapqUnExN179jhy6BCiQCAIunb1SlV1FYYp96ZQKEOHD1uxbPm6NWs9PD1ioqNv+PsvXrYMzJkHgO8BhKcAAADAD0Kj0ZYsX3by+PG/b91CEcTS0nLN2rUmJsbEWpdWruaWFuotl61YfuLYsds3byEoYmlptWb9emNj5ZYwDE+YNJHJYj28/0Aul7d0cJg+YzpLNQAUhuFhI4ZXVFTExcZ26dqVRCbZtbSTK2TUOo/+HZ0cd+zaefL4ibOnT7PZnOUrVvQbMIBYRSaT58ybx+Fwbv71F4PJ7DdgQAcPDxNTU2Ktj6/vug0brv75Z1xsDIvFXubn1//djj8XqKsK/PfA4GsNAAAA/GBisVghV2hqaX7WlgoFkd2sR6by1T1sqqqqlP2cyA0MchPXiKlUSoMP7jEME1ZWcrjcfx11euHc+ZCQ0LkLFyIK5MDe3T6+nYePGAk1tpXLV/x5+fK5Cxc6dvJq9IMDwM8CsqcAAADAz2g/w/rWRjV0la++hk/EtayPN7QkkUi8n9Gw52P0DQwmTpnKYHz9fQCAJghMjQIAAACAXxUMw2B6FvDfA8JTAAAAAPiFgUF6wH8PCE8BAAAAAACAJgSEpwAAAECTU1paKhKJfsqpKyoqhELhTzk1AAAEMDUKAAAAaFqys7IOHzo0a/ZsDoeD43jom5CkpCRI2b0JxjDU2dW1Xbt2H9s3JTnl7p3bfH6FpaVF/wEDjFS1qD4mOjLq0aOHUqnUu3Pnzj4+RDH/lOTkp4FPFi5ZzGQyG/GZ+z9eAADwSSB7CgAAADQhKIoqS+7ztE3NzCAIksvlJ0+cOHvmzIP7D+7dvXvn9p0UZajasDevX0+fMiUmOgbDsNu3bk+fOjUnO/tjG9/++++ZM6anp6ULKgR+y5YfOXiI6F/l5OSUnZ394P79b3wjmlqaUqlEIZeTSLBEIuGwudB3mhoFGqsC/zkgewoAAAA0IUmJiRERERu3bCapuomKxeLKSsHSZcu6dOuKYRiKIB+bqI6i6MULF0xMTU6dOUNn0NPS0qZMnBjw+PGkKVM+3Li4uOj4seN9+/VbsXIlBEHHjx67f+/u4GFDDQ0NuRoanX19/rru37Vbt68uqkq0SK0UCMRiMZVKrampMTU1gb4DYWXlq9evO7Rz+x4HB4CfBWRPAQAAgCYkMCCAp82zt7cnXgoEAgzDDQwNioqKqoRCroYGg8FocEcURZs3bz56zFi6qgiorq4um83BVAnRD4WHRUjE4tFjxpaXlRcVFU6YNPHMuXO6urrE2o4dvSoFgjevXn3LG9HX00MRpKampqKiAkEQc4vahliNq1pUHRYSgnzkbQLALwpkTwEAAICmQiqVRkZEtGjRUv3AurysLD8/b/PGTcRMqQ4dOsyeO1dPX+/DfWk02vyFCyEIysrKCg0JDQ56TqfTe/bp0+CJcrKzmUzmpYsXQ0NCFAq5vb3DrDmz1fX2jY2N9A30w8PDe/Tq9dXvhclSEtfUiMViJoOhpaUFfQcwDJPJ5O9xZAD4iUD2FAAAAGgqqquqigqLDI2M1EukUqm+vn7PXr32HTgwbfq0wICA7Vu3IgrFJw6Sm5Nz/+7dyIgoEokkk0ob3KamRpScnJSVlTlvwYK58xekpaX6LVsuqKgg1tLodD09/bzcXJlM9tXvhc1icTU0hEJhBZ+vb6BPzLsCAOBzgOwpAAAA0FRIZTK5QlG3p2i79u3PXbigo3rs3tK+ZWWl8PTJkwUFhRaW9Z+V4yokEqmTt7e7h0dmZuayRYv37t6za++eD8cDwDDM0+ItWrzY1s5O1TqVOX/O3JSUFHcPD2IDKo1aIxYjCsVX902lUKnGJiZFhYUSicTAwODrDgIA/59A9hQAAABoKigqKIoRL3EcLywokMnl6g309fVxVUr1w33Ly8v9li0PDwuDYZhGo7Vo0aK9e4f8/DyJRPLhxvr6BhqaGuqn+Xp6eiQyue5hZVIZnUYnfdtzc3ML85zs7KKiQitra+gXhGGYVCqVfIAocfBth5U12WZXCKKQ1/nKfYJcLld8JJGP47hMJsOw2m/y94DjuEz6/hRy5VV/1mX/EkB4CgAAADQVXC6Xx+OVl5erl1y8cGHZ4iUVqsfucrk8KOi5vr6+sYmymimCIG9TUrKzs4lAh0GnJyQk3P77NvGyUiBIiEswMzdns9nEvgnxCYUFBcRhW7VyxVDs9cvayU/BL14wmUyLd7OXEASprKw0NDT82DSsz2RoaFheXlZWUqo+cqPDcfxj07++Xerb1NkzZo4bPWb8mLHE/8aNHjN54sSoyKhvOWxWZubsGTML3n0WX628vLyosPAbw1ziJxCfz1cv8b96ffPGTf+6I6JADu7bf+7s2QbX5ufnL164KC4uDvpucrKzly5ZEv/uFEcOHj6wb/83/nJoOsDDfQAAAKCpYLPZrq1ckxISMBQlkckwDA8YMHDe3LmTJkxo27bd25TktNS0NevXcbnKGqLV1aIF8+Y3a9Zs7/59MJnM1dCYOGni1s1bigoLTM3MI8PDZXL5omVLaKpCVKWlpRPGjxs0ePByPz8IgpxdXYcOH7Z18+agoOcyqSwiPHzW3DnWzZoRl1FRUVFeVt69Z49vHDBqbGzMLy9nMBja79K0jY5Kpero6n2nga1CYWVERESnTl52LVoQUSCO4xTlGXW+5bA0Ot3UzJRKqZ399tVOHj+elZl14PAh4iP+OgiCrFy+wsnFmZhXB0GQFo/3OYMxMAxLSkrS1Wtglh5REC08LGzQ4EHQdyMSiSLCwwcOHEi81NXTRRH0PzPEGYSnAAAAQFMBw3CXrl03bdiYkZlpY2MDQZBLK9djJ088CQjMyspycW21cMkSJycnYmM2m71ipR+Hw4FVFVIhCOo/cKCpmdnzZ8/4fH6/gQO6dOnSrHlzYpWOjs7W7dtNTGqLj8IwPGXaNBtb21fBLzU1tbbu2NHJu5P6MhLi41EcU49D/WqGhoYyqZRMJn+nafsQBGlr6wwePpz+DfHZJ8FsFmvg4CE+vj4f20IoFMbFxjGYDGdnZ2WNAiaTSDmLxWKpVMrj8YiASSAQUCgU4neFsbHxwsWLWKzaEcbVVVUwTMIwNCYmls1hOzs712s0wOfzE+LiGUyGk7Ozei+RSES0ny0uKjI1MyOq5GIYlvr2bX5+gZW1VbN3PzYgCJKIxXKFgslkJsQnSCRiJ2dnoqItjuPlZeVVVVV8foVAUMnjKT8mny6+nf6Zg8zPy09JSabT6S4uLhqamurlVCqVQmk4joJhmE6nk8nkzIyMnOwc2xZ26u8eAcfxpKSkooLC5rY2lpaW6uXKsRRSKZfDSUpKqhRUOjk787R5dXcsLi5OSkw0NjaGYZhBpxNvHIKgIUOG4BBEvERRtLKyUkNTs6iwMCM93crS0vKfw0tkMllcbKxUKnV1bQWpAlrio2k6QHgKAAAANCFt27Z1cLB/cO9e87lzicjGVuXDLWk0qmfHjnWXkEgkt7Zt3dq2/XBjJpPp26XLP3en9ejZs0fPnvW2RBDk0cOHPj6+Zqq2Vd9CV0+PxWbxtLQ0v1t4SqVStbW1v2vO7BMHDw8LX+3np0AUTCbL1NQ0Jzt79ty5vfr0hiDoz8uXHz96dOrMGQ6HgyCI37LlZuZmROo6JTl5zuw5J06eINLVhw4ejI6KZrFYfH45v5zv4OS4YeMmA0NV/hLH7927t3fXbhabLZPJWCzWug0bnJyVv0/8r18PfBwgk8s2b9y0Zfs2Ho/H5/M3rd8QGhKio6tTXlY+YtSoGbNmEpHu7Vt/X7p0ycTEpCA/X1RTw2Kzduzc2dLeXiaTHT50KCkpKTMri81mL1uxHIbhE0ePxcTGnjx9ioh3z545c+HcOSMjo5qaGplMvmrN6nrfuo/eNwi6cO58aWmJQqEQVgrnzp8/bMRw4mbyy8s3rl8fExOjo61bVl7Wr3//2XNm01VhfWBA4LEjRyytrLKzsyViMYVK3bh5E/GVxnH83t2727duY7FYNBrN3NwcRVGYVPvprFuzFkGQrdu3kynkosLC2TNmmlta5mZnKxBFeVn5lGlTx0+YQASvebl5K5Yvz8nK0tLS0tHVrRHXuHdwn7+oNnncRICxpwAAAEATQqPTx44fn5SYpB4n+oMlxMfz+RXDRw7/9kORyWQMxbR1db5xDOu/jD39bvNvYBhGEOTPS5e2btq8RfW/jes3XL50CUEQVdazes+u3eYWFidOnz587KiOrs7blBQcr70YhUIhlUrVA0NlMpl64o5yapREol4ll8vj4+J8fH1PnDq1/9DB7Kyss2fOEG8qLS1t+5atvfr0OXn69PFTJ/X09LZv2VJdXQ1B0ICBA7t07erk5LRk2VINDQ0Mw06dOJGcnLzvwIEz588vX+l36+bNN69e154Rx+Lj4swtzA8fP3bg0EG5THb92nUIguh0+pSpU1q2bNmzV8+JkycRsaNCoVAXFCsqLPzruv+48ePPXjh//tJFExPja1euoqq3/6+3rqamRigUbt+16+SZM4OGDDly+HBqaiqx9uSJk4kJibv27Dlx5tSSpUv8r1978OCB+lLT0tM5XM7BI4ePnz5Fo9GuXrlKjCjNzcnds3NX9x7dT509s3PPbrG4hs/nq388yOVy9WXjypRzRWZmxpr1606eOdOzd+8rl/8sLi4m1h07erSCzz945PCJ06c8PD2jI6OaYFsHEJ4CAAAATYuTs/PsuXM+1rz0e9Pi8ZYtX2ZqatooR3NxdbVr0QL6RcEQimF5eXkpKSnJSUnJSUlJiYm52Tk4pows09JS8/Pyfhv9u5WVlZmZ2eixY3V0dLF3QSes8v5IH7xU/41hWEt7++EjRxgYGrZxc+vZq1fI69dEDPr82TPVz5Vxevp65ubmEyZNzM7OjouNhSCIx+Np8bRYLLa5hQWZTK7g8589fdq1WzcLSwuFQtG6dWt9ff0XL4KIIBjDcGNj49Fjx5qamjo4Ojq7uJYUFxGXYWRszGKxtLW19fX1P7xULR5v5+7dffr2KywoyszIkisUYrFYXVniU3Dlj5MRI0fa2dkpTz1mDJlMDg8LI1Knz589GzRkcOs2bXg8Xp9+/dzd3e/duUvEoBiG6erqjhk71sLCwtrauo1bm9LSEqLQb2xMjEQqGT12rImJia2t7fCRIxlMpjrK//AODx482LVVK0NDQ29vb+Jxv/LsFfyI8LD+AwY4u7gYGBoOGz6sRYsWKPrvAfcPBh7uAwAAAE2Og6Pjzzp13YGA327thvW/7mRqHMPpyl5cC7p17/7hWqGwikSCebzakZHaPJ6WthYRuX7haSADAwN1gtnAwEBUIyJSrXl5eYYGBurxpvr6BlQqtaysjHiJYRiO4wiCUCiUSqFQKKy6d+fO61cvMQyHYbiosLC5TXMURSkUCo7jXA1NJpNJ7EWjUSWS2kgORdFPZKDpdHpoaMi9O3clEgmbzS4oKFAPff6394QzGAyixIRynDSHzWKxhKoAUSAQSCUSE5P3v39MTM3evHolkUg4HA6O4xw2m8OpHQlKo9FgCCbuaWVlJYvFIipRECObmXXC03qnJ5PJurq107bIFLKyRJpqw5qaGoUC0dGpndzGYDINDA2hplfkC4SnAAAAAPC9fL/H+j8MDDf8oFVLS5NEIhFpTmWch2EoghLzbJRw5f9g1WsMw2rE4k+cghgtQBAIBFyuBjEZn8fTjqmKkcvlRIQqEolQFOVwOP+8POUpqBQKmUT6bfTvAwcNQlDlBPbysnIWi6WeuqTc6F0Q9mFI97HxtY8fPTp25OjUaVN79+mjqaW1eePGwoJC6PNgGIYoat+XRCJWyOU8nrKAA5vNptKoQqFQvaWwspLFZr+vPwA3fDE8bW25XK6u46tA0E+M66h7jLrvl8PhMBj06uoq9SpEoWhywSl4uA8AAAAAvy4Yhsnf1jvgX8k+QOSDrZs109HVfRIYSLx8GfyysLBQ3ciASqNWVlZWVCjricbGxKanppJJDV8niUyKj49PTEggYtMXL164uroSE8nd3d2Li4uIIaQoij58cJ/JYjk4OBA74jiOqigbK+jrWzdvFhcbp6mlZWhoiKHYrp07IiIiPjeORJAG05DZmVkaGtwBAwfqGxgIhcLYmNh6z9A/BoZhiUQS+O7mBL8IlkqlLq4uyhywgUGLli0fPXpIPG1PT09/9epVBw/3fy2P5eBgT4JJL54/J+7GsydPqoRC9cz9z6SlpWXv4Pjs6VPid0ViQkJ8fDyZ3OSSlU3uggAAAAAA+EzV1dWRkVEe7u2/xx3DcVwgqFyxbNnWzRrquqdkEmn5Sr9evXtrampOnjp1/dq1uTm5DCYzKSFBmap8F+S1a9fu4vkLc2bNtrG1LSwooFKpCqS2wRKGYRKJRJ35I8GkGpFoyaJFLe3tM9IyYDI8etxYIupya9t25G+/bVy/4eGDB9Wi6tSUt0uWLzMyrn1ibmFhcfnSpQ3r1i3389PQ0JgxY+bKFSvGjPrNyto6LDzMxMS047sp9giC1JuMpZ5FRKVSTUxNrl65osXjTZ8xo3Zq1Lv+Ye07tL9y5c/5c+eZW5hnZ2dTyOTYmJjHjx/16du33nyvejAUg2A4+MWLSX9M0NLSCg0NGT1mDBFYk8nkGTNnLlm0+I+x42zt7CIjIpo1bzZi5Ej1pUrqXaq09lKtra3HT/jj8MFDoaFh4poa5V2l0dTztOSqhsDqD04ikahz0iiKqm84iUSaOGniovkLJo3/w9zCIiE+Xq5QkL8wxv0B4CbbVQwAAAAAgE9btmTJiWPHbt2549Xpfd3WxiKoEERGRUr/2RUWhmEXV1f11LHo6OjgoCASiWRrZ7dj27Y58+b169+fWBUfF//82VMURTv7+BCdZlva2xOlUqOjotzatiUe069bvSY7J3v0mLGREeF6enpdu3UzMzdXn06uULx++TIyIoLJZHbs6OWsSkASKisrnwQG0qjUbj16EIMoUt++ffb0WXlZmXXzZl27ddN7VzM/NycnNze3bbt2dDodx/HEhASFQtGqdevatbm5L4KCLCwsvTp5Kad8paZVVgratmtHrI2MjAwOCoIguJN3J2MTk0cPHrZo2aJ9hw4YhsVEx9DptAbHSVdXV8fGxOro6Lx+9bKCX9GmrZuXl1fd2X75eflPnzwpLCy0s7Pt7OOj7q9bUFCQlZnZuk0bYjxDSkpKdVV16zatiRw5iqKvXr4KDw3V1dN19/AoL+fb2toQrQHiYmMxDHdxdYFhWCwWR4SH29jYEKF8WVlZSnKyi6srUe0Vw7Dc3NwnAYECgcDZxfnkiZOenh5z58+HmhIQngIAAADAr2r50qWnT57yv3nje4SnX6S0tHTksGHzFy5Uh6efac3KVYWFhSdUdUaB7w3H8X179sIwPHf+PGXwHRExd/actevXde3WrUndfPBwHwAAAACAb6VQKMiqPrRfuiOJRIJhGMOwLx1GCXwFGIZtbG02b9gYGx2tqaUVHx/v2bHjZzYa+JFAeAoAAAAAwLfS0dFZu369uovs5xvx2yipRPKfaRbf9PXp29fW1i7o+XOpVDpoyGAPT8+PtWb9iZrcBQEAAAAA8MthMBhfl4Rr8eu2Lfhl2dja2NjaQE0YSKQDAAAAwC8MTHEG/ntAeAoAAAAAvypiRvzPvgoAaGTg4T4AAAAA/KoMDAwnTZ1GtOv8wVLfvr1546apqcnI335rrNYARBH7791oAGj6QHgKAAAAAL8qEonE5nDEIpGouhpXlriHyRSKcprR+6LmyilHKKbsrlR38hGuyrxSKBQSifQV+Ve5XL5n1+7kpMT5Cxc11nvBMOzEseMoisycPbuxjgn8okB4CgAAAAC/KhRFzczNHwc+ff7iJYlEqqwUxEZFyxVydSRKRKm2LVpYWllhqtwkAYZJYok4+Plzc3PzS1f+/MQpEAQRVFRoaGrS6XT1QrlMVlJSMmLUqAGDBn5iX5FIJJVIiLrxtdeD4x9O0lcvTE5KQtDaXkd1VVdV0+l0Gr02jJZKpZUCgYaGJovNavCCKwUCnrb2h1lYmUwmFAq1edoUav34B8MwPp/P4XC+NBXN5/PJZLKWltYX7QV8GghPAQAAAOBXhSBIXEyMshkShuEQrJArKisFUqkUJr0LAVW9SKUSKY7hyk6b78AkCFEgAmWQp+wk9DFBz5+fO31GIBCw2Oyhw4cPGjxIGR1KJHt278lITxcKhTQabdwff3xYmUgsFp89ffpp4FOFQm5haTlr7hxbW1sIgt6mvD188GDP3r169+kDQdDhg4f45eXzFi7gcrlnT58JDQ3FcWzH9u0zZ81ksdiPHj6Mj4vX1tZ++ODBcr8VrVq3xjDshv9fN2/erBGJGAxG9549fh89moibCwsKTh4/YdvC7lXwy5zsbBNT0xmzZjo5O9feBhz/67r/jb/8a2rEPB5vyrSpHp6e6qsNefPm9MlTpaWlLBar/8ABw0eMIIqwFhcXH9q/f8CgQW5t2xKb3bl9Z+HiRdqqJk8Z6elHDh3KzMyCIai9u/u0GdM/fTOBzwfCUwAAAAD4Vc2ZN1fdPp6YKdVgcXscw7APepjDELR23ZpPFMN/8/r1ar+Vvl26TJg8KTI8Yue2bWQyqf+AARQq1bVVq8DHj21sbRwcHT88AoqiB/btu3/33vgJfxgYGl69cmX9mjUHjxzR0tKytLKk0xnbt2x1dHLKSE8/e/r0kuXL2Gw2BEH29vYmxsYoirZp04ZCoRLNSE8eP+7s4uzu4WFgYABB0OtXr7Zu2TJl6pSOXl5v3rw5fOCgqalp9x49iID47t27rKdPR48Z07tvn2NHjm7fuu3I8WNE69Tr167t3bV70JAhrq1cHz96vG7N2gOHDtra2RHtQJctXuLu6Tlu/Pj4+Pi9u3djGP7b779BEFRTU/Mi6EW7Dh2I91VYWPAiKGjmrFnK09XUbNu6DYLwhYsXlZeX796xk0ImL1jcaEMd/s+B8BQAAAAAflU0le9xZARB/vL3t7S2WrlmNZlM7ujlVVRcdP3KtS5du7LZ7C5du5w7c6Z169Yd3N0/3DcvN/fh/Qez584ZOny4cmiBnd2MKVPDQkO79+jBYDDmL1owddLk9WvWlJfze/TqOXDQICLA7eDhbt2sG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" 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ko2bdh44MCB9h06WFhaQhD0/Pnza1euLFq8pEvXLhKJ5PSpU3t27+7QsYO3j8xsUSW6unq6ujLD8P2791TsvanEq7Cw/v37r17zF5vNDrn/YPXq1fv27lu4aCF1yrdv3d4dtHtAYOCoMaNlBR6ELFm0aNeOHctWrKCGoPS09GXLlunq6q7+6y9jU5OU5OSFCxasWLrsUPARhVL+XUiSjI6OtrS2OnjkoIaG5ssXLxYvXLRj+/a169dRIyG1XUT5pKg9M8pHBELB06dP5y1Y0L5D+5jo6JkzZmzbvGXS1Cl9evfJL8ifOmnyyZMnfXx8OJ/f3Xw+Pyw0bMXKFU2bNSssKPxnzZrNGze6ubk6KZmxAb8fNeXvgaIojYZWpzsSMFyjIR3qGzHR0ZcuXKQzGPYO9tUORnDluSuHw+FyeSUlJWKRqNIyGUEQ8R/jpZjUyckJRdH8vLyS0lIra2tlqTo4Oly7evXLNjUS4nK52tpan1qT+eTRcRxX9Cc/P19TU5On9iUChqWVFYKiPzx4QomJiTwOx9j4i1nFvbG7e2N3xUeqLdXDcTuvdruDdj198tTXz+/F8xdlZWUdO3akbqS8fNlp3r51KzT05ac6SDIlJcXCUrYSp6X16dQq8W2jyckpwvLyWdNnoChKyt1ZRCJRUVFRSnKK4jc0lKbsQyJT1pXmAEmJSWpqaspjukcz2aIr9d95ubmlZWVXr1578uTpp3ZJMjk52c7evqKiQl1Do8p+ejRrvmf3nrjYODpd9lR279EjPDz8w4coHV2dtNTUQYMHf9dnUfkcSZLk8jiaWpqfPkKk/Oeqdl5CEKylo6WwUckeYBrtx9+dAADgxykrLycIQo33ryMOkQTp6ubq4urSspVsKZLJYtnZ2xMEXvp5ti9T1jMzURRls9lqcuYtmP/61SuFtpebkyORSDhcNpfH1aBpjB47xtbWVuGzpxoVe6+/KUkaGhqOnzTRxsYGgqBBQwY/fvz4/r1748aN1TcwEIlE58+fMzUzmzZjuqambJjq07fPm9evb964OWzECGrnz717dzMzMleuXOncUDa7cHN3nzZ9+oRx4588fty3X78fFRdJamlpTZg00cFBtrTYo2fPsNDQ+/fup6elK0zUlYZWhYXiy7ngmI+v79BhQ2EYVlPjmZuZ0+n08ePHs1gsUzNTyhRdIRAoJEyQZLfu3TvLLdYGBgYTp0wePWJkSEiICn26pKQkNzdXZsupcpgnSQRBzc3NGcwv69KA+gbwn65ZysvLz5899/FjXLfu3anNZD+OmpqatY31o4cPc3JytL92WSsqKpoxbZqRsfHuvXtQOTAE4dhXsUulUulXBstPGlW1sFgsDP8qEASNRpP/oFqNiiBlThGKAYAkSYIgcPxLDdTUX1bPD+9fsbCwaNq0aWhoaF5e3pMnjy2trBp/dh8nZZXjTZo29fPzw+RBQmC5pqup9UUL/BFwHOfyeH3799PR0aXOlyab/tGcGigNdir7S3ymyjMl5HJo3ry5l7cXJr8oMAzTaTRtbR3mNwFGFFjbWJuZmb15/YrL5eoZ6Lu6udrY2ERGRKqrq9NoNBfXyovC3+X/2DMEwzBQoAGAWoDJkrlsCYVVR7SUSqWUC9a3XyEo0r1Hj5jo6J07dqSlpRUVFsbFxhEEobyM6efnd+P69bGjRjs7O7u5u3n7+nbu0kXxbZOmTU3NTBcuWBAcHOzSyKVtu3bevj4/fa0Yx3ELS0tlo4Odne3zFy8EAgFlwU1MSGzSpDGlTFO4urldvXIlJTmF0qejoqIMDQxs5YuEFA6Ojlra2jHRMT/eDYIgDA0NLcxlu0QorKythcJrubk5Cn36O8h1WRtbG2pExXECQRA9fX1FtCgmk0kqvSVJkmQxmcohBExMTNTU1TPSM0iy2rdwRnr6Pbntv8oCMAxXVJSjKG3i5Em8fz8HA9QOQJ+uQZ4+eXL96jUXN9ely5f/H6MVgiC+fr6XL106f/6C89fLfzeuX4+MjOzRqyfl5GBkbKyvrx8VGSkWiSiNjSCI8LfvjIyNf/zZc3RyvnPnblZmpsJ9LTkpGScIZbuszPNdSYlMTU3FZOP+p4/mFuYVAkFmZkYDuTkBgqB9e/e9fPFiw6aN2trail9V51VPgaJop4DOCxcuuHP79pvXbwYNHkx5j8jXHHU11NV1dXV79/207U+2aHj7tlQq/VfitbC0wHG8nZeXk9OnIS8vL+/WzVvfRtNTUUNZWVlWVpat3aftnju374iIiNiwaaO6urqenp4aj6evr9/78/ZECIJu3riB4ar6qaOj496kcWhoKIfDbdykMZvN9vDwCA4OLi8vd3RyMjU1Vd0lGIb/v8iGAACg9jEzNWexWMnJyd+qUK9fvVq5fMWYcWO7duv27Q8xDNu9K2h3UJCJqam5ubmZmbmJicnpU6eVDR/tO3Y4eeb0xfMX3r17d/rU6Z07dvr6+a35529qf4Wjo+OJkyfPnT338uXLu3fvHj0S7OTs9Pfaf1xcXX/qKZJcLlfZDY9Go8Of17twWf4aKYv1lR2ELR+BxeJPcwyxSExnMJRrYNAZDAajUmzQ78JkMZXHdtkq7r80NVQ3t6GotIZHkhCCospLyogc1U04OTvbOzioKEAQxI3r1zeuWz9l+lRt7e9vCQXUPuAFXCNkZWau+/ufZ0+fjh47JnDgwP976u/r5+fr53f44MHNmzbl5+VJJBJBheD0qdPr/lnr5u7W7fNoq6Wl1alz56dPn164cEEq59LFi0+ePPH396/OC+Jb2rVry2IyDh08WFpaimFYWGjopUuXlD2duTwuk8V68/p1QUEBhmGhL1/euHZd/v2nIi1attDT0ws+fCQvLw/DsIiIiP179yEIzOFwqAIwDOM4XlYq8+JV0ZPGTZsYGhoF7QrCcdzH51MsEQiCTM3MPD09r1+79uzZMyqu85XLVyZNmBDx/v03zjKqaNO2LZ1O371zF7+Yj+N4YWHhkkWLN27YoCL7SSU8W3lqamodOXy4UC6K16/fHDxwgE6nU2ZyCwuLFi1bXrl8OTQ0VN5N6flz5yZPnKQ6GSGCIB4ezZKTkqOioho3bgxBUINGDfnFxc+ePvXw8FB9C8EQLBQKS0tLf3w1FgAA1CE2NjZW1lbPnz9PT0+v9NWVy1eio6N1dKreL5Geln7o4EEfX99jJ47vO7B/6fJlXt4+BI4r1GmJRBIZGamtrb1k2dJTZ04fO3liwqSJjx4+vHnjBlXg48ePFRWCqdOnHT954sSpkyv/Wp2SmnLs2LGfm50RhuHS0lKJRKI4kpmZqampSQ2SPB5PT083PS1NudH0jHQEQQwMPpm0TU1NCwsKlMPCFhQU8IuLv2tc+Lofsv2XIiUVPC83j8Vk6el92fUIfT2lKSoq+i9ubjAsmy2Uln5xvykuKhYIBEZGRirWDBEEoauEyWT27NWrqYfHxnUbCvIL/v/+AWoMoE//ZEQi0dkzZ7Zt2erRvPmcefNsPoer+/9QV1dfuWqlj6/v5o2bvNq26xLQycfLa+7s2c7Ozv+sW2eotAF86PBh3bp3W750WZeATl07d5k7Z66vn9+oMaMVHtVUyg9lfUskR/HRydl51ty5Dx6EdPYP6N2z54Rx401NTGAEUaT2MDAw6NW796tXr3p2696nV6/58+bb2dsrF7Czs1+4aFFMTExn/4B+ffoO6NtPU1Nj+owZCtuAmamptrb2yhUr5s+ZS6nUsgwvAkEl9drA0KCVZ6uI8PAmTRpby33vKBgMxtTp02xsbYcPGdqnZ68e3brNmjGjvV/7kaNHqVCnCYIQfN2Em5vb3PnzHjwI6dihw6ABgQEdOr4KDV2+YoW9vX11P8EwTCAQEJ9dWZwbNpi/cP7r1687BXTq27vP4IEDjYyNp0ydQplSWCzWjJkzTM3Mhgwc1KdX7+5dus2fO69Tp07DRgxXfbnd3d1l9hgajYoiYmlpqauni+F4488hpSmkUqmsM0qX0tHJMTs7u1/vPtevXa+uTKXLTZ2R4mVGkqRIJFJOBf+tEAAAwM9CU0tzQGBgclLShnXr8nJzFQ/dyePHT5086R8QoLzzRJmS0pLS0lI7ezs9eeQ4kUh0++ZNsURmyqUKSCSSFcuWL5g3TygUMhgMR0dHPz8/LpercAg8eODAmFGj0tJSYRi2tLQM6Bygp6unGNx+FjQaLfrDh+fPnlEfE+ITnj975tGsmZZ8rVJdQ6OdV7vw8HBFnpqszMyrl6/IzLT2nxw82nl7yfIVnD9PfcRx/OyZMzQazbO15493A0XQtNS0u3fvUh8zMzPv3b3bsFEjM3OzT3tjGHQYRVJSPm2eSUtNffz40X9Z64NhWCwW37x5S6FS37h+nSQIKvQWdcki3r9PiI//P5zrOnft4uvnt3HDhqysrP+7h4AaAvh7/Ezeh4efPXPGwtJqzry5OtVEY/i3mFtYbN665fmz52Fhobk5uVraWh5NPTzbtFb2oJCNzpqaq9es8Q/o9PbNawiCp02f1rpNWzWlzYX9+vf39GytUMEZTObcefNIklRexho4cKC9vf2TR4/LysrGT5jQyMUlJiamkVI4p/Hjxzs3cH4dFgZBsLevj7m5eVxsnHJkzR69etra2T56+DA3L79z585+7f2oHeWKc9m0dcu7t2+trW0oRd/U1HTbzh0WFhaVZuojR49q1ryZvb1DpagdVtbWO3ftCgkJiYmOhhF4zNhx3t7e6lXFE1RgYWGxa/duak8MBQzDg4cMcXJ2fvrkSV5eXktPTy9vL1eltU4ra+tdQUHKP/H18zM3t7B3tFeWp72Dw+NHjwsLCrp17+7X3s9MHhuEwtbOLmjP7pAHIbGxMSiCTpg4sZ23F5VKRgWmpiY7d+0kSchEHglVW1t7zd9/l5aWNWrUSLlY5y5dnJycqFAkFN179NDU1CzIL1CEBejRs6e7u7si5BaKIPPmyy63Isyil7eXkZGRwsmPy+UuWbZUOfe7paXlzl27rH/QxRAAAPxLevbqFRMTc/RIcFRklEezZpqamvEfPz55/MTRyXHGzBmKPSHUXFcxszU1MXFwcAg+fASWb+sPffkyMzMLQdCLFy9Y21hbWFjweDy/9u03rFs3afyEps2aCQWCWzdv6urqUsmhZN4gHTpcuXR56qQpXt7eKA198uRJWVlZ5y6dfyRIgFQqFQqFP6YIwhiGrV656uWLl1paWjdu3CAhcujwodQQBMNw4MCBz589nzNrdrfu3Xg8tQf37+Xl5S1YvIj72UexSZMmAwcPCj58JDMjy97B/sOHqEcPH40eM6bh5/GwkmSq7gQiWxTdvGlTeHi4sbHx/bv3CgsLl69aqRgJTUxMGjZsdPzoMRwn1NXUnj19imO4LG/uZ2OEPK2vUNEKSZJikSznrqIJiUQiEomUZcJgMEJfvBg/dmzLli1TU9OuXr3Sv/8At88JBNLT08eOHuPi6rpz107FLOjH8fHzpTHomzdsnDJtqvnXr05A3VIj24/EYsnh4KNZ2dnVxvcgCB6PN3HcmG+ju/+i5ObmXjh3Pjsnu/+AASpCHf1HVOxmAAAAAMCvBYZh165cPXPmTGZGBkEQGpqa3t7eQ4YOVU7FWlhYuHXz5oaNGvXr35868v79+927glJSUlgslqdnq959+h4NDo6JiZkzd27jJjJXMalUeurkqWtXr5bw+QiK2NnZjxk3loqFT3Hv7t0Tx49nZWZDMGRoaDh02FAfX98f6fCF8+efPnkyb8ECRaj76s5r7OjRfD7fx8fnwf0HQpHIwsJi7LhxVPcUZGZm7t29+93bdziOmVtYDB85snnz5soFJBLJqRMnrl65WiGoUFNT796je7/+sjin1Le5ublbN29u3rxF9549quwGjuPz58579+7tgMDA27dul5WVGZuYjB49qpXnVxbuuNjY3UG7oz98YLJY/v7+1jY2Dx+GTJ02jcrwkpmRsW3rNi9vr4BOnaj0Lju2bdfU0ho3/lPSgyOHjyQnJ82cNYtKE/P40aMZ06b3G9A/Lzfvw4coNpvt177D8JHDuZxP2k52VtbC+QtgBNmzd8//oU9TvAoNO3v2zNhx45T3awLqFqBP/1dwHL97927I/fuerVv7BwQop1kBAAAAAOC7L5Hc3FypVKqjo/PjO8gLCwuZTKaivEgkqrSjWophxUVFdBqNcrH4loICmRuujo7OTzfTYBg2ZtTo8vKy4GPHSJIUCoUqsiqWl5VJMUzFVh+JRFJWVqahofFvU4vjOD5vztyIiPcXLl2i0WgV5eXa1Z9sYWEhg05XU0qd+P/x+NGjqZOnLF+5okfPnoWFhWw2W7GDSMGVy5dfv369fMWK/+JY8j48/OjhIyPHjK4UrgDwu/l7kKTMmFqlPZU6/nuE5YqLjTt75jSPpzZz9mzV83UAAAAAAL4FRVFFsusfp5KG+m14IjqNppxr8FuqSxH1U5CHTyWlUqm6uvq3CqUyighO1cFgMH4kybnqbvB4PNURnP7vJqpsVCrFq6szJzv76ZOn/QMH/MeITK5ubsxxzIP7DwQOGlSdtz3g98jngqCoLJ9LJdWZiupFOX5BvzICgeD0qVNJiUmdu3RW7DMAAAAAAABAk1PncqDRaNWlzq0hZNkG6HS0muTQ1F7MGbNmqsgn/+M4OjmNmzghaOcuqVTS7GtXGcBv4u9BEER2do5YIkYQJDw84t3799Q8DMMwB3v71p4tSYJAUdTExOQX1aqfPH58+9ZtJyfHnr17q555AwAAAADwR0GSZPzHeBzH7B0c6vAtT5JkclJShUDg5ORUa8p9SUlJYkKiuYV5jZr/lclIT9+5fYd/p4B2Xl610yKgSmo8HdrjJ0/vhzyk9GmpVNrMo2m3Lp2hX5asrKyTx09IJJI+ffvYfQ6vBgAAAAAAAFAn5OTkbNm8ub2fn2/79uAS1BU1PmOrpK//um7TIpHoxrXroaGh7Tu09/H1/Z1y0VVUVIjFYjV1dXo9WJ77cQQCgUQiUVdX/+nXIic7RyAUmJqa1uHuUgzDykrL2Bz2j2dt/BEqyiukmMyj8Xe6gQEAAOBPxtDQcO68eVs2bRYIBF27d6/r7vyhgHfqDxEZEfHXqtX5Bflz5s31a9/+N9NF9u7ZO3TwkNiYGOiX4vix47NmzMzPz/+51R49GhzYv//M6TOys7KhuiMlOXnihAm3Pqc0+1kc2L9/7uw5yrm7AABAnYPJ8m9Lfm6GQsAfhba29sxZM9++eXv+3Lm67ssfyq9kj6wT8vLyzp87n52V1X/AgIaNvsTv/J2QSiTJSUllv5qOlZGWFhUZqZzS779TUFCwf+9+Bp0+fPhwbZ2qg0zVDgKB4H14uJdXu59bbUpKyoeoKJD1EACoJ7x98/bqlcvh4e/LSkv19PRat2ndtXt3c3NzRQE+n3/i+AlbW5sOHTtC9Rg+n5+Xl0cSJJWtliRJDptjYvr9XVI52dnx8fEEQVpYWFhafcn/pZqPHz9mZGTQUJqlpaW5xRdxqaAgvyAuLk4ilZiZmtna/YvUxQRBvHv7lsFkVkqtVd/Q1NKaO3/els2bjwUHDxoyBGSrqGWAPl0tOI7fv3//wb17zVu0GDl6JJPBhOoOqVQKw7DqHRU4jn87clEGD8XxSh8phg4flhAfz2R+dYIEQeA4TqPR/tUzieM4Fb9F+SCGYYicKn/yIw1VWQMq37hN7d3GpBhKQ3+8qziOV8oNSSEWyxJfdezYsUevnv+lnv9eAIZh5WyF/7EbGIahqEw+lMS+FdR3a6AqofbL/0iXAADAdwk+fHjD+g0isahZs+aWlpbJyclr/1l7+fLldRs2uLl9SqdXWloafPiwX3u/eq5PX7tybcf2bQRBUMMLhmHu7u7rN21UEVgagqDbt25tXL8hNTUVQRAdHZ2hw4eNGj1a9bhXWFi4eeOmu3fv8ouLIQjS19cfO37c4O+pj8+ePP17zZqEhEQSIrU0NfsPGDB+4gRFEkrVPH/2bOzoMT5+fjt27oDqN2wOZ9r0GTt3bD986NCIkSPrujt/FuDVWDVxcXEXzp9n0GjTZ840NDSE6giSJMNCw86eORMbG0uj0Zo0adKnbx8nZ2dFgQf37ycmJLTz8joaHCyVYouWLFZTU0tLSztz+rSPj0/4u/CbN2+gKK1P377tO7S/euXKpYuXaCjarUf3Hj17KiKThL0MVVNXt7H9NF8vLy+/cvny3dt3CgoKjE2Me/ft6+vrq2KAi3j//tHDR+07tL97917E+/dLly01kxtXMAx7cP/+lctX0tLSdHR0evTs0alTJ+V0UMXFxefPnQt5EFJUWGhsYtLRv2PnLl2UU2YSBPEwJOTSxUupqalaWlo9e/WsVAOKokkJiXt373n9+rWJiXGv3r19fH1VK3yFhYUXzp1/8OCBUChs0LDBgAGBjVw+mRySk5L37N5dVlr69OnTTRs3Dh02rMoN2kWFhSeOn3Bzd8vKyjp//jyO4S1athg0eHCl+EeZmZlnT59+/vw5hmFNPZr1H9BfOYE5ZQs/d+bso4cPRWJxw0YNBwwIbNDwX4flz8vNO3/+3JPHTyrKyxu5uAwaPEj59pBZceLijgYfff/+va6uzuChQylNXblAWVnZxQsXb926KagQ+LX382zd+vGjR/4BAQ4ODooysbGx58+effv2HQRBbdq0CRw0EERbBwD+I3du3165YmXDho3++meNo6MjiqIYhj18+HDOzFmrV67cs28fFb2YmlrX83ksSZKxsTE0Gm1AYCA1wuA4bmxqolphff369dzZc+wdHA6tWKGhqblv376N6zeYmZoFdJZlIqwSHMe3b9l65tSpqdOnB3QKyM3N3b59+5rVfxkaGrXvUO1WvNiY2Hlz56qpqe3cvcvM1OzE8WNbNm82NDIMHDjwu6eWlZX1z9//FBQU/Cr7izhczqzZc3bu2L5rx84x48bWcrjAP5lf4/6oTQQVFRcvXPwQFdWlW9dKWUlrn9CXL8ePG29hYREQEFBWXnb5wqUnjx/vPbDf0vLToljoy9DTp0/fuHEzMSEhIKATNZBlZ2Xt3b3n1s1bJEk2adokOurDsiVLzp87l5Od7dHMIzk5ZeH8BTiGDRk2jKrEyNh4+ozpmpqalBK8e1fQ4UOHfPx8nRo4vwoNmz5l6t///N29Z7X22ri4uL179jx+9OhjXFwjVxfKikwS5OGDh9avW2drZ+vm7v4xNm7OrNmFhYUjR42ifiWVSP7+668rV6726tWzbdu2b9++WTB/QXZ29rTp0xU1Hz92bM1ff9nZ2bu4uIS/ezd75iyhUDggMJD6FkWRgoKCJUuW6Ohou7u7v3nzesqkydt37ezQoUN1XS0qKlowb/6Tx4/9/f21dbTv3b334P6DTZs3t2wliyAuEomys7MxDCstKcnOypZKJFVWwi8pOXr06LmzZ+h0hnvjxmWlpXuCdke8j9i0ZbNC/87MyJg6ZWr8x4+dOndmMBmXLl58cPfuzt1BDo6OVIGC/Px5c+a+ePHCPyBAU1Pzzp07D+4/2LJ1i0ezZj9+e+Tn5c+cMSMsNNTL29vM3OzunTtPnjzZd2C//efIM3GxcRMnTCjIz/dr314kEq1esVKKYUylCQmGSdevW3f0SHArT88GDRrcvHHz0oWLWVlZDnKoMu/fv586aXJZWVk7Ly8Mw/bs3h0eHr5121YN+Q0DAAD+DyoqKo4cPszj8ZatXN7gc347Go3m5+c3avTonTt2REVGtave3YvP5z8MCUlMSKQz6B4ezTyaeSgr3MnJyfl5eS6urtRuZgzDIiMi2Wy2g6ODYjpdXFz8MCQkOTlZjafWtl07B8cv82eKvLzcRw8fp6elGRkZ+fr56qtMWCaVSrOyspo1bz556pQflABBEMeOHmWz2X//8zeVNHvuvLmZGRlxcXH+nQKqMzZnpGfcvHGzS7duVEM2trZaWlqDAgfeu3vXx9enSrsPQZBnz5ypqKjYvmuXu7vM6j995szEhMTYmNgqU84pI5FIt27aLAv16+DwC3m3IygyfuLE/Xv27t65a+KUyb9oYOJfD7KGefjo8dIVq5av+mv5qr8WLV1+6cpVsh7z4tmzBXPnBR8JFggEZD1g9cqVHXz9MjIyqI93bt92dnA8d/asosD6tetMDI2mTZ6Sl5snlUqpg2FhYbaW1h3bd0hNTSVJ8kNUVGM3N4/GTd6Hh5MkmZuT4+fjM3BAoEQi+bbF7Oxsz5Ytly1eQn0sKysbPXLkwnnzqyxMceH8eStzi17deyTEx0skEoIgSJKMiIhwadBw9sxZFRUVJElKJJJ5c+Y092iWnJRE/SoxIbFd6zY7tm2nPkrE4uFDh3YO6FReXk4diY2JbezmNn7s2PKyMpIk+Xx+r+49fNp58YuLqQJ/rVplbGC4YvkKkUgkizOanNSyWfPpU6fJmq+Gvbv3WFtYXjh/nvqYnp7u5+3bu2ev0pIS6khqWlrL5i1WLl9BnUWVJCUltfBo1tjV7d3bd/LkW8SZ06ftrG3279tHFcAwbMWy5Q2dGzx6+Ig6EvH+vUfjJpMmTFCIcef2HTaWVlcuX6E+pqSkeLdtN6Bfv/LyMsVPXBs22rdnT3XdIAhi04aNDRydbl6/8Vli0Z4tWs6bM4dy3iAIYsG8+Q0cncJCQ6kCVy5fsbWy9vXyzs/Pp448ffrU0c5+1cqVVMcyMzN7dOtua2V95/ZtqkB5efnI4SPatm4dGxNDHbl+/bqTg+OJ48erFzMAAPgO4e/CXRo0nDZ5CoZhlb4qLyuPiooqLCykPqalpbVp5blsyacxmSTJjx8/duvStYl74769enf2D3B2dJw3Z65i6CBJ8u81a1o2a56SnEJ9LCoq6tqp89TJUySST++ImOiYLp06ebg37t6la+uWrdxd3S6cP6886IU8eNCqRUuXho3a+/q6NmzUrk3bV2GvVJxOcXFxp47+O7fvLC4uTkxMKCoq+u4dkJ6e3rqV5+KFi0iSLCwopAYlgiAk4mrfNSRJvnv7rpO//9kzZxRHcnNzW3u2HjdmbHUvqYKCgg5+fuPHjpP1s6goNzeXOi4Wi7/byaPBRz1btrx75063Ll0mTZxI/mocOnBg7d9/U29hQE3zW8Wp+C/k5ORsWL8+5EHI8JEjhgwd8oNuVTXNoCFDgvbuMTAwEIvFfH5JYqJMGVWeJRMEoa2tPXL0KD19vS/2CVL2FxAQQG1q0dXTU1dX92zt2dDFhdqyYG5uUV5WVt2mNBSlhYaFhTx4UFpayuVy12/cOG3mDBUTXIIkmEzmoCFDbGxtFb65oS9fSiSS/oEDGAwG5fzduWvX0pKSD1EfqF8ZGBjs2r170OBBUqlUKBQmJiUVFRZBJEngBFXgzevX/GL+gAGBXB4PgiANDY1FSxaPGjNa4e+B44Senl7Pnj0pz28dHV1jE5NifjFRjRVBIpHcu3evUaNG7dt/MmCbmpr26tMrKjIyPj6eOkIZ12E5Kq4LTuDtvL1c3Vypwu3btzc1M30V9ooSaWFh4ZMnj1u0aNG6TWuqfCMXl47+/m9ev0lPS6MM4ffu3XNzc/Pz86MKWFhY9OjV8334+8SEJOjHKC0tffLkiVtj93beMrOxVCq1trFt3aZN+LvwoqIiqkBoaGiLli3cGzemfuLb3s/Z2Vn5/gl7Gcpksjp17kytCRobG3fq1AlFUUVcy9TU1PDw8M6du9jZ2UulUkyKNW/e3N7e/unTpwTx6UoBAIB/S2ZGulAotHOw/3Zo5fK4DRo00Nauej80SZInj59IT0vbvmPH0ePHjp44PnLkqIsXLka8j1CUwXGcUtMVRzAMUzz4csPwsRJ+yf5Dh46eOHH0xDGXRo32BO0u+BwrKS0tbdXKVTra2vsO7D96/Pi+/bIt2hvXry8vL6/udEpLS0tKS0NC7g8ZNGjYkKGB/fr//dcaaiCqjoz0DEFFhZaW1l8rVw0cMGDQgMDJEyeFv3tHZ6jyT3BwdNgVFNTR/4sreVhYWG52tq2dbXUuMQX5+Xm5eWamphs3bBgYGDhoQOCYUaOfP3/+3XCoERERe3fvHjFypEezZtTukV+OYSNGmJiYbN0si6NX1335/QH+HjI169rVa2EvX/p1aO/tU/WCUV2hra197syZO3fupqam4vI9eTiOK6t6JEnyeDzKVUMJEkFRg89u3yRJQBDM5fEUP0OQapVFAwODKVOmbtu2dfjQYRqamo0bN+7UqVPHAH9VIQJJiMlk6up95WqckpwiFArnzp5DQ1ESkm34FovFhYWFycnJVAEujysSC9f8tSY8PLyosJDOYJSWlNjJV/0oEpMSeTyekfEXp+TGTZo0btKk8rlrfTl3BIapBZcqu1lSUpKTk9O4cWM258tkydbODsOwzMwsquYfjI+OIIi5ubniQrDYbC0t7aKiQqlUSqfTi4uK8vMLfP38lIVmbW1dUSHIzc2ztrHh8/m5ubmenp4s9pfY0rZ2dhKJJCsry8VVNu35Lnw+v6CgoPhjUY+u3Qh5txEYzszKotPpBfn5urq6ZWVlFeXl+voGitcMh802NjEpKSlRVFJYWMDhsJU3DJmZm8vmJ5/FkJubW15WduH8+Xt37346RpKJiYlUBBKefKoDAAD+LWXl5QRBqP37J4gkSFc3VxdXF8pLjcli2dnbEwReWvIlQNO3FgHlIziO5+RkoTQam8NWU+OpqfFWrFr5IeoD83Oo+/v37uXn5689fKhp06bUS2HSlCnLly6Lioxq0bJFlb3Kz83LysyESLJT586GRobv3r7bv29fSkrK+o0b1NXVq/xJSQlfLBYfP3bMzMzMr72fVIrdvHFj7OgxW7dvb+XZqrrTZ7PZFp/dHSvKKy5evLh+7Vo7O/u+/fpVZwQpLS0Ti8WXLl/W0db28vaCEeTenbtjRo7auGWzv79/dQ0VFxevWbW6QcOGQ4YOFQqFBPFLps6AYXjQkCEXz59f/8/aaTNmKL8uAT+dP12fjoqKOnvqtJGJ8cw5s/X19aH6hFgsXr1y1eWLF3v06jUgcIC+gUFWZtbqVSu/tQt+qwXCsgfpO2WqBIbhPv36NG/RPDIy8u3bN48fPpo1c+azZ8/++nuNauWpUv0YhnG4nD59+ujr6+PyDqMoSqPRHJ0+ORC/CgubNGGipqZm7759rG1sdHR0gnbuUg75TBIkThDUbxVNYBj2b0OOKEDlkUcqWeUx+Uca7d9NomAIpqFKzw4J4RjG5aijcgUaQVAUQSs1JJ8IyXy+KVFQPSHJL5eJ6gn6wz2RSUMqtbO3CwwcSM0hYLn/JZfHM5TvjGQwGHQ6nTJTKSRWaW8Ki8Uivl7xoH0dJoWQ06pVK882rTFMVowKEqKrq1uHyW4AgF8dJosJw7BQKPq3AZ0QFOneo0dMdPTOHTvS0tKKCgvjYuNkUTV+OCsCnUb39fV7/mzlwP4DnBs0aNKkiY+vb6fPeYupVOFSieTi+fN3bt0mIdnokZGRyecXJyclVadPG5uarPprdZOmTR3lW0TIUaSRkdHePXt69urlH1C1zkqQpFAoNDUz3b5rp5mZGQRBnbp0GjV85Injx5p6NP3u8PLi+fNtW7a+Cgvz8vGZN3+ehYVFdSVJiJBKpUwGY9uO7VRW4969+wwbOvTo4SNeXl5VJswiCGLfnr15eXlr/v6bwWAIhcLvLlrWZ3r27k2jMzZt3DhtxnRqkyugJvhz9emC/IIL58+lp2f069ev0Y9ZBGuZjPT0B/fvDxg4cMWqldSRBw/uY1JMZoWtMeI/frx29Vr/wAGdOnfq1LmTZN68pYsX37h+Izsr61/lV7e0tMRxvHXb1i4uMqcIygvi+rXrisHr7p27Uql0y7Ztzg0+xaOgvH4VY5a5pUVFeXlWZqaTkxN1ZM/u3a/CXm34XgCm6lDX0LCyto6Jji4uLlZsHAwPD2dzOJZWVv+qKoIgUlNTFR9z83JzsrPdGzdmyD1PdPV0Tc1MP0RFiUUiyuSD43hkRISmlpap/LWhIeuJVfSHDyUlfMW5hIeHc3k8xU7T75+Ourqunh6Hy+nbv5/i4IsXL3JyclhMWaOampoWlhZxcXECgYCKmiISiTLS05XfCvb2DuVlp1JTUmw/R3dJS0uThfT+XMRAX5/L5RoZG/fu00fxq2vXruE4DvRpAOD/xszUnMViJScnf7sl7vWrVyuXrxgzbmzXbt2+/SG1ZXx3UJCJqam5ubmZmbmJicnpU6dlemP1fPUdDAUOGmhja3v50qWoyMiDBw9u3bKlZ69ei5Yu1tLUwnFcIBBgUmlycgqTyaQMJQiCdOjY0cjYuLr6jYyMBg0erNQC3NHf/8D+/XFxsdXp01wOh06jt2nThlKmIQhycXFt5OKSmJhYXl5enbsLtTK2Z1fQ/v37raytt2zf1qlzZ9UZ1jhsDp1O92jmoXiF2djatGzZ4sXzF0VFRcZVnVRiQsKpkydNTEzOyB21hUJBXm6uWCRavXKVf6cAymz/a9G1W1c2m7Vh3bppM2bUYciy35s/0X+aIIj79+6tW7tWV1dv0ZLF9VOZlgHDEAzz+XyRSETgRFJi4oG9+8tlq4TVujT8d0pLy7Zv27Zvz15ZowQhkUhKSkt1dHTU1NT+VT2ebVqzWezdu3YXFRXhOF5UVLRsydL1a9cKKj55cSEIIpFIZO7O8lZOnjjx7OlTBIUx/JObWsuWLXV1dY8cOpyfn49h2Pvw8AP79qMIqgjz92+h0Wjde3RPSUk5cvCQSCjCMOzlixfnzpxt266ttbX1v6oKQdHbt27duX0bwzCBQHDk0GGBUOjj50u9FzU1NQM6Bbx7++7UyVNSOTeuX79z50779u2pgYzBYHTr0SMhISH48BGRSNaTZ0+fXjh/wdvH+8f1aU1NTR9fnzev3pw5fUbm2YxhoaGhkydMvHv7DiK3gjMYjICAgA9RUZcuXJRKpWKx+MTxExEREcoeTZ6tPbV1tBVCjoqMPHXyJIZhihe8tbVNUw+PC+fPv33zhvLSPnn8xNRJkz/GxSkqeRgSsmXzFuUJBgAAUI2NjY2VtdXz58/T09MrfXXl8pXo6GgdnSqCdUIQlJ6WfujgQR9f32Mnju87sH/p8mVe3j6yTSNK7wTqBQF/9usTiUTl5eUKnV0kEr19+9baxvqvv9ecPHP62PHjgQMDz509+/L5C2r1TE1dTUNTc9369YeOHD4cfORw8JG9+/bNWzC/cdNPOzG+gXz58uX9e/eUF+UIQracxaBXa2Y2MjJS01BTXhyT7w76FClfhej2790XFBQ0aszoYyeOd+na9bvpinV0dXV0dKjlNaWGCBiBq/stg8Fs1rwZk8UKCwt7/erV+/D3AqGwuLj41atX+Xl50K+JX/v2AQGdtm7anCbfxgP46fxx9umE+Pgzp8+wmMwZM2eomG3XB8zNzbt27Xro4MGUlBQOm52VleXepLGBgcHWzZtNzUw9W8v2ukkkEqFQWEm9JghCZmD4vH9CPr0WSpSiv4nFYpGo6nXGho0ajhk79tDBgw/u3zc2MUlNkblBL1y8iHIhqBJKp6wUS6hRo0bzFy7456+//dt3sLa2Tk5OFovFS5cvV1ijAzp1unHj+sTxE9zc3LKzs9XU1Vu3bv3w4cO//1qzbMVyDofj4OCwYNHC1StXdfIPMDMzi4mJMTc3nzZjmiLvTKVzJ0lSJBKp9pfwDwiI/xi/b9/+q1evqqmrf4yLc3N3nzV7tqLOb2VVJSiKaGhqLFyw0NDQUCgQZGRkTJk61fNzdEUYhgcPGZKclLR69apjx47R6fSE+HgvL69xE8Yrhu8uXbokxMcH7dp16dIlLpcbHxfX1MNj+owZCn8M6iKqSGSIIMiw4cPjP8YvnDfv8IGDLDYrOjra2dl5zry5Cstxt+49IiIily9bduL4cYlUIhSKnJwci4pkAVKoAiampvPmL1iyeHGXTp2NjY3TU1O5PB6LxVLcUBwuZ/ac2XNmzQ7sP6BBgwZCkSgh/mOPnj0HDvoSt/XmjZvBR440buyuYskVAAAoo6mlOSAwcN6cuRvWrVu8ZAkVjY4giNMnT546edI/IMC9sXuVEiuRbfwrtbO309PTo5Tj2zdviiVi5cD8XA6npLQ0NzeXeiTv37uXlpra+PO+5NLS0lkzZrq7u2/aspnD4TRs1LBdttepk6dkG23kw1ezZs3OnTl769bN0WPGUD/Zvm3r6dOn9+zb5+r6ab3xa+CQBw+OBR89cOgQ5RAiDwR0g0ajucnj01EkJyWXlPDt7O2p5TJzCwsXF9eHDx8OT001l/fz/fv3H6I+dPT3V5hvCgsKUlPTjE2MFSbVuNjYE8ePDxk2dOasWV/5GcLyPzkFBQVpSr/S1dVt3qLF06dPYmJiqNXOxMTEF8+fu7m7KRYqRSLRx7iPbDbLxs4OgWFzC/OdQbsUdRcXFw8ZNNjG1mbrtm3fVd/rM2292rHYrO1bt46fMNHG9qt8CID/Dlxzlk6KkIeP7j0IoW5BiVTa3KNprx7dobpAJBSePXs2LjbWP6CTIvBCPaesrOz+vfuRkRFMJtPT09OjWbPQl6Hvw8MDOneikoPExcZlZWU2b96co5QGpbioKCwszLlBA2odTSQShYaG6ujoNGzYUJE6VSwWN2/RosrNl2Kx+MXz56/CXvFL+Ab6Bm3atXV3r3pkp8jMyIiJiXF1c6PGd2XC34U/fvwoNzdXT0+vXbt2ikATFNHR0Q/uP8jPy7OxtfFr357JZF65fFlDQ6Nr126KLd4R7yMeP3qYl19gaWHh295PWWOLiY7Ozc1t1rw5ZbHGMOz1q1cojda0aVMV5g0cw1++fBH68qVAIHRwdPTy9tZT2kkpEApDX7w0NDJUOJl8S3Jy8sD+A3r06tm8eYtnT58yGIzmLVt4tmqFfu3sKBQKnz979ub1awzHXV3d2rRtU2lfDoZhL54/Dw0NFQtFjs7OXt5eyp5tJSUlr8LC5EYsVbbzstKyx48fyS6oROrk5OTr62tg+FWYWEFFRUjIw3dv3zCZTL8OHThsdk5ObouWLZTTYX748OH+vftFhQUeHs0KCws3bdy4Zfs2Ly8vRYGszMyQkIdxcbF0Or1Jk6bt2rXj8r7cb5EREatXrZ48ZXKbtm1VdBUAAFQaItb89dfRI8HW1tYezZppamrGf/z45PETRyfHLdu2KhJspaWl9enZq32H9n/9/TcVrWL40GG5ubnDRgxHUTT05cvMzKzEhIQu3brOmj2bGiGfPH48euQoaxubgE6dcnNz3r5+k5KS7OPju2X7djqdhuP4mtV/HQ0Obt+xQ8OGDfl8/o1r13X19YOCggyNZApoRUXF3NlzQh486Nyli62dbfSH6Fs3bwYODFy0ZEl1yUE+REWNGjGSRqf36tXL0MjwVdira1ev9unbd9mK5Z98/Ehy2tRpD+4/OHr8qNvnF8qL588nTphoZGQYENBJLBZfuXIFQeA9e/cq4vSfPXNm0YKFM2bNnDBxInXk2NGj8+fOc3BwkO/M+WTEkUqx1m3aTJ02lere6ZOnlyxeNGvO7HHjx38aoyIjJ46fgCJo9x7dYRi+ceNGcVFR0J7dTT08qAJJSUmB/frb2zscOHzwW0+2oqKiPj1729rb7t237ze4h8PfvTtx7PiIUSMrJf8C1Hd9Ou5jfExsHBVQAsNwKysL96onuDXL82fPb16/bmtn17tvHxCUAPBfSE5ODuzXv2//frNmz/7VJRkbE3P27Nneffo4fx5YV61YcePGzaPHjyk8qr9LTEzM1s1b5i9c8OPOKgAAgJpUX7ty9cyZM5kZGQRBaGhqent7Dxk6VN/gy+b4wsLCrZs3N2zUqF///tSR9+/f794VlJKSwmKxPD1b9e7T92hwcExMzJy5cxs3kdksCIK4fOny6VMni4uKDQwMho4Y/iEyiqemNlyuglNJcI8fPXb79i1BhQCloY0auYyfOEH5+S3h8w/sP/Do0SORUMjhcAI6dxo8ZIhqX7u3b98e2Lc/NjaGJGSRlzr4dxwxcuSXfLckuX/fvoiIyBkzZyjbCJ49e7Y3aHdKSgqMIHZ2tpOnTlU2gT97+vTY0WPduncL6PQpY+KtmzcuX7oslWLK+/IxDGveosXYz7kAnz55cvzY8e49eyiH7wh/927H9h0JCfEkSVpYWE6cNEl5b2WuPGCusbHJlKlTaN/MGcrLy7du2WJoaDhq9Ojf476N/vDhwP79Q4cNc/2c1h7wC+jTdU5OTs6pEycqKgS9+/RRBJcAAP5vkpKS+vTs1T9wwLz58391Maalpg7o15/D5U6dNlVfX//Ro0eHDx7q17//kmVLfzy/8fmz51hsWRDrX3f/OwBQh+A4npubK5VKdXR0ftzcU1hYyGQyFeVFIlGlUBUSsbikpERLS5tGr/pZlqc14LNYLA0NjSoLVFQIysvK1NXVlWOMqiYnJ0csFuto6/DUfvREMAzLyspCUdTIyKhGvSkIgsjKyiJJ0sjQ8Ful+U8jISFhb1BQn379mjVvXtd9+U34nfVpiURy88aN58+ee3t7t+/YoV4Flgb8umRlZS1euNDXz095P/uvy/Nnz3bu2JmaIkulxuPxfHx9J0yaWF3I2CrBcRw8XAAAAPBrkZqSumP79m7durVpB1z16qs+TRBEXn6+RCKpzl5FyoMBGxka1txkNPrDh9OnThkaGPbu17e+BZYG/NLgOF5RXs5gMqsMXPorIhZL0lJTpFKprp4eeFgAAADgDyE7K3v71q2+7f18PyfrBdQvfVoslgQfO56dk12dukwQJJfLHT9m1Bfnqp9HYUHBhfPnU1PT+vbrR2WEBgAAAAAAAABUIj8vf8vmza08W3Xu0gUIpz7Gy8NxHMNwBKlaWScIolJ4tZ8CQRCPQkLu3LnTuEnTIcOG/TbmQwAAAAAAAICfjp6+3qw5s7dv3SoWi3v17g0kXO/0aSo5Z3X+HjWRujMhPv7C+fMQCU2ZOtXYxOTnVg4AAAAAAADw+6GtrT1z9uxtW7acFIsDB37JLQD44/K5iITCS5cuvX8XHtClc9vfNAJu/Mf4Z8+eZmZkMlksF5dGrTw9K20DT0pMLObzGzVqVM+zQMtSO37tYiRLn/4DkyupVIrjOE3OjzdHpa1hMBg/7qmPyUFRtLpIq989o5qYLgIAAAAAUEOoqalNnzlz146dRw4dHjZiOJBzPfKfPhx8NCtbhf80wePxJo4b89/9p8NCwy5fvGhnb9e3f/+a8Mauc0pKSrZv2370yBEERXV1dMUSUV5unrOz87KVK5orhblZvHDRs6dPT509YyDPs1U/yc3N27xhQ05u7id1k4RQGjpl6lTVbu5isfjcmbMnT5zIysoyMzMLHDSwe48ebLaq+E0kSb5+9To4ODj0xQuSJBu5NBo5alTrNm1Udw+TSq9euxp8ODglOdnYxKRX7179+vdXnWhdJBJt3rQpLjZOoUATBDFw0MCOSnFPAQAAAACo/0gkkqAdO9hc7ohRo+j/xnQFkBkHf10p5Ofnb9646e7t20OGDR2uHDf+N0IikWxYv35PUJCvn9/hI0eOnzxx7PjxdevXFxUVzZk5Kz4+/muH9U8Jxust6Wlpt27dysjIKC8vLysrKy0rLS8rw7BqU2rL1VN83969S5csMTAwmDhporGJ8aKFC48cPqx6Hvjs6bPRI0fGx8UNHzli4KBB8R/jp0ya/OTxE9XdO3HixJyZs9ls9qQpk+0d7P9atXrH9u2Eyob4fP7NGzcS4uOpM5JRWvrddOUAAAAAANQ3GAzGxClTMAzbs2tX/dco6hu/5PxDKpXevHHj2dNn3t7efh3a/ysHgF+LJ4+fHAs+2rVbt01bNiu2V9o7OGhpa48YNuzk8RNLly9T4WPALylJT0uTiMW6enrKmbopw2pFRYW6urrCq6GstJQgSXV1deV6+MXFGRkZUilmYmqsr1+F5bugoCAzMwNBEAsLy+8GLc7MylBTV9+ybSuVzZvSiVWHLo6MiNwTtLtPv36rVq9iMBhDJeIJ4yacO3uuT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" 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pw4ERkR6eXdD01C7/6S8/Pznz97NiM2lkgk6phQJpOnp6f7+/sNGDBA9yU/f/4iPy9PPSH0+leg44Q//PC9v3//0aNHy6TS7tI5iUTowYMHd+/enTdvvomJSXdfAfRuqFSnTp1ycXUNCQnB7iGWnd/hrhOJUEVF5fWsrBj0O2WgVHab2oihUqkGDhw4bqyuhE6cfyG9sQ7v3r2blDQnJDT4rz7Zfz66Kmng4OD8XZg5M7FbIwLnX8rvVWm6486d24cO/fzuu+9t3LSBQCA4ODpa29hib5QgCDbV11OoFGMTU1jPRlEQCDbW11FoNGNjE31l0Top9XXU/0uWbmxs3AfZhro6Op1u1GtZGo1GIVOkMll+3guBgEcgEAwNDaOnR9vY2ODV0nFw3iwAADzOeWxkaOTh4fH/fL/kcnl4eMQbPTWcfwA9qMM7d+4cOnRo48ZNdnZ22F7EgAGBo0ZPkMtlIAg11tcW5ucGhoYbGBjq9eEDQaihvpaTnxsQGmFgYKC3bF0NuyA/KCycwdBbtr6uuqgwPzA0ksFg6CtbV1tdzC4ICo2kM+i9lEUQdI+Iz+fVVFfy+e0IgqrDDz740MvLq/dL4+Dg9JLvvv/Oyclp/Ljx+B3DeZPq8M6d2wcOHFi/fgOLxRIIBNhBlUoll8sUSqVI2Pb8yWP/wGAqlabDE9YZAASFgrbnTx8PCAimUql6yYIgKBBwnz/NGRgUQqHoL8tvffHsycCgUAqFoq8sn9+a++xJQEgoiULWSxaCIAGfz+fzsJr9WPZY78VxcHB6j0Kh0OGIxcHRAajbLtywYaO7u3vnnwIAUFrMsbW3t7Cw1FFyt0vUsmymvYNZn2RLithMR0dTcwt9ZQkEoKSYY+/oZGpm3hfZIraDk7OpqTmsrywCVFSUwd3XlcbBwXlTwGrw+4nzZtQhlUq7f//egQM/rV27zs3NrQsZEGxrbeG1tbm699MR99j1eiDIbWnmt7e5unuq9JdtbWkS8Hmubn2VFfBcXD36INvS0igS8Fmu7n243taWptaWJmMTM9xZiIPzRxMSHNLPsx9+n3HewGYpkUi8fj3rypUrGzdudHV16yY2EjUNnVmuJBJJfzOLgMq6uEMQqQ8GU0kRh4XK6kqQ0LGui6tHH2WLOC5unn2QRQiE0hKOi4tHRWW5vovi4ODoS0QEHgKD8yasQwiCGhsbT506tWbN2q514cvObUI+n2dmYamvuQMAgFAoEAj45paWvehS3UEWFAoFIqEAXVcvyZfeSj4qa2ahb7gZgHoceWKR0NTcXN/rRb2VPFTWTH9ZHBwcHJy/TB3CMEKhUFesWOnq6tqdAACAvHYunU5nGBjoayoBIMhrb6PTGXQ6Q19ZEATa27h0hgGdTkf0lQWAtjYu3cAQlUX6IsswxGT1Vv9tba0GRkY0/WVxcHBwcP4ydYggsKGhgZOTow4BBIGrKsqdWK7azaN7CQLD1ZUVzn2ShdWyTi59klXBNVWVzixXQH9ZlUqFyjq7AUBfZGurq5yd3fD0exwcHJy/OR0f8Vj/Mx0CzY0NKpXK2sZOX68hCEItTY2wSmVl2xfZpsYGBIatrW37IttUT0AQK2ubPq1bDxAIltbWestCUFNDPQAAFlbWeFgpDs6fQ15eXkVFBX63cfpAby0etKCluhpgbU2No7NLX0xDAlJaUoSad1hVQb1kEaSspNjZ1Q34s2Xh8pJilqu7/rJobcmy0iIXVFbfZXFwcPpI1vWsZ8+f4bcPpw/0VqtJpdLGxkYCgcB0cLC0tNbXEwZBaCkZlUppbWPXB9n62moEVllZ2+pdCg6C6mqrEBi2tLLpi2xNFYFAsLCy0dfTicpWV74yDXGvIQ4ODs6/Qh1KJJL9+/c3NDQQCARzC0syhaKXSlP3r5AUFxZ4evsRiaS+yHIK+/n4Eokkgr6yYnEJh93Px49IJOorKxaJSorYnpisPqhlhaXFnH7efhBE1DeGFgcHBwfn76gOpVLpjh07GAaMgQMHqtMOAf2e7+q9wrznT6xs7SwtrfTyomFblLnPcmzsmOYWfZJ9nmNrZ29uYamXeaeWRXKfP7FjOpibW+i7Ltox9VkO097RTE9ZHBwcHJy/qToUi8Vbt261Y9otX7Yc0X/TDwAAEADz854jCOzh6aWvTgIAMD8XdQO49032xVMAANw8++kvC+Q9fwZBoKuH3rIEAMh78RQiEl3cPfFiUTg4ODj/FHRtA0ql0m3bttkx7ZYsXiIUCmG9MvYAgAhBMpks/8UzqVQSGBIOgGBvt0lfykrzXzyTyWQBwWGYydU7UQBSy+Y9f6qQKwYGh+otK5XmvniiVCj7ICuVSvOeP1GpVAOC9JDFwcHBwfn7qkOxWLx9+3Ymk7l06VIsPrOXMwIACIKgUqmoqq6srCgzNDIODo2Aum+6rUvW2DhoQEQvS6OhogAqW1NdWVleamxi6j8wSD9ZhaKmqrKyotTE1Kz/wGA9ZeXVVRVV5WUmZubePn4ACOmb74+Dg4OD8/dSh0QiUS6Xb9u2jcm0w3RhL4EgSKlQtLQ2NdTVtLVxaTS6m4eXlbWtOv8e7qVsfV1NO5dLozNQWRtbNNehF7IKhYLb3FhfW8tr49IYDI9+3lbWtkgfZOkMj34+VtY2esg2NdTX1ba3tdEZBp5evpbWaNitbl3YY9oGgiB9SAvBwcHBwXlj6hAEQaFQ9N3332vswt6gfnYDVRXlNVXlCAGwY9qz3DwZDAYEQT1mr2PP/aqK8uoqNHnWzt7eRW/ZsuqqCgBd18HV3ZOuj2xleVlNdQUAgHZMe1cPTzrdAIRAuLeypTXqbAp0XY9+vZTFqtVIpVKhun6rGr5AIODx+M0tzY2NDY0NjatXr+mylwgODk6PXy7cZ4/zBtQhCIIKheKzzz8bMGDAksVLejkFCEFSsejFsyewCnb18LK0sgFAAIHhHgvcYLISsSj32RMYht08+qGyqMut17IiUe7zHARG3D28LK1tCIAe64pFwtxnOQQEcPf0trSyJhBertujPoMgSCQU5j7PAQh6y2LiL3Jf/PDDD0+e5LTz2mUymVov8lXKl9vRZArpk0+29DgPDg5OZ7y8vMzNzfE7g/P/qkMAALmtLZ4eHnroQhDktXGf5Txk2ju6uKMtkFQqFdK75AIQBNu53GdPHto7OLm4ebyU7Z2PUt1zsfXF00dMR2cXV7TlU++LqGH9Gp8/eezg5MzSX7a1teXFk0eOzi7OLm56yWKoVCpfH9/Ro0YfPvxrSmpKaUmZWj0DRBKElWa1srIqLCwEQdDa2prwZ3HuXOatW7fV27SIOpkGMLcwDw0Ji4yMhCD0xN44Eonkl19+ZjAYs2bN7kORIxycLhk7ZgxeIhjnDahDlUppYWkeEzOjl8IQBHG5rU8fP+jn5ct0cFKplL3XDWrZlqePHvbz8WXa6y/b2vL08UMvHz87e0d9ZVtbmp/lPPL27W9rb69S6ifb0tL8POeRt19/O6a9Uh9ZbYhEIpPJXLdu/YL5Cy5dvvzDj98/uP9QqVCiRcIRwMbaJjv7+pkzGWKJxMTExIXF6ufl5eriamhoSKPRKBQK4Q/gwqWL33z1jb0Dk0qlIggilUrr6+tpNPpHmzevWvXBH6GupFLp4d9+s7SwSEyciatDnDcH7nTHeUO+QzRfD+zV5wkAQLFI9OLJYy8fP6a9o15t4kEQFGGyvv5Mewe9ZYXCF08ee/v52zH1lhUKBbnPcnz8+9va2fdF9uljH/8BtnZMvWS7C5+xsraePXt2bGzs5SuXfvrpwPXrWUKBaMTIkZs3fyRBEVdX1xQVcbKvZycnJwMEgoGBgZW1lbW1jaWlJdOO6ezsbGxsTHgTECGigSEj/WS6n58/FstTVFT09tIln+/dO2LkyICBAYQ3jaGh4S8//0IkEv8g6xMHBwfn/40s7S6nQvuBDgCASqVE9zkdneyY+ulCAACUSlTWwdFZX332SvaRA4ulrz5DZRWK508eObJcbGz102cAACgUimc5j5xd3Pogq1IppVJpd5mIFApl0sTJ48aOv3379oEDP/mi5eiIhmqsrKwDAwOxYQIBv6qyqqq6qqm5uSC/4EZ2Np/PRxDExsaG5eLi7eXt5OREo9GoVCqJROr96WmfJ4VCoVKp2D/79+8/Y0bshg3rKysrtdUhj8e7cuXyi9xcIpEYGRE5ePBgMpms+WlxcUlra0v//v2vZV3jtrbGxsZRqVSpVPr48SNnZxaBQMg4czo0JCwoKAhL5ul8qtXV1VeuXK6sqnJydJo4caKVlZXmR9g8LJYLjCAZGafDw8I1NwcHBwfn/4Solx76/Z8gWFlaTCKRXN37qVT62UkEACgtKSJBRGdXD4VC3nkhHTkGIAiWFHMoFIqrm6f+3ZrAkrISKpXm4urRG1lMdWEnA4JgeWkxnU5nubrrfb0EoKGhXiTkY7XfuhtEJBKHDh06ZMiQ7uLiDA2NfHx9fXx9sX/K5XKJRMznC8rLy4uLi9LTT7a2ttJoNENDI3NzcwsLc0tLSxsbWzs7Wys02KdXdFBORZwiQ0NDB3t7zZHy8vKkuUnFxcUeHu5SqeyLffvGjx//zbffGhu9NFJ//uXg6dMZgyIjDx46OHLkqClTplKp1Obm5oVvLYwIj3z2/FleXt4P338fFBQkEAhWvrvS0sIiNTVNUxU2IyNjxYplUqnMxtampqb2q6/3HzxwMCDgpc5rbGxcsHDB4EGDc57kFOQX/vTTj7g6xOlAeUU5jUqzsbHB7wzOH6UOH+c8zs3Nxf4OAIBMIqmuLA8MCe9LsjkCGxnQwsLG0xmMztZSeztPIBB2qRHV5bzFtVUVQWGD9I2lxsp519ZUBvdOFkEQCILUNQGUBAAQi0V1NVUh4YP7sK5UIi4vLTYyMRXX1/VmfC83D8lqjI1NHBwcoqKisINNTU11dXV19XXNTU1sNvve/ft8Pk8kEhsbGbFYLk5Ojq6ubq6urp1tMgAA5HL5kSNHmEwmghDkCvmzZ08vXrr0waoPBmqZhgcPHWSzCw8d+nn48OEyqeyHH77/ZMsnM2fNGjd23MsRCKGkuNjIyPC3w7/5+/c3MDDQvEsdP56WNHfuZ3v2+Pr6YWOVajSTFxQUvL/qPRcX1507dzo4OHI4nCVvL/74k49TUlLpNLrGRk89njp/7vzPP9urmQcHR0NGRoaTk9O0qdPwe4Lzh6jDW7duHTp00NnJubmpBWuKW1rMsbKyNTIy1stEQxACBAIjRkQ5OaIGR2ddCEEgBJGSU9K5bW2dwytQ847DtrFlGhoa9sU0LCq0sbM3MOhZVqVSmZubR0+baGRkeP/B44ePnxazC22ZDgwDA33XBUCouKjQ2tq2Up1V+UdjpWbAgAHYPxUKhVQqlUqkDY0NFRUVJaWlT58+nTNnjqOjU8fzBAgKueJY8jEKmYIQ0EyV+nq0dzGBgHYUwbQagiADBgz47LPPJ06YSCAQ6DS6t7c3CILcVq5mHgS9ZGDLJ5+OHj1ae36lQhkWHvbZns80m7GddwLOZp7lcrmn00/7+aP+Szs7u9Ufrl6zdg27sFBjICqVysiIyN279/xBIUU4/3TQIlF4CQucP0gd3rp16/DhXz94/4N1G9apn++AVCppbmrsHxCkf01OhEwm89q5C7ZsrqyohIivzCCEQCQRAQCwtLT67tvvDI0MW7kvn7CwOo8Q08FSiaSluXFgUBjWuVCzmflqDBoE1PmboE4dIIgFgoaG+pCwSN3dB2EYBgCASCQGBvS/ePGcQqGYOjX6/v1Hrc1NQWERfTJJRdyWZo9+vsjDu4Q/HZIaQ0NDSytLPz9dthQMIzQ67av9X/Xr50VA1SHMbeP+9tvhDRvXgyCwatUH2OXERMcUFhZ+vvfzkpLipqbmgoJ8mUz2++9R3TDZwsLC09NTe3LsN9Xfv7+2LuwA2gYkNxdBkB8P/ESj0QgI+kkrKy1tbeWyORxMHSLqreb+/v1xXYiDg/Nnq8PsG9lHjvy2aeMmGxtbhUKBNXgS8HkACDAMDPVVh2jCXxu3srzC19fX3NwcBNHHKALDAAgWFRXdvnXbs5+nXC6XSiXqxHbURjExMTY0MIARmM8XlpXWgkQiw8BAXbkNIZNJEARKJFJjYyNDAwOZXM7ltqlUKm2zUqVSEYlES0sLAZ/n6upKpdFhWNXdyyOMIObmZuFhwY4ODvX1NZs/2hwWGjZjRjyvnUskkegMhl4X+zKxso1LIpNpDHSv728OCIIsFku7Go6Hh0dWVtaZs2eWLn2HRqOplKpvv/vm408+trWxdXNzc3RyYrGcf/rppw5vCehmb+cbDKDz61gdQRC0FoEKLioqopDJ2BsPBIHR0dHa0TTYeb6R68XBwcHprTq8eevm4cO/btq4ycnJWSAQvDwKAPW1NbZ2TAqF0odkg5LiIrFIOHL0aFSVIujel6sLy9nZPj4hns6gfbR5c2MTt7m5lUAgUKnUsNAgdzcWiUwCCIBMrjidfkomkxKJJKVS4ehgP3RoJBGC5AollUqhUikEhNDW1n4t62ZDYxP2xIRh2MPdNSQk0NjIEEZRNbdwb9y8y+V2sROL6k6l0tfXq7GhJjn58KVLlyorqoYNGw7DcH1dra29PYlE1vd6EQRpqK+1YzqQ9Gx6/FfRYSuYTCKTSCR1bQT05Kurq/Z/tX/w4MFf7f/awcEB/YTcvPnjjz/2sv0lZtt1BwiCpqamZmamvx3+TaP/ZDJZeXm5vVYsT4/z4ODg4PSNbl+0s29kq3XhZhbLRfu4SMBvbWl2Yrnq7UUDAJFQ0N7aamhs9ujRk0ePnj54+LiisprOoL73/nuZmZmbNm7y7x9w6/Y9FQxTqZQpk8dSyODHH2+aMGFc4sy4kyfTZsROnz9/LhbY6eBgl3XtSnZ2Vn1d9fvvrRw7bszqNR+0t7dOnzbRzNQEhmGlUjmgv++okUOvXr00d+7syVMmrlmzms9ri4mebGxk1N22p1KhvHHjxvWsbBg9ByoBQWQyqYDPc3Ry6cP18nk8fnu7gxNL2ads/T8fTO2pS5AjLS0tP/70I5vNiRo8BN29JBDaeO1tbW2enp6YLlTIFadOpQsEQjLl90SL/4ehQ4Y1NjadPXtGc2Tz5k2jx4yuqqp6I/Pj4ODg6GcdUijUO3fuYHYhi4XmimlTVlo8dtxkMpmiryMNhKDS4iJbewcqjQary+wyGLRJE8ecyUg/cODAnDlzZsyIv3ApS6lUAgRCeFhwWWnxnKQ55mbmY8aMqa2v+/DDD+7fv/fVl19XVddyOCUKBRr3kZuba2Ji0q9fPz9fv9OnT1+9evXC+Yt+vj5Z2TdtbKwG9Pf98MNVR44eGTRosLeXz61bNy9dvpx8LHnwoLCz5y51cS+IxPz8wrCIqKihI8xMjBIS41UwLBDwXdw9iESi3jvD6PWy7R2diESSjvyKvwkKhULAFy5cuNDQyBDr89zW3sYuZI8YMeLtt9/Gtpcd7B38/fx//vlnBp1Bo9Hu3rtbXFxMpVJTUpJ9fX37efZ7lf4h6XCvEASRSCRy+WtJNVjtG5lMpjkycdKk0afSP1y9+tHjx64uLjlPcjIzM1csX+Hh4aFjHhwcHJw/RB0SicTLVy7funlz86bNWN50BwwMDO2YDn3wGvLa29rbuEGekYhajwIAMHzY4IL8Fxs3bYqMiFi7Zt2dew/b29sBADQyNDAzNfrggxWOjo6HDv1aWVlLIhGDAwI/3vJJVNSQqKjhHE4xFifS0tK6fduO4JCwqurawYMGLVi44Pr1rOEjRoMg6OnhnnX96pGjR77Y98XIkaNbW9vWrFkze86s3Xt2ff/9T4aGhiKRqIMTEQCAdh6fn8cmkUhhoQPRZDgEoZDJVta2CoVSr3A1EETLyAkFfC/f/v+IbdKQ4ODG6GilSoGFGgEAwdnZecWKlTExMUaGRtgYCwuLL7/cv33H9oyMDCqVGjkocueOXb/9dvjO3Tv1dXWYOgwMCBSLJYzX/awMBiN6enRQIJp6r4FCoYwbO87IyFBzYy3MzQ8eOPj53s+vX8+6f++egaHBrl27Fy5YqMlKROeJjgl8FWWKg4OD80epQwgiNjU2Xbh4YeuWT7vUhQQCgenoxGAYyDulz+sGQQic/FymgyOdzoBhlVKpDAsLBgHCyndXmpuZ7dmzp7ikorKymkgkouEzpsZVVZVsNnvb1m1CoeRRztOigtz4hNh+/fpdOH9u3LjxBgZowqJKpfL29ho7duyZzMvNza0hwf4WFhbNzc3q6ipkczPTH3644OHhMW3adANDQ1NTU4YBY8rkKV/u/7KlpdnG2rK4RNA5w0/jdMS2RhEEYRgYQhBRodDXawhzCvIcnFhUGu0f0Qc4KWluUtLcHof5+fklH0tubm5Wpzyiqfdbt26TSCTYbiqBQJg5c9bMmbM6SJmbm3/77XcdDjIYjK1bt3Y4aGlpuXPHTqzrlampqWbalz+1sPz+u+/7dH04/xX6XEkYB+c1dYg5zN5dsbI7XYgVt9S3Ri4EQcWcQoRAcHHzVOtClbubq5eHy9z5c+vrGn478ptSCT5/kQdBL0+GTCbX1NQAAODm7s7lcitKSwQCgYWVDYvFKistVcjlNFTHoBuQlpaWIAihsf5owiKk3tKECQgaA6JSKaurqyvKK0aOGglBoLqwL+oPa2pqamxs7LICQJf0IYcJgiB2QR6JSHJ2cYNfj3T9d2Bpaan9zw5K6/8HK1D3ZufE+Y/AYrE6hCLj4PRFHSIIzDBg2NnZEd4cEJFUX1ddU1URHDYIAAgqFWxhYR41OGzb9q3Xr1/fvn0Hy9nt/MWr6u7zKgQN71QpFUoQBNUt5WGFXF5RXhI5eJgBg6FQKIlEIgwjcrkCU1KYruqosQDUqoPVYasOjg7vLH0HAAGVCiYSITqNTqFSPDw8Hjx4orsUHLaj2weIRFJNVUV9XU1oxODu9C2eJoyD8wcxZfIU/N7ivBnfoVoHvZnNPTQlHgRrqyo47PwBAcEMAwOlUkmlUseMHn78eNp333379pK333v3vafP8oKDBkIQhAU1trRyeTy+jbUFiUR6nJMzN2le9Iw4NGWQQsrPz4uIiJTJ5HyBQJcyAwCJTMbj8eyZTLZQGBsXV1NTX1ZRFTUovLa26uHDB2QSWSKRdXvOAFBTXenmaq+v0sJkKyvKSovZAwNDaGiOYxd3EkGjVWVKpQqC8PIZODhvmH/fZgzO37GEdy8/Z5qRUqmktJjT3NQ4ICDEzNwca+3r5soq4hR8suXjfv36TZ02rbik2NCQamyE7rYhCEIikyMjgo8mp1OpjMiIiO+//37kyJHz58+Wy2Rbt33a1NQUPT26vKIKC33sbn2VCs5/8VQpE44dN/5sZuZPP/6wbNlyB3u7hsa6mYmJJqYmgYEhrVyu9uVozlkikZQUFfLa28aPH6XvnZFIxMUcdltb68DAUGMTUxjuwoEBgoBYLN7/5RduLm5z5ia5vsp5VyqVD+7fJxJJpmamZmZmDAYautnLE8DBwcHB+fPUoUKhaGlBC5bqBgBAiUTc0tzYzuW2cVvNLCzCIqMoVBrm3AYAgEwhZWaeauO2t3Hbx40bq1K9tJ8AgIDABKY980b2jZrK8utXL8+dO7+dxxs9epSvr29Lc0tjY9P69evtHZyvXM3GOjKiNpYKDfjEyl4D6oZBSpWqtaWJRCTBBKKbm+eyZcu2fLrltyNHrKwsnz596ujo+Omn2zhFZVKpFIujwZSZVCrltjZzW1pam5vMLCzDIodQqTSxWCyTyQC0J2/XYOE8MqkUC5ptbWm2sLQKi4giUyhw9858BEFsbWwXL31b28MBQdDtW7erKisdnRz5PL6RsbGZGqY909HR0Y7J7OWvCQcHBwfnD1SHCIL88MMPlZWVXf5UXfAFLfVJICDt3BYzM5ORw4eolMqSsioChOYqaOkGpLGhOT4uMTJi0O/N/9DyXZBcJlWpYGNjY4VCJZZI7eydmlsEa9ZsqCgv5XA4JqYmQUHBBgbGN2/exWrFtXLb161bD0FQU3Nre3sbp6DAiEE6eOCQs7NzSyvPw8sHQZCcJ7ljxkwKDg59+vSJgM+fNHFScHBYYzO3pKQc04UQBIlFoorykuamRgbD0MjIOCAkzFBdl1wkkn7z9bempqalZeVyubzLjVMzM9OI8OCKsvInT54gMOzs4kZTx82qlN1mZSAIQiQSo2NiOjhoAQBY+d67J9LSfHx8BgYGctjsH7//wdfPl5vLvZ51XSgUrnh3pbV1b/s04eD8Z2lsbCCTKaampn/1ieD8G9WhXC7/7LPPpFJpYEDgpUuXsYNY4RJMCxobG1lYmFtbWxobMqhUcnNTM4fNjhw8mGFs+ujRE03SGPbQr6tv4AuEWE017BCBQKiqKKquKLe2s3NiuZaWXzGzsELLmzU2tnK5lpYWEZFDEYRQU9vc0sIhEBAsyqa8vLK11QgEgJMnzpSVFplbWjc28xCQWl3zSCAUYhW9JRLJo8dPzUxNAwPDQRAUS6SPcl6IRCLNNmlZSVFleZmFlVVAUBiNTlfH6aDlbAgEwvMX+cbGRpXVTViLXe0bgqo6hFBSwh43djS3pamxsW7cuDF2TKZcoaqoqKyvb2xuaRUK0R5V6oVe04sIgsZhdln+lEqlxicmJh85Wt/Q2NLclDQ3yV/dmEIikQgEAjOtr7dCDZ3+D6iDioPzJ3PixAkHR8fJkybjdx7nDatDBEE++/wziAh9+OGHM2JjNAdJRKK5hbmzs6O1lYWhAaO9ve35s2cZjx4VcYrKyspaWlp+Ofyribk1jUYnkTouoba9xNjfYQQpyH0qFAh9/PqbmJrJ5QosX0IzWF3mjIcpIcbrhbBlMmn+i2cisSgyapiJqZlSqZRIJJ3j/iVSaXXNy0aDAAC86lUE5z1/KkZlhxqbmsGvynJqI5Wi4TY0GrWTSkNynz0RiYVu7h5XL134dMsWewcHV1dXL69+oWFhIcH9SWSKQCCqr2+sqKxqa2vvXKKlu2AlIpE4bsL4NR+uHjwkCtOF2OV0uCI+n//j9z+QSMRp06e7uLricao4OBqU6opX+A3BecPqUC6X79q9i0KhrP5wtUgkwj5kMAzb2FhFRYY2NTVVVVbezLp87+69ispKqbp6FgiCRCKRTqdzOEX+/enOjjY6HtYAAe1/ZBwWYmxiCkGQXh9iTNYovI+yYrEo/P+QjYgIMTIxFfDbq6urGAyGUCDIefz48cOHaalpNBqtn1e/0NBQXz//8NCBJDI1+8YdHq+9uyZ/2gj4/IzTp99ZvqwY7e9xa9DgwV0OMzExcXV1KSkuPvzLLwQCYdSYMcEhIXjPIxwcPIsJ5w9Rh5hdSCQS33v3PUwLao6bmZpaWVvl5eaeO5f58MFDgUAgl8sxrxhm2CEIUltdbW5mplSX2+4MoP5PqVSqk/oBXhu3920K3owsep7/lyy/jSsRCZqbmkE1JBJJqVRi7wRPnzytrKior6+PT4j3ZbkYGf7eCQsA0Hif9vbftaMGgUCQfOxYUFBQQGBgPy+v1GPJEAiFR0Z0HnnpwgUAANZv2kQgEJKPHfvqy/2ubq5BwcEjRo7EKsXg4ODg4LwBdQiCoEKh2LlrJ2YXdvwpBHKKSgRCgZOj45K3l65dt762rvbB/fvPnz0rLS2rqalBWxEiyLDhw+0cnPPyCzoXQsMy50uK2CABcPXwxDrb6eSlm/F3WU4hCEKu7h69kO24bjGngAgRXdw9dPcB7lqWXUAkkVzc3GEY3fAcPCiiqbHx8uXLKpWKTCa7uLi4e7j37z8gNCzM1s5OIpFx29qOnzzb1IyqzFfvEwBCIFy+eNGrn5e1ze+hMQKBIOXYsYDAwIAgtLAnnU6fPTfpyOHDMKyK1LIREQQ5d+6cRCyOiY3FjiQkJtrZ2T3JecLn83fv3BkUHDx6zJgOJUNxcHBwcPRWhyCAPrj37dunsQs7ABDQ7vOlZZV379yrLCsZO3ESk8kcO2FSwsxZvLa2ivLyp0+eZN+4QSKT0PpqFdWdfYcgBDU11LPzc0MjB1dW1eguloYZnZiGxmJBG+rrOIV5YRFRPcp2AIKg+rraYnZBaGRUZaXesnW1NSWcwrBBL2VVMNyfz6fRaSGhIcOGDRswcKCDoyONzmhubq2qqnn2opDb1q5QKiHUcCTzee3t7Wimo0oFGxoahoSFnc3IGDdhPFPdyQ+1C48eDQwKClTrQgwikRgbH59yLBnUshEvnDsnEgpnxMZqb7cOGTpUpVK2cduXLluWdfWqRCKhUCho5on+5eVwcHBw/rO8pqsAAFSqVHs++8zR0XH1+x3twtdGEggVZcUsV/e2Nl5zc2tubj6JRDI3N3N2coiOi5+7YCEAAtk37hCJUBfJ+whcWszx8vWj0xkqVbe96TFdaGFhERzkTyaRW7ntDx/lKBTKsmKOl48/jU7XLdsZGIbLS4u8/PzRxu59kvX2609V51Cqs0QIZeUVM+ISJkyaggXO3Lj1gMfjKxQKGIZf7qCqt45VSmUxh02j0bFIH5VS6eHhERQUdCo9PSY21sjICLMLtXUhBp1On4PaiL8iCBIxKPJcZqZYLI6Ni+t85sNHjLx29eqdW7dnJyUVFhTcv3dv9JgxZPKbaUOIg4OD859ThyAI1tXVmpubr1yxUocMBEG11VVEiGRja48gMOYvVCgU9fUNtbV1AACYGBtDRKi9ndd5pxSCoMqKMhKJZG1j15vC804OzPPnzpaVl+/auYvNKX6ak0OmkK1tbPUtWg9BUEVZCZlCsbKy6YNseVkxlUqztLLWyIIgWFxc2tLCFYvRRAhNbRpMEb62bnkpCAIMhkFr68s6BjKZzN7eflp09NHDv0llsklTJvv7+3e5NJFIjEtIPJ6aeu3aNR8f7+iYmO60+IiRI29kZ2//9FManT47KQnThXW1dTQ6Dc/BwsHBwemR10w3lUppbW09b+5c7VSHjqjDSSorylhu7tpPZkwfEIlECIJ4fD6X29altFKhrCovc3F72dAVQ53th4ZHY2l/2qGeAEDIz8/PyclRqWCZVFZWUuTo7Kqu99Zxq1OlejmJusPL715FlRqJRFJRXurq6qGpJqMe9Xt8kPqIUiOufWEKhaKqorzDOQMAAYaRpqYWsViMXXXnkFEAAOQKRXVluaubZ+dbYWpqivaRR2Dd+fU0Gs3M3FwqldrY2uquk2dtY0OhUB0cHEpLSrAjbHbhzm3bnz55okMKB+ffBKyOXfirzwLnH0knx97rxk1nQAAUCgQKudzA0Ki7j113M4Ag2M5rUyjkBq+CLbF8eVdXF5azg4EBAwAAkVBcyC6uVjd4wqRIJBKZTGYw6MOHDerv52lqZlFZVVNQyFEqVVi1NgRBIAjy8e7HYjlCaJI+obSsopBdhO1qent52thac1tby4oKqegWK2xkaODj60Uikmpq68rLK1UqFY1G8/Bwc3ayV8e8IKWl5ZyiEkwcBMB2PheGVQwDg87Xq24d1S0ACAq4rTAM01+XJRKJEonkyOHDUUOGWFlZnUw7PmXaNKZ915XYzp87J5FIVq9ZnX4yHQCA8IguYk1RzVdYmJWVNf+thTQa7dhvRxAECQsPHz5iBJPJPHbk6NMnTxJnzaJSqTrOFgfnX4CFuQXeHQynb3TxNO/h3QoAmpsbzS0sGL1uGagt29LcaGZhSaf/LhseFmRmwvjhh2/eemve0qWL0k+lDejvGRER8ruQ2hR7+PDhF1/u3fzxpq++3mdmajB50lgKhYyltBswGOPGjhDwW7ds2bxo8cLdu7eTicjUKeNpNJq5uZmbq9O5zFMAQfnO8uUUChVB4MDAAZzC3BfPc4YNiaTRaCYmxuPHjuC1N3265aPFixfs3rWNQgHGjhlOIpEQBAEAQnNjg4UlWlKgD2+dTU0NllbWNCpNI4u+E7S3p6WmBgQG9h8wwNbObvzECafST9bV1naQReNIMzNFIlHMjBnGJiaz58xmFxbeuXW78yoFBQXXrl6NT0gwNTWlUqmz56IexLu30ZGe/fqt37iBRCJt37qtiMPR9/xxcP5ZJCQkDB82/K8+C5x/JL1thoI2YFI/0JUKeX1Ntam5pUQi0Td2UalQ1FZXsVzcX2X0q5ydHQWCtpmzEkpLS6dPmx4WFnb48K+LFi9ysLdh2tliwyASsaSkZPmKZa2tLf7+/llZWdOjpzc21EVGhGIbkqGhgafSj7+16C2xSBwVNbi0rCw+Mf7e3VtDoyLEYrFCoUhLS9uzZ4+dnTWDwTAyMlQqZBs2buBw2GJ1bMvgQWE//3JgwYL5La0tQUFBBYWFCfEJJcXs4KCBCIEgl8ka6mqdnF37UOpCLVvn5Oyq2ZUFANTJeu7s2QEDBgQFB2MHnVmsyVOmnE5Pr615TSNeOH9eKBBo/IVEEikuIYHDYd+/e1d7GLuwMDsrKy4hwczMDDtCUo9kF7If3LtHIBAoVOrspKTp0dFff7k/+/p1fa8CB+cfBAR1Fb6Hg9MLevu5efHiRX5ePgACleVlJmbmzS2NXG6LXuoQgoiV5WXGJiZGJiaYalGpYBeW8/WsayyWy5HfjkTHxH/4wdov9n3BZrPz8/Lt7Ow0xhiPx587d+6vv/y2YsX7p9JPm5qa7Nq1k+XsQGfQHR3tW1oa93y2Z+XKFUeOHpszZ/7xtBNjRo/ZtHkzBBEszM2FYum0adPzCwrq62utLC1cWM4PHtxXKBRxcXFFRaVWlua1NZU//vjj2rVrU1OOv7N0ZcbpMxGREZ/v/dzO1srE2KistNjEzMzI2FhfdQgRiRVlxWbm5oZGRgiikQVEIlF4ZGT/VzXYMBydnMZPnKixEREYxuzC2Ph47e82GmualFSoZSMWYnZhYqKFhYX2hFjmYsErG5FAIDAMGE4s54vnL6SlpOgbTISDg4Pzr6dX6vDJ0yfffPu1pZUlVlHa1pbp7z/Q0tK69xoCDSqRy+pqqh2dXdA61q8O8/mCpUvfST52zNzcQioRN7c0FxUXwQgiV8iJxJfnplKpHB0dYmfE3b7z4OixE0KRbPKkyS9yX7S1cS3MzOzt7W5kZ9HpjMSEmXfuPDyWfDLnyYs5c5K43NbHOY8dHOzLy6uGDBmiVCpv3brl7e1pYWF65erlkOAQRydWaVmFvT3zypUr5ubms2bOQqt+SyXGxsbR06eXl5c3NTfSadT62po+mIYAAEolErVp6KKd748giLGxsbOzc2cRzEbMOHW6tqb2ypUrqF0YHd35hUNjIz56+LCoiJN9/bq2XagNZiMWcYpyHj3mcNhXL1+ev3Dh5k8+rqmpSU1O0etycHBwcP719NzR4nHO42+//WbZO8s//XTLi+e5zq5uJqZmKriL2E4dgCBYWsw2MDQ0M7fQqBYQBKprary93E+cPH727Nnqqkq5Qq4OCkVArS6DCIxYW9vQaLTyikoQBMvLq2xtbRVyeVtbm4mJEZ1GKy0rd3Swp9MZFRVVZDK5rLwiLGSgiYlJWWlJaGhkWmrq1Cnj/f39L12+vGjR4oePHr3IfbFx/UY+T8DlthsZGVRXV9XV1k2fPh1S5/vDMNzWxm1sbGxuapZJxMbGJiamZl328tV5vWjpHBMzM2MTs96X8HZ0cpowaeLmjRuDQ0OWvP12d5PT6fT5Cxd++sknzU3N23bu0BE4QKfTp8VE79y+XalQbP7kE2zku++/39zcrNfl4OD8U2hpaSGRSHi1Qpw3rw4f5zz+5ptv1qxezWK5yBVy9AlLo4MQ1F0x0i4BQailuamxvj40MkqjG9C2GCSSj5fnho3r0tPTZ8+avXDBAmsbm9LS0vXr172uMNDAUYK6Go560xXNfACJEJVGVTS1qeuFEpVKJTqzuuciVjcHhmESmdzexi0uYgPg1HHjxu7du7empvrxo4c0Km3kyJHPc9kAQAABQKFUWlpZLV6y2ICBagsYVhFJJAqZEhQU9Nvhox7ePlpbnb27XghqbKhvbWlWXy/WCfI1dGwyFxYWDhsxXCGT19XW2TFf64moDYfNZjKZjk5OhfkFIWGoD7VL+DzeibS0xJkzXzx/XlhQEBKKjgRBEG+diPNvJeNMBlona8zYv/pEcP5dm6WPcx5/9dVXH6z6oF8/L7kc1YWv0KfaJwhJxKLc50/6efvSaL8HWCIIYmJiLFdIL168uHz58t27P3NwcnN2drUwN1cqlAD4UvmppwAaGuqlUrGdnS0AEOzt7fLy8y3NLW1sbBqbmoVCoa+Pb0VlZVNTo4e7i1Kp9PRwLysrbW9r9/H2ffH8qUc/n+raukGRg8lk8vHjxy9duhQ1eLChoUmNuuuTXKG0t3cAQWDqlGnDR4x2c/eaOjU6IjycL+CTSCRTcyuKVlBor24oBIkEgvzcZ+oSNtSu8iPRBMfOglgcKZ/PnzV79vCRI06dPFlX+7IvVQcKCwquXrkyLTp69pw5+fl5XcaaYn2gUpKTBw4c6OfvHxsfn5ebd/f2nd5fCA7OPxGBQICVf8LBeWPq8PFjdI909YerfXx8CH0FgiCZVJLz+L69g5O1bccyNOrMfQghINxWrlgiZtBp9XW1X+7/UiQWqVQqLy9PMplYVV1BIhIrKiq//vrrkOABMdMnNTbWnT17ZuKkiRBIEgpFVVW1I0aOpNFo+77Y5+7OmhEzxcrKdP9XX/bz6ufr66tUgTa2zMbGJgMDo4jw8B9+/CEvPy86JqayslokEqGdN2rrJk2cyOVy9+3bp5BLDQzo1dVVCxYs+PLLLwRCAUQkank6e3W9YrHo6eP7zixXC0urzhErIAgIhcJbN250/tHF8+cFan8hWovH2XnSlMmn09M7Z1+w2ezrWVlx8fGmpqYgCL6KNUUjSLXh83jJx44Fh4RgNcFRP2JiPJtd+ODefe1hMAz/+vPPLc0vy+Xg4PzTAUEQr9aL88bUIZVKffrs6Vdff7Xq/Q/6qAvV9VkgIrGpseH+nRs2NnZunl4dHGYAAPDaecZGxnEz4g4cPBAdPW3NmlVvLVrAcnaxsLDYtGlDTXUFhYg6DuVyubm52fkL50ePHrF4yVtz5yVFREQsX7bi0eOnUrS1by0EUfd+vvfOndtDhgxe9s7iUaNHtLe3f/HFlzyeiC+SQBCoVKpqauvHj59QW1PHtGP29x/AKS7ByuiUlVV5eHitXr3mp59+nDBx3Nq1q8aMHVVZWfHFF19yuYLm5t5Fz2LXqy4v/vDuLaaDE8vNo0sHIQwjZubmIASmnzgpk0q17UKhSBQXHw++KmunjjWdkH4yXdtGRONIr1xB40gtLX+PIEVjTQvuvIog1diFwcHBAwMCNAcZdMbspKT8/HxtG1EoEBQWFHyxb18bl6vH7xcHBwfnX+87JBKJd+/ePZuZ2Te7EAQhAgFVYCKhoLSkSCIWe3r52jHtOxtDAADIFIqcpy/ee29VRETEs+fPDQwMhg0b5u/nf+vmzQJ2obm5hb2jMwhCK1asXLLkbVNT09MZGVwud9Fbb40ePaa8vDovvxBEa9Agt+/cHzd2ZGbm+RvZ1xsa6mPj4oYNHQ4j4IWLVzVrVVTWjBoRlZFx2s6OKZHI6+oasHqqYok46/rtuUnzIyMibt261crljhk9dtSo0QBIunw5C1N0uq4XgggIer1CAb+0mCOTyrx8/W10lmNVKZUjR4/mtnCPp6XFJyYSiUTMLuzQp+JVrClqI06dPs2OydTYhR3iSLEI0uRjx9DeFxHhWN/EkJAQbV2oNTI+JTkZhKCw8DBMaybOmtXU2PTlF1+s+uADQyOjXv+qcXBwcP696hCCoJbmluTk5E2bNnt7e+s1EVaxs7Wlqa6mWiDgqVQqBwdn5kAnEonUnW6AQLCmpv7SlRsBA/2DQ8JbmpqePXv6y6HDQ4cNGztmQmlZdVl5FQSBhoYGVBqttr5l/PjJDAZdIpFey7pdXlGpKZQql8sPHfrVxIgRER5mNXqcSgW/yOOUlJSpS8qhCgYEQR6P9+DhE3d3V6FIdv9htuaciUSi2rS6ERIcOGVqNI1Gk8pkxaXlHA5apE1HPi92vS1NjXU1VUKBAIZhByeWnb0jiUTsMatPIVMMjhqsUilTk5PpdDqMIHHx8V3qXcxGPHvmLMuFVY6WF0jsMqcCy0dMPnqUy21tbGgICQ0dOHBgl0szGIw5SUnHjqAjG+rqg4OD/fv3R81EoeC7b799f9UqIomk++RxcHBw/v3qEIbR5oJvv71UX10IQZBIKCzMeyGVim1smc4uroZGxgTgZYSnTkGQx+OfOXMuP++5VCKxs7O3sWOWV9aVV9YSAIAIQUql8sHDHHWxNABBQYu2oWUn1IoKgiChUKBeV2JlbdvOFxsYGmJlVztoMhAEq2tqK6uqCQQAglDvAior4BfmvZDJZNa2zIrq+qaM85iUWsnqqt2KyRbkvZDLZTa2TJarh9quAmAYrSHe4+1C1LFIQ4cN271zZ21N7Wf79uqwQZ1ZLHd3t0MHD61dv65LXYhBIpHGjBu3/dOtHp4e9syuy59qRo4bP27t6tXDRowYGBiIHZw0Zcp3336bmpI6c/asHs8fBwcH51+uDhEENjQydHd302sKCIJqqiqL2PmOTi5OLsFYqc9e5q1DEFRdVVHMLnB0dnFiuXaWxfRWt7KVFcWcAieWq6OzS4/rams4CIKqKstLOIVOLDdHZ5ae50ysqigtKWI7u7g5OOknq7koAoFwLjPT28dn8ODBx1PTomNiKFRKl4MLCwtLy8rWrl93+9ZtM3NzO7uusy/4fP7ZjIxFSxabmpmlpaROj4mxtbPtbuSZjIzlK1eyC9l379yJiIzEbshbixbt2r7j2pWrI0aN7P214ODg4Pw76GgAYa2O9JAHoZIiTmkxe2BQqJtnP3XD915ZSC9bBhaxy4o5A4PD3Dz0l+UUlpcUBQSHu7p76itbxC6sKC0OCAl3dffQXza/oqw0MDSC5aafLAa2wXvt6lUhnz9u/PjwyEgbG+vjaWkKhaLzYA6bff3atanTpvn6+Y2fMP4UGmvaRfYFn89PPnYsMDDQx9fXzs5u4uRJaL23ui5G8ni85KNHg4KCBgYETJ46pbCg4MH9l7GmFApl0ZLFFy9e4LDZvb8cHJy/FT3uSOHg/L81Szs388NMirISTm1NZUj4YFMzc730KCZbV1MdEjHY1NRMT1liaTGnvq4mOGKwiampvrIlRezG+tqQ8MEmJnrKEonFnMLG+rqQiEHGxiZwnyp/AgBw6cIFgUAQm5CAGb7DR45k2tulpaTIpDLtkYWFhVfVcaSW6jhS1I84YUL6yRMd9BwWERMUHKzZ+XRydh43fvypEyfr6+o7jExNTg4OCRmgjrJhMNSxpnn5d++8rAluY2s7d9689JPpMtlrZ4KD80/B3NzcCI8Iw/lD1aFcLm9tbdU+guYV1NVWV1YEhUZSaTR9dWF9XW1NZUVwaASVqr9sbXVNVWUQKkvVV7autqqupiowNILSjezLVsBoz+DfewhjsrXVlfW11UGhkRSKfutqAEGgra2NSqNNnjJF+/Vi2PARtra22jYiZhd2iCNlsViTJ2P5iHXadmFwUFDgK134cqSLSwcbEc1EPHo0JCQkQGskmUyOS4gvLMjX2Ig+vr5OTk6V6kglHJx/HFMmTwkPCyf8A4FhWC6Xd1mjA+fvUrMU04XffvtNVVXVa41t1XEo/oHBDAZDL90AgCCfzy/MfzEgIJiupyyIyvIK83MHBoXQ6frL8trZBXkDg0LpaB/gLmRhGIYgyMrSgkKhSKTS1lYuDMOY05HHa+cU5AeEhFLpNL3sQgAApBKJQMAH0NgixNDQcHBUVOc4neEjR17PunY8JTU2Ib6stPTqlSsJiYlm5uYdhjk6O49T24gzYuMMjAxSX7cLtdHYiDPi4xgMRoqWXagNZiMePXwY6xh89swZhgHD1c219xeIg/P34c8xDZubmw8dOujszJoxY0aXMXftvPYDBw60tDR3KOGlUsF2drbz5s03MTHRHORyuWfOZpw5c7aysoLBYPj6+k2fNm3o0KFE4mth3rdv3zp37lznlrQwAo8ZPWbECNTlr1QqU1NT8vLyxo4dN2TIkN/HwPCpU+nFxcWLFi3G3rBhGD596tTDRw81E5LJZGcWKzw0zPv/KL3yL1eHSqVyz57dMIIEBARcungZOwgAQGkxx9be3sLCUt/XGbUsm2nvYGZhqdJftqSIzXR0NDW30FeWQABKijn2jk7ovm5XsioVzGTaDB4UYWxkQCRCShXcxm3PvnGnqblZ7SJlOzg5m5qa6/36hgAVFWWaIuBYrmSXA4cNH3Hrxo2d23aYmBp3qQsxWCzWtOnTfzv8q0wmnzx1ip+fX3crs1xcpkybevCnn9DY0cmTfbsZidqIiYlpKSlXL1/x9febPGUK3jEOB0cHLa0tn+/9fOjQodOjp3f5ZeHz+F/t319dU21lZaV9XKlQevt4z5gRq1GHFRUVby99++LFiz4+3gP6DxCKhCdPnvzl519WrFj+8cefUKlUjey9e/d27txlYmqsXf1RHW+PWFlZY+pQpVKlpqWdPXP22rVrp06dZr4KMkcQ5HTG6UuXLsXGxmLqED1yJuO3w785OjmQyWgrdZFI1NTYaGNru27t+rfffru7GMb/rjqUyWS7d+8yNDZaOH/h3bsvq5mAINjW1Mhra/OJGqavbgBBkNvazGtv8/EboOwqeESzhYggaKQr9lvHCi+BINja0iTg8/z6B2hksU+D2ubswrupjvlECAQELSPe1Cjg8/wHBHajC1VMpt2EcSPT008eOPhTXV2dp4fnu+++Fx09Mf3UOXZhoUjA7z8wqA/X29rS1NrSZGxiJhAIehxvbWsrV8gMDY2MtV4eO2NqZkYmk2UymY21jY5hCAyz2WxXV9ea6hprnSPpdLqZuXlJcYmtjY3m661UKonEXu0f4OD8pwAAgEqlkslkHQNAEBw/fsLxtOPax9F2PSBIobwMI+fz+SvfXZmdnf3Fvn1vvbUIzUKG4ebm5k2bNn72+We2drYrlq/UPNYgCCKSoEMHD40dO67DctrfUzKZDBGhnCc5X3/z9fZt2zXiJBKJSqVqPyTRav42VmfPZHp4eGDn9uzZs42bNq58dwWNTlswfwHhP4Yu36FSqdy1eyfDgLFi+QoAQI1r9Ch6M1HT0FmdF9GHJUuLOG7unpaWFuZmpmav/mB/J5PRpAVUOaFblIC9PTMwcMCAAX7mZmbqeDGkpIjDcnEnkUhGhoYmJiZUKsXR0SE4KKBfP3ca7TV/ntoFCBsYMHx9+gUHDXR3c6muLndydu3ulQcEwfCwoF9//fndd1e6sFw+WPUBQiDMSZpz6+aNQZGhJUVsFzfPPrwuIQRCaQnHxcUDKwigWavLwRw22pVwxbvvOjs7pyYndxlrin2FfjuMFiuYt2DB8bTU7ip9EwiE8+fOcVtbY+PjY+Jij6emdhlripF59qxCofhwzer8/N/9iGfPnNH8HQfnH4FCoVDp02/nD4VIJNJeh06na+ukc+fOXbp0cenSpcuXr6TT6ZqGM1u3bhs4MCA9Pb2tra3DnBQKtcOcNBpN+1EMwyonR8cJ4yccOPDT/fsdqxl3AAAACoVCVUOj0cLDw3/4/gcWi/XVV/ubW/5zbeCIuu1CAwPD9997H8vQx44DACASCfl8Xj9vP71aPWCyQqGA396+8r2Vnh5ucrlc+1WFSCSKRJL00+ekUqmNjfXwYYOpFFJNbQ0RIoaFBFTXNJw/f0mgXtfbyyM0JAAAAFNT04qKiubmZhcXh9Gjhl27dqOQXYQl7BOJxLCwYHc3VmNDvVQm9ernNsC/34NHzysqqyGoozZSwbCzo4NQwNu7b29cfNwnH28tKikbM3b8Wwvnbd+x/eiRZHumnZGxib7Xq/ZW8sQiobOLGyYLAKgyYxcW9lfXgtGGXVh49erVRPUe6ZBhQ69fyzqekhodO0PzIvl7HOmxY0FBQVg1GcyPOD0mpkM+IgLD586hd3JGXBzqcXR0HDth3KmTJ9F8RNvX8hFhGD6XmSmXy6eruw3PmjPnyOHDsAoOj4wYGBDw3Tff+Pj4GHTfUhEH52/Fz7/8bM9kjh8/gfA3QHeJR6VSefbsGQaDkTQnCQRfG2llZZWWmtrezmMwGB2ketywgWHYwNBgzeo1c+Ymbfl0S0pyqu7ujx0ea25ubjHRMV/u//Lxo8fjxnU0Q//ddHFnIQiCYXjXrp0Ghobvrni3w08BAOS1c+l0OsPAQO8e8SDIa28zMDKytrZateq9wkIOBIEIASFCRIVCwbRnfrZnr7GRIYVCmTxpbObZM199tb+Vi4azenh4bPlky5Co8NwXTylUmq2tzddff9XQ2ODu5v7rr7+2clvpNMacObNXrFjZym1raGgCQWDQoDBEJZs7d3ZBQaFKpTQ1NV25cmVcXMLJk2frGxo72GcIDNvaWufkPG5ra4uNjcsv5Ny//2jokEExMTM2bd5UXl4WFhFZWlHdB/Xf1tZqYGREo9M1sgaGhs+fPXNxcQkOCdGM5HA4WVgc6St/4bARw69dvXoiLS02Pl7z6vcyjjQ4WBMdymKxJqljTadOn66tEc+fOycWiWK06qC6uLhOnDTp1ImT06Kn274+UiqRRM+YgY1Ux5ompBw7BkFQSFion5/fucxzcQnxel04Ds5fhUQikb3Wje4vAwTByoqKn3/+WdMRD6uuFR4e0a9fP3VlRCGbw3ZSgw2AYVizJ+Tg4OjoiO64as+JIMjFixfq6+s0z14YRkxNTcePH6/tZVQoFP79+69atWrlyhXJyceWLHm7N50INHj264cghOrqasJ/jI7qEARBqVS2Y+cOjV3YAQSBqyrKnViuWAa6XoshMFxdWeHEcuVy28eMGRcQGAQCII1Gu//g/s+HfjY1Q7MABULRqBFDLpzPXPnuismTJ0+bFi2XSb/55uu4+LiTx0/MnDX7cc4zBEHKystSU1J9fHwWLFhoa2d38uTxbTu2eXh4DOjve672irOTM5kIxM2aw2Aw1q5Za2Rscv585nvvvWdmahYZGXbqdCYMd+zKa2RkWFBQYG5ubmvLfP6ikEQiNzQ2u7mjjSmqqiq9fQZUVHXstdQjKpWqtrrKs58PtsWMOUQhEJoWE13MLpJJpYOiojR2YUJiovnrsTMjRo7M0rIRNXahdqbEywjSCePTT5ycHhNtZ2cHI8j5zEzMLuxwjU7OzmPHjzt58mS02kbU2IXaWlMTa3rk8GEEIEycPPnz3XtGjByh6aGBg/N3pssM6b8EIpFYUJC/es3qDupw9+49mDqUoAHnQnsmU6PJnj17tmDhfLFYjLkeDQ0Nv9j3ZXj4y7wRAABUKvjQzz9rnEpqE1Pl7e01ZMgQbXWIIKhmTZqTdPbsmd17do8YMdLd3b33Z26IlroEZLKXLXf+o+oQAFANt++Lva6ubsuXLe9SoLmxgWrvZK2zaUOXgCDU3FgPq1RWNrYPHuTY2FhZ29ADA/obGtAO/XzIw9N927bt+QVFqJ+ZSvrq66/CwsI+/ujTxznPjUws9+37cnr0tF9+/XXlylUvcvMRtLYqCSISP/lkC9PeqaKy+v33Vt29c+fx48cBASEgCDg4MI8c/U2lUh1PO2Fjyywvr5g8aWJbG/fgoYO//jLUgMHg8dG0B61zA0kkUktri4GBAZVCkUqlIAhIJBIbKxMqhdLc3Kze7u9tjubLOSGoobYGAAALK2se73cHAILAFDIlekbMsSNHyBSKqZkZ1qeigy7EGI7aiFdOpacPHzHizOnTQVp2oTYslsukyZMyTp2aPGVKQX6+RCKJjonp8qHg4oraiKfT0ydPnZr34oW2XajNKxsxmUal2trZnk4/tXDxIr0uHwfnP45CoQgJDdu9e/fvh9Qll1nOLOxfRDVSmVSpVGI+ETMz0zGjx8hkcgiCXuS+uHnzBp/P+10aQSAI3Lxpc2RkJFb3GDtIp9M7b4eqVCpjY+P16zdMmzb1872fffnF/t6Hi4uEQgRBqDQa4b+sDkEQbGpstLNjrlyxsjuB2pqayEHDQBDUd6cUISClJUVOLmgwi0gsLigscnFxptMoS95ezGazk48dE4kVuXkFPj5eNdXVHA5n+7bttXUN7KJiEpE4aeKYqKio23dvr3z3fQaDgRAQWKVisZy9vLyvXL0pEovtmdampqYisQhBYAgi0hnUBw/u29vbNzc3NzQ0wDAsEvKsrW1u3bohEPBNTIzbefzOZ4i1sABAUJMqBEEQqC4jTtAbtHx5WWmRq5tnZ62kUqkoFMq8BQu2bdnS0NC4becOHclSI0aOyjxzZtV77y9bvqxLXaidZbh1y6curi4r3n1Xx0ffWT1y04YN4eERb3Wv5BgMxvyFC7Z8/HFLczOZTKmtqWHa2/d83Tg4OGoQBDE3Nw8LDevufhgYGDjY27PZ7JaWFsxH6OzM2rlzF/bTvfv23rx5o8OrKgAAvr6+oaGhvbzHgwcNXrr0nb17Px8zagzp9SxGHRQWFkIQ5MJ6qbb/O7z20FSplOYW5okJCToEmA4OlpbW+nrR1CVsalQqpbWNHVruGkFsbKxGjYzat2/v5cuXdu7cYW1jf//+QxAEySRSO69dpVJaWFiKxRIiBAEgKBZLrK2tRUKRVCrBHvQwgjDoDAAAlEolqrQAVI1hHx0QBFQqJZ/Pf/r0aXxCfNK8pHnz5yYkxp8/f55IJAmFQvWuwut5rOiWvdzQ0FAqkaiUSiqNCsMIjUaVyVGMjI0lEole6h8tf1NdiZmGmiikDnA4HFs7u+CQ4IL8fB1TCQSCVi53/IQJlZWVuhVzIZs9dtzYqCFD0o+fUCp0jWSz2SNGjCASofr6et3DHBwdIyIizcxMz6vzf3FwcDRgW5o6boju5ySVSo2Kiqqvr8+6ntXhR0ql8u6dOy87+HT8kX7bckuXLu3Xr9/O3TsbGzvGTGB00Lh1dXWZ5865ubkNGDCA8B+j490BQVB3OoG5hSWZQtFLHQIAuvFYXFjg6e1HJKLtD+k02vixI0+cOL7/qy/eXfle1ODhV65my2RyNBVULKHTGSAI8fk8C3MzGEZkUimNSm5tReN3AAKq/16fveNy6L65Ck3uGTZ02KOHj345+EtK8vHLl64+f/b82tUsb2/vVi638/Ygny90cnJu5bYKhQJLC3O5XG5jZdnU2CiTyxzs7bu0JnVcr1gkLC3m9PP2gyBiB9WLbUWidWcuXZo6ffqsOXPYhYW3b97qciqBOnbG19c3ITHBwsIiNSWly2qiCIJknj0rEgqnTJsWGhZmZWOdlpba5UgYhjPPnBGJRDNnzx46bNjJ48e704j5eXlZ165Fx8TEJSZYWVllXbvW2NjY+5uAg/OvR6lUisViqVQqkUqwP3I5+hDTDFCpVNo/Rf9IJFKp9FWcOTBr1mwfX5/t27fduvX7E0AikXz22Z5z5891GUQql8tkctlrc0ol3SVloYWIrW02b/qouLj4wsWLXU6oOWG5XF5YWPDe++9yOJxl7ywzN7cg/MfQdXe6BED1jz6moVrx5D1/YmVrZ2lphW1IjhgelZv7bMuWT+LjEjZv/qiqui4yIhQiQrW1DVVV1V6ekc7OzucvnI+NjReJxRAIUCjkO3duDxo0SKlChEKhbjeeSqUSicQeHv04HDaZTDIwNGznidzcXA8c+LGktGTH9p2d7TwABOsbGgcMGKhSwTdv3lj41hIiiejv73v4t0PWVtYuLm5PnxX0cucdS/PIfZbDtHc0M7fo3EMYgqD8vDw+jxebkICVh4iLj0d72UMg1mupgy7U+AuHjxhx7cqVE2nHY+PjOmR8auJIsX+OGDny6pUrJ9GR8UQSseNIiSRmxoyXdU1fxppGd+gGVVhQcOPGjfiEBMwnMTspqaSk9OrlK3g3RBwcdVQgolAqz509N2rUSM27tUoJDwwYsHv3HmMjYwRBFApFVta1YcOHvv50gq2srfZ/sd/FxQXzXOzb+8XceXOnR08fM2a0u7uHTCa7d+8um82OiYk5f/68Qvm7nlMqlUqFas3a1Xs+2639EFMp4RmxMz5Y9QF2JjKZTCKRaD/Gx40bFzsj9ocfflQf1zoZpaKhvnFO0mwDAwP1CSsrysu5bdz169bNmvVf7Hva25ojWF0YfWdXB3mBeblPEQT28PTCeq+4sJxlMtHyFcsBAIiKirp1+xZaFxRtTE+KDA8UCATcNt6SxUvWrlu7bfvWmJgYpVyxZs1qPp8/Z3ZSaVm5SqUCAKzczGtaTb0Fi/6qYRiub2hKSEhYtOitFSuWL1u2wsiI+uNPP2zZ8smaNWsbGpt5PEGHa4FAsKamrp9n1Phx4/bu22tv7+Dl5fXr4Z9PnDj+7sp3CQBUV1/fOVuxy+slAEDe8ycQkeji7tmF3gXQzc/nz59/uHq1pkoTjU6fM3culu03KGrw77owOTkwMFDbXzhi1Kisa9eOp6ZGz3iZj4ggyLmu4khHjhp17erV42lo40NsJAzD5zMzZTLZDK04UmcWC401PXEiZsYMG9uXZWvy8/Kys7NnzpxpYmqKHaHSaJs+/qioqEifXz4Ozl/AqzJVfyzGxsYx02Nqa2tVr4ovqrWLytTUFFS/rDMYjOjo6Jramg57mzCssrCw0LbShg0blnk286uv9t+/f//hw4dUKtXDwyMlOcXX18/GxkY7S9jb2ycmJgbtL4Au+vuXXaVUGRq8zAxGd8WGDfP06Kedr0wikdasWSuTy+l0moGBAXYQAICIiEESiUypUqAOHQQhkoghIcFTp0yLUke8/wdBTRnsbzU1NWHhoSAI3r1z197eocO4vPz8cWPH1NTUjp8wefiIMfIeM3vUvexlMln+i2dSqSQwJJxIJGLNInx9vESithUrlkEQUe3nQ3UGgsDGRibJKSkVlfUVFVXjx408f+7MF19+AQAAum9pY/PJx1vMzK3v3H2gUqnGjxt18OD3HDbn4MFDZzIvK5WqIVHh7767LDw8fOHCJadOn5fLpY72NgIh7/O9n0vFEjKFLBaL582b//bbS69l3WlsbOqs22AYtrdn+vl4rN+w7u7dOyYmxlxuW1xs3Oo1627eut/U1KzbOsTaFEul0rznT1Qq1YCgUCIEaSrM8fm83w4fqKlBa6CbmZmdyTgbERHRYQaJWJx87JiXl1d4ZKRAIMC6EgYEBXVe6+qVK40NDfEJiRAROp+ZKRQKY2Jjuzy9q1euNDU0xiWinaTOnT0rEotjuqo4XFFefj7z3LSYaFtb28KCguzr12O7iXTFwfmb8+133zo4OEyaOInwT6O5uZnP59MZdFubrht34/wt1GFxcdHWbVsfPXpUWMDuUR2qvcugUqmoR7s/lRkaGfv49oeIRMxUQhCEwaAPHhRGU1eh1X6PA9CUR+mduw957fzW1iZfn379B/Svqa4iUyh2dvaVlTWF7CLMvnRycgwM8AdBoKGh+c7dBwQCoX9/H3dXF4hIfPrsxfVr16sqy8zMLaJnzLC1ta6tqZLJZM5OznS6wd37j1paWjs7R9FTBgC5TAYQVEFBA8UScUtLs5OTs4213cPHTxsaGnX4U9WyoFIhr62triovMzEz9/bxA0AIQV6ahtrqEEEI9vbMzLPnOlelwTZDko8cNbOwaGxs6N+/f2BXuhDjelZWfV0dlUYlEIBp06frMNxvZGfX1tRSqGQQAKd2PxLroeHMYlWUl8+IizN9ZRfi4Pyz4PP5RCIRK3iGg/OGN0vZbPaePbtnzZzd2tpaWKCrTzoEQUqFoqW1qaGupq2NS6PR3Ty8rKxt1fn3sFaNN/Gly9c7VL/FZOvqauvranltXCragAkWiGTGxkYwLCooKJXKZBAEYUZYVVV1XX0DpK4YAKGAT5/m3r55u66mprmpkWFo6OnlY2llk5tbUFRUam5uBkHQk2f5bW3t2EId1lUoFNzmxvpadF0KldbOE3h7exsaWlTXNOU8zYdVaMun7q4XlW1qqK+rbW9rozMMPL18La3RsFuNLuxM521eDUQicdyE8Ws+XD14SJQOXajufTF85/btDQ2Nn+39XPcmtpOz8+1bt8Qi8SdbP9Ux0sXV1bm09Leff1m/aSOuC3H+ueC9f3H+KHXI4XD27Nm9ZMmSAQMG7vlMK5/0ddTPWaCqorymqhwhAHZMe5abJ4PBgCCoc7a+xt+r/c+aqsrqqgoAINjZO7i6v5QViyVCoQjrVqGtk9CCOOoteSIRPVhVUVZdVUFAUFknFzf6q3UxdVVX14D2WOoUEo2tW1leVlNdAQCgHdPe1cOTQTcAQKC2rgEhIIDa8NMRmlxZXlqjzqawYzq4evSj0w1ACOyxFaKOqhkCPj/j9Ol3li8rLiq6fevWoMEv/YgdwPyFfv7+UUNMj6emTY+J7lDXVENBfn729evvvvfe06dPT6SmTUP9iF3X4M/Pz6+qrFyzft3N7BumpmYaP2IHWltb29ra3NzcdF8jDg4Ozr9KHbLZ7J27dixZ/HZwcIiO5kQgBEnFohfPnsAq2NXDy9LKBgABtK+S2lPYndTLHEEIkohFuc+ewDDs7qmWRSMzX8pitmB34qisSJT7PAeBEXcPL0trGwLQcV31DF3oHhCCxCJh7rMcAgK4e3pbWlmr941RWQRGSz/ouC1oGQGhMPd5DkDoKNsLXUgQi8Xt7aid2gHUX/iqBls/L6/UY8kQCIVHdnQxEgiEC1gc6YwZ6FWIxV3GmmK5tJgXkGFgMGjw4CuXL588jlZA7RxsXVhQcDM7OzYuztzCgmFgkH7iROdYUwKBwOPxfv35l8qK8n379ahwgYODg/OPoNuHGofD3r1n19tLloaFdVtVATPUeG3cB3dvmZmZh0QMsraxRfcCVareBHeBINjOVcuaW4SEv5KFeyvb1tr68N4tMwur4PBBVjZoBc7er9vW2vLw7m0LS+vg8Egraxu1R7K3sq2tLQ/v3bK0sgkK009WDYAQCJcvXmxseC2HTyAQpBw7FhAYiMXO0On02XOTOBz2Ha1spJf5hZmZIrF4RlwcqH5RGDlqlK2d7fHUtA5ZhgX5+VlXr8YnJlpYvEweGjV6tLWNjXrka37f/Pz8rGvX4hMTzdUjWSzWmPHj0k+caKhv0B7G4/FSkpOHDB3izGIVsgt7d7E4OH82Uqm050A/HJxeqkMKhVJUXLRjx45Fby3WXQ0IgqC2Nm7Oo/vunt7uaKFqNOdPx/hOsq1PHt336Oft7umttyy39enjBx79fNw9vPSV5ba2PH38sJ+3n5un3rKtrS3PHj/s5+Pv5oEW4dW7iDmCGBoahoSFnc3IqK2pwQ5icaQBgYFBwcGakUQiMTY+nsMpunfnrubghXPnREJhh3qkw0eMsLK2OnH8uCYVF7ML417lNWoYMXKkhaXFyeNpmlIGhYWFN7Oz4xMStP2Frq6uEyZNTD9xor6u/nddeOxYWFhYYFAQy8XlxdPnel01Ds6fRsaZjHs9NfnDwemVOiQSic+fP9/z2Z633+7BLgQAUCwSvXjy2MvHz97RSa+WmyAIijBZX397B/1lhcIXTx57+/kzHRz1lRUKBbnPcnz8+9vZ26uU+ss+fezjP8COaa9vIVOtXF2lh4fH2AnjT6WnNzQ0iMVizC7sHDtDR/MRkzicwru376CdQtV2YWxcXOeNypGjRtnYojaiUqnksNkd7EJtNDaiSqUqLCzERmJ2oTbOr2zE5qZmkVCYcuxYSFhYf3XRpn79vGpranVUwcDB+Qupq6trbUW7wuHg6MtrbiQIglpaWn766adVqz4I0erG1xl1qxHlsycP7R2d7JiOeukGrNDosycPHRyd7ZgOfZJ95MBi2drZ6y2rUDx/8siR5WJjy9RXVqFQPMt55Ozi1gdZlUoplUqxgjVYGJG9vf206Oijh3+TymSTpkz29/fvUpZIJMYlJB5PTb127ZqPj3d3fSpQy2/EiBvZ2bt37KDRaEnz53ewC18bOXJk9vXrO7ZtMzU1TUhM7C6O1NXVdfK0qb/8/LNCIZ8ydaqPry923MXVhS/gtbS0dGgjjIPzdwANNMcd2zh9omNvSQKBsGDBQt26EEu2q6woI5FIru799LLPMNmK8lIKieziobcsCILlZSUUCsXVzVP/DlOoLJVKc3H16ItsaTGdTme5uut7zgQC0NBQLxK+1lKKQCCYmpqSKWQCAltbW+sQptFoZubmUqnUxtZW9/fc2saGQqE6ODoW91Q+xtbWFi1NbmRspLNNtpmZmTpCB7C2+T3QlEwmOzo6sQtx9yEODs6/itcerzAMm5qa+vm9tAO6AwAAmURSXVnu6e2nI8GuO1mpRFJTWeHp44fo2SJKXQpcXFtV4entB/dBViyuran09Pbtg6xYLKqrqfL06ousVCIuLy02MjHVyBKJRIlEcuTw4aghQ+YvXHgy7XhtTbe9hc+fOyeRSFavWc1hc+7d/d2P2AF2YWHWtWvz31o4cfLk/Ny8+/e6dZ+ge6TXrq187z17e2ZaSkp3li6Pxzty+PDI0aPmJM1JS0nRrvTt7eONF2zDwcH5l9HR2tCdHfFSBoRKizlWVrZG6kq1+q0HgqVFbGsbW0NDoz7IlnDYNrZMQ0PDvsgWFdrY2RsY9EEWKuYU2jIdGOpCt3rJAiBUXFRobW1LJpF/j6dtb09LTQ0IDOw/YICtnd34iRNOpZ+sq63tMr9QpM6pMDYxmT1nNruw8M6t251XKSgouHb1KhYRQ6VSZ89NKiwouHu7i5FoHKl6pLm5+TA0Bsf6eGqaXN6x9wUWRxoSGurr62vv4DBmnDrWtOFlrKmbu3tleYVe9wEHBwfnb05vs8c0aewACEilkuamRjt7e711g9o0bG5utLN36IOsRCJpaW60ZTrAfZRtsrOz7677oE5ZEbel2Y5p3yeTFJVlMh1ftXRBe2SfO3t2wIABmjhSZxZr8pQpp9PTO9iIF86fFwoEGn8hkUSKS0jgcNj3X7cR2YWF2VlZ2nGkJPVIdiH7wes2IhpHqo44NX01cuSoURYWFifSTmjbiFgcaWho6MCAAOyIq6vr+InqWFO1jWhqagoAABcPWMDBwfkPqkMVrGpra8MaPAn4PAAEGPqbWQAA8Pk8EAT7YmYBIJ/XDhGJDAMDgr6yIMhrb4OIJAbDQL/uVGrZ9rY2IplEV7er1gvUEGzjkshkGkNTQREQiUThkZFYlKYGRyen8RMnamxEBIYxuzA2Pl7bX4jGmiYlFWrZiIWYXdgpjhTLXCzQshE7ZyJijBozGs3TSE2TqzMXeTxeqtouHDBwoPYwNB9RbSM2NjSSSKQRI0d12U8RBwcH51+uDg8dOlRaWor+DQDqa2ts7ZgUPZsAqwHq62psmfZksv6yAPJKlqy3LEKor6u1s7cn9UUWaairtbNzIJH0lkUQpKG+1o7pQCKSMFkEQYyNjZ2dnTsPxmzEjFOna2tqr1y5gtqF0dGd40g1NuKjhw+Lijhd5hdq24hFnKKcR485HPaN7Gxtu1CbkaNGmVuYnz51qqmpKS0lJUTLLtTmpY148kRNdbWVtWUf3g9wcP5o/pwGTzj/UXWoUin37v28ob4+YCD6iBQJ+K0tzU4sV32DM9Hi3UI+t6XFybkvskI+v43b6ujs0gdZgYDHa2t1dOqTLJ/Ha29zcGL1QZbP4/Hb2x2cWEotWR0lvB2dnCZMmrh548aysrK4hASs7kxn6HT6/IULL1648PWXX82aM6fL/ELNyGkx0SdOHD/ww4+6R44aM4ZCpa567/2BAQEd7MLONuKmDRsfPXyIdQbGwflbQSaRuuz5joPzBtThl/u/FIlF69atx8qHlpUW9828AyGotLjIzt6BTOmjLNPekdLHdTlMB8c+mIb/tyzb3tGJSCR12KHV0VmisLBw2IjhFBK5rrZOx+QcNpvJZAYGBxXmF+gYxufxTqSlJc6cOWDgwMICnSP5/Pa2tgkTxleUl+vOqmSz2SNHjSQQgKbGJh3DcHD+EqZMmRIeFo7ffJw3rA5VKuWez/YIhaKNGzaRSSSs77OBgaEdU+9AGLS0aXtbexvX3tFZ3/wKrCwqr73N3sFJ32AWrCwqv72d6eDUh3XbWlsFPJ59X2TRUnBCAR9d9/V7pVKputQ3WBwpn8+fNXv28JEjTp082Z1GLCwouHrlyrTo6Nlz5uTn53UZa4ppuJTk5IEDB/r5+8fGx+fl5mHVbTqDxc749+8fn5hoYmqK+hG7qvoIw/CZjAypRDJz9uzBUYObml4ru4qD83fAzo6pYxcEB0cHxB7sQpFo3dp1aF2VV/qA6ejEYBjIFfoVyUUQAic/l+ngSKczYLVa1UOWQGDn59o7OtL6IIsQ2AW5Do5ONFofZBFOYa69E4tKo+svC3MK8hxQWZp2aiYIAkKh8NaNGwMHDuzQrOPi+fMCgSA2NhZrUjhpyuTT6elTp0+zYzK1h7HZ7OtZWXHx8Vg1mbiEhJRjxyAICot47Y2Yz+MlJyeHhIRgXkDUj5gYj3bJgKDQ8Ndq772MIw0Lw/ZIR44adeXSpZNpx2fEx3XYdDqXmSmXyaJnzED9iG5uD+7dE4vFeJ9VnP8mSqXyyZMnPB4aG0j4h6BSqRwcHLy80FrNOL1ShyAIwjD8+d7PJRLJ5k2bO/yyiRCRoKvdbBdAEJq3hxAILm6e+uoVCIKK2AUAAPRVNh8EQZabRx9kOYX5EERkubr1QZZdkEcikpxd3GCVSvsGwjBiZm4OQmD6iZOTp0ymUKmY3j1/7pxYLI6Lj9fso6pjTSekn0yfHh1tx7TDDhYWFGRdu5Ywc6YmdgaNIE1KOnL4sApWRQ4apG0XBgcHa0fEMOiM2UlJv/16WKVSRQyKxA7y+Hw0jjQkRNtfOGrMmKtXrpxITZs+Iwbr0gzDcGZmplKhiFFra+zIxQsXnV1ccHWI899EIpGsWLkiJycHBF8WX9T4QfoWy/NHywIAAKuQtxa99e033/Zhif+iOsQa+X799dcikXDd2vX//4sPRCTV11XXVFUEhw0CAP1SJIhEUl1tVW11ZUh4141we5CtqaqtruqbbG11ZV1tH2Vrqirq62pCIwZ3ea0qpXLk6NHcFu7xtLT4xEQikYjZhTNiYzv4FNWxpr/biBq7sEMcKRZBmnIsmUwiBwYH8drb09LSNHZhp5HxKcnJIASFhYehWvPoUY1dqI3GRlRH9ICoXSiVYnYhBgRBCAGRSaT63h8cnD8UGIZ1dNh+syiVSqVCaWFpYWZmjiDo3g+3tZVIJhoa6FljBABAdSIviUzSu04IJsttJZF0yQIA2N7e1tTYqG9I4H9XHaI1pmHkiy/3mRibbt700f+pC9GPJAjWVlVw2PkDAoIZBga99/xhstVV5UXsggGBIXQGQ1/ZqsryEk7hgMBQfWVBEKiqLCvhsAcGhaq3dvVZFwAqK8pKi9kDA0No6BZr17IKmWJw1GCVSpmanEyn02EE0bYLtcFsxLNnzrJcWOVlZfGJiV3mVNDp9KR5c/Nyc8Vi8ZMnT4Jetwu1YTAYc5KSjh05yuW2NtTVd7ALtRk1Zsy1q9dSU5LJZAoIgRq7UIOxiUlbe5sToYukERycv4qMjNNWVtaRkS/3P/5oyBTyjNhZjk4sWKXisPPbWlsGBoVSKNTeqzTsi88pzGvjcgcGhegvi3AK8tvauQFBoeoktG7Ok0y+d+/mqZPH/4zXhH+HOgRBqK6ujkQir1q1qrMu7OUvSVO/RiqVlBZzmpsaBwSEmJmb9+atRFu2pIjT2tw4IDDEzKwPsuzWluYBQcGmpmZ6yUokkpKiQi76mQ4x0VtWXMxht7W1DgwMNUYrlHYri6gDTYcOG7Z7587amtrP9u3V8TLrzGK5u7sdOnho7fp1OvpUQBCEpfYPGz5c93sMiUQaN37c2tWrh40YMTAwUMfIESNHbPt0K5fL3f3Zns4/NTczxyoz4OD8faisqkKLhfyJkEgkqUSc9+IZgsCBIeFUKq03j0rsuYEgiIDPL8x/QSAQgkLCKVSqnrK8wvwXAAAEBfcgC0EQAPxjfJx/C3WoUqmsrawWvbWIQqF0GKe2xA2wtwzdvySZTNra0tLW2tLS3GhqZhEWGUWh0nrUK6/JtrS0tDSZmluERg6hUKm9lZVKW1ubuWpZcwvLsMgoMqW3slKplKuWbW1uMtNbVsJtaeG2outaWFiFRUSRKRRYpyym/M5lZnr7+AwePPh4alp0TAyF2vGeYxQWFpaWla1dv+72rdtm5uZ2di/9iNrcuXv31s0bBAAICw2NjBykWx3y+fwzGRnLV65kF7Lv3rkT0c17NKyujBMQGGBoaHg8LW16dHSHXz3DgCEWi3UshIPz5wMCAETsOmH3jwANuCvIgyAi097R2cUVC7zozXNDJBS2tja3NjejMfNOziwXVwDoraxQKEAfVi3NPF6bg6Ozs4sb6hfUKYuXJuiD7xABIZDY1YeJTCYbG6Fp11RK1+8+EARJxOKK8pKmxgYGw8DQyHhgUJiRsTEMw7p1QzeyofrIiirKS5sa6lFRI+OA4DAjo97KikWiivKS5qZGBkMtGxJm2BdZAyMjk8DgcEMjox5lsQ/0tatXhXx+TFwcev4SyfG0tLiEeHU3pdfgsNnXr12bERdnaWlpZGR0Kj192rTpmsgazHvxxZdfbN26FUFgOp2+VSBcvHjRlk8+Zai3iDvrRU090gEBAR6enlhUamhXfZ7PZWZKpdLomBgQBFE/4vHjM+JeizWFIEgTb4yD8zcB9eH9KY7DV8shhkbGfv0DqVSKSqXqMZhFXZ2jvaykSMDno08cE9N+Pn40Gk1/WWNjExO9ZJUKdX4XvluqV2Rpd3f2ZRFqEIAgCPNXY+8j6q62hMqKssqyUgtLy+DQCBqdQSQSYRiBYVWXbm1MhEBAsI64leWlleVl5q/JoqidxFiqxe8ir0/yUtbC0io4bBCNTteS7XndirKSqopyCyvr4NDI12TRWDHtdTsk0YMIAqtlyyytbNSyDCIR6m5dEOX1nIoLFzw8PGITErCRw0eOvJ51LS0lJWZGrLaNiHWr18SRon7ECRPST56YHhOjsREPHjq4Zs2H06ZF7/18r4WFxddff7Xl0y3eXj4LFiyoqa6h0WmWlpaaCfnqONLgkJABas8ig4HGmh45/JtKBUdERnSwCxVyecyMGdgZorGmly+fSEubHvMy1hTdMCAStavt4OD8PUDQSvl/FiAIMh0cMV3Y40ilQlHEKWhubLB3dO7n40+hUEAIglWq3sgqFIpiTn5zY6O9k7OXjz9ZT1lOYV5pMVt9ANeH3dLbakaonaG+jdXVlQYGhjKZVCKRMhgMBEGUKlVtVQWf3+7o7AKRyNU11VjSukKh6JBap0GlUpEpZFgFEwBCeWmJgM9zYrkSyeSKygrt2FOVSkUikRACAgIglrqurWmUKmVNZYVAyHdydoVIpOqaSkTd6kLZu3XLSopFQr4zyw0iESsqy7tbV6FUAh3WVSqrK8tFIoGTsytIJL5aF1EqldDrak+rSpxAIhEjMAEigrz2dhqNNnnKFO05hw0fkXX1qraNiNmFHeJIWSzW5MmTT508OXXadKY9s6SkZNeunQMHBHz5xZdMdXriokWLD/92OPtG9ty5c83MzZKPHZswcSKmO9FMxFd2oWZCMpmMxpqiNiKosRHPq+3CmFedNDBGjh59+XUbsb2dRyZ3NGdxcP4G1uGf6iTr0TjDnp9ikehpzgOGgWHYoCFUKg2GYbSbns4KUK9kIbFI+OTxAwNDw7BBQ6lUql6yIpHg2aMHZhaWLDeP/IJ8ffsf/KforTp8kfvi3r17EBFSKmXnz52qb6i3srJ6//1VDDq9vr7B2tLY1c1NJpM+eviIxWKZW1jcu3vXz8/PwtKyy3ou7EK2RCIOCQm+fPGisxMzJDSaAKgjpLXGACDY3NRUkJ8fHhlZX1dfW10dEByEOjVfdkoC6uvqbCxNXN3dJRLJowcPXN3czMzM7t275+/vb25h0eW6BQUFcpk8KDjw4oXzri5OQSFoi6XO6zY1NhYWFEYMiqytqamrqwsMCiSTf1+3trbOxtrU1c1NIhY/fPjQw8PDyNjowf0H/fv3NzM373Ld3Nzc8LBQDw/P/IJ8e6b9nKSkztuYmI14PCU1NiG+rLT06pUrCYmJZubmHYY5OjuPGz++vr7O1s72559/rq2t3frpVkwXYi5eBoPR3t6uUqkMDAxGjBhx6sTJGfFxDAYjRcsu1AazEY8ePowgSFh4+NkzZ+RadqE2o1/ZiDPi4kpKSu7cvjVi1KguPis4OH8hgK4iiH8JIAjyebynjx84slgurh5qd4pKj5pcvPZnjx84sVxYru56y7a3Pct56Ozi6u7pfedONuEP48KFC1lZWRD02mNN7UlFhgwZMm7cOMJfTUFBQWVlJZVG9fP1665uUa/UYX5B/ldf7bewsCgrK0+ak/Ttd9/U1tYplcphQ4cFBQVpj2xpaUlLTRWjdd02duhhpI0Khk+fPFlWVjY3ae6UadN0LJ3z+HHWtSyWk9PaNWu67MaA0dzcfDw1VSwWf7Rps6+/f3fDlEpl+omTlZUVCxYsnDxlio51Hz14kJ19w43lun7dehN1/ZcuaWpqOp6SIpVKP/n4E28fn27XVShOpac3NDQgMOLn729sbCwUCiUSiaGhIYlE0tiyw4aPuHfn7p6du41MjOK70oUYLq6uLq6udXV1Z8+dCQwMHDv2948al8ttbGz09vbGDDgXV9cp06Ye/OknAoEwafJkXz+/LidEbcTExLSUlKuXr/j6+02bPr27B8rI0aOvZ2Xt2LrNytoqNj7eHK+GhfM3A0GdHX8jdQioo+2ePn7AcnVzYrmpVEr9ZCWSZ4/vs9w80K4JSv1kJRLJ05wHru6eTs4uMNyzCfv/8Djn8c8/HyKSXostaGpuUspVCqXir1WHCoVi3769X339FZfLhSDIz8/v88/3hoV2ETDR865CXn7uZ5/tWbxoibe3t0qpsrCwCFRH57e0tN66dbPDYENDQxAAxGKx7gclBIKGxsbt7TxjYxPdq5uZmwtFQiKRhLY57B5DQ0M01UEsMdO5LpFINDI24rXzTExMe15XICCRyT2ui6ApFlJzc53rktDz53LbKFQKFvYmEom2bNkSFBw4ZerkFSuXf/75Z2lpaVnXs4RiUUNjPY1GMzQ00n2GL148Ly4qnjJlqvZuak5OTnNzs79/f8z6RGCYzWa7urpSKBQra2sds1EoFDMLC6lUamtjozsw1cbWViaX0+mMqCFD/Lt/88DB+Y9sluoALW+pVD7PeWRn76C3LlTLPnvykOnghHYB0ksXAoBKoXyW89De0dnRiaW7KP8bYe2atVVV1eVlFdifyoqqlOQUaytrV1eXWTNnEf5SklOSN27aOHr0mHt37x89cqypqemdd5bW1dXpbR3m5eft3btvxfIVAwcGyPejdUoRBBkxfMQvP/9KQAiPHz9WKBSaeEixWJx87FhAYKCTs/PJtOMTJk106qqxH4FAuHrlSktT0+q1a86ezriRfWPI0CFdDistKbl44cKyZcuKi4uTjx6NT0zsnAGCqRbUKxYWxmTap584MXHyZEcnxy4nvHzxYnt7+4dr12ScOgUCwKCorovOFBcVXbl8ednKFezCwpSjx+ISE7pMLxEKhclHjw4aNMjaxubk8eOTp06xd3DockK0r71Q+N6q9z/dsqW8tIxAIFhbW+/atWvv3s+3btsqk74sAEujU0lEkp2d3dnMzPr6hnXr1+nQTGw26hjXLt4vl8tPnU5nMBiDIl9Wazt/7hzWQ7iqsvLM6YwZsTOMTUxgGD5+4vjxtDQenzdwYMCSxYtdXFzFYrE9kxm1ZnX6iRMEAOgy1hTrIXzjxo1333/v6ZMnmWfOTJoy5R9UsBHnvwBCQLp8SvwlgCDIKcwnUSjunl566UJMll2QR6HQ3Dz79UG2kJNLo9HcPPr9OWVoSGo0/2xoaNj80WZeO+/LX74c+Hqhj8LCwsuXL/F4PH9//1GjRjO02qY2NjUWcYr69+9fXFx08eJFOoMxZvQYb2/vDmu1tLRcunSxpKTE0spq/LjxXbaP1SAUCg8ePODn57dr5y4LCwt/f3+RSLjwrYVnzmQsWfJ2h8G6nmW5eahd+M7SdwYODNAktSAEJDwigkZHi23eu3+vuaUZOy4SiVKTk728vUNCQ62tradOn3Y240xFRUXnaS9futTc2BifmGhsbJw4e2ZVVeX1a1mdh5UUF58/fz4mNtbSyioiMtLF1TU1OUUikXS+2tTkZD8/v8CgIBtbm8lTp5w5fbq6qrrDMEQdz8lta4uNizM2Np45e3ZZWemN7C4204s4nEsXL2K5DYOjohydndLU26EdhgkEgpRjxwYMHDggIMDWzm7C5EmnT52qranpuC6CnM/MFKprsBkZGQUGBZVXlN+7ew8rJbNx46aM0xnePmhFXSIJkslkQpGQzebABNjMzPTk8eOdO863t7dfvHBBnTLBZzAY1lo238OHDzNOnxk5YmT//v2x6FCJVDojLg6LSo1PTKBQqQKBYPmK5UlJc8oryul0RvrJk2PHjb1x86ahoWFAYKCJicmsOXPy8/Lu3bnb+c7k5eVlX7+ekJhobm4+ctQoF1fXzqeHg/PXMnnSZD8/37/Db0HdLZXf2FDn6aX3+aA5FXxeU2O9p7fP693heifLa29uakDX/SsCZ8Ri8eo1H966eWvzRx9FR8dojqtUym+//XbI0Kivvv7qzJkz8+bPnzptSlkZah5g3Ll9Z9asmUuXvh2fEJ+alrpnz+7BUYOSk49pT3779u1hw4YuX778ZHr6li2fDB8x7MrVKzpOpqSkhMNhjxgxUuMvHDw4ytbW9tbtWwqForfqMC8/b9++fcuXrcC2RjXAMGxnZ9e/f38CgVBRXllcXIxdf0pysme/fhERL+P17ZjM6Bkx589mVr6uEa9eudLU2BgTF4dZFSAIxcbFVVdX3ci+oT2stKTk0sWLsbGxmsf94KgoZ5ZzWkqK9iNYJBKlJCf7+PpqrBl7B4dpMdFnMjKq0eIUv3Pl4kVua2vMjBnYuhAExcbHl5eV3b55S3tYcVHR1StXYtW6EDsyZOhQe3v74ymp2j2PhEIhqgsHDAgOCcGOODk5TZk27fSp0zXVr2nEixcu8Pn86a+iNAVCwbjx40uKi+7efqlvxowZe/ZM5ogRw5UKdHMfOz17e4fEmTOtrK3PZmRob3Tw+fy0lBTs92ppaS6RSrhcruZHu3bvgmHV4sVLyGTyk5wckUg0PTpa4wU0MDCgUql7933+ww/ff/DBh9euZmWczrhw4SKdztixY5tEItaKNU0oKMh/cP++9oUUFBTcunEjLiHBxOTl/rafvz+NRuvqs4OD85fh7u5uZta10/1PBgDB8rJia2tbAwNDfTvTobKlxTa2dgyG/rIAJsvUqz6lBrlcLuoKsVjcy9n2f7X/yG9H5s6bt+ydZdrHb926tW792rFjx144f/HChYuHDh7My8vbuHmjdjWPxuame/fv7dy56+LFSyeOn7C0sPz6m6+FQiH204aGhvfefxcAgBMnTl48f/Hs2UxbW9sNGzY0NXXbe7W6uloqlbG0LEhTU1MbG5uqqirNQ0+XOiSTKYWFhZ/t2bPsnWUddCGqDlUwjUoLUasBBEGys7OlUilmF3aob2JrZ4faiGd+txEvX7rU1NiYOGuWtllNoVBmzZmjbSNq7EJrGxvtCaOGDNG2EVG78NgxXz+/Djt7TCZzytQpGade2ogIgmB2YcLMmdpZ5FQqdXZSkraNWFRUhNmFHdxsQ4cP17YRX9qFAwYEvdKFGA4ODhO1bESsT4VAIIhLSNAEy/Da2y0tLBNnzSoq4ty++dLzisBw9LTpH6xaxWAwlEoVhUIODwvbsGHD02dPi4qLj6cdxzQiWnH72LHAoKCgYDQgNipqiIW5xSeffHz//v2cnMfLly8/f/786jVrhgwZIpVKlSrVjNjYDjuZt+/c3r9//1sL39r66VZMq7m7uw8ePPj58+etrdwOsabaNiJqF2ZlJcycaf4qukelUhUWFODWIQ5OlwAAWnempanRxd1T361OtaygtbnJxa0vskKhoLWlxcXNo2/bpJs2b7Rj2jqznLT/ODjah4aFlJSgxo9ujp84vnXrp8OGDdu2dZv26zKCwId/O2xkbLx500fu7u6WlpbTpk1f9Nai85nn8vLyNMNAAJw3d1709Gg7W7uIiMgRI0bU19dzua3YT69fz8rPz9+1e/fw4cPtmHbBQcEff/wJh8N++PBhd+cjEApgGDFQB5dgkEhkQwMDoUAglyt68B0SicSnz56eOHFi+fIVAV2VgcbCk4ICg8gUklymuHjxopuLq6eXl8Yu1Aa1EWNiTqWfmjhpYnlZWVNjI9ohoZO3CQTB2Li41OTkO7fv2NnZXr50Sdsu1GZwVBSCICdPnBgzdmzmmTPadqE2mI2YcerUpMlTiouLWltbu6yRjdmIKceOUcgUS2urq5cva9uF2gwZOjQ7Kyv9xMlRY0afycjorAu1bMSpGaczJk+Zwi4s4PP5HfpUCIRCGo0GQRCW7UemUEzNzK5evozmF5qbh4aHrVixwtHRYfv2HXK5/Pr1648fP/r2u69LSornzZ+fde1aeGSk36voUB8f3317v1j1wfuTJk+CIFAgEGxYv/79995XqAnrdFvkcvmhQwelUmlzS/OkyRONjU3mJs0dOXJkTHSMkaEhw+D3HXyNjYh2yaCQDQwMOtiF2LtIWmrqshUr/j5+Ghycvw8QBDY11tMZBmgGs547lqgsWmPLgEgk9km2zqBPshgzZ84KCwvv8JRGEIRGo9nadlEhUpunT5+uWrXKxsZ23759HR7gQqGooKDAz9dXu8xkWHj4rt27OEVszL6CEZhKpXj266cZgFUG1ej1F7kv0Of/yZPXr19H95ABQktzM58nyM/Pmzhxoo6M+dftWgRGUPu7s0Z4TR1CEMTlcg8dOrhu7boBA7pudKC5DEtLy9qauufPnpLJpC51IYatnV10TPSmjRu9vX3eff+97oZRKJQ5c+fu2bmrrLx86/ZtGiukM1FDhly+dOn9le8uWrI4NPy1nrfaMJnMqdOnf7RxU//+/ZetXNHdMCqVOnf+/J3bttXU1Hy6fTvWU7dLhg4ffuH8+fdXvvv2O0u71IUYDg4Ok6ZM/njzpsCgoLffeafDT4VCIfYLptFo8xYs2LZlS0ND47adO4yM0DjSmOgYFovF5XIxv/TEiRPHjRs3b968/fv3Dx0SNWXKlECttBYAAKZPnx45KPJG9o22traw8LD+/v2lUmlpSYlnv35CoRCGESOj39+JioqKrl69qlSo+Hy+nZ1dYUFhdMz0tWvWrVu3bsiQLkKZGAzG/IULPvno4/b29m07tmt7vNFtaqGQwWDguhAHp0tUKlVzUyPTwREEQX2ttJey9k59lnVwcu6DLIa/n7+/X18ixuvq6pavWNbe3pZ8LNnfH/WmaaNQKGQyGY1K085NpNFoaNlnrT5xIAiSXu86rg2fL0BgQllZaVNTE6bhIBCcNm1adzGb6k4DZhAItr1yKql7PEi53FZTM7POj6/XFlYXdQHeWrhIty5Em6G7uDo5OdfW1MkVyqfPnk2bHt2hc7o2BQUFg6OiFHJ5ZUWlk7NTd8PKSkvNLMytbW0K8wu6i/nE/JRNjY0TJk6sramVyWQ6nsiFBQVRQ4co5YrqqmoHx65jPrG9WUtrazsms7CgoLt61pgma2lunjBxYnVVtSLk93jaLtYtLBw6bLhcLq+tqWXav9bLHlapNEGqHA7H1s7OwdGxID8/7JVeDwx4bXcagiALC8uggCAfb58bN24cOHgABMDx48eHhoUaMFC1am1lHfuq9VJlZaVEIsE0+rfffXvq1Km9e/dqQk+fPHlSU1P7ztKlu3btptPpfD7//fff27V757BhQ8O0wlO1YbPZjo6OLBaroKAgWL1Dq0EgFJJIZFwd4vytEAqFp06fmjJ5CvZ++VcBgmB7W5tUIraysdPXeweqn90yqdTKxqYvsq2tcrnc0kpvWQ1paalZ168TXy/sBcOwqanp8uUrbF53YGmQSCQbN65/+PDBnj2fT5jQhaFmYGBgbY167EQiCYWCRmKi0ScVFTAMa6qI9Ii5uTmVRvnyi/2aTTIEQYqKOFZW3WaROTs7GxoastlsBEFrc2IOyPr6+oCAwM6ty1+3iGHY2NjIx6djYGtnQBAcPmyYupmt6s6dO8dTUzvHfGJcuXSpvq5u1uzZY8ePP3Mmo0NkjYaSkpJzmZmTJk2aPQcNeuwy1hT9uKtzKtw9POITE5j2zC5jTTVxpM3NzbNmzx41dkzGqVPV1R1jTTGKioouXrgwZerUWXPmFBcV3+wq1lTjL+zn5RWfmGBjY52anNw51lTjL2xva5s1Z/bIUSNPnTypHWuqUqkgCMLUIZvNvnrp0tTp02fNmcMuLOwQ0fP7unz+0SNHPDw95i9YsHjRooH+/WcmJt65c2ftmjU/HfipuLhIs+7FCxeeP33q7u5ubWOjVCpra2uam5uo1JcfO7X2ZZubmb3zzjuYLjQyMpo7d55Khf76ulw6Py8v69q16BkxM2fPyn3+/N7d12JNW5qbqVSqjncCHJw/H4lEkpOT02dN8KYAAKCslGPv4ERBGxDqHRhaXlpk7+hEJlP0lVWvW+yAyuq/7itaW1srytH/tP+UlZdXVVd1DsXUynPf98uvv86fv3DhwoVSqVSCFvF8+QcLfSCTyZMmTszNy83MPItJtbe3H/71V09Pzx6tLw1RgwfL5Yr09JOaI19//VXkoMinz552J8JiuYSHh587f66goAA7cvzEcV47b/So0Z3ddh1NOrQUXu9M7GHDhm3duk2dIUA0NjY+mZYWExen/fxF40ivXm1U+wsBALBDd01jTp88OWHSpA62bWlpKRpH+iqGJTYuLiU5+caNGx028dA40mPHfF/5CzE/YlpKakJiIpnyWl7glUuXuK2tsWp/ob29/bSY6NOnTk2ePNnB8bV8xOLi4quXLsXGxWGxmpg/D4SgQYNfs01fxpEOHIjFkQ4ZNux6Vtbx1NS4hI75iJcuXuTzeJrchinTpp4+fXrKlKn2DvaYTiUSiYZGRsXFxdeuXo1NSMAy6OPi45PRdcEOtqmAz08+diwoODhAHdAUMWiQRCotLiravHlzdXX1tWvXvv76awNDgxkzYuuqaxQKhaa+D4lE2rlj17J3lrNYLM1scoXCyMjI1BRdEXt3FggECoWiy5TKwoKCGzduxCckGBujbUzUfsRjEAiGvHJJ1tfXW1lb9fQZwcH5U1HBKggEOjyF/gLTsL1NyOf7+Qfou12pNiu5QoHAb0BfZNu4XJFQ0D8g8P/JNXz77aVvv71UL5Hi4uIv93+BwITbt2+NGTNaszqCILAKmT1n9vJly9HHSFz8ufPn31/1/sOHDyytrK5du5qXl/f1V19rvIlKlVIsFmufvFwul0gkGtUeGTlo5szEz/d+VlpW6ufrz+awT5w4MX369C5LzGAQicR3li67fj171uxZcbFxdfW1v/z869hxY8eMGdN5cG9zqDs3avDw8GSxnAkA4cH9B55eXu4eHqnJyRKtkNkrly41NTRox5Ha2dlNmT79zJkzlRWVmmGlJSXnMzNjZszQxJFSKJTZc+ZUVVZez7quGSZU51T4+vpq9hVfxpq6uKSkJGtsxJf5hVyudhwpk8mcPEUda6plI6JxpBcuzIiP18SRvow1LSm9qZX1IVTbhf21ciqwFrsOjo7a+YgIglw4d47P52vHkTo4Ok6cOPF0ejpmI7a1tdHodLQe6eXL8QkJmpgdGp0+Z+7cIg5H20ZEdWFycmBgIKYLMUaMHGlpZXnsyBE7O7u5c+fu3Llr7Jixa9es+e6H74USkXadBRqN5u7urr2D7ePt09zSfPcemvJIIBBkMtlvRw5TqbSIyEgYhvl8/mt2YVZWojq/UDvWNC8vD7MREQRpbGhgubh09UnBwfnLUClV6tjsvzK8C4aRwrwXTs4uJP1PA4Zhdt4LJ5YLiayvLKCC4cL8584urkRSty1p/yCoVOqUyVNiYmI83D3Mzc2trKyxP9bo/60wtw6BQLCwsDj8669LFi95nJNz5swZY2OT3347kpg4UzOPs6NzfFy8g8PvRktgYOD06dOxeAvssbZv7xcbNmwqKSk5euxofl7eB6tWffnFl523PbWJioo6dvSYpYXFoZ8PXsvKmjs3af+XX3UIhtCvhLdKpeLxeNpHrKys0KTy8gqRSHz79u2kpCSFUpmakpIwcyaFQrl65QpmF3YwSJnqWFO1jTjZydmptLT0otou7BCGhMWaphw7djM7O2roUDSvUW0XautCjMFDohACjNqIMxPJZDJqF7a0aHonaXBwcJgWPR2NNZ0y1cHRobi4+IraLuwQR6qONUVtUxACBw0ejO3NauxCbYa+shETEhOJJNKlixfbebzYuLgO6zo5O6tjTU9Hx8QoFIqqyspH9x/Exsd1iBUiEomYjQhBYHhkpEAgQO3CoKCA10vCopW+R4y8euVKyrFj8YmJNBpNIhIvWbyE5eJy//69bdu32VjbREdHu7u7Y68gvPb2p0+fRg4aRCKRxo0bF3I0ZNmypfl5ua5urplnM9PS0t57973+/mjO/om0tHETJtja2hYWFNxU24UdKrW+ijVF+yOGhIY2NTY5OXXrBsbB+UtQ9ztCm8r9VfcfgqDSYg4IAA7OLl1W89ctW1LEASHIwalvsoUQRLR3dP7z94pdXFx+/BEtjNwjFhaWW7duXbt2rVQq7VxHO0yN9pFZs2bPmjVb+4iBgcGa1WuWL1ve3t5uqKY3644cOXLQoEG1dbV0Gt3W1ra7Yb1Vh4cP/3r/wX0i6Xf/KplMDgkJOXnyJAIjly5fSkpKGjR4MAAAqSkpxsbGEokkcdasLit4YTZi5pkzLq4upSWlqF3YVU4FaiMmJaUcO5Z55mxLS7Ofr293caRRQ4YCwM20lBQDQ0O5XJ4wa1aX3wemvf2kKVPOn8t0cXUpKy2LjY/vMqeCSqPNTkpKPnqM185ramrs35UuxBg2fPiN7OzUlBQ6g6FSqeI76WAMB0fHCRMnot10ZVJee/vM2bONTdAdyA5gNmLykaPctvbGxobArnQhxshRo65nZaUmJ1NpVAIBwCpu9+/fn8/n37t394cfvqdSqWHh4UOHDDU1NSUSianJye4eHkHBwQcPHvrkk08OHjwoEApMjE0+/viT9959D7MghwwdejYjw5nFqigvj09M7DLCFrMRU44eLS0plclkOqJwcXD+EuRyOfDXVQ2EIKi5qaGqoiwkAn0S6uW9QwteNzZUV5aFREQBgH7N6yEIamyoq64qDw2P0nfdvwQDNf/PDHQ1eolQqVRXF1fdY3r10Tlw4Kei4qKoqCil8rUt6eDgYGNj1Av1/PkzbLctctCg9vb2SxcuTpqsq5olk8n08/f/5edfgoODu9SFL08OBCdMmnTmTIZMJteRU4H5EZubm69evjJp8mQd74YOjo7ePj6//vxLSGhYl7oQA4Kg8RMnnD6VDsMwlhDTHUOGDq2vr7+elTV58mv9Czvg5Ozs7uFx8MDBUaNHd6kLMYhE4rgJ49NPnABBUDunojPDhg+vqqq6eeOWdt9EIyOjMWPGfvnl/hkzYsvLytauXfPd99+RSKTq6urLly4pFQonR6dDBw9dunT5zJmzV65c2bhho2bHwNXNzdnF5bdffh0cFaVDz5HJ5LHjx6ekJOsuCI6D85cgkUj+qkpJEJHY2tqc++yJt98AOt1AT31GbGlpznv+xMd/AJ3O0Fu2uTnvxVNf/4E0Ov3vrwv/zvSsDn/48YeS0tKNGzYZMBgdqucFBgTa2KCGZ11d/ZOnT1B/4eXLDg4OSfPnnTx+XNuP2IHS0tLcFy/Wb9jw+PHjysrf/YgdEIlE6SdOLFq82NzcLFvLj9iZSxcvuri6zpozB123mxhXrAZbYUHBug0bHj64312sKeYvPJ2evmTpUiMjI20/Ygcwf6Gnp2dCYuLxtLQuY00x2Gx2EYeTMDPxSc6TpsZu6wkJ+PyM06ffWb6MRqXevnVLx7qZZ8/6+fvHxsUeT03rXBomKCjo/fdX7dnzGb+dt3btWrlKKZXLThw/gfY9Rp2+HhHhESzWa56//Pz8qsrKNevX3cy+0VDf0N3SPB7vXGZmdHT036GBGQ5OB0RiEfqY+nMBQRCrqfb8yWNvvwHWNrYw3KtIFgAAUFl1KGnu08c+fgMsrfWWLSvl5D577Os/8P9JrsDplTr88ccfysvLN27YaGBg0ME0xNobBQSgMbK8dt6TnJx7d+82NjRMmDgxNDTUxcUlNbmLytdYfuHF8+enTJvm4+s7afLkzDNnK8rLOw/D4jm9vL2DgoMnTZ5cWVlx80bXmunK5cutLS3jJ04MCw9zdHTsUF9UQ3Fx8eVLl6aq1504adLZ0xmdK31jCebJx475+fsHBgVNnDy5rKz0zq3bXa6L+QvHT5gQHhFhx7Q7npqq6FT1B8svzLp6dcrUqRAEDR8x/EzG6c6VvrE4z+RjxwYOHBgQGDhpypRiTlGXdbTR/hjnzolFonHjxkVERlpaWZ5IO95lAHR9fb2FufmRo0dHjRxlbGJy4NCBtWtXNzR2oepQf2F29rRp03z9/EaPG5t+4kR9XX3nYTweL0XdsWTO3LlevcjGwcH5k+HzBYZ/bsYhAAAtzU33bmU31NUFBodZ29j1JqoTgiAAAORyWWN9HSrbUB8QHIYmKfZOlgAQNLJNDQ0BIeFW1jZ/TueK/646/OHHH0rLyjZv2mxgYNDde8eY0WOxNhfJyccqKyoSZ83CAvcHRQ1293BH8wLFr9lqpaWl59RxpFg6px2TOXXa1Js3bnSowSoSiS6eP+/zKnaGoo75rKyoyL7e0Ua8dPFia0tLQmIiVssgauhQlgsLzQt83UYsVseRanI51H7EyRmnO+YjCtU6SRNHSlP7EUtLijvYiC/jSHm8+IQESL0uFmua2qn3BZZfGBcfb2FpWVxcPGHChDFjx55KT6+rqe2c1xgQGIj5C+l0+uy5SRzO/9g7C7ioti2MTzF0d4MoUipt0IhJd9jdfe3uuNfuLrpBJaXDAhWV7pSuaabeb+boOA4h+lRA91+f785hz5zNYZh11t7f+lZR1tc5IiMvfPwYh8e7e3oimPpVm2nTZOVke+eIBfn5TxMSnF1d5eXlp0yZsm3rtpCQUHEJCXc3t+PHj2VlZbF+eQry85OTkrx8fKAWlaqqqjNnzwoPDeXIEaFYaDxp0gBdnQGAoaXxY4MYs5To9wCHw8lk8sf6OtVRY4wnmwgJi3wzt4O2kBrqat7kvnz1PKuirHTU6LHGk77jufV1NW9zX756llVRXjpqzFijSSZCQsLfzAsRzBz2+7/Fv4s+LhCcedWgvHDvnr0D71gaGhoKCPLD4bDKykozCwv2/UITMzM1NbWgwC8V61Be6O7pye7NLa+g4OrmxlEqhEAgzCws2HWkDK2pl1d11Vc5YmJ8fGtrq5u7O/v+uZmFhZKycnDQlxyxjJkXMnSkUl9K5RSVlJxdXNhzRCgvnKCrazxxIoevaUVF+evXr1nOMlDfRFd3d/b9QksrK3kF+dCgYFaOCOWFHt7e4hISra2tFCpVQEBQUUnJwcmJvRsUIy/089M3MIC8uSFQKJSHl1fx1zli7JMnOCzW9XN/DAjrqVOlpKVCQ77kiIWFhakpKZ6f6xohJCQktm/fsXvX7sqKipiYmA0b10dHR+fm5mZnZc1fsIB9v3CUmpqTi3N42JccEYqFkyZP5mhdBgAMK0xNzaytrX/b6eh0OgqFGqdrIMv0VRk4JsHhcCQS2dba8iwjtba6SkJSSt9o0hRzSxlm1d3gntv8LDOlrqZKUlJa33jyFDNLGdnBPrep8WNFGdO1Y+hktyMvHEJL0rdu3SqvKIfywoGfLy8vp6enR6fB2ts7i4qKOb7KyBHHMHLEnp6eyspK9ryQHV4+Pjgc1tXVicF0Y7FYPAGPQCIkJCTIZDL7TxrSmlZXVaUxc0RGXtjWBtU5cLyghaWlqiojRySTyeVlZbFseeFXk2fmiJGREQ319QQCgT0vZIeHl3f+woU6Op+alnV1dSEQCC8fH1Z9IQsra2sFJcWgwEAKhcLoFZWQwNKvFhUVjfq8XaekpDTb3i4iPLyxsRGqIdE3MOitneFjaE0XFBcXZmcyjGOeMPNCj8+9sdixmTZNRpaRI1IolOKiouSnT718fHrrmGEw2MxZs+bPX6CjpbVl8z9paalr1qxu62gvKy9nHxMaFtqNwTg4OYaHhbU0t+CYq9YgLwQMf0aNGqXYTwvuXweNRv1mcgYJPgvz37/Pe62mrmE4yURZRY2Xl49KHfRzP7z78O7N6DGahhNNlBjP5f2e5+YV5r8Tgiz4gdamf1C9a+1v3Lze00Peu2ffYJSsQkLChgaGGemZdDo9JSVp6lTOWzMTMzMUF9e/J04ICAh6z/Xp01yuoKBg/fq1HZ2dKBQKiscIBIIbzY1EolRUVY4dPSb1OauDcsSggIATx44pKSv3GRsgzCws6HD48SNHRURFvOfM6U9Hqqik5OrmFujnTyASbO3sdPvJfqBdaxKJyMWFFhUTm9aXowGEpZVVRkbGiWPHhIWFvefMYcWk4uIiNbUv6hUVFRVnV1e/Bw+JJJK9o8P48X175jLqEb19QoKCkpKStLW1OPJCdqZOnZqWmnrq+HFeXt4Fixez54UcmJqZpaWmBvr5aWlorVixsqioMDAo8N79e7NmzTIzNaPRaNu2bqXR6VcuX3FycX5w7x6ph+To5KTNvBtob2vLzMhwcHLq78UBgL8N6GNz4GJHOp3+7k1uTw9psqklDw8PjQFjaXQwJZI0Gv3dmxwKhTzZxJL7R577ikqlTDa1fP263y5IgD7CIQKBbGj42N2NOXL4yCD1ynA4fOLEiTy83EQCKTUtFbLl5BgjIyNDplD4BPhFRPpW8PPw8qirj+3s6mT49FAozFseeFFRUWFB4fgJnHGCm5vbxc0t783bcePHDeAbznA1mzKluLAIzcUlPODuupCQEJqHG4fDcbRXZFFaWnr/wf3Y2Jju7m5tbe3Fixbb2tr1/jZZyMrI9PSQBQWFIIcziLKyMnd3d/ZhoqKiaG40kUgYoNQE2r8UExcvLi6RkZUdoHaFYectI8PNzaOopFRaUtJn3ysWMjIyBCIRjUaPGTNGXV191qzZJSXF4eHh8XFxpJ6ej40fiQSSp6fHP1v/ERcVo9JorCuTmZnZ2cn4MQEAAAgqlUZnMmAszIHB4IYTp8Dh8O/SvNBptLy3OQg40mDiFDhbq6PBQKPR3r3JQSBRBgbGaDS6P8dRQD8dLWhUcXGxlStXflftjpGRkbi4RH1dfVV1dXl5ubq6OvtXK8rLY2NiVq9dW15W5u/r6+3jw93LUXC02uhr166zH+ns7HT3cKutqdm5Y6ekJKc3Jh8fn4mZ6cCzolKpKBRq2Yrlb1+/jo+Lnz5jBjfPF98jGo3xDoZCWlVVlZWVlbi4eHhomIOTo8LXiy0VFRXe3l41dbVzvOcICApERkZ6+/hcu3pt3ryvvBJYFBcXJyUmrt+4oSD/Q5B/gKePNxcXF4FAIJFI7JkxtF9obmEhJSUVFhzi6OzM0fuCRcyTJwQCYdv2beFh4XA4fHI/vbSKCguTk5MXL1vKy8vr/9CXTqf3dvD5srOYnLxh06Z3b98G+Pl5eHlxcXFpa+toa+uUlJS4u7sRCSQUFxJPwB/Yf9DSyuLwocOPIiNn29tLS0u/yc2dt3DhwFceAPh76OnpefI4nJe3/4I/OMM6rr2tVVxCMu/DG0arvcHDfG5HW6u4pOTbd6+/r6aQ8VxKR1ubuKTU27xcOBze3t4K2VgC+gW6r6HT6bW1tfIKckrKivX1dfReUKnUefPmwmAwX1/GRy0HFpbmjBptbq4HDx6wHy8rK7t47lzjx4/Qw4z09Ht37uJxeI6nY7HYZ9nZGAwGetjV1eXu4Y5EIf/99xT7MBqNlpKasmLlcuupVnPnzQ0PDyORSKyvdnd3nz9/7vGTx0+TknzmeM+cOePAgf2VlZV0Ov193rsAP38cFken05ubmy9evODk7Dh9xrTt27dDjT8gqqurL547V1NTw/5d79y5Q1RMJCExATpSVVU1QXe8gaF+a2tr7+tQVFR06cKFlpYW6GFKUvLDBw96SD0lJSU7d+3E4z99493d3TeuXXv18iX0sLKi4uL58/V1nJedRqM9fvQoOCgICt7knp47t25lpmf0Pm9+fv6lCxfa2tqgh4xOv7duZWX0MZLhmXvhQvvnkYkJCf6+fiQSEXqYmZkpIMgo20KiEEgUAoFkrMZM0Jtw6+bNu7dvxzx+cvrffykUSu+XBQCGnMbGxoiI8N/2/uzu7jY0Yu73D0KbAu93Len3PRcSlq5YueL3XJ+RSB8dLX6gltPS0iotNb2HRM59ncNKmyAdqZuHB2upzdTMjE6nBwUGePvMYeVqkJZEQ1MTku3Q6fRTp06GBIesWLliLdMHnYWvr++GDeuVlZUnTZ5cUJDvM8dn187du3fvhpYQsVjsjRs3yBQyHI4Yq67OzcNz4uTxjIyMwMAgnfHj4Ag4lUZtampatnxZYmKCubm5sLDIjVs3niYl+vsFQBmtkpKSE8PXNMrxc46Ix+NzcnK0tbVNp3xKRpWVlU2mmERERjQ1NXH4jpYw80JWfwxmx2Cr5KSkyIgIHj5ecTExKOdm1FT4+ekbGrK0Myqqqg6OjpHh4Y7OLuw5YmxMDBaDcf/sg4ri4vrsGoqYxJYjFjGzPXYdKRc00o/hL8ru5lNYWJjOVJyKfh5pM21aYnxCaHCoh5cnCoVqaW0xMjSuqChvam5CIBAUCoVMJ+e9ydu8ZfPcuXOxnd3LV64cYJUYABhC6urr8vLyHBwcf8/peHl5L5y/0NnViRg5Wk0Klaqi3G+nXABndqiopFBb+yU9YmfBgvn9ZYdpaWkIBBwGhxkY6nd0dLDywo+f80J2MtLT79+9C6VKWCz29s2bz7KyWF+9desmmptr1qyZLS0tPT090KsxezyWqI5SsbWzhdIyPB6/fsM6UTGRpOQkKIQ3NDSMG68jIiocFRUJOfkeP3EMhUbGxcWyXvzgwYN8/LxBwUFUKpVOp7/KeaWgKL9hw3r2O8rqquqL587XMnNEEokUERkRFxcH5Wd0Op1IJNrZ26qNHsXsY4krKvyUXBYVFV1kywvZSU9N9fbyevLkSe+8kB32HJFGpbLnhexw5IgFX+eF7HDkiPlf54XsJCYkBPj6kYhEGp3W2tp64dy5tNTUN29eh4aGnD793/oN65ycHI2NjafZ2EAdhnu/AgAw5CQmJpw7f26oZwEYwQw2HJaXl2toaiCRiD7DYX19ndroUTA4QwkZGRlZVVl56eLFjw0N/Z01PS3t4f37zc3Nd2/fzs7OZh1PTk4WlxDTGaddyAwzRCLxzq3bNdXVdDr9+vVrwiJCUdFRrMHv37+XkZXeuo0hg6TT6XV1dWM11G1tZ5M/x7aExARePh4/v08TxmAwRsaGs2fPwmKxFCY0Gm3BwgV6+rqsoPvpUtTUXL9ytfFjY09PD/txIpF47NhRNDcaiqBEIjHQP+BZdnZpScnlS5eampr6+35nzpxx49q1lubmWzdu5PQVCyGqq6quXLxUV1sXHxcX6O9P7WfZB4fD3b558+WLF8XFRVcuXeozBrNG3r11O+flq6KiwoFHJsTFBQUENDc337xx4+3bt70H3Ll16+aNGw0NDfv27XVxcd66beuVK5djYp68f/++o6ODQGA0+ezvxQGA30BQcNDt27fApQb82nBYWVW5fMUyfQM9RD/hsKenx8fHm6FNRcKtrCzXr1k7wCcvRGJCwlxvn7SUFNaRwsJCLW1NSSmJtLRU1sHysrKoiAg6nb516z/yCnIFBQWsL3V2do4br+Pq5koiMYJWbW2t+tgxy1csZw1ITk4WEOTz8/eDHpaVlamoKktJSRpPNJ48ZZKJ6RRLKwsFBXlJKYneWWxdXd3G9euDAgOhh1QqNT4+3traGo1GL1y4gPXd0Wi0o4cPr1m1qvPrgMpOTU3Npk0bE+Li5nr7sOfBfVJdVbV4wcKrV64MPIxOpx86cGDd6jXd3d0DD+vs7Nyxbds/mzZ9c2RkRMRcnzl9Zq7dXd27d+5qY+blNTU1CxYy1gmYbkFofn4+MXFRnXHadva2K1euTGH7gQIAv5Or164GhwSDaw74Yb7d4KmisuLI0SNzfebQqLTXuW/6HMPFxWVgaBgQEECnwWh02hSTKYX5BWYWDH1Nn+Dx+MaPH23t7D42fCSRSNzc3K2tLZs2b6wor7h27Zq5uQVrZFd3t8zn9lTQjFlfYtbf0Jjuf9BXGQ+5uL58R8yVRhjyc3EClBFqamm5ubpSaTQqhUqlUbm4uIT6appVmJ+vb2AAleTX19cfPnLI3z9AbdSoBw8eODg48jI6KzEoLSmRkZFRUFAoLCicNKVvJWdObo68gkJrW5utnW1NTY2BkRGrH3JvCgsLraZak0k9DfUNcvKfmkT3prioSF5eXklZuTC/wHjSFw8dDrq7ukKDg33mzHmXl1dYUMDutsM5sru7s6PD1nZ2VWWlrp4eRwXL08QEFRVlaMdRUVHx1s3bBgaGBw8eaGttJyPJBCKhvb3jw/t8GAzGUUwCAPw28DicqooquOCAH+YbLnZVVVVHjx5duGChtfVUUg9n5wR2Jk2cKComyuiT3tQ0c/bsurra5KdJfY7E4XCB/v5qo0d7+XiPGauOx+OJROLefXsTExL37t23YMFXOv5x48ZBkhMNTU0sDltYWMD6UmlpaVNTk6amJhRd6HRG/GOvzIOKVVlHxMXFhYWFJSTE165dt2H9hs2bN2/9Z+ukiZPk5OUhn9VP0OmxMTFtbW1z581TVVWtrq728HSPjoo+duxYenqGp6cnKxZiMJjcnBwHJ6e58+cXFxdl9OMw/vzZs9qqag0NDS8fHykpqeDAIFJfzuZ0Ov3J48fd3d1z582ztpkaERbWUP+luz07hQUFTxMTnV1d582fn5//oT+H8e7u7sCAAD09PUbvCy+vD+8/QO42vYE82MZPmODl4yMiKhoaFMzugU6j0XrIZFt7e1bZLwqFWrd2XWRElJ6+Lo1Kh8PhKBTDVnjc+HFGbD5zAMBvA1qjEvq9/t2AvygcVlZWHjx0cN68eeZm5gy56YAVK3p6+jLSDAVp48fG169z3Tw86upqU1NSOYZBOlJNLS2ofk7fwEBEROTa9Wt3bt+1sbFxsLevqampr69vbGxsaWlpb28nkUiQlHGqtbW8rPyFixdqa2tpNIbi48yZ01xcXHa2dtArQ9khFPygYlUqUyLLHg5nzJgZHx8fHR3N9Deivnz50tnZ6f79e+wzjI+P7+zogPxIyWTyv/+davjYEBkZtXbNWo4kkpub29XNTUJCAvLKKSsry8rkjEw1NTVv37519/TU09dnak2tGY7bwcG9S2LjYmIwGIyrqyvUH5HhHhce3lD/ldM3ZPaWkpzs6eUlKiqKQCA8vb2Li4ueZz/jGNbd1RXg729kbAx5gjO0pj5eRUWFL5495xj5yZt74kRohjbTpolLiIcFh1AoFGgA4yxeXr1bSJuamkZFRvv4eFOpNAqFysWFGqWqunvPbj8/v7a2tr7eIwDAr6Knp4dEIoFwCPi/6G/vsLKycvGSRampqYOpO4RYtOhTYnf02FHoKQ/vP0h6+pQ1ANKRZn+9f9bZ2TlpMnMRDw5DciERSDgShUBxIVFcjB4oZuamrE2v6OhoRUV5BUX5WbNmjh6tJiYmdvPmTdbrlJeXS0hKrF23BhJw4vH4R4+i4UhYCHM7oba2Ftr3mjlrJi8fj4WF+fQZ0wSFBKZMmcxeehjz5ElgQABLz1laWqKsomRmbubv7//Q96G/v19wcFBwcFBcfBwWi+X49ilk8r07d9JT09i/33/+2bJ//z6OkSlJSb4PHhI/SzQ56gu/1ppeqK+rZx3pU0cKKUgz2aoMu7q6rl+9mpuTw3Henp6e2zdvZWVkfrn4zJGve438pDVlK+vsDyqVeurUSUEhwdFj1Kqrq+vq6i9evLB8+bJ//z314sWLbz4dAPgptLe3b9u+tampEVxPwA/DMHiFYlhdXd2kyRMRCERuTi4eT9h/YP/ChQstLSyhr9JotIULFzx86Ovr6ztnzpw+I6uvn++8uYyiQxcXZz9/fx5unh4SKTAgQElZ2dLKikAg+Pv6amlrc/iqkMnk7Ozsjx8/UmlUKmN3j0qhkCnMSglyD1lOXs7VxZW12Zaf/yEqOrq8vFxeXn72zNmTJn+xIsNisUlJSYpKivp6+pDK8ePHj3FxsdOmTVNVHdXR0QE1bWhpaYl+FP3i+XMyhTxhwgRXFzeW5298XFx7W5u7J6MCDzqSkZnh6enR2dlJJpO/XDMabKyGemxMnKoq50YFgUAI9A9QH6tuYmqKxWKDAwNTU1MXLVliZWXFMTI5Kamhvt7LxweFQsU+edLV3e3u4dG7pK+muvpx9CMnF2c5efkipjc3o66xl/8qHo8P8PfX0tKePGUyBoPx9/MzNjaGsr0+VqoDArS1dSZNntTd3R3g5zdx0qQ+nVoT4+Pb2zucXV2+Wknuh+jo6NKy0i2bt0APu7q60tLSsp9lY7GYmTNmmZubg9t2wC+lvr7+5MkTZ8+eRSK/rYcAAPqEMxxyo9H37j146Ptwjo+PxedYOMhwWFJSYmRs2N2NkZWTefHsJRRmaDRaUECAgKBge2ubusbY/jzGhhAqlZqWmtrZ0UGl0Ri9otiKaikUClRCQGWDQqEgEAg5Obk+FTEUCiXA319MTKylqXnUaLXA4KBTJ0/12RgkNSWlvq6Oj4+PRqe7uLr2Z8hbVVkZHxevOkq1sqLC3dOzP29uMpkc4OcnLiHR1NioZ2AwQCcmMpns7+snKSXZ2PBRT19Pz8Cgv5FRERFjNTQ0NDVhPwSFQikrK4uMjKiuqdHR0TE3Mx83btyPvRQAMDAYTPf79x+mDL+PF8BI3TtEIJBt7e2XLl2cO3cueywcJNIy0vr6+jA67GN9I0vzgkAgbO3tHz96hCcQvhkL4+Pi7t652/N1J9vetDQ3p6SkNDc1DTyMSCSmJicXFnxR3/QJEonMzc1NSU5xcHTkiEkoFEpQUFBUVFRCQkJaWlpYWBiNRsvJyikrK/enDkWhULNtbSPCwrm4uLjQXPLycv01ybK0sqqvr09NSe19XnZUVFXHjBn94N59E1PTAfpUcHFxzZg1KyEunkAgKDC7rw0wctbsWaHBwVzc6AFiIZFIrKio/H96i6NQKA0NjR07du7ft19MVOzevbtb/tmSlpaGx+N/+DUBgD4RFBQCsRDwc6U0dAqFMm/efHOzfmskBkBYSNjY6FOzwMTEROg/cDhceGjo0mXLpKSlkpP61ppCJMTFdXd3jx6tFhgQQPi6lz07ZaWlYaGhEuLiYaGhNdU1/Q3DYrF+vr58/Pzv8t6l9VL0sBMbGzt27Ng5c+eGBAVz9LJnp7i42N/Xt6Oj4+6d23WfO/f2BoPBREZErFqzRlBI8OSJE7Nmzu5zGKQj1dLW9vL2YvSyJ/Z7B1BYWFheUbFj187MjMyGhr61ppCO9FFU1PKVK5xdXYMDg1ide/scGR0VtW7DBhQSlZ3Vt9YUBoNFRkTw8fHKMXuT/p/IyMh4e3sfO3bcx9snMTFhx44dd+7crqio+P9fGQAAAH5JOKTRaOLi4gb9ZwzfxNDQEKpDyMzK/LyX5j9WQ8PI2NjO3r6utra/yPQ0MbG5udnJ2dnM3Fxl1KjggEBSXzliWVlZfFycs4vLuPHjHZycHkdH9xkRoVoOHR0d44kTHZ2dKqsqM9LT+zxvfFxcR3v7bFvbSVMmKygqhAQyOhX3HlZSUvI0MdHRyUlDQ8PW3i46IqKutrb3MCyzU+6ECRMMDA20x+k0NzdjMZg+zxsXG4vt7p41e/ZkExMZGek+taZQfWFKUpKTs7POuHGzbWdHMLSmfURExi6gv7+BgYG2jo6cnJydg31EeFifsbOrqyvAz8/Q0FBPX9/BybGwoODF8+d9xv63b976zJ07mJ5qg4Sbm9vAwODIkaMbNmyAwWBnz53ds2f369e5ff6gAQAA4HczSJO2wShLoRdRVGZsGcoryL148eLh/fvsOlKm1vQ+u9YUIj4uzt/XF/IRhUhP++JryqK0pOTi+fONjV/EY7W1tRfOna9murixwGAwt27ceP7sGesIhUK5f+9eajKnYUpMTEygvz+7njMtJeXB/fsctpwMP9Lz51uam1lHqquqLp4/D6lVWTD8SK9ff/lZThkYGHDp0sWggICMtC9aU0hH+uTRo6DAQPbzJic99X3wgEj41FkCoqCggENHWgH5mtZ/0Zp+0pFeu5bztTq0orz80vkLDfVf+eT1VpySSCSG1jTzK60vFovdunlLXl9WbT8RHA6bmpa6ecumTZs3BQQG9GlvCwAAAL+Nb5Ths4Ca1H9zmIKCwpjRY2AwWFtb27mzZ7S/1pEiEAh3T09Gjpia+lVe2NTk5uHB/vpm5mYcOSKUF7p7eLA3y1VQUHBxc30cFcXKET/lhePGsfe/RSKRHp6elZUVmWw5IpQXQvWFrIPmlpaKCoohgUGsHLGUmRd6eHmx6zmVlJUdnZ2j2HJEKC/U09ODjGxoNFpmVubs2baOzs6lpaXsa5JxsbGY7m6OvvZW1lNlZb+qR4TyQk8vL/b9QlVVVQcHqB6xgT0vNDI05MjpVUeN4sgRGZWITMWpPttINBrt6e1VWJDPniNevnRJbcyY8RMmwH4lfHz8FuYWp/87s3jR4taW1oOHDpw4eaKoqIhV7wgADJKOjvaHDx+SwTsH8P8x2HBIoVDa2toGs3JmM3UqQ4hBIPEJCPRWanBzc8+dP7+2piY1OYWxxZiQ0NLc7DN3bm9lirm5+ajRakEBAeQeckVFBUevKBby8vIOTk5RkRH1dfVMT23/cV/HQggeHp55CxZUVFSkM71j4mNjOzo6vJl1DhwjLa2tlFSUgwMDyWRKaWlpfFycp6enlBRnC2JFRUV7B4fIiIiPHz8SmHUOunp6hp89WXJycvj5+VVVVbm5uectWFBSUpKZkQH18sVgMB7e3r1rKqxtbOQV5EICgygUSklx8dPERC9v7941FUoqKrNsbcPDQpsam3B4XFBAgKGRUZ+KGGUVlVmzZ0eEhjU3N0P1FUbGxrq9qi/4+fnnLVhQ8OEDVMt/59at5sam+QsWwH4XOjo6a9euPXXyXy0trUuXL+3btzcqOqqrq+u3TQAw0qmurikuKWbZMQIAP0YfdYfZWdkKCl91hIfBYDdv3ty3f29LS8v9ew/6K7SAyMrKMjMzpTP2EQ3i4xL6FEP29PSEBodUVJSPGTPGxc1tAA/P59nZT58mCQoKeM+Z0zsmsfj48WOAnx+BQJg1ezZ79sMBiUgMCQ6uqqoaq6Hh7OLSOxZ++S4yM1OSU4SFhbx9fHrHJBYN9fUB/v7Mrk/2E3R1Wcf37ts71dra0vJTuSGRQAgJDq6uqtbU1nRydhmgZWBGWlpaarqIqLC3j4/4576Jvamvqwvw9yeRehycHAeuXqirrX344AEMBrN3cNDpfyQejw8NDiktLW2orzty/HhvD5rfxosXzzMzMkvLSrW0tZ2cnBQVFH/i/iXgjyQmJqaysmLNmrW/86Q9PT2RkRGNTY2DWTYbJlDIlAm6ulafP5cAHHy7ZJVOp1+5cqWhod7S0jIwIOib40eNGjVWQ6OoqCgv711tbW2f4RCNRktISebn50tLywwQCxnFG7KyZAqZn19ARERkgGGioqI8PDw4LI7l990n3Dw8EpKSRYVF0tIyA8RCSAxJ7ukREBAUHvi8YmLc3NwEPEFG5st5y8rLujo72VcveXh5xSUkiouKZGRkB26fKy0r20MmCQoKffO8aDSaRCJBxnj9QafRioqK1NTU6mrrpAccycfHxy/A/+rly1On/xvCWAiDwSZOnDRx4qSWlpbEp4nHjh2VkZExMzM3NTHl5v7UL/r3QKPRUlJTniYk4okEPV3dadOmyw9YvgIYQuob6ge4d/xFkEikU//+m5uTCxspwGEwOmz5iuUgHP54OLx27WpDQ/2uXbvXrl3zzcEwGExSUtLI0LCosIjcQ87KzprQ1xbU08TE1ubmbTu2P4qMSktNs7D80sKCnfKysrjY2LVr15aWlgb4+Xn5+PT5mYjD4QL8/SdOmiQvrxAeGmrn4KCkrNTnCybExXV2dm7dsT0qIgIBh5uam/U5rLSkJDEhYe2G9UWFhYF+/p4+3n06s2Cx2AA/P1NTU2kZmbCQEAcnRwWm80BiYqKBoaGgoNBXfe2x2K07tkeGRcBh8CmmJn2et7ioKOnp0/UbN+a//xAUEODh5dXnvQK0X2hpZSUhKRkSHOTk7NJf74uYJ09wOJyHl1dNTU1IUJCTq0t/hRNPHj3qIZJOnz2jraMDGwZISkr6ePu4u7lnZmVmZWYGBwWZmJjMmDGTfef4l3L16tUdO3YICQtKS0vfvn1LXV399H9nersLAYYDHR0do3pZRP0m4DAtLW0xMQn2ZjvDEAQCWV9fW1FeBlZafjAc0un0y5cvNTY2HTx4CIVCQb7Y3wSFQhkZG/v7+1OptMTExNWrVnMMSIiPb2tp8fLxQSAQPvPm+Pn6pSQlW0215hhWVloaGxvr4ekpKSUlKSVFpVKDAgLdPT14eXnZh0FeaKzGFw5OjpHhEY7OzopKX6330pn7hZ2dnR6enggEYs68eX4PH1JpVAtLTreBkuLihPh4T29vSSY0Gi04MNDNw4OH51MjCwgMBhMUEKCrpwftxtk62EdGRLi4ugoICubm5vz372nWNYxlxiR3Dw84HD5n/jzfBw9pNKqpOWdlZ1Fh4dOnT318fMTExS2sLFOSkkMCg1w93DnuABh9Kvz9DQ0NIakLtI/o4ubGEefoNNqTJ0+IRKK7pydjx1FJaabtrIiwMBc3N47kj6F0ffy4p6fHe+5Aa+BDAhcXl5WllZUlw68gOjp6//59qqNGmZqYmJiY/tLzpqSk7Ni53Xqq9dUr1yQkJD58eL9oyeI1a1fHxcYrKfV9pwUYKnp6eogEgpTUb7pP4gCNRltPnamoqMxocjCMQaPRWVlpFeVlQz2RYc1Aq97Xrl2tr6/ftWsXCoX6rh+2sZGxiChjre/Vq1dFhYXsX/qkI2XGJOiexcPTs7a2Ji31q+5I5UwdqQebjpRRj6iqEhz4VT3iJwdOHR2WdkZBUdHZzTU6Kqq25qt6xESmH6mbuzt0XobW1MursqIiM52hcGHxSUfq6Sn5eb/QwtJSQUGBXWvK0pHq6upCOlKGboWpNY2Pi7tw4by5mTlraTcuNra7u9vls44UhUJ5ensxtKaZ2eznLS4uToZ0pOLi0BGrqdbSsjKhX9cjQnmhoZERFPshrSlD0RMezlFlGPPkCR6HY/d+GzVKzc7ePiI07OPXIxPi44kEgrOLC2wYIy8vv2rVqv/+O62trR0XF7dmzZrw8LBfJ7eRlpZevWr18WMn5OTk0Gi0vr7B1n+2VlRUZGX361oAGCrwBDwej2f9wg4J9JHAEF6fERwOoYBx6dLF+vqGgwcP8fHxfe+L6urqyssxNlpaW1vOnDnN6lKUEB/f3NTEoSOFtKY1NdUpScnQkbLS0pi+dKTmFhaj1NSCAgIhzxosFhvUq6YC+uh0dHKMioisrWFUQdDp9LjY2PaODu85c9j3Cz9rTctZVR8lJSWMWg5PT6mvV+Qsra0hrSnkWYPBYKBYaPg5FkIoKipOmjw5ICDAwIARq6D+GBgMxvNrHSkvLy9Ta1rMqvooKixMTEiA8lH2F5xqYyMrJx8SGATdAbDyQg6tEENBajs7PPRTTQWNTn/86BGBmRdybPIrq6jMnD0rLCzs48ePLGecd3l5HFUuwxYBAQE7W7sDBw5u3LiR4dSzc/v58+fe5r396SfS0tI6efKUlpYW6wiCeVdB7suiATC0YLoxWBxuaMMh4M8A0Vd9IfLGjRv19Q27du0aTDeD3nBzcxszQwWFQkVxccXHxdVUV6cxXUZ7f0ZDARjKEbMysyorKhLi49nzQnagHDEsNLSlpSUkKEhbR2dSr5oKVo74KDqqtqY2JTm5jZkX9hYosnLE59nPysvLnyYksOeF7EA5YnhoWEtLS3BQECMv7KuzfGFxkYODw6sXL+pq65ISE7t71RdCsHLEly9elJaWQv0LxT/nhexYM3JE6Yjw8Obm5uDAQPa8kB1V1VH2DvZRERH1dXVJCQkEAqE/T/BRaowcMTI8/GNDQ3JS0r07dyQkJEeWdBOJRI4ZM2brP1sPHTwsJyfv6+u7adPGpKQkLBb7i87Y0NBw89ZNAUFBPb0+moQAhpaqqiopScmBFWoAwGD4KjJBH4tXrlyur687dOhH8kIWM2bMYDSLoFCbW5otra2PHz365s3bufPn96cj5ebmnr9wYXZm5qmTpzy9vXvXF7Iwt7CQkpLavGHj6DFjJk6e3N8weXl5JxeXQwcOFHzInzN3bn86Uh4enoWLF6emJJ/97z9GLUf/Sg1La2tRMdHNGzZqampy5IUQ3Zju+Li4jRs3zZg588C+vaWlpV591RdC8PLyLlqyJDE+/sLZc3PmzRvg3naqzTQBfv4tmzaPGz9+gBoSqMrwyKHDb9++dXB0HCDbU2GOPHzo0MVz5ydPnuIz/LYMB4mkpKS7u/uxo8cWLVqckZGxffu2mzdvlJSU/P+v3NHZkZOT8+TJk5u3bm7YuN7C0jw7K3vL5i06w0NnBGCnsLBARwd0SgH8BL4KEkgksqHhI4FAPHjw4MD1D99kwoQJYmKi7R0dz549y8xIN7e0JODx1VXVyirK/T2lorxcTEJcWlamML+gP80nVCHX3NRka2dXX1dPIpEG0N8XFhSYW1pQesi1NbUcyhp2ykpLJaWl5eTlCwsKppj0rfmE1mZbW1ps7exqa2rJxuTe14e5TGogLS2dEB9vaWXd09NTX1cvr9CvOr+4uFhWTk5RSakgP39S/3Edg8G0MV1Vq6urDQwNB6gPKSwqmjlrpoysbHhIKKNrI1e/I8vKyj5+/DhpyuRVa9dwSIRGHGg0ejyTmpqalJTky5cv8/HzOTk6TZgw4Qe+NRKJdPfe3du3b9XV1XV2dtJoNHl5eQMDw5MnT9nOth18Gt3d3U2j0YSFhUdW5j0SsbGxERXtt9ML4PdQUVFRXV2NQMB717UrKSmNGjVqmPwgiEQiFxdXf1nKVzkEhUKVkJRYvXrV/5MXQsjKyhkaGsLosIb6jx/y8728vWfOnh0dHVVdVdXn+LKysiePH9vb28+bP7+yqpK1j8gBlllTMUZd3cvHW15BnrWPyAGdqWFpaWmZO2/etJkzoiIiavty3Ib2C+NiYx2dnObOn19aUprO5h7HDrRfqKGp6eXjLSMjHRQQwNH7ora29s2bN+4eHvHMWo658+fZTLOJCAur76f3RVFR0dP4eCcXl7nz5xcVFnIoer6cl6md0dHR8fbxlpCQCPpaSfTl+2XuF+KwWEdn54mTJknJSAcHf9px7M2TR4/PnTk7Y8aMrdu2cch0RzRKSkoLFiw8ceKEna1dWFjozl07fX0f1n/etx4MRCJxx47tu3fv0tDQOHPm7IvnLxvqGwryC4ODgl2cXQZZ+NjT0xMSEmJmbubu4dbd3f1/fEOAQTFqlBrU2RswhNy6fcvGxmbGzBmsv7Nmz5ptO8vGxuba9WvD5EeTmpZqYWn+7BnDfmtQDZ5QSOSP7RdyICAgwKpDp9HpcDhcTk7O1c3tyaNHvSNieXk5Q0fK1LDA4XAPT8+a2po0ppsaO5Afqba2NqSd+aw1Deoh9fTRyf3zfqGCgkKfWlOGjrS09Gl8PKO/vIQEAoHw9PaqqKiA3NT66FPxWUdqYWUlr6AQEvSV1jQyKtLMzOzt6zcMH1Q3t8++pk6RkZF1tZwRsbi4OOnpUw9vbzExMcZ5vbxKSop791qCYqGhoSG0X2g9daqMtHRocEjv3hcsHSn0cKqNjZSUVFhwCIXM6f8ZGR5+9cqVJcuWrly9GjmgEcEIhZeX18TE5NSpf5ctW4bF4Y4eO3r48KH8/Pw+G4ZwEP0o+ty582pqavv27ff28h4/fry4uAQPD8/gM7z8/PwFC+cvW770Xd67sWPH9tfqEgD4w5g/f35UdFR4WAT0NyIi8vq1GxISEigulP4w2HGnUqmNjR8vX75UWFBIofT7UdDHDtPPkuROnDiJj5+RfKSmpvSQGZFDTk7O0cUlOjq6uqqaNay8rCzm8WM3d3fWfiHD53P+/Jrq6hSmrykElllToaOjw76uyNCajhoVGPilPyKUF7a3t7PrSBm+po5MrSlbjsjQkcbGunt5sfYLP2lNy8rT2ao+sMy8kBULIaysrRWVlFha06qqqvwPH/h4eNtaW9l1pIpKSnZ2dpHh4ew5IpQXerHpSHn5+OYvXFhSXMyeIzJiIXP1lX2/cOq0abJysiFBXzI/KC8kEAgcGiWbadOkZWVC2HJECoXy8P790JDQPfv2DvOyip+ClqbWyhUrT544aWw88caN67v37A4PD29vbx/gKTIyMj5zfJqamo2MDH3m+MTFxXZ3D7aWo6Oj4+Spk7Z2s6kU6owZMySlJDzcPYC+A/CXoDFWw87WbvZnZs2c9f79u48NjVv/+cfDw4N9JJFIfPfu3cuXL3t3jSWRSK2trcyuRN05Oa/y8vL6a0BbXl7+4sXz/Pz8wTj+577OnTVrpq7ehNCQMC401wB3t4OV1yOYwL4HIyMjCUmGc1JdXV1hwafqQ3l5eWaO+CkilpeXxzHzQg4dKaQ1ramuglYv8Xg8lBf23mMzszBXYVRBfMrVGHlha2tvHamioqKzq8ujyE/VF6WlpYnMvJBDw8LUmnpWVJRDOSK0NjtBV9e4l47UkpkjhgWHEAnEO3fuCPAL0Kg05156TmUVFUdnp6jISOhnz8oLOXSkDK0pM0d8xswRMRgMIy80MDD47AnOwnrqVClGjhhMpTBcEWJ71ReymGpjI8nMEaHOWelpaWWlZQcPHxpgn/LPoLm5mRX2BAUFZ8yYcf78BU9Pz+rqqp27dpw7d7aioqLPOlpzM3M/X79H0Y/+2fJPbm6Oi6vLtOnTTp853dTUNPAZE58mOjk73bx5Y9+eff/+d7q6ulpfXx+qtwH8Uqg0BuAiDzcuXb507tw5RyfHrVu3sgeO3NxcDw93W7vZzi5O02dMO3nyBPueTkZmxoIF82/evOnl5eXg4DDbdpa7h9v79+/ZX7mlpWXDhg3Tp093cnaaOWvGkqWLB2jGDiHAL2BoZLhkyVIra8uBSzAHa+FdW1drb2/3/t2HBw++YeHNzqzZM+Ni45Eo5LWrV5cuXcY6Xl9f/zg6epTaqPKycmdX1/6ct2g0WqC/v5CQcGtri6am5gA60oz09OqqKgFBwZ6eHsj/pc9htTU1MU+ejFIbVVFe4eLm1p+ek0qlBvj5i4qKNjc3aY8bBxWN9El2VlZUVNSbN29WrFju4tpHTQVEdVVVXGzsqFFqFRXlbu7u/fkrUiiUAF8/MQmJpqZGZg/hfj9PU5KTPzY08DA6LcOdXVwGuN9JTU5uaGiYoKvLz8+vpKw8IuoL/x+oVOrCRQtSU9OWLFniYO+g/3UHj87OzoSEhNS0FAkJySmTJ5ubW/S3TY7BYB4/fvzQ90FxcfHVK9emT5/e57COjo7jJ44FBARMmzZ97969qiqqQUFBixYvvHrl6oIFC3/Ntwj4BJlMvv/gvrWV9ZAoNTAYjJW11fv375evWKegoDTMozIajc7OTg8PDVqxYvm1a9d/6bliY2O8vL01NTWCg0LYXZzKykodHR3pMPq2bdvl5eQjIyPu37+/c9euHdt3QOsooaGhc+fPFRURcXZynjV7dn5+/pHDh2fOmhngHwhJF/EEwooVy6KjoleuXGVqalpQmH/69GkbG5tbN28PRu9y8tTJkyeOh4dHsJorcDCoD8ePjR9PnjzxAz9vayuG9RqVQs3JyWF/ury8/Ljx4+/dvWdkZDSACyUCgbC1t4+OjiKRegaIhdA+YktLy9OERHsHhwFig6KSkpa29v2794wnThqgtgGJRM62s42MCKfRaAPEQhgMZmhk9DTpqYqysqOj0wDnVVZRGTt27P1796aYmAzgNYxCoZgF9aEIBGKAWAit1tbU1KSnZTg4Og68s6U+dqysnJycvLyKquofHwsh5s2dN2XK5H//PTVt+jRXN9eIyAg8Hg99SURExMPD49LFyzY2Nq/fvNm8ZfONmzcaGxt7v4igoKC3t3d01KNHjx6bfNYbYzCYtLS09vZ21k1kRGTEv6f+G6cz7uCBg6oqDNvMgMAABQWF6dMZhUaAXwoWiy3IzwcbtD+XO3fvuLm5enl7sv/18HBftXplff038jBoM2jLP1sE+PlP/3eGw9Hwoe/Dmrray5evLFywcNq0aRcuXHR0crxx40ZFRQU0gPEBRafbzra9dOmyvZ39ju07HB0d8/LyWlpaoAHPn2VHRkYeOHjw5MmT9vb227ftOHz4SHx8fF5e3mC+tW+GsG9/PtbV1x/Yv9/O1s7YyPh7I6K5hSUk93/2/Bn7tk15efn7d+927d6dk5NTXf1lH5EDHA4XHhq6fMUKcXExqD9if8THxY1SU5s7f35YSEifWlOI0pKSwoKCnbt3v3zxvD+tKbRfGBkevnL1aiEhIfZ9RA6oVOqePbucHB2XLlsWFBjU3zI39BYpLS3duWtndmZWQ12/WkdMd3dUZOSadWt5eXh6K3pYQPuF48aP9/D0CAkK7k9B+vHjx9s3b2GwWCtr679HeodEIqdPnxEYEJSb83rVqlVFhYWenh5TTCaf+vfUh/wP0E4DAoEwNzPftXPX/n37kSjk/gP7jh07mpGR0duVF4VCaWlq8fPzQw+TU5Knz5yxa/cu1kjdCborV62oqKw0nmi0cdPGGzdvZGSk+/jMGdquIH8J7e3tZAplgL5vgB8ADmcUoHOCYPzDbIoxEK2tres3rKuqqj59+gzrJhKCQCCkpaXp6+kZ6H8SQyCRSGcnl8bGj+/efQpmdDqdh4fXytqadeMuJy9HpVJJpE8frdnPGN6WYqJiWVlZmZmZmVmZ3Gg0kUh8+/bNT/lZf0NbWFdXd/jIITd392k20wICAr731VWUlcdqqOe/LygsKKqtrZVgJkYV5eVxMTGu7u4yMjKioqIR4RF29va96xHxkI5UR8fQyGjcuHGBAQHpaWnmFn30vkhMSGhrbXX38uJCoXpIxJDAIK85Pr31saWlpQnx8e4eHlLS0iIiIlERkfaOjr3rEXFYLNTL18DQUEtbOyggAIlEmpj14RkdFBhYWVX18IEvo7cUDhcSFOTl7cOF5qxHZPiRPn3q7uEhKSUlKCwcGRHh6Owkr6DAMezTfiHTg01DUzPIPwCJQE42mdL7vNB+IcN/FYmE+hR6eHmy10GSSKS42NjM9IypNjbDp+LndwKHwzU0NI4cPrJ54+YnMU/27tu7fdv25OSkwIAg9k5hsrKySxYt8fHyycjMSHya6B/gZ21lbW09tU+HIMghdo639/Tp01kqLX19/atXrhUVFyXEx9+9d/fatasUCqWnp6e9vb3P1maAn0h5ebmycr91zIAfY9HCxYsWLv6BJ1IolMOHDyUmPD1wcD+HfAbSf3R2do5WG81esCQlJYVEIltbW6GHdBgdhULysy17IuBfJWyNjU14PGHnrh0IBJKpm2T8g0Kiun5SRdNA4bCmpvrgoUNz5syxtrKm0Wg/oDiVkJAwNjLOf19AJpPT0lL19PTKy8tjHj9maGeYOlI5eXknZ6eIsHB7J0f2dzYOx+jzzvBgY66RcjM1n34PH6bSaJZfN9mJj4vraG/39vGBM28ozC0t4fC0oIAAdw8PHraiulKmH6mnl5ck815SXkHB3tEhKpLZ+4LZlemLjjQggKUjhfxF/R48oFKp5mxdqOgwWEJs7LVrV/87fQaq9baytk5NSQli9L5wZ6/+LioqSkpI8Prcy1dJScnW3i4iPNzFxVWOrUIfqmvUNzDQZ66R8vHxzVu4wPfBAxqNamL2xZGA4TL65AkBj3f39ITWSG2mTUtOSgoJCnZ1d+Pm5qbRaGmpqclJSQoKitt2bIe+2b+ZgsL86EfRtbU1SkpK7m4ewsLCvcfw8vJOnzbdZqpNTU1NRET4rt27NMaONTU1M+qlYxo/bvydO3d7v4LGWA2NsRrTZ8xwdHQkEAgB/gFwGOzo0WO/7NsCsPxogE/QT6a4uLi2tpajoJ6Zt/Ho6enx8X1aKeGATqdfvXrlytXL8+bP+2fLV/IZCF5eXgEBQUZCTyazImJbexuVSh382hU3N4+wsJCfL0NWCa3QwOFwEonU5+/1D9DvYmlNdfXhI4e9vb2h/b8fA4lEGhoYQdukaWlpNdXVcTEx7p9jIYS8goKLm+vj6Ees6gsoL9T6WkfK0Jp6eVVXVaWz1SMmxse3QjpStqtvZmGhpKwczFYXWMbMC6FeUaxhikpKzi4ujyIZvqbseSGHjhTyNa2oKM/KyGQdTEtOPnP2jKu7O/vOIlNrKh8aFEzuIbPnhQwdKdt+obKKioOTUyTTX/RLXujnx1Aisn3+olAoDy+v4uKSZ1lfel8wekVhsRw+qNZTpyooKkRHReW8enXowMF3eXlz581bsWrlXx4LCwsLV6xcPmPmzMePH69evSYmJmbJkiUDaawRCBUVlU2bNp84fkJZWSUsLHT9hvUxsYxGlYM8Y0ZGRl1d7bFjxx4/frxs2fKf960A+qa4pFhL84vNOuCncPfuHXcPdy9vL/a/7h4eK1etrOt/oychIeHAwQMmJmZnTp9hbS6ww8fHN2nSpLd5bwvZehzFx8eLiopqaw/2nkZ3wngsFtvS0iIlJSXLpLKyYvmK5Rzq05+ZHXJxoWtqag4cOjB//gJLC852gN/LpMmTxcRFW5pbnz1/FhIcPHf+/N7aGVaO6OTiIiEpAfVs6l0PwKhHZOaIaXS6haVlQlwco76Q2TeRY6SFpWVGGiNH9PLxqamujo2N9fqcF7ID5YiRkRGurq6iYmIBveoLIXg+54g0Os3M3Dz5adKjx9Fjxo5dumQpx0hWjujl411ZUfGU2acCWiJmR0lJaTYzR3Tz8BASEoLywt7aGT5GPeIC3wf36XT6FFOTJ48f4/F4j895ITu8fHwZ6elvX7/1nusD7perq6vv3L1z6dIlTDfGxdV508bNE/vyW+8PUVFRFxcXe3v7kpKSiMiIJ0+eaGtrW1laaWpqDvAsKpWamZGhoaFhO9v279mpHUIaGxuRSORvawf997Br1+6NGzf1Po5AIMTE+t5EqK2r3bFze3tbh4qKiq/fQ1YeQqfD6DT6pEmTLJltZRctXBQWFrph44YD+w+IiIgkPk3w8/Ndu3bd2LFjP4+ncyxDQkdYD6dPn2FgYLBn724EEqE2Sq2mtmb37t0oFEp1cM2fP78afbDhEIVClpaW+Pr6zp/3E2IhDAbT0daWk5NraW5tb29XUFLq7+0rr6Dg5uEe4O+Px+Fnzp7Vn64SyhFDg4OPHDqkrq4+QGciMwsLJAp18vhxISEh7zlz+tORKiopubq5Bfr5E4gEWzs7XT29PocxckRv75Dg4Iy0dClpKRyBsH79hj5vgiytrDIyMk4cOyYsLOw9Z07vWAihoqLi7Orq9+AhkUSyd3QYP358n8OYvS98QoKCkpKStLW1+uyPQafTq6uqvLy9BzBc/UvAYLr9/PzPnj1dUlJmbW29afOmGdNncvXv3ToAXFxc2kzq6+vT0lJv3LjOxcXl6OjEXC/qQ9KNQCB2795DIpFALPw9fPjwQUVZ5adYaAHYEWLyXdekrbUNg8EICAqEhAQHBPizjtPpdCqF9s/Wf6BwqK2tfef2na3btnl4evDx8RKJxOXLlm/ftp21E8/FxSUoKMjR/k9AQID1IS8tLX3lytXNmzcvWrRQTEyso6Nj/Ljx589fUOglxegTbm5uQUFBJLLfD4SvvoBAIDs7uy9durh+/YYpU37OZysajTY1Nct7+45MphYXFw0wUkRUlIeHB4PBysgMpMrj5uaWlJQsKCiUlpEdwM+aYTIiK0smkwUEBNnVE70RFRXl5uHG4XADtNGAPGskJCSqKqvSMtKdnV10tLX7GykrI9PTQxYUFBp4RVtUVBTNjSYSCQPf4fLy8oqJi5eUlMjKyUFvCxqNRiQQ+D4HYzgc7ubuDvu7IRIIMbGxJ0+dfPnipZ6B3v379z09Pft0GS0oLIgIDy8uKWZ0bHZwYjjrDoi8vLyPzxwXF9d3795FREYEBQUZGBhYWFioqKiwD4PD4erq6j/72wL0S35BvpraaOCQPhwYP3583tt3/YlL2G9ZrKysM9IzPnz40NXdpa6urqT4VSWGna3dNJtp7L+2e/fu27lzF7saQ09XLz4uPj8/v66uTlpaevz48YN36l+3dt3KFSsHGM/pWUqlUObNm/+zYiGEtTW0+0hPSEzor4M5Ho/3e/jQyMho+coVkRER7C5ufehI29u37djO8Kzp5WvKoqy0NDYmZu369WM1xgb4+bH7i7KDw+F8Hz6cMmXKshXLI0LD6vqvvoiLje0h9YzTHVdcVCTXv4y+uLg4IT5+/cYNo9RUg/wD+rPKxGAwvg8emFtYLF66NCw4pL7/Rfn4uDgajbZz9+68t2/Dw8MD/Px3bd/x/PmL/sb/hTQ0NCxcvHDOnDmtLS0XL12Ij42fP39+n7EwPj7ezs72v9P/NTY2BgcH29nbXr12dTCn4OHhMTY2Pn7s+Pr163t6SP+d/u/AwQNv377t730F+KX09PTg8fgxY0aD6zwcQCAQ/Pz8Av3AkcHz8vIaGRnZTLXhiIXQYhg/Pz97koNGo/n4+DiWANFotJ6enr29vbGx8Xd1rUGj0fz8/ANYJ351GhqNJiIqwmHk8f+jO0FXSprRY/bVq1f3794lEUn9eXMbGhvLyMg4Ojs9iorqsx4xPi6utbXV08tLWFjYZ+7c6qqq1JQ+6hFLmX0qGLUNkpImpqYqqqqMHhS96hE/eXNPmKBnYCAjK2vn6BAZHt67HpHR1z4mhoDHq40ZHRsbGx4eUV5altFXJC4uLmb0EPbykpCQMLewVFBUDPrsa8oOS0c6QVdXVk5utp1tRPinXvYcJMTFVZSXS0hIhIeGNjY2vnz+QkBQYMOmTaZ9FX78teTk5ERGRBKJRFMzs0kTJ/e3MF5QULBm7RohIaGUlNTYmLicV7nu7u779u4dwOG+N6NHj162bPnJEydNTU3vP7i/a/eu4OAgVpkw4PfAxcW1aeMmTaCjAfxUODfeGKu9vYqR/0+kpKT19Q3oNDqZTK6vr4+KiGC/p4b8SBk60imfauwUFBTcvTxinzxhaT4hEhMSWltaGPV2zJsFJBLpNWdOXW1tVuYXzSdU15iYmOju6cmqzzW3sFAdNSosNJQ9V8Pj8Yy+9np6LB2pkpKSk6vL46hojq5ATxMTiQSCuZXlpcsXV69ao6Co6OLuVlZWxnHestLS1ORkbx8f1n6hpbWVnJwcQ2vKdl5GhWJgoJGxMUtHqqKq6unl9Tg6uqb6S8+N5ubmUydOXrp4qaWl5f27d9IyMstWrDhx6qS9g4OsnCzYMmHHzMwsMjJq8ZJF0dFRU22m2trN9vPz7d1cyc/fr76+7uSJU7oTdJFIpKCg4JrVa3n5eOPi41hjWltbnz59OoCjAgQ/P7/NVJuzZ87OmTOnqal53/59p06dLCsr++m/O4A+gcPhPDw8f4nLEuC3MViVAWRN8GPnEBDgNzYyiouNo9NgWDxOQFDg3u3bs+3tFRQUurq6QkNCIG/uzs7Onp4e6BxcXOjJJib+vr6zbGfLyctTqdSXL1/iMBjvOXOg34Guzi5SDwmBQEybMSPI37+rq8vA0BCJRFZVViYmJMxbsIB9Qw6LxWpoajY1Nt67c2fGzJn8/PzdGMyTx49VVVVVVFTweDxLHKGgoDh1mo3v/Qe2drYycnIUMjk7O7u5qcnOweHokSP6+gZjxoyB8v35Cxb4+vri8fgJuroIBKKyoiLp6VNnZoulluZmqDaRm5vbeurU1OSUoIAAZ1dXXl7eqqqqx48eqY0aJSsrW1Ndg8Viuru7u7q6iEQijUbLzc2RlZOFdpKRSKSVtdXipUv4mPzYlf9LEBUVnclk9649gUGBISFBixYvUlZSnjNnDmOXV0cHiUTicLinT59OnDjJgs3JgYeXh5ePt6X5S24XExOzecumffv2Kyoo8PDyGhoYDmDmB+1k6OnqdXZ2pqWlnj13VkRYZIrJFAtzcwEBwV/8TQMAgCEKh3Q6HYsbbAFWbwwNjfgF+XAY/KNHj5SVlKsrKzs6u9auX4fFYCZNnqytrU0kEh9HR1dVVbGa8KFQqPaO9ju3bkvLSNNoNC0tLXYdaXx8XElxMRKFQsDhZDL5UVRUbk4OCsX1saGel48Pg8Gwnz07K+v5s2e8fHxVlZVVlVVCwkId7R04PI5IIOTm5EydNo3dTwiDwTS3NN+6eUtGVoZEIjU0NIwePXrt2jVEIlFSQjIlOdnWzo4Rrpg9KCLCw29cu4ZEIBsa6gWFhKIjIymf8wMqhaKhoenk4mJpbfUuLw+Pw3V1dV25dKmnh0whkwvyCxBIJDcazcPHy8PNw8PLo89oX2HMckESZ/LDF/zvZNSoUbt27lq+bHlmVub9+/ePHDuSX5D/4P5DXl5eDAbT2toya9Zs9s2GmuqapsYmWblPO8E9PT1h4WHt7R2XL1+iUCgtLS3a2jpnzpyZPOkbPUBEREQcHZ0cHByfP3+enp4eHR2lp6dva2ur2MsKHwAAjPhwGBgYmJ2djUT1uwk5MJMmTZKSlKrEVBFJxMmTJ2/YuJFOp3Ojufn5+SG7Mm5ubjcPDxqVyrDMg6DTEUgkjE6n0mhwOJwjQ3J0cqJSKNBghqMeAsFseMR8CjOUsg+2tLIyMTWFw+FIJJKxnMVsR4xg/jedTudYeBw/YYK2jg5UoQKtyfj6PlRRVT2w/wAajWZ/ZR4eHm8fHzwOR2cmc4zN16/nj0ShUMwrNn7CBKg07dCRI0gkEhqGgMOZA/7AHrxDi4SEhJOjk4O9w4cPH3B4HC/TnIiPj09YWLijo4M1jE6nBwcHUSlUltFEbm5OamqKicmU8+fOa2pqvXjxYuGihTt37ggPixiM4xocDp/MpKWlJSY25ujRo/Ly8qYmJqamZuzaccD/CQaDwWKxwBUW8NMZ1Gexr5/v69e5U6ZMCQ+P+LHTSEpKamlpV1ZUtbd3FBYVmpmbcwyAAs/gX5ChG+SQDvYhJPwEmskgX5mLCethSkrys+fPDx863F+1Bqvg4ZsgkUiw7PnbQCAQ7NWcQkJCtrNtr1y98vjJ45kzZkL++rdv3/Hw9IDM2Oh0ekhoCBcX17Gjx/WZLsOWlpYzZ8yIiY1pbmn+LgNSSUnJBfMXeHl6Z2SmZ2RmBAcHm5iYzJw1WwKk+z+D9PT0puamxYt+xFcTAPi/wuGDB/ff5uXt27t/8+ZN/Zfzf5tp06Y9efyESqE+f/FiyZKlI6JR+MuXLx4+fHjw4KH+qukBI4h169ZXVFb4zPHWm6BHoVJevHgxa+asw4cOQbdKlZWVjx49njp16qRJk6DxGAymorJCXl5eUuLT9iGdTn/27FlMzJOOzk7dCbrTpk3jqD5kh5sbbTPVBrJCffT40e7du0arqZmbW3yXRQ6gNwXAqhQwJOHw4cMHjFi4b5+IsAjUHOeHMTEx4eJCkSmUly9ftLe3D6xQGA4UFxddvX5t29at7B7fgJGLlJTUtavXHR2ckpKeEojEhQsWubi4sDZoE58m1tXVnjhxnLU28ObNm5ycnA3rN7LGXLh44cD+AwgEXF5B/uHDB8pKyleuXjUz/eKx3idKSkprVq/p7u5OS0+Liop6+PDBjBkzzc3Nf5bv8F8FHo9vb2+HFG3DBAQT2PAGgUDAv+4OAfi+cPjgwf03b94cPHhISEjo/+/1rKykrK2j8/YNw8K1srJymIfD2pqak6dOrl61GtQ2/UkICgp6MOE4jsVi/fx8tbW0p1rbsA6GhoWiUCh3t0+OP9GPovft2+vg4HjyxEkJCYmioqIlSxfv2rUzPCxiMG9mISEhezv7WTNnVVRUhIeHxcTGaGtrm5uZ9+fPB+iT1tZWTHe3inK/SflvhkajdXZ2CAr+hE/IXwoXFxce/+NayL83HEIFFQ8fPsh7l7d//4Hv9a/rDzExMUNDw7dv3tKo9PT0tIG7zA8tdfV1h48c8fb2MTLkbPED+CMpKyurqqpavXoNa4e4trb20aPoaTbTxmow/IW7u7uvXr3S3Y1RVx/Dx8eHRqPHjx+/aePmLf9sLisrG/y9HQqFUldX37FjZ1NTU0pKyoOHjB5e9nYOEyca99c6B8BOQUGBsorKMBGg0WhUCpkSFRnKy8fL8KsexsDhCCyWobenDe95Di19vKtQKJSfn+/rN28OHjj4s2IhJCSZaGx87+5dCoX6NCnpn3+2woYl1TXVhw8f8vbynjr1S6IA+LPR0dFJSU5lV0tFRkW2tbV5eXlDm9zv379//fq1ru6EiPCIO3fuuLq6enl6M9z3YbD+fPggqFRqQkLC45gnVAp50sTJM2ZMl5WVg8yIvby8nJ2d8/PzIyIjIiLCx0+YYG1l/Xe2ax48qWmprHx9aIHD4dLSMrJyMnA4nGHX+YNV2b8NmpCQAB8vH7CYH3w4hCMRyPv377e0tu7ft/8nxkIIY+OJYuJizU0tJSUlDQ0NcnKMz4VhRXV19ZGjh0Es/NtAoVBqamqshxgM5vHjx+PGjTMx+eSUVFdXh8PhDh08rKurGxsXe//+/ZCQEBqVxs/HN4ADO41Gu379+tat/4hLiEtKSvn6+mppap05c9bU9JPHHjc3tz6TioqKtLS0c+fPCgoKuTg7a2vrfJfQ+i+hra2tq6tLS2tY9Djk4+O7cP4CHo/7Uls17KFRacN8l2oYhUMkEllfX19bV3v0yLGfHguhe3BFRaXmppampqaXL184OTnDhhMV5eVHjh1ZuGChufkX4xLAXwg/P//RI0cJRAKrwRvD+RfFKFRVVFRcvmz5ksVLnr94fufOHUFBASUlTidiFuXl5WfPnbG2tr5x46aEhEReXt6ixYvWrF0TFxvHUTY3iokn3jMnJycgMIBGoxkZGltaWkCpJADixYsXY8aMgQpJhxwEAjGsFD2AnxwOaTSqmLjY2jVrf0UshN5ApqamuTm5eBw+Jzd3WIXD/Pz8M2dOL1iwAMRCAAKB4Gj8pKs7QW2U2qXLF/X09JSUlGg0Wkd7x+JFiydMmDDAp7OMjMyN6zdUVRmefExvJsMNGzasXbvmbd7bPqvI+fj4zJnk5+enpqYcPnJYQUHR2cl5zJgxw2S3bAih0+lv897+9AYDAACLr37HGE4xzAaJsF/GNBub8+fOM2/0nmOxWAEBAdgwIC097c6dO+vWrvtm9zvA34mCguK/J/9dtWaVqanJ5MmTG5uacnJerV27dmBFmKCgoNVnyxuIurpaBALBy/sNE1qo8zAGg0lLT7ty9YqggICx8UQrK6u/uTaDQqWMHz9eXw+EQ8CvgvOWEzIn+2Wng2lqacnISjc2Nr169aq5uXk4hMOIyIjY2Nh9e/ex7x4BABxMtbF5/CgmLCwkPT1dXFz81s3bjo6Og3Ffe/782f379yZNmtLwseHcuXMWFhYGg0txBAUF7Wzt7GztXrx4kZmZERcfp6mp4ezkoqio+Be2veVCcdnZMuyCAYBfxGBXYBiFpsifUMUpKyNrZGT8KPpRV2f3q5xXQ6ujo9PoN27dKMjPP3r0KMt5BADoD3X1MTt37tq2bTuzqHmggNTVxei4IiXJaDFGoVCKi0tu3bnNw807d+6crf9s+94FmIlMmM2nEo8dPyYjLW1qamZqagrkNgDAEITDurq6169fI5D/7z0pL6NpjsGj6EcwGCw5KdnVxZVIJCCRKBqNhsViW1tb29vb2xh/2tra2pubmx0cHMzMvuH68WPgcLgzZ09TKNQjR47+0vVhwB/GYPwFIyIjbt26deP6dS0tbVNTs+joR0ePHbl9+9bsWbN/+BZQQkLCy8vb1dU9OzsrIzM9JDRk8uTJM2fMlJGR+bEXBAAA3x0OG+objh07BvtJlTUTJ00SFBLAdGNfvXpZXFx8996dR9GPmluaKRQKtFRLZcIo6qLBpk+fDvsFlJWVnTt3dtz48cuXLf8L150Av5rCgoL8/A9cXJ+M4wUEBFauXBUcHHz/wYNZs2b/P7oYLi6UBZOPHz9GRUcdPHhARUXVhAl4JwMA/w/f/rWsq687ePCgs5NzD5n0/t172P+NkYGRpKQkphtbV19HJBK3bd0+fvyE69euPX/+nEajwxGMhVmoyhXNgxYVFcVisXx8fD/RFTAhMcHfz2/hwoWWllY/6zUBAHYkJCTIFHJjYyNLi89osYnDCfDz/6x3sqys7MoVK3E4XGpaakJCvH+A/1RraxsbG2HhvluvjGji4uIkJCUMDYDSDTB04bC+vv7QoUPu7u7Tp00PDAr4KacUExfTnaBbUV7Z2tqWnZ29bt26+fPme3p4xsTE3Lh5IzU1hUggIVEIGAwuKSlx5cplCQkJUTHGH1lZWUVFJSUlRXHxH+wvQSKRbt68WVJafPDgQeVhY3sI+PNwdHR66PtwzZrV+/cfGDduHAaDOXT4UHd3t7v7lxbWPwV+fn7b2baQFWp0dNT2Hds1xmpaWFro6erB/hRIJFJqWqqXp9dQTwTwF4fDurq6/Qf2u7sxYiFDbvrzvO6sp04ND4+g0+i5uTkUCgWFQnFzczs7O8+ePSs5JeX69evxcXFEIsnUxPT69Rutra01NTW1TPLevWtva8MTCEpKSmPVx6qrq8vLy/Py8g6mj2B1TfWF8+elpaWPHz3BLwD8IQG/EHV19Tu3727ZsmXhogVSUlLd3d04HG7H9p2/aPEfgUCMHj168+Ytra2taWmp/v7+D+7fn21rO3nS5OEg3v4/aWlpwWIww8SMBvA3hkMoL/Tw8JgxfcZPP6vJFBNubm4SiZT9LLu9vV1KSuqzZxXPrJmzZkyfkZWddfr0aSMjIy4uLlkmUJc4CoVCIOC7uzEVFRUlJSW+fr5dXZ2ioozcUVxcXFZOTllJWVFRsbeNQBSDSE9PzxnM1q8AwK/G0NAwISHh+fPnz55nw2Bwayvr32BbLyEh4erqZm/vUFxSHB4WFhUVOX78BHMzcw0NDdiI5eXLFxoaGoPv4A0A/LRwiEZzN3xs2Ld/n7ub+6+IhcyiZoVx43VyXuWWl1WUl5ezwiEEAoEwMzWbMnkKFsfZkQSFQgkKCgkKCsnLy0OKUxqNVlvLyB7r6upKS0tevHjR3tZOo9NUVVXHjh2rPkZdSkqKh4eHQMCfPHkK+PUBfifc3NyQ7OU3X3Y0Gj1OZ9w4nXG1tbUpKcnXrl/j4eFxcnSaoDuBl2dYOJx9F6lpaatXrR7qWQD+vnCIQqEqKyvv37/v6eH5ixZ2YDCYuLi4kZFxzqtcGo2WlJw0efLk3mOQSKSw0Lc9OBAIhLKyCmsjsKenh0AgdHR0VFZVlpWWJiU97ekhi4qKSklKJiQmSEtLKzF2H5VAwRbgb0BRUXH+/AXu7h5v376NiIwIDArU19e3trJWUFCAjRAKCgrQaPTo0aOHeiKAvywcIhDIzs7Os+fOLl68ePq0XxULIdWooYEhF5qL3ENOS0vbs3vPz3plNBNhYWEajdpDIi1btpxIJNbW1tbU1tTX1b3Ly0tNTW1vb+fiQqmPUR/DQF1UVBTqYPez5gAADCt4eXknMykqLErLSDt+4ri0lJSLi4u6+tjh/7bPyMjQ09UDlq2AIcgOSSQipCP91SeePHmyuLhY48emsrLSqqoqFZWfpvPs6uryD/B//Tp33tx5MBiMh4eHGfY+6d2JJCIBT2hpbSkpLvmQnx8dHc3IViUkxETFpKQk5eUVGNJVRcXBlFoDACMLDU0NDU0NLBab/Sz71q1baG70pImTLCwsxcU/Ne4YbuDx+JLSktUrVw31RAB/ZUcLCQnJKX0tXf501NXVlZSUGj82NTU15ebm/pRw2NPTEx8fFx39SFd3wqmT//bZ6JKHm4eHm0dUVFR9jDp0BIvFVNfU1NbU1jfUv3j5IjYupr2tQ0hEaMzoMRpjx44apSYkJMTLyzsYd8rvgkwmv3nzmpeXT1tbm118TyaT3759w83No6OjAx3HYDDv379TUlIe2jWu+vr6qqrKCRN0By9WxOFweXl5ikx+8ewAg0VAQGD6tOnTp01//eZ1Wlra7t271dXVnZycVFRUfm4RyP9PQUEBnU5XHa4tkVNSUlKSkhi9f0cINBpNQlxiweJFYmJiQz2XEWLhTaVSf8OJkUikpYXlyxevCHjiy1cvXFxc/h9PDTodlpT0NDo6SlxCYteunaqq3/H7IyAgqK2lra2lDT0kMMDX1zeUlpZmZmYFBARwc3OLiYuLiYlKS0krKjJyR3l5edj/TXt7+8JFC8eMGRMUFMzD/aXXa2dn58JFC5WVlENDw6ACkqKiIltb27379m3etBk2dERFRe4/sD8uNt7AwGCQT6moqHD3cNu4YePWrdt+8ewA342+nr6+nn5nZ2diYuLp0/+Ji4tPnjzZwsJyMGVLv4eqqirb2bbDLUhD4HC4s//99+rlKyqFQmNGRDgcjkKhIHctFBJJh8H6+ywd/EgUCkWn0ag0GsM1GoGgUCh9DmN9lf2Vew9Do9F0Ol1llKqzi8v/993/mQzWLArO5Oee28rK6tSpf5lC6pc4HFZA4AeNQ3Nycnx9HwoICi5YsHDwn9T9wctETEx83Lhx0JG2trbaOoZ69ePHj2Vl5e0d7d3dXRLiEhoaGurq6ioqqvz8/Ly8vD+wvkomk/t8f3Mcl5eX3717t4mJCWxIoVKpZDL5u+6F6XQ6mUz+PTdYgB9DRETE3d3dzdUtMyszKzsrKjpKX8/A3t6+z46Mv5nZs2dzc3PDhiVUKhWPwwsLCy9fuUJWTg5Gh2Gx2PTUVFMLcwkJiWfZ2TA6zGiice9fcAQcgcVi0lLTzC0sxCXEs7Oy4HC4kXEfI5FIZGpSsryigs64ceXl5R/evZ82fXpvr0wUClWQX9DS0mxlZY0n4JMSnxoYGkrLSHP83qFQqAA//xfPn+NwuF9yRf6ecEin0wkEws89t6amlqKSQm1tXW5u7sePjWPGfHc4fP78eUzMk86urjlz5hgZGv2iu0hxJroTdKHVBgKBgMPhamtri4uLY2NjPzZ+FBAQZCSPomKycrKKCgzp6iArOvq7yeA4LiUltWTJUvY2s93d3VQqVVRUtLaWscYrLibeZ2Pu5ubmqqoqPn4+TQ3Nnp4ePB4vKirKfpUoFEpJSUl3d7eUlFSf1tIdHR3l5eUoFEpLSwuFQg3mlohCoRQVFeHwODU1NegpvZ/V0dFRUVFBh9HVRqn1uaaN6e4uKy+nUCjKysocdThUKrWjo0NQUACJRBUWFUpJSUlLSX9zVoCBgSPgZkw+NjbGxcUeOLhfSUnJ1NTMZIrJEMpYhk+e2h9obrSbu7uSsjL0cPKUyXlv84SFhSdOnOjq7j7AJ9KkyZPfv3snLCxsPHGih4cHvJ+Rs2bPjgwPFxcT7+rsPHbiuFz/61KPo6OZd+T0VWtWT54ypc8xBfn5z589A962/THYN/rjx48zMjOQqJ8pMJGWljYwMKitqWPaeb/q8wO9TwgEwrNnz6KiInn5+KZaW0+davPbllMQCAQ/EykpKVYm2tjYCNU+1tfV53/40NbWhsPjFOQV1ceqjx07VkFeQUhIqD8JHwKBYF8phYrVON6vJSUl69atW7J0iY+3D3Tk4qWLxcVFRoZGN2/dbG5u5uPlc3F12bd3P7v/QEhIyIkTx+vq63h5+ezt7aQkpfLevbt54yYr/OTn5x88dODF8xekHpKAgKCnh8euXbv5+b/49SQlPd23f195WTkXGm1tZaWgoPDN61xdVbVn396U5GQKlaquru7q4sL4MP362wkNDf3v9L91dXV0Ol1JSWnLln/cXN3YByQlPT10+FB5eTmdTpeSklq/fsOC+QtYp25ubl6+YtmsmbPyCwpCQkL+/fffBfMXDDwrwOCRlZFZtHCRt5d3ZmZGcnJSUGCgpaXl1KlTf9gZ8Y+HTCaz/ltn3Li3b988jo52cXMb+Jdl3PjxuTm5Af4BJ/891V8shMFgwsLC+gYGJ4+fWLps2QCxEAaDTZ8585/Nm5UUldw9Pfsb80t72f4t4TA0NDQtLXWi8cSoKIYO82fBw8NjbDQxKjKaTqcnJMT7+Hz6rB+Atra2hMSEZ9nZIiIiS5YshVIW2FAjw8TIiOE5QqVS8HgCFotl+OaUlgQGBrS1ts2ZM9fS0rL3E+FweGtra3JKEvpz6wPm3mEXDodjj4g4HC4n59Vs29msI7U1Nf5+/rm5uYsWLtbU1AgODj59+syY0eorVqyABiQlJa1YuXzcuPFnz56Dw+EPHjy4e/euvLxCT08PNKC+vn7R4kUfPzZs3LhRXX3s06dPz547x8fPv3PHLgSCceq3b98uXbpESFj42LHjwsLCQcFB165fg+bc33UgEAibtmxKTkrZsmWLvr5+Vlbm2XNnW1tbEfAvv+1PnjxevnK5saHRjh07EXD41WtXly5dwsvLazvbFhqQlZU5f8F8VRXVM6fPCggIPHhwf/36dXA4fOGChdAAEomUl5f3+vVreXkFH2+f8eMn/B8/OkDf8PDw2NhMmzrVpqamJiIifM+ePWPGjDE1MzNmvskB/ZGZkQGj0f89c+bJo0dPHj2eZWeL6Of3JTM9nYeHe83aNVERER5eXv31mKuvq8vKzNyxa+fzZ89k5WTH9uMuRCQSw0JCvH182lrb4p7EzJg9q79lJ/CzGwj6Z2pra+UV5JirlzWsg3Q6PSQ0ZO3aNS0tzYsWMT6PfH196T+PxMREIWHG+2D8eIbNcX/DSCRSaWnpufPnli9fduHChYJCht5spEClUgkEQu/jjY2N2tpaKC6UiKjwV39FhOEI+GzbWTgcDhr56tUrCQnxs+fOsp67avUqHh7uh36ffhaVlZUqqioLFy2EHtJotAUL58vJyRYXF0NHysrKVFSUtLS1mpqaoCNnzp4VlxCLj49jveaKlSvGjdOBkjY6nb5nz25BIYGsrEzoYVtbm4GhvpCwYE5OTn/faXJKsqCw4MFDB1lHNm9maH9OnToJPcRgMLNnz9IZ/+UsdXV148ePmzV7JhaHha7VvPlz5RXkioqKWE8xMzc1NDRob2+HjlRXVyspK2ppa5Yx00fAb6CjoyM8PHzHzu1r1619/ORxd3f3rz5jbm5uZWUlfRjT1dU11cJynJZWWWkpdCQ7K+vWjRvQry2VQgkKCHzy6HGfz83Kyrp98yY0MvfVqxvXrvV5SWtray9duFBdVUWn05ubmq5cvFT8+feCHVJPz4N795KePqXT6RQKJcDPLy4mts/zbly/XkpM3Pfhw//vW/9j+UZqFRAY8OzZsyNHjgoLC/cnavp/MDQylJaW7u7C1DfUv817a2piyjGgqqrq2bPsvHfvMBiMhYXFvLlzxcSGaY1UfzCWQ3m+Wg5lQaFSdHS0161dx8XFBQlU4IzCD+yhw4cGlp9QqVQZOVmTyZ92CAQEBSQlJXFYLI2pQOvu7s7Ly9PX11dVVYUGqKmpGRlPfPfuHfSQ4RabnSkmJkahUjMzM6FJiouLNXxsKCsrk5eXp1KpObk5o0ePHjduPPQUMTExKyuroqKiAWaV9/YtEok0M/3Srnn69OlXrl1mqW+qq6vz8vLc3N1Z0lx5efmpU6eGhoVVV9doaWq2trY+e/bM0tJKXf1TGYyAgICDvcPBQwdLS0uMjSey1nym2UxXG676+z8PERERZ2dne3v7kpKSyKjIJ08e6+joWFpY/SJbbSqVevvO7Y0bN8JGDlkZGcXFxfMXLoQqshBIpLunR3ho6JNHj2fb2bKnZZkZGaUlJfMXLoRWtvQNDel0epB/gKePN3uOWF9XFxEWZu/gAG1MSkpJeXh7BvkH0OmwsRpjWcOIRGJocLCioqKltTWkvvH09g4JDo6LiZkx66sc8Vl2dkV5OaioHoCBwmFgUGB2VtbBg4eYJi+/ZNFZRFhEV1e3tKSso70jNzeXFQ67ujpfv34dGxfXQ+rR0NDw9PDU0/tzGtawoNFoioqKixYvhrPJxbq6us5fOE+nDSjgpNP5eHnZ9yMRiC+KFTKZTCQSBYWE2HcvpBmClE+vSSQSOzu7qquqly1b9vlJcAqFjEKhSCTSJ9UcgSggIMD+yyMlKYVAIOj9dzbB4fFoLi4+vi+SH3FxMV4eXpYWtRvTjSfgZb/u3i4tI0MkErq7u6ABWCxWWlqa/ddYWlqGRqO1t7d//tbpcDic/SyA3wOkqNLS0mpoaEhLS71x8wYXF8rRwUlfX//nal7y8/P5+fnVRqnBRgIoFOrly5dFRUXec+awVyfD4XBnV9dQZmSaZftpLyA7O7ukuNjLx4d9l8fAyAgOhwf6+3v5+EARsa6uLioiwtHJiSXSYf42Sbh7eYUGBcPhMPWxjIjYQyaHBAXJKyhAsZB1Xlc3t5CgoIT4+BkzP3UsyMzIqKmuHquh8erFy99yVf6UcAh9Ej30fZibm3v06LHe3SF+LjNnzAwJDqXR6FmZmVOtpxYVFZWWltbUVsvKyLq7e2hpafLz/cnNmGg0GolEYlfT9PT0/J+FvXx8fCIiop2dHVQqhRXPWLuG0C8wEonQ1NIMDAgSERFhna6npwfSxHJxcUmIi5eXl7HLBNj/u08kJSQpFAoGg2EdoVAojBupz6FNUECQl5e3pbWV/VltrW3c3NwC/IzSfn4+RslKW9vXA9paEQgER1fbEVT7/OchJyfn7e3j7Ozy4cOHiIjwkJBgPX19C3ML1mrE/0lySvJE44nDs9yQAyQCmZWZSSaTWXkhOwgEwt3TMyw09Mnjx7a2tllZWSXMDLK34uFTjhgQ4DNnbld3F3teyI6kpKSHl2dgQAAcBlcZpRocEMDKC7+aFVuOOHP27Iy0tIqKinnz5xcXF0Mlkr8BPJO+divpzI58w1EzzPlTYVZxcgUGBebk5Bw4cOBXx0IKhcJYFoPDuLhQb968uX//3ujRo6eYTFk9YbWw8Lf9uwF9wsfHZ2hoGBYWWlNTM3o0Q6/b1dX15u0bOPxTaOTl5dXU0MzLyyORiDKfc7V79+7FxD45cfzkqFGj4HD4RGPjxMSE/IL8KcwlWQqF8vzFC0Zm1rvu6TN6eoxalOxn2TY206AjL16+xHRjWWoCBQUFdXX1jPT09vZ2yBejra0tPT1ttNpoJSUl6LddX18/PT29trYWMrJhOA0lJCgpKQET5+EGDw+PIZPy8rKUlNSzZ8+IiIi6uLhoaWn9P1aonZ2dpSUl3l7esGEPAoHAYDAtzc3LVq7sz7UKDoe7uLpGR0Wd/u8/SUlJT2/v/tR/BkZGSBTq2tUrSBTKxdW1PyMncQkJDy+vsOAQPAFvYGho0ZdG71OO6OoaERFx9vRpZhD1QiCRv1NZeuPmjdu3bqO4viwvweFwNBeaSqXNnTtnw4YhXgkvKysNDgkpKS4WF5ews7OztLRkxD72EdBy2717d1vb2o4cOSr4axqHkkikigpGX6fautqW5pbm5qZly5bNmjnT1NRMSEho2Fbd/gpoNFqfWU7v4xxHIL3MAAPmzZ0XGhqyecvm7dt3wGGwGzdu5uTkaGvrQF9FIBDz5s0PDg3ZtGnz7t27xcTEXr56uXvXzmnTZ7Cio7OLy917d7f+88+hw4f5+flDgoPT0lIZHhn9313q6urZ2dmfv3BeSVFp3LhxObk5Fy9egMPhrCeIiIisXrV6ydIlmzZtXL5iBRwGu37j+of8D/fu3oNuvFAo1KqVqz293NetX7t50xYuNFdwUFBaWup/zI+Sb143wJCgpjZaTW00Dod7+fLFg4cPEAiEkZGRlaUVR8HoIElJSVFVHSUtPQJqSWk0GpobbW0zbeBcB4FAGBgYYDEYWzv7gUfq6ulVVlbKysgObGooKSlpOdX61YsX/cVCCCQKZWtvf//uXXsHB/aq5d+DnKysrp4uirXbAoeRyZSYmCcd7Z2urkPsifPw4YMt/2wRERGVl5d79vzZ1WtXdmzfuXPnTs6OFo1NTXX19UeOHPkpsZBMJpOYtLe3VVfX1NbWFBUXd3V1SUpKSkpIKCgo7c+G3AAAN1NJREFUTJo4SW20mpDgr81BhydwOFxAQKD32xQ6zv5rg0AgBAUF2e+4eXh4BAQEWAsRcDgccsZhDTA2Nr565eqWf7Y4OTkiEAhVVdUpU6Z0dHSynqKvr3/l8pWdO3a6e7gJCAh0dnbOnDnrv3//Y513zOgxly9f2bhxg4eHOxcXl7Q0oxzt0eNHAyxhcXFxHT58mEAgbNi4QUBAgEaje3t5xcfHcbHdDjs7u7R3dBw7djQ2LpaRp/Lw/vvvf05OzqwBVlZWV69e371rl4urMxR9Dx44tHDh4q+vj+Bfdds0IuDn57eysraysn6bl5eZkb7/wD4VFRUXZ1dVVVVWPlRSUtzZ2TVAG2QqlZqYmPDP1q2wkQACgegh9cTHxamoqvRXKcFYL8nMrK2tNTQ0DA8L8/D0FBTqf2RWFhaLLSjIFxUXG8vcHeyTutrazIwMQQGB+Ni4GbP67Wfe09MTHhIiKSEZGR7h6uE+eKvhn4KHh6eHx1cVkKGhIdFRUTNnzVi6dBnHYEinOXDVHGRBN4AUiEwmI5HIb66xV1ZWHjp8SHeC7pUrV1VVVWvr6rZs2Xzu/FkrK0s46y67rq5u0uRJVColIz0DWmFjh0ajLVy44OFDX19f3zlz5vT09FCpVBoTEomEY4Bl/MEz/wvL+P9uDKa7m/EPBoPh4eZhmLUoKqqrj1VUVOTn5wcfZ5DRT2/dKXQcDoezwhtkhYNGo1kLMiQSiUql8vLyQuGNTqcTiUQ4HM56qfaOdhidETnevX+HQiJ1dfUWLlpQXV2d9DSZ/fcWi8Xm5eW1t7erqalpaGj0fidhMJh3794RiUQ9PT1RUVE8Hs/LyzvwG45GoxUUFNTW1qqrq6upqREIBCQSybF61t7e/uHDB0bZso5On27C3d3dHz687+np0dDUlJGW6XV98CgU1/BvTvQ309nZmZaelpCQICIsMnnKZAtzC0FBwbXr1gYFBh49dmzpkqV9vovS09OTkpIOHDgw/Cvkuru7XRwc2zvad+/d29XZ5ebh3ufWEqQjnTNvHhqNzs3JeZ372svbu8+ImJmeXlpWNn/Bgq7OzgB//6nTpmn0VWX4SXHq5KSkpBQaHCwgIDizrypDIpEYEhyspKhoYWX16uXLd3l53nPmnDx+/PrVa6fPnZ0zdy7s95KWlubp5SkuLhYWFqHBFulrampu37mdmpJCh9FNppgsXrJkDFv0yXuX9yj60axZs5KSn0ZFRfHz8zs4OM6dM1dE5IuSgEqlxMbGBQQElFeUSUpKenl6u7m5DRBf7t+/t3r16vsPHrDcPxIS4t3c3fbu2csRjelcXFwDp9WQUeyFixcqKsq5UFxwBAKJRHJzc3Oj0Yx/P/0/mo+fX1FRSVpamuGh9bVQEADBlEfyDeY4ZIXDfoTjh80eOyEePHgQEhx0+/YdC3NGK/a8vLdZWVnOzi4cryMgIDCwFaqgoCD7AI6n9wkCgdBhAj3s8+0kJiZmbm4+wIsICQlNmdL3xJjX509WV/0ZiIiIODo4Ojo4Pn/xPD0tLSYmRkVZJSEhvrW1bd3atQUFBfv37efw56NSqcnJSWbmZiPo44JCoRhPnNjR3h7oH+Dl480REZ9lZxcXF3v7+EC3bgaGhnA4PCDA39vbhyMiZmdllZSUePv4IJFIMXFxDy+vEIaCFM6RI9bV1kZFRjo4O0N77S5ubiHBwfFx8TO/zhF7enqCg4IUmbEQBoMZGRvD4fCwkFAMBjskAqWqqqqNmzZSyORzZ8+xx8KKioo5c3zKK8qdnZwRSOTde/fiExL8/Pw0NTShAcXFxaf+PRUcEoREIidPnlJSUrxu7bqmpsbDh45AA+h0+pWrV3fu3KE+Rn3SpMkFhQXLli9tamrctGlzf+8icQkJHx+fCWz2HZAVMwKB/HYZPgSjPnoe44bC19eXRqN1d3e3t7d3dHR0dnZ2d3fj8DgSiUShUn9v0SSgX7Kzs+UV5FRHqWzatHHlypWycjJ6+rrv378HlwwwJLS1tS1bzlgiQ3EhEUjG55S5hfn79+84xhw+fAiLZRgyDH84yvBzc3IY1fRdXawBGenpd27dgoTi7OQw6u6vd3d9qbvPSEu7c/s29KHMorW19dKFC4WFhawjdbW1F86dq/ranYBGowUFBsY8fgJtqENrSw/v3UtJTuY47+ucXAdbW1lJqQHK8CkUSkZGRnh4WGRkBPvf8PDwtPQ0jhkOkq6uLmcXJy4uruvXr7Efp1Kpa9asFhEVTkpmNMmi0+nPnz+Xk5NZuGghiUSCjoSFhaG5uaysLOvr6+l0emdnp43NVC1trZaWFmhAXl6elLTkvHlzMViGi0tPT8/q1asUFOULi75cNw6gRU3Ww8bGRjt7W0kpiefPnw82HNLp9AUL5v90VxrAr+P169dbtmy2mTbVzt6WWcb+yTsDAPj94PH4KSaMRqpwBAyJQiBRjBxFWUUpODiINYZMJnd0dIyUn05vV5rXubnXr37yl2E41Hz2nekNFDsx3YxP8KzMzNs3b+L7Gtnc3Hz54iXIoemTQ011de9hkBNNbEwMFA/u37uXzHSo6c0/mzYN7EqDx+MdHR2EhAUlJMXZ/wqLCDGso77/ToVKpe7ctRMGh23avJEV5CDq6+s1NMd6eXuxR9klSxcrqyjV1tZCD0NCQwQEBa5eu8oasGHjetVRKizHoouXLgoI8qelpZLJ5J6eHjKZnJqaIiQs6Ofv9+3J0WiPHj8ynmjEy8dz9twZCoUyWMPPpqamD/kfRkQlEABCjwmVSoXD4eAHBxhaGhoaYDC4+tgx7W2MP3SmLLq6qsbTyzM39/X27dtFRUVRKBT7ntCIQ09fn/EJHhQsLSPV0d4xf8GC/qov9A0MGCODg6SkpdtaW/usRIQUpJ7ejJqKmqrqiopyO3t7aI20zyrD8NDQyPBwLBarrKzcn+KUl49v4IVoXl7eoKDgPusxEAjEDwg+7j+4f/LkSScnx/37DnBs9jc1NXZ0dKirq7N/7zo644KCgvB4/KfHdBgazSXDJjNGoxkdDliSl7LSMgKBuHLVShSKi2kzAieRSN1dmNLS0oEnVlxcfPjwoZDQECMjo7Cw8FkzZw3Wwrujo+PEyROMLlkjZkkf8AngyQQYDigrKz+KftTe3t7W1tbW3tb4sbGmprqquqqqssrP36+qqvLUqVNKSpxV5yMOfQODgvz8xPgEFze3/mIhhIGh4ft378PDwk+eOjmAolJcXHySyZRTx08sWbZMWUWlv2FwONzO0XErs6PF3PmMZbw+GUx5EhKJ7DNk/sAtdVZW5s6dO7W0tE6ePNW7jhyJRMHhCOrX3p/knh4E02Hr04Q/2cL0G3ioVAo/H/+8ufPk5eUpTGNLFBLJxYXW1vnUzr1PkpOTl69cRqPQLpy/6OHhwdrD/nY4bG1t3X9gv5WlZXd3V1Fh8TfHAwAAAAcoFEqMCYedAplJW1sbmhv9h3S0oH9nR4vIyIE7WmR/7mgh9+s7WhAIhCVLF2dlZXHEcgqZYmRsdO/u/cGI6SDKyyvWrF2LRCJvXL+hPuaTBTE7CgoKsrIyr9+8JhAIkOCORqO9ePlCXl5+gKoVDlRHjaJQyVZW1pMmTYKOtLW1BQUH9WcTzSy0qNq4aYOivOLdu/dUvr7D+EY4bG9vP3DwgLWVtaur66NHjwY5RQAAABgMXEza2tpKS8pGehtnho70s3Opg6NjaEho3JOY2Xaf3ErZYTiXlpR4+fgwNOR0OrtbKTuQcynk1iYtLR0aHAKHwyG3UnZYzqWTp0yhUqkMt9K4+D7rEaGuQQN8C2g0et7ceTZTp3EETkbnUWmpwZc2dXV17d6zK+9t3vYdjGXw9+/ff/VSUlIyMjJiYmKurm6HDx/y9X24YMFCGBweEhyckJCwdu26QbZPh8FgNlNtTp06+e9/p65evcZoktzVtWnzxujo6IkTP9n99yYqOrK+vn7Pnr1oNLqqqop1nJEjDiClaWlpWbV6ZVhYGKTGYSlLv3c3FQAAAAbgwMH98fHxI+sScUhpMtPTb9+8ya4jpdFoocHBj6MfsesYWYpTdv1IzsuXN69d5+jxBOlIKysqWEdaW1suX7hQVPhVjyeGjvT+/ZSkJA6taeyTL1pTiOysrG8qS38Wr3JeCQox8kiGirhXRvrPP1ugYe3t7QsXLuDj552gO15XT5eHl9vTy6O5uZn1Ov4BATy83CEhIawjGzZukJGVLisrYx25fee2pJSEnLyslbWVkrKiuITYrVs3+5sYmUz29vaCJgZHMIRdjGaszBkeOXK43+ywvb39ICMvnOriwjDUAZ5YAADgV1BeXt7c3Gxm9qUv2MgCdLTojZqamr9/IJFAZESar9JRRiRhFVOKiopeunTZ2cXlWfYzOoy+Z88eG5tpwmy1m2ampkFBwYYGhqwjSxYvmTHji5ckDAZbvGjxOJ1xiYkJ9fX1FuYW06dPnzyZoWHuEzgcvm7dehcXV2gyn+bEnJeOzrg+wiEKxVi72Ltv7zQbG2fnITaXAwAAfzB0Oj0iMsLS0ur3m2r+to4W4aGhMU+ezLa1zcrM/HZHi7lzu7u7v93RAo4YVEeL2NiZs2ZlpKdXlJf/zo4WoiKidrZ2gxnJMJqxd3Cwd+jzqwpM2I+MY8IxzIjJYE7HLOfvN1hy/lSQSGRzc/OdO3esraxBLAQAAL+Upqam0pKSZb1MLEcEUKvtlubm5atWDdDRwtXdPSgw8PDBQ0pKShydDtkxMDLi4uY+d/oMmhvtPWcOq0U2B+ISEp7e3oF+/p1dnRaWlmb9uDtBXQ8jwsOPHDqkrKzs6e39mztajES+0s4iEAgcDn/q1EkrK0s3t09+bgAAAPCLCA4OMjc3H8nd3OhiEpIDp7b1dXVwZmInLiE+8EhpaWkajcbDzS0m2oeRLwthYWEBQQEymSwrKzfAMCQSKS0tTSQQJCUlB1BaAvoOh3A4HIvFTps+3dHRif04AAAA/HQaGhryCwrs7OxH6LWl0+n8AoJtLS1xsYz2LH1SX18fGRExcdKklatX4fG42Ccx/Y6sqwsNDl68bKmZhYXvwwfsbbTZIZPJgf7+o0aNWrdhfWJ8fElxSX8vmJmRUVFevnXH9u7u7vi4uMEUWvzlfBUOqVSqhIT49GmfercCAADAryM6Omry5MkjNzVkdMOGwxydnYhE4pNHj3vrDRsaGsLDwmbb2UEV9O4enjg87snjJ32MrK+PCA+3tbOTk5OboKurp68fFBDQOyISicSggAAFRUVzS0sJCcY+YmJCfHFxH+Xg6Wlp5WVlc+bNExYWcff07OrqSmaqT0FEHIA+jAaozNp+AAAA+HU0Nzfnvn49c8aMEX2RIfm+o5MTHseZ+dXX10eEhTk4OKiqqkJH4HC4s6srFouJi4nl7NkUHu7g6KjyeaShkZGevn6gvz97RCQz6wvl5OWtPmtnxCUkPLy8khITOXLErIyM8rIyDy8vaJ+SsY/o6trZ3lGQnw/8GgfgO3x3wG0FAAD4WbS0NNtMnSojIzvSLymUcrl5euAJ+CePHkNyFY68kAUSgfDw9MThcDGPn9BpdPa8kENHamBoyJ4jMvLCwEAFRUXrqVN7aU292HPE9LS0stLS+QsXsu9TIlEoZzdXCUkJkO38hHAIh8MJBMIgBwMAAMDAaGvreHoyCqL/DOBwuIurKw6He5qYWFdX9ygqij0v5Bjp7OaKwWKgkZEREex5ITtQjhgSGNTS3BIRHi4nJ8fKC9mRkJDw8PRMfvq0vKzs+fPnZWVlHt7evc2K4XD4H3DzMSzCYUREREZGBtSWBQAAAABQjGGJNhEIhIeXZ0NDw8njxydOnjSA4zYSgfD08qqtrTl2+Iizq0vv+kIWBoaGE/R0d+7YIS4mzpEXsiMpJbVw8eIrly5lpKUtXrKkP/0qWCkdmEF1tAgPD0tJSZk4cWJ0dPRgxgMAAMAfDx0Gw+PwB/cfkJCQoEPeJjRGG7+uzs5Tx08qKCoM0E+GTmP4YrY0N586fpKHd4AqCHhXZ2dleXlIcHBKcvIAPYXIZEphYWFNdc2OrdvgiL78u2Hwly9fIhAIUH344+EwODg4PT19//79O3Zs/y2GBgAA4E+GRCKh0eiRrkVAc3FJSkq+f/cunOnqzDqOQCBQKBSFQvlm1EEiEEgkKjc3d+BhcBiMC43Oy8v7plMmFxcXnUZLTk7ubwAKiUJxoQZvkP238Y1wGBoampGRfuAA4/aHTCb/rlkBAIA/ExwOd/bc2U0bNw2+VdDwhIeX98Chgy5urgxFzAiJ7HQ6XVhIyNzcYqgnMgLDYXBwcFpa6uHDh8XExEF+DQAA/n8iIsJ5eXgZjY1GPhqamhqamkM9C8BPow9pDLSIAeWFBw8eEhMT/3mnAwAAfy+dnZ3pGemenp4jfaUU8Ldkh2gudHh4eEpKMpQXDsWsAADAH4ivn+9E40kcPQoAgOGZHcJRKJR/YEB6ehrICwEAwE+kqqrq/fv37u7u4KoCRkB2iEIh6+rqCvLzjx8/ISY2kKU6AAAADB46nR4YGDDNZpoQW3NXAGBYW3iLiIhs2LABxEIAAPATKS0tqa6umjVrFriqgJERDul0Oi8vr4iIyNDNBwAA/GnQaLQ7d++6u3uO9OIKwN+lLKXT6aCmAgAA/ETevn2LgCMsLS3BVQUMZwbrQYpg8osnAwAA/kDGjh27Z88e8AEC+BM8S2EwWEdHR2lZKRwERAAA8J2ANVLAiGBQ8a2zq/PkqZONjU0IRL+OtAAAAAAA/MnhsKur6+DBgxpjNSwszKkU6m+ZFQAAAAAAwykctre37z+w38jIaOHChSAWAgCAwdPY2BgYGAiuGOBPCIcdHR0HDu43NjLy8fahM/mNEwMAACOb23duUamUoZ4FAPB/h8O2ttb9B/aZTDHx8ZkDFWAM+jUBAMDfTkZmRltbu6en11BPBAD4/yy8Ozs79+3bZ25h7ukB3s0AAOD7IBAIwcHBC+YvQKEGq10fiZSXl9+6fQvT3Q0fEUVozJTG1tZuxowZoKNIn3C+WZFI5MePH+/eu2tlZe3m5tb3kwAAAKB/QkKClZSUDA0N/+yL9ND34YnjJ2AjitdvXhsZGYmLg1ZF3wqHCAQCi8X++9+/rq5uzs7OfY0HAACAgaiqqsrIzDx5YoTFiR8Ah8PBYLBZs2a6uLj29PTAhjEoFKqsrPTS5cs4LI5MHtZTHT7ZIRyHxc2aNRvEQgAA8APQaLS7d+/Y29n9Da1SoR7G06dPX7p0KWzYU1BQcP/BfaACGYCvlrxpNKqElISVldVAzwAAAIB+yMzMwGAxM2bM/Huu0EgxeSaTyUM9heFOrx1gOiMoDs1cAADASIZCocTExixfvoKbm3uo5wIAfDeD1X3B4XDgwAsAAAZm7Zq1CgqK4CoBRiKD1QfTaLTu7u5fPBkAADCCQaFQIBYC/vzs0M/PNzk5BcUFLLwBAAAA8BUVFRXV1dUIBFNc9AU4nU5XUlIaNWoUbKihUChkMhkOh/Pw8Pxf4fDOndtBwUF6+rppaWk/dYYAAOBPgE6ng8ruv5lbt2+dPHGSC/0loCAQCDgcTiL2bN6y+dTJU0M4NxKJFBwcdPvOneLiIn5+fmsr63Xr1o8bN+5HwuHde3d9/fzOnz93/vz51BQQDgEAwFdUVVVFREZsWL8ByAv+WubPnz9lyhTE5464cAS8taV1z97dTU3N+nr6Qzu3e/fubtiwwdLKcsf2HXX19Xfv3sl9nRsaEqaqqvp94fDW7ZuBgUGXL1/W1NDsIYHiTQAA8BUkEunS5Us2U6eCWPg3ozFWQ2OsBvuRbdu2fmxo3L59m4eHB/txIpFYUlJCJBLl5OQUFBTYv0QikTAYjLi4OBaLKS4u5uJCjx07ts+1zfLy8tbWFgEBwbFjxw5sBNjW1nr12lUzM/PgoBAhISEYDKanp7ds2dLHTx6vW7uOY/BAL3T33l0/P7/Ll65oamiOlNoaAADwOwkNCxURFp45cxa47AAWly5fOnfunKOT09atW9nvk3Jzcw8ePPDm7RsajSYsLLxg/oKNGzexynIyMjPOnjnj6OgUFRX55s0bOAKur69/7Ohx9oXNlpaWI0eOPH78GE/AoVAoa2vro0eOcYRVdlpb22g02owZ06FYCIPBNDU0eXl5u7q6eg/uIxxCewDMvDDw8qUrWlpa/Z0JAAD8zZSVlaWkpBw9cnSoJwIYRsTGxuzevVvfQP/0f6eFhIRZx8vKSufPn0eH0Q8fPiIvJx8ZGXH48GEKlbpj+w4kkiHS7OzoTEpJfv3mtbOT88pVq/Lz848cPnzw0IEA/0AuLi4YDIYnEDZv2RQdFb1y5SpTU9OCwvzTp0+TyeRbN2/z8fH1OZkxY8Y8f/YCjUbT6XQymdza2urr58vFxWViYvLtcAiHw9Fo9IOHD/z8/C5dugxiIQAA6BMKhXLp0sW5c+ZKS0uDS/THcOfunZgnT1BcX4UGGpUmLiG+Z/ceefl+8zCIoqKiLf9sEeDnP/3fGSUlJfYvPfR9WFNXGx0VbWXJMD6ztrbu7Oq8ceOGh7vHmDFjIPUNjE63nW176dJlBAJhb2f//t27l69etrS0yMnJwWCw58+yIyMjDx06vGnjJhgMZm9vLyIiumvXzry8vMmTJ/c5HwQCAUXKgoKCrdv+KS+vqCgv27dvv4WFRe/BKM5aezji+o3rGRmZly9f0dIEeSEAAOgbPz8/WTlZS0tLcIH+JOBwRiDg0AnDGSpROAzGUUfBSWtr6/oN66qqqu/cvsORfhEIhLS0NH09PQN9A+gIEol0dnIJDQ199y4PCod0Op2Hh9fK2pq1vionL0d9TiWRiNDD7GfZMBhMTFQsKyuLYb4Kh3Gj0UQi8e3bN/2FQxYCAgJ6unpSUlI0Ku3O3bt6evq2trYDhUNmd6fGpKQkEAsBAMAAlJSUpGek/XvqP3CV/jAWLVy8aOHiH3gihUI5fPhQYsLTAwf3c8hnGOuceHxnZ+dotdHsBn5SUlJIJLK1tRV6SIfRUSgkP9uyJ0uqCtHY2ITHE3bu2oFAIBnDmc9BIVFd/VvEQJblcDhcSUnpCHNV/82bN07OjqfPnDY3NxcUFGQf/HVGTKPx8vEcPnQY5IUAAKA/uru7L1y4sHjxEjExMXCV/jCKi4tra2s5CuqZeRuPnp4eHx9/n8+i0+lXr165cvXyvPnz/tnylXwGgpeXV0BAsL29nUwmsyJiW3sblUoVFRUd5Ny4uXmEhYX8fP21tbWpVIa3NqO0kUQSFv6yQ8lBenq6r+/D1atX632u99DT09PXN8jP/4DD4b4RDoWEhNTU1AY5OQAA8BdSX19vampqMqUPMQJgpHP37p3rN25wfb13SKFQ5eXlwkLD1dXV+3xWQkLCgYMHTEzMzpw+w8/fR8jk4+ObNGnSnTu3CwsLjYyMoIPx8fGioqLa2jqDnJvuhPFYLLalpUVKSgo68uxZ9oGDB/fs3mNmZtbnU4gkon+Av4amJiscdnV11dXWSktL8/ZS33BKaeh0OhR1AQAAoE/Gjh2rqakJLs4fya5duzcyhSocIBCI/npY1tbV7ti5vb2tQ0VFxdfvIasTMp0Oo9PokyZNgjaYFy1cFBYWumHjhgP7D4iIiCQ+TfDz8127dt3YsWM/j6fTaDT2jozQEdbD6dNnGBgY7Nm7G4FEqI1Sq6mt2b17NwqF6l1Qz8LYyNjYyPjC+QvycnKaWlqYbsyt27fe578/f/a88OfSi+/2LEUwGeRgAADwBwM+Cv5ghJh811PaWtswGIyAoEBISHBAgP9XyRWF9s/Wf6BwqK2tfef2na3btnl4evDx8RKJxOXLlm/ftp1VR8/FxSUoKAjVVEBwc3MLCAiw3m/S0tJXrlzdvHnzokULxcTEOjo6xo8bf/78hQHqDkVFRU/9+9/GjRuWLlvKLPDHwuHwfXv3zZ+/oPfgwYbDtra2ouIi8GsAAAAAAHbGjx+f9/Yde1bHDhqNZv23lZV1RnrGhw8furq71NXVlRS/qsSws7WbZjONXWuzd+++nTt3sRvT6OnqxcfF5+fn19XVSUtLjx8/fgBLbggjQ8Okp0lv376tqKwQEhTSN9CXk2WUbfxgOMRisSdPnWxrb/ta5gMAAP4iXrx8oTZKTUJCYqgnAhheIBCIPvcL+4SXl5e1d8gBign7ETQTjmFoNFqPyeBnyMPDM4nJwMO+Hd86Ozv37Nk9btw4M1MzKgVYtQEAfyPv3r27desWWB8C/MF8IxxiMJiDhw4aGhnNmzuPSgESGwDgbwSDwVy5cnnRwkWgsgLwl4bDzs7O3Xt2Gxoazp0zl87kN04MAAAMC2g02vnz5yZNnjxlypShngsAMBThEMoLjQyN5vjMYdX2AwCAv42IyAgcHjd3ztyhnggA8NvDIRKJ6urq2rN3t5GR0bx5837xBAAAwPClsLAwJiZm/boNA3eVAwD+ADjf4kgEsrOz88zZM4aGRj7ePkM0KwAAMPR0d3efv3Bu2bJlsrKyQz0XAOD3ZocIBIJAIJw4edzAwGDeXJAXAgB/LxQK5fyF88ZGxpMmfkOeDgD8geEQDod3dnWZmph6eXoN3ZQAAMDQU19fj0QgfJjSAcAAjJRlZDQazdG2CcDBVz9IKpUqJSXZuwsUAAD421BQUNixYycoNPwm5RXlee/y6LRhLTaEI+Bv37wlEoggIg5AH/c17JapAADg7wSJRA71FIY7NGYIvHr1amBg4DD/2EQgEF1dXSRiDw1Gg3+ri+9fy8hI8wEAAGC4YWNjk5WZRSQRR0QdmrycPByOcHC0FxPvuzEF4Ds6Wgzz2x8AAPB/QqFQklOSp0yeIiAgAC7mN5k5Y+akiZOIROJIuVYIBEJSUhKsl/6/4TArKzM9Ix2JAh7eAMAfy917d5ubm22m2gz1REYMIiIiQz0FwE9jUOEtKyvr3r176mPUobVyAADw5xEXF/fu3bsNGzYA+Qzg7+Tb4TAjI+POndtbt25TUVUZ5uopAADwY7x//z44OGjrP1sF+MEyKeAv5RuLpZmZGffv39uzZ6+qqmoPqed3zQoAAPw+Gj42nL9wbu3adUpKX7VjBQD+KgbKDjMyMm7fvr1z505VVVWgowEA/kgIBMK/p045ODjq6+sP9VwAgGGZHWZkZNy7x8gL1dTUfu+UAADA7+P8+XOjR49xsHcAFx3wl9NHdsjDw5OdnX379u1du3aBWAgA/KnQaLRbt2/hcLhVq1YN9VwAgOGXHaJQqCQme/eCvBAA+JOh0WjKSsquLq5ASgoAcIZDJBLZ2NgUHR19+PDhUaPAGikA8CeDQqGmTZs21LMAAIblYimNRufh4Vm/fj2IhQAAAAD4e8MhnU4TFBQAYmsA4A+mu7ubQMAP9SwAgGEvpaHT6VQqdYgmAwAAfi01NbVHjh7p7OwCFxoA4GCwHqRwOBzstwMAI5qWlpajx45Mnz5dRkZmqOcCAIxYC28sFltVVQX6ZAEAIxQcDnfo8KHp06YBh24A4MezQzwef/r0f5VVlaAjKAAwEsHj8YePHDIyNHJ1dRvquQAAIzYcEgiEo8eOSkpKWltZUylgWxEAGGHQ6fQzZ8/IysjNnz9/qOcCAIzYcIjD4Y4cPaKkqLhmzdoR0fEZAACwQ6VSz58/h4DDN2zYAK4MAPCD4ZBAIBw5ekRBXmHFipV0Oh24eAMAIwsajXb5yuWOjo7Nm/8Z6rkAACNWSoPD4Y4dO6akqAT5GYLUEAAYcWCxWAF+gZUrVqLR6KGeCwAwAsMhCoUikUhHjhxWUvoUCwEAwEhESEho8eLFQz0LAGBkhkMEAoHBYK9cuaKkrLxqJYiFAAAAAPj79g4RCERPD/m///6VV1AAsRAAGInQ6fSWlpahngUAMMLDIRyO6Gjv0NTSWrF8xdBNCQAA/D860vNBQYHgCgIA/1c4pFIpEpLibq6u3/0yAABgGHDp0qX2jrYlS5YO9UQAgJG/dwhnMkSTAQAAPwiVSr10+WJHR8fePfu4uLjAdQQAfkLdYX81FSBMAgDDlkuXLrW1te3YsRPEQgDg11p4w+FwMpn8gycBAAC/DFIP6eKFizgcDuSFAMDvaPCUkZmRnpGORCH/r7MBAICfCoFAOHb0KJVK2bkT5IUAwK8Ph2lpaX6+vtra2qAzMAAwfKDRaJcuX5SRkd2+fQfwnQEAfnk4TE9Pf+j7cNu27QryCjBg4g0ADCecnV2AdRQA8Dv2DlNSU/z9/fbu2ausrAz2DgGAYQUCgRitNnqoZwEA/AXZYXp6uu/Dh7t37VFWVgbtLACAYQL4ZQQAfms4TE5JfvDwwd69+1RUVH7JmQEAwPeTkpISFBQIIiIA8DvCITc3T0Zmhq/vwz2794BYCAAMH+LiYv0D/HR19RCIwWrCAQDAD+4dolCo+Pi4zKzM/Xv3K4O8EAAYNvj7+2VmZh0+dERGRmao5wIA/OnhEIlENTc1xyfEHzl8VFlZeehmBQAAvkCn069dv1ZaWnr48GFxcXFwaQCAXx4OaTQaDy/PhvUbQCwEAIYJnZ2d/53+l4+X78TxE6C4EAD4TeGQTqfx8/PLycn9whMCAIBBU1FZ8d9//06cOGne3HlgvxAA+K17h3Q6HYjWAIDhQEdHx+n//nN1cZs6depQzwUA+PP5DgtvJBIYlgIAvw80Gr1jxw5FRSVw0QGAYRQOCURCbV0t6PEEAPw2+JmACw4A/B4GVb1Eo9PPnz9fXFyEQILOwADAL4RIJFIoFHCJAYDhGA6JROKhQwfRaLS11VQqhfZbZgUA/I0UFRVt2761vqF+qCcCAPyNfCMcUqnUEyePCwsLbVi/AayUAgC/jtTU1JOnTrq7eygrgZJfAGCY7R0SCISjR49ISUmvX78eKE4BgF8EhUK5e+/umzev9+3dp6qqCq4zADC8wiGZTD5+/JikpOTatWuhAozfOzEA4K+gsbHx7NmzIqLCx44eFxERGerpAAB/L32EQyQSicfjDx8+rKiosHr1mqGYFQDwV5CdnX3nzm07OzsnJ+ehngsA8LfDGQ4RCASBQLh67aqCgvyqVauHaFYAwB8OnU6/c/dObk7OP/9s1dDQGOrpAACAr8MhHI4gkUjHTxyfaDxx6dJl4PIAAL8IIpEoKCBw8uQpQUFBcJEBgGEXDhEIeFtbm462zpIlIBYCAL8QXl5eDw9PcIkBgGFaaEGlUqWlpd3d3eGg2h4AAAAAf3PdIRwOBxbeAMBPp6G+Yc/ePdXV1eDaAgAj27MUAAD8ME+fPg0MCnCwd5CXlweXEQAY2eEQgUCA0kMA4Hvp6uq6dOlie3v79m07xowZAy4gADDiw+GrVy8zszIRqEFZfgMAABgMlpySHBDgb2lhtX37DhQKrMQAAMOaQf2K5uTk3LhxQ1lJubq65tdPCQAY8XR1dd64caPhY8OmTZu1NLWGejoAAODbfDvbe/nq5ZUrlzds2Dh6zGg6DVi1AQDfoL6+fteuXeLi4v+e+g/EQgDgD8kOX716de3ate3bt48dq9FD6vldswIARjAoFHLduvXAawYA+HPC4cuXL69cubRt+46xYzVA9QUAMEikpWWkpWXA5QIA/pDFUmZeeHX79h1gtQcAGJjOzs7CwkJwywgA/GnhkIeH5/Xr3MuXL23duk0TqAAAgAFJT0/fsXNH7utcBALorgGAP2ixFIVCZWZmPomJ2b59u6am5hDNCgAYAdTX11+/cR2Hw65evXr8uPFDPR0AAPDzwiESiWxpaQkKDtq/7wAQAgAA/UEgEEJDQ1LT0hzsHWxtbUFNIQDwp4VDGo3OheJas3otiIUAQH+8fPni3v17o1RHHT1yVEYGSGYAgD8xHNLpNEEhQTW1UUM3HwBg+ILFYm/fuV1SUrx82XJdXb2hng4AAPiVe4d0Op1Kpf7UUwAAfwg0Gs1A32DlipXc3NxDPRcAAPCTGayPIhwOB8I5wF+OkJCQqanpUM8CAAD8EgYrDcfj8XX1dTDQFhjwN1FVVfXkyWNQUAgA/A0MKjskkUgXLpwvLi5GIpG/fkoAwNDT1NQUFh72+vVrJ0dHsC4CAPwNfDs7JJPJp06dRHNzW1tZUylgWxHwh0MgEB4+fLB37140Gn3q1Ck7O/uhnhEAABgG2SGJRDx58qSQsPCG9RsWLVr4W6YEAAwNFAolJiYmNi5mzOgxhw4fkgG+owDA38RA4ZBMJp84eUJISHj9+vWQrO43TgwA+H1QqdQXL174+/tJy8isW7tOS0sbXH0A4G+j33BIJBJPnTopJCi8aeMmEAsBfzZNTU1PnjxeunSZrq7uUM8FAAAMm3CIRCKpVOrJkyegNdKhmBUA8FuRk5M7evQYuOgAwN8Mp5QGgUAQicQTJ44LCTHyQqCpA/yRvHnzOj8/f6hnAQAAhmt2CIcjKBTK6TOn1dXV165ZN3SzAgB+DXR6YVGhf0BAV1fnwoWLwFUGAAB9h0MEAtHc1KKoqLR+HVgjBfxpPH/+PD4+rrmlxcnJydzMHBitAQCAfsMhlUoRlxD39vL6aggAMJKhUim5ua+DggK5uLhsbGysraeCLQAAAPBtKQ0CgQDWM4A/hhcvXoRHhFHIFE9PT319A9CYEAAAfIeylE6n9zscABg50Ol0AoFgZ2tvZmY21HMBAAB/SkcLxvoS8O8GDHtwOBwvLy+0HAqHwy0tLYd6RgAA4M8Kh/n5+dnPspHIwXbAAAB+JxQKpbS0NCQkGM3NvWXLFrA7CAAAfkk4zM//cPbcOSlJqYrySrCzCBhWYDCYtPS0rMwsLA5rO9vWxMSEC8U11JMCAAB/Yjh89+7duXNnV61efeP69WfZz/PzP2AwGEFBwd8yPQCgXxoaGh4/eZSbk6umpubs7GxsbAwuFgAA+FXhMC/v7fkL59dv2KA7QffSxYtwOOzd+3f79u0dNWqUiYnphAkTQLII+P0UFRWGR0TU1tYYGRofOXJUUlIS/BQAAMAvDIdv3rw5f+Hcpo2bJ0yYQKPR6Axgc+fOt7ayfPr0aWRUJAKBAJbHgN8PHo/X0dbZtHETLy8vuP4AAODXhsPc3JzLV65s3rxl/Ljx7Md7SCRxcQlPTy8KmcxekEGj0YB+AfAraG1trays0NPTZ1UN6usb6OsbgKsNAAB+bTjk5uZ5/eb1xUsX/9myVUdHp99ncn0lWGhpaTl9+vTo0aNnzpwpLyeH/PzJBQD8GAQCoaioKCYmprauZtKkyXp6+uBKAgCAXwdn0EKhUJmZGTFxsdu2btfS0hr8C0lKSm7cuCExMfH4iWMS4hITJuhOmTJFTk7uZ08Y8Ofz/v27589fFBQWIOCI6dOnr1u3TkhIaKgnBQAA/qZwiESimptbQkJC9u3br6Gh8V0vhEAg5OTkFyxYOG/e/FcMXh47fkxAgN/K0trQ0FBYWBj4YwEGpqOjIyUlOSUllZeXZ9z48atXrx4zegy4aAAAYAjCIZ1OQ6O51q5d972xkB0EAjGRCRaLLSwqfPr0aWhYyNy58yzMLX7GhAF/LI8ePWpuaV63bp2ysjJoNwEAAIYyHNJoNEFBQRUV5Z/y0gICAkaGRkaGRhgshtxDZv8SBoPh5eUF+eJfC5FIrK6uptPp7Dde8+fPH9JJAQCAvxrOvUM6nU6j0X7uOQQFOGv2r1672t3VpaWlpaevr6mh+XNPBxi24HD4t29fv3//vqKiEoPFuLu5/z/rEAAAAPATGaz+Ew6HIxDIn3XWjRs25r3Le/vmzf1797u6uzQ1NU2mmKiNVhMWEobDgVP4HwWdTu/u7s7Pz09JSa6tq1WQV1BXH2ttPVVdXX2opwYAAADfHw57enoamz7+rFiFRqOhdVQikdTa2pL7Ojc0LKSrs1teXm7c+PEzZ8xEo9E/5USAoQWHw924cb20tFRCUsLc3GKV3moRERFQnwoAAEZwOLx27er79+8RP7ujBQ8PtwITRwfH7u7ut3lvOzs72VdrqVQqjUbj+rrGETA8weFwGAxGWFiYZRaDRCInT56yYOFCMVGxoZ4dAAAA/H/hkEKhnDl7mkTqsba29n3oB/tlCAkJmZuZcxysqKy4d/euioqKsoqK+hh1FRWVXzcBwA9Ao9GKi4uLiosqKirq6+tRKNT6desVFBSgr/Lw8EyaNAlcWAAA8CeEw3PnzpJIPVv/2bZy1XLYb0dRQdHN3b2kuPj9+/dJT592dXUpKSvr6epqa+uIiYnx8fGBlbffD4FA6OjoKCoqfPb8eW1trbi4mJysnI62jrubm5LSz5ElAwAAwDAKhxQK5fSZ02Qyec/uPXA4nEb9yYrTwcDDw6Onq6enqwcZN3d3dxcVFb158+bR40doNNrezn7qVJvfP6u/nODgoLT0dHV1dZMpJlpaWsLCwqBMEAAA/MnhkJEXEknbt29nxMKfXX3xA/AxkZGRsbS0hMFg9fX1HNKe7Oysuvo6HW0dGRlZXiZDN9mRDYFAwGKx1dXVHz58KCjInz3bFrrmEG5u7gsWLBzSCQIAAMCvD4cIBIJKpf73379kCmXv3r3DtvJBXl6e44iIiGheXt7t27fxeLyoqKiomJi4mJicnJyiopKioiLwvRyAbkx3bU3Nx4+NHz82NDY1tbW1dXZ0iEuIj9MZN2fOHHX1seyD+fn5f8lPFAAAAIZPOISC38WLF4gk0s4dO4dtLOwTLSYwGIxMJtfV1dXW1tbV1RWXlDx7/ryjvcPT09PExIQ1GI/Hw2B0bm6ev6qDMYVCIZFIODyOG80tLCzMOp6Tk5OcnCwuLi4mKmZgYKCqoqqiojKyfvoAAADw08IhtCh65uwZCXGJfXv3jdxPQy4uLlUm0MOenh4CgcCxvxUUFFhYWCgqKiogICAsLCwuLi4lJS0pKSklJcXHxwcb+VCp1O7u7s6uzs6OzpbWlqamps6Ojq7u7q6urra2VkcHR0dHJ9ZgM1MzUxNTUO4JAAD+Wr4KhwgEsqGhnpeXb/PmLSM3FvYGzYTjoJeXd2trS3NzS3Nzc2tra1VV1fv37zEYbBemq4dIWr9+A6vXI51O//jxI41G4+Xj5UJ9/oNCDeElotPpVCqVQqGQyT09ZDIRT2xqaRIWElZTU2ONSUlJfvToEf8nBERERNTURsvJykrLMOCYPKjsBAAAfzlfhUMqlSotLb1s6dK/IUvg5eVl7ikqsY5QqdSenh7GWiIOJyIqwj44KelpSmoKN5qbl5eXh/E/Hh4eXmZ0RHFxoS0sLdRGfYlD5eXlHR3tPDy83Dzc3Nw8PNzcSCQCzoDxLy8fHzfb5SUQCNCyLdMtlt7TQyaSCEQCkUQi4nA4JWVlFeUvpZZ5eXnp6Wk0Go1MJpN6ehjPZP4PRqeLiIhOmzaNPRyampoZG0/kYgLc0gEAAOC79g7pCATir9pLYweJREJ6VBGRr2IhHA6fN2/+vHnzaTRaV1dXNwPoXwyegO8hkeCwrzKtouKiN6/f0Og0KoVCZv6h/q+9+/lN+o7jOM73R/tlQPutGe3ZHTbtQcHDvDUpJnTOs4vQ4XFxJh3tDlqWxtmNLp2JdSB0u7p5nn/A9ge4V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" 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6ejqZUQFw9+rK+v19XWvp2TAzOrq60V4hfIf/YM/PipvJyPi/tFSQnM7GrWFRFBoaZfv8CPmZczJERFW1paoDY4HC44IEBCVPTnjx8A5TJHDPDzs7O2npqchJoRicSoiEgdTa2xsbG5ubnJyUlvT68AXz/U7CzUbGpqykBHNyQoGPw4MjKiqaZ+av4jGb8aG0UFhfJyb4Mfv375ws/N/eTxY5jZg/v3uNjY827/Nbudk6MgI1tfXw8zw2Kxa9YyJ6ckgx/fvnljbGDQ1dUFM0uIi1eSVwA5SyKRGBkWrqGiCn6Etl9fW8ffxxf0mCcnJrXVNQP9/IEHA8Gf338kRMV8vbyxWCw4HHJS0nfz8mC/2NrSoqqknJmRAX6srKjUVFMvKiyEmX36+FGAh/ftm7fgx+dFRbxc3JUVFTCzs/EJctLS5H7FnYlVkpMfHBiA2szOzro4OinKyv1uBiYzGo22s7b28fKGzUaSL+5laW4OTtrBgQEHG9szp2PA+3oyhoeHVRSVziWcBT92dnbKSkqdP3sO1rCKigoBHt7nRUXgx9KXL/m5uN+/ewczy7x8mYeDq+R5MfgxKTFRRUGxm2KYrl/L1lBRBdtPIBDOnI6xs7EZHR2FmQX4+Rno6qFRKLCbnu4eVhaWs4tn4/DQkIqCYtyZWPBjb2+vrJT02fgE2FdVff3Kx8UdP2/28f0HCVExyrfp54/vSvLyjx4+BD+WFJdoqKp9/vQJZlaQXyDAw/vj+3fwY25OrpiwcHNTE8wsOCBQW0OT3K8AXz89Le2JiQmozdjomLGBoZ62Tl9v79zc3OjIiI6m1umoaNCBJmNqasrWytrP2wf8e1tbm6mR8eWL8LWlu6tbWkLy6pUr4MeG+npRIaFbN27AzJ4XPefl4ib36+H9+4J8/DU1NTCzM9GnhfgFPn/6DH4MCgzU1dIeJy0OZBCJxKTERCN9g76+PnBy+vn4+Hp5z0xPQ82wWIy9ja29rS3Y/vHxcWtLS18vb9hs7OrqkhaXyLx8GfzY1NQkLCCQffUarGGlL15ysLJdzfrbzWdPn4oKCX2prISZvXn9Rkle4fWrV+DHvNxcbQ3NxoYGmNnN6zdEBYVa/vxdM1OTU5QVFHu6e6A2BALBycHR2sICRZqNWCzWztrGxsoa9tL19fUpKyra2diCo9zZ0aEgK5d5+e/iQMZAf7++ru65+AQUCjU7O1tZUaGqpOTl7n4793ZUZJS9rZ2muoaEqNiRg4fWrmbesHbdjq3b9u3Ze/zoMRkp6eDAwLzc2+Ufy9va2rAYYGlaxv86LPvZy/ifBAaDaW1puXvnbkhQkJGBoZiwCMvuvZs3bGTZvWf/XhYeLm5Odo6D+/aHBAW9KHnx5cuX1tbWqampZ0+eKsjKgU4kiDevX0uJib95/Rr65Xm5uVpq6jXVC9tJVkamhIhoe3s71Czx7DkxYZGenr/rLJFItLG0sjIzn5meIdtMT0+bGhk52NmDThi4pMrLyNhaW0P3oY6ODlUlpYupaeS/9AFOtubpyCjoL9bW1GioqgLE5Dx+fP/Oy8X97OlTqNnHDx95ObmKChZ8uGtXrooICsJ2jvTUVGEBwT+/f5P/EugfIMwvUP3jJ/kvKDTax9PLzsZmfHwc/AuBQIgMj9DW0BwcGCSbTU5MeLi5+Xh6gb4a8A9RKD1tHd/5/R7E0OCgqpJy2KlQ8l9qqqsFePlycxZ6NDc39+3rV15OrsfzTgxw+Hn4kOMk683r16Fm169lS0tINix2tTs6OlYzr/Lz8wU/4nC4yxcvGejqtUJOFGfj4hVk5fr7+8l/wePxIUHBKopKE/PdRKPRuppanu4e5IEDjgrDIxoqqoH+AeS/NDQ0iAmL+Cx2F+rr66UlJKAnopaWFmV5hbSUVGhTyz98VFNSLi56Tv7Lu7dveTg4371d5JUWFRRwc3B8eP+e/JfEs2elJSQ6OjqgZlEREfLSMgPzncJgsI729rKSUtCj1MTEhLWFpY+XF+gEgN308fIyNzGFenVDQ0PWFpanI6PIYzcyMqIoJ38m+jT0F9vb26XEJZLOnyf/5cP793xc3NCJB7ra3Owcb18tvGJXMjI5WdkK5k+GC0cFeXnoiehqVpaqolLLnz/kv2DQ6JjoaBsrq8HBhbkX6O+vo6lJnp/zBwxHS3NzMCSM5KSOysvIwt6m7u5uGUmpcwkLrnbFp098XFyxp2Ogg/7x40dhAUHoMP348UMWOErdgX5bQX6+urIK1NV+9vQpPzdPTXU11OzWzVuCfPx1tbXkv4QEBasrqwwPDZH/gsfjPd3ddTS1pqaAczjobhro6GpraPb3A04qiIGBAW0NzejISPAcCJrZWlt7uXuQX0PQ1TbQ0b2Ynk7+S2dHh5iQCMz5rqupFRUUuglxtQue5fNycpWXl0PN7t25y8PJ+X3+5AAMXMwZXk6ujx8+kP9CIBB8vLx0tbTIJwcikXg2PsFQT7+vd6H9U1NTvl7eXu7u5G7icDgHOzsrM3Py/ATGbmzM1MjYz8ub/Jeuzk5RQaGLaemLjuu/fgkLCEJd7ZLiYk5WtozLl6FL0NMnT/h5eCsgB9c3r1/LSEqVlZZCv+3mjRvamlrQY/yN7OskJ3thNs4R55KTkuSkZbo6Fyati6OTqaERuUdzc3MzMzMWpmZ21tbk2djT3aMgI2tjaQXyFCDa29tlJaXSU1LIf+nv6zfSNzgdFUUeX9KCWaOjqUWmIVAoVGFBwfHDR65mZWVfuxYcFKSjpc1+kvUAy75tm7ds3rDx8IGDIkLCxoZGPl7e165cafnzB+bxL+P/z1j2s5fx343Z2dn6uvr8p8/Cw8IU5eQPHzi4a/uO9WvW7tq+Q5CP31DfQJCPX1dbp76+Pi/3NsdJVjKNAUXBs3xpcYlP5cB2WFZaKi0hSaYxoLh35466igroamdcuiQqJExmsqFISjwvKSrW3d2Nx+MtzMxtrayhOxwILA5rbmJqY2mFxeK6u7sVZGRtrayhCzGI9vZ2ZQWFdJKr3dvbq6WuHnfmDOUv1tfVaalrgNthzc+fAjy8T588oTQr//iRi53jeSFAK2ZezhDk4//1q5HS7PLFS2JCwi1//uBw+ABfPzEh4R+QQwgIIpHo6+1jbWExMTFBJBLDQ8M01TWgOwSIyclJTzd3X29vFAo1NTWlq6UVFLDgj5IxMjKipqwSRHJVG+rrhfj4by92skF8razk4eAE+cK7d+6wnzh5e57whiLn5i1ZSalaCMH28eOHFUwMhkYGUALs8qWLeto6bW1tc3NzsTFnFKRlYNQ12M2wU6dUlZRGR0enp6d1NDV9vbyhOxy5mxqqan7ewK7f3NwsKiTs4+kFdctA1NbUkFxtoGu/f/9WllfIvPSXe4Oi4nOFmrIKeBfx/u17Xk6uN/P3KlAUFRRys3N8Jnk8cWdipcUlKBl6gFY8fRpwtQcGZmdnHe0d5KRlQCYYCiASxtLSy90djQISfL3c3S1MTSkn7eDAgK2V1WnAh8MPDQ0pySskxMZR/mJnZ6ekmPjZeODK5VN5OXC6o2Do5+bmXr54ycPB+fY10LWL6emcrGwlxX+ZbCgSz55TkpMHXzTAyVZSaqZoP4FAiImKsrG0HB4enpub8/X20dHSgrpl5G66u7pamJqhUKjhoSFFWbkzp2Mof7Gvt1daQgJ80b5UVnJzcMTFILx0H96/FxUSAl3tb1VV8tIyjx48oDQrfl6sqqQMepzPnj7l5eSC+qNk5Ny8Jcwv+KsReB/9ff00VdXGKBh6Ute8tTU0Jycnx0bHDHT1dDS1QCYbitGRES019ajwcCKRODExYWVu7u3pBWO4gbuU1lYjA4P01NS/QyYqdiUzk/IX6+vqBfn4s69eBY8NXOwc4DoJw/179/i5eap/Aqfx6IhIAR5eMpMNRYC/v5a6xujoKOBkJyTo6+pBnWwQs7OzPp5eXh4e09PTGAzGxsrKxsqKsv3j4+OWpmZe7h6gky0hIkrJ0IOutgAv35XMLMDJfl7MevwE+N9hePrkiRC/QMVnoM1lpWUKMrKvyxC2gNycHE01NfBElH31mhAf/yInex4pF5IVZeW6u4CLTQdbOwtTMzSKYgvAYm0srYCDHxbb29urKCtnY2UNu68AOQJpcYnUZOAurq+3T19bB3ELqKmp0dbQyCOxLb9+/RIXFoHORiwWOz429vXL15QLF3g5uY4dPiInI7tz2/Z1zGt2bN12aP8BeVm5sFOnnj19WldbOzOzQAkt4/+HWM6DXMZ/B4hE4sjIyJfKysrKL78aG1tbWtra2ujp6ZmZmbdv384vIMDLx3fo0MFdu3btZWFpa2318vA4ycpa9eWriampo4sz4ncWPHuWnpauoqb6vKAw+FSIlIwMotndvLyCgoJDhw59/vT5anb2vv37EM2SEhNLX77ctGnz6tWrk9NSmZmZKW1mpmfcXV3weMLExMT27dvPnU9cv2EDpVlnZ6eHq6uQkHBNdfVJNrbQ8DDEX6yrqTl9+jQnJ9eL4mJff38NLU1Es/KP5aeCgo4eP9bW2paWnnb85ElEs0vp6U8fPzl85Eh9fX1qejonFyelDRqDCQsOmZ6e3rR5c3NT06WMjK3btlKaTU5ORoaFMzAydHV2sbDsjT93DlH4anhoyNHBYdOmTW2tbTa2tiZmpogN+1ZV5ePpxcvHV1lR4ejsZGFlhWh24/r1vJzbsQnxfPx8NDQ09+/fMzYxFhURffHi5SpSVig4i7IyMisrK7Zv215XX3ft+vXt27dTfhWBgI8Mj6yvq6WnZ2BhYYk/d5aRkZHSbHRkxMnBcf369V1dXexsbFExp1cjDXpDfYO3p6eSstKH9x9k5WRd3d0R2//pY3lK8gUuHt7nBQVn4uMlJCUQzYoKC8/GJxw/fry7p+dyZgYLCwuiWUx0dGVFxfbtO7q7ui5lZhw8dIjSZnJy0tfbZ/26dUQS0ZuSnrZu3TpKs+Hh4ZCAwF27d//8+VNQUDA49BTiL7Z3dLg6Ou5lYWlqavL391dRU0M0KystjY6I4uXjrayoCAkNVdNQRzQ7Gxf/+fNnMXHRD+8/JiVfQGw/FoM5fy6xu6ebkYGxr68369q19evXU5qhUKhAP/+JiYmxsTFBQcFTVN6m3p4eRzv7vftYGhsaFBQU/QIDEAe9vLw8LDhEW1f3ZUmJmYWFobER4rcVFRTk3Mrh5OJ6XlR0KeMyOwcHolnurZxbN27s27dvfHw840rW5i1bKG0IBEKgn39HR8cKRkYsDpt++dL27TsozYYGB12dXY4dPz40NLh69eq4hATEwNz29vbQ4BBWNta3r99o6+o6UVkb62prfby8Dx482NjYGHc2QUREBNHswd17Fy9eZGNjq/75M/7cWVExMUobIpEY4Off29PDysra0NBwPvnCjh0I7Z+eno6OjKIhEscnJggEwsWMyytXrqQ0Gx8f9/H0WrlyZWtLi4aWloubK2LDmpqa3Jxdjh8/9vPHTzNLCwdHR8Ql6NnTp0mJ5/UMDEqeP/fx85WVk0P8tpybN1++eHnixImy0tKr17MRZyPNHE1qcvLbt2/Xr18/N0eTfvkiYkri7Oysp5s7Gg1wEFu3bTt3/vwGpC2go6PDyc5eQkrqV+Ovo8eOBJ86hSgtUlNTfSY6RkBQoOBZvqu7m76hIWL7Kz59ioqIpAM0T3AGRoa1tbVfKr/09/XNzs7i8fg9e/ceOXz4xMmTAkKCAgICmzZtQpz5y/ifxP+0o7+Mf2WQ1A9q827ftrWxYT/JyrJ7z85t29evWXto/wEHO/uL6enfqqpmZmYomY+nT5+uoKN3sLVf+vujIiKZmVZegtylIiI4IHDtqtU/viGQUlDoaeucPHpslIIihWJoaOjIgYNsx0+MDC9l9vnTp83rN2ioqi39iyXPizet24DIdkBxJTOLiY7+5YsXS5uZm5iuW81ckJ+/hA0OhxMTEt65ZWv34pB0GPr7+gR4eGQkpSiHBorfzc1bN2z0hdwFI+LGtWuMtHT+Pn+DQKjBzdnl2ZO/kTPnEs/S0NKw7NsLDSQAYWdjs2XDxnYSq00NOBxORlJSWEAQFt0Lw58/f3Zu2SoqKLT0JWxBfv7alatsrKyWbv/t3Ny1q1ZfuwLwiEvgTPTpNStXVVVVLWFDIBBUFZW2bNj46ePHJczGxsZYjx0/cuAg5b0KFL+bm08cOWqgo7t0w75UVjKvYIpHIryhSIiNY6KjpwzphsFQT3/Lhg3QOBlKYLFYDVW1A3tZKEcZivGxMW42dnUV1b+y91RQWVm5btVqbQ2NpRt29cqV1SuYQkNClja7kHieeQVT4ZJv09zcnIer2/bNW6DhTJSYnZ0VFhDYt3sPOa0CEa2trTu3bhMREFz6F79UVOzducvVyWlps+eFRYy0dNezs5c28/HyWr2CKefmraWMiER5aRmWXbsbSeQ9NYyMjIgKCnGxsZMjKxDR2dl5kGWfjeU/vE2F+QVM9AxO9g5LmwFp3CtXXb54cWmzAF+/tStXVVKEdMNgpG9w9OChpdf24eHhE0eOsp84CY16okTV16qNa9ZqaWgu/YvPi4q2bNgYGR6+tNmN7OurVzAVk/IliETi7Mzs9+/fL1+65GBrJy0huXfX7g1r1+3fy3L00GE1ZZWcW7dqamoob+eW8T+FZT57Gf/5wGKxv5ubX716VVlRWVdb29XZuXLVqp0kJaOGhoaIyMj+/v6TJ0/q6Oki/vMXJSWpycla2tqvyl4ZGBpSMyt4lp+bm6OurtH0q9HE3OzECWSi9/Kly29fv9bV16uvq3d2dUEkY+bm5txdXDds3Hjo8KGB/gEPL4/VqxGoza6uLh9PL3YO9qnJqRVMK2JiYxFZltbW1vBTofwC/GgM5ujRo9o6OogN+/btW0hAoJmFxZ8/v5WUlYWpcE7Z1669Ki3T1dOr+vrF0tr62PHjiGYRoWHtHe28vHwfP7xPSknZs2cPpQ0Gg4mJPj09NcnKzj4xPuHq7obIOc3MzDja2R87fnzTxo0rV6+2tbNF/MWa6urQkFMGhoatrS28fHyqVBjQZ0+eXsnK1NDUevmixNHJSV5REdEs91bOm9evk5KT128ASE0vL8+UlNTVzKta/rSSh4yUOBjf2NCooKTY1tLq6uGOSCZhMBhHO/ujx49t3rgJjcG4uruRJYGh+NXYGBQQKCom1tbaun///oDgIMSG1dXVxURFS0pLjQwPCwuLyMojc2ZvXr8+GxdvYW1VX1dvaGRIjQFNTrpQU12tqKxcW1Pt6Oy8d+9eShssFhvo54fGYA4ePFhbU5uSlrZx00ZKs6mpqciwsJWrVu/Zs3tujsbR2YmeJJcOw/DQkIOdvZi4OHGOyMLCYkCFM/vw/n3i2XMmpiZ1dXXyCgoSkpKIZrdu3Hj08JGautrzwqKgU6cEhQQRzdJTU+tq60RERVtbW9w8PLYgEb1E4typoKCpqSk+fr7h4RFXdzfyxQUUY2NjDrZ2YuLiczQ069attbFFno2VFZXRkZEqqqpVX76IiInZOzogmn0qLwciBJSUOjraVVRVBYWEEM0eP3x48/oNE3OzuppaazvbgwcPIppFRUQMDQ6JiIo2Nze5e3gg8tlgINbWbVuZmZkH+gcupKYgEtWDg4Php0L37d+3cuWqzZs2WVgjX/u0tbW5Obuoa6iPjI7y8fIpKishmhXmF2Rfu2ZiZvr92zddPT1ePuCOiBIXkpIqPn2SlpEtKS6OS0g4cfIEpQ0Oh0uIixsbHWNlYx3oH/Tw8mBGInqBDAFPr3Xr1x88eJBAwDs4Ic/G7q5uFycnNXX1sdHRQ4cP6xnoIzbs5YsXyUlJunr6pS9f6hno6+kjmxUVFObdvq2opNTc1GRiZnqSlRXR7GrWldKXL3V0dRobG51dXLYjbQE0NDQ+nl6MjAwnTp7s7+939/REvNLs6+31cHPn4GCfmp6ho6WNO5uAuAW0tbZFR0ZycXOhUegjx47p6CJvAdXV1UH+/oZGRu1t7QpKSiKiyFtAXm7us6fP9A0Nvn/7ZmllBdsCent62tvba2vrLqWnT04CVQhmpmf2H9h//MQJAUFBWTnZY8eOrVixAvGbl/HfhP8xD38Z/3JAoVAVnysSz55VUlA8tP/Ats1btm3eIi4q5urs8uD+g4rPFSICgqAcBwaLjT0Te+d2HlJw5HNONvZrpODCttZWVUWlB/fuUZo9ffxEkI8PpHgbGxr8fHwoNSvAHEERQSGQ+3z/7l2An39//wBlsy3NLcyMTaZJpOC9e/fOnI6ZXpw+T0qN71SUl3e0tweiYIlzXh4eft4+WCycB/3z54+CjGxURASYIRQdEfkQkghIxreqKj5unsePgDyY3t7eQH9/ROYvKyOTj4sbzPisqa728fKiVDnAoNFB/gFSYuL1dXV/sz/VNSgDf1EolJ+Pr4qCIhiTfed2XuzpGEq6d2xsTFtDM8AX4J4JBELKhQtXs7IoWe36ujo+Lu4skuzG1NRURFjYUwppEZKywQMudg4w1ay2pkZRVo5S84GUrnRTiJ+/4vNCVpOxCXChz7iC4evXr+Q/XsnMkpWUAiN6CwsKw06FUvKg4+Pjulpark5OWBJFnX3lalLieUq6urmpWUJENMDPD3wy1paWMdHRlA2rrq6WEBVLSwaymoaHhk4FBSPeKrx+9YqHg/NVaRlJt+S3n4/PT0gSKhkJsXFiwiK/SRmrn8rLA3z9yNm3ZExNTTk5OCjLK4CT9mJaupG+wdDgQnYdiMnJSXsbW0M9fQxJgiArIyP5QjIlj9jX16cgKxdLClZGo1BxMWcoFVTANABOVrb7pBdtcHAwMCAQMdT1SlYWLydXSTEwgh8/fFCUlftSAScI8TjchcTzUmLiYODy61evggMDhyiYPywW6+nuoaulDcZk387NjTsTSxmfPdDfrygrFz6fcZt84cIVpNn45csXPi7us6RUyOHhYX1tnUuLs+tAvHv7TkRAEFx2Ojs6Av38wOheGB49eMDLyVX1Fbhw+Pnzp5+3D2JEb6Cfv7KCIpiG+6K4JDQ4hDJbYHh42EjfQF9Xb3gYGMHTUdG21jaTi2V/wDB6fR0dV0eAosbj8efPJWbPS4hA0drSKi4iAspZjI2NhYeGkQVhoCgqKOBkZSsrA2Zje2ubr5f31y9fKM3i4+KE+PjBJ1BUWKisoPirEU63o2ZRocEhgBwHaaI+ffIkIixskiIieXp62tzUzMbyb0x25uXLaakpMGkRMHdFXEQ0OekCGHkfezoGloQK4kVJCQcrWzaJiW9va1NVUkY0e/rkqYiAIJghsMQWkJkBpLWAL92H9+8D/f2hmdMgsFisg52dsb4huAXcv3vvTPRpyi2gu7tbSUHB0c4OXDZ9vb29PT0p15bWlhYleQVw0gLhNBGRD+/fp2xY9c+fArx8d+8AXevr6w0KCPjwDmELyLl1i2d+NtbW1np7eSHeioSGhCjLK3x4/+HRw0cuTs779uzdvmXrjq3bDrDsU5SXT4gH4rhmZ5a63FvGfx2W/exl/L+CQCB0tLdfvnRJX0/v8IGDG9etB9VCfL19ykpLOzuAdKjuri4RAUHQXwEB+KCRkWR9LhAvSkp4ubihyT1tbW1qSsq3btyEmuWTFACgHltDfb2zgyMsFfJy+kVxYVFogMH7d+8c7eyhuw6RSLS1sjYxNISms9y/d9/Rzh66HHd1dirKyTs5OpLNUCiUh6ubl7s7Bo2B6VGEBZ8iuwITExOR4eFpKalQ56DqaxUPB+eTxwuJjz3d3Z4eHrBuZl+9JsDLBw13qauts7OxhXUzODBQXFgEKn2Qc/OmsrwCNHkOhZoN9PNXU1Imd4pIJN65nefv6wvqc4GYnp7W1dL28fQiJw5iMJjkpAvBgUHQVJvqnz95ObmuZi0kJ42NjYUEBadBsuyBHLInT3g4OKFX0vV1dQqysrCMz5xbtwR5+aAez8zMjIKCPCCIy0j/6PEj8I8EAqG46Hlvz0IO2fPCImcHR6j6CgaN0dXSdrZ3IJ8fiETitStXPN3coc5NY2OjpKhYoL8/2QzQHbOwDA8LgwYm1NXWSoqJnz+XSP7L8NBQgJ8fbJhev3rFzcFJFpQE4zRcnZ1hmobnzyWKi4hAj0mfP3+2tbIGd1AQWCzW2cFBUU4eOmlTkpN1FyfPjY+PO9k7GOkbkLVucDhcVkZG2KlT0IPH0OCgguwidY7p6emY6OjYmEVif+/fveNiY4fmYPX39/t4ekM1K4Cb6+vXeTg4C54txFF8Ki+XlZQiaxeCSD6fJCUmDnUFSktLXZycmyAdJxCIvl7eOhqL1EXu3L7t4eYOPR+Ojo4qyMqGhYSQW4vBYC4kJoYEBkHvxAEJQl6+cwkJ5GNGf3+/vo5O8vkkaMPKP34U5he4eX2hU0AehZsbTOTn8cOH5JMtiO/fvzs5OL4mua1khIaEKMkrQAflZckLOytraMcnJiYM9fT0dfUG5o8ZgMhPWLiFqTl0Nvb39xnrGzg5LExaFAp1/ty5+NjYRXojra2iAkKXIAESo6OjwYGBYMo1GYX5BdzsHNBjUntbm6uT0+NHf98jEOfPnRPg4YWqixQVFMpISP74vtBxDAYTFnJKVUkZOiiPHj7ycvfogbyGKBQKyA6EqIvgSbMxwM8PevDo6uoSFRIGnWwQU1NTURGRsTEx0LXx5YsXPByc0OCr9vZ2VWUV2GwsyM8X5OODZus2NjQ4OTi8e7toNl7JzBIREPwDOSa9f/fO2cERdvBwdXI20NUjixSR5EfvO9rbQ4/BQOKjnJyTvcPCFkCSnnRzcYGeb1tbWtSUVUICg8iTdnJiMjI84mJ6OrSb4BIKOtkgenp6vD08YWvL7dxcfh5eaIxZXV2dg51d6cuXULOQwCAJEVHoFnA7J+fIgYM2llZyMjL79uzdunHz8SNHdbV0zsYntLe1UeaFL+O/FMt+9jL+79HZ0fnk8WM7G9sTR49t27R5+5atcgCVG/mqrIwkgGA2NQVsJ60tLTAnG8TY2Ji+jq6zoyOOtGsWP3/OxcZOKZ76u7mZn4fn2rzqyJWsKxwn2V6UwGnFgvx8IT7+0nm6MT01TURQqKN9kWgaII2XdUVCRLSSxMOhUCgrcwtzE1OYsDQozCwpJg5qJnR1dSnJyzs5OMAYDgKBYEFicWZJPmjV1yoBXj6QyV78lID08/jYWNA5AJlsSvb3x/cfMpJS6WlpUCYbpiYGKklzsbGDmglokMkWl4AqdYDIvJwhKiQEOjdjY2PWFpZK8vKUcYcerq76OroDJMHmv0w2ieKFAtS+tbO2AYnwulqAyaYUgRkcGFBRVAwODAI/PnwAMNl3KNjTb1+ruDk4QAUSPB6fnJTEzcHxebEeQk9PNw8vD1Atgp42OXlhY6bEufgEeWkZMGyUxGRruzm7wGQ3cDhckH+AioIiGE8JMNkkJxvG/s7MzGioqvl6+4B/f/v6NTc7B+WkrautE+YXyLycAe6ab0hMNqXWzbu3byVERMlq4glxceLCItD9HsSTx4+52DlAFbmpyUlnB0dlBUWYGjpJnOSMnJQMqPI+MDCgo6llqKcPY3+xWKyZsYmd9V8BhH4Ikw1Fb2+vvo4uIHhMmrSAoM1iJxtEW2ubhIgoWSwPZLKL53WyyXhVVsYzf8ZAo1DhoaFC/AIwiUbAq0tMlBL/63yDTDaluggpX9BPW1MTdG4AJltOLiIsDMZeT09PO9jaGRsYgq4qyGQnnv0rB07G4OCglLgEWXXk0YOH7CdY71Bo3ZR//MjHxU2mGx89eMDDyfmt6hvM7Mmjx2LCIiCRDzLZKoqK4FsDxdWsK4I8vA2kgx/IZBvo6fcPwNlTfx9fQGZ7BBAn+fPnj6yklIujE6yb4+PjqopK/r6+4FMCmWzw+giK5uZmFUWlM6djcDhgbSkqKOQ8yfaGJAgDRXV1NT83zzXS0kok/mWyKWXCH95/wM/N85OkQDI5Oeni5CwrKdVFIdAUHBiorKgEDtP09LSFmZntPJNNxuzMjL2traW5BXj71NHeLiEimkrxNg0PDRvo6Ts7OoHv7IuSEk5WtuvZi3Q/wTsiAV6+rHn+JSsjg+Mka8nzBYlGEIUFBXxc3OSXMQtgsvkoX7qsjCxJMXFQfhtLijEzMTCkzHBIiI2TFpcARWBBJtvJ3gFmRiAQbK2sLc3Nwbfp+7dvArx8UMFTEN3d3eIiovGxsUBF1b9MNu+9O3dhZt+/fZOVlLp88SL4KHNJTPb3b/DZ+PbNGx4OTvB8iMVgAv38ZSQkoU42iOvXrkmIiDbU11d9/erh5r57x871zGu3btx0/MhRW2ubRw8fUm6Oy/gvwrKfvYz/Y+BwOODW289fQlRsy8ZNO7Zu42Bl83RzLy4qJtOlE+PjLk5OVhYW36q+iQuLgCJHlBgeGtZUUw/y93/96hUfNzd5JYUBqF/AL5CXk3vrxs1jhw7nP10k2UvGwwcPBXh43715k331mrjIIiabDCKBkHn5soyk1JfKSjcXFxiTTQaeQIiJPi0rJV319au6ioqTwwKNAQWoq+3h6vb50ydhAcGA+WIoMLS2tkpLSCadS6ysqOTn5oEy2VBUfq6QFJO4deNGXu5tQT5+cl0MGMpelvJwcJYUl0RHRokvpjGgSE9NlRAV+/Lli4OdvZy0TC+FmhiYoeXs6GhiZPy7+bexgQGUyYZiZHjYytzc1cm5sqJCkJfvKpLMFsjKK8rKxZ2JLXlezMvJdYtKctVXUg2R/GfPLl28eOLIURgFBapZ79+/DyjdRkvj7e01Rx1YLDY+Nk5ZQfHHjx9mxiZQJhsKNBrt6+Wlra7x9csXGUmpQH//GSSzkeERdRXV8LCwd2/fcbNzxMYgSMiBATxCfPzXr2W/ffOWl5MLymRD8aLkhYSIaEF+PnCvIiLaTFEyCcTD+/d5OLnev33n4+mlKCsHqhZSIioiUlVR6ce3b0Z6+loaGojZumNjYyaGRi6Ojs3NzaqKSjCdaTK6u7t1NLVCQ069f/uWh5MLUdsOeOl+NYkLi2Revnz/7l0Ykw1F6YsXoHMTEx3NcZIVMWAGFCuUlZSqr68PCggEmOwxhMTHmZmZAF9fA129mpoadRXVUAiTDcXk5KSVuYWdtfWn8nJhfgEokw3rpqykVGpySmF+wYkjR8nFUGAAxM45uZ49fVqQn8/HzQNlsqG4m5cnISr27u27mOjTMCZ7AUQgZAIMxrAwM4cy2VDgcDhPN3djA8Pv374pyslbmptThiiAMT+qikqngoPr6+slRMWgTDYUgL6KrFxK0oXi4mIeTi7EgB+wbhQYpXDp4iV+Ht6P7z8gd/POHUFevk/l5V7uHkJ8/H9+IwTM4PF4bw9PTTX1382/He3soUw2FGNjY/a2tnY2tjXV1dLiEhcWXy/A5MMD/f1flb3i5eSilkbc9OuXiIDg7VxgCzh68NDD+8iT9vHDR9zsHO/fvbt54waMySaDSCReTEuTk5apqqry9fI20NWFMtlk4HC4M6dj5KSlv375oq6iCjDZ4whbAKir7eoMrI0iAoJei6X6yWhra5UUFUs6d+5bVZUADy+UyYai4vNnSTGxnJu3Ht6/L7CYyYai9GUpHzf386KimKhoGJMNxcX0dClxiZ8/fjrY2qkqKRcVFnp7eXGyse/Yum3Lho3iIqJ+Pr4f339Yzpj8r8ayn72M/wP09PTeu3tXV1v70IEDWzdtZj1x0tLc4uaNG5QRb+ACZGttvXPLNkTJXjImJyeV5BV2bt0GuzKDobGxkf0k6/HDR6CVJihRVFh44shRIX5+UAmVGq5lXdmxZau2ugbiDkFG2KnQHVu2OtjZLW2mp62ze/sOchQpItrb2+WkZQ7vP/DoAUK4Nhm1tbXsJ04ePXS4moLJhuJlyYuDLPuE+QWWVjBITkpi2bVbWUFhbBSukw2Fj5fX3h27fDyX8mgnxscN9fR3bdsOyvdSw/DQkJSY+N6dux49XHRPDcPnT59PHjnKfpK1HElPo/zTp1WrV9LRAwlGOro6c/+EhLj4HVu2WplbILplIAgEvJuLy/bNWwL9/Je4Np2dnVWQlWPZuYuaWwACSPITEDxx5CiiajsZHz98OLL/IDc7B6w0Egx3bt9m2bVbTloGUdydjLBTp/bu2Gmoq4dGU52NaDTaxtKSZdfu01HITjaI/v5+ZXmFPTt2kgtzIqKttY2Xi/sQy/6lu1lUWHjkwEFSMRf4vQoUyUkX9u/Zq6OptcS+jsfj/X19d2zd5ufts8RXzc7OGhsY7NiyNXFJ2ZPBgQEhPv4De1mWXls+lZdzs3NwsrJTO9mCyH/6lGXXbglRMcpKllCkJafs3r5DV0sLpHKpwcXRcff2HY72S0kqjY6OaqlrHNjLQs3JBtHy54+YkPCBvSwvF4cTwPD927fjh4+wHT+BKAdOxs3r1w/sZZEQFW1rbV3CLDTkFMuu3UuL8MxMT9taWe/atj0+dlF8IAyjo6NK8gq7tm6/sbiCFQxNv36xnzhx7NDhooKCJcwKCwpPHj0mxMe/dPuvXbm6a9t2DTW1f9gCQkN3bdtuZ22ztEY1sDZu3xEyf5uHiK7OLlkp6SMHDiKGm5NRXV3Nzc5x7NDhbxRMNhSlL18eZNknxMdP7QAPIvHsWZZdu1UUlcg5EgMDA7du3rQ0Nz95/DioUqKtoXnzxg3Ku9Nl/GcBQdNxGcugTJb98/tPfGycmbGxh5v7l8ovqFnUzp07t23dEn062sLSElHGeHBwsLO9g4uHq/l389jYGLWn2vTrF/Ma5pMnWevr65d48rXVNSsYGVeuXDk+TvWrAFHk0TEmJqZVq1a3tPyhZgMEafz8efzECTyBUFdbR81sZHh4cHBAUEiwu6t7fHycmlljQ8Ps7CwzMzMKhcLj8dTMpiYncTjcps2buro6AbFWKqj+8WPN2rX79u37+uUr9V4C+rLsnJx09HSdHZ3UbKanp7u7u1evXg2INlB/aGg0emJ8YuPGDdMzM0NDQ9TMurq6BgcGOLm4GhoaZ2dnqZk1//69ecuW/QcO/G5uWqL9vxobGZmYVqxgRHywoyMjqFk0+N+HBgdxONwSX4XFYhvq60+ePDk1NfX7929qZr29fdOTU3z8/K0tLTMzM9TMGuob8DjcambmJWxAEQlA/mL9+o6OjiXMfv74uWXrlq1bt/749o2aDRgVwM3Dg8Fgent6qZmNjIwMDgyuYl5NJBInJyapmaFQqOnpmY0bN46PjU9NTVEza/3TMjk1xcbGVltTSyAQqJk1Nzft2bt3x84dzU3NS4/mypUrGRgYpqaoNoykYzO9cuXKOSKxu6uLms301HTLn5aTJ08MDg72dHdTM2tva8PjCNzc3L8aG5d46aqra2hpaVczr17iUYCjSU9Pv5p5dWdn51JLUE3tnj17mJmZq3/+pGaDRqM7Ojv4+PlHR8cGBwaomXV1dY2OjjIzM+OwuCVm2uzMLA6HW7tu3fDgEBaLpWb2u/k3gUA4cuRIDfWGkVbapqNHj65bt67p16+lpaKYmZnp6OimqTeMQCBgMGgmJiYsFjs4OEjNbHx8vLen5/iJE50dnUtsAc3NzYwrGFnZ2ZZYjWloaH58/8HEtHLlqlUTk0tOs+kpRkZGBkbGJeYPOGn3799PCyzgVPedsbHRvt4+Pn6B3t7e0ZERamaNDQ0z09Pr1qxBo9EEApGaGXhrwczMPDhIdWIAT6OpiYmJiYWFpfrHP4wmKysrAyPjn99U383JiYn2trZ169YBUoDzi/a2bdvMLSyuXb+ed+dOdMzpAwcP/vjxw9PN3dTIJDAg4BeJuFnid5fxf4P/NI99Gf+KmJ6eLisrc3FyOnb4yOYNG48cPGSor3/s0GFvT6/ZmdnQkBBdLS1EMrvlzx9RQaGrV65MTk66ubjYWFgi3hR//lSuLK9Q/Pz56OiourKKq5MT4hXw7Vs57CdOFhc9B2O1cyGlsKHIuHRZVFCou7s7/+kzUSEhxPRtUky2uZ21zezs7LWrV2UkJBFvigcHBy3Nzc+cPj07O3s6KkpCVAxalZeMmuoaEQHBsJBTMzMz5iamTvYOiErMQEAeD29hQQFQlVdC6sL584i61FmZmYIAP9H0/dt3eWlZxCpoeDw+KTHRzNi4p6fnVVkZ2/HjiDX5JicnHe0d5KVlhoeHMzMyJURFOxfX9wYBxjQHBQTOzs66u7iYGhkjMt91dXUCvMBd58jwsK2VtbOjI5iYD8PbN29UFZVev3o10N8vLS5xKiiY0oZAIGRlZHKcZP344cO3qm88HJxgtUsoHjx4sHbdWuY1q1etXiWvID85iXBdC2KC1H6wemXi2XPKCoqISsbd3d0GenrpqakzMzPeHh7K8gqUChgkXvMTHxf3hcTzYLVIcqw5DO/fARUfP7x/X1dLqnFNhYSLj42TlpDs6e55++atlJg44j0GGo2ODA93sLEdHh5+cP8++4mTiAoYIyPDxvr6ulpABe/YmDOKcvKUwcEgU6UkJ382LmFmZsbMyNjF0RHMHECkb0uKi3t6egz19EMCgxAnbf6zZ+oqql+/fm1paeHn5kFkjrEYTHxsLA8HZ011NSC6wslFGfULTlo/bx9dLe2Z6elzCWflpGXaWhHCYwb6BxTl5ONizszOzgYFBBro6lEKrYD1DlUVle7ezpuYmDA3MTXQ0aVUwPgbrMzKlnPzVn9/v5S4xDmKGG4QYMXHmpqaDx8+CPDyFeQjc6WBfv4aqmqjo6OPHz2SEhNHDBaanJz0cHP39fKemJi4fPESNwcnGKsNQ0dHh5K8gr2N7czMjJ+3t562NmJMWkdHh4So2LUrV0dGRlQUlU8FhyCujWCR0cqKiubmZjVllcSz5xCva25kZ+toaDb/avr+/Tvr8ROUaTDgDaS/j6+IoFBrSysQg8f7N9YchtnZWaDio6XVzMwM+FiGINXmF9pPisnOzMiYmJhwtLe3t7VD7Oan8nI5aZkXJSVDQ0NqKqp21jaUZU2BQvc3bnKcZC0sKPjz+7cgL9/1a8i64NnXgIqP7W1t+c+eCfDwflpcbR6iLmJvYWo2OzublZEpJy2NeHk4NDRkYWYWExUNluAR5hdAjOmqrakVFRIO8g+YmZmxsbS0QaolDExaUtHcxw8fdnV1SYiKUrsuy7mVw8/D29jQCNQrlZHJRuomgUBISkw0MTTq6e4uKy09fvjw0/myA1CMjY3ZWlopysr19/VlZWSKC4sgBlJ2dnZKiIqpKikfO3xk47r1Rw4ecnZ0evniBWXO0jL+r7HsZy8DGbOzsw8fPDTU09+7e8/WjZs5WNlCgoLLP340MzF1cXQCN2Y8DncqKMjU0Ai2zra2tAjx8ZMDIicnJwP9/V0cnWCCVp8/f1ZTUgarVYPphqqKSp7u7rCW5N3OO3n0GLn8SjMYq01x330lM1NCZGEpefrkiZSYeGXFglQcWV3E0sx8Zvqv/5FzK0dLXQN2ZQausKejo9GkbqLR6LBToeIiorCgzPq6OnFhkQA/P3BjA2K1jY3dXVxgDfv54wcfFzdZZANUqqKMvsi+elVYQJC8sf34/kNTVY2ymPmF80lG+gZdXX8DDArz87nY2J8vjqWZmppydnRUkJElV0hOT00TExaBhSXMzs7q6+j6eHkTCYDTj0LN+nh62tvYwk5ENdXVfNw8t+fPNqOjo+6ubt6enrDohQ/v36spK5NT5ZqbmqTFJSjrL2RlZrIeO/5+PiYbyArl4n4xn2EGYnx8/OPHjy4uzpkZGY2NjeCZhMQVLXIgMGiMnra2p5sbGIeAw+EupqYZ6OrB8gg7OzsNdPVSk5PBqJKpqSlXJ2dlBUXYrv+1EsioIwvgjAwPa6iqUaY0geG85JjyutpaGQlJymE6fy5RWkKyY/5s8+7tW3UlZdiJAlCfCA+3tbQCAwyIRGLOzZucrGywWJrhoSFTI2MdTU1yuEJ0ZKSSvAJMRW50ZERJTj4m6q864cT4uI2llY+XFyxg/cO799wcnOSb9/6+PmsLy+jISNjBr7ioSE1JpfzD35ZUfa0S5ONPociyiD8Ty83OAdbuJpW/LuXh5Cr/CHdugvwDtCHqIvGxscoKijDpybGxMQVZuejISPAjahZ1OirK2tJqcPGJoq62Vk1ZJffW39k4PDxkrG9gqKcPi0V5UVLCfuIk+aTa3d0tJyVD6dyAykXVP/++/h/evxcRFCqmSLALDQlRU1Yhr3LPnj5VV1GFFTNHzQICRN4enqCDgsVik5MucHNw1tYsip3taG9XVVK2sbQE4xBwOJyXh6ehnj56cfRCZ2enmLAIOVykv79fW1MrOjIS9goU5ufzcnKRvck/v//o6+hdpKjblXvrlqaaeh1J9xPMXuVmY7+5OJYGjUb7+/iKCgq1/GmBFmYn/ysQOBzOwc7OwsxsdhZoMIFA8AWOCjqwWJquzi4xIWGyFsrExISvt4+Hm/vU5KLzeXl5uZKcPHk2tre3KykoOjs4wGZjXm4u67HjZMmU379/iwkJU8YC3bieDcRkz8eUP3n8WIAXKFwKM3NxcjYxNCJnNF6/lq2rqVVfv6ibI8PDZiYm0RGRoJzU7CxAKgnzC8ACwOrr6iRFxXy8vMAj0MzMjLWFpaOdPaz9dXV1/Nw85MTH9rY2eWmZtBT4FnA7J1eIj58cbP39W5WGqhplkEly0gUDXT0yb/Lw/n2OkydhIk7j4+O2VtaKsnK985IpAAklJERekUBMT88YGxh4e3iOj419qawMCQrmZOfYtH7DAZZ9+rq69+7eXbrO1zL+g1j2s5cBx9DQ0N28OyqKSru271jHvEZcRPTypUs9vT2zs7P2trYuTvDU+MiwcEM9ffJ22PKnRVRQKCtjUUYjUDw5IMDFyYmsRPa5vFxJXgEqzARuJ+oqqq5OzmTmJvdWDsdJVliNw6ZfvwR4eMmeH5nJhlG2hQUFMpKSZK8FZLJtra3RmEV8w928O+oqKjXzkh0gk306Kgoa7IvH4yPDIqTExMmsNsBkCwqdCg6mVCBxclhgtUEmG7YItre3qygqpacuiP1dITHZMP3a+vp6bXWNW/NKZACTfS7R1MgY5i4XP3/OfpKVzGqDTLactPTw4sNPxqVLkmLi5HUWZLID/f2hNkQi0d/H1xq4fPg7TPUAk81H1s0g/4Snu7uPlxeZ1X775o2KolJpaemibra1yUhKkh8RickGhALevH4NNfv65QsvFzdl2P3584nQXPvvVd98PL3IWhYgk+3jBU/cvHzxkp62Djk0E2CydfVgDiIKhfJ0cycrkIBMNi8gW7GIsp2entYksdrExUw2rP21NTUyklK3c3MXKRVISMIyBCorKoBT5XwKL8hk29nYws6ouTm5HKxsZFabxGQb6GhqwsJDY2POKMkrkF86gMmWl49frJKJQqFsraw93T3I/7acxGQ/X/zSDQ4M2lpZR0dGkidt/tOnaioqMAelpqZGgIeXXAYSi8HGxQJONkwPofTlSz4ubjKrjccT/Hx8dTTh6iJJiYmARvi81zIwADDZZ06fhtoQgFzkaGsLS/LlQ31dvYqi0u1bi041o6Oj5iYmBrp6ZFYbZLJvLOYCBwcGZSSkziWchTHZ3xeXif3w/r2YsDBUlzrQ/y+TDTUrKS5WUVQma96DxWh8PL1gGY2pF5J5OLnJh2cSky1va2UNm7T+Pr762jrk9oNMNmwJHRkZ0dbQjAyPIK+NRYUAkw2jbNta24wMDNNTU8k/cSM7W1tDs6F+ETP94f179hMnr1+7tojJFhD4Q9KZJuPBgweCfPzk9qMAJtvaxsKSSFzU/qAA4BxFXnA62jskRERhNRpRsyg/b29PN3fy+bYcYLKlYS9+d3e3mrKKnY0tmRUGmWzYEtrS0iLEL0BuP8hkC1Ikbj578kREQLBifjZisVhHgMk2hc3G3Jxc4Bwy7+ACPIupaXREJPQCAYfHhYeGiggKkdeW2lqAyQ70XSTQRCQS7axtbCGsdgOJyb53d5G6SEdHhwwpSXehDbdy+Ll5wBoIZNTW1GhraJJ3ur9MtoEhqJZLxtMnT04ePfZs/hGNjY3ZWFrJy8jCrpqvZmZJQOQBgC1AWweWltPb02NvY7t10+bdO3bu2r5DWVHp5o0by8ok/49Y9rOXsYDx8fHsq1dVlJS2btq8a/sODVW12JgzEqJi4HZoa2VtZ21DecWMx+NDQ06ZGhqNjY22tbUJ8fFnIKX2A5eMAQHOjo4zMzNfvnxRhTDZUPT1Aln2nqSs7Tt5JCYbSeigualZmF8AlI27kkn1Uiz/2TNJEquNx+PtrElMNtJNel5urqa6en1d3ejoqCWJycZQ3P1hsbjw0DBxEdH+vv5fjb+gTDasm6ZGAKtNJBJ//vzJx7nAZEPR2dGhpqySnpZGJBKvXwNoGKgONBm1NbWaqmp5ubcJBELyXyYbIXzleVERFxv7i+ISNBrt4ugkDzDZCHoI6amp4sIiXV1dGAyGxGR7ESnaD0hzePsAl9rTM7U1tfzcPFAPkozJiQmAvfP0wmKx5R8/qimrUIq+geFD0uISURGAc3A1C2CyKdVFSKz2Nz7A1QacG9BTIRKJCQnxsCCKa1euyEpKNTQ0YLFYPW0dj3kmGwoCgXDp4iUDXb2O9o6e7h4okw3F7Oysm7OLsoLi5OTkt69V/BAmG4rRkRFNVbXwUIDVfv/uHcBkL5aLBtFQXy8LuNq3iURiUuJ5EpONkNFY/uGjmpJycdFzAh4fFR5BZrJhyM3J5WRl+/zp88TEhJmRsY7GApMNBchqj42NjY2OKcnJn55nsqGYmJiws7L28fLC4/EfP3zg5uAoKkSIixgaGgJY7agoAoFQ8vy5mrIyJSdNumP5LsjLl5aSgsfh42PjoEw2XOxvnmQN8g/U1tAcQ4oZOxsXp6Ko2NPdMz4+DmWyoUBj0GeiT1tbWI2MjDQ2NJBqSiPEjI2NjRkbGBrp62PQ6NIXL9hPnERULurt6ZWTkgYlnPOfPYMy2VCUf/goKihY8vw5kUgMDTmlpqICVpmBoaigQF1FteLzZwwG85fJpgimAio9JScDAST19b09ParKyjYWf5lsmJmXu4cRwMpj/jLZ6QiJj4MDA7pa2tEkGZmiwkKAyUYapva2Nn0d3Uvp6QQCITcnR1NVra52kfcG4s3r19xs7Lm3buFwuL9MNlLM1YN790n+Xz2RSHS0s7MwNUNRcJwkVttHT1tnYmKiu7sbymRDMTU15efj4+nmTqpo9llRTq6oYNGRD0RXV5eyvIKTgyMGg7lz+zbAZCMlVbe0tACs9k2A1b5xnaQugqSO8uzJE0FevsqKCgKB4LqYyYbi1o2bOppavxobx8bGoEw2FICg+ClAubKzo7Pp1y9JsQUmGwqg7pWFBchq1y9msqFob2+Xl5ZJJ7Haebm3oUw2FDXV1QCrfecOWDUMymRD8eTRI46TJwue5YO5p4py8pQ1sMASQqJCQp2dnSgUylBP393VFU+xBaBQKEdbu2OHDqsoKe/ZuWv9mrVS4hJXMrNAXddl/F9gue76MgD09vQUFRXl3spp+vWLnoFBRFTU2MREVU2ViYnp3t272Vev7d69a/Vq5rRLFxHLzNLQ0JyOjGxpae3u7jI2MbW1t0O0AWqAxcS0tbbOolC2dnYqqqqIZoMDg26urqiZmfGJiaDgYFV15ILezU1NjvYOXNxctTW12TdvsLCwIJo9Lyq6kpnJxMS0cdOm5NRUxKLHNDQ09+/ee/DgPgMDAycnp39gIGLRYAKBEB8bV/rixQomJiFhoeiYGMSvIhAJ9ta2jIwMra2tbh4emlpaiGYdHR3+3j6bNm9qbmq+fCXr2LFjiGaNDQ1nTp9mYGBkZGQMj4pErNQNFquPCo9g2ccyNTV9KzcHsQQ0DQ1NVkZGQX7BunXr9u3fFxsfj2gDSuQODw23/Pnj6OJsZGyMaDY1NXU6Krq/vw+NQjs6O8nKIRck72hvd3FyZmJiGhocjImLlZSSQjSr+lrl5+Nz8sRJKRlpAyNDQBv73FlJCUlYZew7ubdJ9TVpjhw9EpcQT0eHnMmdlZEJss7iEhKu7m6INmg0OjzkFJDUTzOnrq7h7eeLaDY7O2tparZj18662rqIqCgpaeT219fVnQoO2bZtW3dX15Xs7N17diOafamsPH82cRXzqrVr10ZERSEWJAe6mXcnLTl59+5ddPQM12/dBJNZKZEQFwfky87NCQgJBgQh141Ho9He7h5AAfn6ulOhoUoqKohmQ4NDURERM7MzqJlZH39/AUEBRLO6mlp3V9dNmzYPDw8lp6Vy8wAy55R4VVZ2Jvr0SVbWoaGhm7k5K1euRDRLTrrwubwchUKJiosFBgcj2hCJxLPxCQ319dPT0/qGBsYmJohm4+Pj/j4+7W3tGAzG1sHe0gq5bvnQ4JClufmxY8d+/PhxISWZWvvLP3yMO3Nm+44dk5OTV7KvbdiwAdHs5YsXV7OuMDEx7dmzJzQiHLFSNw0NzcW09Nu5uZs3bdq1e/flrExqkzYoIKC7u3t8bFxLW8vOAblu/OjoqKuT06ZNm2tqas4lnhMSQa7U3d7efjoico6WFotGh0aEHz9xArmbHz/6+/hu37Fjamoq80rWocOHEc0eP3x4+dLl/fv309DMZV29Skul/aeCgjva20dGRrR0dRydnBBtUCjU6ciovv6+0ZERF1dXRWVlRLPenh5Pd4/x8XE0GuUfEKihpYlo1tbaamdjy8nF+fPHzyvXrlJrf/6z/Mvp6du2b2dgYLiUmUFtC8i7nVf47Blxbg7YAoICGRgYKG3weHzcmTMlz4uZmZl5+fnjEqguoS4Ojjg8vqur087BQd/AANGss7PT1dFx34GDdbW1lzIuU6sbX1dXF38mFqydHhVzmtoWkP/sWUxU9M6dO2lo5q5kZ29DEiegoaHJvnL14cMHmzZv2bljx7mk89Ta7+bsPDY2Pjg4uHHjxsrKSgwGc/ToUVNzc3V1td179iD+q2VQxf+Nc76MfyHMzMxcz74uKy2zaf0Glt17DPT0nhcVwW4/jfUNjh8+srRM0ujIiKSomKSY+NIySc3NzRwnWR3tllKzIpXjerBt02ZLc/OlzS6lp+/ZsSvnFrJOMxm+Xt67t22HFt6jBAaDMTY0EuDl60YijMno7OjgZudgO3FyadGu+rq6w/sP2FpZL92w/KfP9u7cdTY+fmmzjEuXdm/bjkj/Q2FtYbl98xZE+hwKNWUVTlY2csgEIrq7u4X4+NWVVcDCCtRQU1199OAh3yUl2MCqbFs2bPRy91ja7HRU9N6du0pIvDginw3C2tLqwF4WRGVcMiYmJlSVlGWlpJeWYKurrT168JCwgABiIiAZH99/2L97T6DfohgbSlzPzt65dRtihhkUMdHR+3bvgZbiowQahdbW0NizY+eH90uaoVHiwiJiQsJLv3SNDQ0cJ1nNTUyXbtj7d+9Zdu2mphpORuzpmC0bNsJiPCjh4ep2kGUfWA2EGvB4vJqSMsdJVsqK5VD09vaKCQnraesgZpiR8e7t2707d6kqKS/dsCePH+/dsRMaQIKIs3Fx2zZthkWsUcLL3eP44SP1dQgVv8kYHRmVFpc4tG8/ZQUfKAYHBzlZ2dRVVJf+xfLy8sP7D/zj2/Tk0eNd27Yj5lJD4e3ptX3zFmgJXkSYGBqdOHIUFlUCw/jYmIigoISI6NJvU9OvX5xsbA62dkv/4oN790GxzqXNsjIy9+zYeYOitA0M3p5eu7Ztp4zVhgKLw5oaGfNycnWTCkJRQ3tHBx8XN8dJVmQN9Xk0NTUdOXDwH9tf8Cx/786dMdEIl1FQZGVk7Ny6bem1HY/HW5qZ7dmx8ymV+gwgiESikpw8LyfX8NBSW1hHezvnSVYdTSD3+kVJibGh0b49ezet3yAtKXn1ylVExfdlUMOyrt+/L1AoVP6zZ/q6ekEBAS1//mjr6Fy7cf32nTvKKipkYgaDwSSdP6+uqXEr73bG5YxuKkpJY2NjaampoRHhQcHB8XFxExMTiGYdHR1Xr1y5duO6iKhIeloajopS1avS0of37j14/Hjjxk2xp2OIc8hKSc+LioaHh8vevm5uanr7+g2iDZFIzL527dDhQyVlpffv36MmHYhCoVJTUrS0tS6kJl9MTx/o70c06+7qOhUc7OPr6+Pn6+XhSU0Fr6217daNm/cfPRQVF7uYlkZNd6yyorKi4nNJaekcEahmjGhDQ0NTkJ8/Mjr66t3br1++fPz4EdEGh8PFRJ/evHnT3YcPsq9e+/zpM6LZ7MxMQlyctY3NxYzLKUkXqAlyARIlly4lJJ6ztrU5l3B2dgZZxa+5uTk3J/fewwdHjhzJvnqVmjxc/rNnr8rKnhbkz8zMpKemUuvm/Xv3Vq5kKiouJtFmyMBisRfT0iSlJB88fnQ1M6u9vR3RbGpqKjU5xcXNLSgkOOVCMjVNxuamppjo0/FnEwwNjTzd3CapiIXV19UV5OcXFD/fs2fPzRs3qLXtdVlZR1v763dvOzs7Sl++pGZ2584dZuY1RSXFhQWF1OThZmdnw0JDubi4r16/nnj2bENDA6LZxPh4Qmz8qfCw8MiIhNg4at3s6e6+deNG1rWrcgryqSkp1EQSf/74WVz0/PmLkpUrV927e5da+3Nu3GpqanpSkN9Q35CXm4toQyQSr2ZlnWA9+ST/2aMHD5uakBUeZ2Zmzp9LtLG3u3j58vmz55aYjZfS02Pj401MTVMuXKCmKVn1tepS+sUr167xC/AH+vuj0X91IWGo+PT5a+WXl69e4fH4p48fU+vmEyDljubtxw+fyz9VfEZ+m/B4/NXMrJNsrHn37t66eePPH2Qh0fGxsVNBQVo62ufOJ0aEhVOTDhwcHEy5cOHi5cuW1lZn4+KpdbOpqSn/6dMHTx4fPnIYjE5GNPvw/v2PH99fvX3bPzDwvKgI0YZAIKSlpGDQ6AePH70oeVH8/DmiGRaDuZCUpKKqejM35+qVK9TE8sbGxpIvXIg6HRMceiruzBlqW0BnZ+f1a9lXrmWLioqmp6ZRm42vSsseP3p05/69TZs3xcacoba2vCgp6e3rLX39qrW15c3r14g2oCL4oUOHSkpfPn70qL4OeQtAo9HpKalqGhppFy9dTE3rp7IF9PT2RoSGunm4e/v5BfoHUJu0nZ0d2Vev3bl/T0paKj01lVo3q75Wff5UXlxaysi44uH9B4g2wE5XWDQ4OPT63dtvVd8+fviAaIPBYGJjYnbu3HUzN+fWjRvUtoDp6em4mDPOrq5JKckpyReGh4cRzQYGBjIzMi9lZRoZG2VeuiwnL5+bdzv7xg1NLa0/v/+EBAXpaes8efx4ekm5zGUsgKoHvox/XRCJxHfv3pmZmO7avmPntu0qSsoSIqKU8mpzxLmUpKTMjAwwvPVTebmvtw9Y/BmK8bHxsFOhZLb18ePH0ZGRlDFwHe3t/n5+IKOAx+MzL2eQAj3hdOmrsjJNNbWvX778VSayso5HKnNT8rw49NQpkFTu7+8PCghEDPy9kX39bEICyPbV19f7eHlTKlWh0eiz8Qnk7PW3b94EBwZRVk/s7uoyMzbJvPy39HFqcoqxoRElD9fa2urj6f2NVMcLg8WmpaRkXLpE2bAvlV/8ff3AwPfJycmYqGhyNj0UBfn5YadCwazEnu7uAF+/TxS6aSQnO9rN2RlMMPpUXq6qqERZ/wWHxSXExt288Tersqy0NCgggJLSGBwcDAkMKp0va5+Xm3s2No6SLv3d3Ozn4wsW/8OQdmLKSuxgFKy2hgZI4w309xsbGMKyo0A8fPAgJjoaKgBCyWcTiXPpaWkX04C9mfQAK/18fGDp8+DDjI6MAuu6kwQZCiLCwilZ7d/NzQY6OmAuPx6Hi46IBKoRUQSe1tXW+Xp5/yLVdZ+ZmUmIjSMrXUDx5s3r4IBAMOtoeHj4VHBw6ctFKaEg7uTlxZ45A4bnNjc1+fn4UNaGmJ2dDfTzD/QPADP9nxcVqSmr1M4n6ZIxMz0dGRb+6OHfqniPHz2KCAufoSCZOjs7A3x9wSheHA6XlZGZlppKGa1eXV3t6+3T3AwUvJienj5zOgaWtgXi1o2bRvoGYBpuy58WHU0txLJ22VevJiWeB+dMbU0t8AApqimh0ei42Nic+YqhZS9LQwKDYJm74Gw8FRRcNp9fm5d7OyEunlKs8Pu379oamiUlgGrNzOysj6dXoJ8/pXTm58+fA3z9wAursdGxyPBwxDuiZ0+eRoaFgao7nZ2d/j4+lRUIrHxWRkZqcgqYIfD92zd/H98WijuWsbExF0enuDN/C27n5eZqa2hSysMNDw0H+geA3SQSiTeuXz8Xn0A5TI2NjX4+vrWkKF4UCpWUeB6Rxy3/+DHAzw8UmhgdGQ0NDkHMnUi+kGxjZQ3mmFb//KmppkapEEokElOSkzMzMslbgJ+PDyXdOz4+HnbqFFgJnFSU8WFUZCQl5dnR0RHo5w/dAtJTAB8UZvbm9WttDU3QbGx01M7aBnELePniRWhwCJhGDG4BiGKLOTduJsTGgm9TQ0MD4haAwWASz567np1NnAPmzNs3b4MDA8liTWT09PRYmltcvvh3PU9PTTMxNBqkkJ7s6Ojw9fIG5wwWi01PTbtEoQADJKV8rfL38QVvicEtAFH6s7joeWhwyOgIsIL19PQE+PlRihVisdjoyEhPdw9wCf3w/r2mmtonii2A5IufISe1Fz8vDg4Molwb+/v6A/38wbg7IoFwI/v6+bNnwQmAwWKLnz/X0tBk2b1nz87dhvoGZaVliBq1y4Bi2c/+t8O3qipnJ6d9e/Zu2bhJXkb2dm4uFoOp/vlTQUYOWoF5bGzM2dHpYtqidJbPnz4Z6elDc6InxiciwsJht6sPHzywNDPv6e5ZvEP4gN4zCCKRmJaSGujvD3VVyz980NPWqfrylfyXqakpO2ubAF8/6HJ8+dIlRzv7McgC0d/Xb2NpBZNXy756LencOeg//NXYaGJkDC1uNz4+nhAXD5OIevvmrbWFBTRHamhw0MLMDFYTOD01TUtdowui/lFZUWGgq/etakGBgUgkJp496+PlBb1Lrayo9PX2gUpETU1O+np5JyclQTfXh/cfRIVHTEws5JD19fa6ODnlLU5MTIiLd3V2hu5qnz59kpGULIUUhxseGrKztoHtyq9fvTIxMIQ6ByMjIyFBQaUvFlWVu5l93cnOHhonU/2zmuQjLjh/OBzubEJCZFg41Fd+WfJCT0cHqgs2NDRkpG8AvSQlEAgJcfG+Xt4w5wnmZ4PbFeCjQ9b0b1+rjA0Nv31dmC1Dg0OREZGwUpT5z5452NqR1cpIG2G7sb4BtHQzkUg8Ex0NKFRCds1XpWWGevqNDYCTTW5G+KnQqIhI6MbyqqwsKABgtqDddHJwuJ69oHeBx+Nv3bwZHxeHQi248n/+/LGztoEWt8PhcCFBwUEBgdBJW/z8uZyUNDQAo6e7x8LEDHYwe/L4sYWp2UD/ggoesCv7+n1evCunJCf7entDj8GfP3/29/WD5pDNzs5GhIUnnj0LPV89uHff2MAQOmnb2trUVVShPgQgK+QfEB0ZCZ3GNTU1xgaG0F0fhUIlxMbB8mtflZWZGBr9Jvn6ILq7uoMDg16VlkHNbt244eHm1t+3IKRQW1urr6P7CqJ1g8Fg/Hx8HezsoEKiD+7fNzM2gWr1TE5Oerl7pC7Wonny6FFUeAT0+XR2dlqZWzx59Jj8FzQadTn9YlrKohPLz58/rcwtyAokwGOcmXFzdkmIW+Qj3rl9W1lBEZr03PTrl5G+Aazi5vVr2Y529lBd8OamJh8vL+iJC4vFRkVERIZHQNeW0pcvST7iAk0wNjrm6+1DpktAZGZk2FpZQWd7bU2NgpwcVEVuYnzC2cERqokBKvOYGBpBEysnxscjwsLyF2erP3rw0NLMvK9vwVVtamry9/GFTmPAib+QHOTvD02wK//wwUBXF7pTTExMONja+vv6khMTiURiZkaGnbX1CGRRGujvt7e1hcUQ3sjOPpdwFpot3djQYGxkDPXIpyYnzyUkQN9WMAbJytyCLEIFro3WFhawAJuLaelaiw9OVV+/6uvofq1caP8ckXjh/AUfTy9o1NM3Usn3Vkgo5tTUlK+XN6y0wpPHj8PDwqDPB9wC7pIEAMhIiIsDNBMhk7b840dAlfzFC+gWaWlmnrv4+bx88cLC1Az6Ug8ODgInlteLTixXMrOc7B3I308kEiPDw48cPLRty5a9u3Y72jssHR62jGU/+98I/X390RGRJ44e27xhIx83T3paGnS7qqyo4OPiBgmqiYkJI30DWytrSvnMWzduCvDyNZIYvtbWVlUl5SePF3YgqDtipGcAOh9vXr/WVFOjJBtQKFSAn5+DrS24nRQVFrq7ulLmXI+NjWmpa3jOxyMmJZ4XFRKmLEfyq7FRiJ8f1NUmEoluzi6hIacoidjCggIxYRGQFe7t7TU1Mk65AFcFJol231ZVVAblFJqbm73cPR5DNloyAD0WEVGQ/P708SMnGzuZSSVjcnLSxNDIzcUV/Hj92jUjPX3KCttdXV0qikppKX93tdiYGBsrK0qyoaGhXkVBEcyyR6FQ8XFxZxMSKAtAvHn9BigBQ1LwGBsd01RV8/bwoLw9SE1OERf+W8KmprpaVUn5JYkUhAKFQvl5+9hYWoLLfUlxsZaaxudP8MjpmZkZV2dndxdX8Jk/ffzEy93jdzM8oLO3t1deWiYy7K+udlREhJy0DGVqPNTPJhKJEaFhCbFxlNRXzs1b0uIS4K7/5/dvAx1dytLNBCLx8sWLOhqa4Imi+udPdxdXmGL331oqPj4q87raxUXPOVnZKOuNDw0NqauoggokYGV7KwsLyqoxvxobpSUkc0jDhMfjgwMCPd3cKYUmPn/6pACoLgCu9vj4eGR4eHpaGuVL9/jhI252DlDNuqe7R0ZSKjoiAmYDKGyGhyvP62oDcuZKypRVYyYnJ+2sbTzd3UH944f37+toalG+dKOjY+YmpuRhup2TS2aCF3Xz1y+yuAQOh/N0c9dSUx8ehl/yvCwp4QV0tYH2j42N6WnrIMYNnz+XqKSgAL4a36u+aalrUGoNYTGYmKho8oniw/v3bs4ulAwfoEBnYWmkpw/OmVu3bvFwcMIkCMGXTlZSKnleVzsqIoKkPQpXR6n4/FlEUAgUIZ2ennZ2cIwIDcNi4bPxeVGRkrwC2M2+3t5AP/+b169TTtqrWVm8nED2NkhACPLyUapz4HA4D1dXIz198G0qLCgAZEMWi76BB0tdbe3I8AhQ+CgrI9PYwLCzE37J09XZpa2hAa4tRCLx0sX0yLBwyuIylZWVQvx/FeimJifNTUwtTM0obybv3M4DdLVJcwYoeqCk/OD+fcr2BwUE6mlpj5Jm4+tXrzRV1SiTDaanp329vNxcXMBfKSoo9HBzo7zkGR0d1dHU8nB1Az9eOH9eiI+/qakJZva7uVlEQJCsC+7j6Rno50f5NhUVFgry8YNifwMDA6bGyFtA7q1bGqqqYDd///7t7eGByDfHx8aJCYuAF2sVnys42djvUNR2mJmZsTQzc7T/m5WUl5urp63TsViKGxwmBRlZ8sEmPjbO1spqhOJtqq+rU1FUAmlpNAp1Nj7+bHw85RbworhEiJ8fJE0G+vvVlVU8XN2wGLhAU3pqmqiQMLgFNNQ3KMnJw+RZwYO3nbWNjaUVeOP39MkTIwODd2/egHK0mzdsPHb4SHhoGKLCyTKW+ex/F6BmUffu3hUXEd26afOJo8dOR0dThn+QKqr8FOLjv5qVZWZs4kQhtk9G3u3bEqJiBfn5UuISoEgWIqIiIi1MTZ8+eSopKgYK8CE0DIUKCQrydHe/k5cnLizy/t07RLOpyUkjAwMfT6/Es+dEBYUQ63LNu9oC2VevOTk4mBkbI5YfI21ahfIysoX5+SaGRn7ePtSSq+7duautoVnwLF9VUYksG0yJC+eTFOXkH96/L8jLh6g/BXpaFqamnu4eGZcvC/Dyff++SLKXjPb2dg0V1Ytp6fGxcerKKuA9PiUaGhq0NTWzs7MD/Px1tXWopaSUf/woyMt3OydXT0vbz4dqqmLGpcvy0jKF+fkigkKZGX+jYmAgEomB/v7ODg6PHz2SEBFFPHKAlIy3p2eAr1/OzVuigkJfIKQUFIODg6pKyhFh4VERkXJS0oilDaF+NhaLvXXzJrVu3s7NVVZQLH5erKmmDjDNVCZt5uUME0OjwoICWSkpqqmKRGJ4aJi2hmZebi4fNw+UIoVienpaS009PDQs8exZcRFRKAULRW1traKs3M3rN04FB+tp61BLrvpSWamhqnb/3j1nBwcbSyvKaAEQz4uKhPj4H9y/r6ygeCaaag5ibEyMppr6k0eP+bl47iPFfoAvnYOtbYCv353beZKiYq/KFhHGZAwNDtrZ2MbGxGReviwuIgoerSnR2tIiLSF54fx5b09PbXUNasNU+vKlEJ/As6dPgeo/ISGINQtBF0pDVa24qEhOShpR2w68A4k9HeNoZ//0yRNJUXGyJDkMGAzG3cXVwtQsKzOTn5ubWhr04MCArJRU0rnE8NBQFQVFasltHz98kJaQePjgoYujk42lFfQyDYqXJS80VdXynz41MTD0X6ysDEXOrVviwiKPHjyUFBW7jBRXBsLPx9fM2ORu3h1eTi5K7wfEyMiInrZ2TPTprIwMWUmpKlLEGiXa29tMDI0upqUnxMUryspRc4l+/vwJFqG0MrewtrCg1P0E8eD+fXFhkYL8fDkp6QtJyKUN5+bmQoKCjfUNnj15IiYkjKhtB/pwfj6+/j6+d/LyJMXEEYv4gkKiFmZmPp5e58+dE+KH63zD6hBfyczydHM31jegtgXkP30mISpWVFhoYmDo4wVUk0U0u3P7tp62zvOiInUV1XMJCdS6mZacoigr9+A+oDV+DymSiqyr7erkdP3aNX4eHmqzsaO9XV5GNi017VxCgoqiUtMv+FkCRH1dna6Wds7NWyGBwGEGeucJxds3b6TEJe7euaOlruHj6Umt/Vcys+SkpAvy88WFRahVtyUQCLaWVva2tvfu3BURECidZ8r7entjY85wsLJu3rBRWFAw7/ZtROXcf3Ms89n/+vjx7bu1pRUYKMLHzQOrywBD+cfy7Zs2G+rpE6js9yBuXr/BQEObeI6q9wnC3dX1wF4W2JUcDFgMxtbaes/OXYVIWqpkjI+NSYqKHT5wkJIGgOL37997duzUUFFd+m1/eP/Brq3b3F1cl1YwyLh0ef/uPUvslyBCg0NW0NHfvwcndaDAYDBqyir7du/5gVTmnYzu7m4eDk4JUbHfS6b2//j+nYeTU0pMHLHiMRllpWUb1qz9R3WXpMTEFXT05PqdiMDhcbZWVkcPHsq7jXxkAoGanTU1NNq7YydiuDwZvT29vBxcXOzssEoKZCyhN0KJjEuXd27dFhoSQs1JBREfG8eyc3fcmTNLf5uzg8Oalatg4QowTExMiAmLsB47vrTsSWNDAyBDq6gIvUCnxJtXr9iOn1BXVUVU9iXj/r37qxlXUKsGT4avl/cqxhUglU4NY6OjasoqJ44co3YyBNHb26sgK3dwL0vl56WEGr5VVR3av19USHiAymiCyH/6bBUDo4erK2L9cDIiIyJ2bd2WikQxkkEgEHw8vfbv2QML5YIBh8PpaGlt3bDxB5WTLYiB/n6OE6zC/AKw2pMwfPzwYc+OnaZGRohl3sl4cP/+0UOHrCwsKcXdoUhPTVtBS5eUeH4Jm7m5OQdb201r171eXBoJhpGRESlRcT4u7qX1NNpaWyVERHg4ORFLDZBR/vHj3p27tDU0sdilZEPybt9mpKU7G0/V+wTh6uS8Z8dORA1+MlAolIWp+aH9BwqWlFQaGxuTkZA8sJcFUeebjLbWtv179iorKi6tifH40aMtGzZ5uP7DFnApPf3wvv3+Pr5L2MzNzUWEhq2go4dFZcCAx+P1tHV279jxD1tAVxcnG7uEqBglYQ/Fj+/febm4pcUl/umle7pt0+Z/VL5KTU5hpKGDlXaCAYvF6mvrHGTZR1kwtaam2s7GFkz3Mjc1QwyU/3fGst7IvzL6+vri4+JMjI1LiosJBIK0tPTGjRvKXr6klr49OTmZlZkhIyc3NDj48OFDal/b1tp6J++2uYVFacmL5uZmamZfKit7e3qlpKTevnlDLS+blBr/YWhgUFRUNC8np7+vj5pZ7q0cJiYmTk7OlAvJeCrtx6AxSYmJomKis7OzBc/yqX3V8PDwq1elCspK7e3t3799p2bW3dX1/t07SWnpqi9f3r9/v0Q3yz9+NDE1yblxo7sLORmfhobmdk4uGo0SFBK6cS0bS0VohUggPH3y5PCRI5s2bXr1snSOiCy0gsPh8p/lHzx4iIGRMefmTWq/ODo6ei0rS01Nramp6eWLF9TMGhsanhc9NzExKcjP7+7qomZW8enzxPiEkLDQh3fvqElb0NDQvH3zZmR0lIeP79aNm6MjI9TMblzP3r5j+969LBmXLtH8E/B4fAsVMQdAare3t7Lis6KyUl1tbWNjIzWz5qbmb1+/SslIvXn1uvpnNTWzstKyhoZGbR2djMuXqSXj09DQXM26snbt2iNHj4LuLKINFoN59vQZNw8PHS3duzfIejigukhRUREbO9v01PSDe/epmfX19eXl5ugZGFR8+vSlspKaGRaDWc282szcnIaKzj0IHB4nICgoryC/YSOyMjQIIoHAxc2lqq4+PTO9hNns7KyCgiIPLy81zRYQ4xPjZhbmGzdtprb+0NDQ/Pr1q6G+Xl5R8f27d50dHdTMvld9a29vExOXyH/2rK21jZrZ40ePRkdG5BQUki9cmKKujXAxLf3AoYMbN23Ku51HzWZ6arqwoFBCUmpkZPTTp09U+zg2VlZaKigo1N7W9rwQWeiDhobmd3NzQX6+iZlZUWHBr8Zf1MxKioubm3+rqKndzL6+xLMtKS7esnULy759ZaVleCrSFmDE14aNm7Zs3nLr5i1qWk/T09PXr2ULCgnNzs4+fkhVj6Wrs/N2Tq6ZhXnpy5e/flFtf0VFRU9Pj6S0VHFh0Qj1t6n8w4fpqUk+Pr67d+4usQXcyb1NQ0vLx89/MTWN2hKKx+OSLyTxCwjgcfjH1EWcRoaHS1+8UFJWampqrv7xg5pZT0/358+fRSXEv1VVvX/7jppZ1dev79+/NzYxuXvnTgcVESQaGpoH9+6PjY2Ji0tczczCYDCINkQiMf/ps6NHjqxZs+Z1aSnyykLaAkqKiw8cOEBLRwfG+SCaDQ8P3869LSMr09vT86qsjFrDmpubC/PzzS3NH9x/sMRL96q0DIvFcvPwPHn0aGZmBvr/xc7OkZmVeTHjMhc398sXL6wsLL09Petq66h91b8d/qcd/WX8VyH/6VNFOfnNGzexHj/BfpKVJI4x/K2qipeLOwopuHNqesrU2NjO2gaHw9VUVwvw8iKKCbS1tgrxC2SQcq5v5+QI8PCCagwwVHz+rKasXPDsGQ6HiwgLMzUyGhxAEGx+VVomJS7x7u27SVI4oKqiEuLpPC0lRUxIuKO9Y2Z6Wl9Hx9PNndrFnIWpGQaD+fP7t9B8tUgYhoeHrebLqhcWFEqJS1DGsIK8sp6W9rn4eAwGnZqczMXOAau2DaKyooKbnQMkBRPPnpMQEUO8d75+LVtYQPDXr18oNJpULdIVMbwh+XySoZ5+b29vd3e3uooqWCoMBjweHxEWbqSvPzIy8vnTJx4OznNIlNLExIS2hqaXB3BX+PnTJ1K1RTgJAfIQfNw8IA2TnpomLiIKTesk4+OHD2pKKiUlQL3JAD8/extbxNpgRUDsu3BlZeXo6Ki2hqaBri40EY2M2NMxslLS/f39IyMjSvIKkeF/g4ChABITz8SAcbc4HM7J3r4wH6GQYWdnp6GefvKFC0Qi8dbNm3LS0pQxrGDgppqSclZGBljtXICXDxSEgaH05UsuNnZwoE8FBSvPx2rDkHT+vLS4RHdX9/j4uIaKavipUMT2R0VEABXsx8ebmprkpGVy54snQzELiGN42lnbTE5OFhUWcZxkzb6KQND29/XJSctERwAVE58XFvFwcFLqyfwLoL6uTl1FNfdWDpg9rKqkjDgbv32tUpSVe/r48Qwp0VBKXAIxdAcMt6j++ZNAIDjZOxgC1RYRCOawU6FqSspjY2P9ff2yUtLJ5xEC4VAolKebu5e7B1jIUHxxYXYyRkdH7aysA/38Z2dnb924wckKrxYO4nczUMsWTDHPuXWLl4sbsRBgUcFCxUcvdw/D+VhtGG7n5GioqjU2NAwPD+vr6EZHRiJeRaanpqopKfd0d9fW1Ajw8IaGhFDazM7O2lhamZsAZcmrf/4UFxZB3AKAio/Cwmmk1enBfbBaJMJL96m8HKj4WFiIx+MD/Pz1dXXBWG0YykpLFWTkPrx/Dxb11FBV60e6/LmYmi7EL9DS0jIzM2NiYOju6groYVHAzdnF2NAQhUK1tbWJCgndmpdXgmJ0dMTc1CwyLJxAIBTk5wvzC1QgXdd0d3cb6Ruci09AodEXzp/n4eRE3AKqvn7l5uAAH1TyhQtiwn9jnWHIuw1UfKyvr8disVbmlk72yGGZqcnJ+jq6vT09XV1dirJy4EOGAY/Hn46KNjYwHB4efvf2LScrG2L05sjwiLaGppuLCx6Pf/vmrYSIKCzBHURjQ6MANw+YW59x6RIpVhvhpSt+/lxeRuYTqaqUtYUFYu4Wif6/yMHKdvzI0Y3r1nOcZM3KzFz6VuffBMt+9r8gOjs6gcosO3bu3rHTzMTUzNjYwtSUHGBQWVEhxMcXHhoKzYqbmJgw1DeAxmRX//zJy8V1B5J+DsZiigoKkbXtQKUt0IOEmn3+9ElJXqEAIqQQHRFpqKcPi8QtfflSVkqavHiNjo6am5ioKSnDXNWUC8nC/ALkmOzp6SkjfX1XJ2dokAAajba2sLSxsiJfAv5qbOTn4YVJcwwNDlpZWERHRpJvrosKC2WlpD+SMsygD1BHQ/M8JCom5UIyx0nWN4uzsIHMUU5u6M170vkkKTHxrs5F6WJXs64IzmeOglfe5iamzqSqwmQbPB5/PjHR1MiIvEa3t7cDhdlT0qAhkkCCaWioga4e2c0t//iRj5snNuYMvFq4mjr0rrO8vJybg/PFYt2u+vp6fh6e2xD/7/KlS5JiYrB94t3bt6pKSi/n12gwVtvGEp6jWVhQICEiSvb/ent6dTQ0DfX0oJoAQDGayCgZCUnyTBgaGlJRUDwVHAy1AX/lwYP75CPc1y9feDi5YM5NT0+3oZ4edI+5nZurICMLy6P61dioqqh0bV52EMyq5OPmhsUSvHzxgpudowwSrAwE7CoqwSJzzsbHQ4d4enpaQ1UtJCgIumdi0OioiAhbaxuyCEltbS3gai++Vp6ZmfF0c7ezsiZP2qLCIk5WNlgAT29Pj7y0TCwkJvt5YSEPByeic/C/F40NDapKylC9iOTzSSqKSu3ti4IcKisqlOTk8+cl5FAolIuTk6SYeGvroliCu3l5PByc5NMUFot1c3Yx0NWDHfyCAgLUVVTIM3lwYEBaQhKWjDE1OeXl7uEFKav+8cMHILp3cZzb6OiolblFoH8AeQnNuXmL7fgJWI5gU1OTqKAQVOszB2AreKAKJGA4Pjc7B1Skxc/HR19HFxaycvP6dW11jfr58jejIyO6WtpR4RE4iHNDJBLTU1NVFJXIEXdVVVXCAoIhgUFYyBI0NT1tYWpmaWZODp3/+fOniIBg3u1FS2hnR4ekqBg0dP7B/fuCfPyw9n/69ElOWgaqFRsSHKyrpQV7m14UlygpKLx7+zctZ3R01EjfQENNva9v0RaQnpomwMtLTqoGczRdHJ2gSygOi3WydzAzMSGfRlpaWoT4+GFRi0NDQ5Zm5lHhEeQ01vynz0SFhGEV7Lu6uvR1dKEz4cL585SJ0V8qv/Bxc0NDz1OTUyTFxKAKHmAaMT83DyjICI6IrZW1nbUNNGSFQCBcSDxvpG9I1irt6OiQk5ZOTU6Bri1YLPZ0ZJShnj5ZAOr1q9c8HJyJZ89BHffhoSENVTUvj4ViRm/fvBEVFIKKUIGzUYiP/w4kFDArM1NCRBTW/qKCQllJKbKkLBCrbWVtaWY2vTjO7d5dIKOppqamurra2tJq946d27dsNTcxXTq47t8By372vxoKCwqkJCR3btsuyMd/88aNyLBwC1NTGElc8fkzH4TVnpqeNjUytl382pPSIn8I8AJ3eeDHttY2IX4ByqwdGKtd8fmzqpISWUsVBB6PDw8NNTUyJrPar8peSYlLvHm1iCEYGR42NzZRUVQkNzgtJVVMSBhWinJ8fBxgtd3dF5hsGxsLMzNYQF5zU5MQv0DePKs9PDRsaQYw2bBuFuTnS0NYbZDJTohbVKMRj8cnnz/PDWG1oUw2FOfPgaz2X0rmena2ML9gQ/2iTQigZAyNoKz2haQkQ319GHvX2dEJZbVxOFxkeLiRgQFsr3r39i0PJxeZ1Z6YmNDRBJhsWLBy+cePvFzc5NC6mpoaPm5uSjXotJRUKKsNMNnKKs8Xc+EAq+3ra2djS3ZQACZbSBh2M9Df16etoUFmtYlEYnRkpKyUFKjsS8ZAf7+SvEIYkjgMFFVfq/i4uJ8+eQL6AYAAti7gZOPxi4J9b924ISctQ2a1fzc3qyopZ1xa5LkCFddDw6CsNshkwzZRAoFAYrUVyM7NBRKTDduERkZGNFQXFEj+MtmWljA16IaGBnnA1c6BM9mLPaenT55ysrKRWe3+/n45aRnKC6gikqsNlT/7X436unp1FVWynDYZ5xISVJWUyeI836qqFOTkYJI+k5OTrk5OJFb7N5TJ/vF9URQsCoVycnAw1F9gtcNPnVJTUoa9Tb09PVBWm8xkT04ucik+fSwXg7DaAJNtbR3g6wdbW7KvXuNkZSPX5wOYbAGB9FQ4SQljtYsKASYbdmVBIBA83d0N9Q3Ir8ntnBxNFTVQt4SMwcFBAxKrTX79ASZbWRl2eP5WVSXAyxsaHLKIyTY2gaW1fP/2TUxYhCz2B2WyoXhwbxGrDTLZsAsoAoEQ4OdnoKtLFnItKy1TlJV7sziWd2hoCGS1ySkNIJMNS3wcHx83NjD0cF1YQt1cXIwNDCcXe34tfwBiiCzbOjoyYm5qGhUeARum/KdPoaw2yGQnxMVDOQ4CgZCYkMDDyUXeAkhMNieMiiKRMhfERETIDxxksslONggUCmVlbgFltVMuAEx2R/uiYepobyex2ikwJhtWzbfs5UuA1b7wd9KOjozoaGi6OTvjFq+Nr1+9FhcWeTmfwghlsqHIuHRZVEi4a57VLi56Li8tAxWsBPNwrMwXsdoP7t1XVVQCKyqABrdzcgX5+DeuWy/EDyRAz/0bY9nP/tdBd1d3gJ/f/r0sG9au4+fhra+rSzp/3sTQEFHPobKiQpCPPzI8oq+vz9jQyJGKugiJ1eZ++OBBe3u7qJAwtVS52yRWu+VPy9cvX2FMNhTRERFG+oDY3+tXr6FMNhQAq21soq6s0tnReTEtHcpkQzE9PW2kr+/u6jY6MmJrbW1jucBkQwGy2nfy8oaHh63NLaIjoxBzsEBW+/Onzz3dPboaWufPJSK2n8Rqs71/++7bt298XIuYbCgunE+SlpDo7u6+cf26IM8Ckw0FHo83NzF1dXKenJxMTkoyMTKiVPoD11l1kgLJNFCXJMxQb4HJhgJktRPi4kmuraY/FXURkNV+VVbW3NQkwMMLZbKhuHzxkiSJsi3/+FFFcYHJhuIvq01SHnxe9BzKZEPR29ujo6FppG/Q3dV18/p1exvbgQGEuKChoSFnR0ewssMSVQ++VFY6OzqCTyAzIyOLSrHovNzbCjKy9XV1f37/VlVSRkyVI5JSl/i5eap//nzz+jU3B2cZlcTH8NBQIJxpYCApMZHysgLKaoeGnJqamoqOjIIy2VDU1daCivWgcrM9xckWRFFhIScr29WsrO7ubgUZWWrqIo8ePIDq85SVlaWmpqZDcTH94qWLly9foiwT89+P5ubmj+Ufq6uroV2emZmpq61tJp2FqOWQJSclqSoqdXV1VlVVKcnLI27YKBTK1clJWlziz58/D+7f5+bgRNRzAFhtFxcjEhcYGhyirqJKqZtJZrUvnD8/MTHh5e7hDWGyofj44YOkqFjJ8+LRkVFrC8sgCJMNRc7NW+wnTj559Ki1pUVMSBiMuKNE7i2ArWhubi59+ZLEZMOVCkH4+fgA11mjo7m3crQ1NMlMNhSjI6O6WtrREZEzMzMX09KgTDYU36qqRAQEQ0NC+vv6rC0soEw2FD9//hQWELh/715XV5ekmDhiyZV5Vpvvd3Pz1y9fYEw2FKeCg3W1tYeGhspKS5XkFd7PM9mL2k9itbXUNTo7Oi5fvCTAw4sYFzQ1OWVmYurm7DI6Ourq5GRmvMBkQ0FitQVu3bw5MjJiaQ4w2YhbQMGzZ2JCwpUVlb09PQCTTSXFH2C12djevnnz8/sPEpONrC6SmpwMXAx2dt67e5esgQgDyGrb29hOTEwkJ10w1jegrLoFXiDIS8ukpaTOzMzEREcb6S8w2VC8fvWKh4PzQlJSb0+PtpqG17wMLgxv37wRERB88/r1n99/gNBKCglCEFcysyREgPa/KC6RkVhgsmHtt7OysTK3mBgff3j/vrqKyk+K/M7WllYnB4dd23fs27PX28tr6QTQf2Es+9n/IigpLpGXkd24bj03B2f21avWFhbqyio2lpaITjaIr1++SIiIigmLuDo6oSEXcDDU19VJS0iKCAhSc2tA3L93T1RIWEFWrhgpchEEHo+PO3NGUU5eSU7h3RuqehQjIyN21jbCfPzyMrKw8z0Uk5OTFqamkqJidtY2S6iLtLS0yEnLyEhKxcfGLZFaXlJcrCgnrygnf2FeTBex/RfT0vm4eYT4+Mk314hITUkRFRKWkZRCDF4HMTs7a29jKyclbW5i2kWhTEwGSK4oKyjYUFCkUHz8+FFMSFhcRDTAx3cJrZgvlcCgw+4KKZGZkSEhIqqiqIQY0gcCjUZHhIUpyyvIy8hWUBc6GOjvN9I3EOITcLJ3mPvvwt3beQoysopy8kvoUaDR6DPRp/m5eYT5BRH3exAEAiEqPEJcRERFQRHxLAQCjC6Vl5FxXFzTB4ampiZNNXVlBUV3F1fE4HUQRYWFQnz8YsLCsadjqPdy4UxCJBJtbK1paGgYGOnB/2FcwcC0cgWYhJOdTUXH8L8FrW2t9g72Bw8d3LZ9667dOzW1NMjc3sjwsJS4hLSEJPnSDBGpycly0jLKCgpLsGJTk5M+Xl6CvHziwiLQCkowoNFoT3cPCVFRPW2dJYapv79fU01dTkra38d3CRGYyooKBVk5ZXmF8NCwJdYW0IcWERBcQsIPFBIV5hcQExZZQmaHSCAEBQTISErpaWmDZVYRMTQ0ZGVhoaKopK+ju8Sk/fH9u5SYuLiIiJ21DWK4LYjamho5aWkxIWFqSosgQP0+WUkpWHwaFAQCISIsTF5GRk1ZhZqKK5hFY21hIcwvICspRVkqgYzJyUlrC0spMQlrC4slhglgheXkZSQlz5w+vcQwPS8qkhaXUFZQBPI9qAgaEgiE1ORkAR5eQGTz3j1qXwVGKosKCklLSCKehUCg0WgXRyc5KWlTI+Mlhqmrq0tHU0tFUdHWyhrxAA/izavXwgKC4sIiPp5eeBzVLaD840cpcQkRQSFqhwQQ2VeviQuLKMjKUpZKgJ1v5WVkdTS1KFXP//YRhbqdk8PDxb1p/QYuDg5YtNW/CZb1Rv7XY2hwKCw01MHOrqa2VlNbO+/uHXNLS0Eh4bGxMWlp6W3btlH7hydOnDx0+DAGgxYSEWFa8XdLpsS69ev379+3dds2fgGBJZpx+AgAJiYmbh4eajb09PQSEpL0dHTHTxzj4+ejZrZp0yYBQcHJqSk2dvYl2r9y5cpDh4+sZmYWFRNdvXo11favXScqJorBoHn5+ZiYmKiZsbKx7du3b+VKJhVVlSXaLyYuRktLu2Xr1hOsrNTMaGhoWFhYNm7YwMHJwbJvHzWbFStWSEpL0dLSHjl6dPfu3dTMtm7dIigkND01raKmtnnLFmpmbGxsu3fvxuGwvAL8dPT01Mw2b9m8/8CB7du38/DxLtF+Li7uvSwsa5jXcPNSHU0mJiZJKSksDsfPz8fDzU3NbNv27Ty8PFNTkyz7WGj+u8AnyL9t+/YNGzYoKClSs2FiYpKQksTisHtZ9h49doyaGR0d3YGDB9asWcvLz7djxw5qZqtWrZKWkcZhcazs7Js3b6Zmtnv3Ll4+XtTsrIam5tq1a6m2n49v8+bNtLR0fPz81HtJQzsvKkJLS5uSnDo0NNTX2w/+z/DgyK1bOevWr+Xh5ZGSkqb5H8L09LS7u9uTJ4/d3Nzu3rnn6+tXUfHZydmpjyQrsYqZmY2NjYaGhpf6NKOhoRGXlNywYcOOHTvExMSp2axZu1ZSUnJ6evrY8WP791N96ZiYmA4eOrh6NbOIqOimTZuomTGvZhaXEEdj0JzcXGvWrKFmdvjwYU5OTjwer6auvsTaIiYhvpqZeRXzaj4+qoseMDf27N6ydevx48ePnzhBzYaWjk5YRIR59epdu3cfOnyYmtmmTZtkZGUnxsdl5eX27t1LzezEyZPHTpyYmZkVFRNbtWoVNbPNmzdv375j+/btwqIiS7R/7759hw8fXsG0gpP6akBHRycnL79y5cr9B/bz8FJdgjZv3iwuITkxMcHNw71rF9W1kZmZed/+/StXrZSUll5imJjXrBESEkaj0Dw8vEsMEwcHx/ETJ+ho6ZSUlGjpkF0jOjo6aWkZOjq6rVu3clHvJrAF7GNZs3YtNw/3gQMHqNmsYFwhIipKR09/4OCBPdS3gG3btsnIyoyPTygoKmzdupWaGTcvz4EDB7A4nISkJD0D1S1g586d69at279/v4Cg4BLtP3T40O7du9evX3/8xHFqNitXrlRT16CloSXNWeRJy7RypYmZmYaGxrZt24aHhl2cnUOCgwcG+mn+rfA/7egv4/8JP75911BT37JxE/tJ1syMTNQsikAghAQE6uvqDvT3n42Pv0OqGkWJqakpE0MjD1e3X79+mRmbUMbpgmhvaxPmF7h65UpHe7u/ry+1e583r1+LCgkXFz3/VlXl5+ODqBIAEB7Pngnw8Fb//Pm8qCg6ImKKCp+XlpwiJS7RWN8QExXt7eGFKINKJBLtbWxJpfj642JjqRVB6O3t1VTXCA8N6+3tDQkKQoxUAStgK8jKZVy+3PKnxc/bp6EOmYGo/PyZl4PzeWFhQUG+kb4+LPWHjBvXr4sICjb/anr6+MnpyChqMq5RkZGqSsq9Pb2ZlzNgFcXJQKFQvl7eZsbG/f39sadjHj1YKBUOxfj4uLaGxqmgoIaGBiN9g4dUzGpravi5ee7m5TX9AmogU2v/y5IXokLCr1+9/vj+A1BRnMqVyP27dwV4+Jqbmx/cvx8fG0stujou5oyyvEJjQ8NTirqh/0Woqa6WEBW7f+9eTXW1n48vNbXgly9e8HByfnj/Pjcnx9zEDPHSFszGk5GQ7OzoyLl56/y5RBxFFUDwosPXy8tIT7+/vz/x3DlY8WcyJsbH7axt3Jyde3t7w0+FvixZqIoMRR9JXeRcwtnv377p6+iWUSlQ8vr160/lCPe5IP78+cPFzblj5w5K6eXv379nZmbevHkDWvYZ5Oqampr6+vqmpqaePH2SkXG58kslZSwEDoerqKjIzMzIyclZ4h4GRFlZ2cpVTInnFwKxUlJTVjCteEQqGj82Nvbw/oNfjb98vX2o1cF59+6dMHDT/erDhw/BAYFDVPi8O7m5Arx8P3/8SEtJcbK3p3bzEx4aCsb+XkxLy8pAvqCbnp62MjN3tnfo7++Pjox69gSZRO/r7TXQ0Y0Mj+jq7Ar086dGQpNisgWzr1179/atvrbuF2hFbgieFxWBAthvXr0OCQqmpoufcemytIREc1PTnby8s/HxiGIOBCIx7swZZZJqe+qF5OxryLcZaBTK1srawda2sbHR0sycmnYyGJN9JetKO2kLoIwNAPHm9WsRAcHi56QtwNeXGjv79PFjYX6BHz9+FBUWwurbQ5GWnCohIlpXWxsdGeXn4zszjXxd6ebiYmFq1t/fHx8bCytFTsbgwICmmnpoSEhvb++poGCqW8Dv38oKCpfS0lv+tPh6eSNGevxNyObgfPrkSf6zZ8YGho0NyJP2Tl6eML/Ar8bGZ0+enI6MpNbNmOjTygqK3V1dWRkZF9PSEeOO0Ci0v4+vsaFRf19fbEzMw/vIa/vY6JiOpnagv39tba2Rvv5TKjc/jQ2N/Dw8Tx8/qaurC/D1pVbu5+njJyICghWfP795/TokMAiWy05G9pWrEiJif37/ycvNTVxc354MAoEQGR6hoqD4rarK2cFxx9ZtO7dtV1VW/vrl69y/DZb97P+twOFwOTdvcbKxb96wUU9HF7y1waAxIYFBqkpKYPG52dmZuJgzlDFY4+Pjhnr6TvYOYEBeW2urmbHpzetwCaTW1lZRQaHU5L8FI37//u3r5f2TVIocitevXokICJJzZT59+hTg50dZb/Lp48dCfPwl81eK+U+fRYSFTYzDC1lB1UUwGExEWLiPpxdsnUKj0TaWVmYmJuDNOxqNjo2JASuuQ9Hb26utqeXn4wteifb19QX6+b2lWGebm5oUZGRjoqPBZa6xodHfx7eeYp2t+PSJl4uLXArxyePH+jo6lM7BtStX+Li4wYLtYF3rmOjTMFcbi8VGRkSoKSk3kyoREInEi2npF9PSYZmLQKqcl7e6iiq46U5NTp6OjKJ0tUcAdRE1srpIc1OzkYHBPYrsnIb6ej4u7ivzshu1NbU+Xt7NTfDAx+eFhaKCQo9JbhC4fQYHBlFeVt67c5efh5cc/HM3Ly82Joby6jkm+rS0hCS1YjT/FWj580dCVAwUTQODUP19/ShD/F+UlHCxc5BLIV6/lm1qbEzpNZ5LSBATFibvRtezs8+fS4SqNADDNDPj6+Wlr60D+hZYLDYhPp5SUGxifNzWytrU0AicDENDQ6HBIeScJDJ6urvlpGXIAjLfv3/X09YmvzVkfP78if3ESURJStB/VVVTYWJacWuxxz8xMeHq6rJh4/rjJ44dOLh/246tKSnJ5HDV6elpcQkxTS0NRSUFFpY9+/azrGZe5evnCw3K6u3t1dfXW7OG+eChA9u2b9uzd/cDKoc6ENeyrx09egRaGbSkpGQFE2Nm1iIft6a6xtfbm7IA6qtXZWLCwqBCMGk2vgkOCKQ8+OXl3oaqi5xPTHS0syfn25ERHBikrKAAzkZSAEBK5uUMmHMzNjZmbWFpa2UN+haTk5MRoWFPKVzt/r4+PW1tDxdX8J3t7OhAdLWbfv0iqYv8TWt5+/qNrqYWpVBM8fPngJbF/Gx88eLFqeAQytjx9NQ0oOLj178OSs6tWwlx8bOLz7dYLDY+NlZKXAKctFgsNulcImUBVPAsYWlqBra/o6PDwsycMsgKUBcREycn2P3+/dvHy4vS1X7z+o0gLx+5/uin8nJgC6AoOfnowQMxIeEXJSXgx/ynT4EtgEI6My05RYCXDyzUhcFgwk6F+vn4Tk8v2gIArU8HRyMDg79bAAoddyaWcgvo6+vT0dD08/YBl6aB/v5AP3/Kk2dzc7OSnHx0ZBS4ITY2NPj7+FIqhFZWVPJxLaiLPH702EBXj9LVBmYjJ9f3b9/Ajw/vP4iJioZtAXg8PioiklTx8W/uxKX0i+mpqZRbQICvn7qyCjhpp6amTkdGUdIoI8MjWkBMtjs4mRvq6430DWDpwn/VRXj5yRWsfvz44evt3fIHHpbz+OFDAV4+8vH+RUlJaHAIrPw7kUi8lnVFUlScHFVy6+bNs/HxMLYFh8OFh4ZJiv4VBpicmPD18tq3e8/uHTvZT7Jev3bt30T1b9nP/l+J4ZHhoICA3Tt2bt20OTgwCMwMw2KxIUHBasoq0ArP09PTQQEBCXFx5BcYYLKNAJ1sDCRSrbWl1UBXDyoPBzLZKfMrLIiWlhYdTS0oefzmNZDCfDtnUc7yu7dv1ZVVoBnW+c+e8XPzFD9f5C7czbvjYGMLzdEBdbKh6iIoFCoyPNzYwHBo8C/BQyQSHWztjA0W1dSdmpry9fYOgBRu7O3t1VLX9Pf1gy5w/f39JoZGULrxz58/yvIKEWHh0O22trbGzNikDCKBVPn5Mzc7x5N57xPEk0ePleUVobWvbgKJj7wwwbi83FxNQKlqQRQ2OjJKSV4B6uNisdjoyCgfLy+y04NCofx8fDRU1aBaMZOTk/6+vkmJieSMJRKTrenl4QFdoH/9+qWjqQkVvKutqeHl5LqalQUXeVBWgQ7Ki5IX4sIi9xfHHRYVFupoakKX4/v37vFycn2AhFcS54g3sq+7Obv0QjQZ487EykpJU6vwDMXLly+vX78OVemCYWZm5u3btwUFBYUkFBQUvHjxYmQEgWV5+/p1Qlwc9C+fystNjY2hpfJevngB6GRDtG7A9qspK0PHLiXpgriwCHgW+mtGJF66mG6op08OrSYx2d66mlo93QvdnJmZ8ffxjQxfEAmZGB93sLU1NTKGprEODw+7OjlfvXIFxmRHkXSyyaj6+lVNWQVaD7n840cudo4HVJgtHA7nH+BPQ0MTFBQI27ZjYmJWM69KOJvQ0vKnoaHezt5u3fo15Kzl6elpYRFhBkYGB0f7Hz9+1NXVmpmbrVu/9u18aU8MBuPk7LRx04ZLly41NDR8+fJFWUXp8JFDMDkgKPr7+6urq6EHsJCQ4NXMq0pe/HW2yKiprlZTVoGW3X737p2IoGDu4rWlqLDI3MQUer69k3ubl5ML6vzhcLgL58/ramlDBcUiwsKV5OSh8xODwcTGxNhaWUNPGlbmFjDNyrGxMUc7+2RIdfG+3l5DfX1XZxdovzraO6zMLR5CnBtQJzs99e+RD0RZaamKojKUIy8uKuLhWDjygXhRXKyiqATVpc64dElKXPxLJZArDBHsS7OxsiLTEEQiMf5MrLSEJPSmAoVCRUdGRYaHk0OT0SiUnZW1mbEx9ATV0d5hpG8AzQfo7u4WFxaBVaxsaWkx0teHDsqbV69FBIRgshvv371TUVSCxuw+ffxEmF8AVkrwdk6urbU1lJRJS0mFqYvMzs6Gh4aam5hCj+sebm76OrrjEJoG2On8A3y8vMkr+eDAgJaauq+3N3QLGOjvNzUyvgF5m8BsaUDoFvKy1NXWGhsYvipbECD6+uULNzsHmU4C8fDhQ1UlZegWcDfvDj8PL0ye/96dOxqqatAbszPRpxVl5X79WpjGWCw2Jjra082dHFqNRqMC/Pw0VdWgQreTk5N+Pj5JiYnkbo6Njelqabs6OUPzO+vq6jTV1KHykSRJAB4Ym/bz50+gsHzhQsz0E9IwwQ72+U+fqiurQHWWsq9eFRMShh4sCQTCxbQ0NxeXsdGxhcyWiAhSqYEF/mJyctLDze3w/gMHWPbt3bXb39cX+kr+q2LZz/7fh69fvqoqKW/esFFIQFBPW8fa3AKDwaDR6JCgIFVFRUq3pq+vT0ZCMjI8HI/HTU5Ogkw25RXV92/fxYSEI8KAoiHtbW0iAoJJiQiyGxUkjxN0tV+VlUGZbChu5+YK8fE3kPaJJ08QXl0QwQGBakp/NadgOtlkTExMWJqaaalrDA4O4vF4G0trAz19ypu44ZERHU1NN2cXsMvaGpp+Pr6UwQyNDQ183Dy3SMtNE8hkRyHoOTx78lSIj/9FMeANVHz+zMvJ9WSeyYYiPTWVm4MDrDF+7epVTja26nlhIyjizsRKi0uAenaR4eFkJhsKHA5nZmJib2uLwWBQKBTAZCurUnJybW1tMhKScWfOEPD4sdFRTTV1P6SawBWfPgvy8oMeZ2NDIzcHJ2IO1quyMk42dpBhKiosFBUSRuzm5YuXxIVFwHLHQAY9hMmGws3FRV9bBzwY/MeZ7NGxUTFxUUkpILiWms3379/27N3NtJJp7bo1a9Yyr2JeuWvPrg8fPlBaIpZev3n9uqigUAWJ/X1ZUsINYbKhiAqPEOYXqP4JOAeJZ88K8vG3/P6D4MX6+qooKY2OjmIwGB8vL30dHUoifGpqUl1FNdDfH5zAtlbWJkbGlHx/TXW1iIAgqEHR29srJy1zJgYh8fFFcQk3B+eVTOCYVPH5M/uJk0vkMF2+fImBkd7IyBDGFHZ2dpw4eVxPX5es9tXX18fOya6jo41GA6/J9PS0oJDAiZPHydcXpaWlq5lXXb/x1yn58fPH7j27IiMXzg81NTW7du9KT1/kSlLDwMBAaGgo00omSytLxBzQkuISnnk9u1dlr8SEFphsKBLPngPiykhRT3+Z7HnukAwsFuvh6iorJd3eBjgHIYFBctIylEnh09PTttY2hnp6s7Ozk5MTIJNNWU6lr69PSlzibHw8mclGLDX1/t07fm4e8JhKqZNNRl5uLhcbG3hlVFJczHbsBEzVGETm5Qx+Hh5QKyYtJVVGUrKqCn7VTiQSfb28dbS0JyYmCARC/Jk4KQlAdAVmNjo6qqqo5O/ji0ajZwFFNnOLeSYbih/fv4sKCUWStoDuri4JEdGzCQg1sD5/+sTLyQXSoq9fvRbk5bt3FyEj8N7du4K8fPW1wBbw6MFDKJMNRaBfgIqiIsgNpaUsMNlQTE5MmhoZa2toDQwMEIlEJ3sHPW0dyi1gaGhIT1sH0M4iEAYGBrQ1NH29fVAo+EvX3NQsyMsHSmc2NzUpyStERS462YLIf/qUn5sHlCH6UrmIyYYiNTmFh5MLvCbNy83lZGWjnI1zc3PxsbFiwiKgqx0VEamqqERZVp20u1nZWFpi0GgUChXg66uuojLQD5+0nR2dEiKicTFnCATC6OiolroGWeIWirdv3vBx84DX0b+bmwV4eCmvNQAh4MJCbnYOUKHy4YMHAJP9EiFQ7fLFixIioqAswZWsLEkxMcrLNFBBxUhPf3x8nEAghIeRmOw+eNWhvr4+fR0dHk4uTjb2PTt3nTx2HHH+/yth2c/+3wVibk7u31gRbZ2GhgYMBuPs4OBga5cQF6ehqgZlsqHo7OxUlJOLPXPG1tra0c4eymRDUfW1SlpcwtfbW15aJu7MGUT9I2Cnr6iQEBENPxWqoaoKY7KhyLmVIyUmfiP7Oqh+hWiDxWIDfH3NjIzPxsXLSEpSI8ZGR0ZsLK1MDI2sLSwNdPUGB5EjhkeGh/V19VwcHe2sbQIWM9lQNP1qEhcRvXTxopG+QeRiJhuKhw8eSImJZ2VkiAkLP6ESWwzcPqekyEhKeXt6iYuIwkRGyQB4pthYFUXF6IhILXUNyvtxENPT02bGJl7u7lEkM8TSmGCcj6Kc/Nn4eBMjI18vb0TPElAgef9BSkzc19tbUkw86fx5aqP5+tVrMSHhuDOxGiqqS2TQp6WkKsjKgQ4rlMmGYnZ21s3Fxd7GNjoiUlkB4cgHw7dv31LTUlRUVejo6JSUFJcQjSkoLNixc3vWlcxXr8rKXpWVlpW+ffsWUZSNGrIyMxVkZLMyMkBZK0QbDAYNtFxewcfTS1pCEnYvsWjS+vnpamqdCgo20ten1k3gMlddIyzklL+vr5mxydgYPEQKRE11taSYWFpKqpaa+umoKGrtB8sABfj5iwoJX792jdqkffvu7eYtm3h4uSnDzd+9e7dp88bzSQv0JJFINDc3Y2Vj7e4GzgnT09P8Avwamurk25JPnz5t3LTh6tW/jPuDBw+Y16w2NjY6HXM6Kjoq+nS0n7/f+g3r7B3s5pYEgUC4e+8ODy/3auZV7u5u1IKPwasGUUGh7GvXFOXkqSWNACVFY2I0VdUuX0wXERCkFjE8PTXl5eEBCAm7uCorKlGTrZienra3sTU1NvZ0d7OHSMLD0NPdrSgnlxAX52Rv7+6yiMmG4t2bt6KCQlcyM+VlZC+mIUvgAQe/GzckxcQC/QNEBYUog1LIuJqVJSkqFns6RlVJCcpkQ4HH473cPSzNzFMuJCvIyFJbQvv7+jTV1CPCwl2cnC3NzKepvGvfqqqkxMUD/QOU5BVOU1FBBe+IQDMVRSVKAWky7t25KyEqdu3KVTkpaRiTDW2/j5e3iYFh8vkkCVFRahHDI8PDlqbm5iamDra2Bjq61ML0h4aGDPX0HWztrC0t/Xx9qW0Bf37/kRITT01ONjU2CQ8No7aEPn70CHjdsrPFhUWonWwJBELy+SRZKelAf/8ltgACgXA2Pl5BVjY8NFRTTb0JwmRDMTs7a21h6ebscuZ0jLa6BmJ1YZBtkZOSTkw4a25i6u7qSm2YykpLRQHuLExaXOJSWjpSAU0ARYVAXeTgwEBFOfkSErWEiItp6QqycpmXM2SlpKllI4Dtd7C1j42JkZeRgTLZUPT09Bjo6CrIyp08emzX9h1sJ07euH59CUXX/+1Y9rP/12B8fDwsNHTntu379uyNioicnPhLCOGwWCF+gQN7WaitUCCam5u3b9rMx82DWEqajMePHm1cu1ZLQ4Pa0gPi5o0bqxlXhAafWrrNwYGBa1auopZvRIaSvMJ65jWvIZd0lOjv72c9dvzwgYPU8qVA/Pnz58BeFhlxiaWLnrx+/XrNylWmhkZLN+xsXPzqFUwhQUFLm1mamzMzrbwCCQCgBJFI1NXS3r19xxK5a+AlL/uJk4f3H4AVc4Hh+7fvWzdukhT7/9h767iqtrVt2Nhbt93dsW26u2uR0t3d3d3dCCgiYKBgAIqAjQJiIago0iDdHYu11v5+c02cTmas87zP9zwn3ndfv/PHkX2zGHPNOce4xzXu+7r4pvE5YKppS/bGNes0VNVojz8lKXntqtXhoUvKLdCwMDPfsGYNuggSAV4urh1btmIamyMQHBp8+szpP08cX7NmDe08OzX1wqnTJzG1w//rcHF0Wvv7qtiYJefgaMhIETav24C3swIxPT0tLCBw/PARGtpqoGnI4f0HGOnoaVD1YHK5ed16BRlZzCZLCDFR0etWrQZPbDDR0NBwju7s3n17KrHqtkvLSjdv2XRxaWG0uYX5nyeOg2UGYJ6toqoM5dmvXy/JszOvZK7+YxULK7OklIS4hJi4hJiEpISUlFRM7K9CJjR6e3sNDPXXrP1DiiD58iWulBuEpITEdav/CAnCVg2HoKulvXbV6usolw045ufnudjYd2/fQdumvr+/n4menuHcOXjxDxrfGxp2bNkqIihIe2DXcnLWrf7DUE+fdpirs/Oa31cF+uPurEBYmppt2bCRdg8xhfKXqIDQnh078LYcILq7ug7u3Ud35iztDWpRYeHWDZvkpGVo1HGBLQ1rf1/t6Y50ckXAx8tr49q1l5ZWrKEhJSa+ce06TCYVwuDAADBZHD5CQywVXOmOHTrMz8M7udRaCIFXL19uXLNWQ1WV9sBioqLW/L7KzRk4mKIBAx3dtatWgydOeKBQKCqKinu276AhaAi2GzEzMBw7fISG0h9YCrh98xZeLm4agoygG/GGP9YY6urRHn9YSMja335PwPJvh8PMxGTbps00doYg2JhZtm/egm7lgqPh27djhw+zMjE7Ozn/efTY7h07Pdzd/4+ok/8g/K3r95+Brq4uB1u79NS0HTt2RMXE+Pj5btgIiIJRKJTYmJgzZ89Iy8qEBAUtLCxg/vrCwkJUeISquvqunTs9Xd2mp6cxwzra2xPj4s0sLCbGxsNCQvAGU/26uvDuveCwsPLyF/l5eXhhz54+/fzps6e397WcnPr6erywzEsZv//+m76hQYCf31ecMKDcwseXiYWFj5cXaH8eHsYMGxoaCg0K1tXT27lnj5e7O95f7O7qupSW5uLmNjg4eC3nKl5YbW1tcXGxu6fH/aL7ebdu4YXlZGd3tHfY2Ntdybhc8fIVXlhifMLGjRsNjY18vLz6+7BVjaicRwQ7B4eQsHBocDCZRMIMm52djYqI0DcwWLlyhbeXF5FIxAyr//IlPS3N0tqqp7s7PjYWb2CVryqePX0aGBT0oKiorLQUL+xh8cP2tjZnV7eMi5fa29rwwhJi43bv3q2gqOjl7tHa2rqMJizMLEpKSu7cvnvm7Gm8RxdEZ2fnzh07BwcHHpY8rKysGBsbW/Z/iFcvX75799bF3T3nStbjR4/wwhLjE4hEooGJYUJs3Ke6OswYoHQhIvLUyVPyCvJuLq6Tk5OYYbOzs5Fh4TKysmfOnAkPDcX7iyMjI8kJiVa2NgMDA+FhYXhhVVVVd/Lz7RwcampqcrKy0QETExOubq7Nzc0x0bHcXFzogJ07dq75Y01b+697RyQSOzs7tm7dunHjxmX/BWzcsHHV76sc7B1KHpY+LC4teVj64P6D5ORkTQ2tFTg6aDMzMw4O9sXFxakXUu/eucfHx0/7T7x///7J48e+fn6lJSVVFRV4YfeLinq6u+0dHRPi4t+/e4cXFhYSsnvPbkUlxSD/ALyHdm5uLiwkRFhEhIOD08XJiYTz0o2OjsZGxxgZG23csDEO/2360dmZfSXLxc21rrY2LTUNL6z0YUlVRaWDk9PD4uIH9+/jhV2/dm1kdNTJxTkqIuJr/Ve8sAvJKTt27dTQ1AoPDZuZmcGM+euvvyLCwgnShKNHjni44j60PT09ifEJRibGU1OTEWHheH/xdWXV3Tt3gsNCKl6+vHH9Bl7Y0ydPPn/67OHlnZOV/eXzF7yw7Kys5StWmJiahgYHN37/jhcWHBjEysbGw8Pj5ek5NDiIGTMyMhIaHKyhpblv/34PN7e/cD6qu6vrYlq6k6vr6MhoTlYW3l+s//LlfmGhh5dXWWnZndu38cJu5d5sb2+3tbfLvnKFxhKQlJi4du1aYzNTH0+vH52dmDEkMjk6MoqZmUVMTCw0KJhCJmOGzc/PR0dG6ejqrl2zBjRfwwz73tCQk51tY2f3vfF72oVUvIGVAO9aZWBoaH5eXunDEryw23l5oyMjdg72iXHxnTjjX7ZsWXxs3P79+1VUVQN8fHt6erAvk0QKCw4Rl5A4cuTIxNhoYFDQwYMHL6VftLWyxvtm/rPxr070/8Y/xof378VERHds3SYlIQF3WiYSiWEhoarKymA9pYWZua6m1sw0cnc7PT2tq61jZmwCKt7zcHA62NqieVBQXQT0war58EFOWjo5MQl9lFNVWSUpKgZ2Trx9+5aFgRGzau1R2SNRIeEXz4AGkWtXr3Gxc0CN1XBcTEvjYucAWyFtrawFeXi/NyCr1ubm5oz0DdRUgMbH8fFxCzMzc1NTNLU5MDAA2Kr7A7IhY2NjqkpK1haWaFa+s6NTUV4BbO759vUrG5bx7KLnPDMLSGrevJFLd+o0pqZeZsZlSOgg7cIFKTFxdLEBiUSKiYrWUlMHD9GiIyOF+QW6fiArfIhEoq+3j9rP4jZtDU1LUzM0pTQ2NqZ8/ryrM9Dx2fDtGzszi4erG5rSAMrQGRnBk+vXVa+lxCUwHVvKnz8nSEiCHZ8vnj9npqfHFJt7UHRfgIe3ikoKXkhJEeDlw+RaoiIihQUEBwcHyWSyrpa2lLgEpnsiAuPj49w8XMIiQjT4bC1tzR07d+zes2vX7p0bNq4/eOhgdnYW3mkpGq/Ky1kYGEFb9dSUCwxnz2EyZ9GRUdQHFXgCw0JCFOTkWlClrlR3Hl8TA0OwdB5oipCUQqvITU9P29nYmhgaEYnEqakpWYK0l7sH+li0v79fUkw8jNp//PbNW4Zz56IiIxdQPfhvXlfTnz13narRWVZaKi4sgvAinZmZcXZ2WvnbSi9vrwXiAtiwAQEkmycnJ2VkpE+fOQXVv5aVlW3dtsXLe/FU6h/y2Y2NjcePH1NTV4Uey6Kiwn379165gi0JBxRf3bm9ecvGazRZZwivX7+WEhe/X1gIlqSzMDBiHk8X3LvHzMAIVsECTkPMLB+w3B893d3FRUR7e3vB4jREIx28K8vBzm5mZoZqzG6mpqyC1hsdGRnR19Vzd3UDD9aE+Pgxe1c62tsFeHjTqKa5jx89OnfqNGaFT2lJCf2Zs2Cxcu6NG+IiolCnKRxZmZkKsnJgGfqVjMscLBjOshQyBbBV/9ni4mTvoKqohK59BxpYTUx1tbQpFHJfX58AD6+NpSX6jKWzs1OAlxd8Gj98+CAjJXUxLR1rCagUERAEK3pBX2FEryp0mVISEi+pdRR5N29ysLJ9xeKhMzMuQzXZjvb2kFIKHEQi0cLUVFVRaXJiYnx8zMTQyNrCEt4ECWJwcFBXUzvA359MAQqXNVTVLUzN5lFv048fnaqKSuAdbGps5GRlgzcZQ/j8+TMHK9tNarnI7bx8ulOnMXncG9euM9HRg+tySlKytKQkmsclk8mx0dHqKqqg4m1MVBQfFzdab3R+HuiG11BVGxkeAZyn9PQRcgUgJicnNVRUba2Bmuzm5mZWZmZ/Xz/0StH4/TsHK9vF1DTw/FZCVAxTE/DB/fvC/AJgsXVZSSknGztaBAlYBHNzZaWlQR2t9NRUfh5eTCHU6IhIfh7evt5eCoVioKunICOLbooAxq+qZmZsQiaRuru7NVRVQ4KC3r97Ly0ptWXjJqAoBd/17D8Uf+fZ/+64X3SfiZ4BVJ2E15WSyeSwkBB1VVVo8ZifnzcxMjbU1YMnl0Qi0VBP30jfAHpdOzo6+Hl4HalLCxTW3tbGycYeExUFzaqtra1KCucBXWcYXldVSUtIFhUWQT/5WAPko5CiE4gnT54I8wvAR3s1J4edhRXh/5xx8SIvFzdUUEicn7e2sBQVFEIoPJgaGysrKkInSrOzsx5ubqbGJvDlZHBwUEdTKzggEJpuqPmoor2tHfwvdv34oaKoGEXtZwLxnToZ5S7VXv1YU8PCuKTx8ca162dPniq8dw8eln0lC5C8hdVN5t+6JStFqFmaasfFxEAzLIiYqCgBHl74qk9aWPDz9VVXVYVKV6empjTV1GytlrRbzczMqCopOdjZQ5lQU1MTJxubh6srXCDp8+fPzPQMF2CCrF/r6+WkpRHN5q9evpKRlILrjVRVVLAwMiGK6R/cf8DHxQ3vekmKT+Dn5kHk0HHRMaKCQj3diwWFk5NTutrasgRp2qefoC4hFzcnjTx7bm5OTFzsyJHDly5drH5T/fDhQyEhwY2bNjx4sCiUAceb6uqCu0tu08vycmZ6BrgmQHJCIsPZc2D3KoSEuDhuds56mHT6xfR0RQUFeFcWhULx8/EBjDl/CsoCcvVu7gQJSXhyBggy2tmbGBpBj+jw8LAsQdrPxwdx4ZJi4oGwHqwP798znqOLjoyEh1VWVDCcPQdvhKh+XS0tIQV/DV++erluPWDVxMjEyMvHw83NBf6Pi5uTm4f74cNFi9by8vJ9+/cyMTH6+/u7urnsP7Cfg5O9vWNRRmBqaoqOng5en11ZWbH6j1Vpaam/0oXY2HXr18rIECKjIpxdnHfv2S0iKkzDWNHU1GTZsmWcXBwiosJCwoJCwoKCQgICggL3Cu6h27slRMXg+4fHZY+YGRhfVy5xIC8qKGBlZIIXSAT4+nKysiGSG38fHzEhYag/dWFhISIsTEdTC9QXW7xNszM2llb2trZQR93s7KyZiam6qip8CzcyPGxkYOjq7ALpdXR3dYsICCbELQqeguho7+Dj4oYEJYFWzsdPzpw4idClfvjwIeM5uhJYU3hZSYmMpBSirvdqTo6ctAxcxTknO4eVkQkhNpeckCgjRQCTbOoNItlZW6urqMKr5igUirWFpZb6L3WRrq4uYX4BW2ubJYqN3d18XDzBgUHQ3W9ualKUV0CIFFVWVIgJizz4qVGz2D3JwYmQr3786JGEqCj8pcu7dYuNiRn+foFCmVxs7NArRiIt2FpZiwoJI5TdbSytlOQVoCVgZnrG3cXFysJiAlYDOTw8rKWuEQDLOMfGxtRVVG0sreAf1fXjh4aKalREBHSZLc3NPBycOdlLFDA/f/7MysQMN83Nv5V35sTJB0W/XjrqNikXVD2H/0ReVhbSdQURHxunoqgET0zjY2O5OTg7O37NjaSFhUD/AC11dagLeXZmVo+q4w5fAubm5gAKxswcekSbm5s5WFgD/PyXSE59a2BjYga3fCDev38vI0VAlMM9LC4WFRSqePmrofz5s+e8nFyIVDvv5k2CxJL9Q1rKBV5OLkT/d2x0jCAfP/TDmZkZXS1tpfOKA/0DS9r9NTSN9A2mf6YfoJ5PoH9ge1ubsaHh9i1bGc7RQcKy/3fg7zz73xfz8/MJ8fHHDh/Zu2u3n49vemoa1CYCMtlqKirozaKlmZmultYMdQKlMtnaQP/1Uk7iR2cnLye3va0dSGkATDYnJ5qhaW0FxP6SEhPBX4cz2XDU1tbCWW2QyUa3ml2/ehXOaoNMNnpPb2djK8jL10jlFCEmG8FezwGptjvEag8MDOhqawcHBCLMZqemJtWUVSBWu6OjQ1FeIQ51md++fmOHsdp1IJONes9v5d6kP3MWYrUzL4NMNrK1/HZePkFc4mPNx59MdpSWmjrauCcuJkYIYLWBKWl+fh5kshGXSSKRwCkVXDnAnQNcuxBEw7cGINV2W2S1v339ysLIhO7BamhoUJCRzfipn/3i+XNpCUl0o3dlRQUTHX3ZT1b7PsBk84FMNhypySmCMFYbYLL5BRAy2yQSSU9bhyAhiedb9F/Ms0H/FHi+/u3b1127d2poqqPPK2o/fmRmYISarl5SmWy4PheItNRUxnN0EKsNMtkN35BHLhfT08/LyYOsNugzb2xgiG7j8/HykpaUBH8+PbXIZM8t7RCYmqSy2h6e4NsEMtlwJU0Qb9++ZaSjj/pp+vCmuprh7Dn0kcv7d++kxCWgBb62rlZXT0dZRUnhvLycvCz0P1k5WXkFuadUIh9EdXW1pqYGKxsrBye7nb1dW/uvF3Bubs7N3S0m9pdk2Pfv3/X09Z4+/aXNQqFQsrKyhEWEGRjpWVhZ7Oxtf/zAvblAXh4Xq6SkJK8gJysnIysHjEdWVkZGVvpB8QMkky0mXkRlsuEoKy1lYWR685PVLqQy2e9Rpf+hQcEcLKzQy+jp7iEuIoroT6VQKBGhodoamuD+dmJiwsbK2sEOaYNFJBKtLSyorPbkTyZb193VDTGF9i9ltdupTHY6LK0B8fjRI7rTZzIzFlntRSYbpbz05NFjgoTEixeLWemVzMzzsnLo0v9r2TnszCxgdTKZTAaSbEkpuC4qCIDVVlIG93gAk21qqqOlhXhT+vr6BHn5bKyswMunMtl86KexqalJRUn5YtqiynhVZaXwTyYbjtraWk5WNqhWvrSkhCC+yGTDkX/rFicrGyQ4vchko5rCnahdyM1UqR+QyVZRVEI4LQByHM4uEKs9ODCgo6kV4OeHOOOamJjU1tAAWG3qFPqj8wfEZMPR0tQMZ7UXmWxUf+ftvHz6M2chVhvOZMORd/OWLIEAZqVkMjkmKkpdRRXaC0FIjI/n415ktefn5wP9/DVV1RBapSCrbWJgCO7xfjLZ1oiPampqYmdmgfYYVCabNZ3KZMNR8+GDvIwspAf6oOi+0E8mG47yFy+42Ngf/0y1b94AmGx06f/FtHSA1f75+EVHRvJzL+pkQyCTyVRWWw5MVIDxqwFMNoJ9HxkZMTM2CfADDH2CA4PAnMfXxwcxhf7n4u88+98UgBqom9vuHTuOHz2alppKpDZIpV1I5WJj//r1a0xklIaqGqZoGpXVNjLWNxgdGTU2MASYbKx2lo52gNUGDFm+fOHl4oqJ/MVkw9HS0qKkcD7j4sU31dUyklL3l+7mEaz23Tt3Xr18KSywhMmG42p2Dicr6/eG71mZV+BMNmL81haWYkLCDd8abCwtlc//YrLhmJmZ8XBzs7awaGxsNNTVgzPZcIC5qYuT04/OTlUl5aiIcEzbxe8N3zlZ2W7n53+qrWNlZMLUtgNlm86ePPWwuDj3+g02Jua31dgKAPm3bskRpGs+1KQkJSGYbDiio6KE+AXa29qCA4CzQkwRhqmpKQ1VNXsbm5HhYXVlVQdbOzIFo+GMymqz+3p7f3j/gY2JOSUZ21qsHmC1ZW5cu1ZVWSVLIGAqLYKpNisj0+NHAPi4efDMUBLjEwR4eTs7O5PiE0QFhSEmG47JyUldLW15aZkvX75cycz87+XZFFSf/OzsLBc3Fy8fD2a36/t371iZmB4/elxVUcnCwPj8OfbTmJSQwHCOrqqyMu3CBW6OJUz2rz9NoVxMT1dWBLR9QoKCDPX0MblbMonk6eYuJy3d1dXl7OhkavSLyUZcqSyBEODn39/fTxCXhDPZcICsdkJ8PKiTjdfq9+L5c9p9bzQwPDw8/rOR+r8BIpHY09Pz/79paXh4ODsru/bjR0kxcUQlDIRHZY9YGBjfvnkDOiaCO1g0/H19udjYP336FBIURGWyMV46wEIoNExfW6epsdHRzs7e1g7TqA9ktXU0Nbu7uk2MjN1cfjHZcHR3dQsLCKYkJQFzKTcPnMmG48njx2dPnrp+7fqj0jImuiVMNhylD0tkpQhVlZU3c3PlZYD3BTMsJwtItT9/+nQxNQ04LIIRohBIZJKttbWmuvroyCj1/yzRyYbQ1dUlIiDgaG/f0NAgyMcPZ7LhaGpsUlI4n5OdXVVZKS4i+gDFs4CoobLat/PzX754ISkqhjgsgpB38xY7M8vX+q/Xrl6lMtkYykukBYDVFhMWAW1xlOTlMZ+0qakpN2cXOxub5qYmPW2dAD9/vCVAXUXVwc6us6NTU009KiKCgnWZIKude+PG1/p6tqVMNhz5t26dOXmqtKT0Tn4+KxPTG5TlEIibN26cl5Orq6tLSUpGMNlwxMfG8nHzNDY2hoWEaKlrYoqozM7M6GlrW5mbj46O6mhpW5qZYdbLNTc1cbCwhgYFf/r0iYOVDbJGQgAU4y9+8KCstExUSPjVK+z+4OfPnvFycj95/KTw3j1pSSm8jsYLKRf4uHna29sT4+MFefkw3WFnpgFWW0VRqb29XV9X10jfALNxE0y1Q4KC67984WLnOLhv/56du1ycnGjLNvyn4O88+98RAwMDRgYG27dsZWNmQWiOXr506ejBQ8rncYWNQLg4Oh7Ys9dxadUEAt3d3ZJiYkcPHkI4ESDQ1dUlKSZ28tjxEhSNAceXL1/YmVkYz9GhuU847t6+ffLYcWEBAdrlBB5u7vt379FUU6fxmhGJRDcXF0B9xdeXhtzB7OysrqbW/t178BZCEE1NTXzcPGdOnCzGWUhAFBYUnDx2HG73hYl7d+4cP3JUjiBNW4Q/OSnp8P4DWmrqaF9MCBQKxczE5MCevaC0OR4ApSo+/mOHDl9IxlUTAzUBhfj4T/95AixWxsOb19VMdPRszCx4amIgrmRmHjt0WEZSikblAJlMtjI337dzt5OD438vz66trbWysoQX7Q0MDJw8dUJJWRGvRLvmQw0b8DSeewnzPUEjOyvr6MFDvFxcTY20tHoyLl46cvCQtoYmWs4cjqCAwIN79lLPH7B1M8EjJg1V1cP7D8TRlD35WPORg5Xt5LHjtPU0/tMxNTUlIiB44uhRvC0fiPLnzxnOnuOg2qrTCIuPjT20bz9BXIK2ant4aNihffttrKxo9AOQyWRHO7v9u/f4eNKSVBocHJSRlDp26EgWzh5ycfwvXjCeozt36jSayYbjxfMXZ0+eEuDlQwtIw5F7/caJo0f/4TGRr5f3gT17zU0XTX8xMTAwICtFOHLgIG2toY72DjEh4VN/nigpxtbmA1FPXQLoz5ylXV9bVFh4+s8T/Dy8oB4/7fFrqqphbllBzM/POzs4Htq339/Hl4ZAFlUyXHf/7j2QtzEm2tvahfj4Tx3/k7bW0P2i+6f/PMnKwAQZc2Lizu07xw8dkSVI05Y3vZCcfOTAQQ0VNdq7Vhsr6wN79rq7utKIaW1tFebj//PI0Uvp6f/wNjGeo6N9m169fEV/5iwHKxvcLAmN7Kys40eOSIqJ46nQgrC2tDqwZ6+1hSWNphrAKENH5+jBQxkXLz598oSTjX37lq162jr/TDvh/yX89q/uw/wbSPz48cPN2aW0tJSBgSEuIZ6RiQn6T0QicWxsnF+Af/uOnav/+APvu5udnd20aTMXN/fJ06f/+uuv5cuXY4b99ddff6z+49Dhw3gBi+Pp7Ny2bfvefft+++13GmGdHR2MTExzs7ObNm+hEUYmU1jZ2fbu3fvbSlrP3vJlyw4ePLh+w3oaMhRjY2OT4xOiYqLraaoldHX92L5jBw8v767du2mETU9Nnzx1ctlfJ7Zu3UZr/BTKNir+oT4GNzf3pk2bVuLoMIC3aXZmll9A4PCRw7+vWoU/sKmdO3by8PIeOXKExl+k/EX5Y/Xqw4cPU788/IF1dO7bv3//wQM0np9ly5b19/ezsLJSKBTa38bvv//Oys725/E/acQAqkYrVh44dHDdunXL/msoKSn5Uv9ZQ11z//79y5YtW7Vq1c1bN7u6uy5nZG7dupW4QMzIuNTe3u7s5PLbb9hP0ezszLlz51atWrVx0z9Q0ti5c+eOHTtJZGyVCaqkD7mvt5ePn3/Xrl0rV67ECxsfAzaEvNS7uRL/2Z6ent63bx8XN/fBgwdpjOqvZX+tW7duw/r1tN9NCoWCJ/TxHwEKhXL6zJntO7Zv2bKVRtjs3BwjE9PGjRvXrV9PI2z58uW7d+/evHUrjXdzdnZ2eHhYUEho+/btNL66/v6B1av/4OXj238AeALxMDU1dfjw4c1bt+zdt4/WwJYt37hx45q1ayk0gqgiGHT09Bs3blr1O+5MCzR5j49x8fBu2bKZxrdBIpE2btzIycl5+swZWg/JX8v++OOPgwcP/rZyJY2Voq+vd/PWLYePHPntd1qTdntbGwMjw/TU9MYNgBYWHubm5tjY2Xbs2PkHzSlo5W+/7d27d8OGDTTu5tTk1NTUlLCIyKbNm2i8Kd1d3Zu3bObi4d61axeNvzgxOfHniRMHDx2ivVIsX75sy9YtWzZvJuGIgYDo6+1hZWfbuWsn3hwFfhVTU1N8/Hz79h9YvXo1XtjU1NS2bds4ubhOnjhJ4y8u++uvtevW7d+/n/ak0dfXt3f//l07d9KeOjo7O9jY2RYWFmjP22QSiYOD89Dhw6vwx08ikX7//fd9+/atWbNmYWEB7wsZHx+nkCmCwsIrVq4UFhHJyLxsa21TVFQ0OzcXHhFx5Cit5e/fHf/qRP9vLMHX+npJcYmd27aj3UxmZmc93d3lCNJDg4MlDx/6+/hiyglPTk5qqatbmpmTSKSMS5fiYmIwXWnaqDXZF5JThoeGTAwNoyMjMfmAZ0+fcnNwFNy9Oz427u3phSdif/f2HW52jpfl5T9+/HCys8cz+EhJSubm4Ozr7Xv39q2LkzPmMRNYk62trjExPn4hOVlfRxddgw6a552Xk/N095iZmcm4dCkxIRHz0PB7Q4OYiEhURMTCwkJYSMgNqmIDGu/evmNjYn748OHoyIibswte3UtmRgYrI1P9l/rXVa8V5RUqKjD8CIlEop+Pj7yMbGdHx9s3b9xcXDAp7enpaQc7e0V5hYmJiYJ794IDA+E9PRBGR0bOy8l5uLmTSKQLySnJiUmYfADV5JLpyuXLgFaxnt6F5BRMEqv4wQNeTq6S4odDQ0Purq54Z7s3c3M5WdnevX1LPV53wFOrDQ8NExUUGhsbKy8v93B1Q/uWgVWwqkrKpsYmg4ODeH9uaGiIkYmBi5sT4he1dbSXLVtWDtNajk+I37x505Gjh5WVlTg42VevXmVhaYFHdD198pSZgaGqsrK7u9vZ0RGPdoqOjOIFuv7bH5WVKSmcr4N5RC+9TXYaqmoDAwOPHz3y9vTCpJ3GxsaM9A30dXVnZ2ezs7JioqJnZzAKWnp7e8WFRaIjI8G2PLj5MxxvqqsZz9EV3LvX1tamoaKKZwWVmXEZ3mf2n4jx8fHSkpKhoSFXZ5fyF9iiwvm3brEwMNbX139vaHBycMCULQJPwKTEJQYHB2/eyFVTVkY00oEYHR3V19E1NzUbHx+/nZ8fGhyCqWve29OrrHDeycFhYWEhOTEpPTUN+6S+uZmXC/AMAgr3vX3QHR0gSktKGM6ee1X+sv7LFyV5BXRxM4ikBKD4qv5L/devX50cHdFVy4ttOcEhYkJCXV1dL1688PIA5O3QYbOzsyaGRvo6ugsLC9evXgPE/lAiVKD2lAAvX1Rk5MjwsLmpaXhIKOZlPn/2jIOVtaiwcGx01MfLG1OPCGwT5OPifln+8kfnDyd7B7wlIO3CBQ4W1h+dne/fvXN1csb0MQFrsjVU1aYmJ1OSkvW0tBGNHyB6e3sVZGU93d2np6cvX8pIjI9HS4uAxcoSImIRYeFEIjE8NPTGdey36cP79+xMzPfu3hsbHXVzdkF3dIAA/EcZGOu/fKl+/VpBVg5Tl51EIvn7+MoRZDo7Ot9Uv3F1dsGktKenp50dHM/LyY+OjBQVFAQFBGIe3o6NjakoAr3vJBIpNeVCUkIipsp+I1U4JSszs6+vT0tDIx2nbgR0fKysqOjt7XVzccWsCaRQKJfS04X4+etqa799/epk74BpzUEmk0OCggR4eIeHh589fert4YlZ+jhJVRexNLeYnZ0N9A+wMseet1tbWoX4BeJj42ZmZuNiYsEiw5aWFkV5hW2bt4gJi3z+9Omv/1j8nWf/G+Hd27dCAgLbNm9hYmCsWvoCzM/Pe7p7yEhJQY6PhfcKfL19hgaXnNcDHb7aOkb6BmBBIYlESktNjY+JRWRd7e3tXGzssdExYBXvEDXVjo1Gmk08e/aMj4sb6sEaGhrycHNHz7MF9+6xs7BCKXhzU5Ozg+O7t8jkhtqhzA2tf1UVFU72Doj6Qqq6iImKohK4hSCTKQmxccaGhogzqd6eHnkZGdefdl8kEik9NS0pIRFRRtnY2Ah46vr5Q7pmwYGB6MK7d2/fMdMz3P1Zk93X1+fu6opOtbOvZLExM0NJW/mLcnlZWbTuWKCfn5S4BHTy+6q83MPNDVEkMzMz4+TgAHd8zLt5K9DPHzHPTk5MKCmct7e1BbdARCIxOTHxQnIKovb6y+fPLAyArfpig11fn76uLkIoBmwp4+Pivp2XB/6zp7vb1dkZ7V6Wd/MmKxMz9PMvnz87OTh+/vRL9wBEdGSkiKAQtH48efzY1dkFsSMiEonqyip62jo0Tn7BZ/vZs2fl5eXQTu/9+/d37t6B16KQSKRXr165u7tpaGpY21jduXMHt8jk40fGc3SgDTJonObs6AjXhAGREBfHw8n57dvXnyoWhYry8p9h8g7gQuJgZ6+kcB66zOIHD3y9fRCr/tjYmKmhsbamJvjQUiiUjIuXoiIiEU9jf3+/uIhogN+iafn01FREaFgO1bwajqrKSsZzdJAATntbm5qyci7KGyj/5i0eTq6P/9367H839HR3u7m4lD9H7sTy8/JYGBihmuzPnz452tmjGwR9vX3ERUShuTHryhV1VTVEj/XU1JSeto6hvj60U7p5IzcsJBTxcPb09Kgpq9hYWoFVpPPz83ExsWkXUhE0REtLCzcHZ3LiYina6Oiov48vut6gpBhQF3n0s/bvU90nBVk5dJFM6oVUQV7+t28WO+o+1tS4OjkjfLlBgSkRQUGoraWstMzL3aO3d8k2fmFhwcLMTEtNHZwbgb7VzCtglgkP6+3p4ePmCQoIAK9rZGTE3MQkIiwccZnPnz7lYueAetyHhoY83T3QzdN379zlYueAlIuamppcHJ3Q+9v01FROVjZoC1FVWelk74Du47SxtFJWOA+9TXExMYZ6eog6yYGBATkZGWdHR2gJuJiWnhgfj14CpCUk/X18wS3E1ORUcGAQ+m36WFPDzMAILQ19fX0ebu5Pn/xq/4WpizC//dn4+LL8pYwUAb0EBAcESoqKQbfvZflLd1c3hDrT7Oysi6OTgqwsdPvy8/IC/PzHlnJnQH+OiqqFqRl4+4hEYlJiYgpKb/d7w3c2ZhZozu/t7dVW17iYhuyDvHfnLicbO9Tj3tnZ6eLkBBdLAZFx6RIfFw9UVQI8jY5OoL4kHGHBIYC6yM/rKnn40MMVsKSAxxCJRFBdBHybQO1aWytrxP62ublZkJc/PCwMvMy52bmYqGiwFqu/v19bU2vbps38PLzoztr/FPydZ/+7gErCMe7cut3W2vrxo0eSomJQqjczM+Pp5i4tIdW91FY998YNQIHkp8QvlcnWMDU2RryE4SEh2hqa0JMNMtlxMbHwmNGREXVlFTsbGyjsYXExNwfHraWCfSMjI2pKKsGBgVBGfvfOHS52DkQRObXWmRv+uynJKVxs7IiV72V5ubCAIJTcgEy2hooqolg5LgYQjGv8yWO1t7XLy8i6OjsjmpFDgoLUVVShHKjhW4OYsEhIUDC6SdTa0gpaTkAmG6Ei1NvbK0sgwGsuMzMuU9f7JSRNxasKbmrrz+L4Z2c9Xd3kpKURXNSzJ08EeHlfVy3Kk01PTzva2ctLyyCKfTMzLosKCUO5wujIiKKcvIuTEzyGQqH4evuYGhlB/X9UnWym1AsX4GF9fX0KsnJwXe3b+fm8XFwIwbv+vj55aRn4k3AzN5edlRVBPH+qrePh5ITf4oiwMCF+AURWXVpSIi4sAj2NAJOtrGykp4/Zava/h3dv3iLymJbmZnFhkaKCX9q30ZFR3Bycjd+X3KbiB8Vc7BxPHi8qkIyPj9tYWqoqKyMot9v5+aKCQlDTJMhka2toIpp7oiOjZKUI0Fahr7dPXFgkdOnTSJW2sHR1coaeRpDJRggdtLa0iIuIRIaFQ7ralzMy+Ll50FvBN2/eQBskCplc/uIF2pWTTCY/e/oMKnQmk0iFBQXok6X5+fl7d+5ClZGDg4P37t5FH6D9+PGjqKBg9GfmWldb++TxE3SfU1NjY1lpKfTQ1tXWPn3yBDFN9fX2SoiKxsX+ehrzb+Ux0zMg1EU+1tQI8wtUvPp1lOTh5i4hKtbbu0To4Gp2Dh8XN5TqDVD1KIwNDRHHEelpaXIEaajQGWCyzyvaWVvDx0ahUDzd3NRVVKEnubm5mY+LG9FqNjExoa2uERH2SzMUVBd5XLYkK62rq+Pn5sm4lAH9iagIYMuKUC6q/fhRiF8A6hWhCkyFCAsIIATdiwoKeDg5Ib3U2dlZU0MjHU1NRLqclJCooqQMCU7/+PFDkJcPMTdOjI9rqKnZ2dhA1gqPyso4WFnzb92Chw0PD6urqMIz8vxbebxcXAj+pbmpmZ+b5ypMLC/twgV2ZhbEIW15ebkQv8CXz19gTLaZmvKiWMqSJUBIGCIvOjs75WRkXBydEG3QocHBWuoagwOLqV7j9++SomJBSx035+fmzYxNzExMiD/PP2s+fGBjZkboEvb19ckSpCF1pkV1EXqG90uV2iteveJm54CWDyKRCNBhklKIueX502dC/AKQE/D09LSLo5OctDRiCs3KzBTi42//ufEAXCAUlWytlqiLUCgUfx9fQ3196MQMlABPTUEsAb3SEpJB/gHQ/gqY21lYnyzdPHR3dclJy0CXCTLZgrx81Uv7Oz+8f8/FzgEdxYBMNj83D+KotuBegaiQMDT+ySlsdRFPN3dFOXno2hu/fxfi4w8PDYO/dEQi0dnB0drScmZmZnR01MnBYd/uPYcPHKRdOv9vi7/z7H8LFBcX0505u33LVldnF3CKyblyhZ+H99XLl4BAr7u7jBQBysAgkMnk+Lg4DhbW1paWhYUFXW1tiMmGY2ZmxtjQSE9bh0wmdywy2VgmCx0dokLCDnZ2RCKx+P6DU8f/RG+IgS6Kz1/EhITBt6KwoIDKZGM091RXV7MyMuVT2dO0C6m8XFyY6iLZWdlszMz19fVkMtkMxmTDMTc352BjKyYs0trSAigScnEb6euj6cyxsTFrC0tQHa+luQVkstGt5UODgwoyso529sD08e49lcnGOPD99u0bBwvrtRxgncgBBsmCmGFB3MrNZTh7trCgYGGBaGdtzcrIhPaSIJHJmZcv83HzVL9+vbCw4OzgcB5gspFVFmQSOTQoRICXr7+/f2ZmBmCybWzR5R/j4+MaqqpWZubUjpZ6kMlGD6yZ2tbp6e5BIpHy8/JOHD2Wk7VEPBvE+3fvBPn4QRHAvJs32ZiYMTmDZ0+fMtMzgLRcdGSUCKCTjXESmhAXx8vJ1dbWRiKR1FVU/yGT/U/Dm+pqFgbGYqrob0JcPA8HZwOKngEteJjpGV6WvyQSibpa2vw8vOhz7fn5+dioaBFBoa/19VNTUyaGRtoamqOjyDbWubk5JwcHaUmp6enpocEhOJMNx+DAgIwUwcvDExSnhzPZcACpABMzWNx1MT39xNFjhQVICTxQ6Zz7p5LxxbQ0ThZWNNlGJpOvX7vGREcP8lWe7u4EcQnMPNvD1U1SVGx4aGhyclJKXMLC1Awzz5aRlNLX0Z2cnHjz5s2502e8PTzReXbDt28ECUlPN3cymfyyvJyLjf3ypUtoSZwvnz9zs3OA/cq38/KBnS0WYV9aUsJMzwAe2fv5+IqLiKDnRrAtlZuD83Nd3fj4uKwUQV5aBj3+qakpLw8PWYJ0148fAwMDcCYbjomJCUM9PU01QEeyrbUVzmQv+TY6O4X5BcC28tKHS5hsOJ49fUp/5mxW5hXAFS8k5PSJkxVYsg+38/L5uLhBJePQpUz2L1Aol9LSgWmH+jxbmJlp/mSy4ZgnzttYWakpKc/NzfX29vJTmWz03PLjxw9gCbAFloBHZWWnjv8JF2CG8Km2TlRQKCYK0H+8d+cuNxs7XIMfQmVFJSDcQS3V+8lkY5Qf3Lh+AyjGo6baNlZWSj+ZbDiIRKKDrZ24sEhHe3tPTw8/N4+Rvj6oXQvHyMiIpZm5lroGsAS0tEhLSPph9UcODgycl5O3MregUCgfP35kAZhsjHrCxu+NXOwcYHHXzVxAJxtisuG4nZ9Pd/pMUVHRwsKCk4MDUOOEUi4ikUiX0tIF+fjfVFcvLCy4ODrJy8r2ouoJSSRSeEgoNzvHjx8/5ubm1KlMNrpKZHJyUkdLy4xKqDU2NrIzs6QmI08vwfybi409ODCIQqHk37p18tjx/FuLh5lwlL8o5+PmycnKolAoly9d4ufixhRRKX5QzMLIBDbChoWECPJhq4skJSTxcHJ2dnaCVmuY6iJT1JMl0BPje8N3FgYmd1c34gKy5qe3pxeQP7eyIhKJFa9enTz+556du86dPlMIY0z+U7AcyLX/xr8U94uKnB2BEgg7B3t7R4dVvy+2xN28fv1K5pXjf/45ODgYn5i4d99ezF9PSkwsLrp/+MiRFStXpKSmYvZAgFPYAnGh68cPcSlJO3t7zI/q6e42MzHdsGHD928NppbmZubmmGEN3xo8XF137NzZ09NjZ28nJiGBGfb+3XtHOzseXt53795dvpJ5CGjRw8CN69ev5Vzdu28vcX4+6cKFTZs2YYa5u7h++fJlanLyxMmT0bExG7HCpqamfD29uru7ly1fzszM7ObpgflRY2Nj5iam27dvb25uMre0VDh/Hucyv1maW7CwsLyprk5MSYY3pMJx9/adpISEzZs3T0xMxMTH4YXlZGdfy7n6559/Dg8PX0hP27oVu/ErKiKysqJi69YtO3buioiKxIwhkUjGBobr1q1r+PZNTVPT1MwUM6ypqcnWynrTpk2N37/bOTjoGehjhtXV1nq6uR89drS5qdnT25tPANsZu/zFCx8vbx4enrq6uqyrOTt37sQMS71wofRhyfoNG9avXxcTF7eeZuPaPxNvqt+4u7qysLJ8rPmYdjH9zxMnMMMyL1++nnN17fr1FBIpLinxBE5YQlz8o7Ky/fv3k0ik5NQLa9asQceQKWQfT+/Wlpbly5czMDK4e3piftTU5KSeju7BQ4dq3r+3srFRVVfDDKv58MHVyXnnzp3fGxt9/XzlcR7aVy9fBQUEnD5zuvF7Y3hEBAMTI2ZY4b178XHxrGysba1tWVdz8G5TaEjIp9paEol87NjRoNDQVVjdulNTU0b6BitWrGhtaSHIyPj6+2FOQe3t7R6ubmvXrgUspfR0VVRVMf9i4/fv5iamLKysH96/j4qNZWFlwQx7VFoaGRFBR0ff0tJy6XIGXuNadGTkk0ePly1ftmnTprjExL17MaZQEokU5B/w+fOnjRs3bd++LSo2FnP8s7OzTvYOMzPTY2PjBGmCKc7cSK3a0qOnp6+srPQPDBQVE8UMe/7sWYCf357de9ra2iKiogSEBDHDigoLkxMST5853d7WHpeUePToUcywzIyM3Bu5Z06fnpiczLiSidet6+LoNDw8NDQ0zM3Djfc09vf3G+npb922rf7LFwMjI2tbG8ywL58/+3h67dy1s7en18beXkxcDDPs3Zu3jvYOnNycH95/uJhx6fif2A3TebduXbmceezY0bGx8dSL6Rtw2ig93Ny+1tdPTkz+eeJEZEzUpk2b0TFTU1Oe7u5DA4OUv/6iZ2Dw9PbC/KiRkRFrC4sNGzZ2dnbqGxqoqatjhjU1NpmbmLBzclS8qohPSmRhwX4aC+7ei4+L27Fzx+DAYFxCAhMz9hKQlZl5M/fmsWPHhoeHE1OS8abQmMjIZ8+e7927d/36dXGJiZgxZDLZ3MT091W/tza3KCorm5qbYYY1NzebGRkfPnK4puajK1B0p4kZVlVZGRwUdOjgod6eHk9vb3ZODsywstLS4MAgTk7Oz58+ZV27uhvnpUtPS3v4oHjHjh2rV6+OS0zAnDQoFIqFqen4+ER3dxcvH19AUBBm2ED/gKuz87LlgBiAhKTk3DxQYb9mzR9R0dEKiorL/oPwr070/19H8YMHZ06e2rV9R1Rk1MLSnTeFQtHR0tq5dRvICuNhfn6el5Nry4aNX+sxKDoIjd+/b9u0mYuNHbMtEsKl9Itb1m+QlpSkIXoFnHBdztyyYaOpkTGNGPBId+3vq2hLmP3111/8PDzbNm7G7CmB0NLcfGjf/hNHj737WcWIiW9fv5368wQzHf0wvtIcWKWzad16grgE7YH5+/quW7UaT+cYgrSE5JYNGxPi4mjEEIlEVSXlnVu3PSjCcDGEMD09zXiObvf2HbQFAatfV29cu05MWATt0Q1HbHTM5vUbFOUVaIheAfKCiUkb165zsKOlAkm1QDJf8/uqnCxkSTECDGfP7dmx8xNWWyGEhm/fzExMXBydMBuh/k/xqvylvo7uP3zMrC0s163+4wIW9wMHNwfnjs1bruVcpREzMTEhLiJ6YM9ePHFxEH19/ccOHT526DDtt6n4/oP1f6xRUVSiPTBPd4+Na9cZ6xvQDvPz8d20bn1ocCjtMDVllXWr/4AMfTAxNTl55MDBY4cO05aQKy0p2bZxMw8HJ6J4A4H7hUU7t277h5eZlJCw9vdV9ra2tMPUVVQ2rFl75/ZtGjETExOn/zyxf/ceTCtpCD3d3ZwsrCePHcdrsgTx7evX3dt2MNHR0x7YlcuZ61atNjc1ox1mpG+wYc1aT3d32mGW5ubbNm7KzLhMO0xMSHjT2nVozxQ4un507dq2nYmOnvYpU0529qa16wCLU5oVX5cvXtq6YaOVuQXtgfl4eq39fTXo5U5r/MIim9dvgBsTotHZ2bl/954TR4/R1lT9Wl9/5sRJNmYWuA0hGi/Lyzev3yAsIEB7YBFh4WtXrfbx8qYdJkcgbFq3PoGmbuDCwoKassru7TvwbChAzM7MsDMxb9+0pZWm7mFdbe2W9RsEeflo6DaCjTTr/1ijraGJ6agAITQ4ZPP6Df9wpTM3MV23+o/LlzJoh7ExMe/cug1h/4zAx5qabZs2szAytsOsstB4Wf7y0L79EqJiYPFJXEzsnl27T/15omCpN/O/Of6DNaH+L8CDovuAIdn0dEhYmLOL828wHmJhYSEyLHzVqlVBoSGpySlVFRWYnzAzM2NmYsrMwhIZHWVsaNja0oIZRnU0NYpPSuTm5QVP8zHDiu8/SLtwwS8wYPnyFX4+PiQSttjZo7Kyu3fvxiUkDA8NgvWImGGX0i++fVN983Z+3s1bt/PyMGPm5+eNDAyZmJgTkpOcHR1rPnzADPvR2WlmYqKkoiwtK+vl6dn1owszrKOjw8/H19jEWExC3NbKenRkFDOsrrbWx8vrQlrajp07ba2tyRRsua0rlzPLX7y4U3Dv8aPHF9PS8MbvYGu3fPlyDy+vmzdyHz4oxgwjEokhgUEbN24MCg2Jjox8/+4dZtj4+ISBrq6MnKyXj4+OhmZPdzdmWMO3b/a2tpezrhw5esTEyHhmZgYzLO/Wrdzr1339/adnpgP9A/Au88H9+8UP7ickJTU3NiUnJmHGACxLVFRnZ+et/PzkxMQnjx9jxkxOAgacMrKy/gEB1pZWDQ0NmGFNTU1G+gZ/rF7d19drZW4xOop9myAsLCxczcmZnJzE/K8Vr1452tsLCgs9efTYz9sHf/zR7e3tebfzc7Kzbufn443fSN9g3759Dk6OF1JSqiorMcOmp6f9vH1Onz7t5Ozs6+3T1NiIGTY4MGCsr29mYa5vaKimrDw8PIwZ9rb6TaC//42buStXrnS0tyfhqJilp6U9f/bMLyCgubk5MT4e7zKvX7v2saYmPjHhxfOnuTdyMWP+WrbM29NzxYoVOdeu+Xr74D2NQ0NDasoqFlaW5hbmxoZGeE/jh/fvfby8HZwcDxw84OXuPj83jxlW/bo683JGSFjYqlWrfDy9iETsyywqKMy9cePq9etfPn1OiIvDu0wvD48VK367ev16ZFj482fP8Mavr63Dy8dnYGQYHBj49etXzLDRkRFfb29xSUktbW1XZ5e+vj7MsI6ODmsLS98AfyEREUAKY2oKM6ystDQ9NfX2vbs/OjpCgoPxxh8aHNza0uofFPji+Ysb165hxlAolOTExNGR0ciYmGs5OY/LHmGGEYlEK3PzI8eOJqVesLG0+t7wHTOsq6tLV1s7KCSEIC2tr6M7NjaGGfbk8eO4mFi/wIAVK5b7+/pScKTrSksePnz4MCY+rru7O55aUo8ZdiUz8+XL8pwb1x7cv3/96lXMGBKJZGlmfvzP4+mXLrk4O9d9/Ig3fgM9PQ1NTRk5WQ9XN+DQEgs/OjuDA4MMjY34+PmdHR3xLrP+8xcvd4/ouNjDhw+bm5gu4DyNN2/kFt+/f7fg3qvy8vRU7CUAKBexdyBT/vLx9c29fqOkpAQzDFQ72bhpo4+fb1xM7Pt37zHDpqamjA2N+AUF/QID9HX1Ojo6MMOam5oszS0uXEw/S3fOxMBwdnYWMyzv5s3c6zcio6K6u7oiw8MxY8DL/PzpU2xCfFVl1dWcHFpTaFvb5aysS+npZaWlmDEzMzPaGpqiYmLhUZFmRsZtra00xu/o7MzCwuLs4IiXkHz5/DkpPsHT22vfvn1uzoBdlL2jg6eX1+TUlLOD4727d5f9p+Bfnej/v4v7RfcPHzi4d/dutG4X2PWiqaYG9goAPq5SBKgbHR5mpG9gqKcPbvUupKRwsLIhGmXAxkEudg7QhXV+bs7E0BDTIaz4/gP6M2czLl4EC/VUFJXCQkLQe+Unjx6LCAqBgmIN374pKSgkY/m/ZFy6xMO5WJP94f0HdhbWvKX9NIvqIkbGulraYEFhdlYWCyNTHcp6qrOjQ4if38LUbHJykkQie3t46mgumicjwlQUlaIjo0Aey93V1djAEC2WBxTkMTKCNdlDQ0PK5xXBWm0Esq5c4WbnAHfk3xsa2FlYLl/61RMDwdHOnpeLG+zjuXfnjpiQcCWq1HJhYcHP20dbXQNsfMy9fp0gIVnzAal7NTMzo6qkbG9jCxIPUeERgrx8aPH/L58/szIygSIwoFukqZEx2hbxzu3b9GfOgXIWLc3N5+XkMT0aHhTdF+Dlq6aSsnUfa2WlCJiujfExsUBNdg9Qk/3q5UsWRqYylMIjkUhUU1GxNDMDOwTiY+N4ODihtkgI37594+HgcrJ3ANTDZ2ZsLK3MTUxB8WkEyGQy+FVQKJTI8HAHOzu0dOPL8nJmeobnT4GOwO6ubklRscClbU+L44+LE+YXAD0C3755w0zPgLb8JBKJhnoG4qKibdRu3cuXLkmKin1CiUmBgoxmxiZTk5MUCiXtwgUFWVm0CtvI8LCUuDhYk00kEj3c3GUkpdAEYVVFJTM9A9hgNDQ0JCtFcHN2Qb90ly9lQIbPdbW1kmLimKcK165eFRUS/kot1X1VXi4lLoF2Mqeqc3jLEaTBjsCiwiJmekZ0GffE+ARBXMLL3QMcjI+Xt7iIKPqle1v9hoWBMYRqJTgyMqKlru7m7IK+Te/evpUUE793F3jpOjs7tTU0MQnOooJCquMj8Gp8b2jg5+HBLIP28/aRBeRNgQOr0pISJjp6tGTk+Pi4goycmrIKqHwXGR4hJy0N3lk4hoeHjQ0MPNzcFhYW5ubmwoJDtNQ10EdJHR0dfNzcyYmJ4EtnZmwC1mojwh4WP2RlZKqqBDqeu7q6hPgFImFtkRAiw8OZGRhelgM6hi+evxDi48M0WUyMT1CQlQWrYO8XFREkJMFfgYNCodhYWmmqqYPzefaVK6xMzGg9FqAmm4c3htqWQyKRrCwsVRSV0E/jo7Iy+rPnwI667u5uWSlCWEgImgd9VFYmKSYO6jACYoUKChfTMIxRrmReARwfqa/Gu7fvuNg4ME0Wba2sNNXUwMHcuH6dhYGx9iNyCeju7hbk47c0M5+kvnRuLi7qKipoFbnOzk51VVVwCRgfH3d1cragajgiwr58/szGxAxqvA4NDakrK1tbWKIHlnsjl5ONvZ76ZVJrnTngbZEQXJydeYA2AGCiuHf3Hj8PbyX1AYBjYWEh0N9fW1MTbIy+mp0jLy2DNl2anZ3V1tQ0NzEFH6246BgeDk70UVLj90Z2FlawTX9mehoQPzAyXlhAPo238/Loz5wFtWKam5sFeHnTsartb+XelJUigKqmVZWVslIEzIal2OgYyPHxyePHXOzsCPED8NHS0dKC1FES4xN4ODgR4gdA2tDQwM7M4uvtTSQS52ZnjQ0MjA2NoO5bCPX19edl5bKpbUX9/f2mRsZeHp7gJ//Hsdp/59n/GhQVFp44dnzZsmVHjx1B2zJdycwEJHthzcj3CwulJSThEjzT09N62jqmRkvURdJTU7nZOeCpdltrKy8X96V0IHsGQaFQzIGebhX4BPTg/v2zJ09dufzrdHJgYEBVUSk0KBguCFVWWiouIgpf1QDdMSXlxPgE+DAupqVzsbHDV7Xaj7UsjIzw1vV5qrqIoa4efFW+lgO4CtfCZD06OzpEBATNTc2mpn6tCsGBgLRIH+yQur29XVFeAV65MTc35+nuYWpkDFcYqP1YC/rDQz+ZmpoCmp+srEiw5CYz4zIHCyv8EPlrfT0rIxN8ngX21ja2gnz8cLusstJSCRFRuDzZ/Py8r7ePppo6vLnnTn6+pJg4XL1kfHxc+byis+MSdZHY6BhhfgF4j9e3r1/ZmVluwLp2FhYWtNQ1DPT0p6d+bZxu3bx57vQZ+KrW2dkJfD/x8fDkoKiwSJjvVxc8mNwoyMjCnxbw5FGIXwD+NFa8qmCiZ4ALKYA62bZWVnAJ3uTEJF4ubrjCQFNjIw8nkGRDN51CoTja2ZsYGCJEZigUyo0b18FFDmxytbGycnZYlPECAWT8DIxPH//qoB8cGJASE/ddesgbHRklyMff3fWrcfN1VRUTHT38MZicmDDQ0yOIS8B1l/Nu3pQUFYPfJqCJwtrG3NgErnVz+eIlBRnZ5qZfL91Af7+UmHho8BI9Bx9PL+mlxplvqquZ6RngHnsTExMyUgRnB0d4OVBaair9mXMPH/zSXf5aX08Ql0A0tl7LyQFUZmHShO/fvSNISMIrKyjU4hM5aWn411j84AELAyO85GBwcJAgLoH4GgP9/cVFROHNW+/fvWOio4fLVkxPT+toajovFYJ4XVUlJS5xH1Yu1dvbq6+jExYSAp9bCu8VMDMwwsXgWqlzF0IZCfQQgKQzQEExZnoG+Es3ODh4Xk5eQ0UVXjmQkpQkI0WAz40jw8P6unpe8MoNyl+RYeFaGpp9vb92FB3t7QI8vHA9hwWAQraEK5BA3ZmvYTlWb0+PAA8vYkcREhTExsT8GvbSVVVWiQgIwmsJyGRyYkKCvLRMJ8yv++mTJwRxCUiwEpxbLEzNdDS14C/11exsdhbWhm+/5i5AXYSPHy7k8tdff9nZ2CI6Dh8/enT21Kn0tF+p2MDAgIykVEhwMPzzHxYXEyQkX8EKPJqbmlSVlNNS0+BLQOblTEBdBCZNWFtby8HCCieVAAlC6vjhS8DNGzeAJQDGtvz48UNYUNDSzHwK9m37+fiqKCrC9TpAniUe9rTMzc25ubpampvDxfK+fP7MwcoGb3wEdbrMTUzgT2Pu9RtszCzwuf379+/sLKzwHQVxgeho5yDAw/sFFvbw4UMhfn64Xur8/Hygn7/WT54FRH5enowUAZ5qgzrTNpZWiM5yfqqxOfSTpiYg48++8uvdB5u2DfX04R2Ht3Jvnjl5Ev7utzQ383Fzpy1tms+9fkNeRgZuHVDzoUZeRhbRMRkdGcXPxQPvfS9/8YKTlQ0uMjM9Pa2prmFjtWT8KUlJfNw88EygqbGRg5XN19ub9HOlABISE1MDXT342/S57pOctAzcDXd0ZNTMxNTb0xOcW5ISEw/u23/s0OFLWJuffzf8nWf/C/CwuPj0yZMH9u6Pjo5iYKDfs2dP9lIZ3e8NDWhzlnt378oSCKAPNpXJ1jfU10eri6RdSIVYbUAn+yeTDcccwGobQax28YMH9GfPovnavr4+NWWV0OBgCgXIQR8/eiQKMNlI6qittVVJ4TyoWQEy2bycXGifiNqPH9lZWMBUG/ASpzLZ6F0snNUGmGw+fjQnQVogBfj5a6trgARbZ0cnxGTDAeghursbGy6y2rUAk82E3qyPjY3BWe1sKpONrtSkstqsUGkalcnmQnvSlhQ/FBUSAnXHFhYW/L19tDUWaQw4gHlWUgosNJyZmVFTBphsNJEZHRkpyMsH7ijgTDYc4ARtamgMPgx3bt9m+Mlkw9H1o0tJ4Ty0FXlQVCTIy/cGRWR++/pVliANsdpxIJONUhepeFXBwsAISs0sLCyoq6hCTDYc8bFx3BycoCAXwGRTk2zETZ+ZmXGwtQNYbdhdplAoYWGh8Orn8fFxawsLJwdHcFUGmexnz5B2Ev19fYCYV8Aiq50QF09lspFV4G+rq5l+Ss1QmWx9CRFRNPVy/do1gNWmklWgZ425iSmivBUQzE6/eF5WHqTuhoeHpQCtG6S6CJlM9nBzA1jtCWA5qaz8xWTDMTQ0JENltcGsBWCyz55Dt9g3fGuQEhOH7vK1nF9MNhxvXlcTJCSgX/f19pEjSKPd4x/cv89MzwCy2hMTEwQJCVAbBBHm4+Ul8ZPVfvNmkclGsNejo6M6mloQq/327VspgMlGnh709fXpaGmFhy4WkRcVFEBMNhyAgh43D0gkU7MrHxnCL7VECACrfY4OTLWpTLasmjIG3xkfGydLWGS1qUy2oYebO+KhJRKJkeER2uqa4I4CzmTDMTs7a2byi9V+WFzMysiELtbv+vFDiJ8fEvuLDA9nYWBEi9ZXV1UBrPb9RVYbSLJlZNFEZllpqbSk1Mvyl3Amewq2wQaRk5XNygSIOIG5PsRkw0HdKlioKC2y2o/LyujPnE1NuUCmTvUQent65aSlw0IWtwqPSqlMNopWb25qVlI4f/Gn3XdWZiYnGztCwo9akvuRi40dynEBJlt1kcmG48a1X6w2xGQjXjoymezl4an2k9X+0dmpoaoaExmFeGinp6eBVNvMHJxbQCb7OsqtbHxsTF1Zxeonq5174wYn6yKTjVbwgNgWVydnHg4utH9KcXExPzcPyGqTSCSAydbQhNQGIdzKzYVY7dk5gMm2MDVFWwXFx8bycAAKHqAcOMBko/ytpqamAFbb0BhMXvNv5dGdOZO3VJMXVAgV4OWDWO1buTdlpKTQjTTv372TgbHasdExArx86Kfx+bNn3D8lfUkkki6VyUZbBSXEA/pOba3AS9fw7Rs7M4uftzfipZudmTExMjIxNAITkvov9QqycmiBLEDl3djEy9MT/JZcnV02rlv/59FjmKd2/1b4O8/+Z+P502dnTp7av3cfyEpWv6neuWvHsmXLrG2sMV2v4CgqLJQlSD95/MjY0NDUyAivsyE9NU2Ah/d+UZEQvwA09yFAbfg109XSvnH9Ov3Zc5jVAlRmbkBVSTk8NKyooFDq51khGlQ3DZXkxKS01FRuDk70+SyI2o8f2ZhZrmbnWJqZI5hsOK7l5HBzcBQVFEiKiVsATDaGZxuV1Q7U0dR6VV6upqwSj9ODODc35+XubmluDhx1sbHfvY3t2Qay2k4OjpfS07nY2fHaob7W17OzAHYALo5OCCYbjkelpVJi4qUlJQFUGgPTthMUhJKRIjx5/FhDTQ3BZMMRGx0tISp6v6iIm4MTzmTDAbDaGgAlk3XlCsPZc5jns+BqpKRwPjE+4d6dO6KCQng9fN8bvivIyl2+dCkmKlpYQBDOZMNRUVHBxsR8Oz9fR1PL1nIJkw1HcmKSEB///cIiIT5+J4dfTDYcZDLZ0d7e0tSsrLQUrKihUCgREeGIegZA09rKys3FtfjBAzZmlqc/ta4RAFhtcfFA/4DY6BghfgGE6jyE11VVrIxMOdnZZsYmCCYbjrybN6UlJV88f+7k4GhuYoreS4DIuHhJ+bziyxflcgTpkKVMNhw+nl6K8gr3i4rYWVjhTDYcExMTslIEdxfXC8kpjHT0eA6CX+vrpSUks7KycrKzJUREESY7S1ZNSan8vDwgyZaWwXubih884GBhvV9UpCArR6PrK9DfX1pSquBeATszC0KAeSmrreXh6vb40WMZKcIDqpwiGr29PQY6upFh4Xk3b7Ex/XKAQqC1tZWfmyc+Ns7PBxg/nMmGo/RhCRszy53bt9WUlKmHgdhzaUpikjxg4/fKxMjIy8MDMwaoUwoL19fVe1X+UkRAEKFMvCRVtbDQ09bJz8tjY2KGnwvB0dPTIwjIA4eGh4ayM7PivXSvKyvFhIXv3b2blJioQHWTxQx78viJjKRUSfFDWytr7aVMNhxXs7N5OLkeFBWJC4sgmGw47GxsNVTV8m7dYjh7DrOoYJHVliKEh4YWFhTKSBHgyuVwNDc1qSmrXExLy7h0iYOVDWGyA6GutpaLjT3rcqadja2OpibeEnDzxg1udo77RfclxcStzCzgTDYcfj6+mqpqlRUVmmpqcCYbjtnZWTcXVztrmxfPn/NwcGJK+EGstq2VVfaVK5ysbGhtPhDfG75zsrFfSE5xc3EV4F3CZMPx8OFDEUGhR2VlIYFB2hpLmGw48vPyFGRknz97pquljWCy4UiIixMWEHxQVMTPzQPWUaABstoWJqbZV7LoTp/B6w9uaW4GDmcuXLhx7bqCrBymCS4oJKogK3fr5s2YqGhAJxtLxRWoenrxgoeD487t2wa6eggmG47kpCRhqhg8Hxe3r7cPxGTDAVBvJqamRsYvy8vPy8mj90IgqIZKpn4+vqWlpcICgmbGJkcOHjp5/M/Hj7DXgn8T/J1n/1Px4cMHTja27Vu2hob8UgO4fuP6b7//tmzZMgEB/vcfMESa4bh7+/bxw0d0tbTx0hoQqSkXVi1fiTd1giCRSHraOpvXb8DUyYYwPDQkxC9w7PDh50+xrWhBtLe1CfMLnDt1GuF9iMDnT5/279mrqqSEl6+AyM7K+uO33w109dDqm79AoTg7Oh7YvQdTmRjCApHoaG+/beMm2rVck5OTBEnJ44ePYHrMQmhubjpy4CDD2XNonWw4HhQVHT14SFJUHC8tAHHr5s39e/bSmKFARIRHrF75G16SDWJ2dlZRTmH7ps1wex00+vr6BHh4jxw4gHAiQKCh4Rs3BycHCwtekg2i+vXrbZs2GxsYYk6dEGJjYtb8vsra0pKG1g2RSDTQ1du/ew+4QmDm2WAOZ6Cnv2vbdnStKhxDQ4M8HJxMdAxokVo43r97v2vbdh5OLtqyJ1cuZx7au09NWYXW0wgUeKTt3rbd38eXRgxIg63/Yw2m6jyEsbExYX6BPTt2FtylJRbb9L2RiY7h7MlT3xuw0xoQb95UM9HRiwkJYxo7Qygpfrh+9R9uzi60x+/p7r5u1Wp/H18yvogN8DaJSxw7dBjyH8XE4OCgvKzsoX37wRMDPLS1tp07dVqITwBvywriUVnZprXrgFwcJWcOR1hwyP5du20srRD6TnCQyZTgwKAdm7eimWw4FhYWDHT1dmzeAh4z4qG3t5eFgfHYocOvcJJUENWvXx8/fISH8x/ItpSWlJw6/qfKeUXaU+jV7OzVK1aiT/mWgPKXmbHxxrXroNNITAwOAm/T2ZOnwbYcPLQ0twjy8Z85cRIkL/FQV1t3eP8BRTn5WZpv041r1//47XdDfQPIkAUT9jY2B/bsDQ4IpBEzPz9vZ2O7Y8tWhAMUAlNTU3LSMof37YeXu6DR2tr655GjDGfPoevg4bhfWLR/9x5ZSQLthzb3+vUjBw6aGOKyZiBio6NXLV8BLxdBY25uTvm84o7NW27m0rrMzo5O+jNn2ZhZPtOUhHr/7h0rEzM7MzPtp/HFixe7t+8wNjCkLXsSHxu7asVKDzd3GspXoHnk0YOHwCYxPExMTGipaezevgP0JQ0PDdu5bTsrEzPtd/Bfi7/1Rv55aGhocLSzb2lpNTI2dnB0gH6uqaHp5+f3228ry8tfyshIZ2VlUcjY0hBzc3NdXV2i4mL79u/v6+3F+0OjIyPDw0PGpiYjI6N4DdfLli37/OnTwsKCuITE1/qvsziaFdRG7+5z586JiYn3DwzQuLrGpqaTp04Ji4q04GiegB30n+o+nVc8v3//ATyVBmD8o6OfP31SVFQcGxvr7enBCxsZHV27dp2cgsLKlSvxGpaXLVvW3d29fNlydQ2NocEhIpGIF/b169cTf54gSEvX1dbSGP+LZ8/ZOdj37d/X8O0bjbCR4RFxCYmTp0729uKOf2Zmpqvzh6ys7ObNm/FUDgDZisHB2elpYxOT7q5uPM0NQETl48c/1vwhICTY+L2RxmV2/fhx5tw5UXHxgUFad7OpsYmOjo6Ti4vG3SSRSICAt4b6xk0b29racMc/MNDa0qKgoDA0OIinubFs2bLhoeFdu3ZJEQjbtm6jMbCOjo7169crKil1d/fgvSbUZ/sLCysLHz9v3adPeDELCwsVr14KCglt3LihqamJRtjc7KwkQerAgf2D+K/A+Pg4YIGkqPj7qt/H8BVUerq7V6xcoaen39LcMjc3hxf2/u27nbt2snNwfP8OHK3ghXX3dLNxsPPy8fbgvybLli1rbW5lY2eno6fvaG/Hi5mdm2tta9XW01u+YjmNT+vs6Ojv75eVl2/vaB8bH8cL6+/vP3n6lJi4+OjoKJ5s0bJly9paW/fu2SstAzgy0hj/57o6QSEhBkaGbziaIeDb9LqqiiAjTSaT8VQOwLCVv/0mLSe7YeOGkZERvLChocHZmRklZaUFEml6eprG+Lds2aKirtbw9RuNy6yqqDz+559nzpz5Vo87fvBNBy6TnqGnq4vGS9fR0ckvIHDk2FE8zY1ly5ZNTEz09vYaGBlNT0/ReOnq679MT09LEQjfvn2jcZm9Pb3MrKx8/Lw0Fh3g22hvPXXqlLCISGdnB4258cvnT9KyMoePHKHx0o2NjX348F5RSWlkeLi7B/cyx8bGNm/ZQpCRBv0s8cL6+/p/+22lopLS5NQkjbnxe8P3Q4cPy8jJfv78Gfci/1r24tlzFhaWffv31ePfTXCrKSUldfjYERpf2uzsbF9vn5i4+K5du/r7+vHChoeHJycmDYyNBwYGJidwl4CaDx9+++03ASGhutq6BfzL7Onp5uXjY2Jm7sSR7QLR2fmDhYWFk4ubxmO2QCR+b2hQVFLaum0rjbmlv6//29dvqqqq7a2tA/24lzk0NLT/4AFxCYmJick5HAUVYNLr6tq6fau8gvwI9ZTA0dnJzNy8o6PD3tauvr5+2b8n/tWJ/v8r+PHjh5yM7LZNWyzNzSfGkfKl0zPT2jpawP1Yvmz16lU2NjZoHpTqiXoRLA57++aNq7Mz5tni6Oiot6cnaH1XWFDg6+2DSWLVfPigdF7xUdkjEonk4epmYwm4LmGEvf/g5ODQ3t6+sLAQHRmJp51cUvzQ29NrjApPd3dwo4lGVuaVqIgIEonU2tLq4uiEbrgGx29hahYRDlQ0FhYUEsQlMNmFkeFhbw9PsDis8N69AF8/TFHYpqYmRzt78A9dTE1NiI/H3Ha/rnrt6uTc09M9NzcXHBiEcJuHcCE5RU9bZ2hoCDD+Jcjg6ZpnXLyYEBtHJpMbv393srOHXIXhmJ+fDw8Nu0r1m6x4+dLd1RXzbK6/v9/D1fUZtdUv7+bNIP8ATEq1uuq1ssL58hflYHemh4sr5mVWVVW5ODn19PTOzs4GBwZi2oMB9rl3ge9zamqqv7/f1dkZT9c8LTU1kVquU19f7+zg2IBF8Pf19Rnq6YGKNDlZ2QqycpjWfT09Pa7OLpUVFZS/KGBhAyaf/amuzsneobmpiUyhxERFX8YRFX765Kmnm/vw8PD4+Li3p9dDnPKM8NAwCzOgKulrfb2UuPiTpf7YvzrS4uMzqMVXNR8+ODs4omu4wTZKfx/fAmoV8sPiYl9vb4S/N4iO9nYXR6e31QDvcvlSRkxUFCa78+TxY2WF8x9raqg6g/pQETMCj8rKvNw9xsbGgMv08EQrwIC4lnM1PCx8fn6+rbXV2dERrecD8rIx0dGXM4Deg+rXr12cnDBPpVpbW7XU1a9dBZTF42LjNHFqopoaG50dHIA6FgrwyqQkp2BSdZUVFa5Ozv19fbOzs4H+/nfy8jHHf+/O3QA/v+np6f6+PjcX1wqsp3F+ft7N2cXd1ZVIJFZWVIiLiKDVmcAzn7DgEJDUfP7suYerG7oNBnzp3Fxcn1GP727m5oaGhGC+dF+/AI/9t2/fKBRKfGwspuYGKPugqqTc0twyNDikpqycvtStHR4WFBA4Mzvb29Pr4uiMXV5CoaSmpCQnJlEJizpnJyfMw7epqalAf3/w7X5UWgr4tqBK1YG36dMn5fOKxfcfkMlkX29vc1NTzCqOjzU1TsBj304kEqMiIq7iLAGlJSU+Xv94Cci+ciUqPHxhYaG1pcXF0RFzCRgfHzczMQ2jHvneLyqSEBOHt3VCAAUZH1IF4AsLCvxxloDW1lYne4cP74GD4otp6Qlx2EvA2+o3Lk7OXV1dwBIQEHgLhxK+mJamq6U1MDAALOjSMngrxZXLmbFR0SQSqamx0dHeHrOmC/g+wyNAirri1Ss3F+wlYGhw0NPNHVzp8vPyAv0D4C3vEKoqKhXl5CsqKubm5mytbfBOpV6Wl7s6uwwODk5NTfn7+eGd8ebduhUSFDw7M9PT3Q1NWQgAupMJiReoJyG1H2tdHJ3APhwEent7tTQ0waP17CtZ8jIy3ViX2dPd7eriAmr15GRlR4VHoEu9fy0Bzc1kMjkmMurKZaroysyMhZn51k2bpSWlMG2n/+X4O8/+Z2BwcFBNRWX3jp3HDh1OxynSGBgY4OHhXrZs2YqVgBsZHx/vu7e/ChZJZPKVy5dBG3AQb9++dXF0+rBUsX90dNTXy7sYphJVVFjo6e6OWDVrP348Lyf3CDYVenl6WixtRAN7il2dnKG61bm5uaiIiMuXLiE0AR8+KPb08AA3l2CDka+3d+6NXMR0djnjcmxUNFTu0tQIZMDPYe3zwHH56KiVuUVEWDj0u4UFBbJSBMQJXVtrK7X689f4iwoLfb19EL0aLS0toCY3zKM4LSo8fHBpHfzrqtfODo7Q787NzoWFhAItQbDxkymUC8kphnr60CFaa0urjBQBcUI3PTV1ISUlITYWuszvDQ0ujk6I2s2Z6enQkBB4R+OrV69cnZwRLSngDAvX07idl+ft5YWQV6uueq0opwA1V1EoFAc7O4Q0B1jZ6e7iCj0JU5OTwYFB165eRWgC3r1929/Hd/LnitXb2+vh5oboYyOTyWkXLiQnJkJf0ae6Tw62doiTu6HBQSN9/eSEXyfv165eVZSTR5Tvf/v21dXZuWppYoHOsz9/+gzP5olEYlxMbFJiEuKhfVz2yMPVDeqBGxsb8/X2BvczEIhEYkRYmJWFBZQNg2J5pUtNW0ZHR2Oioi7BOhxAU0ZEqjo2Nubn41sEM0J/WFzs5eGBWHW6urpcHJ2qq35dUVbmlaCAQESq+rjskZLC+ZqfHYEzMzOGevpBAYHwbTCFQiksKPT29IIuc2hoyNfLu+DuPUQ5WfaVLDDJBv/Z0tzs4uSEyIEAJ/noaHiHxuvKKicHB0QfWGdnp6aaGty+JzEhUUNVDfE0vnv3zsXREWoOI5PJF5JTEuLiEbcJTLKhl25qcjIkKPjK5UzE03gbSCz8oScZ3I8hkoPp6WkPNzcPVzfod1+Wl0uIisK/anDLFxgQkEeVOVsMe/HCzdUVkaqCO1t4gcSt3NzAgADE3NLwrcHR/tcWmkwmJyUmxkRFITLyvJs31VVUoCdhaGhIRVEJUYtCJBKvX7sWFBAIdQR2dna6u7g+ffIEEIj5CcB5NDEpJSkZKjCoq61zdnR8XbVERW5ycjIoIOA2bNPyqKzMzfnXNA6i/suX83LyxT87L//6668APz9jQyOE7M/zZ89cnV0gw5S5ubnIiPDMSxmI21Ty8KGXhydkDTY0NOTj7Z136xZiG5l5+XJMZCR8CXCyd4DPb9QlYMzS3CI8NBSaW4qKigjiwKErPKy9rc3L3aMU5vd+v7DIx8sLsY1va2tzcXKCSv8pf/11MT09OjIS0Qr19s0bJ3uATlq8zNnZ8NDQ1JQU+PgBEc/UVAMdXUj2sb29XUZSCtx2Qpienk5PTYuJiiL+fOmAJcDJGaEqNjs7Ex4aei07B/FGIJaA4eFhL3ePRzAFvdv5+T6eXoiM/HVllby0TGXF4pNAJpMdbO0cbO3gskhgNaOnmwe0hI2Pj/v5+ubdvIWYNG7dvBkUEAh1q//48cPdxbVkaZfIAmkhMT4hDbZp/FhT42hv/2ZpRt7f16ejqQWvX83JzlGQletoX0IR1n/54uK8ZG95NScnNDhkaGld++dPn5wdnaDuKSJ14kpNuTA5OTk8PKyrrbNt8xYlhfOYVMi/Fn/n2f/rmJ6atjAz37JxkwxBuqqyUlRIOO3nYzc+Pg6XCPj0qe7Q4UPLli377XfAsGb/gX3Z2VlkMpk4P38xLS07KwsxbRXeuycqKARNIh0dHQa6ug9RUqyX0i/ycfO0/Jwrm5ubLczM4Yo8IKFlbWGpo6lFnF9czi9fusTGzILgG2ZnZ9WUVfx9/aDSzNwbNwC+ZKkCQHd3t5S4RFJCAvhPCoXi4+kVERaGmJ2/fP7Cx8UNsapTU1PBAYFxMTEIZj3v1i1WJibo7Xr39q0gHx/a1S8qMlJRXqGvb3ES+VhTY2lujnAOo5DJzo6Oetra4+OLy8nN3FxLM3NEee7U1JS2uoaTvQP0k3t37lpbWCIq1drb2rjY2KEcbnh42MTAUFtDE1GF/LqqipudA6onnpiY8PbwROuB3M7Lg9/Nb9++6WlpPaMqQ8ORlJAgIijU37fIw3379s3M2BihHzw7M6OnrWNhagatVYAKDQsrQgFgcnJSXkYmMiIC+kn2lSt+3j5wGSzwgREXFoHkkxYWFpwdHRPi4hC36d3bd1D7Ofhse3t5paZcQDy06ampvJxcUG/iq5cvqc1JyMZNRJ79prra2tIS0VxFnCcaGxjaWdtAeWTGxUuOdvaImvKhoSEFWdngwCDwn2QyOTsr29nBAUE5f6qrY2FkhDKP7q4uDRVVK3NzxPiBbh5uHijVHhgYABwTUGrcF9PSpSQkobLpd2/f6mvroCsIA3z95GVkoQTrY02NiaHRh6UdgWNjY+fl5L3cF5v2KBRKeGgYPzcPXNcSTBBFBIUyqZw0iJSk5PCQUAT7VfPhg7CAwN2fA56cnLQ2t8jMyECUhz4qe8TJxg59/4MDg04OjnCZLRAhgUFS4uLQ2wT2dyLyeCKRaGJoZGdjC9UTFz944Ghvj6C1AGlLhfNBMPnz2Khob09PxMleW1ubmJAwVE+8sLCQGB/v7+OD2PyXP3/OTM8A0mNgv4G0lJSvtw9i/NlXssSEhaF64tbWVlsrKyDBXYqw0FDl8+eh5ObJ48eG+voIdRfiwoKtlTVcZe/li3ITQyPEcVx/f7+4sEhs1KIAyNzcnKuzM9p8sfF7IzcHJyQUM0/dGSYnJiFeuqdPnggJCLx4trgr6O/rMzIwuJ2P7IG7eeMGDwfnt58D7uzstDK3QPSnAsmZnZ2GqhqUIGZdyWJnYUVQOTMzMyqKSgG+fqAI1c8lwAO9BEiKiaem/Jql/X19w8PCEPuQT3Wf+Ll5oFR168icQwABAABJREFUemo6KDAoJioKYXN7J/82KyMTtPF7+/atML9AEmwDDyI6MlJBRhbKoetq66wsLBH9tWQy2cnewVBfH3qu7ty+Y25qhqCipqendDS1rC2toPeiqKDA0swckeB2tLfzcnFBAiCjo6OAkJeqGqJ0/s2bNxysrC9/UiETExO+Xt5ZV64gXrr8vDwxYZGPP60VWpqb9XR00FamyUlAZ/mPzsU163tDg6mREahCA2F2dtZAR9fSzBz6SWx0NC8nUAcIDxsbGxMXFkn6ufGjUCgX09KDAgIRJwNfv34V4ueHei2oS4BTSlIyIkF/+aKcl5MLYitGhofdXVwzLl5CHGelp6bxcnJDGlBPHj3m5uDIXcpYUSgUV2cXyFsD3DwDNkxL36b5+Tl9HV1XJ2cSiTQwMKB0XnHrps2a6hq0G1H++fg7z/7fBXGB6O7qtn3LVgE+fnDRbW9v5+HgzLh4cXxsTF9H18XRCf6yFRcXb9q0ccWK5WCqzcLKMj4+/unTp5CfWQICBffuESQkP3782NnRwcvFhdcan5pygZuqGP/s2TNBPn5Me14KhWJpZq6rpT06Mpqelnbq+J+FVF8MLLE/5dDgEOI8Me0CINeN6cnc1tqqqqSUlJg4OTlpYmSko6mFlvADEwvQNWagf0BRXgGv6whQIGHnaGlp/vD+PRM9g7urK7prhEwmhwQFqauqDgwMfPz4kY2JGVPuZ3Z21svDE2BuxsdzsrPZmFm+YB3qgdaG9ja2ExMTXp6eRvoGmC7EX+u/sjGz3MzNHRke1tbQFOIXQHt5AIJcJaWSomKvXr4cGxtTlFdwd3HFvMy7t29LiIp+/vSpCdBvYsnKROo3gYiNiREWEOzp7ikpLhYVEkILS0EKJFbmFuPj4ylJSadPnMQ8ye1obwfF/oC6oIgIEQFBzNb4xu/f5WRkMy5eGhsdU1dRNTcxRTvjgKefgNbe02e9vb1y0jLwnA+O5MREYaoMyKuXL+nOnAUOiLHqCiIiwkHBeBKJ5IA6+gAxNjZma2XtZO8wNTUdHxsLaM1ikRmgoHWAn//ExIStlbU9LOeDo/r1a2YGxkdlZf39/XIEaXlpGcyT6Fs3b0qJiX+qrRsYGJAQFYNU2xC4nJEhR5VArnn/gZmeoeAuxhEtsAX18pKVIgwODt64dl1KXALz3JOqQCLt4+U9ST2FoDt9Bi6lD+HL588ECcmcrCwikejp5iYvI4tZ8PDh/QcpcYmCu3eHBgdlJKXcXFwwy1eK7wO62h8/fmxubpYQFcPT6gn085chAOMvKig8/eeJS1jlExMTE3raOi6OTnOzs3du32ZhYKxDeZFQz44BBZLQ4ODZ2RkfL6TcOITWlhY+Lu7kxKSRkREdLa0AXz/MSoCy0lJWRqb3b98B8dw8+rq66N5xCnBOlSxLkG5va+tob+fj5kGIx4MgkUjREZEaqmpDQ0NPHj9mpKPHbMOdn5+3srAExfIT4xOU5BUwJaT6ensF+fgTYmMnJsYd7OxYGBkxm6orKyrEhIQf3L8PaAgam+hp6/yFVX/z/OkzSVHxV+XlPd3dwjjOOCCPyMHC2tTU9P7dO2H+X6k54tuwt7UFxj8ymnk588Sx45ilcX19fXIyMiFUa4X01FSEVQKE5qZmVWWVtNTUmZkZKwsLTTV1zKexrraWKld6vb+/X0FOHsr5ELiVe5OTja2pqammpoaJjt7Z0Ql908lkcoCvn4qi0tDgYF1dHTsLyx3UlgPSewWNzwASh5EJrW232G+nrkE95h3z9fbR19HFLk1sbOJgZbuakwM+jfw8vJilcSXFxcL8AhUVFaDVgL2NLeZl3s7Ll5aU/PL5c2trK1VDELsjMDE+np+b50dn56OyMmF+AbSzD7gE6OvogJqG0ZGRZ/48AXc8gNDc1CTIx5d2IXVhYSEsOEREQBAtiAmu1Aoysrfz8icnJ7U1NK3MLDBfuvIXL9iYmZ8+ftzZ0SEhKor24AORnpYGaAX++PH0yZMzf57ALI0D5NXNzA319CcnJ4GaeEYmsJQLgeHhYQszMy8PQOwvLjZux9Zte3bucnJwxKyD/Vfh7zz7fxfpaWl7du5ipKP/8P4XK0B9BMUIEpJiwiLokqaYmOjffgOS7HXr1l6jEki0O5HvFxbJEqT5uXnwkmwQF9PTeTm5BPn4aIhNEolEawsLKTEJFkbGIpRkL4T+/n4jA0MleQVxEREa5VDt7e1a6poSomKg0zte2JfPn4X4+IUFBH29vTBzWRDXr14T4OHl4eTydMftWSaRSFERkQqycrxc3DTURaj1oAESomLC/AJ42nxgY422hqa4iKiKolJrC+5lNjU2CQsISIqJyRKk8fSPQPVxeRlZKXEJF0cnGj3X94uKJMXEeNg58ErhQcTHxgrw8okKAsswXsz01JS+jq6MFIGVCXuGAtHd3a2no6MkL097/I2NjSqKSmKCwuampmgzUQhvqt/wc/OICAoFBwZN4YclJSSKCApysbFD0rxoREZGvKESwGQyGW3RB2FifNzZwVFKXEJSTBxPUBJkZM/LyYuLiOhqa9MQIampqeHn4RUTFlFXUYXOwdHIu3VLXlpGXEQkJAh7Awy+tteuXpUQFQMUygp/uZAgAFbHCgsIiouI0NBzGBkeUVFUkiUQONnY4ZMJAt8bvqsqKSnKy6sqKtEYP6DbJSMrLCDo5oJh3wihrKSEh5NTWEAwMSGRhrpFoJ+/hKgoKxMz/BwZgbHRUUszc+Xz5/l5eDGrckEM9A+YGRlLS0opyssPoCSHIbS3t0mKiYkKCtlYWo1ilcKDePb0KR8XtyAvH+jfiReWduGCvLSMML8A+pQMAnFhISkhUVJMnJeLGy2ADWFubs7GykpUSBjwfEXJgUPo6emRlpSSkZQS4OVDm4lCePvmjZy0jIKsnIGuHp4gI6D58Oy5LEFagJc3MjyCxmJx4/p1Hk4uYX6Bazk5NKZQBzs7grgECwNj3k2kgy+Evr4+LQ0NZYXzIgKCTY24Ak2tLa3amprSEpK6Wlr/cAkQ5OP38fLGpGNA3M7P5+Pm4eHkdHNxgc5dMdiWwCAFGVl+Hh4ashvT09OgQqUQPz8mTwFiYmJCV0tbTEhYUV4BbbT86zJbW0WFhCXFxAkSEpisE4iyklJpCUkZAsHOxoZGFlhwr0BGSoqPixvTgRhCcmIiHzePML/Ag/u4c8vMzIyRvoG0pBQrIxNexTxIiskSpFXOKxIkJGmMv/bjR1UlZSlxCWtzi7lZ3NmgsqJCgJePn5snLiaWxtxyMS1dkI+fg4U1Aqf/hHowO2tvY6sop8DLyYW2n4QwOjLiaGcnJy0tR5AuLCjgYGXbtX1HMk0JnX8y/tYb+V9E8YPimMjotWvXhISFMrMwQz/fsXPX8T//LH/x4ryS4vHjgCskHI6OTqampocOHQoKDn79uqqxsXH5cqBiGw+MzIy9PT2Uv/5i52CnEXb69Om5+fmZ6Rl6Bga8mN9//50VWMXfHT16TEJKCi9s505ACeH58+f8AgKHjxzBC9u/f/+q1at+dHYyMTNt2LABL2zf/v279+xpa2ulp2dcv349Xhg9I8P4xMTw4KCBkdHKlcA+BI2VK1dKEaQ+f6rbvm0bLx8f3kf98ccfBw8dbPz+/eChQwcOHsQLW79x45mzZzs7O3bt3n3kKO5l7tu39+DBQxWvKtTU1ffs3YsXxs3DQyGTOzs6ZOXl8MYP3qaenp7lK1bQM9DjxQDfBgPj7Ozs/PwcKysbXszadet4+fgqXr1iYGAUFBLCC9u7d+/Zc+devXwlLCJMY/wH9u8HlAd6exkZmdauXYsXdvz4sV27drW2tHBxca3DD+Pg4uzu6p4nEvUMDND/9fPnT05OTvcf3I+Jjk5NTSWRSHv27MH7qA0bN+7dt/d7w7dTp07RCNu8ZfPJkydbW9sOHz68Gz/s6NGj27Ztff/una6+3tZtuMonoqKio2NjI8MjMrKyeDHLly8/ffp0e1vb+vXrz9HR4YWtWLGCkYlpdGR0xYqVjIxMNMbPwcH+/Okzfn5++GSCwImTJ44cOfq66rW0rCyN8R89enR2bm54aIiVlXXVqlV4YafPnNm4YWN3VxcvL8/q1avxwji4OBu+ftuwfr2ahjpezKbNmyUJUs+ePmNiZqLD/zZ27Nyxbcf2hoYGJmaWbdu24obt2Hlg/4G2trbjfx7fvGULXtiJEydWrFjR2NhoYGy0Dn9ukZGX7+jsXCCRpAgEvJjff/vt9JnT3xsadu3ader0abyw1atX09HR9/X2bli//jR+2Pbt28+dO/fs2TNpGenjf/6JF8bKxrZzx44P7z8oKiutW7cOL+zUmVMjwyMzMzOsbKw0Fotz5+hWrFgxPDzMycVFYwplZ2evqak5cPCgrLwc3kft2rVLWESkrKyMX0jw+J/IJQzCkaNH1q1b19zczMnFRWMJ2Ltv37bt27s6O0+ePLmWxmWePj09NTnQP2BgZPT7qt8xY1asWKGorPzly5f16zeIiYnhfdTatWtPnjr5qa7u2LHjR/CXsA0bNpw6derHjx/bt2+nsdLt2rXr0KFDFa9eqaiq7j9wAC+MX0hw9erVDV+/qaiq/v479viXLVvGwMjQ9aNr+fLlLGy4cztwN+no5mZn52bnGJlwZ4M1a9YwMTFVV1XR0dOLiIrihR0+coSXn+9hcbG0jAyN8Z8+c2b58mU/Ojv5BARW/4E7Gxw5enTVqt8HBgZOnz5Na245fbq3p4dIJGrp6uLF/LHmDzUN9aqqygMHDwoICOCFbd6y5djx4x9ras6cPSsrJxcSFrZp48a4mJiCe/eW/ZvgX53o/1+Lz58+szAy7d25OzkpiQzjGGZmZmysrMWEhEtLSoT5BeBW3hDGx8e/fQNq6aqqqgyNDNHGVBA6qFUoF9PSCwsK5KVl3r/Dlt8uf/FCQkT08aNHcbGxnKxsUF8LAjlZWXRnzubfyrO2sDTQ1cPbc1/OyBDg5Xv+/LmelnZo0BJXXghUM1UTA129T5/qVJWVkxMBxQk0BgcHdTQ0I8LCX5aXszIy5eNoDtTV1fFxcft4emVmZHCxczTg+MjU1days7Dcyr0ZFRGhDZgnYwt/5mRl8XJy1Xz44O/ja6inj1fLFREWrqOpVVdXpygn7wir1YZjfHzcxNBIRlLqYXExLxc3nsT17OysuoqKs6NT8YNiCVExPBnd+i9f2JiYr127BpYDfcC5m8+fPZeRlHr25EloSIggHx9mpQpozMlw9lzBvXt62jq2VtZ4+qbxcXESoqKvXr4CvB5wLC0WFhZAT+Dajx9BCxvMsJ6eHm0NjfiY2IfFxcz0DIgeAAjv3r7lYGENDw2Nj40T4sPwkbl69SowN1ETBiZmJhpMGHiEKiooVFdb62hr52hnj8mgUCgUL3cPc1PTjzUfxYSEgwOx1Xb7+/rUlVXUVdWKHxRzsLKVLG2LhDAyMiItIRkcCIgSSElIYip4gHX5LAyM94uKsrOuyMvK4UlcA+ZTUoSqigoXRydZKQLekU50ZCQrE3PJw4eK8gp+Psg6Ywh+Pr6KcvKvXr6Ul5HJRvnGgZicmJCWlPTx8q5+/VpGUgpt1giiublZ+bzilYzLudevM9EzYFaqgMXKjOfOpaakBPj5yRGkEY10EO4XFXGwsD4qKzM1NnZ1dsZjx/2pBet1dbWG+gZ4ZwUzMzNmxibuLq7v3rzlZufAI6FbWlqkxMQtzczv3rnDzswC1Woj0NnZKcDDm5SQSGW1ZfHsiqg+OMzlz5/Hx8VpqKlhaiZQhSYuK8jKvX/33lBPX0tDA3NuJBKBYkI+bp7SkhIJUTFQtAcNCoVia2Wtp63z9MkTcRHRBzBjdqQiPi9fXEzs0ydPpCWl8I5EPtbUyBKk796+cyElhY2J+dtXbPn/Wzdv0p85c/3aNQc7e20NTbwlIOvKFT4u7kdlZapKQA0hHoluZ2Ojo6n18eNHNWUVhOM3hKGhIdAK7WV5OQsDI9rvFkRdbS0fN7e3p+fV7GwOVjY87er6L184WNmyr2QFBwapq6jiyf/fys3lZud4U/3Gz8fH3MQEz+UgKjxCQ1WNKhsgb/3TLRKBiYkJEyNjgoRkaUmJAA/vVVTjDYi5uTkdLW1bK+vCgkJhAUEadj+crGxXLmfeu3NHXkYG7ZAK4sXz51LiEk8ePw4KCADk/3GsuFKSkxnP0RXeKzDSN7C2xB4/sATExIpSExIJUTG8IykymaSrrWNjZVX9+rWCrBy80RaOjvZ2aQnJ9NTUB/fvM5w9h3fc+rK8nI2JOTY6OiU5mZ+HF+3XC6KqspKViel2Xr6dtY2JkRHekU5aapowv8C7d+9srKxB86nLly7v3bWbkY7+I/7R2T8Tf+fZ/yvo6emRFJfYummzj/cSZ7XJyUlbK2s+Hh7wgLu9vZ2bnYO2Tcz79+/19HU/fsR439ra2vi4uCE9hIJ796QlJNG11+XPXwgLCkLHRtGRkdzs7Ih+CGCFyLhMf+bs/Z+zuaWpGWZR9aX0i5xs7OBqNDAwoK6sEkot1IPHzM/PGxsYGujqgh2B7e3tqkpKCbFxiOl4YGBAV0s7KCAQXI2qKisZz9GhjS1qP37kYmeH+sCuZgO12uhUu66ujoOZ5U7+4vsfGhysoaqK1ti/cjmTnYUVFIqan5v38vA0MjCExFJAkEiksJAQbQ0NsI5ieGhIQUbW1soasWqOjY0ZGxqKCQuD6mBf6+uppr7IdWJ8fFxFUcnJwRH856OyR5JiYs9RyyHgScvCAv363dt3JETEEH2cQOfT4yeSYuJQeWVwYBBY64yWgKQ/c/Yx1TGRRCJpqqlbmpmjc9DY6GghPv5F+/rOTuXz5+Nj4xCXCZaqW1tYguWtTY2NcjIyaAskQL9JXSMyLBy8y2WlpQxnz6Ftul5XVbExMoWHhoH/TEpIFEL5oj999nTFiuUrfwNO2yQlJRCfsHT8MYK8fGAb68T4uK2VtaO9PWI6np2d9XRzNzUyBkvPOzs6hAUE/VBuMoMDAyqKSoryCmCmC9Zqo1PtgYEBgrgE1FWZn5cnJSZegyrkePvmDTM9A6T8c/kSUKuNLhK7k3+bICEJtmoRiUQnewcZKaSvOFA6HxXFREcPVtFMTk5KS0p5e3iikxsvD08oU//69auMpBTaonlocAj4dU8v8J81Hz4QxCXQZbitra2K8grQ1HT9+nUmOnq0ZWPJw4cMZ89BU1CAn5+MFEZRdVFBITM9A9gGOj01paet4+zgiLYp8fLwlCEs+nr09fbq6+iGBAYh5pbx8XFzE1NnR0ew2PfL58/sLKyJ8fHo8YsJCRsbGoEPc1lJCeCLjrI96ujoEOTlu5C8eMScmpwiS5BubkJWCJSVljHRM4AClxQKJYpaq93bg5xbLqanK8jIghuqyclJA109qi/6kqdxZmbGw9WNg40NVM6h1mrzxaJ80YnzREszcy0NTXD8r6uqxISF0bV8XV1dQvz8cTExsFptsWeoPs6PNTUECQloak1MSGBnZkFv/K5fu0Z35iwksGgPuEWqojd+VzIz2ZhZwBl4cGBAXkY2JDCItLBk0lhYWLA0N9fW0AA3VC3NLarKKnCxFBD9/f1qKqrBAUHgZVa+esVw5txVmKbN4vg/AobtHq6uv2q1WdkQfahgYz0nGztEdgT4+aucV0LTEDdzc9mYmEGtmLnZWQ93d3MTU0T1EZlMDg0OUVdR7e4CloCB/oHzsnLmJiaIp3FsbMzE0EhEUAicgam12qxZKDeZyclJTTV1KFMvfQhQbOgS/+amJm52Dsho7E5+vrSE5EfUEvD86VMxYRHwLpNIJD8fHz5uno6lIr+AAE5CIsM5uifUdZ9MJuvr6JibmKI3TkB/JBc3OH7QaSgVtSOanp7W1tCAMnWAbZGRRUsfdnZ0SEtKQU1WhQUFZ0+egqufgXj27BkTHX3MTwclwL6alxctUlz5qoKFgRHM1MHmMQNdPTTnkpKUxMfFDf76yMiIhamZt6fn/Pycr7fPtk1bxEREaRvn/XPwd579P4+pqSljQ6PdO3ceOXjQ0twcal6ZmZmxtbIW4OGFt2oBuTI3D4IgzL5yBf4S1tbWGhgavF2aQAPvJAcHYvd55/ZtOYI0fDksf/FCTFikFFbbRCaToyIiOABW+xdzk5OVdfbkKXjpNnF+3sTQSF9HF/5mXr50iYeDE06H9/f3aaiqhgYFQwokVCbbVEdTC77AtLW2KikoJMFY7cHBQW0NzeDAIHjyV1lRwczACN8rf6Iy2a7OQEMx7PvJ4mBhhbujg8008K4XEokUHBiIYLVzsrKBHB3WdTQ7M+vl7mGopwdntSPCwjVUVOHFyoMDA7IEabgCCchkS4iIwsMaGho4WNng1r4gk21nbQOnk0tLSsSEReBVnvVfvrAyMiEkom7n35YSl4DfzRfPnhMkJMGpEwSZTA709xfk5euHLScZly6dPXkKLpswOTmlrqKKYLUT4uKFBQTBhQREV1eX8nlFuIMxyGQDfuOwxseGhgZZgjT8oe3p6dFS14gKj4A/LaUlJYzn6OD98u/evmVnZkGYt8XFxAjw8sGH8f7D+23bty6nFrXp6elCP5+fn4d/fmJ8PLXvvnOJMbuFpYOdHfRQUSgUTzd3I30DuLpIG9W7FE6X9vf1qymrKskrwNtA3719y8LAVALTDhsZGSFISCBy9Nzr16XExOGs9uuqKmZ6hgcw0TQKhXL50iV5aRn4Q1tUUCgtIfkGZswJyp/LLGW1o6OiGM6dAwWAQQwNDaHVM/x8fGWlCMNDv8bf0NBAkJCEe8iBObqHmxv8bXr75q2UhASc1aYy2efTU1PhT8v1a9cYz9HBWe0njx/Tnz0HJakgvD29ZAkE+Nt0v7CQhZERvmMcHR0FVAKWstr+vn4y1H5Q6Cf9/f261BOzJUy2kbGjvQO8Q6Cuto6TlQ3OaoNMtpG+AXwKevzoETMDA1xhs7Ozk4+bB5GjJ8bHy0nLwFnt0oclLIxMcDqcuLAQFQmk2nBWO/PyZTmCNKTpATKdOppa2j9zZXAr5eHqxsXGDt9xdXV1CfMLJMBYbZDJ1lBVg4//zetqYQFBiAf5yWTzIhwfHz96RJCQgLc51tTUyEhJ5d/6VWxNoVAS4xNYGZngM+Gt3JtnT5yEC0IvLCxYmVtoq2vAi6FBW3K4iEpfb+95OfnQ4BD4sa2dtQ0iR29pblFWOA9fsIYGh1SUlIL8l2hWviwvZ6JngLPadbW1vFzcLk5O8LCbN4BcGc5qUw8DWeCNd2QS2cfLG8Fq38rNpdqqf1my83F3NzdewmpHhoerKCrBeeL+vj5ZgjSc1Z4YnzAxNBITFobLVYG5MlxOispka5mZmCws/Br/w+KHArxAUR/8FzlYWEFBaAj5t27JEZaw2i+eP5cUE4dPqkQi0dfLi4djCaudkpx87tRpkGeB5cqaCFY7Pgbo8+ns+DWFtra2CgsIpMJuE5lM1tMGcnT4Sl3z4YMsQfr2T1YLZLIJ4hKguDv0w4K7d+nPnIWz2sCpBSNTOMwPGxwtHzc3/GusqqhgoqN/CBMTBN59E1MTwyWsdlpqqgDPkhx9ZGTUwtTUx8trdGTEQE9v26bNuto6eL73/zT8nWf/D4NEIgX6B2zbDGyk3r97p6OpBRZgTE9P21pZY+ohIFjt6MgoRzt7hJ7D169f9fT14B4N5iam6RcwiPCCewXSkpKgTcOLFy+EBX4x2XBQWW0OcDm5kpEBZ7IhUCgUi0VWexpistGNjxCrTSKRFoiA1JqBri76XLgDYLWVwcqEwcFBXS3t4IBABAsCSoEynqMDCTaAxmBnB0+CEICz2p/q6thhTDYcYcEh6qqqYN/blUwqk40iwufn570BVtsAJNJAJht9Lgyw2rIAqw3mcyCTjT6X/Pr1KxsTM7hOIJhsOB4/orLaVA2Nhm8N7CysaCKcqid4R0JEFOx7+8lkY8hugKx2TzdwmRnp6fRnzj5BEckIVhtkstE+HT86fwCpdiyw6k9NTcGZbDiaGpvkpWXAVRNoilLXwOzBgrPaVZVVrDAmG46k+ARJMXFInKGlpfnU6ZPLli9bvnyZn58fFNb4vdHf1xecNGOjoyEmG45xgNW2crC3n5mZAdIaN3ezn0w2HJ0dnSIAqw2kqoODgyCTjW6Vq656zfKT1UYw2XD8ZLWBVPjd27fM9IxoFmdRgYQgDfaNgUw2ujQIYLUdAFabujGgREcCTDZaEHByclJGUsrLwxP8p7eHJyI7B/GNymqDqfbw8LC0pJSP5+KvwFHzAVAgAVMxkMnGlPm/fg1gtcExPywupjLZGHoIgQCrvcjKg0w2+pBtenpaX1fX2dERnOjA8aNdb/r6+vR19UICg8hk8uTkpJmJibOjE1q2ov7LF4jVbmttExMWMTYwRNdslFIVSECxQgSTDUdqCsBqg+2Jj0pLmejpsayaKKACCXhiBjLZjSiGGGK1Z2Zm5ufnPdzcOFkXmWzEZQry8oFif0QilclWx6g5qX79WhxgtQE2pLurS4iPPzZ6kcmG4/kzgNUGt9kfaz4SxH8x2XCArHbjd+Ayr18FmGx42gTBzsZWQ0VtahJIbrKoTDZ8rwhikdUOCiaTyWQSydLcQltDE70EtLaArDawIxocGFBTVgWWANRlVlZUMJw5Byq1f6yp4WL/xWTD8ZPV/vaLyb6GUbYX6OevoqgEsi1wJhuOubk5Dzc3c1NTMNUOCw4GmGzUEgCx2mQyGSgXAZlsVBiQMbOygaw2yGRbYdWcAKy2gGD5C4BQa25qpjLZGIVed/JvS0tKgtvUZ0+fiomIoHUnf7La3CDpAGey4YAyZnDHsshko8bf0twsyMcPzu0zMzNAdo41/tqPtfIysmCzKZXJlsSUCyssuAex2kB7Bh19TNSSnSGI9NRUasYPZMyVr16xMPySWIWwyGrr6YOsdkpSMsBko+hq0OrOz9uno71dXkZ22+YtxoaGNDoy/wn4O8/+H0Z+Xt6hffvPnj5d+QqYmkdHRtRVVI0NDF2dXYT4+PEU1Nva2vh5eHOys+Pj4mwsrWawhBqampqMjAyhegM4f4nAndu31ZSU0y5ckJEilOK4xIGstjC/QGx0NDM9A566yPz8vKmRkaW5eVZmJh8XN7raZHEw/X2aampxMbE2VlZwzUvkZba2qiurREdEmhoZhwQG4j36lRUV3OwcEWHhkuLiCCYbjuwrWQK8fIUFBTycXJhJ9iKrHRBoZmKSnJjIz8OL6VkIss7eHp5WFhahQcHaGpp4xZeDAwPn5eTsrG3sbWwlRMXw1DkavjVws3Ncv3bNUE8fwWTDUVpSIkuQvpadw8fFfX0pkw3Hnfzb5+XkU1NSlOQV0FMnCDKZHBQQQBCXSIyPZ6KjR0/EICYnJ9VVVd2dXVISk0WBs07s8Xd3dakqKV1IStbX0bUwNUOYHcAvU1FeIS4mxsTQKCpiCZONuExOVnZqKTZ/UMAvdWQEYmNiICXywcFBbh4u0LMp4/IvccDJyUlXZ2cne4eYqChRIeEfnRh+qIustpWVu4uLj5eXqaERpjUjKH8uLiLq6eZubGCopHAej/N49+YNBwvr7fzbyucV0dUmEHKvX1eUk8/JBg5M4Ew2HFRWO0NdRfVCcsp5OXk4kw3H3Nycg62d8nnFqIgIFgZGOJMNx9DQkCxBOiwkNCwkVI4gjacuAh4+XMnMVD6v6OnuDp07IfD2zVsFWbkLySmAr0RaGt5De/3aNS52joS4eC42dswkFYSPp5easkp+Xh4HCyu69gnE2NiYga5eoJ9fgJ+/nLQMppoYyGpTxf5CbK2snR0c8bRuPtXV8fPw+vv6qigqGhksYbLheFxWxsnGXnjvnoSoKLraBEJifLyGqlrWlStcbOyVOIXdoEWukb5BfFyckoICnMlGaxrqaev4efvwcHDiqXN0dXWJCApdSE52c3HVVFvCZMPxprpaUkws9/oNKXGJ6MhIvPE/efRIUU4+PTVN+bxiPo5nIchq83PzxMbEsDAw4lkbUq0VLEwNja5Sn21Md16Q1VaSV4iLjXVxdNRUV8drM2hpblFXVo2PjdPT0QkOCEToZEN4WV7Oxc4R6B8gKSaOYLLhuJWby8fFXVRQyMfFfQ1HQo5MAvR8jAwMMi5e4uXkqsdy5wW9wzzd3R1s7UKCgjVUVPEqnvt7+xRk5SxMzexsbMRFRND7fBDNTc28XNw52dnmJqZmJqZEGJMNx8PihxIionk3bwny8l25jO1uC7LaqkrK6alp8jKyaDntX6y2t7eYsEhYSAgLPQO6YA/E9PS0jqaWs6PjhZQUQT5+TEvpRQUVQaHLGRnmJiYWOEahi67SCgoX09MUFQBNXrwy/YK7d9mZWQL9AwR5+fDcbcG8WUJEtPDePXYWVjiTDcfMzKy5iam9je2F5BRhfgG88Y9S1Y0C/QPMjU327d5z+OAhTBrrn4a/8+z/SdTW1tKfO3dg7z74nDU8PMTCyHRgz14a+k3gJnjvzl1SYrSqUdva2gwMDeBFIHjIzLi8/o818AIGTFiYmq7/Y83lS9g6xxAI4hJ7tu/A6z4EMTw0xMHKysLIRFu3sqWl5fjhI1QtWFp/seDu3XWr/1BXUaU9sMjwiE1r19NY70HYWFlvXLsOUzUcAplCUVZUPHvyFPwQDY2+vr7Tf544evAQXvchiI81NTu3blOUV6A9sHt37mzbuDkIpy0PQtqFCxvWrMUTMIagp62z/o81eTjrJQQ+Lu5D+/bTkPADPcCY6OiF+Pjw8i0QX+vr9+3abWVuQfsvXsm4vOa3381MTGiHvamuBvsBiESinDyg4/Hb7ysfPUZuLbTUNXZs2YrpOA1henpaRFCIi40dXkeBRuP37wd272E8ew5T2RfCk8ePt23cZGJoSHv8l9LTN65ZS0PbDkSgv/+2TZsxBYwhkMlkWYL0lvUbnj7BFWQE2Sb6M2fPnjxNQ/QNLGL+88jRf/g0Vrx6tXXjJj+UmQsCYSGha35f5eO1pPMEDfDQ9jnKaAkOIpEoKih05OBB2ge7/X19LIxMBAnJuTnsLR+IyorKrRs3CfML0B5Y7vUbm9at93Rzpx0WFBC4fvUfaAciBKwtLPft2oMpwAxhcnKSh5Nr9/YdeC2zIHp7e48cOMjDyUX7L5a/eLFv1y4z43/wNhXcvbtxzdqUJOwGdAgOdnbrVv2Bp1oNQZYgvXv7DtqXOTw0xExPz0RHT3sJaGpsPHHkmK6WNu2/eO/O3fV/rFFTVqYdlhAXv2nt+jhYqRsmLM3NN65ZW/XTMRETZDJZTVn51PHjtCt6e3p6zp06fezQYbzuPRBf6+t3bd8hK0WgPbDb+fnbNm32xjplgiM9LW3DH2sw5czh0NbU3Lxu/S2Y6SkmeDi5jhw4SHv8TU1Nxw4dFhEUpP1Rb6vf7N25y9HennZYanLKmt9X2VpZ0Q7zcvfYvH4D3HQWEwoysju2bKWdUE1MTIgICgny8WVlZh49dOjsqdMIx6V/Jv7W9fsfw9jYWHBAYNePLi1tbWVlFfCHc3NzcTGxbGxsKmqq165ew/vd6enpC8kp1rY23Lzcjx89wgs7fPhwYEDg3Xt3i4uLaYzk8aPHFa9exicmfP36revHD7ywG1evDg+PuHt6Pn/+vK+vDy8sMyPjyNEjXr4+j8rKSCQSZgzQdxgULCompqKqmnfrFt5H9fX1RYSF2TnYHzl65OnTJ3hhnz59upl7093TY/myZU8eP8YLe//uXe3Hj1Gx0X29vT/wL/NaztWJ8fHIqKjHZY8mJibwwsJDQk+cOGFmbv6gqIhMJmPGjI+PR0VEiomLS8vI5GRl4X3U5OTkxbR0Z1dXRkbGF8+f44V9+/r1Ws7VkIiwmenp+vp6vLCHD4praj7GJSR8+lTX09ODF5adlT07O+Pq7v7wQfHo6CheWFJiIhMLi6OzI1gzhxlDLW0PUlRWEhMXL7h7F++jOjo6EuMTvHy8t23fXlVZiRf24f17wIfc12d0dLT69Wu8sGdPn17NuQpUilD1Jbdt2w6ojK1YefDAEuHFCykp69at8/X3LyoonJ+fx/wooIcpKEhAQEBJRfn+/SK8v9jf3x8fG6euocHGwXEtJwcvbKC///q16z7+/nv37nv35i1e2Jvq6rLSsqi42M7Ojva2Nrywm7m5fb19YeHhlRWvRkZG8MJSkpM3bdxoY2d75/btubk5vLC4mFgpAkHf0ICGgtXU1FRkeISpuRkdPd0j/Lnl65f6nKzssIhwMplcV1eHF/bi+fN3b996+/o2fm/4Wv8VL+zenbsrV6wMCQt986Z6ZmYGLyw6MuocHZ21re3tvHwKhYI3/qDAIDV1dV4+QHoM76NaW1ouXUy3tLY+cODA7bw8vLCWlpbi4uKwiIiVv6389vUbXtijsrL6L59j4uM+1tQMDAzghaWnpv72+29ePt6PSkvxLhOwz4iJPX3mtJ6+Huh7ihlGWiAlxsfrGRjIyMgUFRbi/cWB/v7U5BQ3d4/t27e/wX+bXldVPbj/ICY+rre3t6W5GS+s4N69H52dnt7e1VWvOzs78cKuZGYePHjI29f3xbPnZBL23Lhs2bKoiEhJKSl1TY18/CVgYGAgLCTUytbm6LFjTx7jLgF1tbV5ebfcPdx/W/nb4zLch/bjh5p3b99GREeNjoz8wB9/3q1bU5OTEdFRz58/n5ycxAuLDA8/cvSIhbV1UWERGWelm5ycjImKFhIRlpaRuQ7KImFhamoq7UKqg6MjGwf7s2fP8MJamptv3sgNDAZKLr98/owXVlpS8u7N29iEhC+fv9BYArIuZ5JJJAdn57LS0uHhYbywhLh4Ti4uW3v7R6VleDFkMjkhLl7f0FBIWJjG09ja0pKYmOjt57uWSmPhhb16+fL5s2e+fn5Dg0Nvqqvxwp4/fdbd3R0RFdna2kJj/BkXL+7cvds3wO9+0X0ikYgZA9RSBgTy8fPJyMqu/O03HT29/v7+oIDAwcHBZf8S/KsS/P/LQCKRvDw8t2/ZqiAnD7XbT01NOdo5CPDxd3V1kUgkW2trDzd3dKkr4Dulpg6yZSMjI55u7niCYiB6e3tNzUxv38FwugILf9lZWMGOwDfV1c6OTpi788yMDGZ6hjLqIVTm5csqikqYBOeFlBROVjZQHeVKZmZURAS66m6e2jGppa4xPT1NIpEiw8MxPVZ6enoUZOWcHQAfr9HRUW8Pz9KSXx1mEGo/1vJwcoGk2qfaOkkxsUdYxRLv3r4DGh9vA5dZ/fq1q5MT5u48+8oVVibmOioNc7+w0NfbG63iRyQSvdw9qJ5w7aB+fmJ8ApqSGR0bMzYwJIhLjI6MzM7OGhsaBgcEoE/KRkdHFeUVwI7JgYEBdxdXzCqOhgZAXQRUdWxsbHR2dMK0S7hfVAS5nFS8euXq5Ix2bAHMctPTmejpy6m9sxeSkzVU1QaxjOgiw8OBjklqTXZqSkpSQgK6JgeoLVFRNTE0nJ+bm52dDQ4MzIN1UEHo7OyUkSJ4UkVg+vv73V1cEd7vIN5UV3OwsEZHAAfcVRWVEiJi1VjFEs+ePmWio4fblXl5eVGFUTfBmc64mBjen8VL169dCwsJRdtSAo0QllZqSsrgZcbFxKBNxcFbo6qkrKqkPA/ISA+rq6phFhf29fVJiIiCOoDtbW3Ojk7oUumfNdkMYPHSx5oaZwdHTHm4nOxsXk4usMW5pLgYbNZBxCwQiYCEHyPTxxpAkSokKBj0LkWEkclkD1dXGUmpqakpMpkcGR6Bee4MdExKSjk7OFKAGrZRb0/sl+7b128iAoKR4YCVYGtLi5ODAyb387jsETM9A2jzCajtSkhiFmLl38oDyripTQV3bt8O8PObGMdQZvT29JQSkxikmtGkpqQkJyain8aRkREtdQ1Q0mtubi44MAiT0mtrbZUQFbU0M6PeJqAoE7NUt7mpiY+LG/Tzqv/yxdnBEVPe7nHZI0Y6OrB3ory83N3FFfPwKi4mRphfAJxbbubmhgYHo9WZZmZm3F3deLm4waZzFydnR3t79BQKOD4aGWupa1AolOnpaX8fX0wjQ7BjMjQIsHbq7u52c3HBJGhfv67i4eAEb9PnujonBwfMYo9buTcZz9EVUPtfr1+9pigvj+lRkp6aysrEDJa7ZGVeiYqIRI+f2jFprq6iMjszQ10CIrKzsjCXAFkCwdXJeXEJ8PQswyprrP34kYeDCzww+VRXB0rmocNqPnxgY2bJvQHUB1e/fu3i5Iy5BNy8kQvYmlJbCe8X3ff19kar+FGXbw9pSUmwsPNienpCfDx6CRgbGzM1MpYSEx8cHARumYlJgJ8/+sRvfGxMVUkZrGkeHBx0d3XFrPdrbmrmYmdPowo3NTU2ujg6farDWAIeUjVGQdu1yopKFydndFkjhUJJv5DKTM/w/Dnw0CYnJmmra6C9SKkiKsE8nFzg85wYn5CanIIeP9gxaW5iSqFQpian/H39ME91WltbBfn4Q4N/PY2vsSqsXjx/zsrIBLb5Vrx8KS0uUY2lEPrsyROmc/Rg5vO47JGXuwdmIVlKUjKkxHAtJyc8FGMJmJmZMTcxVVdWGRoaAoujAD5FVW3Hlm0uTrRM4v738Hee/T+D2/n5B/bsZaSj//KzkXl2dtbBzl6IX7CjvR1Ku63MLVydnOGr/tTUlJ6WtoGeHlQFOzQ46OHmln9ryXLS0tJyEVY02T/Qb21jffMmUljncdkjbnYOuF5H9evXdtY2CBXJnCtXGM6eg5dALXpEL51n0y6k8nBwQjXZZDL5ckaGv58f/JAa7JVUV1Edn1hMBWZmZqIjImOjY+BFXaARt6uzC1ReOTQ05O7qen3pcvjp0ycBXj4vdw/oZfhUVyclJo6Q4Xz/7h0zPQP8Ml9XVVlZWCBEVa9m53CwsoELIYiigkIXRyfojoDw8fSSlpCERFTIZPLF9It+Pr6TMAkhUMJPRooAqZeMjY0Z6ukHwLr0wC2TiqKirbUNNP6B/n5XZxdEycfX+npWRqbLMFvyhm/fbK2tny3tcXxYXMzHxQX363716pWdtQ3CKD7jIqCTXQ4TCkxKSFRWOI+Yp2KiooQFfikAEonElOTkCGCemkP0Shrq6UO3eHJyMigwMDVlyXTc3t4uI0nw8fKC5rie7h4XRyeEB+f7d+852djhehFVlZXiIqKIjPz5s2eMdPRPHy/ZjaSlpy5fsfzsuTNQoefNG7mCfPyQKxuFQrl+9Zq3pyd8OSGRSHZW1lDbE1W6cS42JiYyPBz+NPb396urqqqrqECl24DeiIpqYkICfAwD/f0SomJwseqOjg4HW1tEY3H169dMdPR37/y6xe/fvbO1skLUKeXeuMHLxQXXXCt9+NDRzh7RWBwdGcnGyAwpDJBJpCD/AH0dHURdsrenpwzMlnxmZiYyPDwpIRF+m0B1ESf7X5riw8PDnu7uiGPZ+i/1YkLCURGRUBVpc1OTvY3tE5hYAah1w0zPADedLX7wQEJUFGHueDsvn5meAV6TnZeX5+rigigfD/DzkxQTh9pwiURi2oULIUFBk5O/XrrJyUktdXUTIyMoMZqcnAz0D0hNuQCfQltbWggSkhZmZtBX1NraqiAjezV7sdwfREtzMw8nJ7wmu76+3trCEqELXlZSykzPAFehfv70mb2tLSIjT05IFOLjX3KZN2+6u7jAM3KqTrYrPzcPNIXOzs462tvbLu3ZIBKJVmbmGqqqUBvu2NiYv48vQpOxv79fgJcvNCgYuvauHz+c7B3AtkgIryur+Hl44HvLutpaW2trsPsTwp382/SAVcKvLfS1q9dkJKVaWpZoGl5MS+NgZYXSdGAJuJQR4OuLqLOys7ZRVVQaH1+8TTMzM1ERkfGxS+wA+/v7CZKSbi4uszM/V7qhIXc3N4TIUm1trQAPr5c7YKMNjV9aUgpxmR9ralgYGOG/W/36tbWFJULs71buTXZmFvgjWlhQ4OKE5J78fHykxMSbf84tZDI54+JFfx8f+P4W1MmWlpCECKlxKvOCkP2ZnJzUUFM3M/6lADjQ3+/m4gKfH0BJHw4WVjDJBvG9ocHWyhrc3UEoLSnh5uC8C0tzKyoq7GxsP39asgRcSk9nOHsO/sImJyYqn1dENHGFh4Txw9Q55ufn42PjoiOj4E8jmUzS09Y2NjCa/VmjBT6NmUuLS1uaWwR4+SLCwqDb9OPHD0d7B4SawquXL9lZWKNhjY+vysulxCUQKu/PnjwFEpIHvxKSspJSOxsbRPl7WmoaHzd3a+vPlZpCuZqT4+vlDS8OpPZKmqkoKkHrwtzcXHJikqmxCcM5ugN794Ebs38y/s6z/wfw6dMnZkam3Tt28nFxg6KqIJMtyM/fvjSlm52dBRVIwAQF9FI2MTRC8G3d3V28nJypKYtKVe1tbbxc3Ii6z9HRUVs7mywYbfDt61cuNnbE+/zXX389KLrPx80D5WGZGRmQhAIcqSkp3Owc4JJAJpOjIyM52djQjY/WFpYaqmpgwy/IZGtraCKSgJGRERVFRTcXF3A67unuVpCRdXFyRmw9u7q65GVkgwICwfcc0G/6yWTDUVtby0RHD3U6lr94wcLAiG6Nv0kVbIImIJDJRsxHwFwTGiotKQUmN0Qi0dPdXY4gjTDuWVhY8HT3UFVSGugH3tWx0VFjQ0NpCUlE5jo9Pa10XtHOelFXGxB+kiKg1UWamprYmVkgVVRAXYSZJRPFPr54/lyAhxcy6C4qLAQ66oqQOv+FBYXcHJxgbxaZTL6Ung7QGCgRkujISGF+AbCbB+iS9PMX5ONHGPdQKBQ9bR0TQyPwNlGZbBVTI2PEItrb26sgKxvo7w/yWD86O2WlCN6eXoiTmY72dklRMVAzAWKyo8IjEAN7Wf6S8RwdxPE/LH6IYLJBFBcX//b7CimCJLhUz0zPhAQFf0fRcq7OzmrKKgN9QLo2PT1tY2WlrqKKoPynp6etzM2NDAxBCxWAyVZWVlNWQdQ0Dw0OigmL+PsubpzaWttEBATR6iLv371npmco/Nk3/O7tWyZ6hnuol67g3j1+Hl5InXORyaZqC8BxJTNTiI+//guwPyRSmWx2Jma0CImnmzuk2Tc/N+dgZycrRUBIyc7MzMgDW1nnBaqGz9DQkIyUlIuTM2npbWpubpYQEU38eZQBMtlRqI66L58/C/LyQakeyGRnoNRF7t69y0RHD6Wb13JyAHUUVCNESGAQQVwCWvm8Pb2kxCUQb9P8/Lyhnr6ZiQlIfo8MA0y2GcpDZGhwSEtN3cXJCZxMFplsc3METdXe3s7Fzp70c+NUR1UugmZUCM+ePGFhYIQUNh8/Aphs9MlMxqVLwgICEN0YFxMjIiAI38CDiI6MlJaQBBs8QCabj5sHUUW6QFowNzGFdLWBLkkdHW0NDcTbNDQ4JMQvEBEWDmeyEWpooGafAA8f1EX9uqqKh5Prys+pBsKrl694ubigHOjWzZvAjIp6aDMuXmRnYQGzaqByIDaOjYkZtBqAw8neXlVZGSRWfjLZqoje/bHRMQVZOQ83NzBd6+npkSEQ3F1cEVx4R0eHvIxMWHAIePsAJpuT0xdrCWCko4f2h+XPgSUAfWRx984dDmAJ+ARnsmtRNfFhIaHSEpLg0gwy2TJSUogDKOIC0d3FVUNVDXxoQSabIC6BMGSYmppSVVKGFDz6+/vlZWTRjjBtbW2crGyQEGpzczMXOwda0ufF8+e8XFxQuvnwQTEnK1shTGwXxL179/i4eSqpRxlUJjuNhYEBsSumrnRgVg08jfPz875e3nxcXGinBUNdPVNjE3CanZ6iMtmmpoi3CWjSFRCMjowCfw4y2eGhYYi8pf7LFzFhkYs/1fTLnz9nZWJOiEN2Gz97+ozu9JmS4sUMpOBeAcPZc8UoR5vLlzL4eXigDOpCcjI3Byf6nNDB1k5NWRU89gSZbA1VtX7qwg1hYmLC1sqajYn50P4DTAwMVVW/xD3/Ofg7z/7/i7HRMSWF89u3bHV3dfPx8pIDJHK/uzo7C/ELIpJsEMPDw8rnz5ubmvX39aurqBro6mFao7W1tvJycWdcvNTR0cHDyYV5qD06Ours4nwpY/Ht7e3peY35AFH+ys7KEuDhraqszL1+DcFk/4qikGOjo7moHeWxMbFQzo3A/NycsaGhjpb22NiYlYUlwGRj+Sl2d3XJSUt7e3q2trQoyMm5OjljCgV8ra8XExaJiYr+8vkzlcnG1kOorAAk6wvvFbyurGQ4ew7PjCo7K4uNmeXbt2+5N24gmOxf45+f93B1k5eVa21tDfT3J0hIYbpjTkwA8nDqKqrNzc3mpqZwJhuOwcEBWWlpN2eX3r4+OWkZKOfG8qBhvX71KlX1jwXOZMNRcPcuFzvHk8dPHpWV8XEuYbIhUCiU7CuAn+XrqqqcrCyGc0uY7KW62gHCAoKdnZ2hIaFCKC8bEJMTQJWIpbn5yMiIjqamoZ4eZkdde1ubpKhYWEhIU2OTnLSMj+cvJhuOmpoaIaogFGAttJTJhqPkYQkTHf2zZ89AAWZM3cnautrVf6wyMl7cgo6NjfVjVcJMTU2BImidHZ2O9g5wJhuOoaEhXW1tcxPTlpYWTTV1deVfTDbiMoWpyU1nZyfVywa7IxDwoGFgKHn4cLFcBJWvgMjMyODj4n739u3tvHw+Lm60ewiYW8fHxgkLCH6qq0uIA9IaTAc4UFdbQVauv7/fxclJGsZkL7nMwSEZwIPGc3BwUI4g7WjvMI/Vkfbp0yd+Ht601NT6L1/EhUWiIiPRxWwAj0td9fNu5VW+eoVgsuG4dvUqEz3D+3fvbuXmMtLRvcdRR/H28AAI+MHBoIBAKRiTDQdQwKOiam1h+ePHDx0tbTiTDUdne7uCjKyPp2fj9+/SS5nsJZdZV8fFxp5x8dLX+np2ZhYo50aAqtzHUP369dMnT5gZljDZcESEh4sKCjV8+5aWmiq4lMmGMDMz4+vtIytF+P79u4+XF5zJhmNiYkJXS0tfR3dgYMBQT5+qk42hztH144cQv0BcTGx3d7cQUC7yi8mG42V5OScr2+28/Ldv3vDz8GZevowZdu/uXV4ursdlZUWFhfRnzuYtPS8FAVblsjOzfK2vT0lKoqr+YRScQMqD4+PjDnb2cCYbju6uLilxCV9vn/b2dlkCgcpkY3Qbf/n8WUxIOD4m9lNdnQAvr5e7B+bT+LL8JXCGeSuvqrKS/sxZuE42HLk3brAyMX2tr79zGzABRRy2gFhYWHB1cpaTluno6Aj6/9g7C7Ao1u+Pb9EdUtImSJkoKogtCChd0t3dndKdgjRiJyqI3YmNIqB0d+yy+X+G0XUFluut3//e63zuPveR2bOz78TOnDnvOd8TBkiakCPZlIA3OGMDw+amJnsbW8pINiW9Pb3qqvvdXFy6u7oB1T+beXrBgEKomzbIl5WUNDc1bVy3fm6fL5BzZ8+uX7P2Rt31umvXNstvnDdhg0ggHC0o2LZly6OHD4uPHpWTkp7rZIN3uuCAwG1btjY1NYWHhioqbJ5XnWNifNxQ38DZ3nF8fNzskAkQyZ7v2g7mXKWnpjU2Nm5TVIyL+R7JpuTunbuKCpvLy8oePngAZAzOJ+FHmtlMuVXSNVdrLl28uGrFSmrqIplp6Vs2AWKFhUeOKAKR7HmS8SYmJixMzYwNDbu7u50dHHUpItmU9PX2mh46tFx8iSC/gIL8RmqSYn8TkJ/9Z4mKiORiY9fYrzYyOkogEEKDg2VXSanu3bdAMe/IyIip8SFRQaGFq3Tb2tr27NwlsWz5Anogk5OTfn6+mVmz+2zN5Vhl5YY1azeuW3/9+kIKBmmpqcuXLN21ffus5IpZ+Hh5iwkJ21pZLyDU0NvTo3Xg4FoZuQA//wXUKz81flLdt09y+YoFFH/AacH1q9dIS0jOffCl5PTJU5IrVihu3kJNZgskIixcVnKV9sGDs9poUTI5Oenh5ia7SkpXS3tWw0hKhoeH9XR0xIVFyKHQefn48aPyVkWplRLl39Tr5qXmas2Gtes2b9x0dcEc/YqysnWr12xcv34+Zd/vxB+OWy6+RF1Vta9v/v7D4M3V3sZ2iYiou7MLtW7YYLhaXUVVfu268NDQBURI3r97t2fHTsnlKzIpehLNpbamZo2M7Fq51XP7YoIMDQ8xMTOGhS+0S8nj93B1lZOWMTUy7p0JbM+/wqEhawtLmVVSFmbmC5y0XR0dqnv2LhMTBxXEqfHs2bNNG+TlpGXI8w/zcryqao2snLKiIrWm3yAZM01DlLZsXUCPgoAnBPj6LREVM6IumgaetEb6BsvExEODQxY4TG/fvN2lvH3j+g0LCzU8evBAactWaQnJWZP7s6isqJRaKaGwQZ6ahB9IYnzCMlEx4NdERWnxq672IRM5KWlnR+DGT82so71dT1tbdpWUl7v7Ape+Dx8+bFXYvGLJ0tL50oXJ3LhxY62snPzadXepdMMGyc7Kkl0ltW/3HsouJ7MgEAjhIaFr5Vbv27WbWgv3r4E3G1txYREHO7sFDlNfX5+66v4VS5elzbQdoMbD+w+2bFSY1R5lLperqzet3zCvMjElmekZK5cuU1ZUmtu+lJKggIAlIqLWFpbUdD/BMMRBDQ05KengwMAFREg+fvigunefnJR07EyyLzVAAf5VK1aCOeXUOH/2nIzkKkWFzbPy62YRGRYuJSGpdVBz4VuAq7PzWjk5yjyEuQwNDunr6IgKCgX4LSRi09LcvGObsuSKlfMmr5OpuXJl/eo1WzYpLHyYykpKgBv6+g13KPqdzdPNIzRsqaiYyp69YBMJamaOdvbiwiLeM6nzC4x/1/YdMwLYs9uXUvL0yRPlrYprZGQps2LmcuH8eWkJSVkqDwlkSoqKVi5dtnfnLmoSfmDsydXZSWL5CnNTswEq8qBgrry5iYkgvwAv96LgoKCFpbT+WlD/P9WX/xXu3L5dUly8iIcnMDiYjZUVBoMxMTHBEXA8HketfB6UU0AgECQYDNBWoA4SAajBgHlIeBwORUMz14aRkTE4OCQuLi41LdXB3oGOjm7eVREIBCZGJrD4fXxsnEAgIJHIuWZYLBZUFCGRYBgqYg4wGAyNRhMJwNaRSERqCiTAZtLSMjIyYnFYxIyIBDUYmRhpaWhhJNg0ldrhb8ysBD7TvIQ6M3sVMIBTNyORSBwc7FgcDolEEQmErzXLpJn/KCAQiCwsLAQiwDQWS03dAofD0dDQTGOxtDQ0GAyG6vcCI4Pj8HgaWlpqq4LBYKxsrLCZiAsShVrIjJUNvL4QCIQFzOjp6LBYLLCZRCC8Mf+4iCQUCoXBYGjpAWNqq0LR0DCxMI83NdHR02MwmHnPH/CEpKGlBc4KOGwag6F2sGhpaIlEIpxEovm2maC3BGhmIxBwOJyWhhYBR3BzcYPvYjAYGhoaOByOmPlR/DB+EomDk3NyYgJJQ0Mg4KltJhwGY2ZhBpIoiMTp6em56wEhkEhIFAo7PU1Lt9BhQiIQM3ElAu2CR5ODgwOHwxHwBNSCRxM0A84zAjC2+QdGINAz0GMx00gUDXBCUjEDLhRI5DRmmp6efoHNZGRiZGBk6OruZmRkWGBgLKysCASCQCAg4PAFTzPgiJMAvXPkAmZ0tLSY6WkaFIqAp3qYCAQCKxvr+MQELS0tlvqPDkVDw8DIBOxbIhGNRlM7G2EkEhKJwOHxKBqaBQYGDIlAQCAQNKiFzDg5ucAHUQQCQfXXBFxbOABZaBgJj8NRM8NisXQzZw4NigaLxVK7aBBnRoXFYukZFj5MLDQ0qKHhMQb6hczY2TlIM3uYBKN6NYDBYAwM9Dg8HhjSTEyU2mbS0tICFw1aWiwOR+1nTiLBmJmYJyYmaOnoMBgMtXsiHT09HT09HofD4/ELXEIRCODiTyASF7420tLR4maGhEAsdDZyghcN4IdMdTOJRCI7OzvYDhM4F2fMwOGB1yLw/yQSkZ6enpaWloaGltrXgVc2cKegqJ2uM7CysSMQCDQaTUu30No4ODiJJCIJD9wGqNkgkUgUCkkikWZum/CFBjZzuOe9wJKhoaWloweOIxK1kN/IxsaGoqHB4XA4LG4BMyQSHBgwtAXM4N/Gg6C+0+BwODMTCxY7Dfze53OTQOjp6RmZmHh4eHq6u48fq1JUVNq5ayfsfwKcmswQxG8CdA43NHr18mVQSIiTM5AwkJqc/PzZs/DIyMSEhIb3DRVVx4SFf1Alg8FgY6OjdtY2bOzsYZERbs4uDAwMOfl5c/3j1i9fgExuS0vlHdtjIqP8/P3Ely6lNhIcDpeZlblly5b169bPa9DT3ZObk626f3/D+4YnTx6HhIXx8PDMNXv79m16SqqPv9/NGzf6ensDg4PnXdvVy5dv3LgRHBoaGx3DzMzk6OzMxsY2d+d4uLpKy8jo6uu7O7uskpYKDQ+nmfMbaG1t9XRz37lr1/oNG+xtbLZt3x4bd3juXfPBgwcuDk4h4aECAgLWFpbBoaGa2lpzB1ZWUpKTnXPseNWL5y/SU1PTMjKERIQH+gcmvzIxNjo6Mjr65PHju3fuSkis/PixkYaGZvHixcSZQBTlbQAOh4+PjQ0MDHBxcfX09LCxs/Py8s77YxkcHBwdGeHh4enq6hJYLMDKwkqcz6yjvR0OhzMyMQ4ODIqIiNDS0c1aGxwOx+NwXV1djIyMBAIBjUEvXixIQ0Mz1wyLxXZ3dbEwM09OTeFwOBFRESQSNdcMPTXV3t7Oy8c3NDDAyMTEx8c3d2AIOHx4eLi/v59fQKC7q4uHh4eNnX3ezRzo78dgMKysrIAxPz8TM/NcM3B6DvAI6ej6BwaEhYWZmJjmfCmcQMC3t7UxMjLCYKSJiUlRMTEkEjkyMoKdmfRgYWVhZGAkkoiNjY18fHzsbOzEmWg0YcZbYmdno9xY8DD19/cvWrSov7+flZWVixsQBJwFHA4fGRkZGR7m4OTs7upatGgRNzf3PIdpJoKInpri4OLq6e4WEhZmYmSc16y1tZWOng6FQo2NjomIiKCoHKauzk5WNjYMGk0gEPgFBFCoeQ7TNAbT1dXFzs4+OjKCQCAEhYXn3hHhcPjE+HhXVxcfP39fby87B8ei+caPgMP7+/tHR0d5eHm7gbNxMfN8hwk2k0hKJBLpGRiGh4YEBAQYGBnnDoxAIPT2dM/ceRGjIyPCoiIM9AzE+Tazva2NjY1tenoaj8cDV7w540fA4ZOTk+3t7YsXL+7r62NhYVnEwzN3YPCZs3FkeJibm7u3t5ebm5udg2Pes3FocHBqaoqFhaWnp4efn5+dHThJZm8lkdjd3U0gEFhYmPv6+kVERenp6efbTPyXz19YWVkIBCIGgxESFp7rasDhcAwG3dXZxcXFNTo6ikKhePn4QEdhltnU1GRvTy8nJ+dAfz8dA8PixYupnY39fX18fHzd3d08PDwcHBzzHs3u7m4MBsPJwdHT2yskLMzAwECispkoFAqJRI6NjS0WFKSb99qCx3d3ddHT02Ox2KmpKRFRUVpa2rlmGAy6va2di5trfGwciUQuFhScO34EHD42Ptbd1b14sUB3dw8XFxcHJ+e8R3Ogv39yYoKdk7Ovt5ePn4+FhXXes7Gvvx+PxzMwMPT19i4WXDz3Egoeps6OTiQSSUtHNzw0JComNu/48Tjc58+fubi4gGAQkSgoKDjv2TgxOdnT3b2Ih2doYICBiYln0aK5ZsC1ZXx8cGCAk5Ozp6eHlZWVj58fdPcRCCQ9PT0TM/AfIxPj61evB/r7DQwNC44c2b9/v9EhYw4ODg5OAPLaWpqbTYwPOTg6btgof8jAwNbBwczcfO6+vXHjxuGo6NCI8LGxscjwiIioqHl9wYvnz+fm5IZHRty5fftIXn52Xq7y9u2zbAgEQmxU9LVr146WFFeUld+4fr3iWOXcAwr2M+dgZ48+HOvs4MDAyJiemTn3Tt3W2mpnY3NAU3PbNmUrcwttXR0XN9e5A3v7+nVQQKCJuRkbG7uLk5OZuZm3r+9cs0uXLgX5B8QnJBCJRG8Pj8SUlD379s41y8nOPlZRWVF17OrlKxVlZWXHKoWEhGbZTGMwvj6+6MnJqNiYkKDg0bGxvCP5LCwss8zGxsaCAgJYmFkPmR7ycHN79uy5tIxMZdUxXl5e2N8P5Gf/cSLCw1OTU3bt3l1UUszIwJgYn/Dk6eO0jAx+fv6RkZEAX7+GhobislIRERHyR8bHxx1s7WhQqOz8PHp6+uHhYVcnZzp6uvyCAsqba1tbm4Gurompqa29PeyfTVpKyvNnzwqKimhpvz98DwwMuDo5S66S9Pb1paWl7e7q9nR3l5aR9vX3QyC++9DtbW1eHh7yGze6e3rC4fBnT586Ozrt3LkzMiaa8iseP3xkZ2MTFBqipa0N6jE72Nn7+PmCf5KpOnYsNSk5KS2Vno6upeVzemoqZnqan4+vv79/YobJyUkwkE+DQtHMXKORSNTMfYo4b/gbeNRGIMCn/Jlg6/xhg28hDdDsa1B2gZgBDA6fmQ2gbjaz1m8Dm/87gdDOzFeTSDAikYqiLRwORmv+kvHD4Qg44mvMYyGzmRjPb5rNbObXPT5r/IBbN7MT8Hg8EokExzYzqUB1/BSHaYHx/5zZTJDqp47mzDGCweBU9/+3wwQe9wWPJgIGA74R3NI/d5h+zmwmNgiMf8YM9hubCWwBgepJC0cggR278Gb+OLA/fzb+1NEEI47g2qiPH0ZxUfqzh2kmjPp1YH/B0aQ4Gwm/fZjAs/E3ri3AwIBIOdWjiUR+Hdj/7myEz1w0YH/RJRSJ/Jmz8Sev7d/NZnYHuPxbwi04WCJ4mmGxWBoUCovFcnJxAW42Fxc3N/fixQJLlixhYmZOS04xMTO1c3CAwWCdHR1GBgbWtnZGxkaUX3fr5s3DMTHePj47du2CwWDVFy8lJSZGRkdv3rKZ0qz64qX0tLSIqEj5jRvxeHxyYtKJqqqklBQl5W1kG7B7fM3VmrJjlcLCwjN1IMk1V65WVB0DnxZAiESipZkZPR19WlYmLS3t5OSknZU1JydnWlYm5Te2trbaWlmrqas7ODnC4fDm5mZbK2sdPV1bOztKs3dv3wYHBGpqaxmbmICy3/4+vhZWls6uP3jkl6urfb284xITVVRVYDDY9Wt1AX5+4ZGRe1X2UZrl5+VVlpWXVlQIiwDByuyMzKqqqmMnjlM+uwJVue4eI8PDKelpbGxsU1NTQC4ukZSclsrEBEzgg4yNjQUHBNLR0YWGhzMxM3358sXYwPDDhw/2jg6RUVGwvx/Iz/6D1NbUOtjbMzEyVhw7tkpqVXJC4qNHj9KzMvm/ncRTU1NeHh4fGj4Ul5aCJwoYyWZiZs4v/O5VYzAYB1vgZCVHtYFItpHRIRNTa1sb2D8eHA7n6uQMyPLn5zHOnNn9fUAke6WkhF9AADkyPdDf7+LkLC0j7eXjAz4rg5FsRSUlysfiVy9fOdnbb9m6NSo2BvzswwcPnBwcAwIDtXS+e9VvXr+2sbTy9fc/oHmwqanpy+fPd+/cOVp4lJeXF4/Hj4+PY7FAsgqBQKCjZ2BiZqalo6OjpQP+T0fHwMBIT89AzzDzoqdHIJAz11LgfwvMrEH83UxPTxMJBBwOt2/fLjlZaTQavUF+g6eHp4WFBR6Pf/nqbU1tHe3MIYQOEwQExP8LgHc98zRGAC5WWCDTEkh3wWEwmKnJSTR6Cjs9jcagMWj0FDCBOk4kEmlpaRFIJB6Hk5CUXLFypZSUlJS09OTkREhgkIeXp4HRV1f7xo0bsVHRAUFBytuVyV9Xe7UmPi4uJCxMUUkRXHLh3Pm8nJyQ8HD5jfJks5Sk5JKiorSMDNDVBiPZV69ePX7qJKVXmpyQePny5eKyUiDMD7goaFsrazY2tsycLLINgUCwMDVjYmJKy8wA79RAJNvaRlVNzdHZiWzW0txiZWGhp69va//V1X77+nVgQKCBoYG+oSHZ7Ob1G14eHkaHjD28vMAl1ZcuBfr5xxyOVdm/n2x29/Ydd1fX6MOxe/Z+jWrnZGVVVlRWHq+iDGDn5eRWVVaWVlQICQMLMRiMr7fP1NRkUkoyK+vXGXVAEs3BYRqNSclIB6PaY6OjQQGBdPT0UTHR5MSB+vr6Q4ZGU1NTGVlZqvtVYX8zkJ/9RxgYGDDU03/+7Jl/YKCXj/dXJzszg/JJEYhej435+fq+f/e+tLycexG3jaUVigaVkwdEsinNJicn7W1s6Onp8woKOtrbDXT1DpmY2Dr80yPZZAD9V3t7Ap5wpKhwZHjExdFJUlLS2w+IZFOa9fX2ubu6SklL+QcGdnR0eLq5bdy4yc3TY5bbVP+i3sHObueunRFRUU8eP7az/h7JBiHOZGQWFxXlZuesXrOm6dOnL1++EAgERkZGIK+XlpaNg5OTg4uDk4uVnZ2RkYmBkZGGhpYGgBaMyJLI10uKiAiUPvX/CxDOIsFQKKS2ppqoqPDAwICIqLC7u0dUJBBv6O7pqzh2Ck89ExQCAgLif3Olovjj2/Xo6z+A0iwsdhrwtgGmJsbHR0eGR0eGh4YGJiYmgPemp1Eo1JIlSwgEQnd3t7evj5Gx8etXr5ISEr18fbZu3Trr62quXIk7HAdGtS9duJiZnh4RFblh40ZKGwKRkJqUUllRkZKWpqikGBMZefVqTflMJHvW2hLjEy5fulR5/DgvH6+FqRkdHV36TCSb0mZqatLGEohqp2dltrW22lhZq2to2Ds6zLpTf/782drCEoxqN7x7F+AfoKmtdWgmkk3JtdpaHw9PC2srZ1fXy5cv+3p6kSPZlNy5fdvL3SMiOmrvvn1H8vLKy8rLKivmjj8rI/P4t6i2u6vb6MhwSnr6rLRVNBrt6eYO7JP0dCKBEODnR09HHxIRThnhhsFghYWFwQGBYuLip86cJodH/yYgP/t3QyQSgwODjuTnS0hILBEXFxQWbvrUmJSaOu+hmpqc9PX2bm5q5uHlpaWlyyvInzcah8FgnOwdaOlo29vaNQ5oWNlQiWSTYMQfZ7gWqFr4XwLqaoMV5UuWiPv4+89bmdTf3+/p5i4kLNTW2rp+g/y8CV5gVNvdxWWFhMTHhgYnV1dNLU1w6uf9u3dv37x59Ohx/YsX4+Pj6KkpLA7Pxc3FxcW9iIePk4ubnZOLlYUViUIhEAgkEghUkwt+wUH+/XsC4o9DIBB4eXkM9bWYmBifPn2yZesWPV294uISoCpoCn385NmOzm6qFW8QEBAQ/9+QqyRByDlvBAJhfHxssL+vv79vZGhweGhwbGwUj8fB4XA2Nvbp6em9e/daWlstW76cmZl51jprr9ZkpKVt2br18aNHfgEBGygi2ZSkJicfrzq+YcP6t2/flVaUz1sbAAS/E5Pu3r27aBE3LS1dRvb3SDYlBALBytwCrH/Ytn27gyOQ7jKXlpYWRzu7TQoK79+91zh40MDQYF6zmzduBPr6rVm/vv7Fi8CgQMpINiV3794N8g9QVFJ8eP9BUVnp3FRskPycvIsXLyxduhSNRscnJbLO6E/MgkQiuTg64fA4oMCWnj48KnJuCRwej7exsj575szevXszsrO45yvs+auA/OzfzfW6OhtLK3YOjsKioqOFhTVXrpy/dHGlhAQ1+8HBwX2792Cnp69eu8bHz0fNDJAo3rV746ZNxWWl1GxOnDxRWFCIx+MI31JCaWlpBQUFDx44qKq6/zd97ubmpqtXa7q6uwT4+ffs3bt0CdXCSpD+gf76F/VA7fYMJBKJmZl548aNs+LxICMjI1oaB9AYzM3bt+jmMwD51PjpgJqa/MaNR0uKF/jqs6dP29nYmpiYxCcnvX///nL15Qf37r19+3ZkZISODvjpcHEvWiwozMPLz8bBwcbGTkNDC+iEQy71vxkCgSAtLamhBmTpnTt3VkdXR0lJ6dLFavB8q7587UX9K9SCpe4QEBAQ/zxmZDW+QcDjx8ZGR0dH+vt6uzs7+nq7Z7RMptnZ2SQkV61du2bnrl1yq1dTuob5OTkB/gF5R/K1dHSofgmJZGJ86OaNGyVlZdt37qBmRSQS9+zcNTkxcaW2ho2dnZpZZ0eHpsYBTk7Oy7W1C0wiPnr0yFBXT0tbOyE5aYHtz83JCfDxdffyDA4NXcAsIiysqPBoQdHRHTsXUgKxs7a5dPHCrbt3ly5bRs1mbHRUV0t7cnKy+upVQMVrPj5++GBmYtrU1BQTG2Ntawv724D87N/H8PCwkYHhjMZI8NDA4MjoyJ59++7evu3s4sK9aNFc+7GxMScHR0HBxYKCQu/fvYuMjuKgqEEm0/rli7WFpYOTY3d3NxMjo7Gp6bxOc1R0VHBQsMJmBXKRLA6Hff++oaurMyQk1NvLewEv5MSJ466urigaFB8ff1dXJ1A/kZxqRJFKNZeq41XW1lZEIlDnMfP8R1ixfPnly1cEBARmWXZ3dTna2avs38/IyNjT0+3g5DSvL/6h4YOPl5eltXVXRycLK7ORicm8v9+HDx4EBwYpKCiAXQ+7urpGRkaQSCQfvwAvnwC/wGI+gcWMjEyombg1WIkCxar/A5BIJLX9e6WlgEfWjIx0Vze3JUvEXzx/wcICXCVfv3lXffna//cYISAgIP4cM8VAMzcvUJgV093V2d76ubenq6+3F4fDMTMzL126VE1dffPWLTLS0vX19VcuX1batq2u9pqOnq60jMy8a83Nzn769OmOnbuuXK4OCg5asXKe2N/U1KSdta2UtPTKlSsbGt47OjvPDZ+DOSF2VtYW1lZAEzoi0crael4tv0cPH0ZFRLq6u72sr1++fIXGwQPzDuzShYspyUmWVlY3b9xU3a96QBOYoJ5LVkbmvTt3HJ2dL1dXW1hZzutDo9FodxcXDk5OZWXle/fuObu6LprP7xocGPBy91i7fj0fH2/r5y8OLs4MDAxzzVpaWixMzd6/f8/NzX3qzGnJVatgfw9QcOj3UVle8ezp082bN39p+fz23Zvs3DxAToRESk1Ocff0mKUpNjEx4eTggEQgQ8LCaGlpkxISAvz9Y+Pi2H98iGxrazPUMzAwMjigqYlBo9PT0irKy+fmOQFHCxDKQCXEJygoKJAXNjY26uhqFxQcMdA3EBUVnXfYHR0d4eHhy5YvS09LFxIS+fKlxdHRMTIyXHHrVmqzM8CPraVFQEAg7nA8CytQT0AikZgYmbi4uGaZ9XR321hZr5KSMjQ2YmRkPFpQmJOV5eruPutRofFjo4er66YtCvvV9uNx+Iz0tLKSEhNT01lru3/vnrOj0+Tk5PUb11u/tMLhcFY2tnUbNgqLivPw8IFycmAV+QIaFBD/OkBFXhHhr7JTbe3tJCKpp6cHg5kGNZqEhARBsWqoDhICAuJfzExkCLx5weEIBgbGpctWLFu2EkgsGezv7uxsaf7U0PC+vr6el5dXWkaGSCT6BfjLyckJCQlnZ2aYWViskpKatcrcrOy7d+6kZKTz8PDQ0tGEhYSFhoevlFhJaUMgEBxs7ejp6JxdAUHhqanJ9NRUDy+vWUGxzy0t5iamKqqqWtraYHumo4VH56oyPH38JNDPX1tPd9fu3fIbN6YmJcPhMPUDs13tK9XV/r6+cQnxKvv3y8jJRoSGI5AodQ31WWb5ubnHq6qKS0vFl4izsrLk5+ba2NnNcrUBdRE39+Gh4YjoaB4eHhIMnpKU5O3ry8HBQWk2MDDg6e7BwEBvbHKInZ29rLQ0KyPT1d1tllhh65cvNpaWCgoK/Pz8ddfqio4WJSQlwv4e/hHZvf8W3r17V1hQwD4jMPzh44fcvHxQs2/nrl3bd+6IiohobGwkG4+NjdlYWdHS0B4tKZ7RtUB4+niLi4t7eXi2t7eTzVq/tBobGBodMnZycQGk1BkY3D09e7q7oyMjqYnnYzAYyj+XL18uL79xYAZqI3/69GnL5xZraxs5udVcXJxr167TNzDo7e1ram6i9hGgIWV727Jlyw4cOLBj+44d23fs3LFz06ZNs/Kc2tra7KxtVklJhUdGzCgiwyysLNlY2fx8fMfGxshmHz58cHZw2LpNKTgkFIlE0tHTObu69vb0lpWUkG3ev38fGR5uaW7R1dU1NTU1MjwqISm1d/8BXUPTLUo7RMWXMjAy4vF4chunBY8VxL8MQOx2MT8z89dSld6eHrDEtrunG1zCwc7GzT2PTC8EBATEvxbgXkYgEPAEPBMzs4jYEnmFLVp6hmoHddes3wCDI67X1d27e9fR3j42JmZyctLW3qGo8Oi9u/coV5GTmXX79q20rEywLYa2to6unl5QQMCTx4/JNlMznVYZGRhzj+SDwV19Q8OlS5cG+vlTOiSfP3+2NDVT2b/f288XiOvR0Li4uk5MjIcGh1A6JI8ePvL29DQwMrSfUSpkZWV18/R49PBRaXEJAf9d57T60iU/X7/D8YCTDYPBpKSkwyMjKsvLi4t+yBrNzswqLSouLS8XXyIOg8Fk5OSMDh1KTky8fesW2QaNRtvb2I6MjGTm5oCbuWfvnh07dvh5+7S2tpLNBgcGPd3c6enoklJSwIDmIROTRYsWhYeEDg4Oks1ampvNTUwVNm+OiTvs7unBycVxubr6/v37sL8HyM/+WXA4XE52dm9vLzDdQyBkZWcLURTDbt+xY/nKlY529u/fvQMj2c72DnS0dJk52eTwGwKOcPP0ZGZktDI372jvmFHMaTPU09fV03VwciSvioaGxtHZ+fWrV86OTvN6FbM8XRwO19bWys7OzsU1T0YKiKysbElx6a6dgConyJcvnxkZGRcQacfMtM8Q4Bdobm66ePHC8+fP0Wj0XLPTp06JL10SGh5KOapDpiZTE5OOdvZT6KmZSPZHD1fXLYqKvn5+lFvh6uY6MjJy/Pjx58+fuzq76OvqpaWm4XD4tes37FVR339AZ+fe/cuWr6SjA7pLEPB4KHr9H4ZIJIqIfG0RMj09DV4TiURiW1sb2UZURAg6ByAgIP6TAGkkM7c5GhpaEVHx7Tv3qR3UUdXQFBNf0tXZlZyYZKCnl5GRzsLK6u3hcb2uDvxUblbO3Xt30zIyKCv5Dmpp7ti508nB8d7du2DNn4OdHT09XUp6OmVjRV19fXYOdmN9g66urpkKrmazQ4f2qqp6eAEdLUAbOBxuY2fX0tTs6eYOOiQzkWw/PUMDSsEGwNX28Cg+WpSWkgIuuVJ92c/bJ+bwYVW174WPEpKSHt5eGampWRlfJbpzsrKOVVSUHTsmKvZ9Nl5WTk5LR8fVyfly9WWwafFMJHsoLTODMlFkx65dcnJyxvoG4G1iYGDAw92dgYEhPimRUl3E0NhofHzcxclpaOa2MhPJtpLfuDFiRjx7zdq1+gaGvb29RYWF5Gq0vxYoP/tnqb50ycHWjkAkrl6zOic3V3C+dIvkxKSaq1fDIyNysnNoUKgjRwvnznFPTkz4eHm3t7W5erhHRwIqNj5+8zRMmpiYsLexpaent3d0WLN2LbjwcNzhoKCgqMgoWVlZUIkOMz19+fLl8+fPeXv7eHh4ICm6wMzLhw8f7ty58+Tp08uXL3l7ebu7e1CzHBgYUN2v0tnRicVhUUjU8MiI1KpV8fHxyso/9J36+PEjPz//3JpfEpHoYGc/NTXl6u4e5O+/dZuSf0DALJupyalr167Fxx3u7upubWulpaezsrQ2MDRat27Ny1dvb9y8CwUvfxFIJBIdHZ2OlrrwTN5Ib2+vuobak8dPEUh4Zkamvf3XaveWz1+qjp+F8kYgICB+BWY64CAIBHxfb8/HhndfWpoGBvrZ2dmRSCTgTSYmtre1XqutTc+aXy4jNSXlWEVlRFTkiePHSURSdl7u3LopEokUExV1+9Ytb1/fhLi4nbt2efv6zr3G4nA4SzNzdnY2A2PjID9/AyMjKxvrud/4qfGThamprr7e0qVLA/z8o2KiVdXU5prdvnXLx8vb1MyURCJVlJeXlJUtW758rlldba2Pt09QSPCdW7f7+vrSMjMXLZpnM3Oysk+eOJGYnJydlYVEIGY1qQEhEAj2NjaY6Wl3Dw8fT6+NCgqR0d871PT29upoajU1NWXl5hw8eBD2VwP52T/FwMCAifGhJ48eya1ZXXFsoV6d8XFxR3JzNykoHC0poVaViEajPdzcjlVU+gUE+AX4U1vV1NSUgZ7eQP/A/UcPwSVx8XF+vn70DHRgk62ZifVpAp4kJydz8uTppdQbs5MpLy/z8fUdHh5GoVCBgYEe7h6ztDPJtHxu2bt3Dycnt4+Pt+BiwZbPLSEhIQQC/tLFagnq4iqUEAgEGyurh/cfmFqYU0aywR/t+XPnqyornz17hsVihUVENm/ZXFRSFBMdazfTYopAINReu/X8xUtIx+1XgEAgCAjwG+prgreBxsZG1f0qTU3NcBjM19c3NvYwaDY8Mnr8+JnBoeF/iJwlBAQExP8AsOXk0OBA65eW929fjwwN4vB4bm7uVVKr4hMSKKfWZ5GSmJQQF6e8Y0dhcdG84gQgYSGhyYkJ4ZFR7p5UQ2/TGIyJ8aH37997eHqYW1pSM2trbTPQ0+vr7c3Iztq774cWj5TcvnnL3taWjo7u1NkzS6i7LnXXrh0yNFJUUjpytHBeCT+QjLT0pISEA5qaMYdjwfzVuWCnpx3tHW7euKGjqxMbHz/r3aqqKjdnFxlZmbKKir+8GTt0u/ptSCRS0dGiZ0+fSq5ahZvGtlEkA81ienr6S8tnMTHx0dHR169eUTMbHBhoaW7eIC//6NHDjg4ggWRe6p8/n8ZMb5D/LpZJIpFQNMi01LR79+7fuXP37t17N2/c8vHxbmpqTkhMwOF/e8rDwMCwpbnlQ0ODrq5uWHho5bEKapYCAgJnzpytvnRJ86Dmhg0b9PX0ExIS2traLly8APs5ujo7pzHTwsLCHxo+TExMgAuJROLNGzeMDAw9XF3v3bvPwcl9yMz87PlzScnJoqJiUdFRTU1AyjgSidyxQ3HliqV4PP4nvw7i3wuJBOPn4yXfBkZGRmYStICu8l++fCGbsbGyLOJZBKWOQEBA/FKAyiQcnNyr1244qGOwZdvOxYJCQ0ODjx4+cnVxqblaM2/CAwaNfv/u3Spp6Y6OjhfPX1BbeVtb25vXr3fu3FVXW9tJ3SH51NQEhwOOQX39SywWS82sp6cbAYfz8vF9bPgwb64pyIcPH7i5uZmZmWuu1lCbuJ6enr5WUyu/cWN7e9vjR48WkPBra2uTkpL6+OHD8NAQNbPx8fHh4WFhEZHu7h4wT4YSdTV1FVWV+hf1SQkJQEO0vxTIz/5tmpubS4uL2djZk1NT/AIDbKysXjx7NteMQCC4Ojuj0eiTZ8+sWbvW1srm5cuXc83a29r1dHT3qqjM9DQS9HBzp0zPJ3Pn9u2w0FAPb69ZNbBwOHzFipWr5VavW7tu7Zq1W7cqhoaGSUlLPXv2dHRkhNomAMJAV6+g0WgkEklPTy8iIurt5cXBzvHw4UNqXgs9Hb3UKilKdZFVkqu4Fy2i9HvA/OyPHz/O/XhbW5u3h+cGeflT587S0KDcnF3QaPTbN29cnF2sLa3u3L7Nxb1oj6q6irqmkvIOsMXPwYOanR2dMbHR4BpoaWh279q+eLEAnqKuAuI/CRKJEBcHSopBRkZGxscnwKB1/0A/+SqMQCAE+HmhYDYEBMQvyIyzTaCnZ5Bbs05FTXPXnv2cXNwPHzy0s7FxtLN/9qNbAmRKzGS6Vp08cfDgwSB//3czxWOzaG1ttTK32Llz57GTxxW2bDbU1+/u/lp6TsnbN29DAgMPaGqePHN6aHDQ09193hE+uH/fztomODS0oupYeVnZ4dhY4rdeH5Tk5eSUl5WVHauMio0pKS4+cfz4XBsSieTn49Pf31dSXhYZHe3r5Q3mas9ibHQsKCAQiYCfOHNaTV3dQFevs7Nzrtng4KC5iemKFSvOnDsHI5HsrG16ftxMRiZGD09PHh6e8rLyhoYPsL8UyM/+DUgkUl5ubmdHh7a29rr16/epqISFh9vZ2M5ytTEYjK2VNXYaW1hcxMbGFhoerrJf1c7a5sXz55Rmra2txvoGWjra7h4eXFxcKWmpMjLSXu4es6RCbt+6FRYc4uvvv3v37rnJJwTCDycuPT09Ly/fxMTE9DTVR8wLFy5YWlqCoWKQGflOBFC8SEWC/vLly07OTpTh9uHhocmJCX6+H9peEggECxPTz58/Uy788uWLp6vb5q1bXNxcmZmZ8wsKJiYm9uzcZWhgeKKqip6eQVF5p4a2/iopWSYmpr6+AVBBRVVlHz09/YnjJ86cPQOuh5WVRVVlNxcXx6xNhvgvQSKRGBkZhIS+dy/r6+uDkWB4HHDQ+wcGxifGyW+JiAjT0tJCifsQEBC/JiQSCY/HMzIxSUjLqmvqKe/cw8zCeu7cOWMDQz8f38aZsBcajTY3MUUgkTl5eVxcXG6eHta2tgG+frNc7dbWVlsr6wMHD9g7OdLR0QcGB2toHDDS0++gUCABehe8ehXo769nYKBvYMDKylpSVjY2MuZoZzcriP7g3j0XR6eI6Kjde/eIiIiUH6u8cqk6OjJqVvA7KyOzpKi4uKxUREREadu2I4UFxyuPHav4YWp9GoNxc3YeH59IzchgY2PbsXNnelZmkL//1StXKM1GR0cD/f1nOj5GMTIyOjg5GhobGxsYzhp/f1+fqfEh2dVy0Ydj2TnYC0uKOTg4bK2te76JWYEQiUTs9DSRSCwsKPhrJ9IhP/s3eP7s2aULl4SEhc0szMElGgcPBoUEW1tavXj21YcmEAhuLq44PC47N4ccbAsND9u+Y7uzoyM5qt3e3m6kp69+UMPD0xNcQktL6+3rK75E3MvDgxzVvn3rdmR4hH9gwM5d3+VBFgAOh9PR0eFwuAWcD3n5DZOTE6VlJVNTkwQCYWxsLDc3Z3R0dJvSNgQcGDAGgykrK8vLyx0f/+rT4HC4rMys3NwcDAZDIpFGR0czMjOACt8dPzSa0tXTM7OwMNLTJ8e521pbfb28N2/d4uwKtFUfHx/Pyszs6+/79KlxanJSXmHL/oPa6zYo0NMzEAjAqTw6OorFAj/XJUuWrN+wbnJyKioqkvzgwcvDvXuXMgMDPZQt8J9W9FtMB3T0/HoCb9u2rby8XN9APywsNDU5lZHhe74dH88iVhZAQ/3/b7wQEBAQ/whxEjo6utVrN6gd0FbYuo1IJB4tKDhkZJyanOIIqIvQZ2Rl0tF/1QEzMDLU0dUNDggku9pAdzxzCzUNdXsKuTMPby+V/apG+gbkqPbbt2/CQkJ09fX09PXBJUgUMjs/b2R01ItCR+HB/ftODo7hUZH7vxU+rli5sqKq6tKFi3GxscRvkbK87NxjlZVllRVLliwBl8jIyoZGhB+rPEaOagORbF/fsfHxpJRkck72lq1b0zIzAv39L1dXg0vGRseCAwIZmZhCI8LJcmd2DvZa2tpG+gbkqPbg4KClOaA4Hhn9daociURm5+WysrI52jmQo9rPnj6zsbSytbcXExO7Ul399MnTv/BgQXWQC4HH4+1t7c6eOePr5+ft60P51vmz56IjI/MKC6SkpOxt7YgEQmHxUfiMz0pJaFBwTU1NfmEBBweHsb6BxsGDHl6ec7/lcHRMc0tzSlra2zdvggODgoKDdsznZEdERoSGhNbW1u768V07e7uCgoKLFy/u2zt/2cH09LS/v19WVtay5cuFhYQaPzV2dXa5uLhEhEfQzpygQ0ND27cr9/b1Pnn8FOxcMzU15evvW3DkyPLlK5YvX/bu3bvOzq7Q0BBXF7e5tYkFRwpKjhaVV1WiUChXJydl5e2OLs5gZ8e42MOPHj2ip6NfumKl3Jp1i3j4YDA45VwSkUiysjTm5QHEesLCwyLCI0gkkq+v7+HDX6vfZnoBvr9ytY5AIEBaE/89SCQSCwvzokVcKBQNAg5ft05OWAhQHUlJSVZWVpaTWw2DwV68eDUwOIREIuFweGNj89DwMHQmQEBAQJCrJAf6+17VP/v44T0Gjebk5ExNT9u9Z8+s/VNZUXH8WFVCUhIjE6OVmbn6AQ0HJ6e5+zA5IfHSxYvlx46Njo36efsYGhuRnWwyBALB3MSUhYUlPSvzyePHzo6OYRERZCebzMePHw8ZGKhpaPj5+xccOVJWUlp2rJLsZJN58+ZNSGCQvoG++oEDfj6+k5MTyampcwsf79296+zgGJeYsFVR0cfLi5GRMSIqapbSMaBAkp19oup4xbFjDIwMhwwNV69eExkTPXf8FqamoyOjhcVFHR0dluYWgcFBBzU1U5KTY6KiVVVVC44Won5sbfOHgfzshbh165aJkbGgoOCZ8+f4+PhmvXvx/PnEhIRFi3i4uLjSMtLp52vsSSQSw0NCb9++jUIiVdXUqBXzYqenk5OS7965QyDgvX18d+zaOa/Zx48f3717u2XLVlCnnUxDQ8Pbt29XrVolKSlJbVumpgARvdt3AH0cfn7+XTt3btumTBYbwWKx9+/fn57GKCltI3conZqaqgO4NjA4KCgoqKqiunXrVmrZsYUFBRVlZaysbLt373ZwdpqYmMjLySksKBwaGhIWFl0nryAkIopAIsnPtWQIBIK2pvrKlUDnpzt372hoqI8Mj3JxcV64eFFh0/e2l3fvPbx95wEkP/KfZKbHJwkGI2GxOM2DqnKy0iQSKSEhXklRSX7jRuD2cOxU46cWJBI490Bv+/97yBAQEBD/IEAVso721mePH7S3tbKxsZlbWtrZ27Kw/OCtVlUeqygvR6OntHV1AXUvKtfS5MTE6ouXmFlYDI2M9AxmO9kgk5OTLk7O42NjPT3dfgEBKqqq85p9+vTJ1sqag4NjamoqMyd7rpMN8vrVq8jwCAwGI7BYID4xkY2NbV6ze3fvBfr5cXJySstI+wUEMM6R8APJyco6e+YsLQ2t3Gq5qNgYKuOfcHN26ezonJyadPfwPKAJKPoN9PcfUD/w5cvnopLiXbt3w/4KoLwRqkxNTWVnZqHRaEsrq7lONgwG26+uvkF+Y3dXl5ePz7xONnjqOzg7TU1N4QmEAwdntyQlQ0tHp3FAY3RkRExcXGnbNmpmK1as0NTUmuVkA9rvEhI6OjoLONlAmj8jo4aGRnJScnlZeUJ8wu7deygV/WhpaZWVlffu3Ud2ssGPqKurp6dnVFZUxsfFKykpLVCCpqmptXixIKBFaGT46NEjQ339xPiE6elphS3bVA9oiy5ZCofD5zrZIAODX2uEN23cJC4OdIQaHBwKCQmenJwk2yhs2rBmtcy8RRUQ/3bgcDgSiUDOMK8PjUAiUd+AnGwICAiIWYCplcKi4irqWps2K05jp5MSEowNjR4+/KoLDKKmoU4kElmYWdQ1NKg52UBTSV1dFlZWPB6nfkCDmg0TE5Oru1t7W9vWrYrUnGwYDLZs2TJ9A4P79+7t2bOHmpMNJpBISEgMDQ0d1NSk5mQDnsDmzQpbNjd++qStp0fNyYbBYMaHDvHy8hJJhLkZBBTjZ3b39Pz06dNigcV79n6N/XMvWmRjZ4PFYnOyc8g6aX8SyM+mypUrlx/cvy8jK6uprTX3XSKRmJmevmqVZHZe7pHcvMYP82hugPrnTvb2tvb2FpaWYSEh7e3fm9tR8uXz59KS0rTMjK2KimmpqdQ6rv9jGRoaSklOsrG1dXFzs7K0tLWyevL4iZCI2D51TXmFLXR0dAQ8foGc2qGhYfAfNDQ0e2dSX1A0yOt1N4qLi8g2SCRyu/LWJeJiUKL2LwgUvoaAgIBYGLBxMi0t7fqNm1XUNIVFRB8/emxtYZmSlDw1BfRmHh8fT0lMsrO38/DyysrI7O3pnXc9XV1dudnZPv5+ltbWKUlJ4Gfn8vr16/KSkiNHjwoKCx3Jy6M2qsryimu1tWfOnXv9+vUCZscqK9nY2Y4WF925fefxo+8d4ynB4/EZaWkSEpIVQJZ3+afGT/OajY2NJSUkGBobeXh5JScmgm0g5/L2zVsvT8/ktDRpGRk/H9+Jb8VpakAIVf7Rw4fVFy/B/gogP3t+RkdHj+TlI5FIPj7eDx9mi7xgsdj01FQGBgYzCwtZOTljM5Mj+flNn76reYB0dXU52TvsU1W1tLI0MTPdsXOXn7cvZR9pkLbW1qyMTG1dnbXr1hkaGXEv4s5MT19An/KfxuDgYHJi4vYdO9jY2Y8eLbx75+7k5JTCVqX9GlrCwoBb/JtVa0PD3xUJ1dXUaeloSTASDA70v3z3/nt9ND09/c6d21igMjgICAgICAiqaXhEIWFRVQ1thS1KU1PouMOHzQ6Z3Ll9OycrS0paSk1DY6uS4u69e1KSk/v7+md9vLOzMzU5RV1DQ0FBQVNLa8nSpWkpKXOVsN+8fl1WUmJlYyMlLWVnb4/BYHJzcube68tKSquOHUtNT1PYsjk6Nvb2zVvzutqV5eUdbW1OLi4rVq50dHY6e/r0wwcP5/pdmRmZzCzMJmamcqtXGxgZ5ubmtDQ3zzIbGR5OjI9fLy+/T0Vl565dSsrKyUlJQ3N0td+9feft5eXq5qamruYfFMjFze3n4wvqQHBwcFjb2CAQiLy8vHlll38vkJ89PzVXr754/mLdunVhERGF+UdKir4HVolEYk52NgMjo7mFBbhERkbGxMw0LCSEcoJmdHTUz9t79949Ft86J8242ju93D0+NTaSzWpravx8fA2MjNZ+a65uYmrKzb3I0c4eUDf7xvPnz8tKS2dpzdTW1Pr7+lKe2Veqqy9dvDhrW0qKiosKj1IuycnKrr40+0HtzJkzlccqyX8ODgx4urs3NDRQ2qDR6LDgkNqamu9mg4OZ6enK27cPDAwcMjJ6eO++mNiSfWqa8pu20tLRgYoiCwOHwzFoNBqNIc8xrVmzhoAnIpGIjvbOvNxcMICNx+EbGhrrrt8GxUkgfikgeREICAiIn4dAINDR0ckrbN2ndkBQSPju3bumh0w+ffp0QFMTNFBSUlJRUfH29Hr69Lu2RmdnZ2Z6hsYBjY2bNoFL9PT1RcXETIyNKXW1375+XVxUZG1js3zFCvAmbmtvPzYy6u/rR+mQXDh/4fy5s9l5uYsFgdJ2fgH+xJTkWzdupiQlkW2IRKK3h+fHjx8dXVzAisbFixc7ubqUlZYUH/3ud01PT+dm57CwMJuZf1V+k5WTMzMz8/P1vXz5u6722NhYSlLy+vXrVffvB5fs2r1785YtTvYOlB0Gm5ubA/38XN3d9uzdCy7xC/TnXrTI0819aCaLdZ/Kvm3K2968epWTlfXnzzrIz56HiYmJ0pISBAJham6+bNkyTx/v3JycowWFQOL8xKSFqdnE+LitnR2SQtlaWkZGT1/P1dGxfqbrUltra0hQkJaOjrWNDeWaLawspWWkfb18QF3q6osXnR2cNLW01qxdQ7aBw+H6hoYcnBz+vr7gfEdFWXlUeITC5s2zqgDXrF3T0d5hbWEJBr/TUlKKi4rXb9gwa3MUtmzOz8srLCgACy6jI6MmJibmZoFv27btZX19bm4u+DuhoaXduHEj2EGGDD09vZSMdHzs4Tu3b4P1l1bmFstXrHjy+Im3p9fQ0ND6jZtVD2gLCYv8TBibzDQWOzo6Bv6bk5NTSVERRoIR8MQdO7cbGBgiEIienr7yyhNnz1d/+tSCxWKhDF0ICAgICIjfDGyLiIqrHdDZsFEBDofX1V33cvcgB3cVtykpbNkcERr29s1bGAz26OEjC1NzFRWVzVu2UK7HwNBwzdq1hrp6oN9yrbbW3dXNytoadLJBaGlpPby9ujo7newdQF3tYxWVt67fyM7LE5xxskH4+PkjY6IvnL+Qm539Vefb1Kzx40dnFxfKfumCgoJm5uanTpyoLC8Hw3k2VtZY7LSllRWlFyQtI2Njaxvk518zo6vd2d5uoKsrsUpSTeOHnPJ9KiqKSkqmxofaZ3S137x+nRgX5xcYsPebkz3TF482NDwMBod5e3mOjY3T0tKuXLmSQCDcuXNnhHoHwJ8E0huZhzOnTzs7Oq1bv760vAzMx2/69MnSzNzSxuZVff3AwEB2Xi7TfAn4586eTYiLDw0PS4yPV1VTc3Vzm2ftJFJsTEzTpyYl5W1J8QkOTk7ADMWMkAIl09PTh2Ni+/v6Nm1WKDxyJDA4eMfOeURIJiYmHGxtubi416xdk5eTW1xWunQZINwxi8+fP5saH3Jwcnz+9Flvb29+wZF5CzcnJiaio6OEhIQcHL4Las6l9mpNZka6oZHRhQsXmZgYsVhsbU0tCwvrpi1KKyWlEAjE70qhBprJo1AH1PctX74UXFJfX3/i5Ak+Xr6xsbHg4GAwgbu0/Pjk5BTUC/C/DRaLO6CxT1ZGapbeyPETZz41fQH1RiAgICAgfh5Qcbil6eO92zcGBvp37d4dGRUlvkT8a85GWfnFixcPammWlZSqqKjYOtjPe59NiI+/ca3O2dUlLCQ0OCxUTV19rs3k5KSNpZWYmNiKlSuLCgtLKysonWwyra2tDrZ2Orq6jx89amluzis4IiomNtfs9atXEaFhaurqz549w+FxMYcPc3JyzjW7e+eOt4enl6/PqRMnhUWEY+Pi5tUly0xPv3yp2t3bKzQwKDA4WFXta8CbEgwG7enuwcTIJL50SVHhURQK1drampySoquvB/sTQH72bCYnJw8ZGj169Cg5LVWfQjPy7du32xWVli1dev/J/Bn6INmZmd6eXvYODokpyQuYWZianjtzNiA42MvHm5oNHo+3MjOvq6vLycud9XxGCQ6L3bFN+d3bd/cePZSQlKBm1vjxo4L8xpUrV955cH8BbxWPx0dFRzEzM7u5us1tRUnmWEWll4eHlLQ0gUh89/YNv4Cg4rZdAoJCRCLhD/QQIeAJu3crb1j/PagP4ubmZmFhLiMjC4PBrt+8++DB4wWGBPEfAPKzISAgIP4G4Egksre36/aNa+2tX1auXBlzOJYct05OTIqOjPTy8fYPDFxgFS6OTkcLCpLTUm3s7BYwk1+77suXL3cfPFi+Yjk1m/fv3u/btYuHl/fk2TOioqLUzB4/emSgqye5atWps2fo6empmZ07e9bU+NCu3btPfWsmPS8+nl5ZmZmJycn2jg4LmO1QUnr79l1JeRkBT7C1sZGVkztx6uS8odWfBIoPzebenbsPHz2Ukpbe/y2/B/Q+c7Oy1dTVObm5S0tKqO3Nzo6O82fPObk4P3v69NGPYjqU3L1zp6O9Y5+KSltr6+AA1Sz7B/cf4PB4LW2te3fvLqAvU1paysjEqKmtlZmevoCPm5meoaWtzc7BkZ9LteAXEPpAofz8/CYnJ5OSk6itraO9/fr1On5+/sbGxob371dKSqmoHRQQFCQQFhIVWQACkQjWHxCJxNbWjk9NLeByVVXVM2fPgv+WlZZkZmaaUVmG+OUAqmIhICAgIP7oRZRAwPPy8u9V1ZBcJd3Y+NHR3uHUyZOAy/v+/Yvnzw+ZHHr/7v27t0ACybw8evjw5cuX1na2Z06fJrdRnEthQSE/P7+aulp2Ria17uUkIjE1JWXtunUCixfX1V6jtqqxsbFTJ07u2buHlY314vkL1MyGhoYqysoMjY1GRoZnNWan5GV9/bNnT51dXc6dPfv582dqZkWFR/F4gvJ25ZqrNZsUNq1Zu/bF8+c3rl+H/QkgP/sHMBjM0aNH8Ti8qakpMzPz14VotJ21zdTU1JGjhakZ6blZWUcLgVztWbS1tRnpGxzQ1IxLSHD1cHe0d3hw//68O33d+vVnL5wvrayIjo1h52Cndmw2yG+Y+caMoJAQOBw++K0VOSVHcvOO5OVl5+Xl5OdNTU6Sc7UpwWKxNlbWExMTuUfyM3OyS4qK0lJS5q6qvb0dLHSgp6MPCQa+MSISEI2fu5m+3j4vnj8fHhmBwxHyClt37FZlZWMnUNHG/hmQSERv78CbN+9PnDx37Pjp2mu3xscB5exNmzYNDAx8+gRo93BxcUqsXA7pZ0NAQEBAQPwBCAQCKyvb9t0q8pu2Dg0N+Xh5B/j5x0RGqmuop2ZkqO7fH+DrN6+r/eD+fWcHRx9f35S0tF179hjo6Xd0ALnOs8jLyS0qLMjIzsovLBwYHLC3tcN8Uzggg0ajLczMe3t7c47kp2dlnj55Mjc7e26Ebmx0LMg/AAaHpWdlBQYHV1ZUVJZXzP3GgYF+UyPj5ctX5OTlhUVGBvj61Vy9Otfs9atXNpZW7h6eh+Pj1TXUTY0PtbR8DedRkp+bl5qcHBUbU37sGB6PDw4MOnjwIHxGTIKauOHPAPnZP3D3zp0njx6tW7eOLFqOx+PdXFxxOGxWbg4CgViyZElpZeXRgsKS4mLKD3Z2dBjp6Wvr6YLzEQc1NYOCgxzt7B/9qE0D1gcwMDAwMTMjkUgWVtYFGhzS09MzMjLC4XAWVtbenh5vL6DQkNKgID+/uKiooqpKXFwchUJl5GRjpjEuTk6zTll3F1cMGp2Zkw2Hw0VFRStPHD95/ER6WhqlTUd7+yEDw8vV1eCfcDjc092TmZkpNjYGHDPI55YWP2+fN2/eDA0NI1GobTt2b9i0GYVC/RknG9TGbmvvuHDpalPzFyKRODQ09OEjoEfOzMy8ZcuW6mpAGgUOh0tLSTIyMkD62b8gUDQbAgIC4s9DIBBoaGjkN29VVN6JQCDz83L7BwZ3zjQ+1Dc00DPQDw4IfDdTFknm0YOHTvaOoRHh+9WBtuqeXl4qqqpGegaUCiSAQ3KkoLK8vKKqSkhYGIFA5B7Jn5gY93B1o4xqk4hEJwfH/r6+nNwcXl5eERGR3CP5F86dz83JoVwVUJoVGMjAQB8WEUFDQ7Nq1arwyIjjVVXHq45Tmg0NDVmamUtISkYfBjo+btmyJS0zM8DX/yqFAgkYybYwMw8KCVbTAHLKHZ2dtbS1TQyNvvwY1T5aWJiTnZWanr5VURGFQsUnJtDQoGpqaiSlpJ4+fXrr5s0/vM8hP/s7WCy2sqJyZHRURFSEnYODHMnGTk8XlZaSGyUuXbq0uKw0Nyv76DexPDCSbWhs5OTsTF7bQS2tkPAwR4fvUe0zp06npab+seO0WFBQRETE28ODHNU+kpdXkH+ktLKC3GCJmZm5oLAQg8HYfItq42Yi2VNo9NGSYnIxr5iYWNmxymMVleSodltb2yFDI1k5OW0dHfI3IlFITw8vPl6+4KAgctbKu7fv3r9vGBoaYmJm3rlnv8QqaRgJKGSE/WlIJBICgUAiEfAZ6l++BUPpBzQOvHv/vqura0buh19cTPQv+TqIfxeAnjoEBAQExJ+/nJJIcBhcRm7tHhV1gcWCb9+8sbexBZ1mQ2NjHX09fz8/sqv94P59F0fH8MiI/WqAkw3i7eujfvCAoZ5ex4yCBxDJzs0tPlpYdqxSREQEXMLMzFxaXj42PgZEtWfu5mj0lIW5+cBAf35hgcDixaCZiKhoVl7uhbPnyFFtMJJNR0cXER1NzoqWkZWNPhxTVVlRUQYokMBgsP7+flPjQ1JS0vFJieRQzFbFrWkZ6QF+/uSo9utXr22srELCQtUPfG/I7eruZmBkaEIR1c7PzUtLTknLzFTesR1cwsDAkJKeLigg0NXRQSAQysvKKWOOvwvIz/7O+/fvb9+6tXTp0qnJqfjYw+ipKXdXNxwWm5WXO6twcOnSpWXHKo8WFFSUlXd3dxvpG2jr6to7ztboIEe1nz19WltTExocvGw+MZCfgY6Ozi8gQFhExNvTq7e3t/BIQfFRIJI9q4spPQNDZnY2enra1clpbGzMzRWIZGflZM8qHxQTE6usqjp5/ER2Zmbrly8mhkYzJ3Hs3Gandvb2YkvEIyLCwRbo+9XVvHy8ePn4tu3YKya+BL9gl8c/DAKBGBgYavgApIvQ09MrKyufPHkCfGvNGhkkEgm52r8eUEQbAgIC4q/rHEkgiIov2b0PcLVv377l4uQMutoGhob6BvrBgYHv379/8vixs4NjSEQ4GAmmZCaqvd/YwLC3t7e4qKiyDIhkCwsLU9rQ0NCAUW1PN/fxsXFXJ+f+3r7s3Fyykw0iJiYGRLXPny/IPzI8NBwSHMzAQB8aEQ7KaZORkpIOi4w8MeO6DA4OWplbSEhIgJFsSrYobk3LzAj086+7du3d27eWZmZBwcFAk/kfcXR21tbRNjUybmttLS0uzsnOTklPU1RUpLSBw+GRsTEqqipEAvHhgwf37t77Y3sb0hv5jp+P75G8fP9AfwsrqwA/v/v37ikpKmXMpFvMu+9aWlrsrKzbOzp8fH3NLb/2rJlL9aXqQD8/IonkFxBgaGQ4610SiYTD4WhpaWEwWF9fHycn5wKSGjgcLikh4enjJ9NYbFpmxiwnmwwGg/Hx9Hr29On6DRuSUlOorbCtrc3K3KKttVX9gEZ4ZAQDw3f1ylmUlpW+eP48JDSUkwNQ1Xn58vXNW/en0Oi/T2WPQCAsXixgqK9JR0fX398fGhYSEhzKx8eHx+PPna9u+PAJEh75pfRGqk6cbWr6DOn6QUBAQPyFIJHIkZHh6zXVn5ublJSV0zMzwKYZJ0+cyMvJHR0ZiYiK2qeqQu3j2VlZ6alpoqIiR44eFRISmtcGj8c7Ozpeq6mV37gxITlJQEBgXjNQ7G9ifFxhy+awiIhZTjaZhoaGkMCgpk+fDmpphoSFURvYwwcP3V1dpzGYmMOHFxh/UWFh/OE4dg72hKSkLVu3zmtDIpGcHByqjlWpqasVl5bCfj9QPPsrbW1tt27d4ubm3q+uzsrGys3FTUtDu2P3rgVaorCzs4uKiQnw80vLyCywi/n4eBkYGVFIpJSk5Nx37967a25hdqn6konJIStry5GR4QVWRUND4+XjExEdVVpeRs3JBmPASakpuUfyk9KoOtnAtA4TMw8PD5FIXLJ06QJONtCi8pDJBnn5sLCwwZkEcTk5md17ttPR0f19qdJIJLKrq7vlM9DAadGiRRIrJa/fqAPlUKSlJGlpaaCQ9q8FlCwEAQEB8VdDIBDY2Tm279onIrbk7p3bLk7OPd09YO9GOAwmKia2abPCAh8XFhbh4uRcvWYtLy8vNRsUCiXAL0AkEnl4eak52TAYjJuLW1RUFIvFSsvIUnOyAX+Am5uZmZmWllaFQhFuLjy8PAICAqJiYqukVi1gxs8vQINCMTIyrqDouTMLOBwuKyuLRCIb3jeAqgy/F8jP/sqV6sufGhv3qaoICQnZWFgODw/fvHun4d37M6dPz7vj2tvaNNU1FDYrzJQVHr9PZUKhtqbGytwiJCw0JS0tICDg9cuXswzu379/6dKl0NCQd+/ey8mtZmT8DY1GFAq1SkqKk4trYTMaGhoZWVkUkqqT3d7Wpq2pKSEhUXO9rq62lrKxPCXkhCRDA0PlbcqBgQG9vb0wGGyVxAoNtX1MTIx/sgJyAUgk0rPnL8ESCj09vZs3b4Fp4suWLeHn54P8bAgICAgIiD8JgUDg4OTavW+/iIj47Zs3Pdzcj1VW+nn5hISF+fj5HI6JBW/6c8nLyUmIizt55vQG+Q1JCYnzqg+j0WhLM/MPHz48evoEgUT6evnMm+U8ODDoYGvLwcF+vvril5aWs2fml8Hu7Og4ZGgkJS198XL16ZMnqUm6vXr1ylBXz8HRMTYuLj0trYmKc1x45EhwYGDVyRO2dna21radnZ1zbfB4fEJc3M3rN/epqDQ3N586ceIPhBchPxtgfGLi/Llz7OzsO3bs8PX0IuAJiclJrKyszq4ub1+/OTfnkHd2dBjq62scPGhmYcHLy+vi4X7xwoV7d+/OMqutqfH39nX3cN+7d6+S8jYHR8e7935wx/F4/McPH8bGxvfs2VNXVxcRHkHZenReiEQi9o9CXklvb6/poUNr1qx28/QQExNLzci4eOFCacnsCZGPHz+6u7q+fvUK/PPgwYMqKiqhYaFgVeKyZeL7VfYwMzP/Ta42AoHo7ur5PBPS5uHhkZGWvngRUNBEIBBrV8tCfvavBfVpJQgICAiIPwOBQGBj59i+e5+o2JI7d255uLm7uLttVVJcv0F+r8q+9NQ08KZPSUF+fnlZeXFpicDixQc1NcXExdJSU2e52iQSCcjJ7u9PSE7i4eWNio6aQk+GBYfMun0PDgx6urkxMDJ4+fry8PA6uTi/ffPm/Llzs76xu7vb2tJSWlbWw9ODh5fX0dn5/Nlzjx8+mmVW/+KFhamZX4D/zt27VkqsNDE1zc/N+9DQMMuspKg4JzMrISlRUkpKV19fQ0Pd0d5+7mampqTU1tRGxETZ2NqwsrKePn16dHT09+5eKD8boLamxszEVEZWhpsbSBcpKDpKzjyemprydHNnZWWNjIkGs6jbZ9Q5Dmppubp/b6ve3d3tYGOrfvCguYU5uORaTa2Xh4e3j7exqSnZDIfD0dDQkP8cGBjYvXsXKxtr9aXLP9ltqLm5+eTJE9PT0wsktMwLiUSipaWztLTg4eHt6+s7d/qMsakJ2a3v6uqyMDHds2+vu6cnuARIyA4Kfv3qlaCQUHZerpyc3NftulZ7/MTxoKBgURGgh1Nra/ul6prhkdEFBAp/Exxu/npKAgG/YvlSXZ0DNDQ0zc3N8fFxcXFx7OwcGAymsur0ly/tf+ZLfxMaGtTv3ckQfxIoPxsCAgLi/wUkEjk6Mlx3tbqt7fOOnbsSkhLBXO3rdXXxsYejYmPXb1gPWubl5JYUF1ccqxQT/9q8HQaDFRcXnzl5Micvb/FMr3U0Gu3s4DA0NJSVk8P/LV2ESCQ62Tvg8fj0zEx6BqC/Y2dHp7+PDwMjQ3JaGtkLGh8fd3d1W7Z8maeXF5j72tnZYWlmsXbduujY74WP3d3dTvYOu3bvtnOwB5e8evXK2tzCPxjQvSabvXr1ytPN3dffb9eMfCEYyc5Mz8zIytyi+D0nu7SkpPhoUcHRQvGZpNzp6emkhIS7d+4mpiSvWrWKQCBoHdR8/OhRWkaGrp7u79qxkJ8NYGlufvXKVSYmJiUlxfSsLLKEH0hba6uTo5PEypVxiQldnZ162jqa2trunh6zduW7d++sLSztHOxNTE2v1db6eXm7uruZmH91u+flzZs3ytu3+fr6eXtR7b4+i4mJiY6OdgKB+Hs9QDgc8eTJ45evXh6OjZs3+amlpcXE0EhbT9fN3f3J48cebu5dXV2ArD0bu56RickhA2Eh4McDg8Fu3rxZUVnh5+u3dOlSYP+0d1y6VDM0PPLHvF4SibRrlzIL8/yPGUgEUkxMGIVCEYnEly9fLlu2jIWFZSYk3z84NIxA/I1+cO21mxMTk5Cr/Y/ws4+faWr+AtVBQkBAQPx9IJHI4aHB6zWX29u+KG3blp2bw8nFhcfjC44cOXGsKi4pcf369QX5+SXFJaXl5WLiYpSfxePxsdExdbW1J86c5uHhsbW27unuySvI5+f/ISd7fHzCxsqSg409Oy+3s7PT0sycjYM9v6BgltxZ06dP1pZWqqqqXr4+PT09FqamUtIycYnx8B+1px4+eODv42tsamJlbV1fX29lbhEUHHRQS2vWdtXW1Ph6+xyOi9uzb29JUXFGampiSvK27V8l/MikpaSePHGivLJCVEzM18en9vKVsmOVUtLS4LuVFRXOjk5q6uqFRUd/l7cD+dmwFy9emB8y7ent0dLSysrNmdevam9v93RzExMX/9DwYefOnc5urvPuzQ8NH2ytrXft3n2lutrewcHY1GThvX/ixHEra8szp8/t3LkT9j8hJzdnZHjEx8dn3rPky+fP5qZmGzdtfPjgYVtbGx6PZ+fg3L1XjWsRDyMjg6rKrqVLvv6u7t+/X1B4xMfbV0JCAgiHd/dculTT2zeAQv1uVxt4wHW0ZmMFvOd/FLn5xYODQ3+fpgrEXCA/GwICAuL/Pap97crFL59bDIyMDsfFMTACkccjeflnTp/eqqhYd+1aYdFRykg2JbFR0U+ePBEUFOzu6c7IygIj4rPA4XBW5uYsLKzt7e00NDRHjhZyzHQsmUXTpyZ7G5vNW7e+efVKYpVkVMxsCT+Qp0+eBAYEKisrX792zcnF5YDm90g2JdevXQsNDt2zb+/li5cSkhO3/CjhRyY7I/Py5ctLly19cP9BRlYmGOgB6ersMtDT6+npKaso3yAvD/tpIB8CdvPGja7uLhERkdDwMGrBSyEhIb+AgCO5eeipKWpONgwGWymx0srGOjE+fs26db/pZIPTGZwcnGJiPzwUknnz5vWXLz/0K6LG1NTU3AbpsyCRSHg83tIckDQ5Q6XIQFRMzMXVpby0rK2tjUgkMjIxKSrv5AV+J6Tx8fHq6tpPzV9F3Tdv3mxv55CQmPD69WsYDCbAz6euto+PdxFl56ef54996u8GSgH/BwHl70BAQED8j3K1ORWVdy/i5T196hS5U6O1rY2QkFD84cOOTo7UnGwYDObj79fX11d17FhIWNi8TjZsRqchMCTkwoUL7a2tmdnZ8zrZQKOSZUvjEhLycnKmsdjI6Ghq37h+wwZLS8vI8PCVEhLUnGwYDLZj166tiltjo6P1DPSoOdkwGMzB2YlAJBQfLQoLD6N0skENlp27dvb399+4fh32e/jV/ezRsbGrl69wcnLy8fHFREXPWzAL5mT7+fj6BgTw8fP7eHlR1hRS8vD+/RPHqpJSUl69fFlS9ENj9rngcLj6+vply5bPK4jz4cMHRyen27fv/OZKIsLCK8srLl64GODnT60uuLu7O8DP72V9PS0drZ+fX13dtcePH881e/r0aXZm1iIeHgIBT0dHt23HHmERMdAJRiKRE5OTFy5ced/QCBpv2LDBxdklOTnp2bNnM/KFPAcP7hcUFMD9I51miH83UDtICAgIiP8JBAKeh49PSXk3PT1DakrKqZMngcLHvPzW1tbgkJC8nNznz5/P+8Hp6Wl3F1e51asdXZw93dw7O+ZR8AAdEj8v7x07dkhKS0WFh1Prs9jf3x8Xe/igpiYCgUhNSiJSUXd98/pNTlZWeGREe1tbfm4utY0qLy19/fpVemZmRXnFtdraeW2w09iQoGACnmBlbZ2Rlt7WCsgwkIHD4ar71bi4uKovVQ8NLSTBPItf3c9+/erVu3fvlq9Ynp2XOzk5GREWjkGjZ9l0dXYZ6Ruoa2j4+vvFxh1uaW6JiYqau6oH9x+EhobaOzlaWlslp6ZkZWSULShpPjDD6jWrZ1VA4vH4mNhoPX29Z8+eIr+lYUxOTnZ0dMxdibuLa+PHD/qGBnv37SUSCF7uHkODg7Nsent67axsWFnZwDQjDg5OFxfX3LycWSt8/uwZoLVCJGBxWAQCqbB1m/iS5ZRaIggEAoOZvnK17t37D+ASOTk5b2+fnJzshw8fzOhfcmqo7RMWWozD/RFXe3Jy8vPnzy3faG5u7uzsnJyc/F1xZSwW+3uj4zgc7p8ZUIcgMysnDwICAgLi7wPoFrlkqfymLQQCISE+wcfL69TJk0eOFnr6eOsZGIQGBr1982bWR0gkkren1+jY2OH4uIDAwHXr1hnp6/f0AGrclHR3ddlZ29AzMqSkpxUcPTo4POT9TX2BkqHBQWsLS1Ex0ey83LSM9KtXa/Kyv0bWKXlV/9LcxNTdy9Pb1zcwOPj0qdNVlcfmmlVVVhYWFMbGxVvZWAcEBXp7eNZerZlrFhUZdfXy5cPx8YkpyXv27TMxMp6lQCK3Wk5GRubTp0+XL12E/TS/up999syZaQxmn4qKoKBganr62OhoWGjY1NQU2aC9rd1QX1/fyNDJxRkGgy0WFMzJz/vc8jk0KAhP8RD28P6DkKBAdw8PFVVVGAy2bv36I0cL05JTio9+16UmEAi9FOccLy/vzZu3oqNiZiWrIJFIbS2dzIzM1atXk/2/np4edxfXjvZ2shkOh7Oztp6cnCwuK2NmZmZhYYmKiVm+fJmXu8fAwADZrLu729baeoviFr8Af3p6oLwXUL9etUpXVy8xMYG8pQ8fPHB1cl4sKIhAIEdHRtau37hSUppInC3YN+NqY6qrr7189Za8Kl9fv/z8/Nt3bsNgME5OjoMa+8XFRP5AVPv6jetr1q6WkFy5fMWy5SuWrVi5XERUWFBosaGRAZidsgAEAuHWrVuWVpabFDbt3LUz9nAMKLa/MO8b3js5O27esnnXrp2ZWZnj4+O/d8wQ/xtIUEB73t3y7wf6BUFA/DMhEghSsqvXrN/Y1dlZUlQcHhUJtlW3tLYyNjUJ8PN/+/YtZSTb2cFxcnIyMzuLhYWFlpY2KiZaads2A109yqh2d3e3nbUNEyNjTl4eOzs7PT19WUXFYP+gk4MDZVS7v7/fzMRUSloqLjEBaMwuLp6bn3/x/IXc7GzKi8ab129srKyCw0I0DhwA5tg3yienpFRVVZWXlVFuSFlpaU52TkZWpows0FLwoJZWVEy0l4cHZVQbOz0dHBh4reZqTn7emrVrYDCYm4e7rr6esb7BrIgkOzs7Ho9/+PDhz+/JX9rP7u7ufvL4CRc3t7KyMtAfkYU5LiFhbHR0JqqN+RbJ1tfS1nZwdCR/atGiRYnJSU3NzdHfotoP7t8PCw119/Tcp/K9vaesnFz+0cKcrKyyb7rUebm5lIcfgUAwMTFRyvyBwOHw5cuXr1+/nomJiXxKCQoKrtuw3tPdg3zKuru4Tk5NZeXmkDs+omhQPv7+YuLiXu6eQ4ND3yLZ1gqbFTy8vGZ58/v27lu+YkV6ehr4Z3trm9xqORQK9fbt26XLVsqt3UDtLohAIHB4fO21m/X1X33f5cuXh4SElpWVXau7BoPB2NhYNNT3Ll0i+nuDxHg8fmxszMLc4sTxk+DreNVxG2ubixcv2tnb9fbNnxIDUl5erqGh8fbt2x3bty9axB0WFmpjZ9Pf37/ARz59+mRoaHjq1Kn169dzcHJ6eXmGhYVSm8CC+H8GCmfPBw0NDR0d7b/3BSqlQkBA/AMhkUhwOHy9vIL40mUIBCI7K5ssHa1vYKBvYBAcEABGtcFI9sTEREpaKigIBkQMUaig0JAtW7YY6euDEcaumUg2MwtzZk42WV0EhULlFuQPDX6Pag/ORLIlJCUoc7LFxMVy8vMuXriYl5NLGckODA4CnWyQVdJSEZGRJ6uOVx37GtU+VlF5tKAwPTOTLBsCg8H2q6tHH4719vCs+RbVjoqMqrlSk5Wbu3bdOrKZg5PTAU1NY30DMKpNIpEOx8R8/PBBRESk/kV9649ZJQtAtV/gr8Cd27c/NTbuV1cjJ/WzsbPFJyV6e3hER0bq6Ou5ObvoGxo6OH13skEW8fCkpad7untERURsVVSMjohy9/KgdLJB1qxZk3+00MrcgkAgIBCI/JzcwwnxPzk2PP4HSWk6OjpfP7+khEQPN7eo2Ji05JTJycmikpJZbdXp6Oj8AwNjoqJ8vb1tHexjo6O3KG719vWZ10+xtrIOCgo8fuK4nq6eroG+iJiova0d9yIeha3KNDQ0CzQ9QiDgeDz+au0NHA6/YcNqGAwuJiYWGhIaFh6GncaqqqqysLAcUFetvlz74eOnBRq/zwJ8EpCX36ipqUleqKWljcVh09LS6uvr9+7ZO+8He3p64uPj5DfKH686zsHBQSKR0tLT/Pz9zp8/b2VlNe9HCARCenpaR2f76ZOnlZS2kUgkPz/fjKwMVdX92+do/UBA/APB4nDqanuXLQWkXv+lYDCY3PxiPB4PqWdCQPwDAdtubFXaMTE+UXP1alREZHRsDPh4bGhshEAiggMDA4ODK8rLJycnMrKzWViYKT9OQ0MTFhkRERZ+yNAoJCwsNSWZiYkxOy9vloQfExNTWUW56SFTN2cXNw93dxdXKWmpueoiIqIimTnZjrZ2KBrU2rXr7G1tg8NC1CmcbBAZWZnouMNBAYEIOAKHwx3Jy8vMyaZ0skHU1NVhcLivl/f09PTrly+v1dRk5+eCkWxKXNxckSikiaFRTn7e8arjjx89PHnmdFRk1Imqqvt374mIiPzMbvx149k4HO5G3XU4HK68TZmcUAFEtZmZE1NSJiYmDqqpA5HsOU42CPeiRelZme/fvXOwtfP29ZnrZIPIysoWl5SkJiXFREXFxMXu3bfvz4zZ09trk8ImXS2t0dHR3CP587qwKBpUYEjwkqVLgLbwCgpePvM72eBvwMfH9/r160+ePAEc3I0b8wqOHDKzYGRi+s0Wj3A4oAh549bdR4+/1kMICQlFRkRevHTx/HmgjRMjI8N+1d0SEit+b1R7bo2pmKg4iQhDUyTzzKKhoaG7u/uAxgGwbBkOh+/etZuNlfXDx9ktoMj09vbcuHFDSXHb1q1A3TEcDjcyMmZiZLp85fLvGi3E/wYoP3teaGhoaGn/1S8ong0B8Y+GSAR6aCht38XByVlZUVFaUkJ+S9/AwMTU1NT40ODAYHpm5iwnGwSJRIZFhG9SUDioocEwky4yy8n+aoZCFRYfHRocVFNRXSkhQU3CT0xMrLC46MK58/o6OkEhX9NF5iIlJRUXH3+0oCA1OTk7L2+ukw2ipqZ2OCHO2dHx/Pnz+QUF6ygi2ZQ4Ojkd1NI8oKb++NHD4tJSfgEBRSVFGlrampqan5wA/3X97Pb29ps3bwoJC+/a87VFEJnRkREcDrd6zRp6eroFPM6mT02cnFxr1q7BYqcX+KLPXz6LiIoKi4hQDxDPz9zMDRwOh0Zjli5dJiwijJ5Tr0mmt7d3anJqk4ICHS0dNWkUEC4uLnc395ycbHBaZP369W5uTuvXrUYgEAvEs0HgcDiRSLx+487dew9BYwEBgciIyJqamuMnjsNgMAYGBvX9e2RkgEZKP5+IOevWOzQ0dK2ulo+fd8XKldQ+Arj4UVG7du4iL+nu7sJgMOzs86sFAb112to7OzvWrllDlsdevHixmJj469evF95jEH8MAoGAxeJ+5kU+8XC47//G4/G/67O/CP/2/OZ/+/ghIH4FCAQCn8DiLYo7UChURnr6ixcvwOXTGExbW7uMnCy/AP8CDklfby8ajd4gL09LQ0tNMwQGg40MD3MvWiQhKbFk6dIFruSjo2Ps7Oxya1Yv3LasqekTv4CAjKzs5NQkNRssFtve3i4rI8PLy0uYU41GZnp6GolALl+xQkpaBjHTeGT37j1CQkL37t798vmnlJd/3byRGzdujAwPq6iqzJLV6+rs0tfR0dTWSc/KzMvJzc/Ns3OwnzuteevmTX9f36DgYOUdOxLj47E43EGKbAcyFaWl8fHxWTm5QkKCTg6OtLQ0u/fs+Znh0dDSMDIyzsrednNxGR0ZLa0ov3vnTnJiooeXFzs7+6wPdnd3mx0yUdi8uerUybLi4syMDBdX17lZ4E8eP/7S2qqrqyshIaGjo+vo6BgeHi4jI0NHS7tr5zZ+Ab5bt+6NjIwunPUB7pa79x4RCETFrZsQCMSiRYsiIqKioiJwOJyxkTEtLe3ePTsQCMSrV28RCMRvzg4jkcgjBfl37twmwUhwGHx6erqxsfFL65eYmNiVK6j62UtnIP/57t27oOBgFhZWankmM7/VETQGw8PDQ15CT0/PycExODQ4hZ6Cwmx/LXg8YcP61SIiQr9pSSSSFgvwgaeWioqKgMBicLmiosKaNXK/2QP1+YtXnz+3/rG+pBAQEBAQ81+ZCYQlS5dLy6159vhBwuG4otISOjo6NxeXgYHBssqKZ0+fJicmubq58fLNFinu7u52sLXj5uaqOnWy+GiRi4NjRnYW+xzB7K6uLktTM6VtSrHxcUfy8gvyj9jY2c4dRv2LF9YWlmERETt27UyMj5+enj5A0V+dTFlJaWZ6ekFxER8fX0J8PJFAmKWEDRIbHVNz9eqx41Vd3d1BAQHBoWHyG2d3n8HhcKHBIY0fPpQfq3z44GFCXLy3jzcHJ+c25W1FR4tqa2qXLV/+m+fML+pnEwjEG3XXiSTS7t0/eL3t7e2HDA21dHRd3d1gMJitvV1Odk52ZpaJmQkLCyvZ7NbNm34+Pp7e3qpqajPpHN5pSclTk1OGxkaUrmRJUVFGalrs4bgtW7fAYLDD8fHnzpxmZGTcsnUr5Zder6vj4eGRlgEqYUHevnnDwMh4+vQZ8nQ5Fot1dnRET6ELi4vo6Oh279lDIpGSExKt7WyFhL67L52dnVZm5ps2bQoMDoLDYCZmZsVFRanJKda21pTB3adPn7o4OZMfDFRUVFJTU83NzU+fPi0qKgqHw6VXSfDz8tTduNPc/Bk+w8IJJHfvPcLhcNuUttDQoLi5uSIiImdytactLCzpaGlV9u6iQdE8f/GS7JovsLaenh4SCWgSCYcDp/iXL19mgtyznxPmpa+vr6S0JCkpkY6WLj09ndo0EOj5kUgkFOr7auFwOBKFJMzwM98F8fMQicTFi/lXrlj2u3ba6tXfU+WEBL863AvT0vKlmUj8Nf3s69evv3///of2pXDgrEbA4crK21esWAH7/6avr6+rq0tSUhJ6joWA+DfWRK5bv6mns/P27dsZ6eltX1pHZvJX6enpt2zdSiQSU1OSrWxsliz5XjHS09PjaGvHwsKSlJrKwszs7OKcQSI6OzgmpaVSBrk6OjqszC3WrlvrGxAAh8MdnZ2yMjKzMjKtbW0orxWvXr6ytbYODAnZrw74Xa7u7mkpKXg8/sCBAyiKSGJR4dGc7Ozs3FzpmXQRNze3jPT0sbGxXbu/Zy5gsdiYqOjrdXVZOdkioqIioqJ+AQFhoSEhoaGbFBQozYIDAl+9elVZdYyJiWnnrp0wEjExIdHN3U1VTa3oaNGdO7dtbG1ofiv/7RfNG2lpbmluamJkZKwoLx/8Jjjd1dVlpKevoXEAdLJBbQ0bO5vm5mY/b9+xsTFw4a2bNwP9/N09PXV0dcElTExMzu5uwHJ/f/JXVJSVpSQlh0ZGqOxX/VoJK7VKU1s7wM+//JuuNolESkxICPD1mzW8vt4+E0Ojd6/fksPJ7q6uE+Pj2Xm5dHR04JI9e/eKiok62Tk0fWoCl3R3d1uYmK7fsD4wOIgcwDYzM4PBSA42dr09X/U6nj975uHiqqKi4uXr8/HDx+HhERgMlpqa2tLSYmhoSC6h5ebmOqihsmXzRiQSufB0POChIhFPnr64cfMOmI3NysoaFhrW+OlTbi4geIlEInbsUNywbs1vzhTj8Xh3N/e6a3Uzr+vX625UX7rMw8Nz+HDcwnojwATFzetq6vtDQ0PU1TVqa69pHpxneoEMIyMD0HmHQsgPj8dPTU0xMDDQ031P1of4q/jfPL38ankjZEgkUuWxChcXFzd3V/Dl7uHm6enh6OBob+/w4MF92D+A1NRUR0f7wSFACgkCAuLfBYlEYmJmXr9pCwMDQ1JCQl9/f3Z2DhcXF/iuopLSxk2bXJ2dn86Ue5Ej2SysLGkZ6aysX8OUzq5AFxsjPX1yT73Gjx8tzcxlZWWjYr5qHMPhcBs720+NjZ7u7uQbR/2LekszM/+AwIPfOj6ysrK6ubsfq6xMSU4m+xVlpaX5ubnpmZnr1n+NsgksXmxlY5OdkVl4pIC8LbHRMbU1VzOzM1ev+RrN2bJ1q39AgIebW23NVwWSiYkJHy/vN29el5SXcX7bzJ27d8vIyJgYG9PR0knLSH/88LGp6asDtgC/qJ/97OmTlpYWLW2txYKLLUxNR0ZGOjs7DfX0tXR03L1+kEynQdGEhIWOjoz4eHlNTk7euX3bz9vHzdNDT1+f0oyFhSU0IvxDwwdvDw80Gl1WUpKcmBRz+DBQ00qBhKRkemZGSnIKKPYXF3v4xLGqiqoqymA2DAbbvnOHu6enjZXVy/p6AoFgZ20zPjZeVFLKzPxDnYG5peUG+Q2O9vafW1q6u7rNTUw3btoUHBZG+80XB4DDnV1cBBYvdrCz7e/rq3/xwsneYa+KSkh42NTklK+3T2pyMgwGk5SUDA0Nffjwob6+Pvm8oaOjU1JU0NJU41n0Gw3VwZj3k6cvrtZcn54GstVZWVlDQ8LaOzrS09OJRCINCrVrp9KmTet/09Wmo2NgZGRkZmZmYmJiY2OTl5ffsWNHT093X1/fAp86cfKEtrY2MzNzbc21/Lz834ze8fLysbOzf2r+/gsZHR3t7OwUERFhYGBY+LMQfxVjY+PPnj17+OhhO4Uw/MJMTU29qH/x8OHD7p5u6ECQgcPhaanp/f393V094Gugb7C0tIyVjWXN2jXbtgG6pf9fjI2NNTQ0lJQUFxUXTU5NwaCcbAiIf2/zGjFxadk1cASCRCTSUghIwGAwjQMH1NU1vNw96l+86O/vd7S1Y2ZmzsjO5uDkpDRz9/JU2LLFQFe3u7v7U2OjpZn52rVr4xITKOe6aWlp4xIThgeHnOwdiETim9dvbK2ASPZBrR/CZyysrHHx8ZcvXkpMSCCRSEAGQVp6Rnb2xk0/ZIksWbIkIDiovLwsPzcXjUaHh4bVXbuWlZMjK7ea0kxRSSkwKNjL3ePG9evTGIynm/vb12/KKytnpRbrGejvV1MP8PXl4uTs6em5cf3Gb9aZAJP+sF8MPB7v4eZ+4vjxpJRkI2NjXy/vjx8/Tk9P71XZ5+r2NZI9i8HBQV9v76nJqcGBAWs7W20dnXnNOjo6PN3daZCo1rY2X3///Wr75zWrf/7C29OTl4+vr7c390j+EorcYkrOnD6dmZ7Bx8fHwMCQlpkxy8kGIRKJsdExjx8+hMPha9at8w/w/8HJ/sbk5GRURETjx8ax8XFlZWVffz8kEpmZmRkRGrZ02bKyymNLxEUnJydVVVVv374tLy9fVla2bNn3Wf6RkbGbt+42fGgkkUg/TEzPNx4pKYm9u7eDcXc0Gh2fEM/ExOTp4QmHwwlE4v37j+8/eEwkEsnrIRKJdrbmXJwcZ8+d1dbWysnOtbGxoVxnYGBAWnrazZu31q8D3PS5dHZ07FPdt3KlRElxCTUvmUAgEEkkFBIJ/pjHx8cPah4cHh66XncdzKg5f/68jp52akqag70D+JGcvKKhoeGFtxfiZ8BicQc09snKSFEuPHHyRHp62ufPn/F4PAc7p7W1lZOTM3m6Zl7evHkTEOD/7PkzAoEoIMDv4+1raGhIaXCpuuZF/eu51Qj/SbA4nL7uwRXL5796NDc3a+to9fT0VlZUgv0ByNTX1z99+pSenm7rVkUxMTHyciKR2NTUxMrKyszMXHe9rrenZ/WaNevXrZ+V64XH458/f/7q1UtGRqZt27YJCgouPM7Co4WxsTGdnZ0Y9PS69esunL/Az88PvoVGYzKyjkC6fhAQ/xbgcDgGg64+d7q97YtfQICbhzvluyQiqbCg4OyZ00C9EydXXGIC549ONggeh4+OjHr48D4BT9ggLx8VO7tbH8jExISrkxMGjenu6XFxdT3wLZI9i5bmZhcnJy4u7u6urqjYmA3ys3OsQR4/ehQRFs69aFFnR0diSrKcnNy8ZtWXqg/HxPDy8uLx+Nwj+Xx8QL3QXHKzspOTktAYzJatW0vKShfOhfsVfYihwcG7d+7w8vKCadOu7m4fP34YGxszNDKi9hEuLq5Dh0xu3rjOysa6gDafoKCgxoEDd27fWbFiheq3dJG5rF67RmGzwqkTJ/QNDak52TAYTFNLS0CA/0Zdna2D/bxONpjZYm1j09nR0dbWpqunO6+TDWa2GBkZf/z4cWpy0srGGolE1r94kZ+bx8jIKC237t79R1NTU0xMTNHR0SwsLI8fP9bX13///j354+zsrAc0VHbt2MbIwLBwAgACgXj9+t2l6tqpKaD6mIGBITAgcHp6Oi7+MBaLRSIQils3bVPajEQi5z7gkUgkInGe5jjMzCzT09MYDNA5aF6u1dU1Nzfz8PBUHa/Ky8sFXzk5OQ9musGDTvbhuFh1dTXyRrGwsFiYm3/8+DEwKOjFixd1dXUhocErlq9QV/th/gHib+Ly5cs2NtZsrGzZWTmFBYWysjIBgQFHjuQv8JH+/n5bO5tXr19FRUUfPXqUj4/PwdEebI0EMYuRkRFXN5eG9w3xcfGUTvbY2JiTk+P2Hcopqclh4WEbFeTT09PIU1VoNNrK2tLO3lZbR8vVxTn2cKyy8jZvH2/K/rjd3d2GhgY7d+6Ii4/z9PLcpLDx1KlTC+9/BQWF2JjDZaXlG+TX4/FQHygIiH8xJBKJkYlZfvNWRiamgiNHHtz/IScNjoDrGegTCMSX9S8trCzndbJhM+rDOvq6rV9a+/v7nVxdqFVtMTMzu7q7X7t2jZ+fX/2ABrUhiS9Zon7gwJlTp9bLy2/YsIGamfzGjWvXrq2rrd29ezc1JxsGg+3atVNg8eKaK1ccnBypOdkwGMzY1GTpsmXTGExDQ8Pw8DBsQX5FP/vly5fd3d0rJSRERESBnGx9fXsHxy1bt9paWo2MAMnKc3nw4EFcbGxKejobG7uvF9D3aF6zumt1VRWVKempwyMjrk5O1OYKUpNT7ty+U3n8+NGCgorSHxqEUuLs6EjPwBifnORs7/DqJVBEOJe+3l4bKys9Q0NtHR0fT6+WlpZ5zZqamqIiI51dnBWVlEwMjd68fpOWmtbX2yMtu0ZMfGlbW8f79x9hMNjGjRvBxi4vXrwwNjZ+9+4deQ1AX6j1q3W01RcL8INFhNSGjUKhGj40XqqumZwE9HRQKJSvjy8SiYqNjcVigbvsRvl1ytu2zE37pqGhYWUF+rXOWqGIiDADPeODB1+d5rl0dXchEMjCwgJbWxtnF2fw5ejoePr0adCARCK1tHyur38xRSHxo6Wl5e3lXVZWqqa+X0dHG4/HZ2Rk/GZwDuLPQyQSS0qL2Tk48vPzNTQ09u9Xy8vLX7VqVdXx4+A5My8XL1189ep1VGS0pYXlftX9WZnZ3Nzc+fn5YJ4SBBk8Hh8TG1N96bK7u/useH9GRkZRcZG/f0D1perqS9XqahrBIUFXr16l+CyhuvqyiIjI+fMXqy9Va2pqHTmS//TpU/BdLBYbERlRd70uPj7h0sXqSxcvSUtL+wf4LSxuJbFSQkdHR1tbe/Hixb9sAj0ExH8GAoEgKCwiu3rd4MBAfFwcuUkkmH4Z4Oe3QV7e29fHy8Pz1o2b867hc0uLi6PTQS0tjYMHDfX0+77las/i9atXNlbWKWlptLQ0bi4u1LyOYxUVJ6uOl1dVPX/2LCkxkdqw83NzW1pa0rOyrl65kpwwvxkajfb19sEAnbZzA3z9yLnas8BgMBamZtLS0tt37ujr7b1/7zcKYH5FP7vmylUcDqemrtbV2Wmkp6+jp+fi5hqXEL9k2TILM7OROY8mDx88CA4IdHZz1TcwSEpNQWMwkeERlDGer6u9ejUlKcnbz09LRycqOurNm7cujk6znAAikZiclFRZUXGk6KiWjnZWbk56enpp8XfhdxAcDmdnYzs+Np6bn29iaurt62tjZf3mNdDglJLu7m5bK2sFBQUfP9/AkGCFLVt8PL3mprp++vTJ18t71+7dtvb2QcHBS5ctMzTQv15XJyAovHqdPJhb/frtexwej0Qivb29JSUlwcllPT29+vp6ylUJCi7W0zu4fv1qFAq1gKuNRCI/Njadv3B1fBx4IEGhUN5e3uzsbJFREZOTk3A4XH7D2t27ttHS/tB1ct/efZ0dXcbGxrPWpqen39XV5ezkTO3rPD08u7u6+/sGhgaHya+xsbGY6K9a9ygUKjsru7mpZc2ateRP0dHRh4aGPX70JCEhsbSs7N7de9uU/j/TWH8dpqamBgcGd27fwcf3NX+AnZ1dWFikv79/7s8KBI/H37x5Q0hIUFl5G7hEXFxcSWnbi+fPOzp+Nrf7F6Gg4EhKSrK+vp6/fwCl9Ep7e1tFZbmKioqHh4e4+BIJCcnIiEgRUbGioqPT018ni4hEwrJlS6Mio+Xk5FatkjI1McXj8Z+/fHWj3ze8v3jxgquLq729vYSExPr16+MOx09NoasvV//mqPB4PORkQ0D8FyCRYCTY6rUbhEXFHz54SHZgRkdGAv38mZiYg0KC7Rwc1NTV3Zxd7t65M+vTTZ8+WZiard+wIeZwbFhE+K7duwz09Ds7O2eZvX3z1trC0i/A3+iQ8ZGjR4cGh5wdneb2hSkrKcnJyk5JT9M4oJGZnV17tSY3O3uWc0IkEnOzc67XXY+IitTS1goMCS4vLUuMT5i1qqmpKV+g8PHN0dISEzPTyJhoP2+fa7Wzp0xHR0eNDAyWLl0al5igrnEAjUafO3t24YvbL+dnDw8Nv3z5chEPD7+AgInxIU2g46MT+FZcQrywkLC1pdU4hQzFgwcPQoNDPLy8wI6PbGxsqWlpE+Pj4WFhlMLs16/VpSan+Pr5bVUENPskJCVz8/PfvH7t4epGdh2mp6cT4xNOVh2vPF4FZj/LrV5dUlaal5NT/mNU28PVbXJ8PDs3F4UCbpPaujo+vj4WpqZvXr8m2/T19tpZWW9UUPD08QaX+AUEyMvLe7l7dnZ8P2WbmpoC/fz37N1raQ0EqpmYmRycHBGA2Bd83QYFZhYW0kyq9MDAUGtrGwwG4+fnDwgIAD/77t07Y2Njsig9CCMDw97d2yUlVyx8YqFQqJbPX85duDz6TafFxcWVn58vMhJwtYHkGTmZ3bu209LSkhNRUCgUMzPz3ORaJBLJzMzMyMhI7bvo6OiY54My2ZeOjo6JiWmu4puEhIShgaHafjUOjvlnuCD+cujp6dPTM4KDQ8iH4/Pnz69fvxITE2NhYZn3I5MTE62tbfz8/OTDBIfDly5ZOjI6Qq5bh4DBYLfv3A4KDpKRkYmLiyfX+H/byV96e3s3bVJAIb+qGPHy8srJyH5sbBwYGACXEImkZcuWkTUEmJiY6OjoCN8SS5o+NY2MjHz8+DEqOioiMiIyKrK0rHRycuLV61fQzoeA+HUgkUj0DAxrN2yko6M7VlnZ3t4+NTkZ6B/AysoaEhYKTkp7+/ocMjMBXO3b313tlpYWW2vrtevXxRyOBS/jAUFBe/ftM9YzoIxqv371ytzEJCA4CJTHRqFQeQX5QwMD3p5elMOorKgoLCjMzMkBOz4uXbb0yNHCSxcv5eUAQmdkCvLzr9fVxcbHic9oDu7YuTMhJamyvDwtJZVsg0ajA/z8PnxoKD9WCV4A96mopKan+Xl7U0a1MRiMlbmFuJh49Mz4ZWVl+fj4GhoaGhsbF9hdv5yf/ebtm/aODj4+vkA/Px0dbWdXF/JbCAQiNSNdVFTUzPgQmHDz4D4QyXb39KBMtmZlY4tLTBgfHQsPCQV96JorV5OTkgKDgxS3KZHNVqxckV9YAEfA7929Cy5p/Pix8ePHssoKyqYqKyUkjpYUZ3yLamPBSPb4eFFZKSPTd89SS0fHN8Df2sISdLWBSLa19eatW338gIpG0AYOh3n7+cpvlHdzcWlvA4J8TY1AJHvP3j1kyXcikXj+3Pm+vr7lKyRExcSJMz7uTGXDdENDI+g6a2lpaWtrg/bv37/X19enzNnA4XD37j9qbGz6zQJBJBL55Uvb2bPVw8PAvBIcDnewd1y2fHlYWCi4e2VlVqmq7GKgpydBs8m/EigUSlJSUkREBPzz7t07xoeMxsbGnJ2d6X8sYCeDmZ6emBhnYgTcPvJCNnZWsEPq/2rg/3Q+fvzo5ORIR0eXkZElLCw86100Bk0kElkoKj3gcDgTMzMWOw0mdIFQ7uFZaZPjE+N4PL7xU+P9+/fu3793797dN2/eKGzavHLlSihWDQHxS0EkEgWFRFZIrGpubs7OzAoMCABV18gRMSQS6entbXzokJOjIxjV/tQIRLI3yG9MTE6mzMn29vXZr6Gur6sHRrXfvnljbWk1q606ExNzaWXFQH+/s4MjGNUuKynJzcrOzMmWkf0u1yYsIpKRnXXh/IXcbMDVJsFgYCQ7LiFeXFycbLZj586U9LTSkmIwqg2ki3h5v33z9tiJE5Q52YrbtqWmp/t5+9RdA6LaoyOjxgaGS5ctS0hOAscvKiYqt1qup7urs6NjgX31y/WpaXj3fnxs7DMGHRAQYOvwVVmCkrjEBA9XNxdHJ1Nzs6SERM9vkWxKmJmZY+PjAnz94mJjN27clJWR4ePnN6v7DAwGW75iRWZ2NvlPaRmZgqKjc79xxcqVJWWlVuYW9PT0L148n5wYzztyZG4jRkDkhASztbKOjYvLzszctEnB09trbv2Au6cHgYAP9POztrPLzc7es3ePpbU1+d2mT58qKyqYmJmlZNegUCiKWDLyU9Pn4eFRLi4Oenr6oKCgW7dugVGuT58+eXp63rp1i46Obnxiou767ffvPy7cvIYMCoXq6Ow6c+7SAfV9XFxAJNLSwrK0tDQ0NCQ8PIKDg0NSYgUMBjSIwQCtTRG/V/wGDofT0AA7ikQiTU9j6Om/io3gcHgSiQi4CX9CTecXlOL5H9PW1packlxaUsrHz1tcVKKyb/YPjQx4vgFFshQHhUSc+fdvn4a/BGNjYz6+Pk1NTUVHixU2bZprwLOIh4GegZwEAuZbt7W1cnJyzop8U4OVhZWWhtbdzd3IyJhAADpJEYnEtrY2RkZGSJYHAuKXgkQiIZFIGdm1rZ9bKsrLNTU1Q8LD5gpGubi7EYkkbw9PFzfXYxWV69evByPZs/D09iISidbmFj7+fgG+fgGBgRoHvzvZICgUKvdIvrWFZWhwiJycXNHRo0AkW+oHGSsYDCYmJpaTl+dob09DSwOHwW9cv374RycbRGnbtvjERD9vbzgMNjA4+KHheySbkq1KimkZ6Z7uHjgc7vixKlExMcrxMzExSa5adfXK1YaGDzt27qS2r34tPxuLxb548RyHxTm7uMzrZJOj2s4Ojnqa2nlFBeQuM7NgY2NLSkm2NDMvLy0rKS+b62T/LlZKSOQXFOzdvVtWVu7iFarJjtq6OlgcVldb28DQ0Md/dncbEDgc7u3rGxd7WFNDIzwy0sbOjvwWiUTKzc3t7e1dJ79RYLEQgfBdEhsOh09OTjZ8+LhlMyA8KSsr6+HhASaQMDAwuLm5gTNBQ0MjTU2fSSQYAvGz3g0Siezq6jl9FnC1eXgWwWAwExMTenr6kJDg4OBgHh5eSYnlbe2dx6rOTkxMIJG/Y4KFRILRoFAG+lo8PNwEAiEyKlJLU3vNjOz8/QePHz95jgRU/GB/GBwOD3kPfxMkEunKlcsubq7oKbS7u7udnd2iRcC5QQ16eno2NrbRsVE0Bk2ulB0cGgLTgf6uUf57QKPRkZER1dXVfn5+2lraWCyW8oGEhoYGgUAsW7Zs7dq1586dszC3BKfUbt269ejRI3t7h7l3l3mRkZHh5eW9eOmijo4ueBSqqy/ZO9hHRUaZmZn/ndsHAQHxj4NIJPLy86+UlHr84C6eQKCjm0fbDolEevp4YaYxjnYOBkYGCclJ1Nbm7evT39+vr6ObnJoy18kGYWZmPnbiuMZ+taKCwqt1tZSRbEpEREWyc3MMdHXxBOKJ06fIc6ezABJIkpLMTEwX8Sy6duMGOzv7vGZblZTCoyJNjIy1dXUT54x/3bp1rKysTx4/xv7YvfLXzRsZGxurf1HPwsI80N/f3U21z0V7WzsfH5+Hj1fzpybKJOxZNDZ+El+yxMLK8lPjpz8f+3z69ImNra3cmtVPn3yt7p8LBoMZ6O/38PZCoVCfqUiLAP7HwCCBQHD39BgdHaVUUHn69OnVy1fYOTikZNYA4d4fQSAQDQ2fpqex4J+2trYbNmxYt26dqZkpPT0dGL0WERbcprQZBv99vSZQKGRf38CZc9U933pS6urqKitvDwkJ6enpAeZ6hBbv27udno52ago9PY39yRcWix0bH69/CSTSoFCo7co7zp49A65fYuVyGhoaDAbz82ub+4Li2X8ft27dsrCwWCW5qra2Njg4eGEnG7y8iosv6erq6u/rB5cQCIQPHz9wcXEL8Av8jQP9l/Ds+bOc3BwCoBZSrbxjm7Lytu3blbdvV1bevm37ju01NYCiCDMzs7e3z9jYmK6uTnh4uK+fj6WV5bJly6wp5rtmfjLfS7eJROLU1BRZ+G/JkiUODo6XLl3S0jqYkBjv7eNtY2u7cuVKtZ9Tw5yenkaj0dDPCgLiPwOJRFolJcvFvai2puY2RR42Jf39/R3t7QaHjIhEUuNHQNlsXlpbWxEIhLePd1dnF7WCeEAvrr5+zdo1VrY2z77pIM3Lx8bG3Xv27tmz5+0cAQnKwdfX12/briwrJ3fvztf83rngcLiG9+89vLx4eXiaPn2a9e6aNWvZ2Njq61+Mj38tRfvV/eymT5/a29vXrFurpa2dlpIKOnmzaGttS09N3bV3T2Bw8LJlyxLj4ynLIsnUv3hRXlZqaW0dGBw8hZ7Ky8mdWwn7k0xPT+fn5g6PjASFhtjY2R6vqno0n4bd+Ph4ekoqFxe3r5+fscmhnKys5vkafg70DyQlJGzctCkgKGjt2rVJ8fHDM42OcThcfm7u0OCgtIwcFxf33HxKOBw+ODjU1PzVfefk5Dx//nxdXd3h2MOXL19+9PgRuHztGtl1a+V+bzomEokYGBg8ffZSR2cXuERTU1NNXT0kNKR9Ri9CTFRE86AaJycHkUiE/zQIBOJDY9PAwCDQRHP79tGxsbdv384UeC1avnwJiUSC/wl+1wZC/DxYLDYhMV58iXjR0aJVkqvmtRkaGn769Cm5CB2BQOzbu6+3r/fixQvgkvqX9bdu3ty6ZcvixYuhnc/KygqUVehoiYqKcHJyci/i/vriXrRoETcd3desd0VFxdOnzkhISFyqvnT79m0tLa2qquMiwl+DPSgUSkVFRUlJiXzyc3Mv0tc3ILesQiAQbm5uWZnZU2hMRUXFzZs39fR0i4uKfyYcDofDlZWV1dXUoX6rEBD/GYhEIgcXl7TcmvHx8ZysLMycuGRvb6+7i6uMnGxWTs7uvXuCAgLndbXb29uzMjK0tLU9fXxEREVTk1MmZsTKZvH82fPy0jJTM/PI6Cg0Gp2TnT1vQ48rly/fu33H3dPTL8D/+bNn586enWuDx+Njo6M/NHzIycvz8fUtLys7feqrEDAl6Kmp5MQkXj5e/8AATW2t3JycWY3Wefl4JSQkBvoH7tym6qn/Wv0gU5NTYqKi3Dw9AgID7965c+7MWRc3VxFRUbJBW1tbdnqGprb2ho1fWwqdPH783bt3Hp6erGxsZLNXL1+Vl5bYOTguWQqUr+JwuNycHD4+Ph1dXcqvm5yc7OzsFBISGhkZ/vixccOGDfOKZvT391+urtY3MABzm9rb2y+cO6+qtl+UYmB4PP7SxYswGPzAt/mUV69ePbz/QFNbi4eHh2zW1dWVnZG5TVl55+5d4JIrly/fv3vPw9vr1ctXZiYmrKxsGlr6LKys8zrKeDxeUmKFhvq+Wdnh7969TUxKjIqMBn0aNAZz5sylls9f5iaRLwyBQGRjY9FQ3ycs9FWmura2tur4seCgELAvXVd3z7nzV4aGhuYKg1ADTyBs3bJxm+JmGAx29erVJ08eh4SEAk0iO7srjp2CWs39A/tBNjQ0KGzeRE9Pv2rVKvJ5SCAQxURFk5NTwNYGZ8+eNTE19vX1DwoMAg0mJyeNjI1u37plZWXFzb2ovKJsdGT07Nmza9euI38R1A/yJxkaGkKhALn6P3ZAcTjcwMAAPT09BwfQS/UPA/WDhID4tzOjo4A5f6qqr68nNT2N0gvq7+vz8vBct349WXDi1MmTp06cDA4NWUWRV/3hw4fcrGxDYyNyK8fjVVUN7957eHtRlo7U19cfK6+wc3QAk62xWGxuTg6gr+DoSOkwXL169d6du55enmC/97HR0dSUFAkJCR09PbINiUQ6HBvb+uXL4fgEdnbAtXv37l14SKi+gYGmthbZbHJyMjkxUVhExNTMFKwEev3qVUlxsbmFBahwApKSnBIVEeHg5BgZFfWrx7OJJOKTJ09IMNimmSKhrYqKituU9HV0P374+nT1+NHjlMRELR0dspMNg8F09PQYGZnMTEzJCRi1NTUF+fkOTk6gkw2mP1pYWs7Nx7948YKGhnp8fPwG+Q3u7m6UTVIo4ebmNjUzIxcQCAkJ2TnYCy7+oWEKEoncp6JCdrLBFGpLayvKSBKJRLp548b2nTvITjaoTbNi5UoHW7vDsbF4PF5abg0rOzu1aDQSiWxu+TwwMPRNE7DlfQOwc1atktLT1Y9PiAcl+Rjo6fft3cHNzblwb8j51o8YHR07e+5yS8sXcMnu3btNTUyjo6OamoDpGAF+Pi3N/WC+9U+uEwGHv3nzfmwUmLLZvHlzX19fc3MzDAbj4+NZvmzJ7x0hxP8ABAKhrq6xaZMCIyMTMzPLtxczExMT4lsklY+Pd++efZTKPExMTNlZ2YZGRpcvXyk8WigkJFxeXkHpZEP8PDO1j3/QyQaveDMai3/KyYaAgPiPdIhkZJSSXQ0jkWKjY8gdIvt6e1OSkhWVlChV3bR1dDS1tRxs7V5+a83x/NkzEyPjPXv3UvZL19PX51606KCaete3Kc0L58+XFhWTnWwYDEZLS+vs4vL+7VsXp6+62ng8vqyk5M7NW57eXqCTDQrEOTo7nz1zNjUlBfR8sFhs0dGjw4NDScnJoJM94+SsCo+KzM3JKTxSAC4ZHhoyNjDEYrGmZmbkcnsZWVk9fX3TQ4eu19WBSz5+/PjyxXM6OrpPjY3Ukhp+oXh2R0e7rpYOGo0+e+E8OVRcdawqOTGx4lhlb0+vl4dHYHCQmsbs9p54PN7Tzb2np+doSfG12mvxsbFJqambFOap6J9FSGhwQkLC0qXL9qvu36eiorBp0+8NAP8lEAiEAH//ooJCQWGR/RrajMzMC+jo4fH4zQry25S2PH7y7N79xwgEQkdLXVgYcPqzc7JHR0f9/fxBy+aWL2fPVU9PT//eYkECgcjMzLhfZc/SpUAMGyhbvH//yJF8bx8fMItgYGDw3IXL3d19oHz4b4LH43dsV1TYBDRcraysGBgYdHEBftgtLV9OnbkIhbT/afHsP0lnZ+c0dlpwseDcohMonv3vAopnQ0D8B0AgEBMT49XnTvf2douIiGRmZwkICDjZO6ioqlrMNO6ghEgkHquoPHH8eEzcYRwWa2Fm7hfgr0sRbCabJSUkXK6+fPL06bra2pTk5Nwj+atndA4oGR8ft7G04uPni09MzExLr66uLi4rndvX+cvnz67OzvtUVc3MzaMjIgcGB1PT0+aqozx/9iwiLNzokPE+FRWzQ4cEBYWS01Lnzq7funnTy90jITmJX0DA0sx8+44dd27fxkxPVx6rXEIRG/oV/ezamlprS8tt27blHsmnzBE8f+5cdEQkJxeXo5PjXCebTKC///OnzxiZmR2dHBcQcCEzPT2tp6d74+aNsrJyDXWqq6VkbGyst7eXBCPBf6dWGYlEYmNj4+XlnfddHA7n6e5RdezYth27123YtHCIl0QiMTMz8fIuamr6PHN6EBct4tbV1uDgYMfhcEFAzvcaXd2vP4lnz+pr6279gVRmAoHAyMiwb88OCUDXD1zVs+ycbBcXFzlZOVDY5MLFyx2d3T+TQEIkEjk5OUyMdZmYmNBotLOLc1RkFB8fH4kEqzpxprn5889noUD88/3sBfjV/GwDPc3ly77Oqv0bwWCm0zPzoSdhCIh/OygU6sWzx/fv3OTg4BASEoLBSBvk5UPCwqjZnzl1urS4uKen1zfA/6Am0IxmXvKyc7KysgQFBaNiotes/d7OmRICgWBrZd3V1cXFxeUX4E+ZkUJJa2urn48PiUianp4uLC4CExTn0vD+fUxUdHNz844dOyKio6i5Nw8ePPB29yAQiM5uLnr6+rbWNtWXLhWVFM+Vgf61dP2amoBmZsslVswqxFm8WJBEIg30969YuXKBjyvv2FFaXLJKWvonJfyGhobeNzTsV92vtl/tJ0fY0tJy5uwZsHoP9ntAwhEjY6OsLCxaWtqSkpKzouYD/f3v3r3l4+dfunwlgUAA1QOoFfzB4fCJicmxMbLEHrK3r/9a3a2DGqo0tDQ+Pj4BAf6iomIbNgDB49WrZfsHBp89f/WTgefvA0Yi0WjM5St1RBJplSSw29etW+fq4pqckuzs5LRu3XpOTvaDB/afv3Clta39NycBEAjE0NDw+4bG9etWMzAwKCkpnTp10snJGQ6HrV0jQ85RgYD4j4HD4ShbzPzrwGK/qhtBQED8qyEQCMtXSr59XY9Gozs6OkZHRlzc3BawFxUXa25qZmFllZBYyO/iXrQIOw0gOlPBNS9IJFJ+o3xIULCahjo1JxtQSxMRERQUKi0utrGzXSDnTXzJkrGxsa7OThlZmQU8sUXc3HAEYnx0lJ9fAIVCrVix4szp058aG39pPxtQAWtoYGZmXrnih4N6//79kIDAuISEsbFRE+NDJWWl83rbVy5fzs7MOn3u7IVz54309QuKiqhJLZL58uVLb2/Pzp27fj6tQlpaWmLlStIf6LwBh+Nw2CdPnhQWFjAyMioqKikrK5Nb6/Hy8Z09f76npxePJw4OD48MjYxPTk5NoaempiYnp3A43CyfGw6HI5Hfh0CDQjV+ar55597O7UpcXFxubu7x8XECAgKCgoJIJGK7suLwyGhz8+ffmxKDQCDQ09OXr9RhsbjVckBJgaysrK+Pb1JyooU5dvPmzWxsrAc0VC5drm1p+fIzAelXr99KSa1koGfYvWt3eER4X18fDw+PiLCwqIhQy+e23/skAPHXAum3/OXQ0tBcvlKHQFyH/WshkYArM3RuQED82yGRSExMzCslpW/fuCYrJ2tqZu7n7TMxPq75rbc0JS/r6+2sbaJiY2AwmJe7R3TcYVlZ2blmFWVl+Xn5J06fvnXrls5BzbLKCoE56lIkEulIXv7NG9dv3L6VEB/v7OCQnJY2d0qTSCRGRUR+amy8dOWyt4dnSFBwYHDQ3PbDI8MjFuZmkqskI2Oiw4KDMdPTh0xM5g7s44cP1haWzi7Oi4WEXJ2cUtPT161fz8LC8u7dOzweP9cX+lX87MnJyQ8fPrCxsa1YseK7k333bmhwiJev7/adO8BMj0OGRsXlZZKSkpSfvVZTm5Ga5h8UtEFefu269e6urrZWVoXFxcwUHYxJJNLIyAjlQ1JDw3sEArFy5fev+02QM/yxDaSjo9u+fcf27TseP35cV1d37vw5JSWlvXv3cnJwIhAI1hnIxkQiEfC0p6Ymp6bGxyeGh0eHhoeHh0dGR4G+ykQicVY2EQKBeP78Fc8ibjlZaaBuV0c3MSkh7nA8HQDt7l3bTo6MDg6PIH9nojYSgcDicNfqbhGJxLVrgJ+ZpKSkn69/bGwMnoBXUlRiZWVRV9t7qbr206fmhf14BALR09PX1PRZWkqSl5d3+bJlN27c0NfXp6OjlZKSbG3v/AOzBBB/IXg8/icjrygUEgF0BiU9e/ZMUFCQn58f/DgR7P64IL9a9+8/rCX6zwH6VUJA/DcgkUjiS5a+fPH0y+cvsnKyvgEBIUHBKBoa9R/Tcetf1FuZAznZYDMazDQmyD8gKiZGVu4HV7uq8tiR/CNpmRkysjIysjLTGIyRgcHxU6coBdZgMFhB/pHampq4xIQlS5akZ2ZaWVj6eHqmpKXPilbGRkc/fviwsKSYj48vv7DAxMgYBiOFhodT+hWTk5NWFhZCQsKRUVEoGpqwyMggf38aFErf0JByVe/evrW1trazt9czMADERtLTvNw9LG2sObm4Gt43oNFoFhaWXzQ/u621VWmr4mLBxbfv3gV92fv37wX7B/j6B+zZt5dsduL48eTEpJKyshXf/OMr1ZezMzP9AwMVtgDKcSCe7u6tX75QRrVzs3P6+/uDQ0PINg6ODrdv37pWWycgME8fjdLSUjExsa0zKSgYDKajvX3pN5HaycnJttbWpUuX0vxY5tXZ0YnBYMgiJ6Ojo329fWLiYvM6oO0dHadOnWz8+FFKSlpgscCmjZv4+PgW2D8kEolIJOJw+LGxsda2jus37sw6MYhEIgMDg5bmfhFhIWB7c3OGh0d8fHzAnfn5c+uZc9UYDOYPNFAkEokoFEpRUWHjhrXgTffLly/RMdE62tq7d++BwWBTaPTVq3XvGxoXfgghEAiCiwWMDLVpaGh6enuCg4NTU1KZmJiwOFxp2fHe3j6oueP/IzOPkL99bmCxuP2qu6WlJEkkUnx8nJKi0sYZdaDTZy/N5Nn/xhrweMKv5mpDQEBA/BOAwwF/8vaNay+ePfYLCPDw9Dh+rComKio0PJwslvey/qW1paWfn5+Wrg75gyePHy8uKo6NOyzzLapdXlqWl5ubnZsrLfNdPi8pMfHKxepSIKot8C2SnXe9ri7m8GFy9SEejzc1PsTJyZmclgpGtYlEYnRExIMHDyuOVXJ+02f78L7B1MRkz57dAcHBYFR7ZGTEwsxMTEwsKSWF/I3v3r4N8PPX1tE5ZPo1qv3xwwcrcwtbeztjijj33Tt3XZ2dhoaGkUjktRvX5/Z4/1V0/RobP2GxWPQU+vo1QI3l/r17oYHB3n7+lE420KdQT8/Nw/2QoWHD+/eghF9GWppvgD+lkw2DwRKSkgQWC9paWU1MAFLqJUVFpcXFWhTzI5OTk8+fPxMXF5+ba9/V1Vn0f+ydBVRbWff2Y7hri0MV2lJ3gXopUG9xd3d3d3d3L1BH6kKBtlRo8eIUh+Ia+1ZyO5kUG26/933/M5381qxZM5dzktzkJvc5++z97JRkByeHr380FkKj0TFR0aHBIYCpu4aqatW7qsWngETO21lbZ2ZkQCCQr01NlmbmdXW1y50vDze3qYmpq6sbCoVSV1c7efKkjq5O6cPSsfGxJcfjc0XglJQU7OxsWAiW0AGOAAwGm56eLil9OjqKewRVVfXRsZHCwh/9FwUE+ESOHcJiwfWJJDwyGo1+8eJ1ReWP9k78/PzOTs438/OLioogEAg1FdV5sTPbtgqhUKgVloW4kHb/wFdc+SZk7Zq1W/DNOIDt9V07tq0mGkrivwcKhVplG06CUCYuHkAikaDmkiBBggSJ/yVYLBYOh2/YuImamubu7dtjo2PSsjJWNjZODg5379wBDLDVVVSsrK2IRTbgnqysouxga/f5UzU+kp2VEBcXERVJLLJx8U0Li3PiYvKysgMDA7hIdnz8w9KHXr6+xBYfCAQiNiF+cGjQytwcOOLt6VlZ+SYlLZUgsiEQiOAWofSsTNx0d3cMBjMzM6OhqsbDw+Pj70/8jFu3bXP38ryZl5eTlQ2BQOpqa9VVVLV0fhLZeJPoY+FRUdRUVPPz83V46fgvzRup/vQJi8EeOHgwMiKitrbm0cOHltbWC0Q2gIysLBwG09fRkVNQeHD/gYOz0+EjRxZLurCIcAtTM21NzUOHDmdlZKSkp20iykiZmZk5eODA3n37FyQAodHohMSEp0+ezc7MIMh+vPk0NDRGJsYOdvaebu6fqj/t279fTkF+ceyWX0DA0cVZR1NraGDw7du3J0+dunjp0sq7ruzs7MbGxuIS4k6OjskpSbExsTy83GfPnD11+vTOHTuFhIQWT5mZmf348fOSKeJwOHxgYLD04dPLlyQoKMhtrG1sbGx4eHkOHjgI9Ikc/j5SVfVpNWHLBUChUJzUflk+P488duwQHAbD1Re7e7i6uc7MzFy7do2KivL8+dNk5IiPH2tgsKX3mqG4JHXkp+ovGzeuI0MgLly4GBoackFSkpqaZrPgpvcfqwcGh8FmtpD4H6cHLDeM1KSTBAkSJP7moNFoLh6+tZycTU1NT58+vXL1iryiAgIBd3Vybmttu1VQYGtvd/3ndn4AUjIyMBjM3c3t4KGDD+4/CI+KWiCyASytreFwuLqK6ukzp99UVvr4+61fv9BwiZaWNiMrS0VR0czYhImZqbKiMi0zY3HP2k2bNiWnpWmoqqLQmK6ODj5+/sDgoMXPuH37dm8/X2cHx76+3uIHxTp6egpKiouHHTlyREVd3c/Hp+rtO0lJyQV//bfIjtra2rm5OQVFBQVFxaCAwHNi55cU2QA3pKUvXb1qbmqmoqa2WGQTCAgOIicjD/T3T0xJJhbZQOuZ0NBwRYWFnwccDre2ss2/mb9j+w4U8s+YMS8fn7WdbVJCAi0tnRX+SlryGbcJC3v6eAcGBrCvWaOuqbGCdhkeHh4aHAT+e+OGjdnZOUUPikVERbo6vyUmJsnJyklekLh46WJgUGBdfR1x1X99Q9PAwBChIBKBQJCRkZORkSPIyKBQGAKBaG5pK3tdiYVAmJiYjYyMYmNjv3V/A9YeJ48f2yK0CQ7HTUEgEKAyL4GU3PKKty9evgaC1mvWrHF1cX367GnezTxcAjo5+ZlTx/fu2b44fZwAAoHo6Ojq6sI5269bt46Jiam8ogL3xaOh3iokCMXXXZEgQYIECRIk/hvA4fDNglvRaPS9u3eBI9KyshpaWva2tpIXLywpsgGuS0lt2rw5NDjEyspqSZENYGZhsW79OndXNxs7O+JGZsTgo9oJdXV1twtvJ6emLBbZAEJbhOISE9JTUsYnJnwDfopkE7N161ZNbS0fb5+Dhw8uKbIBDh0+hMVi6+vrF+uTf4XOHh8f7+zo4ODirPnyJTsrKzg0dGCgv6522aSLvJyct5Vv4hMTP7yv6uvrW25YTFQ0BQWFp7fXg/v3gQSS1UBBQU5DQwMlMvTA515/c3VyNre2Ety8+cF9XLbDklRXV4cEB/v4+tLQUL97+yPLYjFlL19pqqo9fPQoKTGxs7MTOHjq5KmHpQ+jo6OAS7O1pe3e3XuWlhYHDuwXFRVxc3N7Xf4ajUazMDMLbt5ASUEOhcFQKFRLy9cPH968f/+mqaFubm6GjIwMBoO9efv+06cvP/pESksH+PtPT08DmS1o9Gx1ddWHD29aW76i0UsU3q4AoMsrKqoePnqGxC9C2NjYvDy9KsorUlJTgP5PZ06fOHRwLy4/ZRnJjEKhq6o+YjAYGAwmLSNz584dwC9cWHgLIwMDFkvKK/h7A8WlaC8+TEoIIUGCBIm/P1gshJOLm4mJufrTp/q6eggE8uHDh9uFhY7Ozl8+fyF0i1xMRlp6Q0N9cFhoeUV5/zK6C4VC+fv6IueRQSEhJcXFExMTSw6bn5/39vDYu2+flrb2ndt3FufBAoyOjHh7ecnKy3PzcCcnJCwnKurr6iLCwgMCA2AwWMXr8uVe/0D/ABkZWX9fX/c3XOTxX6ezO9rbR0ZGcAk9sfHyCvLXpW4oKimlJCUvmUlzq6AgNCRUUUlJSkb61KlTwYGBS0rt2OiYlKQkMwtzOQUFbh6esJBQoCf5asCJBqIPdHBwUEVRSUhIUFNLS0df701F5YP7DxbP+lxdbWVufvSYiKy8vLauTn5e3rt3S0jtyopyIwMDRRVlCnIKGytrO1uHioq3wHVGQUGho6NbXFykb6BHRY1LaIFCodPT05Vv3jg7O9tYW09PT/HxcV+/dklW5trk+HB6WkJiQmR2ZlpOVlpCfFRaavzbt8BFBn3+oqyzC3cxiZ0TExQUjI2LTUhIOC8uJisrnZWRmp2ZlpAQmZGeWFf3BV99uNrANpCR+67q45MnL1AonD5mYGBwdnb+/Lk6MSkRWCsfFz16+OD+5aLaMBiss6u76xsupL11y1YGevqysle45qv0dEJbNpHk2t8c6FKeylgsFu8++X/0mkiQIEGCxOrAYDD0DIy8/ALfvn2rrKys/lStqaauoaVpbWujpqnh7+v7prJy8ayMtPSIsDBLK6tr16+fPnMmNCRkSd0VGhz8qKRU30BfSUWZn58/NDh4dnZ2wRgUCuXq7FxV9V7f0EBLR3tubjYx4UcrdWKmJic11NRYWFh8A/ydXV1fvyqLi41dPKzmyxdlRSXJCxcUlJQ0NDVv37r1pvLN4mHPnj6LDA9nY2MbGRkB0sf/dTq7u6dnbGwMhUTa2Ntdu4FLwBcUElLT1IiLiX308CHxyJu5ucGBQa7ubmLi5yEQiMjx4xKSkp5u7o0NjcTDYqOjE+Pj0zIzgHQRGVlZAQH+WwU/igLBMjU5efTYUUcXFzIyMgYGBgsry6p3b5MSE4kXYZ8/VZsam5yXkDC3MIdCoTw8vPoGBhlp6ffu/NiaAXhd9tpQz8DGzu7K1aulxcVwOBwLgT5/WZGRebO7uwcYs2HDxojwyOKikjNnz2BwNiNYwFt67dq1cDgu/AyFQh8/Lo2MCG1qbNi0cZOcvJyikuLefXtbW1pu5mU9f/4ICsVOT88UlzwZGRmFQCBKikpFRQ80NTVfvSzbuXOnopKCrJzMpk2bGurrs7NS3r9/A4OBkEhQKBQGg1V9+FRU8mhuDie5GBkZvTy9W5qbwyPCsVgMXmofOS56BKhuXjAdBoPOzMx8+lQLSOqLly7df3AfsD/bsX0bHR0dSWqTIEGCBAkS/x2wcASCT2ADBQVFTna2toaGnYP9DXxbdVFRUXNLS39f3yePcXYUBFKTU0JDQiKiowB3KRFRUXFx8QA/v8/VuLJIADQKFeDr+6j0YXBY2FZhXFaJlIyMoKCQo519zx/aBohkO9o7VL19l5GdxcHBAYVB9Q0NkXPzvj4+szN/KvLRkRFFeQV+foHQ8HAoFMrOzu7j71deVhYZHkEs3Ovr6jVU1TQ0NbR1dXA9Dbm5jUxNbhUW3Cq8Rfz6H5aWOjs66hsaHD9xore3d/EK4V+hs/t6e4eGhi5cvHjl2lXCQUFBwRtSNxzs7AvzC4AjhQUFIUHB9k6Op8+cIQwTERUVERVVkJWrq/0R/I6LiUlOTMrMySbOyb4hLX367J+z/gIszsuPIKO5eXlt7O0JKRb0DAx6+vp52bkebu7Akc/V1Zbm5hKSEkbGxoTH4OXn09bR9nR3z8rMBI5UVlQY6OmZW1pIyUh3tLe/LitjYmLmF9gAhUK6vvXkF96vb2giTMc3TcyPjori5+dDIdEsrCxbtmyxsDTPzct98OC+oZHR1NSUvYNdUVFxZkZmWmpa0YOisPAwWlqax49KPn6sIicnHxgYfPzkBa46ODen7NVrBkaGiIjw4qKStNT0rMzsB/eL7O3t5ufmHzy43dzcCDaBBAaDVVfXlpQ+AaQ2JSWlA64QoS8sPAwYcOTwAVGRw/iU64VSGw6HN339OjA4BIFAdu7YiUKiavE5QkyMjIKbN5J0NgkSJEiQIPFfAoNG8/DwMjEzf/r4UV1Li9iK7eixY2oaGqZGxvfv3QOOpCYnR4SHhUdG7t23789hIiK79+zR19UjBL9Dg4NLS0oDQ4K3Cv/Z8fG61A0WVhYFGdlBfAgZiUS6Ojl//PAhNTODlZUVGAOFQjW1tZoaGizMzADRNYmPZPPw8vr4+xEeai0Hh29AQE52to+XFxqNG/b582cFWVk1DXUtbW3CMC4uLmUVleCAgIS4OODI0ydPPN3ddfX1rl2/zr6GfW5uvren99/oN9KF790tKCS0oDLvyNGjvv5+1pZWGCyGkoIiJCjI1cOdWGQD3JCWQqKQ6ioqSakplRUVCXHx6dlZGzdtIh6DQCBWNqj+aTAZ4oLkBUIDJAQcjvi58JGNnT0yNtrU0MjNxeXCpYvWFpYSkpLGpqYLHmfL1q1xiYnqKqowKGzz5s2Guvo2drbSMjIQCOT58+fD34e3bNtBz8iIQaMRCPjE5OSde8Wjo+P79+8GbDfo6eh1tHUlxCW9vb2YmVlcXd26u7sLbxVa+PmOj43b2tp4uHv++ZLY2AwNDOEwmImJaWVF2ZYtwtTUNF+bW4tLHodHhM/OzkZEhKuraxDG8/Pze3h4zs7OBAUFv696w8+/HgaHYzHYVe7+40sw4Z+/1CJRKInzp6moqKipqd1c3by8vHx8fczNzMnIyA4f2k9GRvb02asFLeWgUOjs7Nz799US4mfIyckvXrxUUJC/c+dOGAy6c+e2uvqG2dk5UncMEiRIkCBB4j8OFoulpKLi4RUY6O+fn59b8FdxCYmpqSlnB0coFNrf3x8UEBgaHnbwEM61jBg5efm52VlLc3MfP7+qqqqHQCR7UVt1Gzs7LBYrJyMbEx+XlpJS9e5dZm4OQWQDUFBSRsfFqSopmRoZW9vZmhoZ8/ELLHYXAVrYqKuokpOTnzx9ykBX/4a0lJYOLpJNjNCWLcGhoZZ438B16ze4OjkbmhhfxydK8PHxUVFRtre3L+iL9/vHs5FIZGdnJy0tLRf3wo6dEAjk+IkTvv7+Pl5efr6+ru5LiGwAOXl5EzNTWSnppITEvIIC4qaSC3jx/IWslHRuNs5tcTkoKClYWdgSYuOKHiyRhw2wfv368KjIN5Vv1JVVL1+5amRisuSw7Tu2p2Skh4eFqauqWv8hsiEQSElxCRQCXb9hE+GjhsNgGDTm2fNXT568IE6B5eHhiYqK9vDwANZq58XOo9FoDs61mlpai59OWVl167Yt37q6OtpbgZB8RmZmzZeaffv33ri+RB2xrq4eBydHXV3N1NQEOa6GEorBYFB40GhcS5GV2yQhEIj6+sb7Dx5O4esscW4t1tYYNNo/wB8IS+/bu+v0KVE4DL4gSg2DwZpbWgcHh3E7EiIio2Nj9fW4goy1a9jXr+MHKiNJkCBBggQJEv8NePn4IRDss6fPUPjwMDE3pKRs7e2tzC1Dg4JDw8NPnT695COoqqura2pqa2g8LC4Ji4rcRhTJJsbW3v7kqZNXL12q/lSdmZu9QGQDkJOTJyQljY6OXBSX4OHh8Q8MWPKhhISEsnNzih8UyUvLysjKWFpbLzlsz769fkGBaSmpttbWxmamgMjGnTIvLxUVVWdnx4JOvb+/zp6enu7s6KClpeXj41tyAAqFZGJinpudH8VnGy8HEoUC7PYw2GVVGgqFysrIaGluToxP+NbVtdywrq6upPj4F8+f52XnjOILNJcEjcbQ0NCQU1AMDw9hlpeGGDQK6HSI/kNr1tTU1NfVMTGzrFnLSSxkgQXWm7fv79wtHv+5ULemtr6xqQWNxrS0NA8NDe3Zs5djLa7f9QJoaKgP7D+IxWKLH9xJT4pJS4wpLb6LQqGPHj1Gz/BnX3cC69dv2LB+w9zs3LmzJ1SUZS9dEj9x/NjuXTs2bljPybGWnp4eDocjkUhi2b1AeSMQiIbGr7fvFAEvmJyc3M7OnpKCwtXVZWZmBvDtFj9/moKCnFhqw2Cw8fGJ6i+1gHO++HnxmwU3gQF79uwgJyf/l7RBJUGCBAkSJP7HYLFYZhZWVtY1zc1fCTm3xExPT8HhMHIK8unpZQ0ksPgUFBYW1smpqcnxiRWNJbBkZORzc3MrNKTD4MBSUVJNTU4urp4kMD+PRCKRNDQ0szN/JvcuBoVC0TMwwKCw78O4cB4AHz8/FTVVW2vb3Nzcv0tnz87OdnZ2UtPQLKmzcZsRAYEubm5+gf6BAQELygoJpCanRIVHZOXlGhobyVyXasAHRxdjYWo2NT31oKRkm7Cwrpb24B8O1sT09vQoyMgeOnL49r17379/9/LwXLD0Afja9NXGylJcQjw9M/Ptm7eBAUsvvz5++KihqmZsYpyZkx0cGJiNz9V+9+ZtX18vDx8/DS3tgkAvYInd2NScX3Cvv//HyxsdHXv67FVB4b2CW/fqG5pwVtbLR5rRGJziR87PIxAIRiZGamrqlW3XMHgrPVoaahZmJqHNGw8f2ichfkZa+oq01BVpqcvSNy5fvSIpKnpEWHgLJycHNRUVAoFY0CAdgUC0trbfvVcyOjYOHDE2NmFmZvH09ASuZmHhLefOnqKgoCB+GXA4vLa2fgz/5Tx69Ghfb29XF87ikGPt2g3rBUghbRIkSJAgQeK/AQaDoaWj5+Di6u3p/VD1fsFf01JSQoKCY+LjLKysXRydljP7S4iNLS4qjk9OUlFVtba0rP74afEYLBbr7eFZUVFZePvW8RPHZW5ILam75ubm1FRUubi5bj+4NzE5aWpsPI8v/VrAl8+fpa9fV1JWysjOKikpiYmKXvKFVVZUeLl7GBoZhUVGZGdmZWX8qJHj5OSkpaXr6emZ/tl97vfX2f39/RMTE3Ozs/fv/si7J1D8oCg8JMTeyfHI0SOix48HhYYEBQTcuX17wbCUpOTI8PDktNTNmzdLychYWFupKik3Nf7kQIJCofR19YaHh5NSUtjY2YJCQzYJblZVUu7v7yce9q2rS05aZu++fa7u7lu2bknJSB8YGPB0c1uw+mlqbLK2tDwvLq6iprZx08aY+LjqT9W+3j4L5Oz79+/1dHTMrSyvS0kJbdmSlJoSGhKanJRUU1sDhULXcnIhEGRLvidwOLy7uzcv/05zC65LefXn2vHxCQwG3d3T29s7hECQvX337tsiD0gIBDIxMVFRgbP227Nnb+Gd269el0VERlJSUTx79hRwTlxAXX1dc3MzDA6F/1wHCcWHxtnZWPn5ebdtFRI5eujShfNKClJ6umoqyrLc3JwLdDACgWhr67h9+/7377hngcPhxsbGPLw89g724+M48S28TeiCpBgNDTVhIhQKHR+frK6ugUAgdHR0x44eu30b1/oVDofv3LGNgpyCFNImQYIECRIk/hvA4XAubl4EAlFRXk4cTExMSAz0DwiLjDh85Ii0jLSHl5ebs0tZWRnxXCwWGxsd/eTRY28/340bN6qoqWrp6tja2BA7kADtJz3c3MrLy5PTUnHN/mxtxSUkZaWke3t6FnRQUZSV4+Pn9wsIYGNjS81In5iYMNDTA7bECdTV1qooKimpKOsZGm7fsSMtM+PJ40cxUdELpMLrsjIPN3d9A4Nz58X27d8XFhmZl5ObnpoKWCfz8vLOzc11/pzO8Pvr7Pa2NiwWKygomJOdnUOUNv2w9GF4WJi1rS2h4+P+/fu9fH3DQ0IJlbBAJDs2OjozJ3uzoCBwREpa2sTMVEFWnjiqbWFqNvL9e3RcLDk5OXDELyBg3fp12uoahNVVb0+PvIzszt273L08qaioIBAIMzNzYEhwR0eHt6cX4UL82tRkb2crISGhqq4OHOHi4vIPDPj44X1wQCDhGT9++KinrWNiaiqFd8zBlUVu2ZKclpqUkPiwpJSenpGdfS0GH3teEgQCPj4+fu9+6YuXr7/U1KHRGB5urhvXLurra508eWpwYDA8PHzxrOjoqMaGRk5ODv8AfyEhISoqqrNnzm4X3v65+ktaGu46IwaNRkeEh/f14lYaykpK+gb6paWlgCxeEjgcTk5OTkZGNjT0HQpdeGUiEIiubz137hYPDv3YptHW0hYSEnJ1dQEec/Om9eLnz9DS0hCkNgwGra9vnJjAtRC6ePFSTW0NYLjDz8/HybmWZDxCggQJEiRI/DdAozFrObloaenevXtHaCiTmpISERYWGhFx9Ngx4Mh5CXEDY2NXR6dKfPNmgPi4uMePHnn5+RLaqt+QklJRVbG3sa3+9COqjcVifTy93r55m0TU8dHCyuLsuXPyfziQAJFsLXUNbh4eHz9f4AgZGVlcfPz4+Li5iQkhqv0F5y4ip6isbPiHq9u6desioqKKHjyIjY4hvLDKigpfL28dPV1CQ/Gt27a6e3nczLuZk4WTl+vXr0OhUI0/x2F/f53d2tqKRCJFREU9vb1ys7OzM7PwZYLF4SEhDo6OR0V+fNgAhw4f8vbzDfT3v4uPfaYkJUWGh6ekpy1wF5GWlTW3slRVUv769SsEAjHAR7JT0tNoaWkJY+BweFhExPoN61WVlL9//97T0yMnLbNn314vHx8g1wKAhYUlODSsrbXV080djUE3f222sbQSFxdX19IkfkZOLq6g0JAPHz74+fjgRfYHfV1dc0tLadkfhY8AQkJCDs5OAwMD9AyMLCysK0tJGAw2MzNT9vrNyMio8Daha9cucnNx8vJwG+jrQyCQyMhwIyPDurofXTNb21o9PT0cHR1hcLivn9+OnTuB45SUlEbGxlRUlPb29l5enm1tbT8a3dfUmJgYR0fHcPNwRUZE8vLyRkVGnRcX2yq8RU1dLSs7a8kmQRAI5FP1l/Hx8SUttxEIxLfu3lu37/f3//gKqaup7927197ebhifI7Vp4/rLF8UZGRkAqQ2FwYa/j9TWNeAzy2lEjokUFOTjPxrY3r07F0t5En8PSA1pSJAgQeKfDRaLYWBgZGRi6uvry83OgUAgSYmJQf4B4ZERx08cJx4peUHS3NLC2dGpvAyXQBIbE/vk0WMff79169YRD5OSkVFSVbG1sv7y+TMEAnF3dauoqEhJT1uzZg3xMCsbawlJXFS7v79/ZmZGQU6Ol48vKDSEOB+Vlo4uPStzdHTUQE8PjUI11NfjI9kqJmamQBkeAC8fX2h4+IP794AEkvLy155u7vqGhpIXLhA/o/D27T5+vjlZWTlZ2YJCQsj5+ffvqogHLNHp4zfD2soqMT4hKiZaSlq6tqbGzdmFfc2a7u5uMwtzwopqAZWVlZ5u7mvXrm1paY6Jj9/0s8gmkJuTEx8Ty8HJiUAgwqMiiUU2ATQabWVh0dz0dXZuTlhY2M3DnZqGZvGw4eFhO2sbLAQ7Njomdl6MEMleQHd3t72NLRUlZUNjo66enpTMj0g2MeFhYV4envsOHD4ienKF6kkADAYDhUL37tkhKnKUggIXie/o6AgLC4XD4alpaQP9A7x8PDt27ITDYI1NjfV1DVAYNDAw0MTYhNizBo1GB4cEWVlZYzHYzZs3bdm6BYlEVldXd3V+Y2JmSkpKvHzpytzcXEFBvruHe0P9j3XeunX8W7dtExU5Li4uvn79emAfYHJqKjUtZ2homIyMbDnrPRQKvYadTVLyLCfHDyPFvJt5L1++dHZyZmNjw59C1/0HpSOjY3A4zoeEjZVVUeEGFRVVT0+Ph6e7u5sHCwvL7Oxcbt6trm/dxF8qEv/nIJHIUydFjxzej8Vi/f39REVEDxzE1d2mZ+Z1dXUvSNwnQYIECRJ/W2AwWGXZi3dvK+jp6Y8ePdrQ0ODu4S564sSSgx/cfxATFcXHzz868t3Nw3Pd+p9ENoH8mzczMzJYWFhGR8cio6MWiGwCgf7+T588paamFhAQ8PH3W/LeMTExYainPz8329PTe/X6NX1DwyX1QEdHh6WpGfuaNX39fWpq6uKSEks+45cvX7zc3Gfn5srLy6/fuBEZHfXn+wD53Rno78dgMMCHsXXbtpOnTj24f//QoUPLiWwIBHLw4MGzZ8/evX3bxs5uOZGNi2rLyAht2fL+/Xs3T48lRTYQ1bZzcOjo7Ozv6zM1N19SZANRbU1t7UelDynIyZcT2UACibyi4pMnTw4c2L+kyAZaQuJG8vD+ZVQQg8GQk5GdOily9sxJQGS/f1/l4uIsISHp5+d/My/vhtT1799H7t29d/v2nfq6BkHBzRnpGaYmpgsUMBwOX8O+VllZ+dKli719fbcKb9+/9+D795EdO3cpKKht3ozz4qGgoJCTk3/58pWdnR37Gnb8PkP7vbv3rawt9+7bc/yEqJubW3NzMzk5+f59u/n5eKBQKBqNXnIRiEDABwYHb92+39n5I4Nc6obUubNn7R3se/BZWXx8PFcuS7CxsqJQaBgMNjA42NCA23bg5OTcuGHTo0e4DqCUlBTbt28l6TYSJEiQIEHivwEUCuXg4obD4SgUKi8397z4+eVENgQCkZCUEBAQKH7wQFpWdjmRDYFALl+5wsPNU1JU7OHpsZzIhkAg+oaGZGRkgwMDzm6uy93o6ejoHF2cX758RUNLq6Onv1zQjY+PT0ZOrjA/X0hQaDmRjfdjEBYTP19fXw+FQCZ+zo/9/XX29+8j5OTkTMzMEAikID+/qKgoMiZ6emb6xfPny02JjYp58vhxXmHBi+fP65dJb4BAIOYmppSUlCFhodGRkX29CzsAAfT19SnJy9+4cUNaRsbd1XVyEpcrvJjqjx99vDxdPdwPHjqUlJC43DOWl5d7e3n5BQYwMDIV31/CexuJRA4ODpKRkdEzMK68UYFCoWloqCUkzh7Yvwc48uDBg+iYGHNzi5MnT0IgkMOHj6qp6SgoqK1ft56Fiemk6PH8/AI5ObnFD1VXV/vy5YuwsLDCwlt5uXnbhYX5eflUVLRk5VS4uHnv3S8ur3gLKGY2VjZPT897d+9dvHQRjsBde1AodG5urqKi0tnZuaKinJyMbN/eXdJSVy5fEt+wQQCOgKPQaLzpHwAG+AcCgQ4Njdy+W9Ta2gG8hgsXLl6+fNnV1aWzE2cqwsnJcfGC2Jo1rIAvz6fqGiANS0ZG5snTJ0D1wxahTSwszAQzRBIkSJAgQYLEfwosFsvAyERNTUNGRubj51f9qbqw4Ef77cUEBQROTIxHx8VWlJfX1y1t6YZEIl0cnWZnZxNTkrMyM5fTXTMzM+oqqocOH9Y3NAwLDpmZ/qnekcCXz1/UlFRc3FwFBQXdXVywy3gCPn70KD09PToujpaOFsgoXpKC/Pz8vJuW1lYUlJQTExPEXUp+c509Pj4+NTXFzMLCQE9fWFAYGhRsZGJ8XlxcR0+vtKT0+bMlpHZMVHRCQryPv7/o8eOKysoJ8fGL3R9RKJSBrl5PT4+rh/vZc+fEzp8PDQ4Z+CPvnkB3d7einPzmzYKW1la2DvYC69eZGBiMjY0tGFb96aOZqamI6HElZWVtPd3xsbHE+ITFL6ysrMzEwFBHR/vylSv6hgZv3r55sMhBBYoDAoPBVw5mo9FodnbW61cvbhHCNdzBYrGJiQnFJcXubm7b8P2WRkfH8m7e+vDx81oOTnpaenY2NhdX161bty5+qOnp6ajoKA0NTTpaOhgMJiwsjEYiGRgYubh4gZA5CoV++uxVcenjmT8cK/fv33+r8FZqatqOndvRKJyBIBwOgyNgCAQZkFdNSUkpJLhJ6vplOZnru3YI8/BwsrOzsbOxsrGx4P5hZWZjZV6zhg0BR7wqq+jp6fvRZeq8uIyMrKurS2trK86/j2PNlcuSXJwcGAy2r3+g8WsL/iDHFqGtd+/ivioUFBS7d22H4G0HSZAgQYIECRL/QbBYLBU1DTMLKxKJ3L1nt1+Af1J8QkE+rkqKGBQK7eft86i01NLa+uy5c0rKyslJifWLdNfc/LyTvcO7d++8fHzOiYmdPns2JCh4se4aGxtTklfg4OCwtrW5IS21YdPG4MCg6Slcqzti6uvqVJWUrl6/qqGlFRAcND4+bmdjg0QuNMwuLS5xdXJWUFS4dOWynr7+p48f7y6ypMNls+Tn+3h529jbiZ0XY2FhGf4+TPzCfnOdPTo6Oj01xc7Ofuf2nbDgEAcnJ6Dz0Jo1a0zMTO/euZ2cmEQ8PjY6JiUpKTMnW1AI5y4iKCioqa0dFBh4q6CQeJiFmfng4EBsQjxQ0SgiKiouKWFqZEysyPGRbAVh4W0eXp7kFBS49Hxra4H16w109YaG/vR3/PTxo5W55YWLFw2MDIEcDF0D/fHxcRcnJ+Iro6Ki3FjfwNTCXArf8ZGent7YzKzsdZmf948SWoDcnNzW1lYycrLlr3vcIoGPj+fG9Yvc3JxANa63t1dXV5eXpxcHB+5Ib2/fzYK7rW0dcDgcCCLT0NBy8XAv+YAJiQmCgkIHDhwA/ndubg7I90CjUUAMGwqFwmCwjx+/3L1bPPaHATYMBpOXk39wv8jO3paenh6NwsjKyHZ2dhoZGd6+cxuI+sNgMB5uTkmJs7JSV6VvXP7hty11WUrqipTUFekbV2RlrkpInKWh+bOo9MSJE8rKKp5enkC1Lxsry6WL53l4OGdn5z5/rgEcXcTExMrLy6fw9pabN29gYWEhGY+QIEGCBAkS//kG7JSUjMzMIyPfa2pqePn4wqOjkhOT0vAueARCg4IeP3oUGBK8BR/LExQSUlVXDwkJefwQl+QJgEQi3ZycP338mJqexsqG6/goIiIicUHSxtLqTWUlYdjMzIyWujoXF5dvgD9w5IaU1MaNG/R0dIh9tWu+fFGQlVNSVjY0MgJUiref7+TkpLWFxTyRyTLO88TDw8DY6Nr167g8E3p6EzPTqnfvwsPCiJNaC/ILvD08goKDjxw9CoVAGRkZJyeniCOqv7nOHhkZmZ2dHfn+veDmTScX57Ni5wh/YmdnV1RSSktLi4mMAt4yXCQ7Pi41I504J1tQUFBBSdHb0ysvB1cwi0ShDPT0Bvr7UtLT6en/7IB4TERE8sIFNRXlxoYGQiR7x84dnj4+hJxsKBRq7+jIxsampqwCmM68LitTUlAUEz9vYmZGSCGioKBQVVf7/PmzvZ0dIAfLXpUZ6Rta2drIEqVtMDEyauvovHr10sHOHsiOyMrIjAgLo6aixuIyK5YA32wRs2P7tmtXLjAzMQHJ6/YOdgwMDM7OLsDpNDY13yy429c3QJyrhJv2c34F8I5VVlY2NjSoKKsQjuNTtxcG0wGp3fS19Wb+nV68zR8AFxeXp4fX40dPDAz07e0drK2tzczMGxsbLS0tEhLiOzp+5IRQUFIwMNAzMNAzMjAwMjAwMeL/YWJgYmJkZWFm+LkPpYiIiKamppe315eaL/jEd+arlyU3rBdobmlr78BZWgoJCdEz0L95g/tm0tPRbdsq9LtXApMgQYIECRL/B0ChUGZmFgQc0djYiMFgBAQE/AIDwkJCk5JwIc75+XkLU7NbhYUh4WGAyAYQEhKSvCDp5ORUUlwMDHOyd6iqepeenbWW489O1cdERI4eO2puavb27VtcJHt0TFFenoeXNyQ8jFjA3JCR3iy4WVZKGqjgAiLZyioqRqYmsD+GUVNTB4eF9vb2GujrA5mleTk5RvoGRibG0vjgJgA9A4Oqusat/AJ/Xz9AdxXgItleQcHBx0RFcM5mtLSMTIxzszNzRC0nf+oe8vsxNjo6MzODxWBt/e1Pnj614K+7du8OCAywMDUjpyBHIBD4SHbO4sLH48eP+/j7OtjaUVFRv33zZrB/ID45CTDAJkZWXg6NQaurqvn4+Xp7euEi2Z4/fLKJ8Q8MNDEyMjEylpWXd3VyEpeQ0DPERbKJYWRkjImN1dfVc3dxFRM/b21haWZhTvxhA/ALCISGhxno6wf6+2/avDkyLCwlLc3VxeXZk6dTk5PMLLg1HwGgH+nhQ/uPHjlARoYLeH/9+tXXz/e8mNi1a7i1Gq4O8sOnZ8/L5ubmEYiVXDgwGAy+sfl4YlKisZExcQ3ozNT0zMwMBSXVkvWLff2D+QV3xcRObdzwZ5XDHjzAf69fv97ayvrbt28PHz3y8fXh5uKWlpZev379gspLQPQTFzfMz8+Pjo2z45e5Bw8cJCcnDw4OMtA33L17NwMD/cWL5+/cKap88379en4YFCZ1Qzo+Pu7kSdz1ICy85eOnzxMTk6SayP9D8BsguG0QJBK55PYCGpemjwI+IzgcvpwXDQkSJEiQ+PuAwWCYWFgpqagaGxpmZmZoaGi2bNmSkZWpoqRMSUFRV1f3+NGj2IR4YpENcOHixfn5eXc3NygE+u7d20+fPqamp7Oy/qRqIBAI4BthY2Hp5umZGB/Pzc3t6/8jkk2MjZ0dBo3WUtewsbezMDFTVFIGMgiIQSAQcYkJGqpqzg6OuGaCLq56hgbXbtxYMExgnUB8cpKWugYFOTm/AL8vTmSHACIb0OsMDIwTE5PE8ezfXGeP4JGWkRE7f37JAXv27g0OC1NXUZmamrp1985y7iInT53y8vGRlZbeuHHjs1cvl6tLVVBUHB0ZvZyftCIAAQAASURBVHzh4pVrV30DAgA5uwA4Ah4eFSknLaOuoqKspkrwTl8A+5o18UmJygoK2VlZ7p6exJFsYtatXx+fmHj9ypXuru77pcWbBTcLbRF69vTJQH8fDx8/YRgGg6GkpDhx4tjunduBI6/LXycmJqqpqR09chTYlHn1quJt1Qc0GqehIcszPT1NRUWFwWAiIsKPHTsG5HMD9Pf3Ozs5olCo5UQQHA4bGx+/c7dIVOTInj07YH84WPcPDNbU1m8R3MSBt+rj5uZWU1WVunHj6dOn2dlZhkZGjAyMwMgvX77k5uV++fIZOY/csWOHtLTMTryTNxQKfVVWycfLvXcP7n9379ptamIWEBigp6t34MABBnq6q1clSx8+/fq1dfOmDcLCwgwMDM+fPzt+/AQjA/3WLYLlFW9JOvv/CgwGw8rKwsm5FoVCzc/Ns7LgSpYBJQ39Y2+Em4vzh9UjFvJ9ZGRiYpIktUmQIEHibw4Wi2VmZqWipm5saBwfH6fBb+8LCglFx8VelrzAwMiYmJy8b/++Jedeu34dDofr6+pxcnHevX+PEb8JvwAoFKqmoYFCo69eunT23LmQsLAlHwqXTeDkZGxgKHn+vKWVtZGpyZLD6OjocvNvih45mpGe7uTirKOnt+Sw9XjdpSQvPzg4GB0XSxDZQBMcJiamiYmJ0dHRf0veyNjY2OzsLBDeX476ujoyMjJ+AYHy17iO4stRUlK8b/9+KiqqxY3ZCQwPD1dWVFy6crmtpbWluXm5YVXv3g1/H+bl5e3v7VuyXTlAZ3vHzMwMPz9/U2PjggahxFRWVJCTU+zZt/fOrVsQCGTnzl1YLGRwsI+Qv4FCo+npaC9InCOI7Fu3biUnJ9lY2wAie2ZmprjkScWbKgwGu7Lc7OjomJ+bg0Khz549GxgclJb601uwr6/PxNAYgSBjYGDALJ+KAYfD5+aQj5+8eP68jNC48d27jy9flufevH3nblF7eycQ0aSlpb148aKDgyMdHR0wrLy8/Nq1q3fv3tm0cdOGjRvT0tPlFeTa8Z1xoFDo/Px86cOn7z/86MsqLCxsZ2sXGxf76tUr3KPR0Jw5dXxudm5+HpelLSEhUVJSAlwY24W30NDQkLK0/w8hJyO/IHHuyiUJaakrQkI/1row2I+CXigUeuqkiKz0VekbV6RuXGZmZvrtXf9JkCBB4rdJ0aajZxgfH+/u7iYcv3v7Ni8fHzUV1devTStMb21tXbN2DRUl5cePH5cbg7MsK684eOjQ+Pj42zdvlhtWh+fKlauVFRVDg0PLDXtw7z4WAuHl5W1twbU4XPaFtTRTUlGu5eD48hmXoUoMMzMzBoMZGfnX6Ozx8XEqKqri4uKApbYScB0fk1OCAwPTszJ9/P3y8/LSUlIWj0Gj0YZ6et+6vuXfKnRwdvL39bu1lDfNQH+/tobm1q1b4xMTldXUlBUUm37uvQnw9u1bXW3tI4ePvKooZ2Zh0dHQXLIV+fv373V1dHT09G7fv/f1a5Onm/vc7J/p+QSys7L8vH0SkhJDI8I/fvjo4+W1detWamrq4cHBudlZKBRX9cjNufb6tUubNm0AnFIiIsLLysp8ffyA4P3w95GCwvvVn2tgMNgKMUIyMrL3VVVjY2OMTEwDA/3Z2VnGRsYU+PpOQGQb6xsICPA7uThD/goYDNcdqbzi3Z17xdPTMwODQ03NLeTk5FNT05+/1OfevJ2VU1BT1zCN9+KBQqFwGG73AIVC5eblruVYW1xU4u8fEBYa5uHu3tra2tmFy7qGQqFsrLiLu6j4ceWbKkCHbd682c7WLik56enTp/jiUbrNmzdAILg/7dmzZ25+rqa2BgKBsLKyCgluIuns/ytgMFj/wMAA0Q9fXV2do6NjcUlxWER4cnLSPHIeJ7nhcAQCPjc/NzAwSApmkyBBgsQ/AigUysSI26Vsaca5fs3Pz9vb2j4sLY2MjkpJTwsKCASK3xaARqPdXd2eP3l6v7jIwMjIw9Xt1cuXi4dNjI8rysmzsbEW3rl97fo1Gyvr6o8/GrMT09jQoKGqpqyqkpSacuDAAekbN3p7cbnaC7hVUGhrbaOhqfm87FVXV5e5iSlyqShtcVGRq7OLh5dXSlrqg/v3oyIiiWOLjEyMZAjE+Ni/RmfPTM9gMBg5ObnnT54G+C2U2qkpKTGRkRnZWRs3bdq5c6dfYGDBzfyszMwFwyzMzIaGhmPi48jJyY+JiASFBEeEhd+985ON4tDQkI6W9q7duyxtrGEwmKKSopaOjrysXH39TzaQ796+NdY3OC8ubuvoQElJGRAYwMbOrqultSBc/fHDBwMdXWMT46vXrjExMUXFxPR0d3t5ei5YXeVm54SHhKbjXz8vL29YZMSXz1+SEhN27d49MjLS2dmGxUI3blh/5bIkBwfOzn1mZsbDw2N0dNTNzY2FhQUCgXz71lN4635bewcCsVIGEQKBeFT6sPlrs7CwMAaDDQ0NlZCQFBAQAP7a19dnqKfPw8fr6OyEDwz/RRPKH+oZDq+tbbh1+8Gz52Uz0zO44CUMhkDgHE7a2zvv3i3OyS2srKyanJwiBMJNTUyTEpNYWFgmJyc7OjrKK8oZGRmBhC04HH70yEGp65c2bBB4+aqirKwSMMbesGGDq4trdk5WSUkJUGMKnCkZGbmEuORt/A4AFArZvn0LNT4Z5i9fOYn/Bmg0uuOPrkP4OoH3Hh4eT58+S0/LCI8InyMqAO/s6JrDWaGT8rNJkCBB4h8BlIGREYNGd3bivA3cXVwfP3wUHhW5fccOQSGhjKzMwIDAvLw84glYLNbH06vq3dv45CQmJqYLly6aWZh7uLpVVlQQD5ubm9NU1+Di5vbx80MgEMqqqto62g52dtWffpLadbW1KoqKOnq6CoqKUCjU2s72yNEjCjJyxA4kEAjk3t27bi7ORibGSirKlJSUcYkJ/f391haWC06mpKjI083dN8D/4KFDAuvWxScmlpaUxOIbswNQU1EjEAjiVIXfXGdPTU9BsFjh7cJpmRn37t718/Eh/CklORlXOJievmnz5j+a1At7+frczM3LTE8HjqBRKEM9vcGBwdSMdEK136HDh339/QP9AwCVBuQl62hq7d2319beniBY1TU1dPX1VJWUAI85QGTr6eiKnRd38/Agww+DIxAR0VFs7OyqisqEBkIfqqoM9Q3MLS0ACz+caQYra1BYaGdHh4erGyGqnZ2VHRQQkJyWSsgp5+bmDggO6u7u6f72DYNBNzc1bBcWunpFgpGRAQKB9PT0WFlZ8vDyODg4AjlS9Q1N+YX3+vsHVhbZMBisr6+vuvrTufNiUCj0zt3bWAjk0qVLP84dH8nm4+dz9/SkoqZG/VWnd2IQCERbe2dzcxtxsgogwaFQaE9v36OnLwpu3ZuZwdXt4tvZlBsZGwsJCW7ZKnT6zKnMzKwNGzZwcuK8CAHX7c2bN8pIXZGVvjo6Ovbx42e8IMNtALk4uxYWFgC22YTnOnny5PD34Tp8HyIuTg6BdfykbIT/KzAYTEcHrsEQABcnJxQGhcNxnxQ7GzsdLd2fmUud35BIJKkMkgQJEiT+EUChEAYmXDy7tqbW3cX16dMnUXGxu3f/MD8QFBJKSknx9/bJ/SOqjUahPdzc3lRWJqWmEjo+Sly4YGZh4eLkXPbqR1R7YnxCUQ7nLhIcGkK4rUvLyiqpqNhaWX+urv4zkq2mrm9opKSsDBwhIyNzdXcTERWVlZLuxTuQ4CLZhYX2NrYmpmYaWprAETo6uozsrN6ebmMDQ0JUu/jBA08PDx9//8NHjgBH+Pj5QsPDSoqKoiOjfqS80tHCEYjxiUlC5O531tlYLHZmegZBRgaDwZhZWDJzsouLigP9/bFYbFpqanRkVEb2D59sAlu3bfPw8srLzc3JykIhkZbm5oRINvGwvfv3+fn7hwWHPLh/f2RkRFdbZ9fuXVY2NguSm9XU1bW0tRVk5Zqamj5++GCEi2Sft3d0WPA6A4KDWdlYdLS05mZnqz9+MtDTNzI2vi4lRTyGkZExMDio69s3b09PNBp9MzcvLCQkPTtrs+BPr5+Dg8PLx4tfgJ+SkvLa1ctnTh8HXnlNTY2Ts9O5c2Lqaj+auldVfbz/4OHU1NRyNZ0E0Gg0CwuLkbExIyNjW1vbgwf3jY2MgTPt6+vV19Hl4eV1dXdf7KyyGuBwXLrKMn+Cw6DQafyOBAQCyczMVFVVJScn9/HxTU5KiYuN4+XlFhQUBLK3MRjMLN5GBwqF8vBwXbggxsvLPTk5CaSAc3Fxubm5l5aWFhT86ZAPg8HExM4X3vrhjL5n1w4EAkGS2v8nQKGw78O46kbgfxkYGJmYGIDPnZ2os+7MzAwpaYQECRIk/lnQ0tJRUlG9ePbs0cOH4VGRBIcxgK3btqZnZQUFBObn5WGxWF9v7/dV7xOScXvXxMPOnRczMjZ2d8FFtefn5rQ0NHA+2f5+C57rhrSUipqanY1tbU0tzndYUVFXT09BSZF4DBQKc3ByPHzksKKc/PDQcNGDB65OzkYmJspqqsTDyMjI4hIT+/p6bSwtMRhMaXGxp7uHr7//0WO4wjYC/AIC4VFRpcXFcTGxGAymtqZmbm4OV7P/b/AbwWAw09M4HQmEb7m5ubPzclUUlb58/tLR0ZGankaIZBOzddtWbx9fHx/vrMxMNnb21Iz0BSIb4MChg36Bgc4ODv6+fhcuXDC1NCe4ZxCjpqFBRkauKCtHRkYmLinp6Oy0eAwCDo+IjrYwM5OTkR0fGzO3tLx244fRHjHMLCxBIcG2VlZqyipdXV0pRJFsYjg4OAODgxsbGk6e+uFj+PTp07T0VAN9w7179wLZUS9fVb55WwXYWq/8HuKbNcJNzcw2bto0NzcXGhYqKysHLDH7+/tNDIw4uThd3N2Ad/i/AdDhEoPB3MzP27pta1JSEjN+ZVxRUfH9+8iOHTuBdcL8/HxaWhoKNX/+vASQ0MLOxkosmteuXevm5u7s4jw3NycnJw8cPHb0WFFRUVtbm4CAACfX2g3rBeobmlaO7pP4bwCDQUdGx/oHBujocLtGjIyM7Oxrvn8fhUIhAvx/2uYMfx/pHxgiOcOQIEGCxD8FLBaXsUlFRY3FYtw83AmRbGIEhQSTU1P0dXQf3H8wMTGRlJrCzIy70S9AXFICQYYI8POfnZ3dvmOHl4/3ks8oJSONgMPtbWwGBgeNTExl5Zewa4MjEK5ubr4+PudOnyanoDCztFRSVlo8DB/VztZQUVOQlfv+/btfwJ+RbGJ4+XCm3XY2NpUV5Y0NjbS0tFNT04AD8m8ez0ah0dPTMwgEghBqXbt2rZy8/ONHj8TFxQWFhJabuGXbViEhoY/vP9yQklpSZAPs2btHYN26kZGR8xLiS4psgBMnT5KTkw8PD8vILjTAJkZLR6fmyxcGBoYlRTYAIyPjhUuXXpe9OiYisiCSTQwXFxcgsjEYdE5OTn7+TRdnV0BkT01PPyh+BIjsvywmw2Jx+lXygqSUDM5XJO9mHhsb2/Hjx4F8dCN9A24eHm8/P2L/7P8mUDQaDaTN9PT0uHu4TU9Pb1i/HhDTlJSUkpKS1NQ0/gF+Hp7uDQ0NGAxmwTmysLC4ublVvX+f8ke1Kz09/cEDB4uKHuBWrgiE8LYtZGRkpJD2/x4oFDo3N9fX+6NRLQMDAxMTMwQLgcKgPLy8hGG9vf2zuOpeUnI2CRIkSPxTwCIQZOTk5LS0tLx8fMsN2rJ168lTp548fiwjK7ukyAY4e+4cHR1dU2PjkrKYwInTpzAYDDU11dlzZ5cbA4XBTp85Mzs7C4fBrly9stwwMjIyVXW112VlQlu2HD76UySbGH4BgeMnTr568Wrnrl3U1NTTU1P/irwRDAo1PTWFQCCA7uhAlWh7e3v52zcwODw7M2vJWVgMNikxkZaWtvzt29dlr5/hrSoWMzMzExwQcPTY0bz8m8lJybVfcM4Vi2lra7OxsjI2NfUPCrQ0t2hvb19yWFNTU2J8wq17d+UVFbw9PafxbSAXU/bq1etXrx49fbp27ZrE+PiV6/ZqamouXrj4+PEjL29vfnxQcHj4e0HBvZqa+pWtRQig0SgeHh49fT1ycvKampqXL14Y6hvCYfDp6WknewduHh53L88FkWwYDLayi+IvgMXiHlZRUbGlpUVcQlxaRlrygsTk1BQUCvUP8O/5o2qYk5NTRUXV3y9g967dEZHhTs5Ojx8/XlA5yszE7OriWldXGxcXBxy5du3ax08fB/DtOTdtWs/FxUHS2f8nwOHw9s4uFAqX58PAwACUt8JgMF6eP3V2S0s7KZhNggQJEv8gsFgsgoyMhpau+9s3nM/EMq6sKUnJTExMr8pfV1d/ev7s2ZJjZmZm/H39xM6fv1dclJyYVFuztO4aHh4ODgw0tbBw9/IK8A/o7+tbctjbN2/9fHwjY2OUVFT0dXSHh5Y2+6usqHj08OHzsldbt26Jjowi+BEv4HZh4dDg4PPXr1hYmMfGxqZnpgkjf2udjcFMz8wQ8kZKS0rKX5cbGBry8vJq6+p0tLfn5eQunpWeljY8NKyhpcXDy2NoZPSw9OHL5y8WjEEikZHh4SxsbDJycpsFBdXV1VNSUhZL7fb2dmcHx7Pnzl2XuiF54YK8goKBjm5bK87vmZivX7/GRsfIKyhs2bLl8rVr3Ly8EeHhqEXGja/Lyu7fvWtgZCSwbp2ahsbk1FRSQgJxb08CWCw2OzvrzJnTtfV1Hh6eQJOXrq7umwV3O7u6V5kXgcXivLRPnxLh4OCYnJyMjolSV9egxzc5j4uJpaGldXV3W5yTnZOVPTU1DfsvRBylbkjdzMs/cfwEGxubvb19QX5Belq6vLwC0C6e0AqehoZGXFwiPCzi3Nlz5eWvjYwNCwoLiJ0T6ejonJyc2zvaIyIjgO5Nx46KFOCNGqFQ6J7dO/C2JwhS0PR/DL7ctn96ehqIHwCZeTAYjIeXBxgwNTXd199P0tkkSJAg8c8CgUCQU1BQ01DfvX0nJCh48YD01NTh4WF1LU0+fn4DI6OHJSUvXyzUXSgUKjI8nJWVVUpGevPmzSpqqsmJSQss3Qgi+8iRIydOnjh06JDYebGwkBBCvSOB91VVAb6+mtpaoqKimtpau/fsMTY0JG7iCPD2zZuC/HwdfT0BAQElFRUUCpUUn7D49d+9c6e6ulrPUJ+Hh0daVpaWlnZ8bPxfobNRKPT01BQ5OTkNDW1cTGx2VpapuRkzvtscLS2tsZlpRXm5t4cnYTwWi01OSBwcHDQ1NwMUJPsadjNzs6TExKSEP9/Z79+/B/r5s69Zo6yiAhwR3CKkqaXl4uJ8/949wrChoSFXJ+ez584pqSgTp+drqKp+/fqVMOzxo0eWZuaqaqrbd+CayEAhEEVFRTZ2dg01tYmJCcKwsldld2/dMjQx4cDba1BQUOgbGGAwmMXm7V+/flVQVJCTk+fm4X7+7PnatWuxWGxlxZv8wrtDQ8OAh8NqwGAwe/fsFNyMSwFPSU3ZvEnw4MGDEAjk2dOnIyMjLm6uC9JFUCiUj5dXwc2bdHR0/42QMBkZmZiYWFBQUER4xLWr19lY2S5fvqKmqgaYUcwjka/L33z+Uktw3T527JiTk7OVpXVzc7ONjXVsbGxrayvwULS0tM5OzoODA8HBQWg0+oLkhfr6uoSEBCsry8BA3xcvHtXX1yCRyL+sECXxn2V+HtnZ9aORAScHBwQCoaKiZmdnB450dn6bXcpCngQJEiRI/G3BYrFkZGSUVFSTk1NaOjqNTY3W+LJC4K8T4+O2Vta1NbVGJsaA7lqzZo2xqWl8bFxmegbhQaZnpoMDA9esWaOqrgZEwYS2bNHU1na0tXv48CFh2LeurkB/fxERkXN/tAAXPX78zLlzhvoGn4h8tevr6/39/HT09c+c/ZFVYmJmum//ASU5+d7eXuAIBoPJysgI8PM3MjHh4cGFe8jJyQ2MDIeHh0yNTYi3ym8X3npf9d7M3IKREdexkoWVlYKCor+vD4VE/f46G4PBzM3NIRCItNSUlKQkGzs74qQfKioqUwvzR48eBfkHAEcszMxramr0DAyII75s7OwmZmaFBYXZWdm4ZjQDA6pKyggyBMEjBmDT5k0mpqZB/gEP8FK7tqbG2dHp2vXrC6pcr0vdUFRWVpCRbWrC9UAqKSo20jeQlpXZJixMPExOXp6amkZXUwvw0MjKyPT19jYxN+fi4iKMQSAQWjo6Bw8dIj7flNQUSUnxrMysHTu338zL58PnQsVER2traTbU1xHayvwlKBSKk2Pt0SMHIBDImzdvGurrNdQ1gOPj4xPmlhaLCx8D/PwrXpc7ODvhUpwh/0lWE1qGw2Dd3b237xThXLff/Om6LSAgYG1lbW/vQEFJERQc5OrqAqRuU1BQONg7TM1MR0VFPX/x/Pbt25qamv7+AUmJyaXFRakpcelpCd++dZJqIv+XoNF/uvvx8PJAYVAuLk4K8h8XbWdXN97Rj5ScTYIECRL/JKAwGCUlFRI5j4VAfP39mxqbbKyscbuUk5NWFhZv3741MjEmIyMjjF+zdq2tvV1YaCjQwmZ2dkZLTQOLhSgo/ZSTvVlws4qaWoCv3+uyMsA3UElefs+ePWfFxIiHiR4/LiUjbWtt9fHDByBWGBYSamJmdvLUSeJhxqYm+w8eUJSVAxJIkhIS3V3d9A0MAJH940SgUB19/Z5v36wtf/hqB/kH5N/MMzU3o6P/4T9LTk6OsydGIAhtHn5vawUsFArt6+srLS5OSk0VXFQ4yMvLm5mTLScljcag+3v7e3u6E5KTqagoFwzbuWunj5+vi7PL5MRESVHRNuFtRiYmi5/syNGjPv5+tta4AGrRg6JzYuckL15YPExFTZWMjExPW1tWVi4yPNzR2VlWbmExLAUFRVRsjImhoY6m1pFjR5MTEuOSEoFI9nI0NDS4ubnm5OZiMdjNgpuzMrOAnGwIBDI6MtrX2/viSSkWi12/YRMWz0rvGhZLRUV1+rQoFRXVyMhIfEKcmak5NQ01Eomsr6s/feb0ApGNQqH8vH3Ky8tDw8OoqanRaBQc8ecX5v8TLBY7OzuHDy2v8JqhKBRucQm4bvf29b9992HbVkEhoc0ca3HWKFxcXCrKKjeu33j16lVEZDgDA+PJEyePHz/uYOegqKiQmZmFxWKPiRwVOyfGxcXd0Nhw//69mi+1o6PfpaQVeXj4SP1r/jdAoZD+gcGZmVkqKkpubh44HMbHxwf8+M7MzPb195Pa05AgQYLEPw8sTtXA4bjuLfT09Jk52WrKKtaWVtNTU02Njdl5ecT+rQBbtm5NSknWUFWbmJh8/uzZmjVrLKwsF8dZJC9eoKCk8PP2uSEtnRAXJyMnd+3GjQVjoFColLQ0Ao5wdXa+eOlyZka6voEhsD+/AHtHR0oKSnVV1RMnTyUlJIRHRYqewBk/EMPIyJiRk60kr2BpZs6+hr20pDQ9K5OREZedC/DDY4SoCg7XARvym/J9+PsFCYmBgYGMrMwDS72nAD3dPSdFRdeu5bhfXESLtxVbksqKigviEuISEgnJScQLrwXU19U1NjYxMNCLiIqukHjg4ujk5eEREx+npoGLEy+HvIzM0ydPSx8/2r5jx3JjMBhMUnKSp4cnUGTJy8dzMy9///79hAGzs7Nenp4ZqWlQOPzwseNbhXdC8bOWfDRAhYuKHD5y+AAUCvXz92NlYVFTU8disUODg1TU1IvdRXy8vF88fx4cFiooKNjW1iZ+7hw5BdUNGUXEf8K7A4GAs7GywuCwFWU2rnr1+8jIzMwPMwosFotGo2lpadev49uxfSsPDzchrxeLxZaVlT179nRwaEhIUCgg0L+jo8PS0srG2obwVens6jQ3N8u/WSCwbp2yijYlJSVJav8PwGKxlJQUN65d4uHh+vTp08FDB+TlFBISEoDlU1ZW/jwpnk2CBAkS/zQQCET1x6rHpUW6+nrOLi4QCKS7u/v8mbNQCKT0yeO1+CzBJan58uWk6PGz585lZC9tXAGQmZ6upa5hZWvj7Oq6wjA/b5+Q4GBLa2tTc7MVhqkqKd/MzS28e+fsuXPLjZmenrlw/nxPT8/j58+IEw1wkc3R0ePHRKBQ6LOXLwBR8TvHs7F4aTY5ORkXE7tNWHhJj2c0Ch0YELBr167x8fG42FgzC/MlH6qvry8kKEhZRaW3r7fgZr6MnOxyTyq0ZYvQli0rv7DHjx49ffJERU0tLyf3mKjoxo0blxyWm50zODh09ty54KDgsIhwoCHLAmpqvjg5O925cweDxkKhuCyXlJRUYpENeN5ZWlpWllfU1NS8ePJwoK93z4HDTIxMaDR6sQ5GozEbNwocOLAXCoWWPiwd6O+3MLcA1DwzC8uClcP8/HyAr195eXlIeNjmpczI//9BItHfunv+Wq5Dcakjfy4foVAEAjE9PV39ua6uvomXh3vHjq0C/HzU1FRA6vaxY8fa29u1tLXaWttvSF338f6zUShurcLDGx+X0NjYhLdab9m2bed/3ESFxJLMzMwNDX/n4eFav349AoHgF+ADPtOBgaG5eSQZ2e/8e0WCBIm/MVAsFkMKuPwaWFyFFTkMBgO81KanpwP9/Xl4eaipaUKCgr38fJZ0Rp6YmAj0D5CQlOzq6rqZm3tDGucvvJimxsbU5BQDY6PaLzWvXrw8Jiqy5LCK8vL379+rqqnl5+Xt27f3qMjSwzLSM742NcnIyUVHRglv386xzBogPjaGmoZm+44dwYFB3r4+xLFXIKiHwf4ZyvzN71soNIqDgwOFROpp6ySlpiwOMFuam/f29qZkpA8PD8tLy0AgWDMLnKwkZnBwUEtd/eDBQ3aODrU1tbbWuLyiFaT2yvT29JgZG1vZ2CgoKaWlpirIyGZkZ21c1HEmNycnNDg4LStzw4YN+jo6ulpaCUlJlET+HvPz8/EJ8QH+fu3tnXAEDALBMjIyxsbEnDh+YsFDTU1NOTs67d69W0VNNSgg8OP7twP9fbv27F+3YSMFBS5SS/jtwGAw9PS0J0SPkSEQ/f39ubm5drZ2MBgMg8HMzMwsjmTnZGWXvXoVFBb6XxLZQC7BL9cjwnBAMBhsa1t7e0cnB8cawc0bhbdtoaXFrbj4+flHRr5DIBAdHd3FcxkZGZUUFS0trSorX2OxuNyYn/4M6P5fSBX+5YnA3P/9xP/taaLRmMmJ7+3tzcBl2f2t+979e2gUuvJtVVdXz3KtQ/9xp/l/dhn8S07zn/L+/EtO87e42rEYLDMzCwfnT5FLEqt+V7EIBAIGg83Nz09OTDg7OFZXV2fmZNPR0SkpKNhYWvsF+C+YMT8/r62hwca+JjQ8rLGhQUleAYvFSsksbEJSV1enrqyio6enrKpSWlzs4e7uDHc5fHRhK5k3lZXenl5aOjrnxc9HR0Ya6huEhIeJ4puBEJOZnuHj6RkWGXHy1CkfL29FWbnc/JsseJNZYkKDQ+7dvZeVk01PT6+koGhjaRUQHEQI8wEZIzizkT/ig79z3sjw8LD4OTE0Gl30sNTHw7O/vz8uMYEQ1Uaj0SZGRiPfvyenpQFrkd7eXpnrNy5cumhhZUV4kL6+Pm0NzYOHDtrY2QHvY82XLw62duqaGhcuXfqFV9XV1fXq5Us5+R8tCTPS0iPDw5PTUon75mSmZ4SGhKRlZhByyo0NDPv7+qLjYpn+KOVsaGzYs2fP9NQ0ggyORmNoqGmioiMVFRY6t0+Mjzs5OMLhcHdPTypqqsaGBl8f39KSEhgUxsXDs237bi5uHlo6OoLaPi92eueObRgMxsnZafeu3VevXsXVDTx7xsHBQZzgjkKhwkND161fLyy8fd36dYTj//G8kf8gaDQaCoXS0dFt2yq4ZctmJiYGQUHB/v6+r03NC/Z9AJ4+e3rq5CkoDEK0Lv0BJQX5PBKJwYA+OzJyXGt3FHJpA84VgCNgCDh8bm6h2+NfAoVDKcjIZufmV0q8WXomhIKcHPlLp0lOQYZBYwAzbFAgyOAwKHR+HoW7zxHf8P7qJUBhuFc7OzsP9hkhUAglBcXc/NziT/kvIScnw2DQKBTml04TNj8P+tOEwaFkCLK5OdCnCYXhqnPm5+Z/4RtJQUGOQqHQaNCnCew/IP8ouv8fnCYEBqEkp5idm4P80mkiUUgM+le+1BDsr5zmr3+pgav9f/ylxl3tv/Kl/v89zV/8UpPPzc//6pd64WnC4FAsBnLw0JGLl3Bd5P5W97V/THuE1uYHdwtPnDhBQ0PT0NCQnZvLvgbnJTU1NaWqpMzNzR0QEkSIak9MTGioqvHy8vgHBQFHamtqVBSVLKyspIn6/TU1NqoqKWvr6hJc3R49fBgcEGhjZydyXJQwrPx1mZeHl4GhoZj4DxOSyPCI2OjoyJjoY0RR7Yy0dD8fn6DQkNNnzgBH/P38HpaUpmdmEGe2BAUE3L93P/dmHhveCwuJRCrK4ZpkBwQHA0pyenr6yKHDkxMTb969Awzufud4Nq7kEw6fn5/HotF+gQHGBoa6WlrJqWlwBC4+amluPjQ4FJ+USAj4c3BwZOZkK8rJw2AwIKo9NDiopaZ+8NBBKxsbwmJlm7Cwg7PT16Y/vfmAJuTT09O8vLy1dbXIeeSePUt0FgXg4eEhiGwIBKKgpEhJRRkfF2fn4AB4Bld/+vTq1cuMrKxNeE89gMCQYE9394L8Ag0tTeDIpk2blZSUYqJj0Gg0ORm5h4e7gvwPbxMUCgUYZUxNTTk6OJDBEc7ublTUuFj4ZkHBiKjIWwUFAQEBnR1t/X29LKxsXNy86zduoqVn3L1TWHgbTu7fuXMHAoFcvnwZAoE0f/0aFhLi7etLfBaB/gHPnj4NCgkhFtlAGtbf9icIiItPTk6WvX7zpaaOj5cHhUTOzyMnJyeXHD88PAx8XkePHCWE/KEw6OTEZF93z7qNG8B6X2Cx2KaGRoF168gpyUHdIGFw2NfGJnZ2djoGelAT4XB4T3c3GoXi4uXBgrmzQmHQifGJvu7ejYKbMFgMdPVxISgEhUS1fG3esGkj2I0IGAx3mmvY19Ax0gPtPHGvGLiecK9g2dcAh8M7OzrI4Ii13JwYMHIQBoN9/z4yOvydf73An8p+taeJbPnasmHjBjgZTmaBeFIotKG+gZeXl5KGCtyniYB3tLZTUFCs4VgDSifBYLDh4eGx7yPrNm5AY9Cr/zShUOjM7ExnW8fGzZt+wenla0MTNy8PNS01qGsPDoe3tLTQ09KxsrOB2qaHw+F9fX1zM7M8fLyglBDuNGdmuto7NmzaCP2jkGOVYCHYpvrG9evXIZbvHLwkMDis5WszEyMzEwsTqFeLO83e3rmZWV4BfrCf5sQk7ku9afMmNMgvNRqFbvnaLLBOgJyCAtSrhcFhzY1f2dhY6ZkYwV4G37q6YBDoWi5OcM8Ig42Pjff39a3fuB5sQBuFRrU0ft24eTOuIojwShDwmi811dWfSfL6l8FiIXAEGRk5+euysvXr16dnZQIiG2h5EZ+YoK6iSohqz83NaWtocHBw+Pj/GeTeum1bWlamioIirqgR36AaiGTr6usRRDYEAjlz9iwajfby8EAgEEBU+01lpY+Xt7auDkFk4zax9XSxWIwRUVQbF8n28gqNiDh1GtdLG8DSygqNRivgotr5LKw4eRYaHFL0oCgzOwsQ2YDjcHxSEv71/4hqo9FoDAZD3IXjd45nj4yMXL5wcWxs7O6D+7z47s3Ghkbfh4eDQkM83T2GBgeSUtPIyRdWNAJR7cvXrl6/cd1Iz2D/wQOESDYxWCzOzITw3xqaGl1dnVuEtoSFh5mYmAYF/liErZLZ2VkyMjJAl8zN4ew1lnSUm52ZIaSOFN4qfP7sWU9vb0F+gaubq5OjE2HY40ePP338KK8g7+/nD4VC3T08qGl+dMQk8OXLF2sLy+rqalyDUHxzkD179yUmJ7KxsbW0tHh5e3l6eK5duxaFQhkZGJa9elV45/aGDRt+uIv4+Ja/fh0YHLxZcGG6SNH9B1qamqxs7NelFf5u8WxiABmXn5/18X2Vq6uLk5Pz4jFXrl65fet2cHCwsbEx8fHgwCAhIaFz58VAKQ8oFFpwM39wcFBTS4v4R3w1Ez99/HS7sNDUwpzQlGeVE0dHR/28fdQ0NdavX7/6ibg1+jwyKCDg0JEjx0SOgT3N3KzsialJVTU1UD1loFDoh/fv7925a2ljvbj/0cr048ongg1NjDlX9ORZDAqF8vX2Pnny1MHDh8CeZnJSEjkZuYycLNjTfPH8RUX5axNTUwpKSlATv3V/iwwLNzAyAnuas7OzPl7el69c3rFzJ1i5HBcTw8zCcu36dbDvz5PHj99XVZmam4Myx4RCoS0tLYlx8ZY21sQl/Kthenrax8tLWkZmy9atYE8zPDRs3ToBcUkJ6FJ5oiu82nt37nR0durq6sLArCqhuLVWfUZ6uqm5+QotppdkfGzc18dbTV193foNoM4Si8UGBQRs37Hz9JnTYD/NWwUFvT292nq6YK/2jx8+3Ll128rGmuqPrsyrnDg8NBTg56+tpwu4064eNBrt7+t3+PDhY6K4WjRQT5qemorBQhQUFRacZnJykrq6xv4Dh65cxSm8v+197W8LDAb/1tVRdO8WPR1tUWnJ4qRnIKrNx89nZW1tZGDIzc1FiGQTU/OlRlVJydbefuu2rWoqqto6OsQim8Djh4+CAgIdnJ1gcJinq5s+USSbmMjw8LiY2NCI8P7+fk83j6DQYEIkm5gAP/+HpaXJqakF+fm3b93Kwbmj/BDZBICoNicnl5WtjZW5xaNHj9jZ2Z+/esnExPSbx7MRCAQNLe3Q0NDkxI+AZVBIsIWp2SXJCxs2bohNSFgssoGodm7+TQ019cz09Bs3pCxtrJf8rhIfnJiYaGpsrKmtmZufCwuNOHP2NNiXSkl0x13B5ZogsiOjIltaWhwdnSgpqVSUlc+c+eG1DrB9u3BBQf61y1eOnzxp7+CwWGRDIBBhYeGIKFyWUs3nz7t27YJAIJrammxsbFgsJjomSuqG1Nq1ayEQSHZm1oP79wm9QoBI9qsXL4PDQhaL7CePn3i4u+P2B/72P0MwGAwOR+zevf/Tx6q4uLgTJ04eO3aMeEBqWmpRUfGaNexXr14l/qzv3b2HRqPOip0D25iwtqbm3du31na2wHbK6hkZGcnLyZGTl2dgYAA1cWZmJsDP/8jRI8ACCRS3b9+moaE5JnIM7Gl+/PDh85fPNnZ2YIPZLc3NMVFRNnb21GDux8BtNTkp6cSpk0sm/6zMzdxcFhaWxcl8f8mj0odNDY0ubq5gT7Onu7vo/n1dA33iWovVMDs7mxiXIC4u8QunGRYcwi/Av2v3brATnz971t8/oKyiAvYyaGluLikqtrS2WsGaaUnGRkeDAwIUlJSB+xMo0lJSNwsKLehFsBqKi4qnp6bOS0jAYOA+zfdVVU+fPLV3dMB55YJhdHQsLTVNWkYa2MMEARaSmJCwb//+DctUz69AUkIiCoU+cfIE2E/zc/XnN2/e2Ds4gL3ah4aGsrOyVNTUqJcyIVgBFAoVEhR8+OgRgjvt6sm/eZOWjnaxHdtfUvXuXUNDo52D/eLTJPUs+/8GC8MFelFbtm5d8qtNQ0OTmJKsral56cLFI0eO+C5K1wbYJrwt52aehpr66OiohaWlvKLCksNOnz0Dg8NdnZ3RaLSltdW5n+20Cejq65MhyPR0dCkpKHAWfkSpJsQAfoJXL11iY2fPys1ZLLKBqHZiSoqBju4lyQvCwsJr1qwh3ov7nXU2GRkZKytrU2PjEFHbek5OTnY2tl27dq8gZ+Fw+M6dO969Q/Ly863mJ6mrq7OtrXXjxg2pyWmr/F2or69vamoEu0eJr8bAvHn7lpaGxsvTC1DnkpILXbopKCg2btjQ1oJ7STT4mr8loaGhXbN2zezMxlOnTmnqaANljikpKWxs7OfwdjaNDQ0J8fFzc3NQKBRXDYnG+Hh7l5e9xrmLLBLZzc3Nj0pLL168mJmZ+XdX2XgwGDQ/v8D+A0feVLyWlpGytLA6deoUExNTb29vQUF+eHg4Fouxs7MDdkIASopL3lRUWNnYgP3ZbWxoSE5K0tLWBqsehoaGQgKDTp89s207OPUwOTmJ73WKFRMXBzURt5a4c7ehvt7c0uIXRHZWRoaBkdGS3jgr0NbaZmluoayisiAN6S+ZmZmJiojk5uZZ7pd0BfJy89ra2oiLMVbJ08dPQoKD/YMCQQWkAZEdGhJyQ1oKrHqYmpqKCAsTEhJcrpR+OZBIZGhQcHd3t76RIaiJEAjk5YsXJcXF5paWYJcE7e3tMVHR8oqKiz1xV2ZwYNDMxPjI0aMHDy1rw7qst2lC4tzcnI7Cnyl5q+TZ06evXr40t7QA+6V+X1Xl6e5uZmHBysYGauLIyEhwULCIiMiOnTtBTUQikcmJSVTUVJevXAE1EbcvERv7+lVZYMiPFNLVU1NTk5qcrKuvRwdmMw3IugwJCj5/XnzLXxlwLWBqasrB1o6amvrCxYugJuIyHm/faWxotLD60UNk9Xz8+DEvN9fAyGhJXzJSAPs/ABSXxIPBYJZ7M6FQKDcX98z0zJ69e1e49cBgsK1btzY3NxO3j1kMAwMDNzf3zOyMgIDACg/Fw8vDxsrKwsrCw8O9wqPhhrCy7tu/b4VoFxQK3SQoODQ0tH79+g8fPhDr7N+5HyQ5OTkLK8vs7CyQaItbl5iYfvnyJTUjnZaWNiYqasnPe2BgQEFODoFA5N8q7GjvyMW3I1oM8dzGxsap6Wk9XYPV3z7Hxsa6vn3rBv9P17dv+/bts7OzJw6B//TIo6MmhkYtzS35twonJiaTEhKXHNbV2amqrLyWfU1KRjocgQD8NOrr68rLy7U0tYAxLKysmtrahOB9UGDAyxfPA4IDF4vsp4+fODs46ujpysrLodGof04zWHJx8Yv79u/v7ekzMzOTkBCXvCAhdv6cn58/Co1yd3MzMPihTuZmZzPS0t++eWNkakLPAOJ+g0ajnz55khAXr6quvgmkK0tdXV2Af8AxEZGTp/7MGFsNzc3NJoZGMDjcxn6J2MwKzMzMJCUkfvr0ydB46fvNcqBQqNKSkpzsbE0dHT6QIvLpk6eG+voysjKXruDqAVZPT09PgJ8fKyuL3DJRjeWYnJyMjYlpa23VNzRcfZNUoAQ+Jjo6PCzM09sLrHp4X1UVHBR88dKlvfv2gZrY2dHp5+PLx89/XUoK1MShwSFzE9POzk4nV5fFZkErMD8/f6ugsKSkxMDIiA2MiMRiseWvy6PCI6RkpHfuAiciP374oKetvWfvXh09PVATR75/Dw0OnpmZ1tLRBpUnMD83l52V/fzpMyMTY1BxZRQKlZOd7enuoaWjc/TnfbC/pLGh0d/X98CB/UtuZK/A8NBwUEAABo3W0NAAdZqTk5Purq5lL166e3myLnJOWAE0Gv340aP01DQNLU2w4fPa2lp/X79joqInfm6595c0NjaaGhlTUFI6uiyRy7cC01PTCXHxdbW1RuB/u0qKi7MzM7V1dIijKiT+48BgsO5v34Au1wuYnZ1VV1ElIydPTktta2tbTnfV1dZKXb+xd+/ezOzs0pKS58+eLTns6ZMnJkZGMnKyHl5ecbGxdXV1Sw7LTE+3sbYJDAlR19CwtbZuqK9fcliQf0Budk5aZsY2YeEg/wAgz3YBSCRSQ0W1tbU1Ky+XgZFxZGSE+Ev6O+dnQyAQLw/P4KAgvwB/FVVVI32D4eGhxJQUIPszPjZ2ZmZGR0+PnKh+pbenV01Fec/evc4uLmTk5NPT08GBQRs2bJCSliKOPb97+675a5PsH+WMrm6uiYkJjx892bTInu+/BxYCaair5+TiJF5gjXz/bmFqBoXBAoKDGBkZkUhkRHg4Az29sooK8c5mR0eHtoaGoKBQUGgIYeE4PT1tZW2pIK9I6JPU0d6urKjU2dnJysp64MCBtrY2Lx/vxR1znjx67OLsbGBoKCUj3dHRcf7s2b+n38iSwGAwFBLZ1NTw8eO7r18bZ2dmubg5JSQkVZRVDuF72re1tTXW11dUVHJzcykpq1BQrlaW9fX1fW1qel32GgLBqqipAXk4q2F0dLSluflN5Zvub99k5GSFt29f5cSJiYkvnz+/flX2+nWZlLSMrLzc6u/HLS0tDXV15a/LN23eLKeoQLbqffDub99aW1tfvXqFgCPUNTVWr1e6v32rr28oun9/YGBA38gQeLdXw8z0THPz148fP9XWfBETOw/qRv7169f62rq3b94IbRGSlcdVPK9yYkN9fW1t7a2CAk5OLmNTEy7ulYIfxAwNDbU0t5SXvx79PqKkqrL6RPnpqamvX5s/fHjf1NgoLiFBXBe/MnNzc5+rq6uqqkpLSk6fOaOjq7v6DOmO9o6vzV9fv3rFzMyspqGxer0yMDDQ0txcUV4+MTGpoqrKx7/anNqhoaHamponjx43NjYoq6iIS0quciIKhWr++rXmy5f3Ve8PHDx46crl1V/tHR0d9XX1lZUVa9esVVJWXjKzbklampubGpvyb+bBEQgrK6sNq/7BHxsba25ufvf2bWdH5w2pG6vP4Zmfn29pbq7+VF1d/enosWMSq35/sBDIpw8f6mrrbhUWbhPeZm1ru/qyh56enpbmZuC3S01DgzhvcGVGR0ebm5vfVlb29PTIyMptE962yonj4+NfPn8uf/26/HX5DWkpYquAv6SlpaWutvZt5ZsNmzbKycuvPmDf3d3d/PVr2ctXlFSUqurqKyTKp6Qkq6qqkfKzfxkYDNbT3VV0txAOR0hISri4uRLveY6Pj2uoqvHw8AB1hHNzc8EBgTx8vPIKPwVQAHc/VXV1HT2cFW9/f39wYNA5MbETJ3/yMn5U+tDNxcXY1AQITDQ2NibGx8srKu74WbpkpKUF+vkHhgSfPI1L9L1deCsjPd3Dy5PY+Q2XnO3r9+DBg+y8XOAOfjMvr6mx0cTUlIYocjExMaGppk5HTx8SFkpDQzM1NXXk0KH5ufnXlRXADvZvrrNjoqKtraxs7e0mJya+NjXFJyURKsnQaLSPp1dLa2tsfBzwzRwYGFCSk9+zd6+TqwshyjU5OWlmbLJu3TobO1ucmTM+0dbU2EReQV5ZVRVYx8jJy37r6nr8+OmC29Lk5OTr16+RSOTBgwdBBRJWAxYCiYuOeV1WFhkdBezojY2NmRgZwWFw/6BAQn7C3Nych5s7Go1ydHICKlG6Ojt1tbX5+QWCw0KJf5LCw8OgMKiB/o8IbmNDg7qq6jkxsZLiks7OTmFh4aCQ4AWXIC6D8+lTFydnHX09GVnZv7mv38q+NFgsNi8v4/27t4GBAWZm5kgkMjcn5/WrVxAIdN/+/cdERDZuWlVEB4lEvnzx4v69e2Ojozt37Tp46PD+Az+1DVqBmi812ZmZPT09AgICh48ePSZybJXR1q6urtjo6NbmlsnJybNiYhKSEgLrVpWAMT4+fqugsKK8HA6H4U5TVHSVQnB+fv7p48clRSUTkxM7du4UERXZic/y/0vQaHRFeUVebk5nRyc9Pb3kxQtiYmL0q0s97+rszMjI+NrQuJZj7f6Dh0RPHGdaXancxMREVkbmh/fvycnJ9x3Yf/z4cd7VFVfNzs4W3Mx//uxZd3e3oKDg5atXRESXzuFbAAaDeV9VlX/z5kD/wObNm48cO3r4yJFV7i20t7enp6a1trRwcnEexJ/mKutf+/v7k5OS6mpqh4YGRUVFJS5e3LZtVUJndnb2/r37z58+nUcid+3eLSoqsmXr1tVMRKPRbyorC/MLhoaGduzYse/A/iNHj65S7375/Dk1OaWjowMCwV64ePHc+fNrVpdnMjw8nJ6aWldTS0tPt//AgeMnTqxyETszM3Pn9u0Xz55jsZi9+w8cOXpEaNEP2pIgkcjSktKi+/c7Ozs5ODhuSEsdP3GCOECzAg319ZnpGd++fePj5z90+LCIqMgq9W5fb292VvaXz59ZWFn3H9gvKiq6yjyc8fHx1OSUT58+dnd3792798rVK3v2rmoLBYlEPn/27MG9++Pj47v27D546NC+1e29YLHYL1++5GbnfOvqEhQSBH5JKFb3/nR0dMRERnV0dExOTpyXkBAXF1/lhtjk5GReTk5lZSU5Gfn+A/uPioisW92P3vz8/ONHj0qKcUn5O3ftPnL0yF8ue0g6+z+is+/durl3/z5+Xr6Ojo6o2BggKDM1NaWuorKGfU1QaAghGjg1OWlrbUNLR+fl4w0cqautVVZUUtdQ19HVI7jIDAwM6GhoXrl+TVHph6PxsydPcIJET09WXo7w7J+rqz3d3NW1NAn9HTPTM3y9vUPDw4nDNLcKCqIio5xdXQibVIH+/kUPitIzMziJqmJSk1NuFxYmJCcDDiRIJFJZXoGSiiosMgLYNlzs6/eb6+zcnBwzE1MEHH7y1KnouNgFuRZoFArnQIKz0E4dHR1VUVTas3ePs6vrggVxb2+v9PXrZ8+dc3Byqq2pNTEyEjsvZmpuDgTDBgYGTpw8fvTo0diYOOJZDQ0NRsZGOMdyCHRsfDQ4KPjAAVycGIPBtLa04HvdCTQ3N5OTkS15y8dgMA319RwcnEzMTJ+rq7m5uZkXRQpRKJS5iWlPd3dSWioajTY3NoHCYIHBwQyMP6mW4eFhLXV1Pn5+T2/voaEhTTU1QUGhkPAw4jFv3rxJTUv19fEFVpn1dfWqysoGhgbikpJiZ86Oj4/HxsctNnV/8viJi6OTkanxjT92tP+JOhuAjIzs1q288rKXiYkJvDy8MZFRfAICUtLS27ZtWyHHfQGfPn0KCgggJyO/dPmS6PHjq5SPQG5AWEhIX1+vqOjxq9evMTAyrjIGOTQ0FBMV9fzZ8/0H9iurqPDy8a3yLo7BYG4VFuZkZa9bt05GTnbT5s2rD16+LiuLjYmloaG+dPnykSNH6ehXm43dUN/g6eY2MTl58uRJOUUFRgYGxOqCT6Mjo9GRUR8+vN+3f5+8oiIbG9sqVQ4GjcnKzLxVWLhZUFBGVmbDxo2rr7N89vSpt4cnByfn5atXTp8+s/rT/NrUFBIYPDU9dfrsmQsXLtDR068ycD40OBQTHf25uvrwkSM3pG6wsbOv8jSnp6aSEhNvFRYKb9+upKwsKCS0+tMsLSlJTU5mY2O/duP67j17Vp9hUltbGxoUjEIhxcUlzoido6enX6XC/tbV5e3h2d7efvDwIQ0tLWZm5lWuJ2dnZ5MTEx8/erx9x3ZZOTmcN+KqY7SlJSXxsbE8PLxSMtLC27ev/jTfvXnr7eVFTk52Tkzs2o0bNDQ0q1wvdX/7FhEe3tHefvz4icvXrjIzM6/ySz05OZmanPz0ydM9e/bIyMtxcnIulyW4ACwWm5qSkpWesW7DehlZ2b379oE5zTfh4eFUFJQXr1w+JiKyemujjvaOkKAg/H3wJO63i4Fhle/P8PBwaFBQZUXlnr171LW0uLm4VvlpYjCYwvyCzMyMzZs3y8jKbtq0afV1lpUVFRFhuObKV65ePXT40CqTztPSUtXV1Xfv2U/yG/n/0dl3C/MOHzkcHBrqYGvX19eXlJpMQUGpoqDAy8cfHBa6YMrIyIi6igq/wLqgkOCmxiZFOTk1dXVtfCSbmJovX1QUlYxNTRSVlR89xEWyjUxMCIKEwP2793y8ve0c7MUlJDLT0wP8/AKCg0/hI9nERIZHJCbER0ZHHzp82MvD42Fpae7N/DVrF65vPd3dXzx7npmbQ0dHp6KoRIhkA3+dmpo6eugwCoV6+brs9/cbwWUYs7BSUlLy8fP7Bvgt/qmCIxBBoSEWZmZqyipIJHLvvr0OTk6Ld53wvto5GiqqdjY2rc0tZ8XOmZiZEW6cbW1tra2tBvoGC2ZFRUcxMzOnJKfAYDBtHa2YmJjdu/cAD97R3p4QF8/GzjY6Oua0fBZaS0urq7MLAx5rG5vFAxAIRGBIsJmxsa6WNhs7K4KMzMffb4HIxr8JLFGxsSYGho729p0dnYKCQn5BgcQDxsfHExMTjf4oX0tNSUmKT9DU0lJQUurr64VCobS0tDyLEteeP3vm4eqqb2Sw+Jr+J4LFA4dDM9LSBfj4bR3s9+zdC+oR4uPiHtx/oKGpIY4zLgBR+VBaUpoQFyciKurk6gLKua+2ttbawpKXlzc6NmZxS9EVmJ6edrCzHxsdtXd0WGUcmkB0VNTjh480tDTPg6ywLCwoCA4MkpKSUlBWAlUPWltb6+3huW7dutDwMOK4wl8yMDDg7+M7MjLi6u4GyoYChUK5OTu/fv3a0soarLdMwc2bWZlZkhcvyMrJrVIeAXx4/97X22f7ju3hkRFrVp1lBNgamhgZw+HwoNDQBXujK4NCIgP9Az5++qinr7/KOD2BvNzc9NQ0ZWXli1cur3IxAPD48WM/L+9DR47YOzlxcoEwKGxra/P38UUgEL7+fqDShWdnZ709vZq/frW2td23f7WbSwBhISG3CgpV1FSlZWVBfZrPnz2LCA07JipibWPDCOZq7+zotLOx4ebhDgwO4l++hGsxY2NjLo5Ora2tDs5OYD/NxPiEu3fuaOvqnBcXB5X8/ejRo8jQsPMS4m6eHqCqn9++eevj5cnBwRkZG7MRzKc5MjLi4eY+OjLi4uYG6moHLFkrXr9W19I4JwYuOX6gf4CKguIXLORJLACFQjMyMvoHBVqZW+hq6UAhEF5+fr+AgIXjIBAmJqaE5GQDHV11FdXOjg51DQ0tXZ3Fw7YJC6dnZepoarW1tVdVvdM3WFqQSF68gEQhQwKDPr7/cP/evaDQ0BMnl0g41NHXg0Kh9rZ2mzZv7v7WlZGdvVhkQyAQOwcHGBSmrqJKQ0PNyMgYEBy0cpTqN9fZfPx8TMxMeA219ABycnJ7B4cTIqIsrCwJyUnLhVV4eHg8fbxPHT8hdv68ucVPPgxYLObG9RvHjv2UPYlGo3m4eSTEJYCf5vXr1ldVVaHRaDIyMhgMdurMmaKi4oiwsJDwsOVuGDAYTFxCPCU5+e6dO3cfPGBlX7oaCYFAePn6ih499rl6/l5x0XLyZc2aNc7ubudOnlrLwRkZE01OtJbAYDARkRFHjx0Ftphra2tdnVz27turpqGO/zsUqJJc0DDiyePHDra2JuYW0njHeAL4X6J/5I8RcIFQklNs37HDy9sblLvc/Py8t4dnX19fZFTk6jN3AXKzczLT01093MHarr1//97YwFBPXx9UHjbgA2BuaiYoJOQX4A/K23huds7P17etrS02IR5UHhQKhUqMj7+Zl+cb4H/48OHVT8TFzl+9CgkOVlRSvngZXPvVrs5OO1vbvXv3efvhxNnqJ46Pj5viZWt6ZhYoIYhPVIt68viJj58vqGUPBAIpe1Xm4eZmbmV5ZikD1xVobm421NM/fea0iZkZqJrXifFxVxdXNAqZlJIC6mpHIpEJcXGvy8qCQkJWmUxFICsjMykhwdjMFKyVRF1tnbOjw4WLFxWVlUFd7d+Hv9tYWXHzcMclJKx+Ywr4YXS0d6irq0tKSxEQAGeDc//evcjwCFd3t/0HDoCaWF9XZ2djIyUtTSj+WSU9PT3mpqbs7GvyCwvIwCx7ZmdnQ4ODm5qaomNjQC1i8Z9mxr27dx2cncCW9j598sTVyVlDS1NReQnz4xXo6emxNDPbt3+/t68PqNXd3Nyco7399NR0bEI8oafyKklMSIiNjkH+Q+r7//6gUCgGBgYbO9vzZ89RUlJFxEQvl1LPzMxsbm11/vSZU2dOLymyAYS2bDEwNlKSVzA1N5OR+zNdZAFXrl799OmTn6+vjZ3dkiIbF3uFwfQM9J8/e5aVnl5w+zb3MndzKBRqbGpSVPSgqbHx4dMnf7lr9Dv7jUAgEF5eXjY2tubm5t7e3iUHDA8N6WhqySsq7N69x0BPD7DdWExrS0twYJCLm9vU5KSvlxfxnw4ePJSWlr4gDxIOh1taWgLueA8fluYX5IuJnQdEPBaLzcnK+vjhvX9gYHJi0u1bt5Z78TYWllRUVHYODqbGxl+//tR+ksD09LSTg+O5c+dOnT5ta2k9OTGx5LDRkRFvDw95RUVOLk59Hd3+/n7Cn54/fz4wMCAthZPLg4ODdtY2evp609PT5iamgI6Hw2ALlinPnz7zwHm/G0nJLFw4zkxPz8zM/HPX/XPzKOEd28FaOIcEBQ8MDPgG+IMV2ffv3cvOygqLjAQrsuvr6w10dG3t7eUU5EG923Ozc5YWFjt27rC1twOlPvGnGTQ4MBASFgq22CAvN7cgvyA0PBysyK6rrQ0JDjEwMgIrsgcHB+1t7c6cPWtsagLqNNFolJW5BQ0tbVBYKFiRnZ6a9uzps/CoSLAi+31VlYebq4eXF1iRPTQ0pK+tIy4hYW5pCUpkY7FYTw9PSkoKbz8/sFd7Rnp61buqQPAiu7SkNCkx0cXdDazIbm9vc3FyUlJRUVJRAXW1z87O2tnYbNi40d7REZTIhkAg3h4ejY2N8YmJYEX2k8ePYyKjQiPCwYrsrq4ua0srFVU1sCJ7enra2sJSgF/APzAAlMjGbU9FRPR09wQGBYMV2Q/u3b979567lxdYkf32zRt3VzdbB3uwIntkZMTCzOz4iZMmZmagRDZ+o99jdmYWV7kEUmRnpKffLiiUU1RAIlH/oDTIvzMIBGJ6atrW2kbiguShw4c0VFRHRkaWHFlXV2dsYODk6oqFQGyWN2CtrKjMycoODQ8vf12ekZ6+3LCHJSVvyivsHR2z0jOys7KXGxbo5z87O+Pg7Oxob1/++vWSY1AolIaa2u7de+QVFDRV1QiOdv9SnU1BQcHHxz87O+tk79DZ2bngr/19/eq4IuL99o6OoRHhjPSMKopKU4tMW1pbWqwsLEWOHzc1N4tPSioqKg7w9cOuoiFwe0e7nr6erZ2tnp6+lpYWcIdobWkJDAgMDQ83MjF2cHIMCw55WFq6YCIajTY2NOzs6oqKjjYyMdbU0lJRUGxubl4wbGJiwt7WDgqFOLo4B4eFsrKxaqqrL5ba379/19XW5uDg9PL1iY6LHRkZ8ff1A/40MDCQlZ1pbGRMQUGBRqHDgkOuXL1qYW0VHhnZ1dVpb2sLhUIRP3fzefL4iaODg56BgYKS4oLOvf39/S5OzigU6p+osoHXjEKjMGg0qIk3c/Pq6+s8fbxBpXwAAemEuDhff39+AXBGeN3fvpkYGBqbmkpISoCaCMiOdQLrzCwsQDe5SEysrq728vUBe5oV5RXRkZFe3t5bV1eTR2BwYNDV2UVFVWVxYcDKIJFIP2+fHTt3KoG8kaPR6EC/gKmpSU9vL1qQnTWePHp8+9at4LDQ1RvLALS3tbs5u9g6OOzdBy5PaXRkRE9b5/SZM4bGRqAmAvU9Y6OjLm5uoHIh8L1mH927fcfZzXWVNYsEGuob/Ly9La2twBrhTU9Ne3l4iUtIgFXnaDQ6JDCIhYXFwgrcIgQCgSTEx1eUV8TGxbLiS51Wz5fPnwP9A7z8fMF6Tw0PDVmamcnKy4F1t8SgMbZW1vT0dF4gQ7xAn6Y3b986ujgzMoFrvVn96VNiQryDowPYHljd3d0uTs7qmhpi58FlbszNzfl4ee/cuVNT+4ft7CrBYrEx0dG9vb0BwUFgG82WFBfHREZFxcVu2SKERv/1HZ/EX4JAwEdGRlQUFTk4OQODg30D/AXWrTM3Mf3+/fuCkY2NjerKKpra2gZGhnEJCS1fWyxMTRcvdcrLcDuBmtpaWjraEVGRIUFBeTm5S3yURcUebu72Tk5WNta2jvZeHh55eUsM8/X2vn/vXmxCgpWNtaqGhquzy+dP1QvGTE5OKMjIsrCwBIYEO7o4nzh1Sk5Kuq+vb8Gwf4t/NoDQFiEyMjIoFKqrpd3a2ko4jq8IVN+/f5+VrS1wJDA0mJ6eXldLC02ktFqaW2ytbU6fPaOF/3pzcHJk5ebcu3s3JTll5edtaGjQ0tKkpKAoLLilpalFSDVhZmFJTE4CzNouXrrk5OoS4Of/+NEj4rnWFpbdXd0xcXGAVbOKmqq2rq68jGwzUVR7emra0d4eBoO6urkBPx9BoSGMTMy62trE/pSjIyNGBoZc3Dwe3rgw/Nq1a1Mz0mVkZYDrICwsVEJcQkBAAIvFFhcVbxMWVlHDmagIrBOIiY9vb2u3t7EhQ5D9HMl2xaVASS+MZPf19ZkY4nbbGRkZMf+adf/XpqaM9HRrW1uwPaJnZmZCg0M0tbUXm5GvDBqN9vP1PXz06IKMndVwq6BganLK2naJXP+VwXdEv+MfFADKhhmoeLOzsXFwctq7H1zQCwKBeLi5HTp8SOLCwjZMf0lKUvLk1JSuPjgbZtySoKKipKTE1d0dbJ+dkZGRuJgYMwuLX2j8HhQQcE3qhijIhFp86nAoCyuLOfiWHI8fPXr75q2Xrw/YDY2W5pawkBBnNzewNsMzMzPWVlZS0tK/0E4oPDSUlYV5ucZvK/Do4cPa2lorWxuw7Zaav37Nzsh0dnNlAblvMzU1FRwYpG9gsH3VXpwEQoNDdu3aLbv8rvdyJCUkdHV2+gf+VHKzGqo/fUpPS/fx9QW7PTU2Ourh6qauqQW29SYWi/Vy99i5cydgTgWK/LybE+PjBkagl5Rfqj8/efTI2cUZ7CKkp6cnNCjY2dWVh4dnZmYG7POSWAwUCp2dndVSU+fg5PQPxOVk09PT+wUGcHBymBmbjI+PE0bW1dUpycvr6Okpq6gAwxKSk9ra2m2trIkfsLKiwsfLW0dPF1i24XO1swL9/W/m5hEPKy0p8XB39/L1OSaCW+TLycvb2Nq4O7sWFhYSDwvw9y8tKcnIzgLawmvraGtoatpYW3/6+IkwBoVCaappMDEz+QcFAb+fNna2J06dVJCVI0S14XA4FApFIpFYDPbforO3bduGwWBYWFmuXL2io6nV3tYGiEINVdVDRw7ZEvWSJSMji4qNYWRkVFZQnJqaAow5rS0tT505raOrS9iv5OHhSc1IX7nAGXf7DA5cw75GV08Pg8E0NjZ2d3cDSzEmJiZiC+rjJ044ODv5eHoBUW28BYphV2dXYkoyLrP8D5RUlA0NDZUUFJu/4qLa4+O4SDYcDnf38KD9QxMgEIjo2BhGJmZVJeUJfFT7+/fveto6PNzcAUGBhHsqJycnsNN3994dDAZ76RIufNLV1cXCwiyN198ALCwsEdFRM7Nz9XV1cDickpLyxfMX+Ei2vozcwl/Jvt5eYwNDAQF+Jxfnf9XmWkRYuJSMtKCgINiJaSkpnBwcq3fDJfDqxYv6ujoTM1OwzURHRkbyb+YbmRqTg+nMAoSH42NilVVVubjAZcXgPUrT9+zZ8wvq6uWLF2NjY/qGoLsYdn/7VvTggZOzM9h0CCwW6+vlbWxqum7VFtcEYqKidu/dcwR8//bS4pKp6WlQbsEATY1NL54/N/vD9Wj1TE9PpyYnG5kY/0Jj8/TU1PPiEjt27vgF3ydGBnpNHVzTK1DU1tS+ffvWztERbBfD6emZxPgEEzPTFfq3LYevt8+FS7j2VWAn3szNY2RikrgA+ktd/elTfUPDL7w/g4ODBQUFNvZ2YBubY7HYxIRERWUlUKWWALk5uZsFBcFupuE27ksftrW1ubi7gV3gDQwM5OXlWlhZ/sKXOiIiXF5RkXvF3oFLEhcTu1VY+My5s2AnklgOBAJRWV4hKCQUGhFOuAYoKCiAxYwJ3vwN6OWkrqyib2CgrIoT2QAMjAxpmRktLX9GtYFItp6hgSRRLEZISCgxJdnPx4cQ1S4pLvZ0d/f29SHeSZNXVHRwcnJ1dMrL/THM19vn/t17mdk5xMmfN6Sl1NTVbSytqj/hpPbExIS8LC6SHRYZSbwTaGNnd1bsnKyUdF8vLqo9ODAwPz+PQCAIOW6/eR0kBALZuHEjBSXl16bmuPgENBqjq63j4eXp4+m1b/9+Kxubxdl+gcHBxgaGxgaGFtZWrk7Op8+e0dRauFHFLyCw8s/T6OhoU2NTX1+fvJwcBoNBodDHT4h6e/lSUS2xSysiIuLg7OTt6UVBTvHo0cPuru74pMTFtiEKykoYLFZZQTEqNjorMwsGh7q6uy3+eQ0ODTHU1zfU03f1cHeyd+Di5nb38lz8pO3t7ffv3/f08MI1akGhKCgoDh1ZmDvLxMTk7Ory6eNHOBz+sKQkMz0DH8leGEbt6+sz1Ndfs2ato7PT0NAQBgMu7+Kfy83c3J7u7kuXLv3CbfVWQWFkbAzYiT09PUEBQSqqamDVw9TUlLuL6+49u1fpi0xMVHjE7NzcLywJSktKih48iE9OAjuxvb3dzcXFwckZrLrCYDAO9g6ix49zcOICEqCIDI+gpqE+dfrULywJXr8qS05PAzvx69evCfHxZhYWYGXH8NCQs6PDOTExsIngECzE29OLlZUNbPIGBALJyc6prq5OMAEdUKyuro6Njg4JC/+FJYGTg8PV69fA7qJgsdjggABeXl6wjc2BPhSdHR2BoSFgJ354/74g/6aPnz/Yid+6uny8vKRlpFfok7Ik8/Pz9ja2goKCYBPBcV/qyMjhoSEJCdBa+XXZ67zc3MTkZLATh4aGfL28DE2MwcaVMWi0n7fvgQMHVtkTgAAWi01KTJyfnyfWYavk8aPHjx89TM/MBDuRxAqg0WhBQcHFnT5xdhROTu4uLrZW1hqamiaGRjp6ekr4SDYxNDQ08UmJ6iqqLk5OFy5e9PXx1dHTW5yAtE1YODUjQ0VJiZyMjI6RwdPN3dvPd/EvnrSsDBKF9HBzIycn/9bV9SOSvejGcV3qBhaLtbexdfFwjwwLZ2JiCggOWnxjsrK2xqAxasrKAcFBwYFBY2NjuK/zH/Ly99fZzCwsW7du/drU9OHDB21dnbn5uUuSF1XVVO0dHZccD0S1TYyMThwTcXFz016+ynWlJ2VmLioqRiKRGAwGBoNhMBgycrIlRTbA8RMnyMjIlOTktwoLZ+Xk0NItfV9RUlGGwaAXxSXOiYmFRkYsmW2Gj2rHWpqZH95/QF1Dw83TY/GYubm50LBQGRlZIMkSCoUul23JyMjIwcnZ1NCQGJ+go6e7OJLd39dnrG/Ax8/v5uFBRU2NApnc/M9lYGAgNDjEwcmJsJ+wejzc3A4fPbr61oAE0lNTp2empRYtdf6Smi81d+/cKausADsRZ+Wbmurs6gJW8s7Pz2dnZu3YuXMzyG7zuJ2W23eYmJiPHjsKduKjhw8729u98ClSoPja1JSclBgYEvILks7F0UlaVgZUf3KAmKhoGhoaYCsTFBXl5e+r3scngV7A9PT03CooiE9KBDtxemoqJyvr1OnTLCzgcgywWGxuTs6G9RsPHAStBW/m3Zybm/sFkVT19u2twsK8gnywC5ipySl3Vzc7B3t68F/q4MCgjRs3bd0Geh1bWlra1dl17fp1sBNbmpsfPnx478F9sBNHR0dvFRRqamuBjYIjkcjUlORjx46tvt8ngZSkJAYGBkKjkNVTWlr6uuzV3Qf3wZbX9/f1+fn4JqemgL0MIBCIn4/P2XPnwCp7EiuDwWDY165dsliCkpLCzdPDwsz82pUrTi4uxJFsYhgZGbPzcuVkZBPjE5JSUs6KLX05bdm6JT0rU1FWDolExsTHHfijxfUCFBQVaaipzU1Mubi48m/fWq7v6Q1pKQwWc1nygriEeGR09HLFHjZ2tnA47MzJU3KKCuzs7EgkkvCn3z9vhIaG5uDBg0NDQ++rqsbGxmq/fFFQUiAjJydOBlpATU0NHA6/ISWFQq9UYjwzPQOklwD/JgYGg1FTUzMwMDAxMcFgMHp6eipKqsnJyRVe54vnL86eFxPaIkRsBrKAsbGxuvp6KRkZegaG6amF9ZoE+vr6KCgprl67ysbOjpz/88MmcDP/Jisr64njuG6l7e3t4aFh8/PzSz4UHA5HoVBoNFpVTW1xeTgukq2nz8PH6+ruDnZH759ORXkFOQX5EfBasLGxcXBg8Px50KkUIyMjbyrfSF64gCADfdsouHnz6vVrv9CU9GZenqCgIFg7XrxBZE1TU9PitgJ/yezs7J3bt9XU1cHeHbFY7O3CQpHjohwgk6SBbx8TI9ORI6ATP96+eYPBYo8v4xK1At3d3Q319b/gPY/BYG7funVDCtcwBezc9LS0oyIiO8FHeV+/fj09PU3cYm2VDA4OPiopXcGTazmQSGTR/fsSkhK/kPjx8OHD7du3/0L+z8sXz+np6A4dOgR2YmNDw8BA/+VrV8FOnJ6eLi0qUVNX/wWPpuTEJMkLkqCsxAGKi4ro6OjA1pXia3bbPn+qllMEneY0NTVZWlJ65dpVsBctGoN5WFp69NgxtlX3fidQWlIqKCgItvwa17Ln7VsUEnUapPkPidWAxWKXu9RbmlsG+vvlFRTm5+aIa+QW8PpVGScnh8SFC+PjYys8UXNT06HDh0VPHF/hoYB42fqNG/kF+IGM4iVBo1Fv3ry5duP6Wg6OoaGh5YZ1dXX19fTKyssh4HBikf2v0NlQKHTP3j00NDSvX79Wkpdfs2atp7f37t27QvCx/cXjcW3VjYw4ObnCIiMoyMnDQkOX1KBvKivPnDz57OkzXIOS2NicrKwlnz0rM0vinFhXR2dvT4+RvkFBfv7iMTh3EQODd2/fenp7q6iqRkdGNjU2Lh428v27qZHxQF+fq4f7hcuXggIDBwcHFw/r6+3V0dScmZ0Jj4piZWUN9Pef/tlBpaam5sWLF4b6BsCyjJWVtauz08vdY3Z2iVKPZ0+f1dXWsq9de/LMws5J/X39xgaGvPx87p6ev3DL/0eDQiLz8/LcPMC1ZgB+ZdJTUxWUFPeB3+p99uQJHx+fgRHolOX6+vpv377ZOTiAVa6jo6MPS0odnZ1/IZc3IzVd38BglX2/iclMz9izZ4+YODg7AsC/ZXRk9BesVCbGxx+VlgaHhYKN2aOQyIzUNGNT01+I2d+/e/fgoYNgzSWA0h8MGuPo4gJWmX3r6qp6987F1ZUK5JIYjUbnZGZZWVv/wjotKSHx2vXrv7A18eTxY3p6eo1FOXt/ybdv3z5++Oji4Q524szMTG5Ojpevzyr7fhPAYDA38/KuXL0mIvJTF4XV8OTx47Wca1XU1cBOrK+r6+ho9/HzA+uhMTU1dbuw0NHJ6RciIwnxCeqamhs3bgJfgX1r+/bt8oqKYCfW19b1dPfY2P3wKlg94+PjJUVFnt7eYNdpSCQyOytbz1D/MPhVN4mVgcPhba2tg0tFEhsbGxXl5E6cPIGzzaEgj46IWFJ3PSotdXLAZQZGx8U2f23Oylg6safgZr6rs4uMnKyLm9u9O3cBnbYYX2+f7KzsjKxMPQMDPx/fsldli8dMTk4qyMpNTUz6BfifExMLCQzq71vi9Xd3fzPU0yenpPAPDNyzd+/k5CTx7/Pvr7MhEIiwsDAvH29Fefn+gwftnXCFj5IXL+7YsSMkKGiB8WFtTY2FmdnZc+dMzHDu0apqahTkFNGRkQu6tFS9e6enraOpoy2JL3lR19Rsa2vLzclZ8Lw5WdkhQUER0VH86wS4eXisrK1ys3MXG2Zbm1u0trRGx8UyMzMLbdmipKKcEB9fX1dHPGZsbMzMxBQOh/kHBVFTU4uKip44eSLIz7/vZ1/w/v5+fT09Xj4+b19fCAQiIyfLzcMdFhI6Nfkj4j45ORkdE62mqkZoCU5LS+vi7jaJ8wX3WVBVfe/OHTdnZ3Z2diwGx+KcbB4eHld3d7A/9L8BRQ+KaGlpfyHJtbWlpfZLzZVr18BOxGAw+Tfzr9+48Qt7oFnpGSdOngDriIJX9k85ODg2bQZ9W21qbOzp6fmFgrDR0dHHDx+qqKn+QngvNztb8tJFsCsfnJVBfr7A+nWABRAoPn78ODA4KC4Bri8moHUelpT+QqoABALJzsq6cPkSWD8+vOHxg527d63lWPsLMXs0FnsYfJVn97dv76uqlFTBmV4DdeQFeTelZKTBrnyA5ikHDh4A64iC29N49gwGh//C1k1/f//7d+8uXASd34LvH477UoPNXAe6q544eQpsmhPwpWZjX7NtOzirEEAJtbe2EtfKr5LJyYkH9+/LKymCdVcE7KvPnTsH1vgFAoHcuXV7LSfnNmHQ6/zm5ubO9nawTvYkVgMUCp2envbC93QjPl5XV6cgI6umoaGBtz9W1dAgp6CIjY6em5sjHvb08RMPd3d9Q8Nr16/DoFADY6P2trbsRVK7sKDA29PTPyjw0OHDjIyMpuZmD0tLnj15umBYgJ8fkJPNzs5+8NAhQxPjoMCAyoqfUitRKJSWugYlJXVgSDAFBeWRo0fFxM+HhYR86+oiHtbV2amvo7d161YnfPhD8sIFBkbG+fl5QjbEv0Jn8/Dybty4aWxsbM+ePRQUP+5Pl65eERAQuHrxUktLC3Ek+/SZM5bW1sAvAhyB0NHT/f79u5KcPEGqvqms1NPWMbMwBxxnIBAIHR2dkYlJSVGxq5MzYZMiOzMrwM8vISmR4C4iuGWLm4d7WEhoWGgoIFvxkWzD5paWxNQUgu3u9h07cObn6hp379wljmTD4fCAoCBCZPH0mTMHDh2Sun6j5Q9f7b7eXm0NTV5evrCICHIyXK0JFApVUFJiYWV9/PgxMCY1LXXTpo0LNkbp6OhcPTx6e3s11dQJC4+Cm/kebu429nYcnJwLRHZ/X7+Brh4HJ6e718JINlBVCfmtmZyYyM7KUsYbIIIlKSFBQlKShYXlF6K8a9dy/EKayrs3b+vxuUZgJw4PD2dlZMopyIO9O87NzYaFhJ4TE/sFZZ+Tlc3JzS20ZQvYiRXlFV2dXWBbwQMi6cG9+6rqQPdTEGAwmOTEJFl5ueWayK5AXGzszl27fqEmtaS4ZGx09BfK19rb2oqLi6TBZ/ZPTEzEREVdv3HjF8KfSYlJu/fsAet1CFgEYLCYX1jHNjU1vXvzdnEF1V8yMzOTmZ6hpq4BdiIWX0F7+sxZsD2qgHsEFTX1Lyj76k+fqt5V/cJmyPDwcFpqipy8HNhiRBQaHRsVffrMGbD2+fhbScHatWt/wevw3bt3HR0dN8AbmA4ODt69cwew4gUFGoWKjoi4duMGA/jfLhJ/CQqF3r5jBw8fn6KcfGNDA3CwsaFRVUlJQ1uLUAsHh8G0dHTGxsYVZGQJm/aPSkudHR0NjYwJRWK0tLQW1lalpaXmRL7aBTfzfby8/IMCCV0X2NesMTQyCvD3T03504sZ5y5y735mdhah46OoqKi5haW5iWl+3k3gyOTkpKKcPA0NTWR0JGFBK3r8uOiJ47LS0m/fvgGOdH/7ZqhvsGXrFkLMERCBxPkq/wqdDYFAjh47CoPBnj/7aftATkHh0pXLKgqKba2tjY2N5qZmZ3CRbLMFc23t7Wnp6HS1tdFo9Puq93o6ugbGRgu2wGhoaFzc3J4/e+bj5Y1rgJeTExIUlJyWSmzhh5PaQoJOLs6pSUmxMTHz8/PWFpafPn0Kj4xYkIC/Y+dOWzs7H0/P4gdFU1NTZiamMDjcPyhwwZf/8tUrKqoq8jKyrS0t34e/G+jq8fLx+gUsLHjX1NIUw2cDv337tr6+TlNjiV8fGhpqF3e32dlZEwPD8fHxWwWFzg4OLm5uYufPL8g0wudk6/Hx8bm5//DtJiYnM2tqahr2j+0HuRrCQkM3btq4D2QXNNz+wN27He2/cttoaW7Oy83V0Qed64xEIsPDwpRUlH8hyTUiLHz/gX1gm70BcdO5+TkF8IbHdXV1jx4+NDUzBRv+HB4eDgkM1NHTBevYgItq+PodPXbsFxI/0lJSMRg00PMVFO+rql4+f/ELJm7j4+OJ8fFaurpgnRkBe+aLly//Qi5vZnoG+5q1wMYdKMpevar98kUHfIJ+R0dHYly8sakp2I2y+fl5Xy+vy1evgu2hA5jqcHFz/0Kx5uOHj1qam5cr21qB7m/fbubl/oJzJRKFCg8NU1FVBVx+QRETFbVz1+5fyIgoun9/+Pt3eSXQiR+1tbW3CguNQLZlBbZw/X19lVVUfmGHKiQwaO/+fZvB263m37w5MzNzBXyePYnVgcVgMIbGRjt37jTQ029pbm5saJSTlpaSltbWWVjCYWxqwsnFpaulNT4+9uLZcw83XCT7utQN4jHk5OSBwcEtX5vtbGwwGMytgkJcJDswcEFbdU4uLr8A/4iw8Mz0DKDjY2lJMd5d5KcQwJGjR/SNjDzc3e/euTM3N6ejqYVGoYJDQxaUC586fVpNXd3cxPR9VVVfb6++Li6S7ejs/FPdFBZLQUEB/ff4jQAcPXaMkpKyvLxienqaEJhBIBBmFhZkZGQqSspr1qw5Ly5ubGqyeC4lJWV0XKyZsYminPz379/NLczlFJbQEHz8fJm5ObgORuoaX5uaEv5oRrOA4ydOBIeFubu6FuTdpKKmTkpJ4Vlqi1PigiQZOZmPl09iQgIPD4+Lm+uSK2w1DQ04gkxbU4uLi0tg3Tr/oKW7FVBQUIyMjMQnxJkYmy4Xl1q7dm1MfJypkfH1K1fHRka8/fzOS4gPDw8TV4L+yMnm43P38lxwF0ShUIH+/nfv3qWjo/uNLbSfPH5SU1OzQtHxcjR/bU5JSnLz8AAreb8Pf/d091BQVALbYQ6NRnt5ePDx810E7zxYcPNmXW1tAnhLvrra2sSEBF9/fwTIHf/x8XFPN3dFJaVfcLqNCAsX3rHj+AlcXS8obubmjYyOLOnJszLv37+/d/duWEQ42FznwcFBP19ffUMDsG0jp6am7G1sDx8+fPQo6D2NmKjoyYkJJfAi6U3lm6IHD8KjIsFO7O/rD/QPMLewAJvZj0QigwMCxSTEF0QoVkNyYiIDI+MvFGsWFxW/q3oXExcHNk2ltbU1IjzMxdUVrOnQxMSEk4PDlWvXtoLd08C1enFnYmb6hWB2SXHJxw8fY+LjwE5sa2tLTkhy8/QAu6cxMTER4OunqKQkANKlG4vFRkZEbNu2DYgQgSIvN7enp8fJ1QVsNs6bysrM9IyQiPBfSMoisUowGAw5Obl/UKCNlbWBnt7IyKiCkuLi4Cawze7t6+vq4nLj6jUqKmpjM9OrS+VbsrCypGZm6GhoqiurDgz0BwQFLdk/eOu2bcmpKUb6Bq9fvWrvaM/MyVlymYrb6qEgDwkMCgkK5ufnDw0PW/zVhsPhqvgyfSsLCwYGxt27d9s52K98v/u3xLN5eHh279nT2d7+4vnzBX86Ly4xMzPz5fPn88vnWQIJGE8fP54YH19SZANwcnJKXLiQl52zffv2FdI9RURFGRmYPn36tP/A/vUbli2KFxEVZWdjfVNZeejwoRW2sa5euzo7M1NSXKymudKmZ0JC/MGDh1b+WWdlZT167Oinjx+YWVmPieJqegiKmZycfHBg0FBPb7mc7AA///Ky1w5OuI4Sv6vK/vD+faC/v4mZGVj1MNA/4OrscuXqVbDF7xMTE4729kxMTFfBh1iSEhO7OrssrKzATnz29GlmRoarB+i2iA319XraOmrq6mDTIpFIpJW5xZatWy5fvQLyxUIiwsLa2loNDA3ATiwpLg4LDTG3tAQbN21rbfX18lZTVwebKjA2Nurm7Hzs2LGTp8C5dKPRaE8394mJCV0DfVATcdmK+QVPnjx28fQAu/L59PGTm4uLjZ0tHx84E7fR0VF1FVXR48ePgrQsxGKx3p6eGCxGUUkJ1ERgv/jJ48eW1tZg1dXbykpfL28dHV2waU59vb0erm5SUtK7du8GNXF+bt7L3YOHh1cBfF1gSFDQ+6r3NnZ2YCe+fPkyPDTU1d0dbDFrX2+viaGhjLysMMiUbiQSaWFmzszMfOESaGOTxPj4poZGA/DB/pcvX+ZmZVtaW4HN5qr9UuPi5KSgrLSO5OX3XwaNT6iQkZOt/lQ9Nzd39ty55TYwqWmoxc6Ltba0jo2OrmD/wsDAcOXatTt3bjMwMh4/uWy0ZZuw8O69ezPS08+eO7fCXtD169fn5+framtPnDy5QmHAmXPnIFjIl8+fT5w6+Zc/rf8WnU1DQyMpKTkxOVlSXIxC/ZkI0drSYmdjq6OrY2BkpKmm1ta6tLdL9adqUyOjsMgIEVFReVm5BQ4eBPJv3szNzr5X9KCxscHW2npBxgUAGo02MjBAY9DhkZHFRUUJ8fFLPtTExLittfWGTZsioqNCg0OKHhQtOWzk+3cdDc3TZ8+GhIdpqKoRcrUX8PDhw77+flUVXErx0OAg0HVpMTfz8mKjY6JiYpiZmYwNjaanp3/kqcPh37q+mRgZAZFsGtqftlFQSKSnu0fZq1dBoSE7du5Eo3/P/Ox7d+64Ojlb2VjvB9ko7n1VlbGBwTGRYwog1UNrS4u2phYKhXJxdyMjByGSpqenPdzc3la+cXFzAxs+z87MCgkKtndyAtvk8nVZmZa6hoq62rUb4Mr7ujq7tDQ0OLk4l7O0X46JiQl3V9fKisqQsDBGMCuf+fn5qIhIL08vX/8AISEhUE/6/OkzK3OLG1JSYKs8W5qbTYxMuHl49A0NQWnBgf4BPW3tb9++efl4g4q0YbHY6Mio7KwsLx8fLpBJ0k+fPLG1tjY1NwebY/Dp0yc5aZljoseAUvLVMzQ0ZGVu3vf/2PvquCi3tmsaFOwWC8UAuxUVBREVAwuku4fu7s6hu7vTIqRbQEK6Q+mOYfL7DXPkjNSZzfu87/ecc1z/Hc7eyA333Pfa17WutX702y+MehO+cX5+3sPNDXeZoFKKkOBgLU0tRWWlNV7PK6L661cVJeXrN26ABsL3/+hXUVIiISXV0P5jCohAzExP6+nofP6c7eTiDDrgkZSQaGVmbmRqAmrv/bWqSlZa+g0X91vAAY/WlhZhAUFyMjI7RwcgLfjCRL5VTnaOta3NdsDLDAsJdXV20dDRBp18+Pj+gzwEwvny1TqiCX4DFJSUlM1NzTISkobGxo8eP1aUV+j5daxwEQUFBc6OTg5OTtdv3JAUEx9bhbd8eP/Bx8s7KiaalJRUXVV1tXY61NGxsb4+7eOH6Khob6+VQ+Kmp6d53749e/68ta2Nq7Pz+/cr867BgQEtdY1nnM8NjAx1tbSrKivXvuR/i24EVx6mo6PLzc7p6e7B+c+3tbbpamuzsrGKSUigMRhiEmJxUVG/wIAlJ9ramloZSUmIggI3Dw/ny5fKikqyUtIBwUFLnpJxcXH2tnaBwUEMjIx0R+kE+fgtzc31DQ2XLNNUV6+v++YbGEBHR3fo8CFsPNuOnUvKeDMzMwa6eqTk5Nq6OjQ0NDTUNNZWVuTkZA/Yf8mAHR8bU1RQXCAoWMu2edg8Pw9vWFQkPT09/rKBgYHomGgdbR3c2/3Dhw9JCYnuXp5LOtdxsbHmJqbWdnaPOR4z371rZmJqZmwCUVCgoCCfnZ01MTQ8d/68sekKmmwHe4eszAxXD49j9PQdq5tQ/k0xNzeHDTHxDxgZGTGztCC8nQ2HwwcHB4MDA79WVomIixMeU4xAIGbn5ny9vN6/e//02VNpWVnCbROnp6dzc3Kw04T799vY2W3fQaheeW5urqG+ITgwcGxs1AHqtOQWWgMwGKyvt9fdzf1rZaWekSHhemUkEjkxMREbHZOVmXn/Adtyfd5qwGAwMzMzmenpcbGxR47QuXt6ED60NDszU1xcHODrh80v8PYi/H08Pz/f09MTHBjU3NSkoKzMvNDtIQQIBGJ6ejokMOjz58+8fLzcPDwEqs9RKNTs7GxMdHR8TOz5ixc0tbS3bSf0LDE7O1tZUREWEopGo6EuzoTX3WEwWE93t7+vX1tbm4W11SWCK7Xz8/ODAwMBfn55eXl8/ALia/bWll9mcmJiWmraxYsXTS2UCadlMzMzJcUlocHB27ZtdXV3I9w3fW5u7ltdnY+XT/+P7+YWFoSPF8Ph8NHR0UA//9LSUikZaQ6CB1JRKNTMzExCXHxKcvI9VlYZWRkCLxONRs/Nzn788DEyPHzL1m3efr6EnyWwz66m5gB//+GhIair68lTJ4H+miHBIZUVFZLSAJcJh8OnJqcC/P0z0j+x3r+vqq5O4JES96HOzsqKjIg8duyoi5sbwLNrdrauri44MGh2bs7Syur4ieMgd3uPh5tbXW2ttq7Ow0fAGpXfAAUlJWVtTY2UuISAoKCMnCwcDreysNTX0bW2tV2SxVhcVIRtNMnKPnn29D7bfQtzc2VFRTcPj02/TuJ+/PDRytzcytbm1u3bV65ekxQT09XWxvmt4cPF2Tk1OTUkIoyWltY/MFBYQICcjFxM4pfxdyQSKS0hSUJMYmVjvXXr1k2bNrtBnbdu2bKk1jDQ34/tvp45La+oSEZGRkFBqaetY2ljfeHiRfxl+O4RxP9gKe1yyMnIRkdF2drbiUtItLW1aalrsj9il5L+cyDJ28srNjrGN8B/UU9W/bUaIisLkYfw8v9pzq8IkR8bG/X281usu8THxtpYWQeGBC8KA7739XG/4brPxoaTUuAetapKSo2Njb7+/od+tmIrKiqMDQxFxURf/TT5mpqaNNDTJyMlMzE3WyRYBfn5RvoGWro6i3lao6O4wcfD1rZ/3lKhIaFe7u7B4WGLPAmDwRgaGV68cOHVqz+0TfPz8xqqam3tbX7+/otvptiYGBNDI0codDFgCcv19fSmpqa7ujrr67495+S0dbCjoflFSIBEIm2trIuKihycHHFDJx0dHRwPH1JQbuDiESQjJ/8b3V1kZGSJiTHFhfk+Pt6SkthR0aLCwszMzIL8fNr9tCysrDx8vAS+Guu/fcvLyU1NSdm0efOly5ckJKUIfGd0dnYW5heEBAfPw2Dnzp8XFhW5fOUKIRunp6fzc3NTUlI6OzuPHj3K9fbtvZU0asuBwWAK8vPTP6WXlpQcPHiQ7cGDN9xcBKpUy8vKcrJz4mNjd+3effXaVUlpaQIZQHd3V35ufkJ8PBEREQMjo7ikBIHyzYmJicKCgrjY2P4fP06cPPWW5+1NJiZCNqJQqJzs7NSU1ML8fPrjx9kesAmJiBB4mVWVldmfs9M/fdqxY8f1GzfEJSUIPPa0tbUV5RckJCQQkxBfuHBRSET4CGHGzAMDA/kL7e8f/T8YGBh5+fhYCUuDRyAQBXn5aWlp32prD9MdefL02ZOnTwgsmpaWlORm52RmZu7dt5f5DjMvPx81YZ5x3759y8/JjQgP30hNfe7cOTkFeQIvc2hwqLCwICYqenp66hQDg4CgIIGH2Pn5+bzc3HepaQ0N9UePHnvx6uUDdnYC+VxhQcHH9x8+fvxw+PARrJmXkiKBAoOG+ob8vLyUpCRqGupLly+LiIruIUxh//379/y8/OTExJmZaQYGrG0rgae7ycnJgrz8qMjI5ubmU6dOPed8/vL1awIPaQX5+ZkZGYUFhdgPNdv919zcBF5mbU1tXm7Ou7R3W7duuXzlqqiE+HbCOkWdnZ0F+flB/gEYDOb0mTMS0lIEGoxMT0/n5eYmJyZ1d3UdP3GCm+ctgT4zGDS6oKDg08dP5WVlB2hpHzx8+IabUNvTL+Xl2Z+z42Ji9uzde+nyZYiC/Np5rkFBgaKiYteu33z5Clvw/hu91/5LQEJC8r2vJy0pju7o0bGRERExMQUlxcX/a2ttXf212t7JcfENUpBfYGVhoaik9PCnQB8Oh5saG/f19jlCnbb9nHf/8P6DjZWluYXF7Z/W9TMzMyICgofpjtg5OCx+WKCOjsmJSVGxsXv2/jEhXVtTIyIoBFFQWKTa09PTUuISZGTkrh5ui03g9E+foA6OOnp6OBktrpKtrqp2+sxpDW0tEuI/njlxMbG+Pj629vbnL2CfYHNzc0w3bk5PTZWWl+Ne/f8unp2eni7EL8B065aVjbWRvgHLfVYpaeklTy4vT8/YqBjfQP+jR49iD14SkhB5eYFfR4gQCISivMLs7ExAcDApCUl8bKy9rV3AQiUbf1lPd7cALx/r/fuGJlhXRXUVla9fq/0C/I/8yioqKyr0dfWkpKVevHo1Ozurq6VFRkZubGa6xBs1Nwc7cqulrcXGzj42NqYoL7937z5La2vyX9MBQ4KCfH18I2OicYY1iYmJFRVfTE3N8N9DCARSSV6+r7fX299v7969cbGxZsYm1guDj/jfampqysjAICE+Yeu2beGREcu13TZW1jnZ2D7mosbgH8CzAwID7t5htra0am9re/6C8+KlS1evXqPaQFC/fmxszM7GprS45OYtJmbmuxcvXdq1m6A47tmZGU8Pz3dpaXv37OHl5ztCR0e4nXNyUlJoUDAKheLl5z9x8sSSU/Ua+FL+xcvDo621lU+An4Hx9NVrVwl8Gbe3tbk6uxQVFbI9YL/DfOfcuXP7aWkJ2YhAIKCOTpkZGXR0R55xcp45e5ZA7S8GQxQTHRUTGYVCo4VEhI8fP07476cgL9/dzbW7u4dfQIDxNOP16zc2bCRIkP29r8/W2qampvoBO/u169evXL2yZQtBhXOsS727R/qnTwyMDI85OE6fPr14rl4baBTa18cnKT6BnJJCWETkyFG6y5cvEypoyc729/EbGOwXFBY+ceLE1atXSQhj2E2NjZ7uHlVVlc85OS9fuXL5yhUCdfmTk5PmpqZFBYXnzp9/8uwpI+NpuqMEnZfQaHSAn19yUvImGhpeAf4TJ04Qbg2RmZEZ4Oc7Pj7By8fHwMhw5coVIsKoZ11Nrb29XVNj06vXry9cvHDl6lUCpyxGRkbcXFxyc3Kv37hxj5Xl/PnzBM6wwuGIAD/f5KTkffv2vnr95iTDqeME+71EhkdER0VNTEzIyMkePHjo+o3rBJ6XKisqfL19Ghrq3/Lwnjl79urVqwQ+u4aHh+1t7cpKSm7fuXOHmfnSlcsEqlMQCIS9rV1m+qddu/cICAocPXaM8DZRQkJCZFg4HA7nFxA4eerkeYKTSisrK12cnL5///GGi+v0mTPXrl8lX7Cy/Uu0tba6OjsXFxU/fPyY6RbTuXPn99P+dRskODhIVFTs6rUbv3n2/4Rnf0hNnJ2Z0dHTk4XI4RMSJBLlYGvzre6bjYP9vn37iouKLM0tZOXkOH5tAs/Pz5saG/f29Lp5emzatOnjhw+WZn9UspfOhwiLnDh1ElfVdnV2TkpIDI0IX/KSqq+vF+IXkJOHiImLo1AoIX4BIiKMh7f3EqXl+3fvXaFQA2Mjplu3Bvr7NdTUz5w9o6ymRvFrmSYuOsbfz9/KFlvVbm1p4XyGnUkoKC7CPWT+XTx7YmLiFeeLvu99V65cuXvvnuQqYWPenl7JSUnikhKuzi7SsjK8fCsPsCtCILOzs3fv3fNwc/cLDFhxxK2vr4+X+y3r/fszMzO1NTU+/n4rBihUVFSYG5s84+Ssq60hJSUzNjNdsWaWn59vbmzCJyiQk/V57/79VjbWK/5ghQWFJ0+d3LlzZ3t7u4WlhbmZ+YqFRkWIfG9v72MODg83Nxs7W/aVumbfv39/+piDhIQkJj4OX06DrWRb2xQVFjpAnfA90f7uPLukKP/Zk6fwefjTZ0+FRUWBYiDep71zcnS8fPmSkqrKvn0ActimxkZlBcUN1BsNjYzOnT9PuHh3dHTU2NCova0VoqDA9uAB4W4JCCTC28MzPjaOh49PUFiIcDksBoN5/+6dhanZTSYmbT3dtYtAS1D99auJkfHOnTuVVFUYGRkJN+/r6+2zsrDo7upSUlVhvnuX8MucmZ62tbbJyMgQERERFBEGmneMjIj08/ZmZbsvKycHpBP9WlWlp6Ozfz+trr4eTp9GIPp6+zRUVcfGxjW1te4wM//iErUmZmZmoI6OOZ+zRSXEX71+TbiGG4VCxcfHuzu7cDx7KgeBAI29ZmVmWpqZnzx1SkVN9TiIE05ba6uZsckcDKamoX75yhXCNcrjY+O2NjblpaWyEMiTZ0+BBt2gjk6R4eFvuLklpaWA5h3zcnPNTEzOnDmrpasDZBHT3t6uralFTkaqrql5/sIFwj/Uw8PDZsYmNbU18vLyT58/J/wy5+fnw0JCgoOC3/LyiIqJAWncP374aG9re+PmDTl5eSC/8y/l5Ub6htu2b1VVVz9/4QLhf82B/n5Lc/PmlhZVNbV7LCyEf6gXjK3s0z9+5BMQ4BPgB/pQJyYkWJqZs96/r6GluRPk2eXp4a6jpX3y9NnfPPt/wrNTE2NPMTDExsetSG9srW0a6uvZHrDFxsTKQuRWlPHA4XAzE5O+3j6W+6zBAYHGpqYrDlvjqtrHT5zYtXt3WkpKRHTUit2n2poacRFRUXGx8rJyJArl6v5nJRsf6Z8+ubm48vLzZnzKOMVwSkNLa8WXV3xMbGBgoKCQUFxsbHFx8Y4dO3Ly83A8+1+kzyYiItq8efOjx4+tsVmsW1cj2URERNKyMpMTE0J8Ap6+3quRbOyz29VVTFhET1vnU1YWA+PK01S0tLRRMdHs99nIycnjkxJXSym7fPmylq7Oi2fP7t5jCQkLo6Ra+dl6584dFTU1UWHhp8+eWlpjjbpXxK2F5DY0Gu3h5cHFxbVaN9/ZDfvza2tq+Pj5r0iycWqqHTt3jgwPL4mqcbSzz8/Nc3JxXmI8TEZG9veh1r8A91NTb9hARkZmYmZ2geDKCg5hoaH+Pr5aujqPHoMFhpeVlirIQYRFRYVEhIFo/eDgIERa5uDhwwHBwUv819cGDAYzMTJuamjw8vMF9Y12gULDQkItrK3ZH/4yKvCXyMzIsLawfM3FJS0rAzQF2NrSoqKodP7iBVMLcyB7bDgcListPTs76xfgDzoX5erskpaaamxueucOWJJ2VmamgZ6eqpr6i9evyECm3JoaG+VkZG/dvqWsogJE68fHx3W1tKanZ/wCA4ACwzEYjL2tbXbWZ0co9PJVguRJiwgNDnF1dpaByIkB5vtUfKnQ0dRiY2eDKCgQPnWAq51LiYvv3b8vICT4IKDzo4Ge3peychc3t+s3bwBtTIiPd7SzNzA2fvhTTUcgqr9+VVJQfMPFJSElCTS62tnRqa6qumXLlvBI7IgF2Ifa0KihocHLxxv0bvf19omOilJWVQV1SU9fCMF+w8WlqAygqseVbyRExS5dvhQcGgr07EKj0eqqqoMDgx7e3oTLzXHw8vQMCw6xc3QANQAtLCgICQqBIxHrCKn9DXxgMJjNmzev9vzX1MI6/ampqEJdXVfTylNQUBibmspIScnLyr37+GE1iRE1NXVAcNArzhdDQ0MfMzNWk3idPXcuJDyMlfnehYsXouPiNm1eudDA/vDhxPiEpJiYuKTkaiSbiIjoNTfXxMSkjJSUtKxsZ2cnfpjlv4tnExMTP+Z4HBoaWlBQUFNdc+78yq3n9vb2yclJQ2OjgR/9ExMTqzk2lJeX0x44IAORy83NOUZ/bLUHTXxc/OUrVxAIxKePn2QhciuuQSIQdXV1shAIDDZf9bXqxo2V3wdTU1PV1V+VVVUnxsdbW1rXHvgICQnetXPno4erznbk5+XPzs1yv+X5nJXJ9oBtxWEyYmLiJfmOSCTSxso6NzfH1c19+ZOutrpmenqaagNwdNx/A4ixFT704yccoCQ7Pi4uJCjY08f7FKB5RVVFpbwcRFtXF9S2b3JyUkle4cKlS3oG+kAbMRiMnY3tj76+oNCQzSBWJGg02gUKjY+L9/T2ugLouFJcXGxnY6umqQGa1zg4OKivq8vx7JksYNzJ5OSknLTM5s2b3Tw8gC4T5zb98cP7wOBgQhrK+CgtKTE3NbO2tSN8ShKHjvZ2CVGxN9xcSipgHh0IBMJI34CMjMw/KBDU+9nby6u2psbL12eJjO0vERwY5OXhYW1rw8rGBrSxtbVVW1NDXEJyMdGNQExOTCopyJ+/eEFbVxfUt15LXb2lpSUsKhLUo+Pj+w8uTlB3b6/zgE7era2telgPK1nQyxwcGJSVlmZgYHCAOgFROjQabWNl1d/f7+PvB0RbcZFqGenpTs5QwoVYOGRlZenp6Orq6b5cydV4DQwNDclJST/m4MBX6BICJBKpo6U9D5sPDAkGte3zdHcPCwkNDgsFjWqqqqyytbY5Sn+sorryb9Se/a8FBoNZ7d7u6OjYtHmTqrpaW2vr5MTk5i0rJ49WVVbu2rVbXUO9vr7+2vXrq/GuvNy8m7dukZGSFOTlL0m3WcQ8DBYRHvHk2dOx0dHPnzM5X6zsKjszO9vd3a2pozM9NdXU2LjaW35wcLC7p1tXX290dHR6ehr/gfxv8fVbxOkzZ9jY2Pp6erw8PYeHh5cvaG9rc3dze/XmtZauzomTJ6GOjlNTU8uXlRQXJ8TFQeQhuvr6GAzG29NzxX/O2cmp4ssXF3c3N0+PosJCd1fXFZf5ePvA5+FGJiaKykoJcfFFRUXL18zOzrpAocfo6bV0tPkE+H29vVuam1e7zIaGhoLCAtw834rIy8m1t7VV19Dw9PGmpT2gqa6x4mXW1tT09fTgCz0d7OwL8vMdHB2Xk2ysgtzMDHt7/Q2fR8QLJe25+XnQh2lpSUlYcIiHlycoye7s6FBRUtLQ0AAl2Wg0Wl9Xl/H0aVCSjTOmbWtrc/UEZp852dmR4RHOri6gJLu/v9/Z0UlJWRmUZMNgMAtTM+a7d0FJ9oKbuy0ShXSAOoFeZvrHjxkZ6X6BgaAku7mpydTYxMrGGpRkz87OqiopP33+DJRkExEROTk4oNFoW3t7UJL9Li0tKyvLydkZlGTXVNd4eXoaGhuDkuzx8XErcwsxMXFQ9olBo+1tbQ8fOaJnYABKsr09PKura3wDAkBJ9pfyclcXZw9vb1CSPTY2pqWuLiwqCnqZREREhgYGR+iOWNnagNZNI8LCOzs6HJ2hoCS74suX6KhoMwsLUJLd0dZuYWqqoqoCSrLn52GmxsYs91lBSTYuzHJiYhzq6gJKst+lpUWER4REhIOS7N6eHn1dXQ1NjeecnAj4P9Ov9v8SZGRkDd/quzq7lv+vjvYODw+Pt2/famprnzl7BurktCIhKSstjY6KkoPIGRgbE2GwNZElnXYcUpNTvpSXa2hqaGprNzc1xURFL1+DtYgwMJyemvL08XaAQgP9AhLjsKP5SzAHm3OBQmkPYHWAgiLCfr6+DQ0Ny5cNDQ1BHZ2Y7zJraGk9fPgIP3T938iziYmJxSTEt+/ckZGebmtlXVNdjf9/29vavDw8BYWEcNEDnC9fXLx0ycrcoqO9HX9ZaUlJfGwcREEBp6yXlZOj2rDBzMR0Znp6cQ0Gg4E6OlV/rXZydt6yZcv27dudXV2KCoucnaBwOHxx2cTEhKM9djAWF1C8b98+ZRXltOSU1JRU/Btoenra3taOgZHxDRf2ZHbm7FkhYSEvD8/PWVnLr3F2dtbd3V1CXHL7NmyfvaiwcAkjL8zPt7W2NjAyurrAmXQN9I8eO6aiqDQ4MIi/7F1aWnxc3O69ezBoNAkJCQqFtjS3yM/Ng7q4LH8uZ2Vkmhhio1hoaGj+fix7vRgcHHSws1NRVwN9giNRSEN9g2ecz9cRw+7h5k5GSqZvCOY2jTNFfpf2zs7BHjSAprW11cTI2NrO9hLBY3k4TE9P6+vqsT1gWzLRQgjcXFxIScmkCPb7W0RCfHx5aZmNnR1oAE1bW5u3l7eRsQmoDfP8/Ly1paWImNiNmzeBNiIQCH1dPfqTJ7R0dMDDLKOrq75a29lSAV7mt7o6d1c3I2PjXYC0bGhoSFtTUw4it0ak14rAHgasremO0vEK/OnaRCAiIyJ//PihpqEBurGwoDA2JtrZ1QWUZI+NjtnZYGsQjKd/mWv/SyAQCFNj47v3WLjecgNtRKPRdtY2U5OTbh4eoCSysKAgKjLS2MwMNDzr+/fvlmbm8kqKoAIM7E2rp8vO/nCNyLbV4OvtQ05GLicPnCqVlZlZXFRsaWUN+vtpaW62tbK2c7A/dmzVSLgVMTc3Z2RgyMvHe5uZeW5u5cSM3wACBoOhpKLU0lBv/JWqlpaUurm68vPzXcDxrhcvLly8aGtt09X1CyMvKy1NiItTUFTEZQZLyUhv3LjB1sp6aHAIf1lyUlLFly+q6mqbNm+m2rBBTVMDWzx1ccUnVPPz8zpaWig0ytrOloyM7PCRww5Qp8CAgLiYGPxv1dfbZ2dtc5SOjocXe2xmYGCQkJQK9PMvKizEXzY0NORo7/Do0UNcANmNWzdpaGiwNO9nze5fx7Nxv6wnT57Ozs5W11Tr6+rV1tbivl5WWmpna8vLz48vG3jOyblv/34JUbHOn87QsdHR/r5+yqqq+GJrMXHx0dEROWmZxXNMQnxCZ0eHnYP9ouvt9h07oK5Y3aejvT3uKyPDw1Li4vX19VIy0ouipf20tOJSkk729iHBIbivDA4MGhsYMp5mxM8dPXPu3GsuLj1tnfi4ONxXFgux/v7+p06dXBSfDA4OCvDxNf+k2lVVVeFh4cZmplevXV38bhpamlu3bpWTwQrTcV+xsba2t7HlFxBY9PKDOjrm5+bZOzksfy5nf/5sZmIiryjPy8f7T82pWRH+vr4XL19mvnsXdGNcdOzM7KyM3Mo6ojXQ3taWmZGhpqkBWvRaMHnwV1BUBBpexMHd1Y2dnZ2FlRV0Y/rHT5QUFBKSkqAbm5uaSopLcMbwQBsHBwe9vbz0jQxBUwxxzeXHHI9Xk5OtgaiIiM2bt6wjs7OstPRrVZU2OMmenZmJjIjU0NYGUjnj4OXhKSwifAYwmhTrbhYQSH+cXlBYGHRjaWlpV0fniunKa6Ovry8uNlZHXw/0ZAiHwx3t7cUkJQl3MllEgL8/IyMjC2BmJ+4xODIyspo4cA187/uekpxsaGwMWrDHYDB+3r7KqsrruNsD/PzuMDOzAIqVF4LNY9AojLIa8F+zqbERm3+kpwvafpmenvb19pGFQHbuAguzxL62nJwePX4MegDGhvskJlFRUfGDZ3b+xmpAoVCMpxmfPX8uIii0SEgS4xMUIRC2B2z4TlnPOZ9v3rJZTUn5e18f7iupKSnhYWFyCgr43k3ikpLDw0NKCgqTk5O4r7i5uhYVFimrqi7abFNSUiooKebm5upqa+O+gkah/P38KCmpzMzNFmUnx+jpoa4udja20ZFRuK80NzULLZwk3y6QbBxOMZx6zsmpqaZekJ+P+0pjQ6OpkTE7OzvzTy9dFBKFWcDirn8jzyYlJRUQFNiyZcvExOTtO3dMDI3qamsrvlQoQuTvs7FdvLTUFk1BSfENN5e0pFRPd09CfLyttY2isjLtgV88YkhJSR2cnDZt2SwmIjoyMqKppp6clGhlY7Mkt3PXrl0h4WHZn7OdHBx6unskxSUmJibMzM2XPF6PHTvm7u35LiU1JCh4cGBAVkoaiULiKtn4YLrF5O7paW9jGxUZufjF0tLShsYGYWGRxa+8ePlSRVVVRFCoo709NSVFQVZOUVn5ytWrS8aB7RwdjtAdkZGS+vH9u5WFZWhwsLGpCePp0ygUEkNE5GTvkJubC3V1Wa6OyMrINNI3gCgqvHrzBonC3mFE/w58raoqLysHHQXDVZKCAwOVlJVASdL09LSHm9vTZ09pCfPRWwQcDnd3c9+9ZzeBTsz4SIiPr6muhoAHmzc1NoaGhIhLShLovLaI8bExS3OLV69f7dgJVokkIiIK9A+gO0IHmmKII0m9Pb3cgLl3uCp4clKSgpISKEkaGx11tLeXkpEGLbjOzM7Y29pdvHTxwkWwQQIMBhMaHDw1Nbno1k84ykpL01JT5SDAwe8DAwNO9g5CIiJAY744l0M3FxcmJqZ1RGHHx8aRkpJyvngBurGqsqqosGAdd/v3vr4Af38paWlQEjk+Pm6kr/+M8zloXRmJRLhCnWk20bA9ABtKxs0lV1ZUrqO90NXVFRwQIC0nAzTfiasgQh2dnnNygnZRsMKY8HBa2gO3f7VvIwQfP3zoaGtfR/m8qakpNjpKXlHh9+zjfxYwGFxMQkIWAhETFmnvaE9KSNDW0BSTkFiuKlRTV7/JxKShpv79O/YUam5qxs39domTBDExsYW19TF6egU5uZHhERcoNC46RlVdbeu2X4bNqGloAkOC21pbtTU0R4ZHhAQEu7u6TcxMN/w6SHb02DHfAH97W5ukhMT2tjYxYeHDhw+ra2ou+cFuM98xNjO1trAsLChsaW6ByMgeP36c5f7SIhSWwf988f275iAXcfHSJVZW1qioKCoqKiFhYW0NzbGxcSVVleVcFgdZCIScnIKXm5uElDQsMnLFByIJCYmTs7OasvKLZ8/37N7t6umxok3vvn37gsNCZSSl4mLjdu/eFRgSsmKTmoGB0dLG2lBfP8DP7/zFC7Y/S+BLcOnKZRd3t9DgkLcLOXOTk5P+Af4K8gpLyj88fHwkpKS83G/Jycmt7exOMaxQ4yEmJraxs9PW0OR9yzMzPe3q5n6XhWV4eJiEhHSwv7+9rd0euoImO+dztrGhoaS0FBc3tlX67yHZ2ElZPf3nLzj37PnD+p5wWFtY7t+/fx1cMDY6urKySs/QEHRjS0uLm7NzQkoy6EYMBmNjaSksKgYUbI6Dp7vH7t27L10mNFNwER8/fuzo6FgHF6ypqYmOiPAPDgJ9Ow7095ubmCqqKG/+NWyMEBjo6p0/f+EYPVhXGmeAAJuDPXoMpsHAymrLv0RHRWV8XkEztjZmZ2ftbGyt7WxBuSAGg3FycLhy5QroEAKu2I9AIBbzJghHTnZ2QX5+dGws6MbWllYXqLMpXs4XgZifn9fW1Hzx8iWQ6RsO9rZYnRJOiQeEzIyM8vJyG4eVn/BrYGhgyM3VNSwyAnQjEol0cnDgePJkHc8ubw/P7Tu2g1p2LHjqJba2tdrY2YJurPjyJTggwDcwEDtDA4KxsTEjAwN5BYUtW8GGNIiIiMyNTY4doz8BaMf0GwQAMzc3JywqgsagBd7ywuFwNU31FcWBJCQkymqq7guubnOzs/aODivmtlJSUhoYGlhbWr15+XLDhg2RsTEr3tU4BxIpcYkXz54xnGZcTXV57vz5sKgoCVExBAJx6fJlKxvrFf0x2R48wL7HLS2np6aePn+uqKK89jX/G+vZuD+huKTE5s2boyIjKSkpBwYHqak3rp1ftXPnjrHR0Y0bN27atGpVhpycnIaGZmpykoaGZg2XVioqqo0bN7a3td9kYlpDCYqdxCLGPiwuX7myhmvSKYZTugb6xMTEaDTa3d3t9u3bZ8+eXb5s86ZNSCQSjUavYRdFQkq6d9++ttbWw0cOL6pKUCgUzaZNuvp6DMsr2ZlZBvr6isrKQiJ/ls//Jaiuqvrx/cer18BccHh4uKS4+BXXG1BFxNzcXHZ29j2We6BCTGxu1rv3ly9fJjwmYxHv095t2Eh9H7wK3tra9vXr13UoRtBodHhomIwscMEMF9J0k4kJN1wBhMKCQgQCAerJiJPxNDc3PX3+DHTj5ORkcVERy33WrYAkAIPBvEtLY2FlJTAbCB8x0dHHT5y4fv066MaKLxW9Pb3CosAf86mpqaSERIiiAuhGNBodGhLy+DHHOi4zI/0TNfXGB4DWk9gsm9ra4eHhxUxcwjEwMPCttu4poKs3jvJ+fP/+Phvbzl87n4QgPCyM6RbT6TOn16F1RqPQbxYqI0D48f17enq6qro66EYEAhEZHs7FxQ06l4y724/R0zP+mgFHCMpKy2Bz8w9+JigTjva2tt6eXg6Cs1R/Yx3YvWv3yMgIERHR/dUnqklJSRlPn+7u6tqzd89iFt5yUFBSbtu+rb+/f/eePWscrcnJyMnIyCcmJrZv27ZGb20TzSZyMrKe7m4WVtbVvOawvOsUw/z8/Ozs3PVV3OHw8S/l2biDCwcHR1dXl6GBgZ6BgZSMjL6eXm1NzYqL4+PibK1touJi33C9ERYQXNRqL4GetnZra2tyWuqGjRulxCXw5x0XMTY2JiMpBYfD4xLjC/Ly7W3tVvxW01NTEGmZ3bv3hEaEpyYlBwcGrbisq6urtLh0x3Zs3zk3N2dgYOAt1wpzdakpKeZmZl6+PnLyEB4urvpv31b8bk729hHhYQHBQXRHj0lLSk5PTS34YWOoqan3LbNfyPmcbWZiAlGQBx36+WcgIjxCWV2VwED1XzaGhbM/eog7EAOh4ssXIiLidYhch4eHy0pLzSwtgDxucY4fiQkJOrq66xC5JsbFPXr8+Op14PLexw8fd+7a+YyTE3RjW1trW1ubgvJflBaWA4lAYi9TXw+UJGFN7oKCBYSEQMdDcTOphw4dlgWXYbS1tXV1dBoYG4FunJiYyPiUrquvv0TMRghiY2L4Cc5Fx0diQsLZc+fW0fGvrKiYmZmRlFnVMWk1TE5OZmVmGZuagG7EndOUVVVAB+aIiIhSkpKuM91YzRdsDVRVVsJg84YmxqAb+3/8KC0tNTAyoqYGU+PA4fD4uHgpWZl1FLOjo6IePHhAeOLsIrI/f966dSsvuAfLj+/fKysq9QyAZ74xGExUZKSphTlQuhAOMdHRnK9erKNm/xuEYMOGDe/S3unr6uoZ6EvLygrxC6zmnJb+6ZO5iam7l+etW7fVlFUWtdpL4O7impyUnJCSTEdHJyctvajVxgcKhZIQFdu0eXPqh/eNjU3amlorfqu2tjYBXt7zFy5EREc52tvHrdJM6+7uhsjKPnv+3MzC3MrCojC/YO1L/vfybFJSUjl5+T179gwNDe3fv+8NNxcfH5++rl71169LVsbHxtpYWvkG+J89d05CSurVm9fSEpJdnZ34a9BotKaaektzi5ev7+EjR9w8PWg20YgKCk3jOZDgGA9EWgYGg7l5eNy6fdvH3y8j/ZOdtQ3mV28abNyulNTmrVugLs7nzp83t7JMS0kJ9Pdf8oM1NzWHh4bevMVETkE+ODgYHhGupKS8POMmNTnFwszcwdHxytWr/IKCispK4iKi9fX1S35+OxubyPBwJyj0ATu7nYP93n37pSWlhoeHychIMRjMEvccXCUbIi+Pm8NdxEK//p9v5l9cXDwzO/uWB/i1MTAwkP05W1ZObh2ULiQ4hIuLax3ChrCQkAsXLhyjpwfdWFpcgkKhcDPUQBgcHCwrK+UTWDXjaTXMzc3Fx8WKiImBankXPqfxrKz3V9RErY30Tx9pNm0CtR3EWRnU1tSIiYmDylSQSGRsdAy/oMA6phiDAwJZ2e6vgyRlpKfv3rP78hXgI0FLc0tnR8c6jtOTk5OfPnyQAm9NYDCYmOiY11xvdu0C1vImxiccP3HiNjMzcPmzrGxgYIBv9WCy1TAxMfHxwwd+AQHQDtXChzr45atX6+hQJSUmnjlzZh0f6uqqKtjc3EPwKu/Q4FBxUbG8ogLocR2BQMTHxgmLiiyOphGOyMjIW7dvreOcn/7xEwkxEecL4ON6X29vSXEJDy/vb2X2/wYoKSmiIiL1tLWVVLBtcElpKQkpSVEh4eampiUrP338aGlmbmphzsLKqqSqcu7CBXVVteVU29kJGhsbGxYRzsDAoGugR3f0mLyM7OjoKP6amZkZQT6+zVuwhOowNtktqL6+Xl1VdQmr6ezslBQTY2BksLSxvnvvnpevj7WFVeyvDiQ4n295WVm2B2wKSorsjx6qqKlZWljkZucsWYa1xPipov338mwiIiLG04xCIiJTU1M2NjYwGIzr7VseXl5jQyP8qnZ8XJydjW1wWOhirLosBPLi1UsJkT8dSIiIiPR1ddtaWz18vHGRdaSkpE7OztTU1LJS0vD5P6raY2Nj8rJyc3NzXr4+e/dhD9l79+0LDA7+/PmzA578enpqSlFefuvWrfaOjriP+slTp8ytLFOTU4KDgheXtba2GhsYvHz9mpqaGoNBu7g4c3A8oaOjw2AwMBhscVlqSqq1lZWTM/T6z4FrASEhGYicsIAgflUb6ugYERZu5+i4ODNrY2e7Z+8eFUUlOByxZI4tMz3D3MQEIr9CJXt2dnZubu6f/YRCIpGhgUEvX74kIwPuKsZGRZ+/cG4voG0criAEm5tbh36ju6s7JzuHXxDYgQuFQgUHBb3mekNOQb4OG5YLFy8dOgTsgZCTnY1EINehXO/q6iorKXnG+Rx048zMTFRkFA8v8PgjtnEfGsp6//5qeQprIDkxacuWLZevXAEXNtTVf/vG9RbYC3JmZiYmKnodJ0Osu7+XF+t9VtBhTSwXTEjcuXPXOoxNaqqrOzs62AAtunGFjPdp7/j4gcf70GhUWHDIy9evScG5cmR4xImTp4DC53HIz8sfHhpax007NDT04f2Ht+DlYQwG4+vr+/wF50bwA15YSAgDIyPtgQOgG/Pz82HzsHU4fnR1dRUXFa1jNHl2djYiPHwdtoPYc2xwyK1bt9bxiP6NvwQpKVlTY5OtjY2CkqKImBjui6Li4sJiosKCgvhV7fRP6RamZuaWloteXiqqqhcvXdLS0MSn2u4ubslJieGRkbi/Fzk5hb6hwaEjhxUhkMWqNgqFkpaQpNm0yQHqhDsibt++PSAosKmxSU/7T6Mn3OAjAwOj9U9D2PPnzweHhdhZ2+BXtbu7upUVFO6xsiooKeG+wvaATVFJycbKarGqTU5OTkxCgkAgFsfV/tU8e8GPT+z69euF+QWhwVgKy8vPx8fPr6+r93Whqh0fG2dtaeUfFMjwqzhMFgJ5zfVGWlyie8HfUVNNrbW5xS8wEF9jR0VF5enrQ0NDIyIkBJuDjY2OQmSwlWwsycbrZO2npQ0MCc5IT7ezwQ6ITE1OykhJb92y1dXDA79scPLUKSs7m7SU5ED/AFzEiZS4hICQEE4znZKSgsagX3Bih+tRKJSOplZkeMTPSraZI9TpJhMT/s8vLCKiqKQkJiLa2NhIRERka42tZEPdXPE7ZWRkZI5Q6JkzZxobGvATpFtb2z58eC8lI7M8iGFgYMDE0AiJRP6TWfZC8xSJQq7DELq6ujo7O1tCSgrYmGJszMvDQxYit463owsUyvH0CVAiNw4Bfn5bt2178vTpOthDxZeKdTg2DAwM+Hh5KygpkYMr163MLZ694DwCfpn+vn57du9ZhzNjbnZ2U1MzH7hjQ09PT0R4uIKyEmhdEIlEOjs5CggJraP86Qp1Pnvu7A3A4PGFI0HiwMDA4kuRcDQ3N8fFxK5DmT0xMWFnYyssIgKsb8EQuUCdL16+ePbcCgMqayMpMWlmZubZc2DK+62uLjMjQ15RYbU06dUwOTnp4eYmC4GA3ga43iP7Q/Y1FKurIdA/gJyc/DX4hPGXsrLcnBwpGWnQjUODgx6ubtIyMivOk60BJAJhb2v38NGjdVgWhoeGrW9Ys6igsLa6WkIaWK30G4SAhIS4v79fSVkZa0KFB0kpKSlpaWxVu7npZyXbzNzK6jbzn7HqpGSkGlqaFy7+WdVeqGTHRERF4Zu/UVJSGpmY0B09BpGRnRgfh8Fggnz8uGBg/DiFnTt3BoeFfvv2TV0Fq8Ps6uqSEBM/xcBg7+SI7yFx+swZ34AAa0tLXFW7s6NDXk6W7cEDVTU1/J//4eNHahrqi1XtyoqK6akpKioqYpJ/t9/IIjZv3qygpCQrLe3j7XOfje3osWNcb7mRKKS9je2FixdTk5NDwsIYGFcYsZeByBEREynJK+w/QDsyPOLp473ok70IbFXbxVlFUUlCTIyMlAQGm/fy9dmzTC62d+/ewOBgaUkpFBrV3tq6bdtWO0dscs2SZSdPnjK3tDQyMBwfH09LSREVE8NRvc7OztTUVAsLS9yDnoyMjIeP10BPr6y09Nu3OmwleyWdvqCwEBqDkZOWvnL1an5enp2j492VqIa6lmZWVtaiKfjnrCx/Xz9jUxP6Zf3K/v5+FUVlUlLSrVu3ov+5riNNTU0JsXG2Dvagwo/R0VEbKytxSYkD4AUhexvb8+cvrKMgFBkROTw8bMxvCrqxtrY2JTnZzcMTtDWBcx6UlpFZYw54NTg5OLDev3/lKnCVNzY6mpSMVFBICHRjeVlZXm6uu6cH6GX29fY6O0E1dbRw/SvCgUAgrCws2B+yL58q/kt4eXpu2Ei9jgNeXm5ueXm5r78/sA3LwEBwYJCugQHweB8CAXVw5OXnOwFe5fXz8T1CR/fkGfAB79PHj60trd6+3qAbGxsbgwODbGxtQbng9PS0pbkFLx8fqM8mtoXo4Hj8xPFb4Mr1lOTk/h/9xqbAH+rWlpaU5CSHn21SwjEzPePq7CILgawxQ78anJycmG7dWkeHKjo6em5udh0f6rLS0ndpae5enqDljKHBQTtbW0UlxXWcY3+DECCRyDNnz64YlSoqLo5EouSkZPgFBcNDw8wsLe/gkexFKKuoODk4mhobHz5Ml5OTHR4ZsbzzQE5Orm9oYG5qpqaqCpuDbdm6ZbGSjQ9sVTs4SEZSSkZS6vv3PkZGRitbm+XRZucvnA8KDZWWkBwdGc3O/syCV8nGx/0HDxBIlIuzc2NTY2hwyNzsLP63+rfXs7FnkUcPX75+1dbWBoVCcTppXj4+xtOMxoaGRqamK5JsHGTk5Hbt3p2akmLnYL9a6YWKisreybGxsTE3N88B6rTaTMZ+WloHJ0cne4fGxqYllWx8nDx1SkFJ0d7W9uatW4LC2AcQHA53cXHm4eHB12tev3FDRk7Ow91dTFx8SSUbH8IiwmfPnXN3dZODQNY4+m/Ztg2DwVBRUeXm5BoZGD57/vwYPT3xr8Ub7CEVIk9Hd8TQ2OgfbO33o/+HiaGRgJAQqCxyZmZGR1Pr5MlTHE+ASZKHm/vo6KiSqgro2zE9PT0yIsLIxARU69za0qogB5GDyB8+AlZJmp2ZVVFUunrt6jqsHpwcHIcHhySkgP1JUlNSw8PCVFRVQQuKLS0tttY2CooKy4++a2NqctLMxPQhNvxi1Q/XioDD4braOqQkpEvKOYQgOjIyLyfX0MgQlPLW1dZaWlhq6+qAzuwODw9Lioo9esIBevLBYDCmJiYbN25cR/Z4bHTMl/IyBSXgKnh+Xr6jg4OmjhaoCHigv9/C1FRQWOjU6o/6FQGDwUyMjBhPM77mAi4P21pZ1dbVaenogHLBwvwCLw9PPQMD0CPBj+8/1NXUxcQljgGaDs3PzyvJyx+mo1uHM6O3p9dg/4AkeHn4c2ZWSlKyjq4uqLK/rrZWV1tHXkEe9OSD82m9z8a2jnyi3yAQGAxm8+bNqzEESWmpK1evKisoiEmIr0iyF6raZOpamggE0t7O1t3TYzUVEyUlpaGxUW9Pb2Njg72j42rBwDt37rS1t3ufljY8PGLn6LBaGNaZM2dMzcw01NS2btmi8mslGx+PHj/ieMKhra7x6vWrAwcP4ou/f/NsLOQVFI4ePZqanJKRkYnN6ouJrfhS4ePvl5Od3dfbu9qv1VBPn2bTJhMz89CQkBVHXHEZBCqKiqysLHz8/G7OzktS7xcxMjzsaG+voqbK+YIzOip6tX+xra3NwszcwNhI+KePXmxszI4dO1lYfvFIT0pIjImKDo0Ir62prfuZdrkcrs7O/f391jY2SYlJbW1tK65Bo9HTU1Pk5OQZn9Kx7iLy8jx8vEsITf+PfkU5yMHDhwyMDKmpqdHola/x7476+npNVfU7zMwvAWP/+vr6FCEQDAat9Fcum0uARqMd7OzKSksNTYxBB+aSExM93dwNjQzpjtIBbSwvKxMTERESFgbN1h4ZGVFWVNy7by+oIwocgXCwsysvK7NxsAdNSg8NCbG1sjIxNwfNvS8vK9PT1nn95s1dwOZyd3e3hrr64SNHxCTA8onm5ubUVFR7e7oNjI1AB+ZCgoLjYmPNrSxBfZ0LCwo01dXV1NVAfZ3bWltFBYWvXrsmJQ0mFZienjbSN+jv7zc2MwU6GWIwmODAwIjwcEsbmz17wE4+yUlJRgYG4pIS+FG+hKCxoUFLXYPp1u1Xb/6M2iUEk5OT2hqaJCSkaoAmdygUysLMPCc319rWBvRD/eHdewszMzMLc9BEm8aGBlkpKc4XL54DzgV+7+uTl5UjISXV1dMD2ohAIJyh0LzcHHMrS9Asz+SkJFdXF1V1ddByRm5Ojrqq2stXr1gBlf0D/QOqysoHDx+WkZMF2vgbgCBGIhCrnS2Tk5L6+/ud3d0aGup7e3pW+xauLi4oNNrRGRoTHb0a70KhUApyECYmJjFx8cCAgNV4V0dHh7amlgwEcuHCBXdXt9X+xcbGxrCQEFt7+/20tLk5uastKywoTE5McnF3GxwcHBoawn/6/dt1IzjQ0dFBFBX0tHRsbWxaW1rCQkI8fX3Onz9fWlLiDIUqqagsORyj0WgNVfWm5ia/AP+9e/cmJiQ4Ozopq6kueaCMjIwoysvPw+atbG137Nihq62trKBg6+CwhEwMDw/LSEju2btXW1d3fn7eycEhIjyCj3/p2HtbW5swv4CYhLiYhATuK9++fcvNzbWzs8e/cZMSE02MjR0cHVnZ7l+4cMHby0tUTPzM2V9GkTBotIO9Q1xMjKMzlOnWrQOHDiorKLi4udH9mruGQqGCAgK6OzupaWj8fHyU1VRxYTT4GBocVJKXP3T4sJmFxYYNG5Cr3NB/a4yMjKQkJaUkpwiJCL98BUCyZ2dmMtLT3VzcmO8yq2tpApHI0pISf1+/TZs2OTg5AglVm5uaIsIjvtXVWVlbA5Xouru64uLikhMTlVSUgRScMBjs44cP4aFhzHfvKigpggkiCwuD/AOoaWi8/XyB3sdfyr8E+Pl97+tzcXO7CBKF8/379/jY2JycHDk5ufsg7oozMzOfPn4MDQ55zvlcREyMcBKJRqEyMzLdXF2Pnzjh5ukJNFBYW1ODDYUdHHRycQFSHHV3dyfExed8/qyrr3/7zsrFoRUxNDiUlJgQERbOzcMDFCGOQqNys3MC/QOOHjvq4eUFdJao+PIlNDhkfn7exc3t4KGDhG9sqG8IDQmp/PJFzwBbjCR849jYWFpKSlxMjLCoGBDJRmH/mhkBfv7Xrl9XUFIEUlcXFhR6uLmRkpL6BwaukZywHC0tLTFRUVUVFdb2dmvnPCzB8NBQUmLS+7Q0EXGxFy8BbAenp6Y+fvzo6e7BdOuWqZnZotKUEBQVFgUFBtLQ0Di7uQH5gjc0NISFhPT29ppbWAL5gmOfXbGxSYlJKmqqQI/oubm59I8fgwODH3M8lpCW+mdP8P9/BxkZWVVVZUFBASvr0vTEhPh4G0srG3u7eywspSUlri4uCkpKy594Tg4OSYlJEdFRtLS0qcnJDnZ2ahoaSzy4ZmZmpMQlKCgp1bU0N27c6Ovt4+7mJisntyScq6urS1pc4iTDKS0dbTgcDpGRtTI319HXX/Iv1n+rV5CT43j6REZOdmBgAOrgQIRBL6/OFBUWKsnLm1taPuJ4/O3bt+SkZPyyPfE/uMsPhJmZGRUl5fi4OLojR/yDgs5f+MMptqSoKCw0VEhE5BpeuIO2hmZtTa1voN/+/X/w7+TEpPRPn7R1dRdfEuPj4xBpGTgC4e7puXsP1p0KgUDo6+hOTE5AXV2pfjZ/h4eG5GXltmzb5uLmiusIz8zMuEKdN1BvhMgrLDpatLVibR3FpaQkJP8g2TMzM1pamnz8Akx4st3kxERzUzMbO7vFeO3m5mZnR6dnnJyP8Lp+UAfH8PBwR6jTnZ/uVwlx8Z6eHi5ubouyUVwxNTY6hpKKqqenR19ff/l0SF9fX0lx8cjwCL+AADUNtjbT0dHB8fAhBeUGLh5BMnLyv9HdRUZGlpgYU1yY7+PjLSmJvdKpqam0lNTS4pKh4cEDBw+JiokSGIY3Pz//6ePHj+8/TExMTE9PK6mosC4LZV0RKBSq/tu3mOiYkZHhifHxl69ev3j1kkC+0tfbFxke3t3d/aO/n4WF5S3PWwLZ+fT0dICff/23b319fUcOH5aByC1a66wNGAyWm5Pz8cPH8bFRKqoNwqKiBI7ZoVComuqa2Ojo0dGRiYlJASFB9ocPCUwobG9v9/fzGxkeaWlqfvLsiaCQ8K7dBJV4R0dHExMSqr9+HRwYYGDEGg3R0RFU6YfBYOmfPuV8zh4dHaWhoRGTECfQLRsOhxcVFsXHxU1NTQ0ODIiKi73h4iLwRd7W1hYVHvHjx4+hoUGOJ09fv3lNQ9ghZGJ8PCw0tKmpeXBg4MKFi3yC/EuSilfD7OxsfGxcQUH+0ODQpk2bIAoK1wjzPkcgEOVlZUkJiWNjY/PweTFx8bv37hFymRgMpq21NTw0dGh4eHBg8PkLzlevXhE46dvX1xcaFNzZ1dnR3n712jVpGZmDBF7mzExKUnJpaenw8NDevftExcUYTxPE5+bn54sKi96lpk5MTGAwGH5BQRZWgjohKBSqtqYmNCRkfGy8p7ubl5+fh4+XwCP34MBgSFBQd3f3QH//rTt3eHh5dhPm5zgzM5MQH19eWjYyMnLo8GEhEWEC5wHmF+72D+8/jI2Nzs3BVNXVme8S5JCIQqG+1X2LjoocGx0bHR3l4eV98uwpgR/qnp6e6MjIrq6uwYEB5rv3ePn5CBx7GB0dDQsJbajHlj+P0NHJKyoSWOmHwWBZmZlZGZnj4+NUVFTCoiJrp40EBQWKiopdu37z5Sus1c/f6L32XwISEpLvfT1pSXGHjxwmISZWVVfHl1AmJiRYmpnbOtiz/OTfJcXFwUHB8vKQ03ihe85QaFJCYmh42IGDf7Cs1NSUrIxMBSWlRc97NBotLCBIQkLs7umJe2ai0Wh/X7+WlmZ9Q6PNm/94inYsOEkwMDJaWlvhdJXj4+PKCopHjx0zxIsmaGpshMjK3We7r/OznzMwMGBnY3uT6SZ+KaqosFBeTs7KxubhIyzLgsFgTNdvzMzMFJeV4u7k3/XsP0BNTW1kYtzc3NzW2pqfn3f23FmcOuIGE1Nba6uGmrqVjTXTrVvYSraaenNTk39wIL7YmvPli66uLgFevsDQ4KNHj46MDCvJK2BJtpfn7t1/WMCSk5Pb2NtBZOXEhIS8/bClys7OTmlxCfoTx908/pzEoqamFpeS5HvLMzY6pmugT0FO3t7WLiwgICUjIyr+59R/cEjQ8ePH8Ul2UmKiqZGxIxR6D+8FcOLECRExURkp6YmJ8bc8PGg02tHeIS42FurijD+C8+rN6/l5mKiQUGBwCAMjw9zcnLGhUWlJiW9ggLam5vbt21kfLK0VDfQPqCgqnTt/XldfD1Qa+98MCgqKqcnJwICAlKTkI3R0Z86e0dDRIlDtB4PBUpKSXJ1daA8c2L9/n5ik2vnz5wl82ZSWlDg6OM7DYPTH6bnfvr1x8yaB2sSGhgZfb++62rqTJ0/cuXv3MQcHgYXhnu6eqIiI2JiYs+fO0R09qm9kSGDFdH5+PiUp2c/He9euPSdPnZSRlTl+4gSB90B2Vpa3lxcCgTxCRycsKnrp8mUCBcfV1dWuzi6tzc0nGU7dZGKyd3QgUHfe/+NHUEBgRkY6Pf3xS5cvGRga7vr5kVwbc3NzsTExIUHBBw8epKenhyjIHz12jBAGiUQic7KzrS0saTbRHDp0SEhY6Nbt2wRe5teqKk8Pz57u7uPHjz/meHyPlZVAdUFXZ1doSPDnzCwGRsZLly+9ev16G2FkZXxsLCYqOsDf/xg9/dGjR9XU1emPHyfwr5makurv60tFRUlHdxSioHD6zGkC7/aKLxVuLi4jw8NH6Y89ffb87t27GzYSRD1bmpu9PL1KSkoYTp26cOmiuYUFgVqa8fHxiLDw+NhYumNHGRgY1DQ1CLzbEUhExqd0Zyfojp07jh07JiQizHj6NIGn3/y8PKgTdHpq6tixY89fcD5gZydQV93U1BTg519ZUXHi5Mlbt289e/Z800+KsDZGhocjIyIT4uKOHjt27vx5HT29ffsJKpzD4fDY6GhfH9/du3YdOnxYUlrqzNmzBP418/PyPFzd5uFwOjo6Xn6+a9euURL27GpsaPTy8GhoaDhx8sTde/cePnpE6LOrpyc4KOhdSioj42n6E/T6RoYEPqLn5ubSUlK8PDwPHDx4jJ5eBiJHT0//l3f77zr3fwRoNPrAgQNS0tLKikoIBJLzBSeOBHu4uzk4OS2SbCzvunmzpblZQlTMZyG35I9KdkJiZGwM/jDus2fPq6u+KsnLu7i5HT12DFfJpqKidHFzo/75diAhIREWEdbX1RMREvL29dm1a1f3QiX7FCODrb3d4kt269atbp4egrx8GqpqNvZ2JCQkJcXFSvIKXG+51TU1F//FPXv2iIqLCfHxz83OCiwM6RYVFilC5C2trXEkG3fmxGAw+DfV73r2L8BmiMjIIBEILx8fNjxm6evjHRkRZWtnm5aaWl5W5hsQsHzyGoVEOTk5paWkODlDXaDO09PT7l4eu3cvLT/Mw2AKEHkkCqWmoa6hqkZLS+vm4b78qdTb0yMqJMLCyvLy9StJMXERcTH8COuystLgkGA7W/uNGzfC4fAv5eXDw8PmJqbWtraLlWx8FOTnqygp6xno9/f3+/v4Ojo7rzhnEBwY5OXp6e7pkRAX//nz58jo6O07tr94zjk2OhoTH4fvMdLfj9VkHzp8xNjUGL/S9revZxfliwqLwGEwGppNImJiQD5obW1tulpak5NTCoqKLKwsGwgeVEIgkSaGhkUFheJSkuzs7ASyQBwC/QNCQ4IfsLO/fsN14iSAt0Pmp3QzM7MTJ08KCwvj2yf9Jdrb2oyNjGCzc1KyMsx37xLeNx8ZGYE6OpYUl4iKiz189Ihw+QQajYY6OsZEx3Bxcz95+hQoiQbrPODiynjmNB8/P1BqY11dnaWZOREGIykjfY+FhfAX7cTEhLqKamNDg5KqCgsrgO00Go1xc3FJTEh49frVc05OICvG5ORkVyfolWvXeHh5gOL6ykpKzEzNNm7cKCMne4eZmXCxR19vn72tbUtLi6SU1P0HbITP2sLhcKiD4/v37wWFBB895sD35PpLBPr7+3r73H/A9voN14WLAFLs0uISG2ur7dt3iIqJ3boDYPHR39+vq6U9PDQEUVRgvnuXcOnX3NycpbnFpw8fJKSkHnNwAIlhwsPC/Hx877Pdf/3mzRJL2bVRkJdnbWl1+MhhIZG/KNAuwbe6bzZWliOjo7Kyciz3CT3a4XTq9rZ2hQX5EpKSbOzsu0DmB7y9vCLDwp9xcnK+eEF/HECKnZaWZmdty8jIICgszHQLYBa5ra1NX0cXa6gsI3OP5R7hXumBAQEKCgqnz57/Xc/+n9SzUxJirl2/Hh4ZUVVRIScrZ2JqMjg0bG1h4eLuzr7S6Lyvt7e/r69/UFBubl5sdDR+JXsRcDjc3NSstrra2s7W1sYWiVUQeCzv/s3MTOtp6/T3D2jr6epoah0/cdzS2nr5U2t4eFhUSPjylStPnz2VlZLmePLExNxs+Q9WV1snIiSkoaV5+PBhiKycpbXVIsnGdZNu32RCIpF5hQU475rf9exfwMLKoqysbGRoaGxoSE9/7MjPzrKklPSGDRvfvHx54uSpiOioFTVnpGSk6hrqKCTy5XPOa9eve/n6rPiKpaSi8vH3kxKXeMT24NXr185ursvXEBERHTh4MDwqQlxENCDAX0dPT/ynJhtXmPHx9VVRVsGVRmZmZgz19bs6u7z9/FbTJ9y+c8fZ1UVCVIyCgsIvMODK1asrLhMWFUGjUdyv3xw8dCgmLvbAwYPDw8PLlw30DyjJK2A12ZbmS148xAvFPArgrMP/FlBRULQ1N0MUFLl5wKJAKisqFCCQh48eqaqpEdjix2Ggv19RXmH37t2hEeFAGRAzM9NWFpZVlVVOzs7nQca/kEikl7tHWGiIuqbWa643QKWa9E+f7GxsHnFwKCkrAwlw29vb1ZRVaPfvj4mPA7LNmsLGNikMDQ66erhfXeW+XQ0uUGhKUrKKmuqTZ8+ANubl5OpqawuKCEtISJKCpBE1NTYpysufO38uLikRKLJxbHRMX1d3aGjILwBbVyZ8I2x+3t3F5cO79/qGhviNLEIQEhzs7uIqIiYqJSMDZHxR/fWrlrrGpcuX4hISqDYAOEIMD2MbfVRUVP6BAUCXiUKhjA0Mi4uKjE1N2R+BZRkmJSba29jKQSC8AvxAd3v112p1VRW2B+wu7m5Apj093d2qyipUVFTxyUkHlzGDNTA9NW1tbV1ZXm7n6HAFMMbIx9s7NipaSlZm+RTN2sjKzNLV1mZ/+NA/KIjAAjYOfb29EBnZg4cOhUVE7AOx/IPBYNoamn19fY4uzpcuAQxXYIiI/H18/Hz91DTUQS+zID/fQFfvNReXlIw0kKq+rbU1JSmZhBgLoH/xN1YEHA6/ev26s5urlJg4CQmJl4/Pag8uSWlpamqaV5wvDh46FB0bi9PfLgEFBYWpuZmFmfn9eyys9+/7+Put2AempqaxsbNTV1V78fQZ58sXdg4OK94DO3fujIiO4n79JtDfX15JUQOvko2PM2fPBIeFSoqJT09OOTg7PWD/C3+t3zx7KcQkxGuqq2NiYkxNTFzc/ny8drZ37Nmzl5ycvKO9fbXZDhgMNjE+fvLUqZGRkYnx8dVKWd+//5ienqakpEShUHA4fLXPPGx+HolCUlNTDw8Nz8/PL/adfX19b964efqnrLC4qGhudu7Q4UONjQ1r6IB7e3rpjh4dHhrq7elZjWejkMj+Hz/IyclJSUhmZmdXXPOzkn3YxMxseXUnLyd3ZmaWhgY4Ie//OzALhwRyUjIeQQFQkl3x5Yu0hKS2nu4bLi6gjRMTEwpykFMMDCbmZkAPcTQabW1p1dHRERwaAupB4eTgmJSQ4OLujj9yQAgK8gvsbe0gCgpAA1W45oyKkhIr632IgjwQO4fD4XJS0hSUlCHhYaBO1R5ubh/evw8IDj50mCDl7iKKCgt1tLWtbKxBw2tampulxMWfPHuqqa0NtBE2N2eob4DGoP2DAkHNGbw9PArzC3wDAkCNZYKDgjzd3A2MjZ8COlXX1tSoKasIi4mCehvPzMwoyiscPUpnYGxMCRjOYqivX1tTGxoZATQ+uKBsSXGwtfPw9jp3/o+RGwLR0tyiqqgkLCYi9NPciUB0d3dDZGTp6I7Y2IP556BQKBtrq66OzoCQ4NUcYFdDZHhEUkKijb0dUNOGiIgoIz1dT1tXVUMdNBJ1aHBQQkz8wYMHKupqoARUX1d3YmLCPyhwyQTbX8LD1S0yIiIkLAyod7cwNl2uq6mloaMNGkX04/sPIwOD8YkJGGL+b9Se/W8G8cLd0tneQUZGRkpKOg+fX2MxAgHHvTJGR0dW5Nk4X4eenp79+/cjkYgf33+s9iScnJqCYWWZx3t6emdmZlbjXV1dnQgEgpKKColArvGDwebmSEhISEhJxsfHif4K/xxZ7X8KFBQUegYGV65cSUlOwVm9YDAYTXX16urqDxnpb3neaqlrVHz5snzj9MyMoZ7+HAwWFhnBzMzMw/22tbV1+bK+vl4JUdEtW7bUfKvDYDBiIqKzKzHajo4Ofh5eAUGhT5mZpSUluOBGnCly/0C/qKgo7j9TU1JMjYyhbq7Orq4pScmebit704SFhEZHRTpAncwsLPR0dKMjI5evmZ+fNzE2Tk1J/ZSZISYpKSok1N7WtkRUivXJ/qOSbYEbfFwEEol0cXZGolGbNm36Oz6PiBeo9tTsLGgYYWdHh6K8vIGxESjJnoPBNNU1rt24bmphDvqi8nBz6+8f8PHzAyXZKSkpyUmJrh7AJLujvd3Z0Unf0ACUZM/MzJibmj3n5FRSASuBw+FwDVU1ckpKdy9PUJIdHxeXmZkZEh4OSrKbmprMTUwdoE6gJHt8bFxZSen5yxegJBvrpmxjQ0VF6eruDkqyE+MTysvLPXy8QUl2bm6ut6enjb0dKMkeGR62trKWlYeAkux52LyxodHZM2fMLS1BSbadjc3Xr9UR0VGgJLu0tNTd1c3bzxeUZA8ODmpraiqqKoOSbCQSaaRvQHeUzsXdHdSkMiggcGBgwNXDHZRk5+bkJiUleXh5gpLs+m/1+rp6egb6oCR7enpaX1fv6bNnqhrqoO6N1pZWsDnYOkh2YkJCWEhIaDgwye7q7DQ1MjYxNwMl2bNzcwZ6eg8fcYhJiCPga7Gu3yAQxCTEJCQkoaGh1pZWjlAnH38/bU2t1JSUFRe7QJ0D/QOz8/MEhYXEhEUWWRA+ZmZmBHj5SEhIsvNyGRgYlRUVe1fyYh4cHFRXUT1x6mRYZAQNDQ0vN/fAwMDyZVWVlRKiYqz375eUl5UUF2upa2BpwTKUlZXJSEqZmJmGR0XaWFpFR0WtfdW/efYKoD1Aq29ouGPHDk8Pj6jIKHNT09bWNk8f7+3btwuJiIhLSliYmtVUV+NvmZubMzE0hMPnTcxMd+3apa2ny8nJycv9tqW5GX9ZX993WSmZ/bT7oS4uG6mpHZ2hm2ho5GRkkMhfPsMd7R38b3lExcX4BQX27t0bHBqCi1UbGBiIjomWkZbBSew/ffhobWnl5Ay9evXqmbNnHZwcMzIygwIDl1xOZEREXGyMiZnZqVOn2B89dIBCrSwsY3516UYikRZm5lkZmeHRUYcOH+bj55ODQIT4BRrq63HHPgoKiqHBIUUIZOeunStWsu1t7TI/peNK/n8/lo0HoEPC+NiYipIyv4AA5wts6D0QoA4ONNTUa/jer4a01NSc7BxLK0tQ/93GhgYbSytLa2vQ9/Hs7KyJkdGTZ0/WkU/u7Oi0Y+dOIWFh0I0R4eEd7e0WVpagWRW1tbUR4eHmFpZAalGc+Y+xgaEsRO4GiLb1D6NPNbVz586BuikveGMHtTa3GBgZgppqV3yp8PP1NTI2BqVlgwODlmbmsnKQu/fuAW1EIpHWVtaXF4Ys13GZc3NzKurAd/v7d+8+ffzk7OIMGrfU1dlpa2mlb2hIoKPIIubn5/W0tdkePFjHh9rawgL7W7K1Bd2YmZGZlpJiYmYGGqTa3d3taG8vr6CwqHIkEJMTE+YmJtzc3M84gdPm3Vxcd+3atQ636ZSk5NqaGjNLC9DR+bKyMqijk5unxxLz2b/E+Pi4loYmv5DgOgJorMwtdu/eLSgkiMH8mTnyG/8DEJORkgYFBtpZWjs4ObCysV2+csUvwN/c2CQ1eSnVdnd1S0pMCIuK2L17t7CIiIiYmKiQcEtLC/4aNBotIym1kZrawcmRmoZGW0/35i0mXS1tXDD7IgYHBtRV1RgYGZWUlffu3Qt1caalPSAsIDA6Ooq/rKa6GiIj+/DhI119ve3bt/sHBTY3N+vp6Cz5wUpLSuWkpCysre6zsZ0+cyYwJMTexjYuNvbXCyWGw+GLXOI3z14Zt+/cNrMwJyUl1dPRKSsrDwoJXtSK8AsK8gkK6Ovqfa36ih/NAJ+Hm1la4s7olJSUOvp6L1++FOTjX6xq9/X1SoqJ7d+/39ffn5IKWyempKT09PHeRLNJVEh4sard0dEhJCAgLSsrJv5HEMamzZs3bNiARqPd3N2ecHAcX4jk+FZX5wyFOjg63PwZaXv6zBlrW5t3qWkBfn6LFxIWEhoXHWNhZXXmpz/Oo8ePHJyczExMFqva8Pl5U2PjjE+fwqOjFs3OBISE5JUUZSWlxkZHycjJe7t7lBUVDx06bGtvv7ySbWlmXpCf7+TifPHiBRTqX3TujwiP2L5jxzoCz76Ul9dUVxuZmgCHAw8NBfj5m5qbA41L4mCkbyAqLrYOruzv47t/P62I2J92NwQiLze3pqZGR08HSPeJU7iGBgUbmpqAljDn5uZcnKBCwsKMpwEGyHAICQo+ffrMM06wLI+FZKiEkZERfUND0I3tbW0J8QnW9nabt2wB2ohAIBzt7ZVUlI+DB5tbWVjcuHEdFygLhJSk5ImxMUVlZdD2S0tz8/v37zW1tECPTCMjI94enmoaGqA5RGg02sfb+8Gjh7dBph5xSIiL27Bhgyw4iSwqLPz8OdvV3R00rHFiYsLDzVXf2Aj0biciInKwtXvx4sVq+XlrwN/XbyM1tZqmBijlLS8rq6yoUFFXXcezKyw0RFdfDzTYHD4Pd3FyEhMXuwyoWV94A4YcP378LQ8PcCZlVlZHezt2DI4YezuBbv+N5SAlI22or/d0c7eHOj54+MeUxeUrVzz9fE2MjNLwqtouUOeY6OjwqKhFUyApGWkJKUlRQaHmpibcV2ZmZgT5+DZt2uTu5Ykr/JGTk2vr6Jy/cF5DVe379+9/VrLV1BgYGTS1tXBFw+3btzs6Qw8ePMTPw7tY1a6sqJQSl8AffNy5c2doRHhDY4MWXvWkrKxMXlbW3MqK/efPf/bcWd8Af2sLy7iYP6g2BSUlMfEvFiO/efaq4H77VldPDwaDdXd1lRQX4/+vN1xcfAL8JkZGdbV1CDh8oZINN7O0wG/7kpCQaGhrPefk5ON+29bWNjg4KCslQ7t/v7Or65K3lKMzlHqhqo1Gozs7FirZYmLCokv7lSmpKWg0+sULbNd+amoqwM9fR0/3xq+x6idOnjS3tExLTQsODMRgMJERkdhKtoXZEkfk+w/YcFXtuJgYNBptYY6tZEfERB/51eKAh5dXXVuru6trfn7e1MRkPy2tiZnZ8hqqva1dfn6+vZPjMXr6eTic6F+DgYGBpMREiDyEnBysD45AIAJ8/Xl4+UA7p0RERFEREecvnAfy3MAV6RMTEhBIBBeguAV38MvOzpaWBaYdcDg8KDBISESYhgZMDoHBYLw8Pa/duAE6CkZERJTzORuNRoE2iHFRF0VFRSJifyiyCMfI6EhwULCMrAxoewEnkn7Azr7cvOgvkZSQsHXr1nuAYZbYcY7i4pqaGogCcLD55ORkdFSUhJQUaN0dS3m9vJ8+fQqq4cFG88bGbt+x4zHHY9CNtbW1ba2tPODsaiHYJVFGVpYI8CwxNzfn5e4hLCK8ddvWdbRuTp1iuAhiFINDTk7OyPAIn6AA6Mbe3t7EhERlVRXQjSgUys/Hl0+Af8cOgAAaHEKDgy9cvEigPT8+MjLSp6dn3gAOPuI+1DnZOZIyYJmmuNpZcFCwqLgYaIHgN9YAMTExLuF8kaTicOnSJd/AAFNjExzVxlayExLCoyKXHDvFJSSERISFBYRaW1pQKJSslNTGjTQOUKclSmtlFZULly5paWj29/cPDw9rqKqdZjytrq6Of57csmWLvZPj/v37RQQEx8bG6mrr5GVlHz56pG/0S62EhobGPzCwublFf6GqXVZaKislZW5t9ejxL0+kCxcvBoaE2FhZxS9UtQN9/YaHhqioqBaZ3u85yLUgLikxMztjY2WtpqICdXHBzxvj4eUlJyMzNzXdumULzebN5pZYr9wl27GnKz1dUjIyEUGhnbt2HjhwwN3Lc3kpiJyc3MvHW0leQUpM/Ed/v4ycnJDI0iZ7e0d7akqKuTm23bbg5/qJ+y33dTzz7EWcPHXS2s7W3MS0tLRscmLCwspqxeca+0N2MlKojrZ2SnJyb29fRHTUij5iHBwcfr5+jQ0NrCwspmZmSzxukUikrZV1UVER1NXl5EmwKOC/O2AwmJGe/vkLF0A1GAtcOXJicuIhXnIQgSgpLv7w7r2HtxdoCaqttc3YwNDK1mYLYFcaN7R05y7z4SOHQTe6Ojsj4PDHHBzgPfSM5KTknLw80I1jY2N2tjamZmagvx84HG5hasZ6//6BgwdAjwQ2ltZbt25hA4mWxCEtNfVr1Ve/wADQjY0NDe6ubq4e7kC2CThFhKIcRFpWlsC4E3xYmJnt37/v2g0wWT+2QJCcXF1dbWltBbqx/ts3H08vvyDg38/MzIy1ucXrN2+2AtZNseFc9vanTjEwgnNBZ0enkdGR5+DNkJLi4pioqJCwMNCbdnx83FBXz8DIiEBr9kVgiIiU5RVuMd9ebHISDn8//5HRkXUoar5WVaUkp0RErTAatDba29rsbWzVNNRBz7HYD7WZOfNdZgKjmvDh6e5BSUGxjtbfb6wBJAJx7fr1FasDFy9e9PLzVVVUysvLq676GhEdtXel3o6UjAw5GbmivMKOHdu3bt3mAIVSUCw9CJGSkWloaTrZO2hraGIwmNNnzqiv1LTZsmWLozNUW1OL6yU2QPTJ02d6hkvDIImIiLZt2xYaES4uIqokr1BXW4v1yf71kIDD2XNn/QIDFOUVCgsLqyorF4MIcfhdz/4LyMjKykEgAwODOlo65eXl+P/r1Zs323dsLygokJaRWU6y//j9kpBISEli0Oj6unpNbe01+q0a2lolpaUbN25YTrLRaLSnpwcXFxfueFdVUdnS3LIiycbhxIkTT54+TYyPZ3/0cI3iASvb/ZtMTJ8+fBQVE1vNrBeJQpGSkm7fvl1CSmp5kIS9jU1eXp69k+O/jWTjzJ6ysrKwdS9ALPQZIp4+ewbaQ8cys5TUI3R0oELMhYGwEmJi4sX4T8LR1dk50D+AnyBAIKampiq+VID6BuIQGhzC/ZZ7+w6w2UfsWHBy8qHDh9f4aKyGugXw8vGCbpycnExJTubl5ycB7KEv/LQpFy5eABWRLzCzkm3bt6+jLpifl4chIrp1+w+lGeEYHBxsbmoGnfTFPbs+vHsvKCREDngkICIi8vP2uXr92tmzADHjOBQVFvYPDLxYeH0CYXh4OP1T+svXwBvn5uayMrOY794lMBsIH/l5+UePHSMwzxIfFRUVmzdvvngZwBcPh8qKioHBwXWI7Ofm5jLT0yUkJdbxoQ4PC2e9f38/YWky+Pjw7j2GiAjUmhM7od7ZWVJSso4jwfxCWiTbgwe/i9n/cZCRkS2ZRlvEpUuXHj1+HB0VpaSqsiLJxkFUQnzPnj15uXmKysrLSfYixCTER0dHujo6JaWlVjvBbtmyBaIg39vbC4fPq2msOlpDQ0OjpKKcmJBw7fp1fJ/sJTh/4YKgkGB0ZNTLV6+379jxWzcCAAoKCg0tTQlJye7uLmUFxeqvf2iyx8fHpSUkaWlp/QIDA/39VxxxxTmMigkJP33+3NjMRF9X98ePHysua25qEhEUhLq6vHr9xsnBcX7+F6ebkJDgHTt3PnqEbVXA4XC6o0eJSYgjw8NX/FYYDMbBzj45Kelzbk5HR0dWZuaKy+bm5rQ1tQYHBiJjY5MSEz9nfV5xGRKBHBkepqSkXF7JtjS3yMvNs3OwP3UKTMPwz0B4WLiEpOQx+j/iXglHdtZnVlbWl69egtd12olJSAzwUmEJxNzsXEpSsrObG6idxYJWNV5VTe0CiD83DkWFhRcvXVzHS66yomJ2dlZaVha0vDc1NfXt2zcNTS3QtyMGg8nPzdXQ0loHSQoODHrO+Xwd55CqysqDBw8qq6qCbpyYmGior3eEOoH+fmAwWGR4hJ6BPoER3PjIzMh4zMFx6w6wCLi2pmbb9m1cb4E7/q0trR0dHSpqaqAyFSQSWVZSamRiTL76O3g1pKWmqaipgpqT4IY1j9Ifk4VAQDd+7/s+PDxkbmkJuhEOh2emp1vZ2a5mMrsaUEhUfGws99u3oG70C6lGpWfOnnnADuZfjrPPJ8JgZCFyoBvHx8azsrJMzEzXwew/vv9gZmF+6DBwI+79+/cvXr18+Qr4uPUba4OYmHhqamq1P6WDnV19fX1KWlpBfv7XqqoV12DdRXh4Dx48GBMfH+Dv39PTs+Kyvr4+ESHhl69e6xoauDo7T0xMrJp6IQfR0dd78eqVjpbW1NTUissK8wuM9A1i4+P37tsbGRGx2tW5ubgkJyV/zMwYHBocGBjAfz7/rmf/NSgoKHT1dLm4uRsbG9VUVRvqG2ampzXV1OFwuLSMzI2bN54+e+bm4tL364gr7o8tJyO7d98+ZVUVXj6+eywsKopK/cuodktTs7iIqICQEBsbGzfPW2pqal9vn8X/29DQUFBQICWBnbRDo9EIBGLXrl0QBYXu7u4V7flcnV3ev0vT0NJkYGSUk5PLzMjIyc5esgYOh5saG5eWlFjZWLPeZ9XR03V2dMxeRrVRKJSpkdH3vj4SEpIlgyAOdvb5uXmOzs64TNRFkJGR/Q09/YDR3t7e3tYmLSsDuhE+P5+bm/vi9SsqQM+vBW/ynKvXrq5jUiopMXE/7f6794B7oJ0dHRMT4ysmjK4NJBJZmF/whpt7HW/HiPAILm4uoJAXHAry8+mP0Z8+c3odNfvh4eEngA53OIF+Xl4eRF4etHGPmxC9x8oKOhC2kFn7mYGRAdR1ATcmD4fDsbaMgH+Uqamputq6V+BVXlzNXkBAcB2tm+SkxHusLOtolNXV1hIRE6+j4z84ONjS3PTq1et1HGCSE5NERETWMW6RmZFx48bNdXyoi4uL9+7ddxZc+NHd3d3U2MQnwA+6EY1GZ6SnC4uIgo4/LtSk3z3ieLyO1s2HD+/pj9OvrxE3NDT45OlT0EfQ9PR0VWUlx5Mn6zin/cbaICXFzkFGR67ggufs5JSWmmZuZXn+wgUJScnwsLDlVBuNRstKSZORY2Uh129cf8753AXqvJx39fb0yEnLMDAycvO8ZX/Ifv7CBWcn6OTk5JJl1dXVihB5FlYWYREReUXFzVu36uvozs3NLVlWVFioAIGoaahfv3lDXEKiva0tJjpm+c/v5ekZGRFpY2939uxZaRnsrA4KhVr8v795NkGg2bTJ3NLi5atX1V+rZaSlFeQVyMjIHJ2hOPdiptu3OF++NDE0/IInLOnr7ZUWl6A9QOvl64N7zUhISbI9eCAnI9ve1r64rLGxUURISEpGWmTBEpuUlFRSWurMubM4Xjs7O+vh4SEhIbHoH4zTqFFTUysqK1dVVjnY2S/+OTEYjKODQ1pqiqOz88WFkK1du3erqasnxMdji98/+e/c3JyRgUFRYWFwWChOLnLl6lUjUxMbK6ukhITFH2xqakpaXHJwaPDsuXP4jR5cJTs/Lw/q6rJ8Gq+2umZ6evqfnZuFRqP9fX3vMDODqj+xHf+Sks2bNx87BlwF//HjR0Nj4zpEwNNT06nJyaLgViHYgtCHD1evXVsHSfqclbVr965F7xrCUV5e3t3V9RR8inFudraooPDBSuG9awODwcTHxbGzP1xHjzgpIfHUyZNAAek4NDU1DQ+P3Lh5A7yYPVlUULiO3w8Gg4kIC+MDDETE4cO7dydPnQJ1ascZU5CRkzGCn3y6u7oK8gtAndpxT6fU5JRnz5+BcmVsFTMt7crVqxupN67jbt+4kfrKNeDy8MCP/m91tY/A5zQQcHh2ZtY67nasGsfX5wE7+2oZamvgc1bW3n171zGn0dHR0d/ff/XaNdCN4+PjiQkJb3l5Qf+aGAwmKTGRhZV1HUeCwsLCXbt2r0PS/Rt/CRQazcDI+C4t1d7WdlFWge3A29snxMVHREXhfu1Hjx2TkZV1gTp/eP9+ce/MzKwQvwAFBbmHt/emhQPtTSYmLm4ubQ1NfJPlvr4+iKzc6dOnTUxNcWSJ88WLs+fP6Whrd3Z2Li6rrKiQlZJ+8uyZobExrpaqb6C/fccOBTnI4ODg4rKCvDxFeQVLa6tHC1NGNJs2qWto1NXVWVta4ctC3FxcgwMDA4KDGBmxJle7du2ioKSYn/8z2Og3zyYUW7ZssbWz5efnb6ivz8vNvXmLCT874+bNm/fusairqhUXFS10A7GVbNoDB5ycnfFfbBJSkpcuXRLk42tva8MN+gjy8YtLSQriuQsTExPfu3cP92QJCPA/ceLEjRt/6E3xHzcbNmxQUFZKTUmxt/nDq9XV2eVdaqqtvf15vL7nzl27pKRlPNzdA/z9/6hkGxmXFBdjIzzwHiWXLl/W0dMzMjSKXTirzc3NQWRkSUhJ3Dw9sQkuyyrZ9o4OJ08tLTXl5eSam5lh+co/uqZdWlLS2tLCDz7jPzk5+T7t3ctXr0C5DgaDDg4IfMzxGNQvDJsX6OlFd/To6dPAWt6qysr+H/2seLO/BGKgvz8rM3Md6k8EAuHu6oZr6YDujYuNpT9+fB3K9ZKi4tnZ2RtMwJLutta29E+fJKQkQTfCYLDw0NBXb16DKiKIiIiiIyOvXrsKKhXAmeij0Whm8Lpge1tbZWUl5wvg8b65ubnkpGQOjifroLxurq7sD9nXcYD59PHjpk2bljTZCEFLc3NjY+Oi1xjh6P/xI9DfX1Jaah1qpbCwsPsPHmwA/1C/f/du1+5d6yj2Z3/+3NLcwgM+hzA6OpqZnvHkKXDPBzv2HRnJev/+Oor9/r6+p0+fvgw+aF75pWJsbIzpp+Mt4RgcGPickcnFDTyH8BuEAINGb922Vd/IKCU5xdTYBPdFW2ub1ORkrLvI/j+7Osfo6WXlIYZ6+inJyT8r2VJkZKRQV1f8l+C169fvs7FJiIp9q6vDusH29MjJyJw+c8bAyAi/HcHJyUm7f78CBNLW2rZYyX70+LGOnu7iGnJych1dXRISEjFh4bGxMZzCU14OYmFpiSPZOFBSUamoqhQVFOjr/rHX28MzMiI8IDh48fOIQqEwaAw5OTnxT/L0228EANt37LCxt9u5a5ePt7eZiSkCgRAVE1vkTHyCAnAkwkBXT0lFOdA/gPYArbvnCu4i2nq6KBRKSlxCSVXF1tpGFs8newnKysrqGxpsrG1W+3loaWlDw8P53nITk5BspN6Ylprq6OyMT7JxOHP2jJ2jo66WNgaD6ezsKsaS7LDl5/W7LPccoVANVdWZmem83DxKSkpvP9/x8XEUCltZJyEhwcYCW1kXFRZi3UWWkeysjAxjIyPOly/CQ8P+wSx7dHTU3tZOUVkZNE4CjUYH+gcw3bp19Bhwx//D+w8UFBSgqSILBcXykpJiN08PUjKwus7kxGRURKSkjDRoph2WPYSG3WNhof3pe0o4PN3d9+7ds45hu8rKyubmFl19PdCNY6OjyUlJ0rIyoCRpdnbW3NSU6+3bdTD7+Ni4Q4cOr8PEraysrK+3V0RMBFjr3NoSHxNrvxDlALQRAYeHhoS+ePkS9G7HedUxMDCcuwCsdY6MiBgaGrKwAvYn6e7uzs3JUdPQAD3Hzs7OhgQH8/LxbQYfYHBycLx16/blK8BcMCszE4FEPADvULW0tBQVFekZGIAWa4eHhz1c3dQ0Ndfx1wwJDr5958461EpJiYk01NTrGGDIz8vPz8v38f8zC4JATExMxMbESEpLgTbikEikv78/+yP2NYbwfuN/CAQcwcDA4OPnKyuFNVukpKT48P5DRHQU7bIB2atXr3p4e8vLys7OzGakp1OQk7u4u21cVoIRERNFoVHSEth0Rh8vr9Onz5iYmS55npOQkOjo6ZkYGWmoqUlISVpbWj159gyfZONAQUlh7+igrqYuKS7Ow8Nja21jaWO93BZs27ZtYZGRwtgQFd29e/dFhocHhPxJsheB/Xj+fA79rmeDgZKSUltXR0dPDzYPMzY0gjo6IRCIP//koqKv3ryRl4Ns2bbNzd19xcc9GRmZgbHRpcuXuV+/ERAUEJOUWPEfmpyc9PXzlZWRXXt27eChg5GxseFhYeEhoXYOv1Sy8XHjxg1zS0tHe4fPmZnhUZGrNcXus903s7TQUFOfnZ3x8PEiJibGiVJwF+Ls5JSZnm5jb7ecZGd//mxuaiavqMjLy4tE/vkL+YdhcnJSW1PzDvOddWidU5KS5+ZmHz8BNrn7+vVrXm6ukKgIKHtobGzUVFOTk5cD1TqjUChPD/cbTDfp6ekBf1iimKhoUhKSB+zAHe3UlJSM9HQlZWXQjT++f4+KiOTj5wc9EsBgMA93j7ssLKDsAYPBGOjp7dq9CzStGssecvOaGhvfgm9sb2+PiYoWERejoADTgo9hI0tVOF++XAdJCgwIOHCA9jpgOiYREVH6p099PT1vwOuC+Xl5UeERGpqaoCefifFxHy/vFy9frkPZ7+/re+rUqfPgw752NrZ937+vI6aqtqYm/dMncQkJYsBi/8jIiJ+3DzcPD2h5GDYP09PRvXT58rXrwPqNuNg4JAK5jmdXVWVVcVERv6Ag6MavVVV2NjbqWpq7AdO44PPzHq5ut+7cPraeZ1cU9caNd+8Be9L/BhAQCMQpBgYXd7fY6OioiIgVSTYOV69d9fDxVpSXn52ddff2Wk6ycRCXkOAX5Ofl5j567JiJ6VKSjQMxMbGhkdExenoZSSlWVuxM2orfavOWLVAXZzJSMnERMWMzU44nT1ZZtjkoNLQgL9/N1TU4POwvO0u/eTYwyMjIZOVkHZ2cNm3ebGVpqamuvhgpNDE+Xlnx5cqVK4MDA7k5uat9h+bm5qqqqmfPnyclJrYtCEiWw93D/fat27gxl77eXhgMttp3y/iUTk9/bMPGjRnp6Sj0n9J7fKBQqLLS0qNHj27avDklOXk1Y52ZmZnE+IS7d+/29vQmJybhvkhCQowhInKyd8jNyfXw9j69LMQ4KyPTUM9ATkH+LQ8PGoMF0T8RA/39WhqaxETE60hsSUpM/Pr1K0ReAZQ9lJeVhQaHSEpLg0oFvtXVyUpJi4qLsbCCTTFOT09DHRz37N0LPG6PwURHRLa0NEvLyYIqIhITEmytbfQMDPYBJrZ0dnZAnaCv3rxiYATz0JiYmHB2gtIdpQPNQJmentZSV+//0a+ppbUOhWtaWipEUQHU+KWlpcXLw4OXjw9U8t7V2SkiKHSLiWm5W+jaQCAQvt7eszOzIngtOwKR/vFTbnaOLPh46KePH00MjcSlpECT0gcHBx3tHW7evAkqFYDBYF4eHiQkJHwCYDIwNBptZWGZk51tY2cL2iX4WvU1OChIXFISdC7w+/fvTg4ODx6yg0opBgcHleTkSYiJtXR1QGU8CXFx9XV10rIyoOXzstKyyPBwWTk5fIElISgtKdXW1OR8+eL2bbAsz8mpSVcXl/20tKAxVWg0OiI0rKurS1oW+Nn1G6AgXnieZKRn7Nu/f9eu3X4+vqvF2s/Oznq5ubOwsvb/+JGVkbHaNxwcGKz5Wn2PlfVLeXlz8x9pkcvR3dPT3dV17fr1b9++fav7ttqyqsrKH9+/s7KxhgQFDf6kdssRGR5OSUV16uSp4MDAvxTK/r6l1ok3XFxbt27T1dYODQltb++wsLQ4dPiwsoLitm3bXN3dfby8FeUV3Dzdl/f6GxoahAUEZWRlBYWFzE1NNdXUfQP8F59EAQEB1dXVd5jvTE5Oqqr84fn1Lu1dWWmpb4D/8heen4/vh3fvHJ2hJKSkfNxvycjIV4z4cnJwLC4q8g8OamtrExUSnp6e1tDUXLJmfn4eIitLSkIaGhlRXFiooa5BRkr68DEHCQnpYH9/W1ubA9Rp+eBjzufPZiYmEEV5roWwrn8kyUajUMVFReZmZhfOX9DU0Qaqmw4PD0dHRk5NTikpK23aDMCuZmdm3r9/X1VRKQeRA5qbxNq3RUT4+/jKKym95XkLNp/X2BgeGnaKgQFUwTkwMBAeGkpMTKKgpAT0+xkbG7OysKiu+urg5ARUaYPD4YUFBR/evX/N9Qao4IrBYOrq6qLCIy5fvQI6aVdbU2NmYrpt2zZ7RwegucCJiYnkxMT29g4lZWWgguv8/PznrM/Znz/z8fNfAJGawOHwd2lp7q6ujzk4VNXUQAUYoSEhu3bukpaTBWJX4+PjsdHR/QODSirKQCRyemraw909/eMnRRXl55wAJAmFQlVUVCTExbPev88OOBfY3t4eHhZGu59WQEgQ6CzR2trqYGs/PDTo7umxWiluRczNzX149/5Lebm0jMzxEyfAzApLS5MSEjiePLkHosFAoVD5eXmOdvYnTpwws7IEItlDg0MR4WFIJFJRRRnoZDgzM/Ph3bvKykpZiByQsGphdCEsNCREQkqSjx/AEQWDwTTU10eGR5w9dw60i9L/4wfWrI2YWF5RcR3GQb8BBGISYlJSUqiDY8qCJntqckpaUnLjxo0aWksJCRqNlpHEin/CIiNqa2plJCVRaPTyE9TAwICGiuqZs2fcvb38fX3FhEXCoiKPHz++ZFlXV5eKgiLLfVZJaWk9bR0pcXEff//l5lR5eXlKEHlrO9s7d+4oKyopQuR9AwOW3/zenp6R4REhERFbtmwWFhDQ19Uzt1rLmvM3z14/2B6wHTgQamxklJGeISYieuLEiaPHjpqamxMRESmpqqAxGGUFRQeoE+v9PwuKDfX14iKichAILt7Z0Ng4Nydn8RH/48cPK2uL1pb2kNBgayvrxYO1sKhIdXW1uLCIh483vubM28MzMzPT1sEeNzAUER3Fw/WWlJRUQUlxcQ0KhXJycCgsKPD08dm9AG9fHzVlFQwKra6lufjYnZ6elpWS3rCBysvXl4SEhJWNzcfPV0EO0t8/QE5ORk1NraWjvdx2Nyszy9jAUFFFCUey/3koKioa+NGfEBc3MTkhJCrKy0so++zt6amvr+/r6W1ubrp+4+ZzCCeBb7jJiQnsefpHf339N9oDB3T09WgIq5bNzMwUFRZ+7+sLDwunpd3vAHUinH3W1dZ2dna2tbaNjAxzvnxxmeC08+7u7vpv33p7etvb25lu33ry5AmBfKWrs/NbXV1NTc2nDx9vMjEFhoYQmD0Oh8Mrvnz58f37t/p6KioqFXU1wj3Rampqujo7W1taxsfG3/LyEG6T/OXLlx9939+/f9fe3v6ck1MWAiEh7DKHh4aqq6uxXjH1DSdPntTV1yMwwREGg1V8+dKP9aOo27J1i5qGOoHsHIVE5uflDQ0NhQaHbNi4UU1dg/B2f2tLa1NTY3dXd29vz4MHDwjncwP9/TU1Nd/7+poamy5cuigsKkrgZQ7091dVVrW1tyXExp04ddLH34/A6QU0BvO1srKnu6epqREOh4tLSix/s66GxoaGjvaO9va2799/cDzhuEVw0bShvr61pbWgIP9L+RcWVlYXd1cC21NTk1OVlRX9/f31377t27dfS0dny9YthGxEo9HlZeX9/T/q674Rk5DIyssT3tAoLiru7/8RGxMzNTnFx8/Py89H4Maenh7ch7q1tfXWLSaOp08JfHaNj4/jhqe/1dUdPXZM38BgtUb/EkxOTpaWlPT29ERHRe/evdvZ1YVwDU9tTU13d3dzU/PY2NirN69xRluEoKOjo6mhsaenp72t7c5d5tUUAr/xnwUpCamVhWX256zwqAW5CC1RRFSUIgRiZW6hgzdgMzs7KyUmvmnLZhc3N3Jy8kuXL3n5+kqLixMTEz/FSyzCkmxVtdNnz2hoaxETk0hKS5OQkIoKCvkHB+FrOTo6OpQVFNnZH0AUsdTI3slRQ1VVRlLS298P5xCCQ15uroqikoW1FS6MxtXD3dzUVE5axtnNFb8n4+7qGhURGRoZcfgwVn8bER0lyCegraFhbWeHW4B9CRITw+HwxbIj8T+yAPl/idHRUVsbm7CQUBISEikZaXkFBdyUCQaDsbe1jY6McnByusuCrWo3NDSICAhKSkuv5lFgZWVpYGBIRIxBodA01DRFRUWL9qgIBEJLXWN2btbT2xtHZfx8fN6/f29rZ0eP94Lp7OwU5ON/y8srryCP+4q9rV1xUaGbhwd+Rz4nO0dZQUFQWEhNQwP3UpeRkiIhJvHw9sLn8RVfKuRlZcfGxzdv3hwVG3P0V31n9ufPxoaGshAIDx777Ojo4Hj4kIJyAxePIBk5+d/o7iIjI0tMjCkuzA8MDBAREf344UNURGRdXR0DAwM3z9ubTEwEKje6u7qCAoPqamr27d//8PEjJiYmAu3/pqengwODigoKKCkp2dgf3GYmNC54bm4uODAoKyOjpaWF4+nT+2z3WVhZCXw1FhcVxUbHdHd1Xbh08T4b27Xr1wmsX7a1tYUGBdfX1x84cODh48c3mW4SKBjt7enxdHf/Uv5lcnJSWFT02vVrBAbXIxCIuNjYjE/pMBiM+d69e3fvniJMK4LBYPLy8rB11v7+y5cvs7CyXr9xg8DzQHlZWYCf/9eqql27dwuJCF+/cePgwYOEbBwdGQ3w968oL9+8dQs7+8Pbd27v2buXkI0wGCwuJjYrMxMGg7E/ZGe6dXv5OMSKQCKRMZFR7969a6ivv3X79tPnz+4wMxNoUFNXWxsWEtrW1kZ//PjDRw9v3LxJ4AxZX19fWGjo18qqzZs3P33+7MbNmwSWsaemppzsHcrKyvr7+7nfvmW+y3yDsBRPFAr16ePH5MQkrKEEExPzvbsE3j+4ednoiMjW1pbTp8+wsT+4cfMmgeeBluZmV2eX6q9fKSgoBIWEbjAxnThJUDV6emoqIjw8PzePhJTk4aNHN2/dIpAoI5HI9+/evX/3bmR45O69e8x3mQk8FmIwWIPCmOjo+vr606dPv37zmun2bQJd/Nrb28NCQuvq6vbt3cvx9MmNmze3bCHoPDAxPh4cHFxWUkpOTs7+6OEdZuYDhI1Bw+FwLw/PnM+fO7u6njx9cp+NjfnuXQKfXQX5+XExMT3dPZevXr3HwnLj5g0CN7a1tQUHBtbX19MdPsL28OGtW7dWi3NeRFBQoKio2LXrN1++wnYI/0bvtf8SkJCQfO/reZ+SQEZKSnvgQFBI8AG8B2lvb6+8jOztO7fVF8R4aDRaRFCIiorSxc0NP2jia1WVlISkgZEhrqo9MDCgjq1kn1VVV8M/8Xp7egYHBgWHh+HO3l1dXcryCndZ7uGHgsFgMB1NraqqSndPT1ywbn5eniJE3tLaGr8wMT8/b2pk1NXZ5enrg6tqe3t6RoSFB4aG4NOhsbExMWGR02dO4wKnZmdnmW7chM3NFZeWbtuOffv/5tn/GYSFhtrZ2n3v7b12/bquvt5ijcTJwSEkKBjq6kpLu1+IX0BSRno1J+Ourq67d+9293RhQ2FQaDExMScn6JKGhZyMDGwO5uzmGhURkf4p3drWZvm0R3d3Nw8XNx8/v7SsjLMTdKGS7b132TseO5ivjE3PERYTVVVWxrqLLFSylywrLirm5+HdsXNHZEw0/lQcrpItKSMlhOdIiCP6j9kfUlBS/V15dlG+trb2zOR0U0MD++NHUtLS1NTUBD6+5+fngwICM9LTbzLdFBIW3rFzJ+Fd2vdp74KDguiPHxcUFjp27BjhMu4v5eU6Wtpbtm7h5eV7/ISDcOM/nNZzcGDw6bNnHE+fEG6lNzszE+gfkP35M8t91rc8PDt27iSQs8Ln4dFRUT5eXmfOnZWDQE6cOEFJsCHAl/IvLlDotm3b+AQELly4QElFaHu3u7vLxcl5YHDg9Zs3D9jZCb/M4eFhK3PziorKO3fuqKirbd68mVDhJgYTFRmVEBd37sIFASHBgwcPEi69KCsrw4rj9+wRFBI6ffYM4V3sutpaEyOjeTjixYsXb3l5CL/MsbExT3f3mq/VDx8/fvn6FeFOFLhjT3Rk1I2bN4RFRHbv2UP4ZcbHxrm7udHR0YmKi12+coVwoVFzUxPU0REOR7zl5b19+xbhjnjDw8Purm4N375xPH3y6vWbv+RVi5iZnnFxhr5LTbvBdFMOAjl46BDhn83PmVleHh7H6OmFRITpj9OTkxOaPF9fX29va0tJScnDy3vt+nXCfz9tra02Vtbd3V2POZ4IiQhv3bqVwM/m7OxseGjY+3fv7rGwCAgKbN+xg3AhTVpqWlBgAAMDg7CIyOEjRwj//eR8zrYwN9+5cwcfP//9Bw8If3b19fa6QKG9fd9fvXr5iIOD8Lt9ZmbG29OrpKTk7l1mHl7e7Tt2EniVISHBEuISFy9f/c2z/4c8e+OGDWkfPhw8tLRa8b3vu7yc3I0bN6RkZRTkIDSbaHCV7CXLKisqpcTFzSwtrl+/rqSgeObsGU1t7ZX0tD5BAUHBYaEUlBTysnIPHrLLKygsWYPBYNRUVMvLynz9/UZHRxXkIGaWFsvbGggEwgRLtTtd3N2jIyOxuqbIiCPLLEdnZmYE+fhPnjplYGQIdYJ6eXhs3bo1tyAfl0T2m2f/x1BVVWVlbpGdnb1r504ZiJy4hATu8w91dIqOjCQjIxOXlMTJRVaEgaGBuZk5GTkpEoF68vRJaEjo8qy4+fl5VSXl1paWbdu3m1tZrmYH0dXZJS0pSUVFRbOJxs7BYbXGel5uno6W1gYqKvoTJ6AuzitWsEZHR9+8ej0+NhYTH7f4z+V8zjY2MpKRlV2u4m2or3/88NHWbdvfvBX4O/Ls8rKiw7QHX71+raauTmABEoepqSltTU0SYhJVDXWgYTU0Gu0CdS4uKtLU0rp8lVDBBg5+vr6ebu7Kaqpc3NxAJlZVVVW2VlZXrl6VkZMDMqv+8f27makZJSWlmrr6gYMAzn1IJFJBTq7+W725lSVoultEWHh8bKywqOhzQBfnstIyc1PTJ0+fCImIAKnGOzo6FOQge/bs0dbVPX6CUEECrkxiY2XV3tqmpasDOswXGhIaFxujpKyMrzQjBHExsbbW1tw8PNKyMkA62paWFksz8wMHDyqpKAMN2s7Nzenr6E5PT6tpqJ8AdHG2srBMTU5WUVcDFZtlZmQ4Oznx8vFx8/AADau1t7Vpa2hevHxJRlZ2G8hMXl9vr56OztTUtJGJMVAYOxqN9nR3z/mcramjDZrPkpaa6ufjy8vP95YHzJQm53O2gZ7e1WtXdfX1gYYHRkdHtTU1aaiplVRVDwOmlFuZW9R9q1NSVgG1MQkJCvZwdZWQlhIVFweaAaj++tVQX5+d/aGIuBjQs2tgYMDYwHDjxo1qGur7QVT1WMceRcXUlNTjjKdfvPzHjiH9H/DslISYGzdvBgYHrfi26uvrU1VSHh4ePnXqlAPUabU3Ws3XaiVFRQpy8kePH8srKa52rvPz8QkLDqXZvOkxBwfkZ3t/CWAwmLGBQUFBAQZDZGRistqAx/z8vIWZWVFBITkFhae39xG6lX39x8fH5aRlxsbGdu3e9aX8CxkZ2SLP/q3P/o/h4sWLQSEhnu7uPj4+5iamOdk5qmqqt+/cec31JjYmetOmTTeZmFbb29TcFBQUSERMhESgmG4xeXl5rRjITElJ+fLVKxsrqyNHjqwxG3f4yGE+fn53V1dltbXUq0y3mBgYGSq/VNxnu7/aPY3BYJYUZbGVbENDRSUlrrfcKzzIDI2QSOTfMQ0S9+DcSEEpC5FTU8fKaQjH6MioqpIS45kzGlqaQANVcDjcxtKqr6/P288XyNQWDoc7OTikpqa6uLsRLjDFoSA/38nRUUZGFjRPrrenR0NN/R4rq5S0FNBlTk1NyUhKbdhAFZMQD2q75ununpWZ5eTifAiQARQUFFiYmmnr6OBUW4Sjrq4OIi3z9PlzdU0wJ+bp6WkjA0MyMlKfAH+ggSokEunl4VFZUens6rq8UrI2fL19/H19DY2Nnz7/U7ZICBoaGnS0tPj4BbiXfZDXxtjYmJqyCv1xeitbGwJ1FzhgMBgtdY2GhobYhHhQe/W01FQPN3cLK0vCBbg41H/7ZqCrxyvAD+rL3tHRIS8je+ToUb/AQCBaD4PBHOzsfnz/4e7ltXsPmC1daHDwh/fvza0szyz0sglHZnq6lqaWipqqAKCJXn9/v7KC4p27zHIQCNDdjkAg9HR05mbnfP39QfOzXJygUZGR/sFBuJY94SgpKbG2sITIy7MvKGgJR093j662NtMtJlkIBGjj4MCguqpKdXXN9Pws0MbfWBGY1R3JaGlpz104n5uT++DhwzXKRgynGW8z3/n04eNt5jtrNE9ev3lTWFA4Pj7+6s2qiWlUVFRveXnfv/+AjUNa3QKfkpLy1q1bebl5LHfuHFrQZK+IrVu3cr544e7qxszM3FDfgO8R99vX7z+JjdQb1TQ1/AL8r1y9WpCfLy4qpqmuoaaioqmtDVFQMDEyamxoWHGjn59vX28fEYbo5KmTAf4BB2hXfgnlfP6cnZMdEBJ8hI7O28trtR8jMjxiaHAwPjmpo709AS9KHR8oFEpLXWP37t3BoaGJ8QkJcXErLpuHwcbGxhapds7nbHMTE4i8/HKS3d/fr6KoREpKunXrVvTf8LiPe8PMwua3bAMLcUAikTpamqfPnNHEjmKAHTE83Nx/9PfbOTqAJkekpCQnJiS6uruDkuzWllYXJ6iisjIoyR4fGzfQ03/06JG0jDTQZWIwGA01tY0bNji7uoKS7NiYmM+ZWe5enqAku7a21tzE1MzcHJRkT0xMKCsoPnn6FPTIhAs2o6SgMDU3B3UtiI2OrvjyxdbeDpRkZ2VkBvj5WVhZgZLsvr4+YwNDMQlxUJKNQCAM9fSPnziho0foTOcirC2tGhsbA0OCQUl2QX6Bh5u7s6sLKMke6B/Q09YREBYCJdnzMKzb9LHjxx2cHEGN3vx8fft/9FvaWIOS7MyMzLSUNAtLK1CSXV5ebqhvYGRsBEqyp6amNNXVWVhZIfLyoHe7nbX17PSMnYMDKMmOioiMjooKi4wEJdltra3mJibKqqqgJHtmZsbEyJD5LjMoyUYikeamZhs2UguLiSIRyN9l7P8hSEhIRkdGVrMV9vf127JlS0BgQFXFl4z09BXXzM3NOdrbnzt3Ljo2Ni4mtrKycsVlw0ND9nZ2ouLiuvp6Tg6Ovb29Ky6r+PJFV1vH2dX1/gM2bQ2NHz9+rLisMD8/LzcvJDxs3/59bq5uuFCR5YiPi29ra4uMiSYhIR0aGsIvUP7m2f953GFmjo6N1Tc0oKKi8vPxbW1pQSIQbOxsgkKCxoZGDfX1S9bX19cHBgRiMEQHDtIG46V3LkFWZmZ6RqayisrBgwelZWVQKLSHuzsavdR4MjI8oruzS05e/sCBA4pKinU1NQnxS6n23OysqrIyOQW5hZXV2fPnjExN4mJjY6OjlyybnZnx9fGZm8We48nJyYsKCg309OTkIcvlIgP9A/KysgcOHDA0Mf5bP4yQC4mphK+Hw+HGBoY7d+7S0AZ2U46OjCrMz7ewsgR1U8YWPh2d7B0dQDMFJyYmjAz0uXl57t4Fy9lBo9EOdnb09PTCqwufVgQGg/Fwdx8eGrYCtxkuKiyMDI+wc8LqlYE2/vjxw9jAUFVN7cq1q0AbJycn5WVl79xl1tTRBtqIG0Lv6e42MjUBJdkF+flREZH6hoZAvX5cwdXSwkJTR/v+AzagjfPz89YWliysLM+fg+lwMBiMu5sbJSXlOg4hEeEROdnZ3r6+oE7wzU3N1paWJmZmQEZ4CyfDMQ01tecvX4A6waPRaEN9gw1UVKup6dZAakpKTna2vqEBaI5MY0ODh5ubtp4uHWBe7MjwsLmJ6YKq6gXQRiQSif1QHz8uLSuzjnjIlpYWW0cHqg1gv5+c7GxXZxffAH/QWNyBgQEtDU1JaZl7gCdnOBxuoKt3mI5OUhobQAgEP2+f9vY2Owf7vXv3oEHeC7+xIkhISDo6Orw9PfHT/XAPFj9vn5mZaVk5uQMHD6qoqeXl5n388GHJ9tnZWReo88FDh7m4uemO0knJSEeEhlV//bpk2dCCm/6DB+zMd5mvXrv2+s0bN2eXvr6+JcsqvnzR19XT1tVhYWWRkJS8fPmKnrbOQH//kmX5ubkpySnySoqHDh0SExenoqL0dHNfflSIi41raKhXUlGmPUArLSezZcsWJOrPNb959v8KNm3epKikFBoR/vrN64GBQQV5BREhYWpqmrc8b40MDAvy8/EXu7q6jIyMbtu+1cvT+/q167gvfs7K6ujoWFyT/Tk7E0uy/3ClJSYmlpKWmpqYVFJQwD9dRYSHd3d3yysrbtiIVaPSbNqkrKJSUlwMdXTC/xdtrW0oKChNzc1xL8uTJ08amZjERsd4ursvrunq6hLkF9i9Z8+hw4cxGAwCgcjMypSTh3C9XWrJ3N/fryAnd/jwEQMjQ2pqavQqWTn/SBQWFPR0d+sZGYJu7OnpiYmKsrG3W1EgtAbGx8eN9PVV1dRu37kD+o86OzmdYmBYR7B5cmJiT3eXogpwWGNdbW1UeISpmSkou0LAER5ublIy0qAl3oUugdtdlnvsjx6CboyLiSEiItbVA85vr62p+ZyVZWNvB0qyh4eGoI6Ougb6oPF1aDTGUE+f4wkHcJwQVhobhCHCiIqLg24sLS4pzC/Q0tUBLfGOjo76+fho6+js2w+caO3q4swnwH8V8MhEREQUHhZ+5Mjh1ebO18CH9++/ffvm5OIMGunS1dnp7+trbmEJNNqxIDWZt7Kw5OHju3gJ7OSMdZSysz98+LCYOPBlpn/82N7eropnwkAgerp7EuPidfT1QSvZc3NzLlBnVQ010NGFBRNbj9u3b3MCTmhg0ydSUicmJteRKlVeWhYdHe3u6bl582Y4HA66/TeWA4VCnzl7tqG+wczYBIn4g4aiUChZaen+gX4ZOTmcUn/rtm3KqirvUtMc7OwX905NYkOIDh0+xPfTofIYPT1EQd7YyOhdaurissGBAaij0/0HbPdY/8j1vH7jOsfTJ6pKyvhqgsaGRjMTUx19vcWEEylZmUtXLqsoK3d1di4u8/Lw9PHxUVFTXdTfSkhKEpOQyEhKTU1N4b6CwWDiY+Ma6uuVlZVxAwMUFBQkpKTwefhiGfQ3z/5fxLlz57x8fVzc3C5dupSRniEsJJSVmbV//37HBUMr3JrSstLY2Fhq6o1QKPQJ3qxrR3uHIC9fe3s7jh65ubmqaajjh9CSk5NraGmhkCgxIWEYDIZCIU2NjTM+foIoyONPh2zeskVVTe3DuzR7W6y549zsnLqq2u49e+wc7PHbvidPndLW0/v4/oO/ry/uhcHL/fbK1avYiMeFgzzUwbHhWz3Lsgmtgf5+JYj8ocOHza0sN23evFpL6B+J2dlZPx9fMUmJjYCJ32g02t3Nje3Bg6MgATQ4JCclbdm69Slg4BluRLWutlZOfuWJkDUwMT4eHRWtoq4OWnfHDQELCAoyAjaIcVxw3759jx6DhTUuVMGLmhqbxCUkQDf++PEjLCxMUVkJNLMTDod7uHu85eUDzYjG9jSiohgYT68j2DwrM3NyckJCcmWH0DXQ29v76eMnLW1t0CMBEon08/URl5AATTHEHexvMt1kuQ8QsIJDakrq9NQ0vnMogehob8/KyJAAL2FOTEz4+fhKSkuBFqSJiIiCA4NYWFmXh3n9JdI/fdqwYcPr1YWkq6GysvJLebm+kSE5oIZnemoqJDhEQVGRBvxD7ebq8vgJxwnA9gI2hc3Pb9OmTa/fvAHdWFVZVVNdIwiYaYqrSkRGRCgoKoDe7Qg43Mfbm+st9+EjYIq131gDGAyamppa39CgsaHB0d4ejUbPzc0JCwjA4XB1TU18QrJjxw4FJcXcnBwnB0ecWy73G64d27fz8v1iA0939KiWtrahgeH7d+9wUY6CfPy3me/cZ/ulxcd89y77o4cSYuK4+O2iwiIHOzsTM1NmvIl8EhISeQUFOjo6fV29ocFB7Anf2SUoIMDI2GQv3pAbCQmJiJjopk2bVJWUpqam4HC4ghwkKzNTTUN98aOEbeljMFi2/fOg/nsO8n8XpKSkr9+8vnuXOSkxyd/fPzoqau/+fdu3bc/Nzr527RoKjfL09BwZGbWythLg/0VaJy4pgUIhpcQl2B+y5+bmmpiZLa8IkpCSQF1dlOTlVZVVGBkZ8vPyff39lsea7N23NzAkBBdD01DfAEfAVyx+XLp8yc7RwdjQaGpqKi0l9f79+6oaajPTM8TExIP9/R3t7fZOTkv8Afv7+xXlIIeOHDYxMwPyc/gHAKeI2LJlCzOgBgOrrk5Orq/7pq2jA7rxS3m5r7e3ja0dKBfs7+/XVFPnExAg0EkXH9qaWnR0dGfPngPdGOgf0NPTY2P/h3s/4aj/Vu/n6xscHga6cXZ21s7Gmo+fH8iIAEci7e3szp49B+oOscCuAifGx1++AouWXEgeTk9LTXPz8ADd2NLcbGJkpKahvgVQ1o9EItWUlG8yMR0kzJodH04OjvPz88z3gO/2woLC7M+f4xLiQTcODQ25ubjo6OmC1pUXbgObuyz3CHSg/9X8B0pJSckJqMHAyY6/fPniFxgAurGqshLq4GDr6AAabI5VV6upv3z1ah0HPHMz8127d1+4AFw+T01Jqa76qmcI3MHDOu6HhLjitUwJxOjoqIOd7YvXr0CfXfPz82ampvQnjl8A7xJ4enp2d3fZO2FJ3m/8B4FAIA4cPOju5amuqubq4lJbXUNKSgZ1cV0u0Dpx8qSLm6u2pqaZiWltdfWtW7cEhISWf8MbN2/6+PkqKSj29famf/z0iOPxitUZcQkJBBwuKyUtLStrb2trZWO9YhaSiamplZWVuanZoUOHUlJS/IIC6Y8v7TRSU1Nb2dqYGBnraGlRUFCOjIw4Qp2W93bwn1q/efb/BXbu2iUhJfmM83lQYGB8bFxtTY2wiAgu6iU4KFhBUUFbawU9qJSMTGVFpa2VTVBoyJVVIvooKCg8vL2Zb91OSkjIyc9bLeR2Py2ts5vr7ZtMBw4cyC/C2tOsuOzEyZPikhICvHy3bt82MjUhIyObQk+hUChqampNHW2GX2NB+n/0KykoHDpy2MzC4t9GsnG6Gn8fn5j4BFChKs5VnYeXF3T2kYiIKCYqeuvWbbfugM0+Lki6K7ARQgRHAy6iu6urrLTU2c2VhBSM60xPT8fHx7GxPwBVjGB7xF6eN5mY1lEwiwgPn5+H4weGEYia6urUpOSM7M+gG2EwmJuLq5GJCejJB4PBRISF0x09eoweuKdRWFA4OTHx5OlT0I3fautaWlpNzM1ANw4MDHx4/15FTRVUKoBBY9xdXdkfPVwHs/f29NqxcweoCyRO8l6YX2Dr4AC6cXRk1M/HNwT8gIdEIsPDwq5cvQJKeTEYTPqnTxupqVd7wq+BL2Xl33v7njwDvg1aW1sL8vLsnRzJKcBu2tnZWTcXV35Bwc3gVXAne4fzFy5euQqs/3mfltbe2rakkEkIuru746JjPmVmgG6cn5+PCo/gevuWwJie3wACAoHYtXu3kanJowcPtm/f8TEjffPmlW+nI3R0KmpqL59zMjMz6xsa/mFWsAyXr1xRVlURFRSSkJJSUVNb7d+VkZNraWkV4OV1dIbeY/lDVbIEZOTkBoaGL59zhoeGJr9LW20imYqKSkdPl/PJk8HBodT37/BDAFfEb93I/x327Nmjpa0dFhmhqa2dlJhoamyiqKTE8YTDHk+EhI/w0NDJyUkVNRU7W9u21tbVvq2bs8t+Wto33Nx2NrarTcJi0Ggba2vOFy8OHDxoYmw8Pz+/4rKuri4zI2MBQcENGzaEh4bihOAYDIZm06Ylr0ms8aSh4cGDB/6FlWwcUpJTHj3mIDAWDh+fs7L27Nn7jBNYaNjT09Pc3KwBLjTEYDCxMTFaOtqbwFvh4aGhnC9frIMEFBUU7Ny+Q1JKCnRjT09Pd1e3orIS6Mbp6emcrM+KykqEx5csIjkpmU9AgMAQO3ykJidfuHjxzl1gLlhXWzsxPr6Y20o45ubm3r97Z2xmBsrscXFa4pIS+AmyBCLj06dz58+zPwSWvNfW1sJgMCVlYGX/0OBgVWWFkrIKaJUXhUKlpqRIycos7+z9JeJiYx5xPD4PYpWNQ1FB4caNG9cheR8ZGSkuLNLV0wXdiMHGIUVq6+mu76Zlf/Tw2vU/ZoEIR2lJyY4d29fRuuno6Oju6lJSUQatSszOzqanpyuqKIPeBriqBL+gwGHwAY8P794fo6d/ww08x/IbhICMjAyNRpsaGbOwsJ45c8bP22c174Ge7m57O3s5eXkSUlI3V9fVvmFTY2NsdLSOvl4uC4r+AAEAAElEQVR1dTVOQLIiiouKKr580dbRiQqPqK2pWW2Zl4cnDAaTkJYKCQoeHMAKSJYDg8FYmpszMJ5+8uyZtaXVzMzM2pf8m2f/X+PEiRPaujrevj4trS0jw8M7t+0oKS5O/5Tu7+fX2NC4uCwkKCghPsHQ2EjP0FBAQECQX2A51cZgMM5OTu/fv3d0cnJxc6WgoBATFpmbnVuyDAaDSYqJo5BIN08PZ1cXbJyBri7ORQQfnR0dfG952B6y2zk6GJmYpKWmBQYEkJKS4qj2EmOT/Lw8SkpKI1PTJQ16EhKSf4NEe3R0tCAvV1EFm6MJtHF+fj4mOlpSWmodb8eE+Pjbt2/fBW/cZ6ZnkJGSCQoLr2Ouq6y0DCIvjx9+SwgwRJjwsDBhMVHQKU+cDIPlPutqnZk1kJudvXnL5oeAnl+4mn1DfT1EXh70XT49PZ2SkqqsproOyXJMTMyLV6/WMRCWlJB48NDBV69fgVKW6q9fOzs7JKUkQacYZ2dnU5KSxSTEQe923F+Ti5trHT2NtLS0UwwM128Ac8G62trRkVER8PHHkZGRnOxsXT29rYA3LQqJio2JFhYVBZWp4Oyhrly9ygTozrlwt+fMzs0JiQiD/jUHBgbyc/NExcRAnwZoFCoiLFxUTHwdcxpxMbH3WFkZGRlBN5YUF1NRUi0fvv9LdHV11VRXq2togpaB5mCwxIQEBWWlg3jB4L/xnwIpKenc3KywoBAFBYW7p6eVjXX116+2NjZLHEgW4hp6FeUVmJnv6Bsa2NjZfs7McnJcQcbTUF+vqa7x5OlTXX19Gzs7Az39Fal2UWGhghxER1fHyNREUFhYUkz8a9UKnoCuzs4hwcFuHh7WtraHDh1SV1UdWka1YTCYppr66MiotZ2thbXVjp07lOTlx8fHlyzDN177zbP//4CCknLL1i3R0TEsLCzOUGdlRUV1FVV+Xl5lJaWC/PzwsNB3ae9s7e1PMWClGpIy0sKiIvw8vEuotgsUmv4p3dffj/YANt3KycWZkopKXlYWv6qNRqOV5BXQGIyruzsxMTHtgQMR0VElxSVGBobzeD7qXV1dvG95Hj1+pLUgGqY/Tm9uZfk+7Z2fjw8ZGekKeblm5ky3bi1XwUaFR8zMzJKASyn+XogMjzhx8hRQ7iMOX6uqJsYnboO/VicmJgrzC16AV5JQKFRCfNz6ajNJCYk3b93aDi7p/pyRRU5OfuvWLdCNnZ2dlRWV3OCvVSQSGR0d85qLex0ynqCAgJtMN3ftBubKOdnZGzduWEf5s7u7u6mh8SG4I8rs7OyHd+/4BQRANy64dMc+efKUApwrpyan0B48cBr8SFD99WtvTw+o3xzuAJOWmsbNDXwbLPw1Ax89fgQq0Mdd5hG6o+sof36rqxsdHbsD7v8zOjJSWFDA+//Y+wqwKNe1a7rsbrE7AAFbsQsDRaW7u7s7hu6hG6RB6VJSCUW6pbsZBoaJ/xpmbzYS+j7zn+/7zt6bdZ3rnHMN7wMzzhvrue91r8XHC7oQg8FEvXv3FvwyIZjqMDAxEiHj+fjxI2oWBWoiSRgOyc/7RMSUJw6HCwkKfsHBQVwxm5mFZfMWgPhPAooLC6moqYm4qFfxe5CSYjBoMWFRaioqR2dnCkqKbdu3wxwdqior7W3tsLi/ankd7R1y0tK3796RnctL37d/v72Tw8ecXFfnn6ra9XX1Olraz1+8EJgT4rKwssB9vA31DT68/4lqFxYWysnIWlhZPZiTbotJ4JO5xUXFF1W1PdzcIyMiAoKDCFo+DW2to8eOaair9/X1zR+Dw+EMdfWGR0Zs7GDr16+npKAwMDbesnWrqpLSfFUbv4MlJUWhUPNUe5Vn/x8Ai8U6OTvdunWbjY1NSEQ4NDzMzcNdUEgIi8MGBwbxcvNYmFvu279veHhocnKSsERSSkpUXJyfl5dAtXFYrJODQ2pKqpeP994/t91UVFRwH28aWhoRQUFCuZpQycbisL4B/tR/zhnsp6cPjYwoLCzU19UlHEaoZD9hf6Krrz/fjD5+/LiltdXn4s+tLa0Lb3NZmVn6enqycnJvubkWVkTQaLS1pWViYuK6dev+1hbav0VDQ0NmRoaUjDToQgQC4ersLCQiAipsQGMwtlbWLKysRHT8Y6KiZ6anV5Kj/QK11dU5OTlv3gIz1/HxcR84nF9AkAhK5+nhcefu3UXjtlAQFhq2edOmW396OUHHl8+fKysrRcA7/oMDAwG+fuLiEqB1QXw2u4Xlo8ePQN3f8CTS12/rtm1MF1aMLlsJ+fn59fV1oHE2eBuW7p53kZEiYmJE6Dc83D1evXlNBOX18YKfPXvm3HKDSr9GSnLK0NAQaGI5Ppu9pSUuLlZUHNimZmJiAgazfcPFtW4FjelKwOFwri4uZ86e+UWy70pI/vBhcmJi3rkMOhobGrKzsgnTQUCYQkz5evsICgmBnu14n00X1zt37xGxgQkNCaGhoXkEPlXytbw8Pz+Pf7mxuV9jeGjIw81NQFCAiNbNKn4LSgqKgvyCHTt2uHm406354yG4Y8cOmIN9ZeV3Wytrgn9iZ2eHgpzcnXv35BUU5s+3AwcPOru64qvacw4khHF5TTU1jpccImJ/3b0vMDO7e3oY6Oml/FnVLiwoUJCVs7CyXOj0KiUjIyklOVfV/kp4xcXJOTgoKCA4eH4uiJKSUt/Q4MjRo+oqqgQBCaGSPTo2au/oMD9eRUtDY2KGnypWlP2jqj0xMYFBo8kXFChXefb/AZKSEjFoDAfHH7VJGhqaW7dvO7o4h4aHm1mYnz5zZmYaGRgQ+IbzNT8PL8zG9mt5+TQSKS4pISklLSwg2FBf7+nukTFXyV4qP3BwdqamoZGXlZuYmFBWUMT9WcleeMy+fftCI8KLiz+bmZjU1dby8/ASKtmL7qFHjh7V1dfH60b+fGWlPEgMBgOzsSnIL9AzwDP1fzLLJiGxt4Xhle7gwg9fuPfevXvvPbgHujD/06eWlhZpWRnQhZ2dnZER4ergJm5TU1M21jZCIsJE6DdcnJxPnDxJhDFFfFxcZ0cnEU/H+tq6qMgIuQU3ZYiYmZlxcnAUEBIGNe4gfMyLly+DRuEQ6qZoNJofnOtUV1VnZWWpaWiALhwcHHRxdFRQUgSNwsHhcDbW1rdu3z579izoHw3w8yMjJX0KbkD5ubj448ePMviEQrCFIyMj3l5eUjLSRGzwnBwcnr94cRR8HxsSFLRzx04ifJ0L8vNrqqvlFIHnENrb2vz9/NQ0NUAF6NPT05bm5m/wXnXAlNfVxXnfvn0LfdAgIiU5uamxUQgw34pQ0XwXESGnqAC6z5+dnXVxchYRFd25C3gf6+HuzsR0gYjR21VAAQaDOXTokLGpyXzVj4AdO3bY46vaVa7Ozk2NjQqy8nOV7MWzK/vp56raubkebu6NDQ36OjrP/qxkLwQLK6uXN9xA3yA9La3kyxd5GVkLS4ulJiRiEhJCIsISomLVVVU+3t6ESvaRJTkGGlqax44f19bU7GjvMDE0Gh4etobBFg3I4jW0xsZbtm3VUFXr7OiwtbYZGRmhoqSaP3VXefb/NlpbWxKTkmRlZZdyglOnTknLyMQnJkRGRSkqKZ46daqkpMTa0vLlC46H9x8Y6Onv2bf3xs2bTx8/SUtL8wsMmK9kL8RcVdtny5bNZ06cpKam9gsMWDbSjJ6ePiLqXVlZ+ZOHjx49eaJnYLDsWBX9Afo9e/fisFhaGtrcnFx9Pb1l8yAL8vOrvlfaOzqeZ2DALIhB+ocBi8XaWFvT0tEJCgOTpPeJSdnZWWoammSkYBddfX29lbmFgpIS6GN1cnJST1uH/emzk+CySBcn523btj4DH9aMiYquqPgmr6QI+nSsqqwKDgzS0dNdvwFsWHN4eNjC3FxYVHSpAdOvgUQidTQ1j584/hS8yhvoH9DY2Lj0SfBbfC0v9/fzU1JRpgAsDw8MDOhqaQkJC+3e85vZ9kXAYDC21tZMF4hhD8GBQUjkFBFV3qyMzKSERD0DA1B1bEdHB8zGRklFGdS4A4FA6Gpp375z5wq4WsnK3GIaOS0kDMwFs7Oykj8ky4PP7Ha0d9jZwuQUFDYCOlogEAgDPf0HDx+ePQfss+nl4bF167bX4Gqc90lJ3ysq8PlEgKO35WVlrs4u2nq6oGbkw8PDOlpa3Nw8oJJu/ICdkdH2HduJcGYMDw0rKy2VAE/HXAVEYLHYPXv3LhsMvH3HDgcnx+Kiogd37925e2dhJXshDhw86AH3Svnw4d7tO69ev15YyV4IZhYWb19fA109MWERGzvY/RWGdqRkZBSVlTmePQ8LCQ0ODVnW4YqSklLPQP/osWOXWVkHBwccnZ2WNQqjpaU1s7DYtn3b1UuXx8fHN2/evLCrv+rr978KHBbr7u7+mpNz98pGMFRUVBeYmS8wMw8PD3+vqMjPy8vNyW1tbfX08PD09Dx69CgGi1u3fl1tbR0VNfXatWuXzsGg0egtW7YwMjHiCRaOZCU3HFJSUjo6up07d9LR0q7EikhJScnISBEIRER4WG5Orgy+kr1MHqS3l9fTF8+PHD2yMMPynwcfuHdNdTXM3h6URGZnZvl4e5uaW2zZCqZ1rq+vlxAVk5SSunQZLMpkenpaU02d/gA9aFL6XIS4a+X373gvP8Dy8IekJHs7OydXl82bwWSRjQ0NZiYm+EQbwMfq8PCwoZ7+eQYG0C0BBoMxMTLq6+83NjMDHkiNjk5KSLBbzjP11/j29Zuuto6GlibozmdwcFBUWPjy5cugNjVYLNbS3HxifFzf0JCI2bXEhAR7J0dQrlyYn29uaqqqoQG6Jejq7DTU03vMzg7qSY93SjY23rR5s4QUcDCNo71DXt4n34AA0LP908ePtjY2llZWoANzXZ2dCnJyrzg5QSNdEQiEmooqHR2dgCBwYou3F7y0pMzeyQHUoDM3J8fP18/A0ADUh7Ti2zddbW1ePj7QLcHY2Jiuts55hvNvlxR0fgt7W1hPT7ej04reFCshJiraw80N7ucLeu9aBShwK8hKUSgUNRX15SuXN2781SDyYP/Ajp07z5OR/fr2Mj09feLkScJM2i8OIycn27hx48YNG8hWLnzgcDj07CwzC/OevXt/sdWcmJjAYrGXLl3as2cPOTn5QkOI1Xr2/yqCgoO2bN3y8CGklLvNmzez3bqlZ2DwITUlPjHBwNDw0aNHsyjU9DQyPS1dgI/v5rXrAnz89jC79LT0qqqqwcFB/CNnelpaXKKjoyM2IYGKitLJ0QE1s0xm7I8fP16/fHnt+vW4pMSq6mpHe/tFjiIEfP9W8aP1BwKBGOgf0Dcy5F5y4yPkQe7YsXNhmOU/D729vdoaGmWlpWYWFkDmCUgk0tsL7ujgoGdgcPYcQPMdh8MlxieIi4iIiIryAE5Kfa/4LiEqumv3bmNTU6CZ1K7OLh1NrdKSEmc3V6BUiNHRUTMTEwd7B2uYLagJYHxsnLam5luutxyvwCLEv339KiclfejQIXx5GMR1obGhQURAsL+v39rGFqhLMDY2BrOxDQ8Lt7C2Amq+YzCYuNhYHS0tJWUlUK18RnoGLxf3tWvXtAED4Zubm5XkFfr7+u2dnIA+5vDwkJWFRXxcnKW1FZCHxgzeTdxZX1dfXknxCTvYDSH/U56CnNzVa9eFRUSA9rH1dXXSEpLU1NS6enoLI+V+i87OThVFpY85OU6urkAjATPTM0EBgVaWlobGxgyMYBkomRkZcrKyrzg5+QR+Cib7LUq+fOHn4aWkIHd1dwPa+fR09+hp6xQXF1vDbICMcaamptxcXLzcPbS0tIA+JhaLjY2OlpeR5Xz9ZtlskV+goqJCSlziyOHDSioqQDufjvYOFUXF1pZWWzv7tesAzvahoSErcwtXZxdHF+cTJ4CzPFcBHWRkZN3d3UjkXwYM8/jx44cgvwAzK4unt3d3d3dYaOiyv6G0pFRRXuHqtavBYaGZGZkZGcubo+fm5MhKSQmJCBubmnh7ea3k4ufi5Ozm4hqXlCgkKqIkL9+0nHsycmpKVkq6qakpIDiIkemCrbXNfOL6QgwPDakoKo6PjfkFBe7atXNkZGThTezfW89GoVCtra179uyZmZmprKw8d+7c//RGtq6u7lN+nq01cDweNTX12XPnzp47h8Vim5qampuaKioqykpLa6pr8vPy0tPSyEhJd+7etWf3nn379yMQiM6ODjtHh6mpKS4engB/fx84XFJainwBEWlva+fl4n785Im8kiIlBYW1jbWmurqrk5O80k/+pp+Li40M9MnJyLZs2cInIHDm7GLP9oV5kERMO/33A4lEjgwPx0RF5+XnnT17TkdfH6Kn1SxqdhIxmZaamvz+w7p161zd3fbTQ8rvxWKwCMRkTnZOXGxsd1eXqbn5TTY2iO92cnKypbk5OiqqprqG8zUnF+RkByQSOTgwEBMdk/fp05WrV3X09SDSspmZmbGxsXfhEVlZWZs2bYL7+hw6dAjKQgwGg0AgigoKEhMSJycndfT1mZiYIL7byYnJpsaGyIjIhoYGYVER6Kk0U1NTnR0dgQGBXz4X37p9W0kFaurKzMzM+Ph4UkJiRnr6vn173Tw9IKoaMBjM5ORkQX5+fEwsahZla28H0bUDh8MhJie/fP4cHRXd2NgoJiHxlgtqu38Kgeju7ol69660pOTBo4dCwsIQ2efMzMzI8HBSYlJWVtaxo0edXJy3QNtSolAoJBIZExWdkZ6OQaOdXJ3PQNZzT4xPVFZVRke+6+zsVFRWuQHZiZxwo3sX+e5refnT58+EhIUhsnP82T44GOjnX1BQcOLECd9A/82bIW0p0bOzE5OT2ZmZiQmJtLS0ru7uEM92HA43MTHxtfxrXExMX1+fsooqwMecnKypqQkPC/v+reItF5ewmOgvCm9LLurBuNjYvE+fWFhZNXW0Id67UCjU5ORkyofkjPT09evX29jbQSzYEy7qzPSM+Pi4gf4BW3u7i5cuAdy7WlrehYfXVNfwCQi8hGxOMjU1NTAwEB0ZWVRUfOnSJTlFhWV1kivduyLCwjMzMzZv3hIYEryfHtiDZRXAPLury9rCwsTcbOHIUEtLi4So6O07d6VlZamoqGTl5VydnMPDwri4uRde1F/Lv2qpq3O84iC4dioqKznY2ZORki5KWc/NzVVWULSytSVUNKSkpb08PXn5+Bh/fsR4uLu/i4jwCwzYM4eZ6WlVJWUHJ8dDC+aSsVismqrq0NCQi5vbxo2bnj1/NotCOTs6KSgqLpx7HhoaUlNRoaSktLCyWrNmDTcvr5urG2GmkwC8NfK/81zJz8/n5+cTFBKMjIycmJj49PHToUPAc9/QMTU1pamlycPNc/ny5f/IL0Sj0aOjo3jCXVJSV1fX1dnV3d3d09ODwWA2btxITkFBS0Oze88eenr6yu/fjx8/zsPHu2Hjpk0bN4yNjWmqa9xgu2lkbLzw7UmIiu3du8fI1JRwn8rOyrIyt3j05HF6enp/X39UbMyih0pfb5+CnNy+/fsW5kHiQwcfPKCipn3NxU9BSfk3OrsoKCji4t4VFeR5e8PFxMR/tLampaWFh4Tu3bfv8JHDAoKCh5dMSCyL0dHRnOxsP28fcgqKY8ePPX/x4vKVK1AKMzMzM7k5uQF++Kzy06dPsV68xMvPB/GZUVpaGh8Tm5ube+bMmTNnz/ALCkJMMmtsaEhNSYmJjtm7b9/Jkye5eXkgUoee7u6M9HQfuPe69esPHTr0kvPVTTY2KB8ThUJ9zP0Y6O/X3z9w+vTpW3fuPHr8CGLkSlFhYWx0TElJyfHjx5lZWLi4uSAm71RVVr5Peh8ZEXHq1Kk9e/fIyMpCnO/s7e3Nyc729/HdsGnj0aPHXr95wwgtwxmJROZkZ4cEBo2OjR0/cfzBgwd37t2D8jGxWGx+Xl5IUPDXr+UMjIwnTp6SkpJcVtG4FJXfvyd/SP6QlHT46JHTp8/w8PH+Qp+2EJ2dnWkpqZHh4Zs2bTp67Bg3Hy/E/cDY2FhuTo6LoxPeoejkiXv377M/fQqxt/AxNzcyPKK+ru74iZPXrl3l4HwFsUxbUVGRGB+fkZZ+/PjxE6dOCYkIQ+y9NDc1Z6Sne8PhBw4e3L9vn6CwMAMjJEuTsbGxnMyswKBADBp9/MQJ9qfPrl2/BsWABYPB5Od9Cg0OaW5uPn3m7JUrVzhevYQ4lFxcWBQdHZ2dmXmegeHwkSNi4mI7d+2CsrC5qSklJSUuOmbnrt3HTxzj5eeHaGkyPDycnZXl5+NLTUV19Pixl69eXbx0CcruBYVC5WRnwz29+vt6T506feX69bdcXDQ0kD5myZcvMdExxYWFx0+eYGBg4OMXgOjc0tjYmJacEhkZcejQ4aNHjwoIC0HsvXR3dWVmZnrD4RvWbzh8+NBLTs7rN278+t4VEOAvLCzCevEyx0v8dvdv9Fz7b2LYHYmxUZevXNq0adPY6Jibh8eGjfiHVFNjo7SE5K07d7R0/nJiIDh7rKGjMzA2IthzlZaUqquovOHiWugHMDw8LCkqxsDEqKuvT3glNydHVUnZ3NLy4eO/VAP19fVS4uJqGprzTTZXZ+ew0LDg0JCFj/WY6GhHe3tnNzfGue4NYhKhoqw8MTHh6OS0fcdfhZXAgMD4mBgnN1fC+YavZCvhG6rObq6Ews3U1NTVy1cQk5PFJV8I1dt/L8/2gnspKirs30//cA5379wF6jmCwtXVBYfDycsr/A/9/v7+/r7evp6enpaWlvq62rrauo6ODiQSOTs7i8PhZmZmZmdnN23avHnzpvHx8ZmZGdaLFzdu3LBu3brNW7asW7duDd2a/v7+0ODgW3fuvOJ89eNHm72t7d17d1+/faupoTGFmIqMjlo4itvZ0amiqLifnt7Y7KdK9j+AZ3t4eqylW+vv63v61KkXr15eYGaGnr6bnpbm6e5JQUEuICTIyMj4a2XYQtTW1BgZGHZ3dQkKC7Gwsp6H7Gg2OTFhZmJaXFT0nIPj6rWrrKwXV5LjLwIajfb19omMCL/AzML+lP0CMzN0aUF8bJyrs9Pa9RvEJcTPnDkDXUFRWVlpZ2Pb3dUlLil57vz54yeOQ1zY09Pj4uhYUFDA+fr11WvXoBvboVAoG2vrD0lJLKysL15wMLOyrpTxuxQx0dF+Pj7btm3n4eNlZGTcBnkyr6y0FGZji0Ag+AT4mZlZDh2GtHUh7F70dHWrvlfyCQiwsLJcgrwnJ8S/JyUm3r5z++69eywsLBA9N3A43LvISB+496FDh16/ecN04QJ0y+GsjEwXJ6ex8XFFZaUTJ04QzP6hoKW52dHeobKykpeP7+LlS9DNTKYQCHs7u8z0jLv379+5e4eFlRUip8disV4enmEhIYeOHObh5WNkYoQ+Z/kxJ8fZ0YmMnJyXn5+Z+cKy0+fL4sePH8aGhl2dXfwCAkwXmE6vkOG8FENDQ3Y2tmmpqXgN940bl69chrgRxWAwgf7+wcHBjPiJhRcXWJihZ8qkp6a6OrvQrqETFhY5e+4cIZMBCkq+fHF2dGxqaJSSlWFkYjoH2Xl6aGgIZm1dXFT87MXz6zdu4PVm0DoSGAzG3dU1LjaWmYX1CfsTZhYW6N3UmKhodzfXjes3CImKMDAxQSzVBwcHCQoKsbBeWuXZ/388+93lK1c8vDwV5eQxGIyXt3dXVxcPFxcbG5uFtSUl5U8ErKO9Q15G5tTp06YW5lWVlSpKyi84Xsgv8eepqa5RkJV98Oihuqbmx9xcJXkFK1ubpWllRYWF8rJyJmamj5888XT3CA0O9gsMPHpssb+Qu6tbgJ+fX2DAyZMnRUVEO9vbQ8LDFu1vp6amTIyMGhoanF1c1q1fr6SgSEFGBnN0mOcJCATi2uUrs7OzeYUFhKS2f69upKLiGw5HoqqqKikBaXRmdna2ubkZg8WQQiQyf4KUlLSpqammttbayprkfwzb5/CHAhiHQ83OTk9P9/T0dLS3d3R0dna0d3V1Dw0Njo9P0NHRTU0hy8vLJsYnZmZmyOdARkZGRUVFeOgmJiQQJPxJSe+Tkt6jUKiF4kU0Gu3u6tbYUH/k6FF9I8NFJShCHiTV39Z7lIKSzBFmf+niRUtrK6Bc4unpaXuYXXZmpqyCwtNnUEt6BAYQEhTk7ub+5u1bCSlJIB1tYUGBqbHx2bPnIqKjgASmHe3tOppaKBTKzd3j5GmAmTwEAqGloVnx7ZuGlubDR4+AVNF+Pr5BAYFvublAkwU/Fxdra2iyXroUn5QEFDD5o+2Hgqzc2rVrPeFw6FsXggW4mYlJdVW1iprardu3oetECbuXsLAwERFhbl5eoK17bHQ0zBZ2//59GxgMSBxfV1uro629Yf2G4LBQIDn1yMiIjoZmV0+3kYnxlatXoauicTiclYVFYnyCpIw0Dw8PkI9eWmqauYnJg4cPrWxtgAZJ62vrVFVUDh466B8UeBBa14WA3t5eTTX1kZFhC2ura9evkUI2/EEika7OzikfkmUV5J+/eAF0toeHhcE9vZ5zvHB1c4PYjiCgsKBAU0399JnTyWmpQA7rvT296mpq00ikk7MzdLJLELkZGxqWlpbKyMo+ecoOZJQeGhLiaGf/muuNt68fDS2k5hsBpSWl2pqaF5gvhL97B2TA19HRoamuTkFB4eTiCjTxMjI8bGpsXF7+VV1T4+HDhwuFlL8GFoutr61bv2YNERlYq1gEDAZDQ0PjFxggLioqIynV+qPl5s0bphbmi0j2XDbNPldPDxUFRXkZme7unjdv30hKL5NZcer0KXe4l4qCYn9ff3lZmaWN9bKRwJevXHF1d9NS1ygsKCwqKPBfzsKPhIRERk6WiopSTUVl06bNExMTcF+fpU0kOjo6KxsbXW1tFSWldes30NJQwxyWmYlf1Wfj1WBVVVVXr17m5oI60YxEIuPi42ZmZkAvNhwOR0VFpaykTERcLZEgJaWaw/r1648f/6tkOD09PTExgUAgEJOT+P9CICbGx4eHRyYnJpDIqSnk9DQSDwQCgZxGzqJmsVgMAjFVVVm58Hfb2cJyc3KsbW2OHz++yAVzPg9y7VowF6f/BhB8WWgoqNmfshubmAA9Gqenpw31DVqbm/2Dg0DNB+xsbGNiYqxsrEHH49JT02ysrASEhASEwMwHmpubZaWkb9y8qaisBKSqn5mZkZGQRGPQwaEhoBa8zo5OH94nubi7gpoPfMzN1dLQ1DcweAw4V1f1vVJBTo7t9m1NbTD78OGhYS0NDQwG4x8UCOouZ21p9bmo0N3D4/QZsPTEAH9/D1c3JRUVbl6oqnoCvpaXqygpvXn7VlRcHIjWT4xPSIqK7T9AH2AdBDSagsPh9HV1v5Z/DQgOOg44NxYV+c7JwcHK1vbadbBI1Ipv35QVld5yvV32WfsLNDU1qSor79ixMyg0FMgxY2ZmRldbu6uryzfAH4jWk5CQwD09Y6KiDY2NiJh51dPWFhUXFxUXJScHoPXd3d0iAoLXblxXUlZeC/KgwWKxGupqA/0DvgH+e/ZArWET4OLkFBke4eXjw3QB6nAFAdlZ2YZ6enKKCqCJQo0NDZpq6mfPn9PR0wO6qAcHBuVlZTFodHBYKBG36IS4+FnM4mDwVRAHDAZDTU2toKh4h+3WwUOHVNTVV5JH7t27V1Zeno+Hh4npgoi4+Eq/8NixY3yCAuLCopxvXi/1yZ7HpcuXL7AwO8BgMAeHZUk2AWISEt5w77LSsuDQkIVa7UVQVlV9+ez594rv0fGxv60X/Evr2Z2dnR0dHfx8/NB9PdetW6eqokrcn6OgoCAiRus/Dpo5/HrkHPczOto72J88wWKxZGRkGAzW2tKyML/A0dl5accfjUbb2dr+3fMgUejZ0+fOApFsPIl0cBwcGPAJ8Ae1iYV7eSUmJLh7eoI+qCq+Vbi7uWnp6ty9B5Z6Mzw0bKin94rzlbgkmAPa1NSUnLQMLR2dvZMjqJ9dUEBAWlpqYEjwzp2QBKbzqPj6zczEFGZvdxUwqb67q0teVvbZixfKqipACzEYjI219Zo1a6xhtqBCMn9fv7raWjdPT9BQ69iYGA9XN1t7e+jjcQR0tLcbGxrKyslzvnkNtHByclJNWZmRiUlbD8zDhISExNjQsPJ7ZVhkBHQ9FQG52dkebm7uXp5A1VZCMouBnr6MnCzna7CPOTE+rqKgePTYMZgDmBcnDodzc3FBTEy64T2nAfyFCKqqzMxMZzdX0E1IcVGRtoaGkYkxO2C4z/DwsLKC4tPnzwgh1dCBxWIN9fVnZlABwUFA1fq5s903PDQsKCz0F5RlWVRXVcOsrXUNDB4+Wt7VeCWMjIyYGhvfuXcP1Ld+enpaXVWVmpraCe4Fmkjl7+fX0Nj4lofb0Njw7/tc+68CNTV1S3OzrLS0gpJie1u7ppq6t68PzXKzGTXVNe5ubhpaWsUFBcaGhgaGhsvekwsLC12cnO0cHVJTUy3NLbR1dZb9u+6urjXV1eHv3pmbmtLT73/Mzr70GAQCISctc/TIkRccHJYWFvvp6U8tN6kygW94ml6fu10b6hm4ebj/enbi/578/Z+gqakRgUCcPQtQWiP9s0hMBP4bSDZEzBlmk5GTk1NQUFBSUhLePOER5Whvn/fxE8zBbllZrZ2NbeHfOQ+SdK6kjZpFo2fB6hahwSEVFRV2DvagJPtz8eeggAAbOztQkj00NGRjZSUsIgJKstHoWStLS6YLzKAkGz9g4OQ8hUDAHOxBSXbep0/xcfGecDgoyf7R2qqvp6ejpwdKsmdmZlSVVW7duQ1Ksgne4aOjIxbWlqAkOzsrKykx0crGBpRkNzU2urm66Rrog5LsyclJCzMzjpcvQUk2vhLp6LhpyxatFR5Iv0BQQGBxYZG3ny8oya6srLS1trF3dgIl2RMTExpq6q9evwYl2TgczsTYZMfOnaYW5qBNyNjomLLSMms7W1CSXVVVFRQYqG9gAEqyuzo7TY1NFJWVQEk2Go22srBgunABlGQTdoadHR0weztQkp2ZkeHn4+sXGAhKsvv6+nQ0NWUV5EFJNj6AxtDw1OkzsnKyQAtJSEg83T0mJidgDvagJLsgP/9D0ntzC4uDhw9jMX/Hx9p/HaipqWpqavh5+W7cZNPS0XH1cMfXhhWVZpc8duvr6nS1tR8+eiSvqGDrYP+jpdXeFrbUfbiwsFBOWtrA0EBCStLK2qowP9/ZyXnp3/Xy8HgX+Q7u4/PsxXMbezt9Xb3k9+8XHYPFYBVkZfv7+61sbbR1dd5ycUmKibW2tCw6bGJiQl9Pj5ycTM/AwMjE5Nz5c9qamn19fYt/24K3+rfhf/9ZVFVVU1FRLZ2pHx0d9faGCwkLaWtrVVb9pJf4dwJHgiOf2yQ4wOw+fvyIdxhdMu3U2tpqaW6R9ynP3ukfnge5FBXfvkVGRNjYwTaC6IYJ8X4Gurq6BgaXr4D5z6BQKHMTU9aLF59zAAeeBQUEjY+NEZFimJWVlZ6ebmZpAZpJ2dvb62TvoKmtBdqrJSEhsbW25nj58tbtW8ALraw3btxoYGQEujArMyvv0ydrW1taWrC9RFdXl6M93iId+vTYwkiON2/eEBG96e7qunHTJkHwFMMP799XV1dramuBZ3ZW+np7W9nagspp8NOollZSMtIMICp5AmA2tgwMDAKCYDbMc1KcgJbmZlcPd9CdYW1tjb+fr7Gpya/zMpZiZGTEzNhEXFISVByFRqPNTE0ZmZj4wQNowsPCxkbHFcAzKUtKSlKSk82trED/fQb6+81MTI1MTE6cBNtL4HA4C1OzJ0/ZnyxXSvw1vDw8sFicprYWxFnJeWRnZSXGxzs4OYFumfr6+uxsYSpqqtt3bJ9FzQC+31UsAzIysr7ePlFBoVu32YxNTaioqGhoaAJDgqemEDKSUtNI5PyRNdU1GmrqLzlfCYviLfx279lj7+hYU11jY2U1u8Avr7CgUEFG1tzC4sGcXOTY8eNuXp45WVn2MLuFf9fNxSU0OAQvGZorgty8edPJxUVXRyf5w4f5YxAIhKiw8MDAoKc3nDDrLCMnxy8gKMgv0NzcPH/YxPi4nrYOGRmZhZUVLS0tJSWlobHx0ePH1VVU+/v/oNr4uiopKQqFwmFx/16ejUajS0pLtm7ZuujZj0ajLSzMQ0JDrl27NjQ8LC4utqxv+b8KpKSkFJSUPb29zU1NeE32kkp2Tla2uooqFoOxsYMdPnJkZubfdT/yhsN5eHlBdY2EruvRY8cerSwmWwklJSW9Pd1SMmAqVUIVPPnDBzUNDSBd45zJwxTcw1NSWurI0cXT2b9FaHAwEwszdBvdeaSlpk5NIbkhW4DPo6a6OjMzU1NHG3QhCjUb6O8vJS0NWqmdCwqF37p9G7Qvgf+YyakYLEYSPOq5taXly+cvSirABfuJ8fHQkBBFJWWgiVJCecbN1fXVa06IXngLEfXu3ebNmx+BR1mVlZXV1lTLKgBXakdHRoIDAtQ1gc92vJrLw/MtFxcRZ3tsdMyBAwceLTAUg4jioqIfrT/U1NVBF/b39ycmJKhqqIFmdqJQKF9vb35BAYjOjwvh6e5+4cIFNvANcFZm5sjIiLDo8lnZv0B3V1daaoqymioRw1HuLq5SMtJE7PMD/fwvXbp05epV0IWrWAnk5ORVVVUPHz/S1TeYt9AhIyPzgMORSOR8Vbuurk5PW/vFSw7+BSFH23dshzna11RX29nCcHOl4sICfCXbzNJi4Y1l//79Dk6OH3NzXf6sant5eES9iwqJCF94Dly7cd3Z1VVfR/fD+w8LK9nunp4LD5OQlnrLxSXIy0cIuiZUsikpKU3NfvL/VtfQOH7ihKaaBqGqPToygp6dpaSknD9d/408G4VCHT9+TFBIaNFg4sjISFVVpbGRiZiomL2dPQ6Hq6xcPkbo3wP8aYLD0dHSqmqon1xSyc7KzDLQ03/D9VbXQP8UiG3FPwPBgUHDQ8OvXnOCLizIz4+JilbX0gRd2N7ebmdjKygsDMoeJiYmdLW0L1+5fOToEWCNgbMTBoN5CtjOJjSXszKz+PmBK5FdXV0waxtxSUkgB4M/0tSNTZ48ZT8AOKaJw2LdXFzWrl17++4dwDdLkvz+Q8mXEjGJFcd0VkLl9+8uLk5KysqgCwcHBvV0ddmfPduxYwfQQiwWa2FmvmfPXpaLrKB/NCryXVNj05u3UONy5lFbW+vn4ystJwsqTpiamrIwMeXi5gadIEej0abGJufOn4dujEgADocLDgrq6e7h5uUl4qKOjY4Wk5AAXdje1m5qbCIgJLhxE5iqAYVCGejqXbhw4dixY6B/1NfbG4FA3H/wAHRhfn5ealqarLwckC0JYUtgZ2MrKi4O0aNwHsjpaQszs5tst0AvajQabWttQ0ZOzvnmDRE9n7y8PEER4GbRKn71jWAwJ06cUFVXX7QtpKOjCwoNmZpCKMrJf/n8WUdLi4PzlfBcGM1CbN++HWZvX1NTY2cLy87KVpKXN7e0WDr4eODgQRd3t+ysLBdnZ3dX19CQ0GWNmK7fuOHk6mKor/8uMlJaSmrwj0r2YiteWXk5fkEBEQHB0i8lxvoG5GTk5laWiya4KCkpdfX1jh4/pqOpWV5WLictMzQ4iD/P/9wV/ht5Nh0dnYW5pbLS4sfb+vXr7e0dmZmZ+/p6Y+NiaWloT5yA6gj7j8Xchmz9hvVLB29zs3NMjY1lFeSIePT+A9Df1+/h5iYqJgb62CAIGx48erT0kv4tQoNDZqanb/8cfwUF1VVVmRkZvPxgUc8EEXBQQCAPHy/ExJx5zM7O+vv5Xbp8ad9+4EpSeEjolq1bL10mpgre1dnJBWhiQHClCA0OlpSWAi2YYbH44WCOlxxEuAnBvbz27NlDRLG/sCC/8nvlm7fA7KG7uzsxIQF6tOQ8EAhEgJ/fg4cPIUalLISft8/p06eJSLR+FxGJRqPvL+fS9WuUlpZkZ2fLgAt5Jycn7WxsePj5QLcEhN70yVOniNjHpqakDA0OEnEXra+r//TxIxELBwcHIyMiOTlfg1bBZ2dnfby8r127/gsfhpXg5+u7bft2Ii7q7MzM8rJyAXBFTV9fn5eHh7SMDBHzUS6OTtevXwfdx67i18Bhsdt37Fh29IWMjMzH3390dFSAl+/JkycLK9kLsX3HDidX58+fPwvx85tbWa3UItu/f7+rh3t8dIy3p1dE1LuVuhnXrl93cXNVkJVrbmr08vVZ6TBJaenXb99yPH8+jZoxt7JcqcilpaNDf+AA5wuO/fT0u3bvXjg1+2/k2SuBmpr6xIkTs7OzmlpaRoaG27ZvB1V0/fNAileOkOKwOAwGs/D1rMwsfT09WTk5Lu6fjBHxR/87PEY/fszduGkT6yUAj20CqquqR0dHHz1+TE4GVhAaGhoqLSnh5uUhgtlHhIfz8vP/2mpmWYSFhLCwsl6+cgV0YXlZ2ejoKBE94rHRsfT0dAVFRdCn48zMTGx0zLPnz0EnEQl+akeOHl12tPzXyM/Pp6KmvnHzJujCH21tLc0tnK/fgH6bWCw2NiZGXFISVFZLaIU/YWeHHpgyj9ycHLo1a0AdJOcCrTpKS0qIEMYgJhEf3r9/9fo16EgAFotNT01jZGI8tsDSFCIyMzL37NnLzAJc7K/8/n10dOw1eN0UMYlIT0sTl5QELQ/jBeh+fvyCAvvp6UEXJiUmHTp0aGFgHkTU1da2NLfIyAJvYEZHRj7l5r55+xa0ETc7O5uWmnbrzp0t4M/itJSUk6dOnWcAm7udG93Oo6SievIUWES+CiggXYEi4E3K169nZmVFTs8sDC1fhJqqGiwWe/vuXcTk5C/+ysec3B07d165eq2psXGlY6amplKTU26ysdHQ0DY3/SXCXoTBwcHhoaGr16+tWbNmbGxspcN6e3q6OjuvXLu6ecuWRe9/lWf/BSwWi0KhNmzY4OjgGBcX39fX4+fvR/LvBsF+ZNGLuTk5ZsbGsnJyr5dU1JBTU9PTwBbjfzug0ei4mFgTM1MiqphhoSGi4uKg44+E+L0jR4/wrbDR/wUqv3/v7+vX0NQAfZYPDg5mZWTqGujvAq9iRoSFCwkJESGLjAgPZ73IeuUasCzy29dvU1MIFXCPkYnx8ezsLHNLC1DKi8PhIsPCVdTVjoI37pPiE9jY2IiwCvn08SMFOYWkFLBjTFtb29ev+JAO0ComGo2OiYqSV1QEHX/Ej94GBj178YIIZv8xN3fTpk1EMPvu7u7vFRXWtragC1EzM/FxsYamJrt3A5/tMdHRr9+8uQherE1NSdm3b58E+LdZXVXV1dWlpIwPfAZaODExkZqcrKKG97kD/aOBAQHikhL0B4CZfWJCwtmzZ9mfPQVdWF9XN9DfpwvuPjk+Pp6RkeHo7LQZJPKJoD2LjnonISlJxEm7il+DnJyiob5+ZGRk6Y++lpUpysldunI5ODSElpbGw819qbUIoYsuKy0tr6jg6+/XUF8fFhK67B/y8vDwdHe3sbczt7ZMSU7Jyc5eegwWi1WQky8vK/Px97OwsjQzNv6Ym7v0sMHBQTUl5b7e3tDw8OfPn9vb2vb09Cw9rLenR1hAcM/evSHhYadOn5qamlr401We/Rdqamp4+Xh7eno2btx4/vz5s2fPdXR0kPzLQUpCSvYTac7KzNTW0JSSleXiWRzx09fXZ2RgiELN/sNZNglJXGzsps2bmVlYQBfW19fX1dY+fQ6sdUahUPFxsaDWZvi7CQ4XGhx8/+FDUFNwgsB6Pz09qHUXwZiiv7+fMAMOhOHh4ZysLCFwDw3CzOWr16+hx7zNIyQ4+MSJk4fBP2ZxUdHo6OjtO8CS7pGRkY+5uRyvXoIunJ2djQgLf/maE9R2kISEJCEunoWVBXp6/DwK8wvIyMivgPc02tvbv30t5xMAVithMJjI8HAiFs5Vef2vXL1GROsmLTWNloaWlRW4mN3W1lb1/fujJ49BFyKRyPi4WC4ebiLG+95FRt5/cJ8WvKeRkZ6+Z8+epV5bv0Xl98rOjk4idoaTkxOJCYn8QkKgC+fUJn6PnzyhA4nTIiAmKnr/fnoihlmrKiv7evtu3mIDXbiK34KUFH8HU5SX7+rqXPh6aUmJipLyG24uIWFhUlJSUTGxdevX2cNgExMTCw/Lyc5WUVKysMZnupGTk8srKXZ2dgb4+S0ite6ursGBQUGhIXv37t24caOaulpWZlbUu3cLj5mampIQFR2a02SvW7fu3PnzZlaWFmbmWZlZCw8bHhpWUVKmoqa2gtmSk5NfuXbtOQeHo709YSxyHl2dnYJ8/JcvXyaYXD1+8mT9hg34mc4/pSOrPPsv7NixY2Cg39HRsa6+Liw87NOnT2w3/+0X26J6dm52jpmxiay8/BuuxZXs3t5eJXlFcnLyDRs2Yv/Rfv4DAwMR4eHCRI3IwD08Hz1+DJRLR0BwUNCOnTtZwElAWWlpU1PTS3BKNzI8HB0VxcPHC0oCMGi0p7v7E/YnoIbiBJnK4SNHiFB/5mRnDw0PgRqKE1wp01JShcC/TYJW9c3bN9TglNfbC37+/HkiSEBWRubU1NSywcK/RltbW2529mtwLe8UYsrXx+cN11sqauCP6evtc/nyZSIob1xMLDUNDRH72O8V38vLyogg6OPj4yFBwXzgAwwE/41bd+7sBMlIJyAmOnrDho1ECPS/V1RUVVaBOm0TtGeR4RFcvDykgKIsDBrt7eX5mP0JaDNkbh8bcuDQwYXJxBCRn5fX1dn54iXwvau3tzchPp4IL0gcDgf38Hzx4gUR965V/BZoNPo8w/kLzMx83LxdXV2EF7OzslUUlThfcy6MehUUEurq6lKUk59CIAiv5ObkKCsoWlhZPf5zQ0tLSyuvqJCWmmpiZDSv0/Dy8IgIjwgOCz1w8CDhlS1bt0rLSAf6+dta2xBewWKxivLy/X39rh7ue/b+MSV14cIFUwtzbQ2NebO/jo4OCVFRWloaW3u7+eDkK1evXrx0iZeLu76ujvBKb0+PqJDwBVYWI1OT+d9PgsNLbedp0CrP/gvbtm2ztYF1d3dJSEgEBgYqKSq/eAFsUfwPAykJCRkp/iShoaH5mPtRX09PRk6WT4CfdH6Sdg69vb2KsnIHDx4wMDKcy3v5J8PT3YOFhYUIEhAbEzMxPi4IXteprKxMSkhQ19AAXTgxPm5nYyMtKwv62MB7XJqZX7t2jZEJ2KsuLDRsBjX7Crz0/u3rt+ysbGlZ4LmlkZERDzd3OQUFIiz5nB2d2J89I6Jm7+/rt3Hzpmfgt4hPuR9Lv3xRUFYCXdjT3e3p7qGsqgKq/0Eip8yNTTg4Xx0CzA/Hn+0eHjt37STCmCI7O7u+vl5oiWnAb9HR3hEWGqqqpgoqQEej0Y4ODoJCgkToW9xdXM+eP3ftxnXQhfGxsT3dPUQEP9XX1UVGRCirAWcMj42OWVtaioqLgX5MLBZrD7NjunCBiJp9bGwsAjFFhAC9urIqIz1dSVkZVJQ1Pj7u6uwspyBPhDbPHga7/+ABEcIPP19fUnKyN9zAg9SrgIjZWbSyisoLDg4+Lu7Ozs6c7Gx5GZnH7OyyCgoLDyMnJ7eF2WEwaBlJKQQC8Sk3V0URX8leNFRAS0tra2dXV1NnpG8wPT3t6e4eHBgUGBJ88Ocb3Z69e+2dHNPTUq0tLcfGxiTFxAcHBj3gXoviDlhZWe2dHHW1tNPT0nt7eyVExTBYLMzeftFj5eWrV4JCQiKCQg319X29vYJ8/BcvX7KwtFz0SampqedLVP/S3PWVwMLCEhoaNjAwsG7dOlCDhX8m5urZFBQUGWnpoSEhc5rsxSWx3t5eeRlZ+gP0+oYGg4ODWOxPE5P/MCQmJFZVVnrAvUAX1tXWwj29YHYwSsDyJxKJhNnYcPPw7AZ36Xawdzh1+vQdcH+SyPCI/v5+Mwtz0IWV37/HxcXB7GCg6s/+vn5LMzNJKUlCRgBYdrSe/gVm5suAJm54jYGv/9jo6FIF1G9R8qUkKTHRzdMDtNjf39/v5OgoIysDuiXAYDC2Njb3HtwjYucT6B9IS0dHRLE2LTW1IC/f0wcOurC1pcXFwVFbX2/T5s1AC6enp40MDZ6wPzm+xEX0t7Czha1bu/bhY2D9RnpaWmlpibcf8DROe1ubv5+/gZERqIxnYmLC2tKKh5f3MHjrxs3F5ejRo4/BzcgT4hPa29o8vYG/zdKSkgA/P3snJ9Bi9sjIiLGRIb+AwN4/q4bQYW1peeLkKSLsq0NDQnq6ewyNjUEXVlZWJsbF2zk5/o3ym/92wM0VehWVlXA4nAAv39TUFL+g4LJxBxSUFB5wuKKsHB83z+DgoJWtzbK7/b379rl7eairqHK9fjMzMx0aHkb/ZyV7IY4dP+7q4aGmrJKbk7t27Vo3D/dln6fXrl/38PLUUNegoqTcvmOHs5vrsts8SWkpHAlOWkKSiprq8tUrRiZ/VLJXwur5tAy2bdu2SrIX5tQMDAz4wOGS0lJLGUlvT4+inDz9AXpTc3NaOjr0z7Yk/zBkpKd7w71MLcw3A7KH5qYmKQlJCSnJM4BBcZOTk0oKiidOnHj7s68LFLg4OTU3NSqrAhfM3icm+nh7K6upUgNuNevr6k1NTKSkpUCFH6Ojo0YGBtdu3gCVdM/MzGipayCnkUTk4UWGRyQlJphZmIM6WlRXVRno6Wpqay/1ZP01+vv7xUVEr9+4cQdQ34LPCzQxQaPRElLAxh1R76Jys7PVtTRBtwS5Obm21jYKyoqgwo+enh4jA4PXb9+A1k2RSKShnv6+ffuExcSISA8tKigwMf8pPwIKCvLz7WxhBsbGoME9XV1dygqKfAL8F5gvAC2cnJxUVVJev2EDETFM3nB4Y2ODIng+UWZGRnhYqJ6B/nwHHCK+V1Roa2qJikuACj/GxsZ0NDWvXL36goMD8M2SWJiZDw0NaevqgLZuYmNiPFzdjE1NQD9mU1OTjqaWrII8Ea2tVQABNycrZbrA1NHePotC8QsKrHRjoqOjExEXK8jP371r1022FUW8u/fsuXz1St6nT2fOntu9ciLv4cOH9+3b11Bff/bs2V8UrY4eO05HR/ft6zc+AYFfOM695eKanZ1tbW7hgXAVr/LsVfzO12+uliYsIrK0aYivZMvKbtu2zdjUlAjd3t8IWCw2PCzMzcXV0MgINBUiJztHWECQj5/v5atXQAvb29sV5BW2bdumoaUFtHB8fMzcxLTkyxeYvT1Q1xWNRjs7Otla25hZmINGZOdkZevr6r7i5ATVGDQ2NCjJyx84eFASkESOjo7KSct0dXbi93ggpx96Fu3l4RkVGWlpYw3aJchIT1dTUVFSUb12/RrQwrLSUhEBQQZGRiUVsGCavr5+XW3t/r5+MwswRxQUCuXi5BwdGWlubQVUUMRiscFBQSZGRhJSUr94vC2Lr+XlKopK165d5wIkkQP9/UoKCuRkZJpaWmQgWwIEAmGob5CTnWPn6AjUJcDi8A6J5iampmam5wA3wGWlpbJS0k/Y2UGlFHW1tdKSkqSkpBZWixvNv8bk5KSFqVn+pzxzKyugfT4GgwkJCvb08FBTVz8O6GKempKqrKjEycn5ggNMH9X244eslDQ9/QE5ebAsT8QkQk9Ht6W52crGBmjLhEKh3F1dnewdXNzdQPf5H3M/KsrKCYuIEKGPWgUoaGhoCgsK1FRUJKWlefh4ed5yLevgQUJCUlRYqCAn7+bpsXbdWjlpmZXM/uCeXvFxcXGJCW0/fhgbGi/yICYAh8NpqWtgsdiQ8LBPHz8aG+IHFpeip7tbXFR0+47tfoH+xgYGKckpyx42NDQkwMt3685tOUVFYSHh1paWX3/kVd3IKn4JUhIcCW7Lli237y3WHvT19s1Vsg+YmJkRYeX7d8HU1FRpSUl4WNjU1JSDs9PB5XpSy2J2drbky5eYqOiKb9+0dXWB7AiaGhszMzJSU1Kfv3ghLAqgcO3p6SkqLIoMDz995rQHHA69qDM8NFRcVBzg50dDS+sB94LuJI3BYMrLyuPj4hobGlTVVC+CiDfqamvT09KzMzN5+HjfgITLNDc1ffr4MSgg8OatWxpamtBPv/GxsZKSkuDAIFpaWg9vOPRKLRqNListjX4X1dXVaWZhcYGZGfq7LS0pTf7wPiczS0RMjB/EqK69rS0/Lz86Kur6jevylorQHdxGRkaKCgvfhUfs2LnT2c11B+QRvcnJyZIvX4ICAoaHR6xtbYDmbr9XVCQnJxcXFklJSwN5M//48SMrM/N9YuKDBw8lpKWgd+07OzpLvnzxdHc/cOhQ+LtI6CR7enq65MuXyIiIyYkJB2fn4ycAKrXfvn5LTIiv/F4pIycLRMu+V1R8zP0Y/e7dcw4OZVUV6O2F/r6+gvyCd5GRJ06edHZzhf4xpxCIL1++hIeG4XA4Wzs7oHvX5+Li6HdRld+/a+vpAo0XNzQ0pKWkZmZkvH77Bkiq1NvTk5+fHx4Wdv78eQ+4F/Qt5eDAQGlpmTfci5KCIjA0BHpsJBaLLSstjY2OaWtr0zXQX41Y/18AFTVVWmqqga7eW25uNQ11Qpgi71uuoNDQRcFthQUFCrJyxmamT9jZX3FyCvELyEpJO7u5LiqpeLi5hYWGhUWE79u///CRI+oqKrbWNipqqgulXDPT09qaWpOTk7b2dhs2bLCxt5OVlMag0SbmZgt/VW9vr6yUNCU1lau7+/r16zdt3qKsIE9KSvrw0U9z5wMDA0L8AszMzMampngOTUEhyM8fEBS0aHeHp/t/jqqt8uxV/M5vZG4OcpGZZW9vr4KM7H56emNT038kyUaj0cVFRZHhkZOTEzMzM2+5ue7dvw/lk+JwuJqaGh8v+MjoyI/WH+xP2eWVFCHe+gf6+wP8/ZubWgYHBxgYGKxsrE9AU6kikcioyMjPxZ+HBgd37NyprKoCMXEahUJlpKUlJSYNDQ1NTSEEhYXZ2dkhumjV1tT4+fiOjo2ODA0/ff5cWUV5KzTaOjg46Onu3tXZNTAwwMzCAnOwh+i8MTExERQQWPHta2dH5/Yd203Mza7fuAFl4SxqNisrMykxcXJikpSUlJePj+32LSgPciwOV1nxPSgwYHR0dAqBePT4sY6+HkSBQUtLi7cXvL+/r7mp+SYbm4c3HOK3iUAgAv0DqquqBvr7Dx05om9oyMjECGXhzMxMakpKemra6Ojo2jVr+AUFbt25A4W2YjCY4qLikKCgiYmJrq4uIWGhp8+eQTQe7urs9HBzHxwaHOgfYGNjc3Fzg5gAOjY2FhwQWF1dPTQ8fPTIESMTk/PQWijT09PRUVF5Hz/19vWRk5FqaGvdZGODsgnBYDBfPn+OCAsfnxifnUE9f8nx+PFjiH6XTY2NAf4B/b29I6Ojt27fdnJxhtgJGRoacnV27u7qbmhoYGBkdHJ1YWCE9G0ikcjYmJjC/ILh4eFt27bKKchfvQaphYJGowvyC2KioyfGxmbRs2+5ue/ev08LQQOGw+HqauvcXF2mEFONDQ2v375V1VCHaIE/ODDg6+Pb2tI8PDR8juG8NcwWYgLo1NRUdOS74s/Fo8Mj27Zv19DUhGjAgkKh0lJT3ycmjYwMT0xMiomLP3z8CEplAYfDVVdVBQcGDQ0NTU5O3H/4UFVDfTWT7n8BZOTkbT9+6Ovovn77lkCySUhIFJSUSEjJeLm5I6LezQc1FBUWyknLmFtZPpobtyAjI/OAwyXERFUUlZ1cnec5tLenV2R4ROgcycbPO+7Z4+TioqqiYg+DaWhpEW59OBxOV1t7bGzU3smJsEdlYmJy9/KQlpSipKTUxzs34NHd3S0nLUNNQ+PmgSfZc8Hs1z3gcBlJKRwO9+jPwsHQ0JCIoNC58+eNzfAkm4SEREpGGo2eFeTjDwoNIcxfUlJSkpKRzc7OzkdCrvLsVfwOS+ouhEr2fnp6U4vF/XpyMjI0Gk0FHIDwXwRqGppvX79ampnjcDjGC0y8/Bo7d+6EOOfU2NhoYWLa1tZ2joFBWlb27JkzEDnr+Pi4u6trZnrGydOnOF69vHL1CkS9B8FJF+7pefDgoes3bzx7/nzjxo0QS2VFhYW62jrr1q1jZmHR1NHes2cPxI/Z1Nhoa2PT2dHBwMikpKx86PBhiLKNwYFBHzg8IyP97Nlzb96+ZbnIClEbjUQig4OC/H39Dh0+dOfOXQ7Yyw0bNkAsfGZmZLg4Oa9Zs4b1IisXD8/WrVshFoZra2tsrWwGBwcZmZjEJSQPHDwAcWyjp7vH2tKqtLTk/PnzXNzcl69cgfgxUShUoJ9/eFjY8RMn7ty9e//B/fWQi5c52dlWFpbbtm27ev0aB8fLbdu3QdS2lpeVmZmYIhAIRkZGBWWlAwcOQPw2uzo7XV1cykrLzp8/LywicubsWYj9E8TkZEhQcGRk5LFjx548Zb/JxgbdDycsJNTL03PXrp2sFy+aW1lu3LgR4rdZXlpmY2mJxmKYLlxQUlHes3cvxLO9o73dzhZWV1t3npFBUkb65KlTECsLoyMj7m5uCXHxDIyMd+/dgzlAFXHhsNikpCRHO3v6AwfYbt168pR9y5YtEC/qki8l1njrA9zFS5e4NDR27Fw+5nopamtqYDY2LS2t5xkYZORkT50+DfFjDg8P+8K9U1NSTp05w/nmzcVLlyB+TLwYLzQ0KCBw7759t27ffvr82fr16yF+zIz0DAszs02bNjEwMOgZGuxYIc17KZoaG60sLXu6e/CngarKYWj3Lvy7+senQvzPg5yMrKW5RUVVVeVnmx0FRQUKcnKet1zBYaF79+4tKiiQl5Uzs7AgkGwC1qyhCw4NFeTjn69q/1HJjoxYuBXctn07zM5OXVXVxspaXVMdg8FqaWhMTkzMk2wCGJmY4L4+UmLis+hZEzOzvr4+WSlpamoqLx/vhfciFlZWV08PGQlJMlLSB48eDvQPCAkIXGBmNvmTZBMgp6BAqGr7BwYePnKk8nslYnKShoZmPntklWevAgz4Sras3P79+5fVZIeFhCIQU2vX/l3NR8nIyUKCginJyDlevXrD9RbIDi8yIsLZ0en27Vu6hgZAwzSlpaXWFhYbN26yc3I8fx4gJbirq8vC1Kyjo13PwODW7dvQF2KxWH0d3cyMDAUlxSfs7BtBJsDCw8J84d63794xMDScNx+FgpIvX4wMDPfT0zu5uJw5exb6wq6uLg01teHBIXMLC7bbt6DrCpBTU/b29jlZWWLiEi9ecgANNwcFBPp6e7/kfMXFw7Njxw7oC5M/JNvZ2p46fcrDy+vsOYCP2dDQYGlmhkBMmVtZAgXdT09PG+jqfi3/qqSicu/hAyoQDbeLk3NQYCAPD89bbi4gqXpmRoattfW5c+fdPNyB4jCbm5q1NTWoqKhtYLZA5pgDAwNW5ubl5eUKiopPnz2lgizexWAwXh4e7yIi+QUEXr3mBDrbE+LjXZ2cr1y76untNe/ICwWfi4rNTE3Xr1/v5OoCsblEwMjwiK62Vltbu76RIdutW0DTqzZWVikfkoVEhF++erUO5N71LiLSwc7u1u3b2rq6QLbu375+1dfV3b1nr6OL81kQjXtPd7epsUl3d7emjjZQ0tPk5KSdrW1GWrqElNQLDo71GwA+ZlhIKNzLi/3pUxMzs927dwP80fHJNbQ0//ic4/9poNHoM2fPysjJLv2RjJwsBoMWFxaRVZA3NTY2tTBfSLIJICMj8/SGS4iK6evqHj9xIiryHb6SvaTfsn3HDlt7ew1VVWcHp/7+vvGxsWUnN86dO+fm6aEoJ6+uqtrb00tLQ+P6ZyV7IS5evOjpDVeQlZuYmIh69+7c+fOLSDYBUjIyaDRaWkJSQUnJ0tx8CoFY+LhZ5dmrAEBfX5+cjMyePXuXVrLRaLSdrW1SYuK6dev+jgbahPdMS0VNQ4WXZ+2nB8gWnp2ddXJwiImKNjYzu//gPtDfTUlOtrWx4eXlFRETA7qPt7a0yEnLMDFfsLGzXbMGwDFjYmJCXkZmGjkdFBoCOhfl5OCQlJBoYWXFeuki0MLcnBwdLW1lVRXO16+BPub3igplBcVrN67r+PsD+Z8MDgzo6uggEIjwd++AHDNmZmbsYbC8T3n2Tk6gVhJ+Pj6eHp7yigr8AmAZGRXfvikrKj5+8kQR0Gl4aGhIRlJq165doZERQIbKKBTK2MCwtLQU7uvDCE3JMI+Y6Gh7W5iBkSGoP8zX8q9qKiovOV9JSUsDWUm0NDcrKypt3rw56cOHtSCjvePj42bGJk2NjV6+PqCOGe5ubvExsRraWvfug13U2dnZGqpqfPx8CkpKQCZxnZ2dUuLijIxMFtbWQGlW0zMzGiqqg4ODASHB9CD3LjQaDff0CgoMtIHZ3rh5EzQ1ydTYWExcnFeAH+iibmho0FBRPX3mjJOrC9DZ3tfXp6aiMjY6FhoRTg9Zh034mNZWVoUFBRZWlqA67A/vP3i4u68WtP//gcPhNm3aNK+mWAR5RcWO9k5BXj43T3ya27LHrFmzJjQi/P6du2EhoXlFhSs5Pm3fvt0aBuN88RKLxaRmZqzUYGFkYrKxg3G+4KA/cCA9O2uldhwLK6uxmenbV5xvubksra1W+nRyCgojIyP8vLzGJibh4eGTk5PzP1rl2auABCoqqoH+AbxP9r79BsZGSyvZMBvbooICPUMDdVW1lS6k/35gMOiXrzmBSDbe0dbVLT4u3tXd/QILwHgcoWXvZO+gpq4O6obb29urqqL67PkzMSkpcpAHORaLlZOWoaKicnZzAw2v8fPxTU9NCwgJ2rsXzOK6rLTUzNjExtbmGjQ59Tx+/PghLyP7iP2JlvYyBqu/AAqFMjUxoaamAXVcIXDlyorvnnD4fnow277wsDC4F9zSyhLUtq+pqUlTXUNSSgrUvXFmZkZNWeXkqZO6BgaUgIHzZsYmlZWVwaEh20Gq9QRTbWdHJw+41zmQ3svct9mmr6srIibGy8cLtLCnp0dRXuHosaPmlpagvkaO9g4DAwNePj7btoO5E8ZERaUlpzo4O4HGnXzMzdVUUzcwMnz2/DnQwtGREVkp6bv37oM60pCQkJgaG09PT8N9vIE2IfjMTrh3aHBwcFjoUcB00opvFWYmJmqamuxP2YEWDgz0G+sb3L57V05BHmgTMjExoSgnv2bNGv+ggC1bVjRcWxZ+vr5lX0rd3N2BmhKEVClvL6/bd267e3n8fZ9r/z3AYDArbbCrqqooKCksrKxaWprHxsZWmvf9mJNz/fr1h48epSQnS8vIrPTbPubksj9jx2KwyR8+vF1hyH5ycvJ9YiIvP//w8HB8bCzvCmO74+PjJZ+/mFtb9ff2VX6vXKlL2dbWhkFjrG1tm5ubhodHqBcE6K76+q3i9yAnJ+9s71BSUNi/f7+ZleWGnwst+OxAU7P8vDx7J8fzDAwYDPrv+G9KqMZMo2ZnZ2eBFubm5MZEvbNzcAAl2d1dXdaWVmqaGqAke3p62tLc/M6dO5IyMkAke3Z21kjfAF+WdnUBJdnJHz4kJiT4BgaAkuwfLS2GevpGpiagJHtifFxFUfHh48egJBvPruzsSXAkMHs7UJKd8v7Dp9yPtg72oCS7vKzcy8PT1MwMlGSPj49bmJoJiQiDkuzZ2VkzU1N6enojExMgko3BYOxsYXhfEXCS/bm42B5m5+LmCkqyu7q6VJWUBAQFQUk2Fos1NzHds2cPzN4elGSHhoT8aG2xd3QAJdmfi4sjIyLtHO1BSXZLS4upkbG6hjooyZ6amjLU0791+zYRJNvJwXGgr98D7gVKstNSUvz9/PyDAkFJdndXl4G+vo6eHijJnpmZMdDVv3TlsoKSImgcjKuTMwaDgdnbgZLsjLS03JxcVw9gkt3Y0ODo4GBqYX756lUM+icngFUQAQoKiqrKyqrKyqU/qq6qCvT3FxIWkpSRZjjPYA+zGxkZWXpYVmZmakqKtJysipoqHQ2tk4PDUrM/HA4Xhr/wW1XU1VQ11H+0toaFhi79VRMTE8YGBhTkFJY21oYmxh/efwjw9V162OjoKMzGlpGJSUZWlpuPN8Dff9n339He4ebs8pidXUJK8umzZyS4n86WVZ69it+AnJxsamrKxNh49549y2qyYTa2eXl5MAf7w0eOzMzM/Kv+Qdt+/DDQ1TU0Nr4IqKPA4XCmxiY32diAPLMI8PGCk5NTiIkDZ3mkpaZ++fzZzNIC1CKm7Uebn6+vgZHhTsgOcQRMTk4aGxsLCAlduw6caG2or79/P722rg7owrjY2PLyckMTE9CUvtraWldXV10D/T2AptpIJNLIwICPn/8eoGqIsCU4dPgQEYnW8bFxPd3d6lqaoAtJSEgYGBm8/f2AlAkE0OCDjmGgJJsAOQX5N1yL02R/C2cnp4GBfpiDPSgt+1z8OTI8wsjEBDSTcnh42NrSUlxSAkipTKg4WJqZ37pz5xX4txkUEEBBSSkrJwe6MDcnt7Ag38zSAjTSpaamxsrC0s7R4RignAaJROpq63BwcBBztjs40NHSSklLgy5MiIvPyc52dHEG/TY7OzpcnJ2VVZR379kN2hOztbLhfP367Nmz/7bn2v8QsDjcpo0bjfQNi4uKF76e9ynPy8NTXEKCcCo+fsrOwsxiYWLa39+/8LDcnNzszCxlNTWCOYygiPCGDRtsra0Rk4iFh0WEhbe1tcspKlBSUFJRUc3JUTrcXVwX+mrjKY2R0Zo1a7V0dcjIyPbu3WtpbZ2amubt9VPSc1dnp7mJKQsry2N2fC3s+PHjUjLSPnDvosLChYd1tLc7Ozpyvn3DehFvhMrCyrpm7dqZmZn5Bsgqz17Fb0E2OjJy8uRJE1PTNWt/EjCh0bOESrajizNEF6d/GBztHR49eUwEV46LicGR4JadCPk16mprMzMzdPX1QMMaJycnXZ1dVCAbdc0Di8W6u7nev/+A6QKYWJmEhCQpIXH9uvWcb16DLiz5/Lm2tk5ruTzeX2N4eDg8NMzQyGjzZrB4PxISEk83Nz4BfqAZTQJcnJz27tsrJiEOurCgoKCmplpVXR2UJA0NDoaHhaqoqoLm3hHaU3fu3iUiCpuEhOT8+fPEkew9e/YAjeoS0NTY9D4x0QYGA83sxGCxHm5u8kqKoBqwudPA/dLly6CabBISkuh3UUNDg1o6OkBdJsKsRWpKqpKqCiUVgFiZYAHp4w2XkZUDkuYTLmofOPz+w4cQvQIXIuXDB7o1dAIgTvAEVFdVlZWUGpmaUgJugMfHxufqyhagG2BCsf/Z8+dATvAEhIWErlm3hueP9suqYuQ/ACwGc+jIYQERIWVFxbxPnwgvJsbFK8rLv3j5cuF+j/3502PHj7/lfN3Z2Ul4JSQoKD4uTklVZf5UJycnFxUX7+rsUpSXRyKRhB2gqbFxU1MTvtr9Zy2Jjo5OQkqytKzUysKCUPweHh72dHPfvn27roE+zZ91Q/oD9Fa2NrHRMTZW1oRXGurrebl5tmzdiq9P/4mjR48KCgvLy8impaURXvn29ZuJkfHC+Fs0Gr3odFnl2av43bWBxWzeskVMQoKWbnEl287WLjMzwxpmCzpg9M9Aemrq9+/fhUQAcmQI6OnpCQ4MkpCUBF04Ozvr6e7x9NmzLdC8jeeBRqMd7R327tt39+7ivKHf4mNOTktzKw8vWLufELMSFRkpKi4OWokcHBw0NTZ58+bNzj/tVKHD0939xMkTJ05BcqpeiJTk5IGBAdA+OOE++z7pvYIicPD7xMSEjxech48fVA6BxWI93N2ZmJmhxwn9HTE7O2tqbHz79h2giTcCwkNDqaioroN3UcrLyr58+SICHvze2trq4+0tKy9PTg52tqNQKDcX1wcPH4BugAnkY8vmLTdvsRGxAf5W/lVEVBR0YXt7e0hQsDj4RT09PW0Ps3vBwbFuPZi4hYSExMHe/uTJkwyMYAm1hCzetrY2UEUWXu3W2hofHy8uAXyLXsWvMTuLfvr0qaGRkZG+QVFhYcqHZB1tbXNLi9t3Fm/CxaUkOV5y8HPz9Pb2+nr7eHl6KakoL51ot7GDIaemVJWVx8fHNdXVv1d8V1RWWpQkumnTJktr68aGBid7h57uHg1VtaGhITUNjUUzuAcOHHB2d8vPy/Nwc29pbpYUE79y9crSWg8jE6O7p6eelnZWZmbFtwoxYWH2Z09ZL/7c0MbhqKio5oeDV+cgV/Eb4ObOmEUkG41G21hZFxYUeHh5gXpW/DMwOjrq5OD4ipNz3lofOny84IeOHCaiPJwQF9/c1GRuaQG6sKa62gcOT0lPA306YrFYCzNzUXHxtevACop4uwZXt3379587fw58A5M2ODT0lgf46djc1JybnePm6QnqwDU6Ngb3gktKSq5bB2xJaWxoyMbGBjGDZiGCAgKnZ6bnExCg43NxcWJ8QnL6HwUVAnBzWPZ40jmQ/N2QnZXV1NRo+nNmGxR0d3eHhYQZmRgBOTkSmL2ttfWz58+JSC2xtrTcs3cv261boAvTU9NKSr6YgV/UPd09nu4egSHBoAuRU0gPN7enz57t2LmDiCrv3n17GZiYQBd+zM0dHhpif/YUdGFhfkHK+w+ePnCgGHZ8FXxiwtbaWlJGGnRIg4SExNba5uyZ06dOnwJduIpfA4fDYbHYh48fkZOTqauoIpFIRxfnlRrCCkpK69etv33j5sFDB0PDw5btTa1duzYkIlxGUurGlauXrlxx9/JcdvRox44dMHt7LQ0Nfh6eU6dP6xroL3tLPHr0qIeXp4KsnIuTk6CwsKa21rJvjPXSRU8fbwUZWeT0tKWV5W9tl1Z59iqgXhsLX7GzheV9/OTg7LSIZFNQUPxLZrIrv39vbm568xZYiDk5OVlUWKikogK6EIPBFBYUXL56FWKC3UIkf/hw7tw50DEggun1li1brl4Hbi739vY2Nzdp6eiCLsRgMP5+fuKSEkTkjMbGxJw+e/boMTBZLd4RpaRkcmLi1pKaym/R2NDQ2NAwn20GHdNIZHlZ6Z07d4B8zQgoKiy8yXZzywIuiMPhrK2tPnxIJqf4ax9FRkpGRU1NRkamrKR07x6wCuI/iOHh4YSEhKbmpgMHDjx7+gyKHzkOhwsJDLp5k40I4Ufex0/U1FSLK0wQ0NLS0t3Tc+Mm2MAuIQG+vrZOUEQYVP+DxWKLi4ofPnwEuiXAz4RlZV2+evUYiHk5AdnZWdPTM0TsY0dGRj59/Ghqbg66kISEJCry3YNHj0DHr/H7kLS0Hbt2QgzRXIja6uppJPIytHTJhejr6+vq6noNfm9fBRTg/vyfiYkJGlraX58SZBQUWCyWlIR0XuCxFKSkpNu2bxsZGaGgoNi8snyflo6OlpZucHCQkpLy19cpEolEoVBbt/1qs01JSYmva+BwUAScq7qRVYAB7y5iZp736RNek31ycSW7quL75CQ+2vof/88aFBBoDYMt5DoQkRgXLygsfPc+sKT729evO3ftVFNXA13Y3d1dXlbm4u4Gqk+YnZ1NSUnRNzIkoqOdlZH5ivM1qP80IRnk6NGjQsJCoAs72jvGxsYMjY1AFxJyqh2dnUALZiQkJP6+fkoqykCxMgTk5eVfYGEhQp/Q2dk5ODhobGq66Bqjoqaio6Ojo/3jP2vXrCUhJc3ITE9JThkfHyf5v0Ntbe0T9sdqaqopKfge8YOH9ysqKn67qrioCI3B6Bni7XGAMDExUV1d5ejsTMRbTYyLt7K2Pgw4/oifSY2LvXv/voAgsGS5rraWkpJCTVMDdOHY2Nj3im/mlha/4B/LAoVCxUbHGJoYAwW1EJCRlsbFzU3ERV1cVHT8xHEiBhja2n5Ufv/u4uYKuhCLxaalpjm7u4E66uBPg/h4MQlxIloTq/gtSElJKcnJ01PTNNTVbe3trG1t1FVU8/Pylj3Yw93dxwuenp319Plzrtdv5rXaCzEzM6OqpNzb0/ulrBQxOSElLkHQai/CxPi4jpb2mrVrw99FVlZWKisqTix3V2xtaRXg5bt89UrOp49JCQn2MNiyb+zbt29iQsKGJsbefr5qyirpf2q1V8Iqz14FADAYjK21Td7HjzB7u+MnFmuyc3NyTIyN8fW5f3pNOz8vH4VCPXr0CHRHMTIyUlNbc+vObVD9BuGf98aNG9Bj8OYRFhLCyHSBCJHr9+/faWloiVBEjI+Pf//+/dGT5bMGfoGZmZn3iUn8+NgL4H+fj7m5jIyMRHholJeV0dDSgDq4kZCQ1NfXNTY2vObiAv020Wh0cVHhrVsA2ZbzeJ+YePMmG93P44+kpKQqyqppaWnJySmE/7x//4GTk5OSgoqPn/f+/QeLfgkUJ+BFLSygn85jZmbG2MS4paUlKDg4NSUtJCR0ZGRE30D/t9Q/+t27l5yviOhpFBcW7dy5i/4AcBW8vq4eiUSyXrwIWiQYHR3Nysp6/fYNEd/mh/fvHzx8QERPIz019TwDwyaQbEsCSktLcTjcpcvAVd7x8fGysrLnHC9AF2IxmJzsnLv37lEAWrzjQ3bDI69cu0pET6O8rIyamvoM+EU9MDDQ1tZOxHjoKqCAkpLifdJ7DTU1cyur+w8esN26paOnq6+j++nPsch5eHvBI8LCQsJD9+/fLymNz/7k4+Lu6elZeAwOh9PT1h4eHraxg+3YudPVwwOBQKgoKi0y+5uYmNDX06OgoNAz0D956hTc16eutk5TXX0RI29vaxcXFWW9dFHf0HDf/v0Ozs652TnOTk6L3lh5WZmYsLCBsdGDhw8vMDO7e3npammnpaT8dBApvkq16jeyCjCQkZHhy355+S3NzXOV7MXcKysj08TQ6BH7k7Vr1/6zWfb09LS/ry/nm9dEUN701NQjR46CmgPgr+3ycsQk4hJ43bSlpaWwoFBEFHhYE41GpyWn3L13F7QVTsgLZGZhXilo4BdISkwkJydnBjcH6O7urqmuvn0XIMCZACQSmZiQ+IKDg6ieRtCDhw83gLfCP+V+pKOjO3kKWP3Z1NjU0d4BZe4tPj5eW0vr4kVWK0vrhfrUtrY2a2url684uLm5fP18F5rUzs7OBgYFZmZlFhYVSkpJvnzFYWpm2vqjddFvrq6uNjY2esX5koeXJywsDIH4yVRr8cE11ampKSIiok8eP9m+ffuDBw8kJaU+5uaWl5f/YtXnouKOjq47d4BndsfHxzMzMzhevgRdiMViE+Ljbt25TcTZHhIUzMjISIR+o7y8HIlEXgQXNgwODn77+g0orpyAqakpb0+vl5yvQFtbczX7OAZGRiIu6tKyUhwWC5TKTkBrS8vnz8VcPDygC1EoVFJiIhH7fPw+Ninp3LlzRGxgVvFbkJOTNzU1GxsZWVhbPf7z23nw6JG2nq6etk7+p7+q2p7u7kEBgSFhf2myFZQU37x9y8vFPV/VnkvpUh4ZHXV0cSaUV9asWRMSHjY5MSErJT3PocfHx/XwFkDkFpaWBNuiAwcO+Pj51dXVqymrzFe1W1tahQQErly9amn9h9/IwYMHXT09sjIyFla1K759kxKXMDIxYX/6x6QB60VWVw8PXW2d+ar23AQkGXZBLWO1nr2K3wNftcWRONjZZWZm2tjBlg4+5mRnmxobyynIi4iK/k1zaqAjIiyclpb2IWDiNIEkffv6jeMVMAkYGx2NinzHBT41T0JCYm8Le/jo0Q5A3+u558379evXEzGsWVVV1dTY+PgJsHFHf39/RFi4nII8aHkPh8MF+vnff/iQiKdjYnw8PT09aE4HCQlJanLyj9ZWTnCn5J6enrTUVG5w/xY0Gh0RFvboyePfanmrq6vV1FU2btxob+ew0Aqtrq7uFedLO3s7Ojq6qakpRUUFaRmpeaqNQqGcnJzk5eXExESbm5swaIyFubm4uNjCGlJ+Qf6z50/d3N0I1hPCIkJmZqZY7F/GtItQ8e0bGo2+fPny/CtXr1xBY9AVFd9WWjIxMeHi7CwpLbV5y2YipvQuMDPv2g08mvwxNxeHIyGC8paXlmZmZIhJSIAuRCAQsVHRHC9fkoJXwSPCwlhYWYmYwI4IC9+wcSNoMBbB46ymuoadHfiiHh8fj4mOecPNBVrMnp2dtba0fMHBQYSX34f377dv334a3I2noqKitaWF/TnwsOYqoICMjKyzo8PaxmbRGXj/wQNdPT09HZ28j/iqtjccHh4WHhoRvu/nWHUZeTlCVbu3t5eEhIRQyYbZ2y/c+5GRkXn6eCMQCFUlJQwGg0AgDHT1KCkpTcxMqWn+qosdOnzILzCgrrZWS11jZmams71DXFT04qWLJmamC//i/v37nVxdc7JznB3xVe3y8nJRYREDY6N5kk3AxUsX/6hqp6YSomRHhodpqKlX/UZWARVkZKQ4EjzJbm9vN7e0XEplsjIyjQwMFZQVX3Jy/vjx458dTltVVRUXF+vg6AjKBREIhJ+vzxtuLiIKQmGhYQwM548tEer8Fr7ePjgSHBGyyLqa2uLCQi1dHVBhzOTEZFhIKC8f75o1YB3/qSmkno7O3Xv3zjMAu3clxMfTraG7eesm6MLqqqqv377p6uqCfszOjg5vOFzf0BBUpoJBo4MCAu7cvUuEOjYmKnrL1q2/Tfzp6e1RUJTv7e0PCgy6sGCbhEKhzMxMe3t7ExISL1+6jMVig0OCZeVkWP39VFRUCcfQ0tLU1NTA4XBeHl5SUlIHRwddXZ3PXz6/eI5XC4yMjBgYGqxbt+7D++QTJ05gMBhzC3NnZ6enT59euXJ12TfT1tZGQ0Ozc8df27ydO3fR0tJ2LCe1JMDOxubQoUN3wFsThfkFvT09wuCtm86Ozg9J7zW0tUCDjUaGRxzsHaRlpIn4NsNCQk+eOklElTc9LW1ycpII/UZhQWFcTIybpyeovmVycjIwIJCHl2cdYOsGh8X6+fhevHjpyJEjgG+WJDQ4hJSUdKXE7F+grrauqKhIX18ftDUxOjoaFhIiIiZGRwusVloFFMzOzl66fHnZruODRw9JycgszMwuZV/+9PFjSFjoIpJNgIKSIgU5uaSY+LFjx8bHJxxdXJY+T9esWRMcFiosICAnI0NHS0dBSWFuabl09ubAgQPefr7SEpKyklJ9fX1Xr141/plkzx/m5umhoqA4PDL8KffjXCV7md3mXFXbXV1VrfRLyadPn8jJyRc+U1br2av4DcjIyPvx3hHNVrY2Z84ulrvlzlWyZRXkCIF2/2yS3dTYJCMpJSEpeejwYaCFWCzW093j7LnzjOBT89Hv3k0iJl+At8LfJyaFBAcrq6iAPlZ7e3v9/f25eLhBSeTM9IyrszMLKyuo1hmHwxnq65OQkhKxJSjMLyj5UiIgKEhKAsaVW1tbA/z8hYSEQNnD2NiYrLT07bt3ifBACPAPWL9hAxEkMjsrq6a6ml9Q4NeHoVAoIyPD7OwcA32D5z9Hfzc3N+Xl53FwcFy+hK8uk5GRvXr5ioWZ9f379/NqaQwGw8TE+JrzNTk5ORkZGQszCxUV1fDQEOGnlXOZyaIiogSSTUJCwvmKc/36DVnZ2Su9H8TUFDk5ORX1X/yVioqSkpJyJbWJg519ZWUVEf4tVVVV8fFxYpLioMOsw8PDbq6uHK9egqq5pqentTU19+zdexvckz4+NnZoaIiIZkhFRUVGRqaQiAjozrDi2zdjQ0NpWZn99MvQl18AhUJ5uLkxMBCTTxT17t3s7OyTuSw9IMTFxgYHBeno64PufLo6O329vfn5+UEvahQK5e7qevXqtX9nFsT/GsjJyWdnZ5f90f0H9xmZmAL8/A2NjZcl2QTIyMvt2LH9XWSkpo72SkUrcnJyZ1fX+rr6ki9fjExMVronHDp82MrWJjMzk5Sc3NjUZKW/uH//fglpaQ9Xt/v37/8iYOHipUtCwsLubm4cHBzbtm1bOMGyyrNX8RtgMJg1a9ZoamudXKLJzs7K1tfVk1WQJ07S8PdCWSl++kFEVPQJYPN0ZGQEZmu7adMmbkAjLQwGExwUVFdXJyMjA8QeMBiMn6+frY21iZkpaHZ0fX29g53d8xcvQEnk4OCgHQy2b/9+jpdgWufR0VEFObne7m5TMzPQ5nJaSmpCfLycvDxoGnN1VZWHm/vrt29Apzzrauv4eHhYWC+CRmRPI6c93NwmJsbFJSTIAT9mUmJiTnaOjLzcr2MRsVisq5srHO4tKiqipKS0qJ7X2dU1Pj6+sJm+du3ao0ePdnV3Dw8P//kbcLt3757XpVBRUc45df6xeW7vaJ+YmPD08rx67er1G9dv3LwhJCzY1tbW1NS40gabhoYGg8HOov56ss7OomdnZ5fqg2dmZsxMTDLS0hydndYD9nw+f/4c6O8vJCKydy+YMU5bW5s9zO7WLTbQube2tjYpcQkcDmtuaQHU2sJgsBFhYZWVldKyYBc1Xtb/8VNYcIiUtNROQBnYx9xcFUWl12/fPAa8dw0PDzvaO2zbtu3127dAC9Gz6ED/gKamJnlFBaCPicViA/z8ba2sHZydQG2O6mprXZ1dOF69BO0SDAwM2FhaHTp8+NmLn7amq/jPgpSUdGZmZqW6j7ubW0tLi19gQFpqaltb27LHTCORMlLSW7ZsdfP0CAkKGl4wXrIQQ0NDqsoqHC9fSkhL+cG9UTMzyx7W2tKir6snr6h46uRJezu7lTYA5eXlNlZWwWFhWBw2MyNjpU/n7+ubEB8fHhnZ0tIyMDCwcCe86p+9it8Ah8OtXbdu6f7yc3Fxf1+vkorKq9ec/+B/RCwWOzIy4ubimpWZqayqAjQwNz09XfqlJCkp8dLly0AL0Wh0Y2NjVETktu3blVRUoBtmz87O1tXWOjk4Dg0NOjo7M4LESYyNjqalpZWWlPLw8DAwAZDsaeR0YUFBakoy2+3bQNJPJBKZmZHh7eV16NBheyfHbZALilgstqurKzoqCjk1paKuumOBLOG3GBsbS0pMrMQHeQqfAplEHB0dDQ4MjI+L53jJISsvD30hCoWqqqyMjY45dvy4qJgY9L0EFovtaG9/9+4dDoNVUlH+bQhocnKysbERG9tNExOzpYVAMjIyUhJSQh16HhgMhoyMdOGTj4yMDIfDLVsuRaPxoxfXrl07d/Y8YQyDjIxcXEzi6NEVVQG7du2ankYODQ8tfAROT0/vWsAUUSjU5+JiDzc3MjJyLx+fffsB2NXgwGBsTExHe7usnByQPfzk5GRWZmbep08vX3FeuQowXjw1NfUuMjI8JOzylcsa2lrQxQloNLqlufldROSGjRuUVFSAwlN6enoS4hN6urrkFRX2QmafWCx2aGjIzdnl48ePKqqqQBkx00jk58+fPyS9v3b92rMXABqV2dnZhvr66Kjobdu3KSorQ/cFR6FQ+E0+zG5gcNAvMABoAzw2NpaSnFxeWsYnwA9Ud0cikUUFhSkpKbfv3CEiMWoVQCAnJ6+tqcn79One/cV2/t5e8PDQsICgoMNHDq9du9bd1VVWTm6RzwwOh1NVURkcGDAyNtq+YwcWh3O0s1PX1Fx0KeGzHpVVKCkp+QX4N27a5Av39nT3kFdUWDQI0d7eLi4qxszCrKquNjIyoqul7eTgoKax2GGzvLRMXExU38BwrtzO6ACzIycnv3V7cdJCcGCgt5c3zMHuytWrW7dtS0pKWvjTVZ69CmJyarIys0wMDY1MTBZFe8w9nv8h5tmNDQ34ZnRsXEd7O+OFC3BfH4gtRSQSWZCfX1dbNzw8REdLJy0jA50BFBcW1dRUd3f3YLGYx+xPmFlYoC+srq6OiY4mIyVlu3VLRl4Ooidad3d3cWHRj7YfI8Mjh48c1jPQh5glMTk5WZCfX19fPzw0tHHTZjlFxf0rN/sWYmZ6+tOnT1+KP6enp+/atZOXnx+6CrOysvJb+dfuri4EYvL6jZu3796BSHTa29rKSsuamhrHRsfOnD2rZ4DXGUNZ2NnZWVZampGeUVVZefzEcZi9HcTdCwaDmTsNavt6+8jJybl5eaDLacrLyquqKrs6u6ampu7cvXPj5s3fin8qKyuVlJR27tzp4e65e7kJOfr99Ju3bC4vK5+n0SMjI9XVVfT0B37L4AnYvWs3DTUNEyOTpKQU4ZXp6enY2Ji1a9etJGNgZGAkIyUtLyt7+OAh4ZWSki+kpKQLK446Wlq1NbXPnj8Xk5CAGFre2ND4tbz8R2vr2Pg4CyuLgJAgRD430N9fXFzc1Ng4MjKyb98+bV1diJ99ZGSkqLAw7+Ongvz8w0ePaOvpQPdXLi4qrqmu7ununkWjHz1+BH3asq62rqy0tGuuEcF6kVVUTBRi7byxsbHi67eEuLjOri6mCxf8gwIPQLP1nJqays/Lq6+tGx4ZXr9+vYy8HMSFc/FJRVWVlQMD/bOzaPan7BeYmSEvLKytqYmMiKSipGS7fUtCSgrqtdnRUfKlpKWlZWRk5MSJ4/pGhhAXTkxMFBYUNNQ3DA0Nbty4SVFZae/evRDf7SqIBhaL27dvt5eHx/j4xCvOV/Ove7q7BwcGhYSHHzyEf1Cy4P2mSGE2tjx8vJf+HKGeRk4rKymNjoy4ebgTKjLPnj2jICPT1NDQ0dHdu++Pr294jmSTk5M7ODmtWYs3PxWVEPf28jI2MlJRU5t/tLW2tooJC1+9es1kLm5206ZNZpYWulraFqZm8kqK82fRt69fJcUlDA2Nns2NQ2zbtk1FXc3O1ra9rU1QWHj+/fv7+sI9vZzd3FhY8c/rQ4cP09LSTk5Oznf5Vnn2KoCRm51jamwsLSu7dFeHnJpCIpHUNMCmUf89oKamHhketrGyLioq2rlz51tursOHj0AMD8disRHh4anJKbQ0NPcePHjM/uTQoUMQ/+6njx8jwsKHR4YfPnjA/pQdumzj69evHq5uFd++3bpzW1ZenpGJEeJU1vj4uJe7x5cvX44dO3bzFhvThQsQ46Zn0ejIsLC01DQ6OtrH7OxPnz07CG0jgcPhIsLC42JjO7s6efn4DI2MLl+5TAttP1BTXe3v5//jR+u1a9dv3mJjZGKC2I/u6+vz8/EtLy87eeLkTTa2C8wXNkKzJZmenra2tCrIz6emouIV4BcSFmZmgUodkj98iI2OmZmZefTk8dXr16FbH1R8+xYYENDR3sF2i+32nTtMF5igUKve3l51DbWOzg5TU1MKCoqampqFP929e/fGjRsPHDjw6OHj0LCQ589fPHr0CIfDeft4V37/7uziuuZnN+6VwMjIeOr0KS+4FxvbrSNHjszOzlpZW1pbW0eERzCvQKrOnj178dIlf3//Fy84jh8/3tzc7OPrc+7cuQtMfw1o8vHz79m7d9u2bVDeQ9uPH36+ftVVVUwXmK5eu3aBmfnXWpp5TCEQcC94cVHRvn17b925w8zMDDHBBIPBeLi5p6eljY+Pi4qJPXnKfvXaNYjy6MKCgrDQ0IH+gXsP7j968oSBkRHfVICAHz9+wD09G+sbWC9dunzl8gVmZujbZncX1/y8vF17dnNz8xw4dPAcNBEFGo1+FxGZnpZKRUX18NGjp8+fQa8O5GbnRISHT0xM3L137+mzZ2fPniWB/O/j7+tXUVFx7/49RWUlBgaG3dDcRYaHh+EenuXl5UePHWW7desCM/MvggAXAo1GBwcGZWakb9iw8cGjh8+eP4MSLPBvSF77XwAWi9m7by8PL6+ulvbkxITgXBgZ3NMzNDgkOCyUQLIJYGFl6evtlZeRs7K1uXP3zh+V7MFBd0+PhTeKx+zsDQ2NvNzcEe/e7dq9a2hoSF1ZhYKSEmYHI5BsAgSFhGSlZZTkFZzd3NauXdPe3i4hKsrKepFAsgnYvHmzmaUFLxdXd08PzM6Ohpam5MsXKXEJ/T9JNgFbt26VkpYR4ufv7x9Qn4uXIlSy7Z0cCSR77o6BxuFwCwtAqzx7FWDIyswyMjBQUFRcGkvb29NrZGCIRqP/xvckUpKioqKw4NA9e/Z4wr2OHTtOBq3ARnCqtrWyIiEhxT8wGBmhN5SHh4c93dy/ffsqICR099496J3W6elpJwfHxPj4+w8fWNpYQ6zMEZCVmQn39Dpz9oyDk9N8MQAKGhoabK2sKamo1DU1Tp85A/1jdnd3G+jqtba0ioiJAjn4zs7O+vv6paamPH/BYWhsBJFXEZCdleXi5Hzx0iU3d4/tOwAG3fLz8s3NTLds2mxiZsrMwgJd7NHT0+Ns79DR2SkqIX716lXog1xIJNLf1zcrI/Ml5yszCwugiJaK7xWZmZkYNFZbW0tTU/OvH+BISMlI/P38BQWFKCgotLW129p/8PDynDlzempqqqW1VVJKipfnD4dBHA6HRCKnp6fnVxOMseZli9u2bbO0sBITF71y9fL58+cHBgZaW1vV1dWf/uxytRBr1641NjQRFBZgu3Xj/HmG6qpqCkoKB3vHhQ9LiFtKLBablJDg5+t75949H38/oCHdks9f7GCww0eOWFpbL3yc/xaV378bGxiiMRgpaek79+5ClxqPjY15uXuUlHzh5eN/+BgsVj0oMDAxPuHuvbsampoQ94QEpKakGBsYnjt/3gMOP37iOPQB6ObmZmtLSwpyCiVllbPnz0G/qEdGRhzs7Jobm/gEBW7fuQP932d8fNzf1y88LIz92VOYg8OGDQBji7nZOa4uLgwMDI4uzkBOL7U1NTBb2Bo6Oi0dndNnzgAMiONI6EC+wVWshJkZ1L0H90lJyXS1tUnJSCcnJoODAgOCgpZaC7A/e4pGo3U0NQ2NjTMy0oeHhvCV7CW7cSUVZTIyUgFeXlt7O3c3N3Jyckcnx0VKSypqag+4lxC/gJKCgoqqipKCwqXLV0wXkGwCtmzZ4uHlJSkuoaut/eTpU20NDQ1trRcvF4um6A/Qe/n6yEpJkZKSbNu23cvT08nNhWVJ55mCgmLV128VxCA3O8fM2FhWTm4pyUZMTpqbmpKRkW3cuHGhQ/vfBYR3vIaOLv/jJ3NLy2c/ezX8Fl8+f7Gztb13756wmCiQn1RXV5eulvbhI4c94HAgooxGo+WlZXr7+5zd3Rbat0FBcGBQXGysqroa6PhXcVGRiZGRkLDwq9ec5OQAu/S6ujpFWbmz586FRIQB+f4iEAgrc/P+/gF7R0foLWwCfODw9LR0bT1dVsDgm7CQUAc7OyEREWlZGSC3lvq6OkN9g0uXL+saGgDtB5BIpBpezErr5OoCXYA7DwYGhtiYWBSBEP908eFISElZmP94BuzevTswICgjI6OsvIyGmvra9es3btygpvqDG9HQ0Dg5OtHR0c0/Hk6ePBn1Lurs2b8Kojdu3Hif9CE1NaW+oeEi6/pbt26xsbGRkf3qhL9y9UpcbHx4RHhra6uQEAsnJyfTgmI2RGAwGAc7u+8V3y2trU8B+iLHREWHh4WJios9egwWXJKbk6OppsH+7KmKmirEkj8BQ0NDyoqKBw8edPf0hD51QNjqmBqbtDY3m1tZghpfeHvB/Xx89I0MHz9+DLGcTEB5aZmRoeGr15x8/Pxg967OTiNDw927drt5egDtB0aGh5UVlQYGBnz9/U+fAfs2fX18M9LSlFSUf2twuQg52dnOjk5vubnecnMBeRM1NjYG+geQkpGuVrX/I5iZnnnw8AEOi1FWVKJbQxcRFbVSfMGLlxykpKQSYmJXr12D+/qs5C6ioKSERmNePn/x7Plzc0vLhZXseVBQUPj4+4mJiHI8e87x6tVSkk3AwUOHAkOC+Xl4IsLDHV2cCS5qS3Hs2DF3L08BXv6pqSm/wIDfPn9X69mrgARqGuqPObkGenryigpLZ8+7u7p9vL35BQVoaWm53oBNpv/3AH/rxWJl5OVASXZRYaGNlbWSivJNtt8H9S1ET3ePsoLiw8ePQfMaEQiElLg43Zo1oWFhoOYMcE+vtNQUVw93UNPfwoICM1NTHT090CdcdVWVlLj4sxcv1BeWWiEAiUQa6OjSrVnj4u4G5PCFxWLdXFwqK6scnJ1Acy78fHy94XArG+s79+4BLWxqbFRXVRMWFQHNIxwfG1NSUDx2/JimtjbQs3x2dra4qPj6jes7tu949gzSSbtp06Y3c1j6IwoKits/K8E2b96y9NcemwP0N0lCQnLmzBlzM3MSYoFC4SNLhoeGHF2cIcoD5hESFPzh/XtLa6ujgO85NydHTUVVR1f35QIhKRQM9A/Iycjcun1bSkYaaCEGg9HR1JpCTnn6eINakTjZO0RERPgHBYL653wp/mxtaamkogyaLtnd1a2prsF2+5aYOJgX5+DAoKy0NN0ausCQYIhCNQJwOJyri8vXsjJ7RweI8pJ5ZGdl2Vpbm5qbMbOAbbkbGxqlJSSoaahRaLwYAGjtKpYF6dwtrqOjA38tk5IWFRSsxLNnZmaKigoZGRl7e3q+f6u4fvPGsodNTEz09vUeO36ssaFhfGJsWZ5NmD2YRiJ37drV3t4+ODi40rk3ODAwPT196PChz8XFDx8+XMkgsqykbP369XR0dDlZWb/l2au+fqv4DUhJ8Q/gjLR0I0MDUXHxpSS7t7dXSV5+bHT09JkzGzZu/EU43H8zSOfqgFPT0xSAATTtbW1ODg4KSoqgJHtyctLIwODe/ftEhKKbGBmTkJA6ubiAkuykpKTUlBR3L09Qkl1fV29ibKxvaAhKsqempjTU1R8+fgxKsufclO3IKCj0DA1AbXQT4+M/F3+2sLQAJdlfPn/2hsNNzc1ASfZA/4CRvqGgsBAoycZisWYmpvQH6LV0gFOB3Jydw0NDSf7pCAkK6uzsMLUwByXZBfn5CfFxZpYWoCS7tqbWQE9fW1cHlGQjkUgdbe1r16+Bkmw8V3Z0HB0btYXBQEl2YkJCZGRkcFgoKMlub283NTGWlZcDJdkzMzOmxsZXrl0DJdn4HCJbWzIyMidnZyCSTUh5LCootLKxASXZ1VVVLk5O5paWoCS7r69PVlqaT1CQX0hwoTflKogGKSkpDQ2Nr7d3YEBgaGSEvoG+i5Nz8ocPS4/E4XA6mlr9ff1BoSHK6qqaGuqfPuHTIhdhYmJCX1cXh8FGxcbef/iA6/Xb3h58WuQiDA8PC/ELHDt+PDYxnoyUVF5Wdj4HdyFKS0uF+AXUNDRCw8MrK77bw+wWOUAQEBEe7guH2zk6eMK90lJSCWmRv8Aqz17Fb0BGRj44OOgL95aRlSMMLixEX2+voqzc/gP0ZpYWa9asWeQa9rcDvmABUrTAx7rq6z9hZ186EvpbuDjhnzSi4mKgC0ODg+vr6mzt7YBEn/gsj8pKfx8fS2srICM8gqWdiaGhtIzMwgBtKEAgECpKSufOndPV1wdaiFepBgRWV1cbGRuD0o7ysjJfX18dPd2t0Ebr5tHX26uvq6uopHgXkGTjcDgba6sLzEyvOIE9LgP8/KeQSE1tbdCFKcnJH95/UJubxfkHIyszMykxQVdfH0iH86c3NkxFTe0wYKrUzMyMob7+q1eviPg23Vxdt23bCmT7SEBiXHx5aZkNDEYDeW6BgLKyMhsra1d3N9DMxZHhER0NTV5+ftCcHTQabWZiumnzZhlZGSIu6m/fvto7OYIWCKqqqvx88Bc1xOnVeYyPjVmaW4iIijEBiuswGIypkRErK4uQsNAqyf5PgYqK0h5m5+frFxAcdODAgYePHzu7uXq6e3z42QhvZmZGRUlpbGzMwdlp0+bNL15wGJmY6Glp5+flLTxsfHxcT1uHnJzCzMJi3bp1isrKr9+84eHi6urqWnjY4OCgAB/f2XPnLKwsN2/eEhgSTE5OLiMpNTo6uvCw8rJyKXEJHX29Fxwc++npA0OCW1tbba2sZ1GohYeFBgfDPT0dXJzPnDlz9Ngx34CAzIxMe5jdok+KH2v5k0us8uxV/B4YNFpYRGSZwUf8RLDsPvr9xqam0Mfa/kkIDw3dumUrHz8/6MLioqJv5eXqWhqgYY0dHR1wL7iuvh5oVgUJCYmrszPn6zfHT5wAXRjg73/oyJHnIDa6BBTk57f9aNPR0wNdODAwEB8fZ2JmtlITcCWgUCgXJ2c5OXlQFS8JCYm9nR0r60UuHh7QhR/evx/o75eUAaYdjY2NiQkJmtpaoFummelpZ0cnaTlZ6IY2f0dMjI97e3np6OlDtIxcCBdHp0ePHl++AuCNTYCXpyftGjpJ8IJ06ZeS4qIidU1N0It6bGwsIMBfUUV5JQXqL+Di6MjFzQ1KIklISN5FRtIfoCciYqysDO+PqWcAvHP+0fojODAQZu8ANKFBoCyOdnYCggJnzp4F/aPecO+Dhw49eQYW0INv/SUk/vjRpjbXhcPhlilqrgIUFBQU5WVlSQkJASHB89vCy1euaGprubu5pyan/lXJ1tIaHR6xc7CfvyLuP3iga6Cvp60zX9WemJgw0NWloqIyMTWhpvmjFiOnIP/8xQteLu75qvbw8LCIoNDpU6fNLS0Ir5CTk3vC4fiqtozs6J9V7bLSUnERES1t7fnd9c5du2xgsJqaGjsYbL6qHREe7u/r5+DkNH8q7qff7+zqnJOd7fJnVZtw+eMWyIxWefYqfgMMBrNl69bb9xbXPPp6+xTl5PcfoDc1NwcaEvrHoKW5OSkxSUJKapEB/m8xPj7h7uomJCqyceMm0A2Pl4fH1WtX5xxGAYDD4eJiYmdn0W8BMynx7KGk5GNOrrwCcImup7vbHgaTV5QHiuQgVMEtzc3Z2G6BViJJSEgC/QNoqKnv3gcrSBPus2WlpUS0FwYHBoICAmXl5YEcQgh2MV4ens+ePwPNvcNgMO6ubnv37Hn5CkzV8PcCFodzc3U7eOjQvGEWdGRnZ3d2diwtDfwWLS3N7xMTVVVVQXc+hC2BgIDAJpCJQMLO0Mvdg4GBcallwa+Bw+EC/QNGR0ZlZGWBFuLNQMvKU5KTxf/0QYeOvr4+J3sHQSEh0LMdhUI5OThcvHQJdPCRIIzBYnGPQDKwCKipri7ML5CVkyMjBbtF9/X1+njDlVSUgWxtVgEFXj4+R3/uvVy9dk3f0MDd1SX5Q/LMzIyqkvLY6Jijq8uGn//xHzx8qKOvp6upVVhQMD09raetTUFBiW+k/9zpUlRW4nzNycPF1dPTMzo6KsiLr2Rbw2wXHrN27dqgsFAcDistKTU5OVlRUSE5V8nmfPN64WHbd2y3tYPV1tbZWFljMZiwkFC4p5eji/N5BoaFhx04eNDNwz0jI8PBzh6LxYYEBY+OjFJTU6/6jawCDItUSr29vXLS0gcOHPzXVrKRSKSpsQnrxYvHjh8Dbi67uGCx2KWZWL9FYkJCVmZWaEQ46MLWllYTIyMXD3dywC0BCQmJvo7ug0cPQdu1+IFLLy8aGprbd8C60oS50oK8fH1DQ9CFbW1t/n5+dg4OQLYJfwpjjB4/eQKUKUiAmYnp7j27QXc+eNeXgMCa6ioi6oLfvn718/UNCg0BXYhCodSUVcQkxIEy8whwccLPIPLy84EuzMzM/JiTa2xqAlrlrayoiI+LCwwOAv2L3d3d1haWMrKyi57TvwUKhdLV0mFkYCTi38fZyWlsfPzuPeCL+mNObnRUVHxSIujC4eFhG2trK2sr6N6j87C1sblw4cKBgweI6OChUKiHj4CjE/Pz8nKysxOTl1Hi/hqNDQ2uzi4mZqag+rHJiQkNNfWnz57u3AXc+jM3Mdu8ect1wFmUVfwaaDSa6cIF+gM/pTwScOnyZW09XZiNDdzTc8eOHQsr2Qtx/8EDMjIyI32DtevWnjx5SltPd9mzQk5BgZSUVFhAkIKC4jzD+flK9kLgq9re3opy8rxc3GNjoytNPG/fscPWDqavq/f6FefMzIyjs/OyTZX99PQu7q4aqmoF+fnk5ORU1D8NFK3Ws1cBjL7ePiU5+V27dhuZmiyqZJORkRHCmf/xaKir+1xcLCzyVygURExNTSXExT3n4IBuyUzA7OxsSkrKyVOniJAK5ObkbNm6lQVyQts8iouLJxGTRDxWe7q6MzMyufn4QOuCBEcUbl5e0LogQf15+Mjh+Qgx6Cj5UlLf0CAKPtTV39+fnZUFOvuIPw2QyIyMjKvXrhNRMMtIT9+9ezf0JKN5pKenfy0rI0KcUFtbGxoScgDEeZqA2dlZMyPjnTt3gJJsgi3j5cuXiZA55WZnT05OPn3+DHRhW1tbcVERFy+wcGh8bCzv48c7d+/SrQGr8mIwmNSUFGYWFtDZPsKue+uWLZevXgVdWFRY2NnRQcSWaWRkNDI8QloOuHxOQkLi4eb+4iUHEfqf90lJdHR0128s7zXxC1RXV7c0Nz9Z2dx9JQwNDn4uLn7w8CH1qmf2fxqkpKQr2bZcvHRp27ZtvT09b7i5frFDZmFlPXHqZG1NLS8/3y9mNt5yc2/auBGDQWtoaa10zNq1a5VVVL5XVOzds/fpsxXPk+3bt1+9erWqsvL2ndu/SKyjpz/Adut2Y2MD66WLmzZtWvgxV3n2KsAwp8mW2btvn5WtzdKzPCI0DIGYIvsXpGdFREQIi4gQUeWNiYpmunDh/gPguldtTe3gwKDWyneNlYBEItNSU4zxIjYwyosjIYkMj5CUkj4BznVSUlJYL7JycHCALvxcXEyCw/Hw/RGeAh3d3d1fy8rkFRVBz745UU20opISqL6FMBPz5Ck7EcXsz0VF1NRUklKSoAsHBgZKvnyxsrEBNSdBoVBxMTE6BvpQAvAWITE+/jnHiyvgWmf8lmDPHh4+YErX0NDQ2dlJhGvHNBKZ/CFZTUOdCGYfFBAoKi5GBLNPS0s7dPjIW24u0IWtLS1tbW2aOsBTsJMTE+lpaRY21qCuHTgsNjYmll9QcGkyyG/xPjGRgZERdBh6Trn+BYPBCAotHqP/LUaGhwvy89W1NImxqQkOVlZVAdWCk5CQREW+u8nGxr4y8VoFcSAlJZ2aQiz7IxwOp4QvQpN5+XhnpKd//fp12cOGBoeU5BXWrFkTFBISEhT848ePZQ/r6ekR5OO7duOGsqqqPcxufGx82cNKS0vFRETsHBwOHTmso6U1MzOz7GFBAYFhoaEhEeGkpKRhoWErfTo7W1haampwaOjYyGhfX9/C+88qz14FAP7QZNPTm1os1mSj0WhrS8vExMR169b9431G6+vrf/xok5KVAa1Jj4+PJ3/4IKeoQERNMTgw8OWrV8dOgKVXkOC5cvj+/fSgkTT4lMGvX7u7u15xvgKKvSBYFqalpoqKi4P68aHR6NCQEG5e3u0g6R4EJL//cJ6RATSSZo7Zf0Yip8UkxEGZWXdXd0F+gaKyMqhWlUDQ+QUFQR1R8AJ0P39mVlbGC0ygC/M+fcLhcES0Jnp7eks+f+EXEABl9tPT09HvoqRlZUFbEzgcLiYq+t79B0RQ3qysrI0bNxLRYaivq2uoq1NRUwP9NpHT0zFRUWIS4utXsNr9Bfx8fB88fEhPv0wn/dd4n/R+185dV8GL2fX19W1tP1YK4PgFJsYnUpKT5RSA5xDQaHRk5DtuHp6D4I24pMTEEydOsQFapuIv6s+fR4aHRcTEQCVkw0NDaWmp0rKyRNyiV/FrUFBQVFVWxUVHL3p9enpaRlJyoH/A2Mz0PAODlJRUeGhYWXn5osOGhoZUlZUpKSl19fVZLrJyvHrl5uLS0dGx6LCuri5hfgEGRiYZOdn7Dx6wXGS1g8HGxsYWHVZejncX0dDUfMn5ytjUlIKSUktdA4lELjrMz8fH3dXVzMKchYVFSkamo70tfAnVRqPRMBvb9LQ0Mwvzc+fPS8nKrF27dqH32irPXgUkUFFRDfQPyMvI7Nu3b1lNtp2tbWF+gZ6BPiUl5T+cZeOH7fzZ2NiIKH+mpaTu2Lnj2FFgSXdNdXVHZ8eTp8BT88NDQynJyQLglSRCbCT706e04CQyIixsP/3+U6dOgS4sLyvr7up+8BiYC46PjSW/f0/EXCAOhwsKDGR/+pQS0DedhIQkPjbu/PnzO8B7GnmfPqHRGCJ2Pu1tbUVFRUT428zOzoaHhr5584aITLsAf38mZua9e/eCLszJzsag0ddvAItcOzs7i4uKiDjbUSjUu4jIRcNMEBEZEXHz1i0itkzpKSlbtm47feYM6MKa6urGxkYihjXHx8fjYmK5eYF7Pnje4Ot39+7djZuA1UrxcXFbt24l4mPW1ta2NDffuQtm0U0wlEj+kPz6LfC3icPhIkLDnr14AUqySUhI4mJjT50+vY8eOJN1Fb8FGo05eepkZESku4vr/ItYLFZNWWVoaNjZzZVQXjlw8KCMjIy3p2f0u3c/kWwlFWpqalt7O0IjnYWVhYuLW1NNPTsza/6w3p4eMWGR8wwM5pYWhHsdOzs70wUmaQnJ7u7u+cPw7iLCIto62i9f491FSElJjUxMqKipVRSVFvpqBwcG+sC9nVycmedmlGlpaeUVFVuaW4yNjPC2fX/CycExNSVl3oRk06ZNFJSUKBQK9+dU2yrPXsXvQU5O3tHerqyg8Ecl+2erNTQabW5imp2Vbe/keJ6BAYP5h+uz09PTm5qaucCNOzra20OCg0XFxCgowargU1NTttY2r1+/IUKy7O3tferU6bPngP2wPrz/MDwyTARzbaivT/7wQV5REXTh1NSUs6OThKQkHeBkLQaDsba0unLt2tlzK4rnVkJEWPj0NJIILW9VZWV6Wiq/oCAocx0dHXVzcRUWFSHCpcfV2eX2nTug/iT48bWwMDq6NURM6X35/Lm8rIwI/cbgwIAP3FteCfg0mJmZsTK3eMHBQUSVF+7puWXLFrZbt0AX5uflVVZ8J4Lydnd3BwUGSkpJgk7pYTAYJweHV69fEyHQ9/X2OX7yBBE2LKnJyX09PfyCgqALW5qbo9+9U1BWAl04OTlpa20tKCS4ecsWoIVYLNYeBjtz5swibwcoSIxPGBoafAzuT9JQ3/Dh/Qf8LZp8NSr7Pw8cDrtlyxYzS4sAf3+HOcPpaSRSRFCoo6PD3dNj24Lm3oFDB7m4eZydnMNC8Dlcw3iSrYz33nZyXNhnuMDCzPnmtYaaWk52Nr6S3dkpxC/AdOHCIneR5y9eXLx0kY+Lu7OzE2+2U14uKS6hq6/36vVfWzhqampLa6vx8XG8r/YI3lfb08PTxtLKydXl4gKhFB0dnYiY6Lfycn0d3enpaSwWa2tjm5GW5uTifOr0qb9MI3A4SkrKeSOy1ZNpFb8BOTnZ1NSUqbHx0aPHlq1kw2xs8/PzYQ72h48caW1t/Wf/g46OjvjCvVVUVUC7ihg0xtbG9gXHCyK4YKB/wMZNm168BNY6f8zJLf1S4gH3Al3Y9uOHl7u7sZkpKBec+5g2zzleEjHw5Onuvm///rtLHCR/i5ycnB8/WrX1dEEXdnZ2RkdFmVtagOpbEAiEnY2tqIQ4EY4Nzg6OZ86eBU0PxSv7o2N6+3qJsGGprKyMinzn5OICusFDIBD2dnaCQkKgQYwkJCSODg6XLl0i1IGAEB8Xh8Fg+AUFQBdWV1XlZGc7u7mBLhwcHHR1cVFSVVn4pIcCDAZjY2V15949IvxJ/Hx8KCgoX3AAe9Ln5+Xlffro5eMDunBgYMDTw0NLW5sIhygHO/tnHC9Ao3AIrb+dO3Y+I8p6v7am1svHG3Rhe3t7cGCAkakpaLARAoGwsrR4y81NhHJ9FRAxM4M6dfp0aES4AC8fNQ3N94qK7q4uLx/vpQo6tlts+kaGFqZmKNRMeVkZDQ21tS1s6fMIXwkiJdXT1tHQ1goLCT23gruIorIyGo2RFBVT0VDX09bBV7KXpFCRkeHV4RKiYjra2idPnvTz9bW2s1s6e7Nr9y43T095GVkLM7Ot27ZlZWTYOznNk+yFv23+/6/y7FX8FmSjIyP37z8ws1xGk21jaVVYWOjo4nz8OLBu+G+HqakpdRW1K1evEuFo4eLsNItCETEQFhcTm/Lhg7uXJ2gPtLa21sXZWV1TA3RSanR01NTYhPP1a0YmMBHwzMyMlobm2nVrBYWAC2YRYeEF+QW+Af5kgB+zqqrSzsbWzMIc9LE6PDwkJyXN+eYNaFo1Fou1trDcvWc3O7iVQURYeEtLi72TI+jCrMxMLw8PFzfXdevB1Eo9PT0WpmZS0lKHDoOpY5FIpK6WNiMjExH6DVsr66bGpsCQYNCF+Xn5Af7++C0B4ORDT3e3vq6euITEHkDjjmkkUkNNjZGRiQgZD9zTcxY1KyQMbDqUlpqalZll5+AA6sZT8a3CQFfPxNwMdEswNjqmpab+mJ39Evgwq5mJCSkpqYioKOjCqHdRiQkJAUHAzoyNDQ0waxtNHW3QcsbExIShvsGTZ89AE21mZ2dNjY03btjIOSckWMX/HGZmZo4eO+bm6XH/zt0DBw5ERketJNy/d+/eNBIv3WZgYIiKi13pYnn58uXE2Jgwv8CDhw9tYLCV/q6qulpXZ+cL9qfWtjYLK9kLsXbt2rDICGYGxpioKA+41+Mnj5c9bPfu3Y4uzm9evRofHQuOCF9KshdhVTeyit8Ai8Vs3rJFTEJ86VbSzhaWl5cHc7D/N5Ds8fFxdRXVbdu3ywEmtmCwWGdHp5LPX0zNzUCby5Hh4fYwmJaOzl5AqUDFt28mBoZvubguXroEtLC3p0dLXeP4iRM8gLZfaDRaW1Ozr7dHXx+44BoZEfEuMsLWDgbaQy8tKVFXUVNRV7sAaFnY0d4hKiTMeIGJTwBM64ycnjYzMe3r69PS0QFVjIQEh0RHRRkaG4OWh1NTUizMzCSlpUDnApubm7XUNW7fvfOYnR2YZOMLnzRKKspAC3E4nJ2tbXZ2tq29HejZnp2VZWZiYmpmduwY2ABDS0uLnLTM06dPH63wXFwJ/f39ygqK5GTkcoBJ6Vgs1t3FtSC/wNDYCFTSnfLhA9zLS01Dfc9esC1BcVGRhqoqLz8f6JZgZGREVUXl6PFjYoDOlVgs1srCsrmp2exPtSt0hIeGOTs42Dk67tq9G2jh94oKZQVFETHRK4BTnv19feqqaocOHxIAFMZMTkzq6+o2NzVr6WgTIeleBRDIyclxOBzc0/P6jRu0tLQfPiSvdOT4+Hh+Xt6du3dm0ej3PwezL8TI8HDyh+RHT54MDw0TBCTL4tvXr9++fZOQlEhKTCIISJZFgK/fuvXrWFhZUj4kjy+ZnpxHRnr64cOHj588ERsd/Vsv49V69ip+AxwOR0VFRUtHu7iSbWVdWFDwL6lkZ2dl+Xj7MDIyqM/F8ELH94oKPx/fWfSsq6cHkLq6saEB7ulZW1trawcDKkGNj43HxcTEJ8RLSEo9AhkoxGKxOdk57q6u9+7fl5SSBAq5LCosdLSz37Z9u5OLy+YtACSytaU1OCiwprrGztHxIEhGzMjwSFxsbEJcnLqmxu07ACNWSCQyIS7ex9v78ePHKupqgDbbX+CeXlu2bnV2dZ1P+oWChvoGP1+foaEhGzvYQRAX6s7OzpCgoMyMTHUNjYePAUjkzMxMelqatxecm4eHG9AQurCw0N3F9dTpU6rq6kBcueLbN3dXt5GREbiPD5CIvLe3NyoiMisry8zCgpkFYMuERCIT4xOiIiPfcnO94QKw1cNgMJmZmU72DmfOnLG0sQZiV5XfK33gXjgSEjsHeyBnz67OzqDAwKrKSgNDo/MMAFKT4eHhuNjYAF8/OUWFtyAfkzCN6u7qdpPtpoycHJCjTsW3b16eXpQUFM5urkAz340NDb7ePuXl5W6enmdA5ibHxsZioqOTk97LKigA3bswGExGenqAr9/1mzdkAbdMhQUFdrawbdu2uXt5gnYJVgEKcnJyFAolKyU9MNAP9/UdHRnh4+Fdv26d0JIkivGxcT0dHWoaam8/v4KCAhsLS2pq6qfPFg/SDA4OCPMLnjt/3tTC/EPSe10tbWsYbOns9feKCglRMX1Dw6fPnznY2/Pz8AaHhu7dt3i2G+7p5ebi4ubpcfHiRSEBATUVVSdXl0U6KxwW6w2HZ2VkWtvBqOdGJ22srdXU1X8hPlzl2av4PXA43KI8SJi1zaePuY7OLotINgUFxT/G0w+NRre1tSUlJNbX1yMmJ8XERaFHG/b396ckJ1d8q2hva3v56tVLzlcQG8STk5MJ8QnFhYUN9Q0XLjDBfX13Q6sGIZHIb1+/ZaSn19fXb9u21drWFmJREI1GEwLkG+rrEQiEiqrq1euQqmVYLLa/rz84OKipsam5sfENF5eImCjEdv/42FhmZlbJ5y+NjQ1Xr171gHtB3IQgkcjSkpKszMympubdu3fZOzkehqYZnZmZqa2pfRcZ8aP1B3JqSldf79bt21AW4nC4rq6u5Pfvq75X9fX18grwP2Fnh0jLxsfHUz4kl5eXtTQ332S7pauvt24dJOs3BAKRm5OTnpbe1Ni4b98+uI8PRNUHCoWqralNTU6ur68nIyMzNjNlhBZng8Viu7u742Nj6+sbBgcGuHi5nz+HqqkdGhyMjor+9vVrY0PDg4cPpWRlINIyBAJRkJ+f9ymvqbHxxMkTrh7uEF1NZqana2pqkj98aG5qpqWlNTQ2OgtNIY1Go1tbWiLCIxobGvv6ehWUFB89fgyRfQ4PDyclJFZ+r/jxo4392VMubm7oF/XH3NyC/PzmpuazZ886ODtDtK2cRk5/+fI5MSGhpamFiprKA+4FUQ6Bv3f9+BEfF9fc1DQxMSktI3Mbst1Hf3//+6T3VZWVne3tzzlevOHigmjFMz4+/j4xqaiwsL6+jpX1YmBI0K5dUO9dX8vKM9LTm5ubt23bZmljfRTavWt2dra5qSn5/fu6ujoUalZJVfXSZUjtOxwW29vbGxwU1NjQ2NTYKCIu/vbt20UZfqv4HwApFouVEpcYHx/39IbvmENoeLjQXFNxIdUeHx/X19WloaUxNDampKRkY2OjoqSyMDOjoKB4tKDcMDw0LCokcvLUKXMrCxIS0qfPn1FRU+lqa5tZWNy4+Vew0bevX8VERA0MDQjz7soqKujZWV5u7vB3kQsfr34+vh7u7g7OztfmckC9fHwkRMXUVFQdnBwXcmgfb+/0tHQbGOzAXBCBs5ubhqoqzMZWS0ebcCfBd35ISfF+I3+SoVWevQowECrZ+Z8+2cBgJ04u7mJXVnyfnJykoQX2xvrvAYEpZmZkeLl74EhIDh48+Irz1Y2bNyGOyn35/CU4MLCpqeno0aOXLl8yMjGG6KpbX1cXER6R8uHDufPnd+7c6ePnu48e0ijhyPBIQkJ8WEjonj276Q8c1NbRhv4wTklJ8ffxpaSi2r9v31turus3bkB8pubn5Xm6e/T39x0+cuQ8w3mYvR1EalVbUxsRHl6Yn3/02LGzZ88qKClAbCv39vYmJSSGh4UdPnx4/wF6PQN9iOk5UwhEenq6o5399u3bt+/cwS8ocPfePYgf89OnTwF+foMDgwcPHrx99/aDhw8huhxWV1WHhoR8+fz55MmTp06f1tTWhqgVaW9vj42OiQwPP3HyxPbtO2xgsNNnTkNZODU19T4xKSgwcOPGjfv275eQkmJhZYG0H8DhPn365OXhiUROHThw8O69uw8fPoJYrf/y+XNQQGDl9+8nT586evSYoYnxzp2QMq7b2triYmISExKPHjt69MhRS2sriIn3ExN4F2cfOHzXrt379u+XU5BnYGSEQpRxOFxaaqqnmzsGg9m7bx/7M/Znz59DJMrlZWVBgYG1NbXHjx9nvMBkYAz1ov7R2hoV+S4lJeXYsWNHjx2VkZVbWkJbFv19/Qnx8UGBgfT09Nu2bVPT1Lh46SKUb3N2djY7Kwvu6UVBQbF//36OV6/Y2G5RUkE62z8Xfw7w82tra8Pfu65cNjQ2giiPrvz+Perdu4y09HPnz+/Zu1dNQx1iFtLgwOD790lB/gEHDx2ip6fX0tH5rdSVADQanZqS4uvtQ0VFRU9PzycgcPnKFYgXdd7HT95eXj09PYePHGFhYXFydSHCzHEVRICSkqKwIP/ipcue3vD5OYpjx4/5BQQICwjOU21CJZuGhsbU3Hy+n3bl6hV9Q0NzU1M0Gk2oag8MDIgICp07f87c0nL+Tzx4+JCUlFRHS8vKxppAl79XfJcQFTcwMnz2/Pn8YeqamuTkFLxc3MFhoYS9PaGS7eLhfuPP5NG1a9cGhYYI8QsoyMo6ODvT0tJisVgfL3hWVpY1zPb/sfeWYW2lbdRocOqdurtB3b3QFupKCxR3d3e3JLi7uxeKu5bSFvdStLhrgOi5QmZ4GaDtfvJ955x33sn6NRfd98BOtqznfta91kLjY+vWLUgba011TYSVldp8VxuHwy2JEKHwbArAQNRk5xfYOzkuJ9n5eXnmZmbEh90/uafd1d2trqJaW1srKSXJcvfuZsh2VFOTk64uLqkpqZycnMpqKocPQ53NJxAI3p6eAX7+12/ccHB2AhqyzMvNdbR3+OOPP/QM9G/eugV9eqy1pcXCzHxocFBUXJz13l3o80azM7Pampofi4tFxcXZH7BDbCeTTtPP1y8kMPDu/Xu2DvZAFg3Z2dk2cMSBAweMTU3usLBAL6ytqTUzMRkeHlbVUL9z585GyNKdoaEhRzv7jx8/CggIsD18AN09Go/He7i5RUVEPnn6xN7J8TTIPFZkRIS7q+uRw0eQNjY3b9+CvstfXVUFt7TEYnHyigosrKzQDSXGxsYM9PSaGhpJlwFElkwiOrbWNpEREVzc3FKyMkCnmRj/3snJ8dy585ZwK6CrvbyszMLMnJ6BXlNb5/ad29A1LS3fW2yQyJrqailpabYH7NAVw7Mzs06OjilJSW84OWXl5I8dBxCOhwaH+Pv6Xr52FWljAySGyc3JsTK32LjpDwMjIxZWFuin2dPdo6+r29/fLyElycLC+scmqFf77Owswgqek53Nx8+nqaMNXcGFx+P9fP28PTxY7951cHYCmgYpLCiwsrDctWuXoanJnTt3oF/tTU1NNghkf3+fmLgE6717GzZAjQcaHhqytLD4WFzMLyDw8NGjI0ePQiykoaFhBBw2oGA58Hj8tm3b4QjEkmHlE0xMgaEhIgKCNDQ0L169NNI3WLWK0dDEZMmVf/XaVW09XUszc3o6ustXr0qIijEzMy13F3nw8CEBT9DV1kEgkevWrxMTFjb4O8kmQVVdDYfD8vPwRERHZ6Slebi5OTg7LZBsEmhpaT28vSTFxTVU1axtbcJCQzMzMhC2Nof+Pri5dds2pK21ppq6nY2NorKys6Pj8NDQpk2bFkYaKDybAkigpqbG4fAIK6uPRfOa7GWphNmZWRZm5q85OIICA/+5LJuBgS4+OuYNJ+f7D4lAVgAd7e2qyiob/9gYFhkBUelBAgqFUlFU6uzogCMRdwC93jzc3CMjIqRlpLnevQOaUiouKtLR0n716pW0nCxQL6epsVFFSfngwYNRcbGkXTOIGB0dNdI3+PGj09HZ+QyIMhWNRjs7OaUmpyirKD99/hzoNMNCQhwdHDm5uBSVlYCc++rr6tRUVI8fPx73Pn4DyGjm6OioiqIiFod3dnMFMnDE4XCW5ubZmVlKKsqvODiATvNDYiLC0kpQWEhUXBzIpqO6qkpLXePK1avhUVGbtwDYG//48UNdRRWPx4dHRgCNZk5PTyOsrD5/KtU3MgIN+fP19g4PC+MXEBQQIr6PoRcWFxaqq6rdvHUzKzeHEcTSrre3V0GWGGbpFxgA5PU2Nzenr6vX3NRkZGpy++9v7l+DQCAE+Pl7uLvLyMqCnmZhQYGxgdGjJ48dXZyB5NQt37/raGpt2rw5IioSaGZxeGhIR0u7tbXFxd0dyMybQCDYWdukp6dLSkm94XwLdLWnpaTCrSyfPXvu5uFOB3JTt7a0SIlLHDh0MCYubjdI6NLk5GRhXgEtNTUZGU8ULAYOhzt85MiKWzrHjh3zCwyQkZQKDQm5cPGikYnxisvLGzduGJkYW5lbmBgaP3zyyMjEZPkxxK7240c0tDQ6WlpTk5OmVpZPfjLZoqGltXbtunt3WP744w9nN9cVx4vXrl0bHBoiKSbx6MGDffv2LyfZJGzduhVpY22gp//i6TNGRsY1a9YsbmlTeDYFv8f884XKwc5uvpPtsJxk5+bkmpmaKiopXrl61d/Pl/ofaPJPgMGoYDB6GjpObm4dXV2g2s7OTmlJyQcPHykoKQIRHSwWKyctQ8DjQ8LDNgO677m7ucXHxvn6+4P6tRUWFGhraBqbmbI/AEstqa6qUpRXuMd23xDQwnlsdFRLXZ2WhtY/KAjUUcTJwfFjUbG7l+dRyM0nEoICAtxc3PQMDF4AZtDUVFfLy8iKiYsLioCFaKJQKBkp6QP79xubmQIt0ggEgqG+fmVFZXB4GGgGzfu4eBtra4e/Esugo76uXl1FlevdO3FJMA+Klu/fFeUVDhw8iLBGAnkpYjEYA129wcFB/6BAUA+KAF+/2KhouLX1JUBjmdycHE11DTV1tXe8YMOgxF1pQSHWe3fVNTWB+C6BQNDT0Rno7/cLCtoEuaNMgqO9fXRklH9gAPNJSGKhBeTn5RnpGygqKy13Bf41Oto7tDW1Lly4oKmtRQPy7BoZGZGWlGJcxRgaHr4d8jYICXBLy08fPzm7uYLO0KelplpZWJiYm4FGETU1NooICvHy88sqyFOD0OW5uTktdY2STyUYPHaJGIACMkBNTb1k1msBx0+cuHr9WmpK6qXLF3+xh3Pm7Nn1Gza0tba9/mWGGjMz84aNG9dvWH/xl+60x48fo6ahWbN27S/uOBoa2lccr7U1NG/dvrMiySZh67ZtzCeZi4qKxMTFBgYGFke4U3z9KPgNqKmpCDCYvY1NQX6+g7PTcrPh7MwsHS1NGTk5jrdvscuUSf8gEGCwSRRq2w6wGO2J8XEjfQOud+9U1FSBSPbc3JyivAINDa23vx8oyY6Oik5NTgkOCwUl2Q319VYWFjb2dqAke2hoSF1V9dnzZ6Akm0Ag2NvZrV23zsHFGZRkh4eGNtTXefp4g5LstNRUZydne2dHUJLd399vZmysqKwESrJnZma0NDTPnDkDt0aCmiLbWttUlJdHREeBkuySjyVubq6u7m6gJLuvt9dQX09RWRmUZM/OzupoaR0/ftzZ1QXUsNzL03NqatrRxRmUZKelpqWmpnj6+YKS7OqqKk01dRMzU1CSPTE+rqGq9vT5cy0dYKM3SzPzmZmZgOBgUJIdGRERGR7hB06yvzc32yCR+kaGoCR7amrK1Nj46bOnOvp6QCQbg8HoaeusXbvW1d0dlGRHhIXV1tR6+niDkuzyr2XOTkQFLSjJ7unpkZaUEpWQkFdUACLZWAxWT0d3x84d6poac+j/5GxTQB6oqKiHhgZX5NloNNrRwYGJmTkjK6umuiblJ2Z/Y6NjlmbmPLw8iSlJYSGhZV+/rnjYj85OR3sHQ2MjU3NzW2vrzo6OFQ9LTkpycXaOio3hF+CXEpfo6+tb8bDUlJTy8vL84qLjx4/b29ii59DLjyEQCP6+fgQCrKC4iOgQMDCwePeDwrMp+A2oqWkG+vrq6+st4VbLO9l5OTnmpqYKiopc74iRxf9ckr1wT+BxOOhVeALe1sbm8JEjQsJgtIy4D+7j09/bi7S1hji+s4CvX76Eh4TYOdhvB/EUm8/y6NXT0VVQUroOmFWBw+E01dQvXb6srqlJxml2dnSamJqCZi5+KimJCA/XNTDYug3MbKuzo9Pe1k5dQ+M6YJzQ3NyspbnF3fv3f5Zi8At4e3rS0tBoaAF/PnGxselpaZ4+PkB7/SR2ZWVubmZmDhpMPTs7q6Wp9eDhw2cvwHJ2CAQC3MKSkXGVqbkZkEMcDAZLSU7Oy8m1sLIA9Q7/3vzdy8NDXUMDdBEyODhoYmQsLilJRv62nY3twYMHQZ3ySVy5oaEejkCAfj7FRcUuTk4e3t6gFumjo6NamlqCwiJs7OxAhQQCwcLMfM/ePQKCwNGb/r5+3d3dcCQC4jzoAsrKvkZFRhmZGO/YCcbO+/v6bG1sFJWUzgDm6aJQKG1NTTY2NnEJcaBCorOEl9fkxISuvj7x2/ynvtn+i0BDS/O9+buDnd2Sn6PRaE9397Vr1vLx82/bvk1BSam0pCQ9NXXJYZMTE472dhcuXXz4+PHeffukZKQiw8MrKiqWHNbR0eHk4PiG8+3FS5fOnT//lovLzcWltaVlyWHpxDlab2MzM2ZmZkFh4fts9+VlZAcHB5cdlvax+KOiouKWLVt4BfjXbVjv4e6OW0YSggICRkZHJKWlNm3aJComtmHDhsXHUHg2Bb8BDodbs2aNgZHhyWVOqNlZ2QZ6BrIK8nwCAlT/Yar/IqSlpLa1tqmoqoK+Vuvr6uNiYk3MzUBpx/TUlKO9vZyiIvQhngW4ubrcunN7sS8SRPj5+KBQKFMLC9DC6uqqpIREpK3NOsD3MTHY3NpGQ0vrMGAG8hwxR8aUjZ2NmwfMZni+0xZBwOMkpKRAC8vKyooKC7X1dEGXTF1dXe6ubsamJqAkkhRs/pab6yo0I7PF8PH23rFju6S0NGhhWkpqcXGxm6fHWsAlQX9fn6e7h6GJyVZofnYLmJ2dhVta8vDyXr56FagQj8e7u7rt3btXSgb4NLMyM1taWlTVwbzVSQrgqIhIM0tL0Kt9doZ40SqrqACZapPg5OBw+fJlTi7glWFcTOzAQL+hsTFQJ3v+pq4OCQpycHIE7WRPTk7aIK1l5eWPAXaycTisk6Pj1WtXHz56CFRIap9jMRhlNVXQwqrKypzsbDMLopfccl5FARnAYrGXr1yur6tTVlRa+Ei7u7slxMRmZ+fEJMRJe0ebNm1SVlMNDQl1c3VbqB3o77e1trl0+fLLV3/6jR48eEheUdHE0CgqInLhsMaGBid7h7dcXFf+emJcuXr19Zs3MpJSBfkFC4eVFH/08/UzMTdfWLZJyciwP3zA946np7tn8askIjxcTUP9j/nXNC0NjbiEBBaLlRKXWJCFzM3N+fn6Dg0NKyopkQbQGRgZqedtwgl/de4pPJuC34BAIKxdt27fsqG3vJxcMxMTOUV5Ti5iJ/tfiLm5ueDAIGkZmTVrlyZl/hZurq6PnzwGDQcmejUkJG7evIX1LtgMGdFDtLLyW9M3EVFR0MLOjs7oqGg1DQ1awA10LBbr5+P7losLNP2BQCAEBwYePnKEZMwEhE8ln1pbW+Tk5UELR0dHE9+/l5GXB038Jpo9eXnz8QuAbi/AYLBAf/9z58+Rkfidm50zOT7xBlAnQFJX52bngMYfkjQGnh4eMnKyoHIR4ufj7X3j5s1TpwEiS0jIzMgg4PGc3MBPmPa2tuysLNAwS5L+JyggUFJaCjTfnigi9w9gY2cDilsiITQ0ZPu2baCZnSRj4NqaWjLWEsPDw1GRkdIyMqCqGBwO5+zoyPH2DdBgKAmx0dE7duxgY4eaQrCA2trab03fyMi3H+jvj46KVlJVXR5m/GtgMBhfH5+3XFxAOUQU/AYEAh0dnYOLy0B/v+b8Ora7u1tcRBQ1Nb1kt+GPP/7Q1dcLDwkJ8Pef17n1iYuKbdux/enzv23B7du/X0VNNTgoKCUpGQaDVZRXCPELPHn29Oq1vy3Lr167pqyqqqOplZebS5Ij+vv5WVhZLnFJkpKWfvT4ET8Pz0D/AAwGMzI0jIqIVFFTXSJ3FBMXQ6GmNVTVsFgsHo83NjAsLiySlZdbaLIQd/Xn0/0Wst7+efNqFPz/k1Pz9wV9dla2saGhopLSklcgaWIS9i8AFosxMjDcunXLjVtg4cAwGCx4PhPO3BK4PfyxuNjXx9ve0RH07djb06uhoiolKwuUSUmCnrY2EzMzkDEZCe6uru1tbVYIBGjh59JSb0+vhKQk0MKxsTFNDQ1NLa3VgK/V2ZkZbQ3NcxfOMy0bP/gtHO3sJ8fHnzwDFid8SExMTU71DfQDLWxqajIyNDQ1MwNlDzgsVkVRie0B+959kKzZF8PS3JyOjo4MDUZqckpyUlJqRgZoYWdHh4WpmZOrC2jh5MSkprrG8xfPIXpyLwCHw5mZmKzfsB7IJISEAD+/ivIyhcAA0MLS0lJPd3cH56Wxc7/F5OSkoryCrBxZN7WOzt69ey9fuQJaGBgQ0FDf4OzqClpYU1Xt5uIaFhkBWjg8NGSgoycoLLwesvcoCXOzs3o6uidOnLgKuBkCg8GcHRwG+gfIuKkp+DWwWNyG9euDQkNEBIXUVdXaWlpXMTJ6+vqQGsaLcYKJydvfT1pCcmx0rCAv79Tp0zKyssv/hyQbUyQc3tHRHhkRqaWrc59thYXc46dP6OjpLMzMP30sSUtNRdrarLghrKquTkdHLy0pefTo0ezsLG9fn+X+sxs2bgwKDRUWEFRVUl6zbm1VVWVIWNjym3fxFjeln00BMHJzckyNjeTk5Zf3mWZQqJmZmX+D/xExKjIxUWqlO/+38HT34OTiBB0KhMFgCfHx27ZtBzKMI6G8vHxwcJCMXde21tbKysoXL1+AfqdjY2OZ6RnPn78AZQ9EP77QMPYHD3fv+ZvHKhREhIZt3bqV7QGYUJW0Ff6xuFhcQoKMPY2gwADomXmLERMVder0qePHwfS4JKM6KhjsDiuAjzgJFZWVvb29Dx4CXwa9Pb0lxR9fvnoFOuKJw+HCQkM5ubigG7QvwN/Pj/nUyXPQ8iwXo6Cg4Htzs5g4sB53dHQ0Niqaj58ftJBAIMTFxt24eXPrVjBhDAwGy8nMWrdu/Q3AkQnSqhuDRrOwgg0FzueiNzfU1795+yu7hhWBmp6OjogUEBICvQyIJqTu7iysrAd/btfwMyR9+DA+MfHiNdR00gX8+PEjNSVFQlIStBCNRie8T3jw8AHo1g0FUIDFYmlpaQ2NjaMjIzs72r18fX8mnjxx4oSNna2luTkDI6Ml3Opn76ArV69ycXOrqajevXuX4+cmJGzs7JevXLGysHjHy7OgKlkOBSXF2ZkZTw8PG1vbqz+Z8KGlpXX38iwvK0uIi/f29d30u5ANCs+mAAzZWdmG+gZiEhLveHmW/FN/f7+xoREWi/3fZ9lEyvv+7t27ELPNFyM1JXXr1q1kiKTb2lob6hvIEBri8fjI8HAdPV3QSbt5YUPA6zdvyNBvFOTnr123lnvZRfJbtLW2NjU2CIkIgzL7ycnJ3NxcrnfcZFC6hPj41xwcO3btBC2Miow4e+78rTvAn095efnY2BgZO/7TU1PJScn6RoagIwF4PD7IP0BUTGy5ZdBvkZqcfPDQQTIk71UVFSPDw2/BpWX9/f0V5RUCgoKg47M4HC75wwdOLq7lHbLfIiQo+OHjR0AJSiRkZ2evXr1KQIiYaQeEvt6+jx+LDY3BPHxIwoaw0FBlVZWdgBctgUCIjYm5fuPG9ZvAG3Efiz8S8ITXr1+DFra2tHS0t/Pw8YJuxM2HuWZKSEnSg69jgwODuLnfHQR0ZCJ5ZR4+euTFXzpgCv7vgo6Orr+/X0dLi+Xu3WMnTsCtLH8mfx8eGrJGIF6+ejU+PkYSkKyImpoaNxdXEzOzb83fEt4n/OywsNDQ6spKaztbX2+f7MzMFY9Bo9FGBoZYLFZMXMze1m5Bq70EOBzOwdZux84dFy5cRFjBF1v4rQgKz6YAAHk5ueYmJnLy8oLL3ih9fX3KCko0NDQbN27E/2NdRyBiaGio9FOpto4OaBcTjZ6Li4lRUlUhQ90YFx3Leu/uFfCt3sz0DEZGRk5ubtDCttbWmppqJRVl6Il0JOBwuOjISDK0vMTB7cCg5y9eMDEDc8G83Nzt27ctvzJ/i1Yi2lTV1UBnecfHJ9JS0tQ1NECHWYnOjBGRbzk5z//S23VFvI+PP3ToEKgtI5HyVlX19/eLgnd5p6enU1JS1DQ0yejZBwcGCYuKkjHlmfwh6ey5c3fv3QMtrKyomJ6eVtPUAC3s7+srKS7W0NYGVeNgsdiYqEhhEVHooaELiIqIuH7jBgtgZA9pHUtNRc3NA7yOHRgYKPlYIq+oCFpIIBDCw8I0dLS3bQfu2cdExzx89OjCxYughcVFRRvWr38HfpqtLS2NDQ0GJkag+2nT09OJCQkysrJbAL1WKYACOjq67u5ueWkZWloaR2cnH3+/rh9dWivNHI+MjIiJiO7dt8/bz9fJxcXXy3tFql1VWSkiKKiipqqhpamgqOjt6UnSai9BVESEj5e3uZWlpLS0qrqaipJyZvoKSjZLc/PUpGQ4EmHr4MB67+6CVnu5UQ9R7uXt7RPgNzQ0pKGqhkYvNftb7L1G4dkUQAIjI2N+Xr6Bvr6svNzyTnZfX5+SnPzBgwcMjY3+udZ+0BEUEHj6zOk9+4DZQ3FRMRo9B5Q1TUJfX9/Hjx9/sSn2M8zOzkZFRrzj5QVtfxK5YGTUHRYW6MnzC0hPS1u9Zs2t28Ai1+bm5orycl4+4I17DAYTGRbOxQ3ccJ0PGvS5w8ICPZJ9AelpqZs3bz4JPt737du3lu/fHz1+DFo4MTGR9CFJQAjYiI1kvPDi1UsGRuD46Njo6IOHDp08BWbqDIPBvnz+3N3b8+oNcPtzbGwsOekDF/j4Iw6H8/f1e/b8ORnChtiYmONMJ8hYEpR9/To1OXUTfE9jYGCgsKiQX0AAtBCHw0VFRPDy8YEWzqfBB1+/fo2MJUFGWjoej7/Pdh+0sLOz82Nx8WtwmQoajQ4NDX3D+RZ0NJlAIIQGh9y4dYsMbV5+Xt6aNatBvTIpgAIqKurx8XEFGVkaYp659x9//LFq1aqg0JCe3l4leYXFXe2hoSFhAQFmZmabeRPAI0ePevv5eXt4Bvj9jWrX1NRIiokbGBm9nN9juXb9uqGxkYeHx5KudlhoqLsrMVadJELj4ePT1ddTUVJa3NVGo9GGBgZpqWluXh4X5n36VdTUXr3h4OXm7un5T1cbh8OZGBl9KikJDgvdvGULIyNjUGjI6Oioorz8QlebuBNLRTU3N0fA/8mFKDybgt/eG0Q1UmZ6BtFdhKjJXtoW7evrU5SV37t/n4GR4Zo1a/D4/3ELpOZv3wry8gTBDbNnZ2f9fHzJUzc6Ozmx3mUFneuCwWDxsXEMDAx3WIApb1Vl5Zcvn7neATPXgf4Bfx9fEVFRUOEHgUBwcXJ+/OTJH4ABHyTjjs1bt5Bhclf66dO3xiYePrAcE2K7ZXg4JipKREwM9DRxOJyTg8OrNxygJnfE0/TzP3j4EBnChtzsnK4fXU/BHS1aW1vjY+NExcVAC+fm5txcXLm43zHQAzN7Tzf306fPMDEzgxamp6VNTEy8BNfydnR0ZGVmkeFogZqZcXd1ExAUWge+dePq7HLt2rV9+/eDFsbHxuLxhJu3gW1qqioriwoLBYWB93zGxsZ8fbzJeOgRvZWcXe7dv0dOsz8ycs2atWTsaVRXVVVWVfLyA69DRkdHgwIDRcXEQNVKFEABLS1NdWXlho0bXD3cF5ZA9PT0nt7e/f39Wup/7kGNjIyIi4gcP37CAm61UHuC6URAcJCvt3fgX11tUidbV19vwemPpNXW1dOd72r/OUYfFRHp4+Vt7+S42Hn9HS+vnoE+sav913w2sZOdnOzq7r4480tRSenp8+f8PLykrjapk/31y5eAoKCF4WNaWlpPb+/J8QlNNbW5uTkSZcfjcHR0dAuvBorfCAW/ATU1zdDgoLeXl4qa6nILv/6+fnkZmT179ppZWKxatQr7v+4zOjc3Z2VhKSgsvA/cscHW2vrQ4cOgcRIkY4rWlhbQNHgSSYoID0cgkaANIRQKZYNECouK7twJLFn2cCPGE5LRs4+LjZ1BoUTEgJ0Ha6qrU5JT3Dw9QIUNE+MTttY28koKoH0vLBZrYWZ++/bt8xeAp/SCAgOxGCwXuIynvKwsJyfHGdx/Y3h4xM3VVU1DnYz2nrOD47MXL8iwYQn0D9iyZTMZzoP5efkVFRXevr6gOzA9PT2e7h5mFuagJGlmZsbcxOTN27dkqLncnF127Nzx8PEj0MLsrKzGhgYPL0/Qwo6OzrDQMEsEfPXq1UCFGAzG0d5eSERk127gCWMPV7ez587fvQc8cxkfGzfQ329qYQ5a2FDfEBke4eLuBnoZTE5Owq3g4uISoHaieDweiUCcv3DhZ9NvFPwfAo/H79i5097Jacke6bp164JCQ4QFBdVUVJRUVBTl5JmZT1oi4EvKjx475u3nJy4iQkNDe+bsGSlxCQNDo+WL6mvXrxuZGJubmlFRUY+Nj3u5uzu6uiyPN+Lh44NRUakpq1gh4JWVlWmpae6enhcvLZU2qaip0tDQ8PPwuHt5hoeFfyopCY0IX+Lws3bd2sDQEGEBQTVlFQ1tLW0NzYGBgW3bti3oECk8m4LfgkAgECQkJZeT7PlOttz+/QcMTYzJsJX4J8LZkfiMePHqJWhhTFRUTXW1u6cXaGF9XV2gn7++kSGo1nl4eNhQT4+Xn/8EuNZZR1Nr/779T8CHNSPCwhoaGtw8PUALqyorfby87RzsQUnSyMiIqbEJDx/fDsDUDAKBgITDz50/R4Y6NjQkdGJiQlJGBrQwKzMzIS7e3skJdOXT2dlpaW4uKy+/B1DYgMFg9HV1r924QcbKx9baZnx8fLlO7LcoyM//kJjo4eUF6jzU093jaG+voKQIal9NjBA3Mn705AkZzX5PN/d169fzgLc/U1JSvpSWuni4gxaWff1qg0CaW1mCDmtOTEzoamm9fPXqBGBsJAwGg1tabdq0iYwJ7Jjo6NLSUt+Anw6i/QxNjY1+fn5m5magN/X42Jg1AsEvILAfsNmPwWBMjU2YmE48fgp8muFhYT1d3QaGhqCFFEAEDoc7dPjwiuP49PT0fv7+YiKiL548ffTkyXKSTcIJphOhEeEiQsL9/f0Ia+Szv9tpL+DylStGpibaGpoTExM+/r6nTq2cU8HDy0tHSycrJb19505vP9+zP3l0KCorwWCEV89fHD5yJCg0ZEUbTVpaWm8/XxlJqRdPn7GysO7auRODxf7nX3/ygVBAwZ/A4fB/bNrEuqyT0d/XrySvsG//fjNLYif7f/7zwuNwbq5uFRXlrm5uoCTpfVy8i7MLwhoJqoiorak1MzERFhMFdTcbHBw0NjC8eOky9zuwvunszKy+nt7Y2KiphfmCzT5ERISHR0REOLm4gBr61lTX6GhqaWprgUoFuru6FGTlLl+9CpqHNzc7a41ADo+M6BsDv1ajIiOTkz4gbWxAx0Mz0tMRVnANTc2Dh8D0Pz9+dBrq6T178YId0LJwemraxMho8+ZNyirKQIUwGMwGiczJyvYPDgKdCywqLLQwNbNCIkCdGTs7OlSVVd68fQsqFRgZHtbT1YVRUUlJg2V54nA4Xx+fiooKaztbasA1QVpqWoCvr4GxMWjftKysTFtTS0hY+OK8DBQ6RoaHdbV1zl84LyQCpt/A4fEIK6vOjnYnV1dQyhsXG2dnbeMbGAA67NvY2Kippi4tIwP67BoaHNTT0WVmZgL1t5mamrJGINrb2jx9vMFnUSKTPyRZWFmB7hJQAArCTya4xicmtu/YgUajmZmZCT+P4UCjMXv27t2ydcuvWUd/X9/uXbv27NmDx/10YAyDwYyNjZ06c4aWlvYXKWxzc3P09AyHjxw5c/YMA8NPbx8MBrN9x/Zjx47t3rsb91cSJAkUfTYFkLDEeaevr09BVnbv3r0m5mb/BpLd19enp6NbXVVl5+AANDA3MzNjamTk4uxsbml59RqAehiLxSa+f29saPiOh+dnq/afobKiQl5G5sSJ47LyckCFnZ2dUhISw0NDSFtbIHe86akpBzv72OgYW1tbIEUNBoOJj4vT0tBQVVcHYld4PD47M0tMWPTCpYvaejqADoltGmrqw6MjVgg4IwOAVn5qctLczCwp8YMVHH5gWULqLzA3N+fu6oawtJJXUHj0BGD8kUAgFBYUKMop3L13X0AQbPyxva1NXlaWgZFBV08PyE+tv69fQ02tsKDQzcsTKORy3k08EG5pZW5lCWQugcfjc7JzlBUVn798wScANgX79csXCTFxWhpaGztbII3B8PCwnrZO2Zevlgg4cZMXMmZnZz1c3fx9fTW1tJZEyv3emSQ6WlVJmV9QAHQkoK6uTlpS6ujRo0oqYCGX/X192uoaHW3tSBsboGf1xMSEpbm5i6Ojp48PkHAIi8V+SEjQVFMXkxB/Chj18vXLF1Ul5aPHjimrqQEVtre1SYqJt7e3O7o4Ay0JUCgU0gqe8D7B0NgIdAFMARCoaWja29ump6eX/1Nvb6+wgOC2bVuDQkOGhoYWRNhLUFlZycPFxcXN7RcQUJiXn5Kc/LNhX2NDI1UNdTNLy+DAwIry8hUPs7K09PPxcXF3U1FT1dPWWfEwzHwgXUZ6emhE+NWr16wRyImJieWHoVAoUSEhKirq0IjwzZs3T4yPL57bofSzKQBGb2+vsoLiip1sampqLBYLPvj0X4rR0dGqysqqyqr8vDzWu6zGZqYQW5gzMzOfS0tbWlqCA4POnD3jG+APfQO0urq6s6MjPjYOj8cbmZicPgP1Rd7W1tbc1JSdndPe1iYgKPTsBVR23t3dXVdb+/lTaVZm5tPnz1XV1SDSstnZ2fKysu/fvycnfjh89Ii3ny90BXBlRUVba1tiQgIxzcvGGnoEfW1NTUd7R0x09ODgoIS0JHQFcH9/f21NzZfPXz6Xfnr6/Lko5BHG6enpyoqKxoaGlKTkC5cuOrm6QDxNPB7/qaSku6vLz8d3y9Ytrp4e0Lf7vzU1tbS0pKWmDQ0OKquqQBe39HR31zfUl5Z8qiiveP7iBfTe58jISHlZWV1tbUL8+8tXr0ZER0GkZXg8vvxrWUtry4eEhK3btjm7ukCPI6mrq+tob09K/ICaQalpaECPoG/5/r2pqSkjLa22ppZPQAC6rH98bKyqqqq6ujonM+s2K6uRqQnE08RisWVfy9rb2+JjYnft2e3o4gxdqlT2tazrx4+Q4GAsFouwRkLX8LS3t39rasrPzWtpaeHm5XkD2XFoeHi4uqqqpromPy/39h0WhJISNQ2kRQgKhfry+fO3pm9REREnmJiCQkOgS5WqKivb29sT4t/T0dOZWZhDd+1oaWlp/vYtOyurs71dSFQUeuxoT3dPbW11cVFxXm7e6zcc0jIyEKfMSc+u5ubmDwmJTMzMrh7uZPjuUwAEaiqq8fFxXS0tKyRysUS7u7tbTFjkwsULWjo6VFRUSsrKjo4O3p6eYhISi1fO1VXVkmLiegb6z54T57mVVFXs7exwONyzZ88Wb70G+vu7ubo6u7qSAt3kFRXcXN2mpqYWh7xi0GhLC8vM9HQXd/eD88BisUb6BoamJpcW7TKh0WgDPf3KioqwyIg1a9Y8Jf5egg0CqaSqsvjvHxsbExUSPnrsKBxJDD/m4eNzcXYhzUSSQOHZFIBhenra1Mh4957dJmYrdLIjQsOmp1Fr167/536sJIrZ09Pj5eFRW1M7NTn59PlzuDUSYiTNxPi4n6/fp08l35q+3b5928TM9A4LpNw+LBab9CEpJSmptbX18JEjPHy8LKysEAf7vpSWhoaEfvv2bf369a9ev9LS0YbY0WltaXFzcW1qahwcGHzLyenq4X7yFCSXOhQK5enmXlZW1tvby8LKqq2nC9EKmpi1Fh+flprW1tJy5vx5fkGBu/fuQWlD4vH4woKC8FCi/puRkVFYROQ+OxvENmRba6uXh2dDQwMOi33x6pWDk/O+/ZCa7sPDwwF+/mVfv/b39bE/eGBoYgyROpA6u4X5BY0N9cwnT6ppatxhYYGyZU8gEPJz86IiI1tbW3ds3/6Sg4P9ATtEaX5jQ4O/r19jYyOMQHjFwSEsKrob2sTbyMiIrbV1Y0NDZ0fn46dPrO3sls8DrYjZ2dmI0LC8vLzOjo6r16/JyMpBNMHA4XA52dlxsbHN35r3799P1IrcvweR71ZVVnp7eTU1NqHn5vgFBVTU1PZD21vo7e318/GpqqwaGxt98uyZBQIOsU2LQqGCAwNLPpZ0dnRcu35dRV0N4t4UBoN5Hx+f/CHp27dvu3bv4uPnZ2NnW7cO0uOxvKwsODCo6du3tWtWv+Z4o6KuBtHRuaenx83FtbGhYXpq6tnz50gbm8NHjkApnJqa8nBz//L58/fvzSwsxBUIxIAqDAaT9CEpNTn5e3Mz88mTvPz8rHdZIYrrPpeWhgQHf//WvH7D+jecnHr6+hA3DJubm709Petr64aGh7m4uNw8PCBaT46Pjfv7+n39+qWnp4f17l09A30ybOwpIANYLO7Slcvbd+wQ5OPzDwoiPb3bWltlpKRPnzltYfVn4iMNLY2snJyWurqmujrJ149014sJi+jo673+a6n5x6ZNKmpqQvwCPzo7ZeXlST8MDQ7xcHO3d3JaSHzcf+CAsKiItoZGT3f3gt883NIqLSXFzdNzYZCdjZ0dh8UpyyuYmJndZycmt6NQKEM9vfq6+qDQkAVW/fT587GxcX4eHv+gINIyG4VCiYuIHjx00BIO/48whooKg8Es+PpReDYFAOjp6fHx8uYTEDh79syatX9TbWKxWFtr68TExHXr1v2jLbTHJyaCAgIC/P0vXrpkbGp65OgRiA0SHA6fmPDe3s7uwP4DgkJCLKys0IWtZV/LkHA4NTX1k2fPbB3s165dC7HV2tnZYWdt2/zt29379/QM9P/Y9ActLSRqPjExYYtE5ubmnTt/3tbefu++fdD3lIlOSd7ehw8fkpKVuXjxInRFY3lZmYmR0erVq1+95njy7Cn0fMrmb82mxsaDg4M3b92yhMPXrVtHRw/pNMdGRz3dPbOzMq9ev2Zrb7dn716IOxIkQYuXu8dxphNKKiqnz5yGfpppqWl2NjabNm969fKVm6fH6tWrIeoZmr99Q1jBh4aGHjx8aAG3Wr9+PcSNheHhYUd7h9KSkqvXr7l5emzdspX+5zrCxUCj0R7u7pFh4afPntHU1j595gz00yzIz7c0t9i+fTsXNxfL3bvQ53QbGhosTM1mZmbYHzxAWFuvXbsW4ufz48cPexvbyoqKG7duevv57dy5A/r+UlhIaGhw8PkLFwyMDI8cPQr9ak9OSnJ1dtm1ayefAP+Nmzeh39SfS0tNjU1oaWkfP3ns5OqyZs0aiN9mT3ePNRLR1Nh4+/YdPUODDRs2QFxvz8yg3Fzc0lJTzp47b2Fltf/AfojPLjwen5iQALe0On78uIiY6O07d6CfZlVlpamxCR0d3bPnz4GeXR3t7TbW1h1t7Sx3WfUNDTdt2gSRmg8PDXm6e6YkJ129dhVpa3Po0CFGiN8mgRAVFeXj5X3kyBFZeblz589DvNqpqanpAGdyKFjxC6CCwdQ1NS3Nzfm43wWHh01PTYkKCd28dXvJ4CMjI6MVEikqLKwoJ+fk6lpbXSMhJq5roL8kQeKPP/5AWCOFBYRgVFSycnJBAQGuzi7Obm5Xrv4tzY2JiUlNXd1Q3wCHx7958wYBh2ekpbt6eCxxi3r4+NHI6IiKkpKzm+u1a9dVlZRbvn+PjIleEqvOJ8DfP9DP944nNCJ87dq1gnz8R48dRVhb//1ECYyMjFTUFF8/CkBAT08/ODCorKC4d+/es+fOLmdINkjrkuJifUMDDTX1fy7LpqGlDgsOZjrB7OjiAqS8xOPx6ioqpZ8+6RsaPAF0KQ7w8w/09+fmeScqLg40pVTy8aOuju6tWzd9AwOA3DbaWls11dVpaGhd3FyB/BnGx8eRcHhFWbmuvh7rXTCTLw9399DgEDl5+ddvOIAmCONj42yQSLYH7NZ2tkCnWV9XZ6Cnv3HjRjdPjyNHj0IvnJ2dVVZQ7OnpNrO0uH7jBvRCGAxmZ2MbGREhJS0tJCIMpIpOTUlFWFo+efbMxt4OyICvoaFBS11j//797l6eQM503V1dJkbGPT3d1ra2N24BpHATF9VI67TUVHUtzcdPngCpoiPCwj083Dk43oiIigKZihQXFenr6B47ftw3MOAgiJH88PCwsoLC3Bza3snp7DmAq51AIJiZmBQWFCooKb54CWYxFBYc4ujg8I6XV0JKEsgpqPTTJwNdvUtXLvv4++/atQt6YUdbu7GxEQaNsXN0BHp2TUxMGOkblJWVWVhZ3mcjdvKgw9PdPSw0TFhUhJePD+imzsrMtIbDL1+56hvgD2Qk39nZKS0usXbdWk8fH6DspDk0WldTq7GxUVtP5949sLSdtpa21YyMoE75FCwHDodnZGQ0MTMz1DcQFRLCYnE3b9+xsLJcfuTq1au9fXwU5OQE+fi7u7u1dXVWjGljYmYODguRlZapKCvv7OhwcHFeQrJJuMPKamhiYo2AF+Tlf29udnF3W3E8l2c+0M1AV2/7jh0YDDo4PGwJySZBVU2NCgYTExZZtWrV8RPHzS1X+PsXg7JEo+D3oKGh6er84erism/fPlML8yU9ACwWi7SCf/z40dHZadXq1TgclgZaS/W/CqS1wRrGVffvs5mag1nwTk9Py0hJUVNTxyUk7NgJ5i7n6OCQ+D7B08f72PHjQIW5OTkGunq6BvrQtYwkVJSXqygps7Gx6errQ5RskjA6OqqhSny+hEdHAWkZsRgMAg7/+vmLh5cnRF3KAnx9fDzd3XX19V/NJ35BR21NrZy0tICwkKi4GDUVwGmOjY5KSkgcOnjI1sEeyGoDi8Ua6utXlJXHxMbuhaZLWUBsdIy9nS0caX0LMHykvKxMQ02dh5dHXFISqPD79++KcvJ79+2LiY8HCk6ampoy1NPv7+/3Dwo6cPAAqINeXGwsAokEmgme750XqCgqKqmqCAqBZaz09vaKCYvcYbmjqq4OdFOjMWh1FdXR4ZHouFigZQ8Gg3V3dQkPCfPw9gIVJGRnZZmbmMopKLwF9M9paWlRkpe/fv26tp4+DchNPdDfryCvQE1NFR4VCVFlRAIOj7M0My/78tUNsthsASnJyRamZqbmZvcBwwS+ffsmJizylpNTTkEeyPRpempKVlpm3dq1MfFxQMOgeDzewc4uIjx8FvMfuS0F/yfA4XCrV68WEhZ6/eLlmjVrFJWVfraAWbd+vbKq6oN79x8/ffqLLORjx49zveNWkpPXMdC//vPJh3v372VmZAQGBCgpK/3CA+fV69eR4RFpqanxiQm/aOtISEm9j4tvb2tzcXf9bT+F4jdCwW9AQ0ONQqFMTUx27SZqspeQbBwOZw1HFBYW2tjbHT5yZLH2/58F0o2Ompk9euI40PuYQCCoKCoxMjC6uruDkuyI8PCcrOzAkGBQkl1dXY2Ewy0RcFCS3d/fr66i+vDRI30jQyCSjcfjEZZWm7dstnd2Ah0YCgkJaWttcwF/HyfEx/t6+9jY2YOS7M6ODh1NTUUVZXEJCSCSjcVgdbS0T58+bQG3AvWzs0Ygqquqg0JDQEl2YX6+j5eXq7s7KMnu6e6xMreQkpYCJdkjIyMaaurMJ5ntnRxB00ndXd2mUdNOri6gJDs5KSk7O9vVwx2UZH8qKVFXUbGAW4GS7KmpKVUlpYePHmrr6oL62SEt4eg5tLu3F2i4T0R4WERYeFBYKCjJbmxstLOx1dTRASXZY6Ojlmbmr16/1tEHI9kzMzMaamob1q938/AAItlEIWxQSE1VtaunB+hN/amkxMXZxcXdHZRkd3d3i8wPvCqpKIM6qxrqG2zZusXeyRHUHSswILChvp5fkB+Lxf2j9ZD/PaCnp//R2amqpPyWk/PBw4d873gGBwdXPLK6qkpGUsrW0QFPwKsr/9RmJyI8PCYqOjg8LDcr28PN7WeH+Xh5d/3oNLe0CAoIdHdd+bDZmVkdTS0cDmdjb6elrpGTlb3yYbOzokLCN2/fEhET43/HO9Df/+tTpvSzKfgtqMdGRx88eGBqZrZq9d8eUmg0uuTjx9bWVgcnp+MnwJjifyewOBweJNISi8XaWVtPTU56+HiD0rLcnNywkFA3Dw/QROLuri59HV11TU2IE5YLmJqaUlFUvMPKoqMHHC3p4uwyOjri6OICSstyc3KTEj/YOdiDvsjr6+sdHRx0dHVBQ+Onp6ctzS3ecL4FDSMk7swgEBs2bDAwMgIqJIl/crNzwiIjt2yFNKy2gMaGBisLS3MrS+jmDCSMjY1qqqs/f/mC6x2YzTDR0MrcYtPGjXDwoNC42Njqykp7J8cliW6/RVVlVYCvn4mFOZCABwaDdXV1mRqbyMrLP3oM4IdIeheaGZucPXsO1AgPBoN5eXp+b/nu5eMDys7z83LdXVy9/fyOHgM7zf6+fj1tbRlZ2ccgto+kQQJjI6Njx4+DrrXmVR8e4+MTPv72oIb3Bfn5KUlJNvZ2oDd1R3u7LdJaR5foAg5UODIyoqqk/IqDQ1RMDKgQh8PZIq3RGLSzqytQIXHQIiUlLiYmMDgoPSMDh/ubIzIF5IGOjraxsVFFQfHSlcuWCDgajTYzNhERFPLx91vSPK6tqZUQFdfR1331+jUnF5eIoJCygoKtg8OS5nFoSLCXh6eLm9vpM2dOnjwpJkLUcgiJiCw+hkAg+Hh5ZWZkWiHgh48c2bJ5i4GeHhUVTFpWdvFhKNSMjqZWXW1tZGz05s2bN/2xSV9XF0lvfWuRUQlJPCkmLHL06FHS4CMtLS3fO56g0JCdf1d5LbZCpvSzKfgN8Hjcps2bxSUll5BsYlwc0jo7Kxtpa/O/QbLJQGVFZWpqmomF+fr1YBYrE+Pj3p6e2jrae/aCkWziUhtpzcHBAaqkJHJlR8fVq9eQQSILCwryc3MtrKxASfb84JqNto7OPsBcNxwOZ2Jg+PLVq+cvXwD+sTBvL8+Nf2wEtWEmsoeCgvq6OjIWIW1tbaEhIZYIBCjJRqFQ1kiklKwsaGTJ/LfpfOzYMUFhsMgSGAxGdLFoarJzdAQl2Q319QG+foYmxlsAk1lQKBTc0pJPUJAZMIeIQCDY29qePnOGH/zbTPrwYWJiXFkNmGQ31NdnpmeYWViAkuze3l64hZWpuRmQbpi0WQS3tLx3nw26F+cCgvwDZmZmlcBziHJzchLev3dycd6yBezbHB4atrexlVWQB72pSd/mg0cPFzusQUSAv/+GDRsUlYFP83NpaUVFhYmZGWhhd1e3t7e3hZXVps2b5+ZmQcspWA4qKurRkVEFGdlzFy6QSCo9Pb2pudn169dFhYSGhoYWjqyuqhYRFCSRbNJYpJevT29fn5aGxuL/YUR4uI+Xj5OzM8nCj4mZOTAkxNfbZ4n9tq+3T3pamhUSQTLeefHqpZmlhburm6/3f/KMZmZm9XR06uvrQsLDSE0ETm4uI1MTLQ3Ngrz8hcNmZ2clREUPHDxoCbci/URZVeXx0yd8PLyDAwOkn9DR0VFRUy/2G6HwbAp+AwKBQE9Pv4RkY7FYS3OL4uJi7nfcoL2Q/yUgrKwkJCWPArboSLLjE0xMNyC7BS+gID9/aGiIGzwKu7OjMzs7W0VNFWhqjfRk8fPxk5GTA2VX89Ngwax37166chm0MDoqipqaWkFJCbTwe3Nzfk6eprY2HR0YScJgMD6eXlIy0hsAdQJE9mBje+/e/UuXgbly0ocPqxgZX4CvJZoamyorK6VlgYPfR0dHI8LDNXW0N2wEdgv29/Xj5OY6Cs3gcjGiIyP37Nn96vUr0MLCgoLqyipTM1NaaIYbCxgfGwsLCZVTUGRkBNMJ4PF4VxeXN5xv9wLm2xP1UYFBR44eZXvwALSw9FNp/0C/kDCYKobUBU9NTdXR1QFdAGOxOFdnFwVFYqAv6C8N8Pe/fPUK6GYaMQ81LX18fEJCCiyzc159/j0uJlZHTxc0gRWDwXi6e4iIiYKGWcJgMD8fn1u3bp05SyRwFPxfAS0tTUV5+e07d6xtbRY02VTU1HqGBrfv3BEWEOjr7SN66tfUSoiJ6RsaLJYLrlu3Ljg0tLu7W1lBgdQqDgkOdndxdXJ1ObtIbH306FEvXx8fL+9Av3mqTYB5e3pmpKfDkcjDi2bEX7x8aYVEOjs6k3QmMzMzWhqaNVXVEVFRi8WfDx89MjIx0dLQKCooIHWy+Xl4Dx8+YmNnu9ixW1Vd/eWrV7zc73p6ekjRB6jpaQYGBorfCAUAIBAI+L/niNpa2xTmF9g7OZ5g+lvuBg0Nzb9Hw+bv64fBYMhouNZU12RnZXksWkxDxPDQsJenp4ioKKjKcHR0VEdT8/adO6BiynlZmxcjI8Pde2DuIjAYLCc7++PHEjIykJu/fXOwtUPa2oAuCfB4vJWF5eOnT8h4rXp7em7avOkGoLsIDAb7kJhYW1NrZGoCWtjR0RERGqZnaADqYzAx7/ry8vWrbSBhjaTPR1dL+8CBA7fAF3gx0dEd7e36RsAx9bU1tcHBwR4eHqCFU1NTVhYWQiIiDIAkEgaDOTs5nzx5ErSvTBwJSEgYHRl9wwmmkIbBYHl5eQnv33v7+YIW9vf3OdrbC4kIr4Vsc0kCBoOxMDO7dv36ARD3FRKQcDgVFdVDQCkODAb7WFycmZ4eGBoCWjg8NOzo4KCtCxbdSlInIizhjx4/IuM0gwODGBkZ2cFXPoUFhWVlZd6+PqCFFPwCOBzu5KlTugb6y/9JS0fHytxCTlpaSVVFS11DR0/35bKZHHp6ei8fH3ERURMjo7Pnz/v5+Di5rmALdoKJyS8wQFxElI6eDovFpaelI6ytDx9ZasT05OkTLBZjbGBAIBA6O7sa62uJnewtS+VwDx49JMAIuto6xqamgQEBBw4esPirk70YSirKWCxWQlRUW0/PSN9gampqsbKOos+mAAasYYUjPhYXOzivoMmur62dmppiXAXVgvefi57ubmcnRysEAroJ9AIc7OzusLCCyrKJ7eHQUPTcHBmvjdqamoLCAjtHB9BCFAoVHhpmaGwMZFFHeqRGhkdcu34dyImPhJjo6N179kCPBlxAycePfb19ZJCkH52dUZFRrh7uNIBSChwOZ25iKiktBapXJjJ7D89NW7aQoRgpLi6ura5x9XAHLfzx40dmZmZAUCBoIRqNjo6Mevj4Eag+ishc37+/cP7CEfAueHBgEBWMigwpRV1tbVZ6emhUJOgCBoVCOdjY6ujrkWGW7OLodPnqVSZAYQwMBktPSRseHn785AloYVtbW1FhYYyaKmjh4OBgakqKjJws6EgJHo+Pjoy8z86+HXCBR3TnjI/bsWPHjZsA9pEkpCQlV5SXWyKICwOgwoGBATdXVw8vTzL8+OxtbVlYWYEMByn4LfB4/NZt21YcJ6We72qrKiu/4+Syc3D42eD7unXrImOiXz5/7ufjm5yW+rOZlqPHjvkHBXG+eUNPRxcZE/2zTZsXL1/S0tLKSErt2r07LSP9ZzuZDx89mp2ZfcfJyc3Ls5CbsxxqGuoYLPbtq9dqGhrT09MoFOo/Z/ezGgooWBF2851sGzvb5ST7y+fPvX19xEiFf0FPOy8vb9vWbbeh5aUtRmdnJxqNnk9wBcPk5GR7W6uAkBAZr43oyCgBAcEVrUB/jYz0dNa7d4HMlUn41vQNi8UKQw79XsDkxGRmeoacghwosye9kl+8ekEG5f1U8unUqVPQQ9EXUJCfv27dOlAr8XmuMzA2NsbPDyw7xuFwnz9/llWQA91DJw1rPnz08BeeVj9D2devmzZvegu+gBkZHq6rrRURB5tdI1HezIyMt9xcoHYfMBisqLDw5p07oCN6JMvLo8eOXboELHOqrqqampzkeAs1FH0BMzMzdXV1cgoKoIVE/5YPH0TFxfft20dG4a5du16+ApbxdHZ09Pb28vLzgRbOzs4WFxXx8vGBjgRgMJiM9PQHDx9CzMJcjC+ln69du3oCWuTnYtTV1e3YsYMU7k3B/13gcLif7VJWVFT09fQqKiv1D/Sjf25cFhYSsnfvXiER4eqq6l/8ovS0tAcPH969f6+pqelnx8zOzpZ9/Xrr9u2TJ5m/fi372WHT09Npaaky8nJbt2zt6Oj42WG1NTVNDQ0qampjY6NTU1OLX9MUnk0BJFBTU+NweEsz86zsLAdnp+UPr+zMLG1NLQKBsHbt2v95lj07M5OUkGgBt1oN2BCaT12JFZeUOHkSeEf7U0nJkaNHQR3uSOxhbHTU0NgIYqrcAqYmp76UfpZXUiSjZ5+ZkSEoLLRkBBsKAvz9b7PcuXcfeMqzqqpq7bq1IoB2BKQFTEVFuYGxESizn5udiwgL19LVAfXQIE6hZefevH2LFVyNU1dbR0VFJSQiArrcamlpqamqNrOwAIpNIXahcLi8nFwpGZn1gH6OMBgsMSGRk4sLYrz5YmSkp+/atUsIfMqzr6/vR+cPTW0t0EI0Gp2akqpvSDSAAyrE4/FREZF8AvxkrLq/fv68fecOMpTr7W1tw8PD0rIyoMx1YmLiQ+IHAyND0Gb2vETqg6S0NBkLmIy09DssLGwP2MEldtVjY2Ma4N/mzMxMYWGBkakp6NWOw+GSk5KERUXImEOg4NegoaH93tzc2dG5/J+qq6ulxMW5eXi0dXU3bdrk5Og4s6gfvIAAP39HewchYWELK6vBwUFfb+/l3XEsFmuNQL6PixMRE9XV1yd64ySnLP9foWZmtDWJM47uXh5KKipe7u5pKanLDxsbGxPg49uwfoOJmdmTZ09dnJw6O1f4++vr68VERK/fuKGtq3P9xo3Z2VkYhWdTAATSG93Bzo7ok21nt7yTnZuTY2ZiIisnx8bOjsNh/+c/3vj4+K3btpGx49/Z0Tk8PEzGXCAOhyvIL3jw8CFoIQwGCw8Ne/jkMdRo4kUoLi7eu3cvGcKP9ra2gf5+0CRF0lZvfn4+GeyKaKmWm3fjxk1QjwiSjvzIkSNkbIV//vx5amrq3n2wbDlSg6SyooKMwnnmmgCaTfhn4fv312/dIEO5Xltbi8VhgSIGSRgcHGxqbLzPDrxkmpubi4+N5eZ5R8aeRmZGxrnz50Et3klBjJs3byJDBPyjs7OhoeHhI2CtMx6PT09LJ2PlPJ8emnL7zh1Qkj3vVZd68OBBMrq8nR0d/f19ZFiFoFCosrKvrKysoIVEN5WAwKfPnpGxp5GdmXn06NGt4KPbrS2tqKlpUJNNCiCCQCCYm5m2tLQs/mFlZaWooLCWts7L+QWngKDgtu3bHe0dpqenFh8WEhTs4e7u4OJy+Qox8VFGXm5sbMzby2vJr3C0d8hIT7N3cjx27NjatWtV1NRKPn5MTEhYfMzs7Ky+jk59XX1weNj69RtOnzmjqavj6+Odlpa2+LDp6WlxUdGDB/7UZF+6fJmTm9vZ0enb33vkNdXVwgIC4uLiEtJEb032Bw/Wb9iAnptbWANQ+tkU/AbU1FQEGMzexjY/P9/ByenMvIHOYmRnZhnqGcgpKrzhfIvH4//nzfyHBofiYmLFJCXIqI2Njr5589aa1cCdpMSEhF27d5FsiYCQm5PT0dHxEpyZjY+N5eXmPH76BLRvikajw8PCHz95TAblDQoIYGZmBgoPJ6H8a9noyMhNwJyXeceGvqLCQjL20NFotJ+Pt7CoCBlcJzoy6tSpU2Qw+8KCAjpaWjIob2NDQ15u3ps3b4H7gqiZmOjoV69fk0F546Jjrly9Soak+31c/Lp1668BxtnMk6SW2pqax0+Btc4oFCotNfXJM2CpABaLdbC3f/rs2bbtwFre5KSkHbt2Hjp0CLSwqbGxu6ubnHVsf39EeDifAD/oRYvDYiPCI+6zsYHuiRF38FNTd+zYeRD8NHNzckZGRt5wAl+0Q0NDhYWFZEjecThcbEw0Gzs7GaIsCqB8vMwnmS9dvizEL1BW9qdOo6KsXFJUXM9Ab/EXLSgkRM9Az/HiVe+8gwdpn9PJ0dHZ1fX69T8fC6sYGZVUVEpLShTl5LFY7EInOzMj3cHJifmvHeNNmzbJycv7eHq5ODnj58nJDAqlo6lZU10dHhm50EW6ePGirr6+mbGJt+efxH10ZGTeXeTwYtPuK1euvHz1kvcdT15uLukn9fX1EqJiEhKSEtJSVPN5dyQ7FMIi6wgKz6bgN6Cmphno62tpaUFYI5d3svPmO9lyivKcXFyk1er//AdqZ2N96fKlU+DGHXk5uXNzc2S099rb2j99LOHmBo4jmZ6e9vL0kpGTBbUyID7XAgKuXru+/wBY5h9p3cXAQH8dfOCp9NOnTyWfFJQUQQvHxsaioiJ5wdnDvNov9O69e5vB1Z9eHh5/bNpERpeuurr6e3Pza3At79jYWFLiB05ublDKi8Vi7W3tBAQFQBMcSeNr+/btJ9nTAqHs69fe3t5HgKkrJMvCsNBQRRVlOsB1GgaDCQ0JefmSGOYM+kujI6OOHScCtDAp8cP42DgZZu093d2F+flc849NIGDQmJCg4Decb8lYwNjZ2LLevQsaVEncLMrPJxDwt8CFMS0tLZ9LS8mQdA8PDTk5OIpLSoBaFpJ28K5fv7ELXN+SkpzMyLjq1h3g06QAGgg4HF5UTOzxkydK8gqVlZVVlZXioiJqmuqvl8WqyysoXL56RZCPf2R4ODw01MPN3dHF+fLft4JpaWntHB17+3q1NTQwGIyTo2N6Wpqdg8MSW60dO3cgbW3DQkK83D2mp6f19fSIneywpe4i5y9c0NHVcXd1DQoMnJyYEBcV3bdvH8nnezFu3b6tb2CgrqJaWFDQ0NAgLCAoJiG+1K2SQKBnYFhoUVH8Rij4DXA43Jo1a7R0tJeLLLMzs0yMjBSUlUgk+9+AyPCI/v4BAyMjUMu5tra2pKQkdU0NUC44PT0d4O/3moNj02awHf/Z2VkdLe2zZ86QMaWXnpqGmp5+Bt7ea/7WnJebq6apAfr5DAwMWMMRcgoKoFu9eDw+yD/g8uUrZLiYf0hMxOKwoNn1pF37/Nw8Dx9vUC44MkJ8ZwgICYE6M6LRaB9PrzusLIcOA/cFbZDW9AwMHIDpmMRdgrKyuppaLXAvtoH+/sjwcFkFBdDTnJiYsEVac/PwHCPLpXvr1q1keNIXFRa1tLToGxqAFn798tXb08vWwR60/Tk9Pe3j7f3iFbAzI9FO1J8YNkkGV44Mj/jx44feSq5qv0Zba1tqSoqGphb4gMekv4/PW05OUBkPCoVCIpC3We6Q4dKdmpIyPT39igN4h6qhvqGooJAMLTgF0IHH42loaPQM9GlpaRRl5OYwaH0jo9ccHMuPpGdgMDEzs0Yg795h2b17t5uH+4WLF5cftmHDhpCwMBlJyVfPnm/astnR+T+d7MU4wXTCN8BfUV4hNzt7dm4uPCpyRVeAZy9e0DMwWFlYujg6PXr82MTCjNSiXoJXHK/p6Om01DVweLyikiK/oOCvz5rSz6bgNyCONq5bt3fZVHteTq6xkaG4pMS/h2SnJie7ubgoq6quWg1mXNjX1+fp7sHFzQWqdZ6dnXV1dmY+efLajetAhQQCwdjQaGxkRBnc9utTSUlebo64hCQtHdiSoL293dvTg1eAfxugH9bE+Li0uMTlK1fu3r8H+MfCggMCqaioyIh6ycvN/VRSQkZqxseiIhskUkZODtTYZGJ83MnRieXuXTJiEQP8/NesXUvGVriLk3Nhfr6RCfDKsK6uLiw0VExCHLRvOjoy6ujg+OjJkwOAmyEzMzO6WtqMqxk53qzw3v01PiQktLS0kpGOWVNdkxAfLy4pASpzqq6q0tXWFhYVWZIh8Fug0WgPV7fDhw+T0R6OiY4ZHhri5OYGLUx8n+Dq7GxsZroO8Nvs6e52c3XlevcOVBgzNzfn6uJy9vyFi5fBxlEwGAzSCt7T3S0Jfm+WfPyYn5snThT1gand2tvbA/z8+IUEyTA2oQAI+HlBxd179350/cDhsL9QCdLQ0Ozbvw+FQmGw2F/IqxgYGK5cvVpeXr561epfBEQwMTMzMTFlZmbevHXrF9ZbrHfvEvD43t7eI0ePrkiySTh06BAWi52emoaS9ETh2RSQk1OTnZVtoK+vqKS85MU2v1EC7Dr334+5uTkbpLWtja2pufnpM2Dq2MqKSltr66fPn125ehWosKe7G2kF371nDxfga7Wnp0dSTKyvtxdpawO66/o+/n18bJycouLWbWB95a9fvrg6O3Nwcp49exaosOTjRx4u7ouXL4P2TcfHxx3t7UfGRqXlZIH6yjgcLjoyKjsrS0FREXTEys/XV19XT05e4R4b2BRjW2sr3Ap+4eLFR48eARWOjIzY29piMBhJaSkgrjw6Oqqno5uakuLq4Q6arZ2Xmxvg6yciKgqqlW9saLBGIO4QHWPAPp+G+noRQSEsDmdrbw900c7NzQX4+VVVVSkoKa4GXACnp6eHBAdJyUiDuuNlpKfLy8pxv+Pm5AbrMvT29iLhiK3btvIJCAAVolAoT3f35m9NxHU+yC4BCoVycnC0QSKdXF1A93zKy8oc7R1evn51GZArd3V1WZpZ7N+/n5MLzAvyx48fslLSTU1NSBsbIKsQPIEQHxub9CFJQUkJlCt//vzZ2cGRk5uLjMkHCkDBwMBQU12tICvv4OT0jodXSly8saFhxSNDgoK9PTwjoqNus7BwvX3b19u7/BgCgeDl7p6fX5CZkz07O6sk/2da5BLgcDhTY+Penp6U9LT38XGW5hYkSfcSjI2OcnNy3mFl8fHzc3J0CA1eOY+psaFBQkxcXUsLjkSoKCgW5P8nmH1FUHQjFAAjLyeXqMmWl1/+jplBoWZmZhgAs47/a4HH4VEzqOysrPDQUGoqald3t+OQLZZnZmYGBwYS3r8fGhwSExeHPuCPRqMnJyfT09IrysufPXvGcpcVoHBiMiw0JDUl5dy589p6utA7kVNTU83NzYnx7zds3Kilow3daRuFQvX39394nzA0NCQjKwudls3MzHR1dfl4eZeXlfHy8UL34yN2EaaniwuL8vPzL12+zPGGA7peeXJysrGhISkxcev27RqamhCN6ggEAgqF+vrla6C/3/DwiLWdLXSrmbnZubHx8eQPiU1NTZxcXJcg8xUsFjs1NVVUWJifl3/r1q0Xr15CHEjFYDCzs7MxUdEJ799v27bNLzAA+sDl9PR0V1fX+7h4DAajoqYKXeE6Ozs7Mjyckpzc2tL6lotzxR3enxVOjI+7u7oVFhY+e/5MWk4OojgBj8dPTU1VVlampaQcOXJETUMDOvucnp5ub2tLeP+elpZORU0N+i4Tanr6W3Ozl7tH87dvZpYWLJBVDaSbOicr+3Ppp4ePH7OxQ3W4w+Fw09PTX798zchIP8nMLCwqClGjgsPhUChUVkZGWGgYDQ2Nf1DQ8ki8n2FmZmZgYOBDQkJ/f7+ouBj0h97c3Nzk5GRaSipxGvXJE6BnF2oaFeDnm5KccvP2LSUVFegL4KmpqW9NTQnvEzZv3qSuqfHHH39ALEShUH19fe/j4icnJ+QVFciY1KQAFAwM9J9LS5XkFTQ0NV++foXBYhhXMRoZGJhbWS1ZBIaHhfl4ezk6O589d+7M2bNwGExIQDA0PGzL34WFPl5eGRmZCBvrw4cPO7u6SoiJaWtqWtvaLj6GQCBYWVh8+fzFx89v+47tvv7+Anz89PT06poaiw+bnpoSFxXdv2+/obExLRE0jg6Of2z6Y4mwsLa2VlJUTFZBnmue/9DQ0GhpaFghkUtmdYg8/q9xNQrPpgAM2VnZxoaGikpKy0l2f3+/saERFov9Rze0SX/81NRUXm5uaFBwW3s788mTL1+/5uLipqGFxOcqKyrSUtPqamv37N17995dKZm7ELekW1tbszIyPxYXb9iw4frNG3oG+hBfNp2dnTnZ2X6+vgz09EwnmE3MzEjOR78FBoMpKihMTEgYn5g4cvQIx9s3p06fhsjnvnz+kp6W1tTQsP/ggftsbLdu3YLYVK4oL09NSYmJij546NAJZuaQ8DCIRHBwYDA3JycjLY2Onv78hfPKKsoQ/bnnZufycnPT09PGRkZPMDO94+WFmNs3//kUhIaEVJRXnDp9+vqNGyJiUIlOQ319VmbWl8+ft2zdysJyx8DICGJ/rq+3LysrMyc7Z83q1WfOndXQ0oSowxkeHirIL/B0c0ehUCdPnZJXULjPzgbx2ywuKkpNSe3o6Dhy+PDDx48uX7kCcfVSV1eXkZb+9fPnffv3X795g19QEGI3uqGhISsjMzgwaNv2bUzMTG6eHhA12ZOTk7nZ2RnpGbOzs6fPnBGXlIRo2YHH4z8WFyd9+NDX23f48OFHT55cvHQR4hZBYUFBQnx8dlb2CSami5cuWlhZ/gHNIbGjvSMzM6Mov2DjHxsvXb6iZ2gI8aaeN/zJS0pMpKWjY2JmlpGV3Q9hh3p+FYHKy80J9A/oaG8/feYM1zvu1xwcEMdCKsrL01LTamtrDh48xMLKIiktDfXZ1dKSlZVVkJ+/devWq9eu6ejrQdRkt7e3Z2dlBQcG0dHSMp86aQG3gvjsQqPRRGvkpJSxsdFjx4695eSEvtP4ubQ0LTW15fv3PXv3Pnj46MbNG2T4qFAACmpq6h+dP+RlZHX19UnuInS0dPLzUxza6hoIG+uFIIKQoCBPdw83T0/Sd0pHR2dgZGhpbiHAy+cfFLhj504Se/b28MjOzkZYIw/P93fWb1gfHBYqxC+goqhkY29HeoLhcDgLM7PST6XBYaEkV1MmZuaAoEAhfuKGkrKqCunWGBsdFRUWOXT40ELi43129nXr15ubmWEw2Jev/jTsamhokBIXl1OQX9iPevz0CQ0tjZaauo2d3W0WouslLS0tFRUVDodbcIWg8GwKAJCXm2v+k052X2+vsqIiNQ3Nxo0bSe45/1AQqKiKCgpsrW3Gx8eFxUSPHz9x9RpUvUd3V5eTo2NLS8uTJ08fqqtBn1WanJz09fIuKCi4fOWKhJTkhQsXIErAcTics6NjYkLi1q1bNLW0jh49Cr35VFhQEOgfgMVgXr99c/rMGej+Yi3fv7u7uv/40fno8eMXL1+cgSwUGR0dNTU2Li35dIfljhUScfHixSXNiZ8Bh8OFBgenJCUfOHSQh5/v/IUL0H2gc3NyAv386RkZnj1/ce7cWShyOhJKP31ycXL+3vxNTFxCSFjk2o3rEF/GQ0NDXh6eX798ZmFllVOQP3/hIj09pEIcDufv65eWmnqC6QS/AP/FS5egD5AFBQRERkRiMBg5ebn9Bw+eg2wAXFNd7eXpOTI0/PT5cz4BfuiZMsNDw/Z2dk2NjXfv3VNSVbl05Qo1NE4/PTXl6OCYnJR05uwZY3PTU6dOQZdtfEhIiIiI3Lxp07MXz8+eO7dz/o0LBZUVFW4urqgZ1GsOjlOnT0O3Fqmrq3N3cf306dM7Xh5bB/vLV65AjG2amZnx8vAsyM8/f+GCmITEhcuX1kC7qQkEQnRUVHxs3Pbt2zi5uc+ePwd9RyItNdXbw3NoaEhcUuL4iRPQtWo/On842tv9+NH14NFD9Sea5yGHhqKmp92In0/J1avXpGVkL126CNGqHz035+XlHRsVtWv3bjUN9eMnTkAffi0qKPDx9qGhoXn1+vWpM6cPQnY9/97c7OHu3tHe8eLly9ccHBCNdKioqclI4aVgCWhoaL43Nzs4O7/5u9uSqJgYAU/Q1da2hMOPHD0aHhrm7enl4u62ZOGkratDIOCJXe2I8C1btizuZC8cQ09P7+XrIy4iqq2pZW1rA4PBrMwtvn7+4hcYsPiVcer06ZCIcH4eXhiBoK6liUKhSO4icCRy8W+8cvWqjq6upZk5LS3t02dPSZ1sOQWFJf5CpFwLTXV1uDWShZX1y3yuAj0DPRU1xW+EAhAwMjLm5+XpaGopq6lyv1tqMNfX16ekoLhnz25RcXGut8DhzP89oKKh8nL3WLd2nbikxJu3b4FsBD4kJPj5+j1+8tjIxARIJ1pfV2dqYnLs2HEPby+gCcIfnZ0aamqzc2gzS4tr165Bl0/Mzs65u7oUFxbJyMvdYWEB6uUkvH/v6+3z5u1bM0tzIJ1oSlIy3NLy8tUrkbExe/fuhV7448cPhKUVFoOxgMOh732T5AH2Nrb19fUysrI3bt0EssNzdnQMCgwSEBL09PEG+jZLP5UirayuXr8WEBwMNEHY2dlpYmi4ccNGhLU10Gn29/WZGJt8b25WUlZ68PAhdKk6FosNDw2LjooSFhF5+vwZ0NWek53t5uxyh5VFQ0sTyE2i7GuZlrr6zl27AoODgHI0R0ZGkFbw3t5etfkVLHTeg8cT3Fxc8vNyBQQFHz15AjTvGB8Xb2lm9ujRo/yiQiC7wG9NTcZGRocPH3Zycdm9B8Bgbmho0MrccmxsTFdfD/rmEsn20QaBzMvLlZWXB312JcS/D/T3f/L8mamFBdDVXl5WZmttfeTwEU8fH6Cx4M6ODkV5BSwWa2Nvd/7CBeiDB3Nzc7bWNjXV1eKSkiysLED2TTHR0UEBgZxcnGYWFkDPrsnxibVrwKT/FCwHBou9dOXK8+fPl/yciopKXFKCmpra2NDo4uVLxJldD/dTy7Ty1NTUegYG1NSWkqJid1hZP5d+gv/VyV6MdevWEbvaAgKaaurr1q/7XPo5MCR4eV+GiYkpMDhIVEgYjUbX1dcdOHjIxu5vahMSrt+4YWhsDLey+tHZERMdLaeowMe/gonng4cPqWAwQz19Hj7ezIwMDBqz+AKj9LMp+A2oqIj7IJnpGaEhIXIKClwrkWwFWbn9B/abWVgMDQ7i8StMIfz3g9SBX8u46sSJE/qGhqBOuoH+AQnx8WYW5sufDr/Gx+KPZsbG8ooKT5c9fX6NmupqFSXlK1eu6OjrAeWiT01OWZiZzczMuHp6gEaluLm4lHwssYTDT50Gsw8PDQ5xdnSUlpMVFhEBKmxqbNLW1Hz2/LmAkCAQQ0KhUCpKSps3bXZ2cwViAHgCwdTY+FPxR19/P+itehLSUtOcHOx19PRAY/Ma6hsM9fUfPHwgLiG50AWBgpbv39VUVDZt2hwSFgbkCIHD4ZBweHtbu6Oz88FDYCGIkeERsTHRymqqoI4Zebl5murqQiLC4uLiDCDDjsNDQwpy8qfPnNYzNAC62vF4vKmxyY8fnfaOjntAVncwGMzV2SUkONjJ1QU0EeZzaamluTkvPz/oBHNnR6eJkdGxY8fMrSyBiODoyIictMwcBh0YErKcefwaHm7uREcaUxPQEMScrGx7Ozs5eblHgDY435qaxEREHj95KisvBzSIPDc7p6OthcPinFxdQA1APdzdc7OyrW1toO/4kZCbkxMZHo7FYigt7f9TEAgMDAxYHJYetsKTXFRcrLq62s7GNiAo8BevUR09XUkxcXNT09yCgiM/CW6jp6f39vV99fz5+Nh4Skb6zzY/T50+7ePv/4id/datW8j55veKuHz1ioCQoDC/gLau7ookmwT2hw+7u7s11dTVtTS7untQ09ML/0Th2RT8BtTUNENDQz5eXsqqqitosvv6lOTkSSR71apV2JVGff8poCJ2+HCs9+8Bk+yAwIT37929PLcD2vZ9/frVwszMwNjoBmCqS3trm5y0zLMXLzQB3V4xaLSpiTEj4ypTC3MwSSIB5u7mWlVZZWNnC3qaYSGhzk5ONnZ2oAEQnR0dmmpqYhISL/6Sx0HE9NSUsqLS4SNHtMG9n40NDMrLysKjo6APVJGQlZnp5uyMtLEBXWu1fG8x1NMTFBF+/gLMnXBwcFBBTo6JiQlhYwPU2MNisUg4YmhwyMbeDtS2Lyo8Ii42FmFjA32znoSSko8aampGxkbPAE9zZHhEXlaO9e5dKRlpoEIYDGZkYDA2Nubp7Q3qW+/p7h4SFOQb4L+iHe8vUFFWhrCCq6qrg3o/Dw4O6uno3GdjExYFW4uOj43Jy8iuWbPW1dYaomp8Ae5u7qUlJfbOTqBenEUFhUgkwsoKfv4imJN3R3u7uIiosIiomIQ4UCEGjdZQU92wcaOpuTko5fXy8CwqKHTxcAdl53m5uf6+vpevXin5UvpvSGH7fxs4HO5nexcVRGO+VQgkoqiw6Nz58z9rjqSnpR84eNDCyiorM+PwkcMrb78QYHGxsS9evcZjsanJyfyCgiv+0snJSW8vLwEhwaHBobCQEP6fWAANDw1XVVa6uLs1NzeXfS27eGnlIe/v37+3tLQ6urhUlJePjY4u3lCi+PpR8HvgsFgRUdEVNNnzney9+/eZmJmBBlL8t4FqvqU9MzeHB1wqZGVmxsfGurq7g7LPttZWQz19LW0tUJI9NzenraV1j40NlGQT3ZSdnYn5Nfq6oHM/Genpebl5JuZmoKdZU1Pj7upqYmYKSrLHxsaMDQ25eXlASTYMBrNGILds3UoGyfbz9S399CkgOBiUZFdXVdlaW5tZWoKS7ImJCX1d3VccHKAkm0AgmJua7tu3z8zSEpRERkdGfW9uNjE3AyXZ5WVlUVFRpubmoCS7tbVVX0dXXV0dlGRj0GhjI6MLFy6QQbI93dy7u7oRSCTo55OTlR0cEOQfFAhKsvt6+4yNjMQlJUBJNhaDNTc1u3jpIijJJmqcnJwwWKyNgx0oyc7Jys7LybaEW4GS7ObmZns7W2MTE1CSPTI8LC8rx/H2LSjJJsYtIZAwKmpDY2NQkp304UNaaqqtgz0oye7u6goPC9fS1b185SoO+zdnWwrIAC0tbUNdXX19/fJ/qqyoCA8NE5eS5OXnv3HjhoOd/cjIyPLDMtLSCvPzZeRkpWSkN2/ZQrzyMZjlhwUGBAwODkpJS8kqyA8ODAYFBi4/ZnZ2Vk1ZZfPmTQhrazML86TExBUPGx4etre1vX7jJr+goLCoaER4eGVFxfLDWltbvdw9Od6+4eHjXRwgTwKFZ1PwG+BwuM1bttxblhbe19enLK+wb76TTUbQ8f8GOjs7XZ1djM1Md+6COo9FAgaNNjczExASvAMY3I3BYIwMDHbs2GFsagL4x8KSEhM/FhebmpuvAjRebP72zdnJSVtXFzRnZ3RkRFdbW0RU9CGgaTQMBnOwsztw8CAvH3Bic3RUVFdXFxm5d59LS4MDAp1cXED9d6cmJy3NLVRU1c6eA9OZYDAYU2PjS5cvkRHc7ers0tPV4+DkBGoa/fXzl/DQUF0DfSABBinlEW5hKSsvd/wE2IYPgUAwMTS6d+8+Ny8P+MrHj5qaWllVBbSwID8/NzcHaWO9GvDp1N7ebmJsjLC1hu7FScLMzIyhnt6r1xygcUJ4PN7R3p6aikpZFThV6n1cfF5Oro2dLWjmYmtLi7OTk6a2Dmg++dzcnKW5BScX97XrYOFZMBgMAUccPnJYQUkRtPB9/Pum5m9WCDhog6CpscHTwwNujQTVyM3NzXl7egkKCZ08eXJubhbw76VgBeAJhHXr15sZm3z5/Hnxzz8kJAb4B0jLyZJm8dkfPmBlZUHC4U2NjYsPS09NKyoqVtX407pRUEhoz+7dRgaGvT09iw8L8PcfHBpUVFJiYGCgp6dXUlUZHhyytbbBYv/DyKemphTlFfbu22dsagqDwXbt3m1ta5uU+CHA339xVEhDfYOZiSnr3bsPHj6AwWAHDx6UU5APCw1LT0tf/BtbWlrcXVz5BQVI08Pnzp9fs2bN3NzcwgYIhWdTAAlLcmpInezNW7f8D3Sy/0/g7el179496N4OC4iPi2NkYFw+Ufpb1NfXfywu1tHTAy3EYDDBgUHqmpqgySzEXVdPz7ecnOcvQLUgWEB4WNiOHTtFwXtXFeUVDfUNSirA7GpwYCAiLFxNQx0o5ILEBR3tHfgFBUDlm0Svj8CgQ4cPPXhEnDoHwufSz91d3fKKwLRjcHAwJirK0MQIorfDIyT1uwABAABJREFUYnh5eUrJyvxM2vgLhAQFX7h4ATSAZp4kxU9PTSmpKIMWtrW2pqelamhpgebbE2PqvbzFJCQgGtoshquTEwsry03w/PbMdOLbV0RMFLTwR2dncVGRtq4uaOHU1JSvj4+Ovh50F50F+Hh7P35KdDYELYyPi1+7Zs0brqVNu9/i08eSivJyXX19oIlkkjAmNDhYUUmJjIaOp7vnmzdvoDuZLCArI3P7ju03b4FtNlLwC+BxuGPHj3FycSrIyS90hYP8A0yMjASFhRYbXt1nZz98+LCKktK3pibST9ycXXKys5VVVTZt+s9OI5+AAB0trQAv3+DgIOkdZ2Fu3tPdLScvv7Aeo6WllZWXq6yo0NL4c/sXjUY7OziePMm8uBezd98+W3s7b0/PAD9/0k9qqqv53r07c+YM24P/uN0fOHDgHS+PhZlpclIy6SeZGZlIKzifAP+Zs39612CxWAKBsHjXhcKzKQBGf1+/krzC/v37rW1slzz4qKmpV4xZ+p9ESUlJU2OjgJAgaGFHR0dkeKSsvBxoFPbY6JiVuYWgkPD2HWC9mZmZGRsE8sjRI1evXQP8Y4lDb91d3W8Bc91IidZRkdEycrKghaMjIzYIBA8fL2iLbn5J4HX23FmI9tiLkRAfP4NCgQ6uEWMLamozMzLk5BVAC/v6+jzc3KAbci9gfHzcUE+P5S4rRFeyBeDxeHc3NxgB9ujxY8A/FvaxqDg/P59PEPhq7+vt9fH0EpWQWAvYPsdisa7OLmzs7Lt3Q3JJX4zIiMj169ffZ1u6C/dbZGdlVVZWqoD3lb9//x4UGCQNfrUPDQ7BLa2ev3wBelOj0WhrBGL7ju1knGZKUvK3pm9v3gJz5Y729rCQEClpKTpasL7yzMyMi7Mz97t3oBoVAh4f6B9w/Phx6OFHfxYSCEkfkgYGBn4xu/YztLe3FxQUvOLgAC2k4NeYnZ17x8urqaWpqqRcW1Md6O+PgMOtkIgLyzxwJaSkuN6909XSbqivd3ZwfP/+vbCoyPKJRhNzMzZ2Nn4entbWVnNT07ycHFl5+SW9v1WrV/v4+/V0damrqvb39wvw8lFRUSmpqCx5/+7dt8/Hzy/A3y88NLSmulpYQJCb552o+NIAtQsXLtjY2Xl5eKQmp2RnZZkaGz189OjcMh9MOjq6BapNmYOkAAx9fX2KsnL79u83MTNbvczqKCI0bHoatXYtmOjzn4ix0TFDfX1RUbGNgEJeGAxmZmJy8PChE8xgu9JE146QkN7eXo43wE//psYmHx/v9MxM0EIcDmeNRKqpq5PRSXJydDx8+NDyB+hvERcbNzQ8/AzQgIXYMCspSUlKCg4LBS3s7uq2RiC1dHXWAeqVYTCYvo7OjVs3gbzbSHB3cZ2ZmQEV8pK64JnpmQUlRaCFE+Pjzg6OLm5uoA1FPB5vZ2t77fo1IENGEvzn+0NPnoJJKeYHntLKvn7V0tEGLayvr3d1cvLw8gJdx87OzhobGvIJCIAKnUnq4U2bN4Ma1BAlpxnpX79+sXN0AC3s7enx8/GNS3gPWjg7M2Nna8vLxwfkw0NySLS3tTt46OApwAUe8dUQFt7T00PGcr2kpCQ8PCw0IgK0cGRk2EBPz8LKEnQzhPjscnDct28vdHd2CqBjdnaW4+1bAgEmKSYxh55zcHZif0BUZSyHsIgILS2tqJDw5s2bnV1dfrbTqE3c3aXiePlq37594ZGRK27YMjAw+AT4S4qLP3/y9M6dOxpamiv+r5iYmQNDQsSERYYGB4VEhJWUV96Cu3L1qr6hgaG+/sT4pIaW5iuO178+ZUo/mwLgTva+/fvNLC3WrP0b8cJisQgreGJi4rp16/4Nc9lfvnyZQaHIYA9dXV2N9Q0vX76koQbjOtPT00VFhWzs7NBD0ReQmJBw7/59MjaX42Jj9+/bBz0/eQEN9fXfm5slpYFn19BodHxcrIKiIujsGoFACA8Nu8/OBj37fQH5+XkMjIwPwbu89XV1AwP9T578LZgXCoaHhysrKl6+egUxPfFvXbrExAePHu7cCdzlDQsLv3T5MujsGpHrFH+cnp7mB29mj46OpqWkaIIPpGKx2Iiw8FccHFsB25/z+o2M/QcOnAOXOZV9/TozM/twPnUCCJ0dHW1tra9evQK9aNFodFpq6jseHjLUd8GBQWzs7McAzZFIjg3r16//LTlYjh8dHWVfv8rKyYEWzszMxERHCwkLg+5Q4XC4lOSUs+fOQU/RWkBRQdHGjRvJ2MHr6e6ZmJh48vQZaCEF0IFCTY+Pj69du+7XunksFktLR8vAyPCLxRJhHjQ0NDiiYOOXv5VA9OpesPFd+TdiMFNTUwQCYceOHbQ/HwbAYol+CYyMjPQQdiMpPJsCSKCnp+/t6VGQld27d++KmmwbBKK4qEjf0ICOju5/n2XPK4919PQ2gGudQ0NCXr56RQpoBULJx5J1a9eR4THS9aOrrrbGzMICyH963h1v+kNCooaW5i5o8eaLERUZ+ZrjNfQozQUkJiQcOHDg4WPgucmG+vrurm7Fn3QgfgE0Gp0Y/97E3IwBvO8VFBAoISV1CnLg8wIy09OPMzHxC67sJPUL1NXWDgwMWCERoK4LQ0ND+bm5eoYGoFYqBAIhKipSWESEjGZ2VGTktRs3bgI66pDCOPEEvISUJGjh6Ohofl6esRlxvAkIBAIhJDjYwMjwIDile//+/b37bE+eAS+3Pn0soaOlk5WXBy3s6OiorKy0RMBBmevs7Oz7+Hg5eTnoiaoLCA0NffHqFRkDDJnpGTt37XoHPgXb3dVVV1NjYGQEWojD4WJjYswszEF79qRH0FvOt8eOA0u6KfgtqKioVq9eHRIUZGdj6+HtJa+ooLhIq70EPt7eyR+SfAMCXr1+rammvmQscgFW5hbFxUVx7+PvsLK+4+IiabWXYG5uTkxYZNfuXR9Skjo7OzVU1VbsBtZUV3O/5RQSEgoJD/P19gkMCPzJu/ijlYWFipqaFRLu4eaakvynVvtnoPBsCn4PGhqawYHBjLS0gwcPrdjJtjS3KMgvgCMR586dw+H+9/XZudnZVATC02fADY/urq6PRcWCwkJk/NKwkGBObi5QLS+x7xUUdO36dVCrEGJDqKhw1apVl65cAS3s6uqqq63j4gae8kRNoz4kJAqJiIK6CpAo3eOnj0GtQkhWBjt27rwNGLkyT3nrmpublyc3/Rboubn4+PfcPO/ISL4ICgh88vQpGcr1tNTU/QcOgHrDk4LHBwcGyZB0j46O5uXmSkpLkbE1ERUZyc3NDWqlMq9PCDt95gz09PgFFBcWTU5MgLorkrYm8nJyOcEVEXg8Piw09A3nWzKa2XGxsVeuXiVD2PC5tJSGmvoWYI4S8dn1o6uqspIM20HSDpUo+BzC/IRx4N3793cDOqLMe/klrV6zGjRHiaTG6enuBk0mogAi6BkYXJ2dba1tHJydbt+5w8nFJa+kqKKkXFZWtvgwAoHg7emZkZZuhYAfO3ZMQEjo2fNn2ppaC2ORJODxeHMT08LCgsDg4P0HDmjpaLOxs/Fycy9xIJmcmBDg5d23f7+1re22bdsDg4OIHRk5eQwGvfiw+ro6IQFBQWEhOUWFs+fOuXp4+Hp5BQYELDmFooICSzNzeUWFBw8fzgtIDD3c3BPeJyw5jDio9heTp/BsCn4DGhpqFAplbGi4Zds2E/OVOtlI68KCAjsnR+aTJ2fn5v7nP9CZmZmgwCCud8ADcyRjihu3bm4DdJgiOh8lJlJRUZOh5f3e/P1TSck7Hl7QQjQaHRwYyPmOG5QkkTI+bty8sWMnMLNPSU5evWrVBXBhQ0NdfV1tHRkrn5GRkdiYGD7wvvK88tjv6bNnZCjXw8PCdu7cSYZNzdcvX1pbW1+DC/THx8bjYmPJaCiSXKgfP32yYSMws48IDz9w4ABoPOF8SGrx0OAQ6727oIVdP35kZ2X9LG/iF0Cj0YEBAVzv3oFKuok+Yn5+586dI0OtlJWZOT09TYblZXdXV252Dic3MLPHYDB+Pj4cnGCp7CT4+/tfvnIZ1IIaBoOlpqbS0dGRcVM3NjRUVlSS8aSdGB+PCAsVAJc5kR5BZ86eIWMdS8FvQUNDW1VR7u/nb+fgwPKXoe1bTk4pGRlVJaXFXW1fb+/01HRLBPzI0aOknwiJiDx/+UJXW3txV9vKwrKk5KN/UNDmv9or2rq6rKx3+Xl4F7rac3NzEmLiu/fshSMRpJ+sWr3a29+3t7dHU01joatdU13Nz8MrICSooKRE+gkTM5OPv7+/j+/irnbJx49IBEJWXu7BX+qyK1ev6ujp+nh6pvzlQEKcfqGmIrqO/EW0KTybgt+Cemx09MiRI7du32Zcxbi0k21mXlRY6ODsdAJ8M/EfiuDAwA0bNrD9ZHTjFygp/lhVWSkuLgHaxezr7Qvw81dWVQF9O+JwOFtrJA8vD6i9NzH8wtHxwMGD98FN3NJTU5u/NYtJSIAWdnR0BAcFyikqgE7pTU1NweFWPHy8O8Dbe57u7szMzJcvXwYtTP6QNDQ8xM0D3MxuampKTEhUVVMFPU0UCuVgZy8lIw1qWYjH45Fw+M1bt8iYSQ0NDpmZmXnHA0zQa6qr05JTpGVkQAtHRkac7B0kpKTWr98A7Mzo4HDv3v2jx/58N0NHRGjYqlWMoL7XJH3L59JSeXBD6MGBAU93d2UVFdDLAI1GW5pbcLx5c/AgsL7FzcV185atT54C61sK8vIry8uFRICb2T3dPYF+/rLy8oyAnv0YDMbW2oaTi5OMjThfH98jR4+R4cz45cuXHz9+vHwNrFynAAqoqGAzqBlrW5u79+8t/vk7nncKikqqSsoV5eXzbrmeGekZcBvkYu9RKioqUTGxZ89faGtqNTc3k+wEigsLg0JCFl8hVFRUeoYGbA/Yebi4B/r7Z2ZmBHj59u3fZ+/osHgJvWHDhuCwsO6uLsX5YYPGhgbh+U62iurfHsvHjh9z9/Ly8/YOmu9qFxUVWZqZKygqPv77HXT9xg1DE2NPd/fE+a52dmbW5PgEIyMjxW+EAqjA43GbNm8Wl5RcvsS3tbYpLCy0d3IkYzP6H4qvX76kpaQ6gzs29Pb2IhEIZRXlzVvA9IIEAsHKwuI2yx1QEzdSuiEVjOo1xxvQwk8ln4qLij28PEGXBAMDAz7e3mrqGqAZKESTMjic480b0DxF4ml6+2zfuu31G+DTzEjPqCyvcPf2Ai1sbm72cHMzh1uBNrPn5uaszC1ec3CQMZPq5OC4d9/ee/f+9oqCgrSUlPb2dl3w4J621tbYmBhLOHA4yMTEhA3SWkJKav+BA6C/1NHO/tyF86zgo7dRkZGDA4PGJsD5TWVfv0ZHRzu7uYKe5tjYmDUCKSYhTobW2dbG5tq162TYV4eHhWGxWDKCjSrKywvzC5zcnEELBwYG3FxdVdTVQZvZxEQbC4uHj1dwPfstfDy9GBgYyLip83PzCgsKPMFv6sGBgaiISAlJCTJEaxRAAQ6HO3f+3IqanLdcnHg8XkdL++y5c10/Oomd7JUM/oVERKioqIz09Ddv2dLV1eUfFLjQyV4MkhW9iJDw6tWrDxw8AEcilx+zatUqb38/ORlZQV6+zs5OIWFhOcUVvFmZmJm8/f0U5eRrqms6Otpl5eXYV5qTvnzlio6+nr2NbcnHj58/f8ZisYtpPaWfTcFvQCAQ6OnpV63+WzcCj8dbmVsUFuT/qzrZ35qaEFZwBWUlUBO38fFxY0PDBw8fstwF2wrHYDAaqmpz6Dl5BWB75pjomOQPHwxNjBkYwbrgjQ2NJkZGahrqoPqWkZERaXGJ2yws126ABcURCASEpRU9PQMvuNNtVGTU5y+fVTXUQZXO+bm5NgiElq4OKEka6O83NjDkFxI8C2jiNjs7q6utc/DgQTLGHx3s7Ej5RDSAMp7SkhInRydtPV3QJUF/X5+mujqfAP8JJrAbfHZmRkNVbdeuXc9eADszent69vb2kjEXmJWRERsdo29kuAaw2V9XW6uhpi6nIH8AcEkwMTGhoaZ2h+UOGV1wuKXV6MiIspoqscUHgoT4eF9vby0dbVAu+P37d2NDIxl5uV27wJ5dk5OT+jq6t+/cBk1swWKwZiYmOCxGSFiYjEjX4uJiPUMD0NHtiopyWxtbXT1dUJuaoaEhVSXlq1evkOHfQgEIl2Bcknm3AK533EePHo0MDxcQFPpZihYVFYxfUGDN2jWxMTEIG+vtP9nroKKiUlFTIz7E+vtNLSx+JgbbsGGDoZFRVlbW+g0b5H++j3rs2DFJaalAf//TZ84s6WQvxrXr11nu3g3093/2/NnOnTsXnyaFZ1PwexAIhMUXDR6PT0tN27J1ixUCuaSTTUtL+7/q6VdcVGSob/CWi+suYEOxs7NTWVHp8OHDEpJgUgoUCqWipNzV1WVmYQEkkiYQCIEBAaFBwda2tqBSisKCQmVFRUVlJdBd17q6OjFhEeZTpxT/0rdBxNjoqKG+QXd3t5GJCRB7wOPx3p6eMVFRxqamoKcZEx1tZmIqLiUJGn7RUF+vrKh4h5UFNNFmfHxcQ0WVhpoaNPYPg0bDLa3SUtMcXZzXA9p7JycnGxkYGpuangbcJaitqZGTlnnw8BFolElba6u8rBwOjwfNvUej0TbWNoUFBaYW5qDq2JioaE8PTzUNDdCQy4K8fCV5+Xc87xbUlkAxAgcOHABdAKPRaDNT08aGBoSNDejV7ufja2Nt4+zqCqoF//Tpk4qikqCQ0H02MBlYW2uruorK3n37pAD1PyMjI2oqKt++fTMyMQFyriQQCL7ePrHR0foGBqBTnjlZ2WbGJnIKcqCj29+/f5eVkr5y/dpbLi6gQgoAQYVBz/3sXeZobz87O+Ps5lqQn/99XhmyHFgs1tjQiJqaxsPLKzwkdGhoaMXDZmZmJETEbt25LSUt7eLoOPeTsbHamhopcXFjU9MD+/dbmJn/7I/OzMiMDAv39PGhpqJOS0n92WGx0dGpKcnefn6DAwP9/f2Lt4IpOTUUgAGLxSKt4OXl5a7u7ssDzGqqqqemphhXAbsE/DejtbU1Lia2uKhIRU0VaBJxeHg4NSUlJir6zdu3QLGRU9PTWRkZnu4ep06f9vbzBdJgfPn8OSQoeHx8zMXdDajv/u3bt5ioqPKyckMjwxsgJLuzszMpMTEyPJKHj1daFuB9PDMzk5uTExwYdOr0aUcXZyD1ecnHkqCAADo6OjtHhz179kAvrKyoCA0Krq6pMTY1AXJd6O3pTUpM/JCYKCoh/gpEwYmank5PTw8NCb1x47oSiB4Xg8EUFhS4u7gyrloVEhYKFCFeU10dFRHx/XsL0s72DIjiqOvHj/fx8Tk5OSKiokDmG4ODg1kZGV4enmzs7Np6utBPk0Ag5OflBfoH7Ni5w97JcfNmAMeYqsrK0JCQvt4+CytLoE5kY0NDbExsRlqaprbWU5BEpLHRsZTkpOjo6KfPnotLiEMvxGKxxNP089+5e7eHtxcQ+ywqLPL39RkaGvbx8zt+AuA0W763xERHff36VU1DnRVkM21oaCgtJSU2Oub1Gw5BkIb01NRUTlaWu6vbmbNnPb28gBJ/vpR+Dgzwx2Jxtvb2u0Fu6m9NTTFR0V++fNHV17sMQrL7+vpSPiQlJiby8vGRN9pOAXTQ0tFWVJRnZWQuccDE4XAOtrYZGRm2Dg6nTp3af+CAp4eHlLTMkaN/Wzaj0WhjQ8OvX76ERUZu2bJl9Zo1dja26poaSzYkx8cnxEVE9u3fpzPf0QgNDnG0d1BUVlpyxzU0NIgICvHx80tKS2EwGEU5eUN9fWNT0yXN77TUNAtTU2U11ddvOFjvstrb2BFghOVbWDFRUQg43Nbe/g4Ly/HjxxLeJ+AJ/2lNUng2BWD4U5Pt4LCcZOfn5ZmbmRGbNP8TPe3e3t7gwMDOzs6B/oErV686ubpA9A9GoVCRYeFlZWVjY2M7d+40MTeDKDCYm5tLS01NSU6enJycmUbJKyo+hebIi8fja2trQwKDJqcmR4aG33BxQvfB6Ovt8/Px6e7pGRocvHb9uqOLM0QXrdGR0eCgwLraup6ent27dzs4O56HNmY3NzeXmZ6Rnp42PTVNQ0Mjp6Bw6zYkWo/D4SrKy6MiIibGJyanpl5xvH7+4gVEvtL8rdnH22tsdKy1pYXtAbt/UCBEU/CpqakAP//GhoaRkZEjR49a29lC9A+enZ1NTUnJycqemJxYs2aNqrraDWhmYRgMpuTjx4iwcBQK1d3dLSUj/fTZM4jWb+1tbX4+vsPDw4ODg+wPHiipqkI0OhwaGgoPC2usbxgeHmY+eRJpbbPkJfczoFCoiLDw0k+fRkaGaWnpLBGI69BUQ6TTjI+Lm5qaQs/Ncb179+jxYyjsnEAgNDU2hgaHDM/jydOnegYGEFvgw0NDjg6Og/39ra2tFy9d8gnwP/qXocGvgUKh4mJiP5WUjI+Pb922zcDQEOJOCBqNLi4sSnj/fmpqEoPFCouJst69C8XVBI/HV1dV+fr4zs3Ofv/+nZef7zUHB0Q36N6enpCg4PaO9qHBoctXLts5OEB8dk1OTsZGRX/9+nVsdHTXnj2mFhanoXnDz83Ofkj8kJmRPjU1PT09raii/OjxEyiiGCwW+/Xr17DgkDn03OT4xEuO1y9evoR4tf/48cPFyWlyYnJwcPAOC4u7pwfEfa3p6emQoOCaqqqR0ZEDBw9aIuDMzMxQCin4PwEOhzty5Ki9nS0KhVqcDOro4JCWmubg7HTy1CkYDHbmzBkBQUEkAiEkLLSwrYrFYs2MjMvLyoNCQkjPNDZ2NhgVTFtDU1ZBfsG7aWZmRlJMbPfuXQhra9JP+AT4Q4KDFWTl4NbIhduntqZWWEBAQEhQXpE4wUxHR2dtZ6uqpKyrpW2FQFBR/3nhZmVmWpmbyyspkrb1/ti0SVld1RqO6OnpERP/zxo7NjraysKS5FQIg8F2791Lz8g4PR92QzqAwrMpgARqamocDo+wsvpYVOzg5LS8p5KVmWk5P+AVFBj4j2bZDAwMvT09rs4un0pKmJiZ77CwPH78GGIc98TERFREZEhQ0NHjx86ePcfJzfXrsKsFYLGY5KRkOxvbLVu2HD12VEFR8fiJExC3lT+Xlro4O4+PjRN9RgUFz1+4APEt1dba6uHuXlFefuIEE/sDdjY2trXQGucjwyPeXl7v4+KOHT929tw5E3MziJ4ABAIhNjrGx8tr2/btx48f51MX2LtvL8TG55fPn5FwBA6HO37iuJikxJmzZyH2v+vq6pwcHBvq6phPnbzHdt/WwR6iX8fQ4FBQYOCHhIQTzMyXLl3ieMMBsTmHnpv7kJjo4ea+c+fO02fPcnJx7tu/H6JhXHpamrOjExUMdvjoEQEh4rcJcSHRUF/v4uTc1tZ6/PiJl69e3bx9C+JCa6B/wNvLMyc75+ixo7du3X76/BnEIBsUChUSFBTgH3Do0KEjR4/oGRrs3r0b4reZn5dnjUCuWbPm+PHjouLiJ44fhxiOXVNd42hv39vbc/wE01surmvXr0H02G5tafHx9s7Nzjlz9uyFixcRtjYQRThTU1Mx0dGB/gEHDx48f/48B+db6HbOKcnJnu7uq1atZmI6ISVD7M9BvKk/lXyyt7UdHR09evToG863t+/cgXianZ2d7q6uX798OXGC6f59NrYH7BBPc3JyMtA/4H1c3KHDh8+eO8f1jhvi1CMGg0lJSkbC4Xv27j1w4ICSisrRY8cgnmZpyScrC4vZubljx4/x8vFdvXYN+tXu7upaXl5x8uRJ1rusz1+8gPjsGh4ejggLi4mOOXr06KUrl19zcJDhVEgBeSDg8Tt27pBXVJCXlsVgMDx8vOi5OUN9g8LCQk9vbxLJJuHM2bPs7GxqKirWtra379yZ72Qbff3ymdTJXjiMjY2tvrZOVUnJwcnpzNmz4+Pj4iKi+/bvt7W3W/x7efn4vn/79u4tZ1Bo6M5dOxsbGkSEiE7ZSioqC8esXbvW0cVZiJ9fSV7e1sGejp4+KjLS1MjYxMz0Ded/lgSbNm0SFhUV4udHz81Jy8lRwWCxUVFwK7idgwOJZJNWyLD5fMqFKgrPpuD3mFcaUTnY2RXmF9g7OSwn2fV1dbZIazl5+avXrvr7+VLT/FOvKypqYhhYfEwcExOTo4vz4jv/t6iuqjYxNFy3bp0F3ApI3Dw4OKijpd3S3KysosL2gB26SgSNRru5uCQmJL7jeffy9WuInJ6E6KhoNxeXu/fuOru6AgW85eXmWiOQ27dts7W3vwEyGtXZ0Qm3tOru/qGqrn6X7T4dZMU5DoczNzHJy80Tl5J89PgxUMCbr7ePl6fHs2fPlVWUmUBaVh+Liy3NLfbt24e0tQHaif7x44e+js7U1LSOnt4dVhbowvqxsTEbJDIvJ1dMUvLps6fbQAa5/P38Av39X7x8paGleeDgQeiFmekZ9nZ2J5iY7BwdgMY6qyorzU3N8DicmYX53Xv3oNtOT09PGxsYVlZWyCko3GdjA9JEuTg5x0ZHc7x9Y2xmCiQW+pCYiLCCX7hwwdnV9dIVAA/HpsZGPV29VYyM5hbmN0FCT4YGhxBWVnW1tRJSUg8fPVq9BqqUbnZ21snBIT4unl+A/9nzF/sPAPjSxMfFuTo737h1y8nVFSip53PpZxtr6zWrV5tbWV67DjDE3N/fr6Gi2tPbq29oyHKXFXquEB6PNzUyTk5KkpCWevbs2S6QJJqQoGBXZxfWuyzunp4Q2+0kfP3yxcjAcP/+/XAkEiyqlgBjZAAOi6VgOebm0BcvXvIPChQTFmFkZKyqqkxNSfH08T51eumrlpObew6N1lTXQCCRBQX55WVlgX91shdDTkEeTyBoqKmbW1m6ORM3YxHWS91FqKmp9Y2MTAyNJETFdPX11FRU+AT4SZ3spQ4kfr5iQiKmxiYXLl4wNjSUU1BYTLJJOH7ieEBwkKiwMB09/datW/8k2csCnmlpaSm+fhRABTU1FQEGs7ex6ezsdHBeoZOdkZ7e1NBohUSeO3+uvb19xTjTfwoY6OhHh0d0DQxAfaPz8/L0dfRExUWFhIWpQSz/qquq1VRUzp07l5CUtH4DwJTb0NCgoZ7B0NBQQFAgkEnc3NycnY1Nfn6BqbnZwhIcIoKDgpwcHMXExaRkZIAs/+rr6xVl5e6wstjY2wKF/I2OjsrLyK5bty4gOAjIJA4zbzOcn59vY28PmvUYHxdni7RWVlV9w8kJZAjx9ctXPW1ttgfsSioqQFYJ7W3tqsrKjIwM8YkJQFYJU1NTZsYmjY2N9o5O5y+Auad5uLnHREfLK8i/4gALvikuKlZVUnrx6qWmNpjxRW9Pr4yk5NFjR4PDwoB8kWdnZ/V0dDra2908PZmYARgkFov18fYO8PUzMDYCjTHKzsq0MLPgfvdOXFICyMezqalJW0Pz4MGDMfFxq0FsXoYGh9RUlAcHiTc10OqXQCDALS0L8gu0dHTYAa3909LSzE1MxSTEic8ukJie79+/S4qJX716xd7ZCWj1OzIyoqyoiMPiQiPCgVT1s7Ozdja2qcnJSBvr5czm13gfH+9gZycpLc3Dywv07Bro78/LySUQCGSkt1KwHHNzcydPnXJxd3v7mmPjxo2+AQGXLl9a4TgYjF9AgJaWVlRYeP/+/THv41fcZ6OhoVFWUaaCwZ4/evz46VMHZ6cV/1e0tLRmlhZy0jLPnjxRU1dXXtTJXowNGzZGxETfu8Pi5+trYmoiLiW14mEnmJj8AgIF+fimp6fdvDx/eyn+U/uOFPx/BmpqmoG+vvr6eicX5+UkOy8nx9LMQkpG6tx5okDqn0uyCTAYFQxGS0PDKyAASrJLS0sN9PSNTY3vs7MDFTY2NCjKy7Gxs+sbGgIVolAzJobGdHR0Pv5+oB4UHm5uFWVlHp4eQI1PonFvaKirs4sVAs4GeJpNTU2y0jJSUlI8fGCxlGg0WllBcd++faYW5qBGZuamZl+/fg2NCAd1LUhNSbG3sXVwdv7Z0/9n+P6t2UBXl4ePV1hUFKiwo71DRkqaiemEmaUFkPseyQ9xYKDfx89v6zaw7e/wsLAPiQkOTo6ghuVFhUXKCgr6hoavOMDiPMbGxiTFxG6z3NHU1gYqhMFgpsbGw0PDvgEBoFYk7q5u4WGh/kFBQOx83lT7i6W5hZKy8svXr4AKu7u7543w7iipKAOx84mJCRlJyfUbNgSFrtC3+zWcHB1LP5W6e3mCuhPm5eQgLK2sbW0hquoX0NbaKsjLJyAsLAMy+jyvqiLe1IyrGB2dnUED5x3s7HOzs0PCw0B92d/HxTvaOxibmgINg5IGJb08PFetXo3F4/65b7f/KlDPr+XSUtN2796Fw+F/dHb+4knb19u3afMmamrqb9++Xb268hYEGo2uqa46c/bs5OREdRXxP1Y8rKGhoeX794ePHn369Gl4ePhnK8OMtDQYDLZnz56Ojs5fnMWPH53r16+npqb+3tzM8jt3BIqvHwW/AQ6HW7NmjYGR4XIRRXZWtoGegZyiPA8f3z/9c6Sap9pTqBk8HgdU2NLSYmZsbG5pAUqyp6amtLW0Hj58CEqySRZIq1avsrazBSXZ7+Pjy8vKXdzdQUl2YUGhs5OzjZ0tKMkeGRkxNTKWV5AHJdlzc3P6urqHDh2yQiJASbabi2vJx5LwyEhQkl1RXu7i6OTk6gpKskeGR/R0dSSkpEBJNhaDtTQ3P3LkMNLWBtTiOsDPf2hoyNHFBZRk5+flxcXEunl6gpLsb03fNNXVDE2MQUn21NSUlrom24MHZJBsOxubocEhH38/UJKdlpISGhLi7esLSrI7OjoszCz0DQ1BSfbs7Ky5sQk7O7uquhoQycbisFYWFqtWr7ZzdAAl2Qnx7z9/KvXx8wUl2XW1dbbWNnYO9qAke6C/X1pCUhCcZONwOE0NjTVrVnt6e4OS7JDg4KzMTP+gQFCSXV9X5+HubmJuBkqyid1KF5cnT5/cZrmNw67s+kwB+KAXzsTQKDkpydXDw9ffz8LMLD42dvmReBzO3NQ0MzMzPStLXEpSU1Wt7OvX5YdNTk7y8/Bt2rQlKS317r37muoai4PZF/CtqUlCVIxfUNAvMODIkSPcbzn7enuXHxYfG6etqS0uKZlbmN/U1KimrLKi23dqcrKpsYkF3CogJNjPxydwPi3yV2f963+mgAICgbB23bp9yx5teTm5ZiYmcorynP9iz9HR0VF9bR1RcXEgvz8SdDS1Dh06rK2nB1oYER5eW1Oto6cHGuJQW1Pj4+WtraMNGkAzODiItLKSkpa+BSjAILpAwhEXLl4EtWGe92MKnpyY1NbVAS3MSE+PjY529/IE0uHMW9p1mRgba2hpkTZnoAOHw+np6F6/cYPjLVh8HYFAcLC3Hx8ft7CyArJIJ618PiQk6Bnog661uru7XRydFJQU9wNmUo6Pj5sYGXFycQP5/ZHg7ur2xx8bFZZpIn+L5A/Jn0s/w5FI0M+nsqLC0tzCxdUVaMqCxK50NLVec3CAOuXDYDAbJHL9+vXCYmBrrXlfsJjKikqEjTXoWqKpsTHA319LWxvI9pH07LJGIMQlJCDaBC0Ag8Ua6OtfunxZSkYa+DJwce3s6LC2twPVYOTn5Xl7eLp5uO+BZpyygKHBIV0dXXlFxTuAOhPi2IOv7wkmpkuXL2MwGNBaClYCFRUVzMTIODUlxdnV5dz58ydPnw4IDoZbWsXHxS3TQVmVfvrk5+/3xx9/cL97JyMvp66iWllRsfgw9Bya5C4CRyLo6ell5eU4ubj0dHSbmv5GtRvq60UEhSSkJPkFBVatWmUBtzp77iwfD+8S++0PiR9MjIwUlBUFhYVWr17j7efb2dmpq6m15BzSUlIszMwR1tZXr107ceKEf2Cgv69fYGDgkhNFo9ELGyAUnk0BtJwaHG5pJ1tfX44Y8cCz9DYitob/LYgICz967CgHeDhwSlJSR0e7hZUl6Pump7s7LDTUAg6HaAqxgHmRva2ktBTTyZOAfyzM3taOiZlZSAQ41y0rM7Ovt1dOXh70NH/8+JH04YOGthYDiM0wafPdw81dWVXl8JHDZLxW7969x3oPrOkFg8ES378nEPDKqqqghRUVFYkJ713cXEGXBLOzs86OjmqaGqC0g6gxsHe4z8ZGxsowIiychoZGQVkR9Nusran5XPpJVV2NmgbsjTM6OhocGKCrr7dpM1hmJx6Pd7S3FxAUAJp6JCEsJHTv3n1AhvckFBcV1VTXmFpagC6Ae3t7XZ2c4EgE6PYLDoezt7Xj4eU5cw4smhQGgwX6B+w/sP8l4L4E8eGfmdXb3aOmqQF6GbS2tCQmJppbWqxdA5bZOTs762Bnr6KmRkZYo4+317Vr1549B5PmkyxfJicmeOe3aimKkf8roKWlKftaVvKx2MXd7dLlP2/MU6dP+fj7WZqZL3S1cTichalpcXGxf1DQQuLjOx4eeUUFNRWV8rIy0k8mJycFeHn37N1r7+RIerBQUVGJSYg/e/5cW0Or+du3/3SyxcSkZKQXcklXr15tCYdfvHiRh4ur96+udnxcnJ62joqqioSkJOknGzZsDAkLa2tvV1P5T1c7NTnZ0sISYW194+afJq3Hjh939/T08/YJ+qurvbwjQOHZFAAjNyfH1NhITl6ek3tpJ3sGhZqZmfmXzIu0trRmZmSILPLRhIiRkWFPDw9xCUnQnVMCgeDj7XP79m3QTiTRUC8qmoqG5tGjR4B/LNFQ72NRkYIyWMojyWA7KCBQWFSEcRUYVybgCc4ORC546NAh0F8aHhrGuIrxGXjDtbK8vKqqipcfWAHV398XGhIqIb3yxMwvMDc35+zgyM3zDrQTicfjA/0D9uzdA2QNQUJebl57e7uAsBBoYXdXd3hoqIKSIi2gmxAajXZ2cnrDyQm6iwKDwfx8fY8eP/4zweUvkJKSMjQ0zPnuHWhha0tLSnKStCxwp3ZyYtLX20dAUAAobonEKpwdHG/cvHkKJE6IhMT372dnZ5dbIvwWjY2NuTk5ouDPrvHxcTdnZ1Fx8SXhIL8FgUBwdnS6cfMGM/g6PzQ4hJGR4eFj4GdXdVXV59LPYuJioIVTk1OpyckvQeKoKIACKioqGzu7BZJNwukzZ0hd7YT4eOLMiZVVaelnvwD/JQKqN5ycklJSasoq1VVVGAxGUkx81+7dCORSdxEhEZHnL1/qaGm1trZ+a2oSERKSkJJakrXEwMBgamF+9uw5AV7ekZGR1OQUEyMjRWVFob+r/hgYGYhd7Y5OXS3t+RjsVEtzC7g18ubfAx+YmJm8/Xz9/fyDA4MIBIKXh+fw4CADIyPFb4QCMpGdlW1saCghJfmOl2e5x5OxoREWi/03sOyZmRlTI6Nbt28dBBQ6z6urHRkYGR88Aot6hsFgkeERebm5YZERoCuZb9++GRsaBgQH0wOSABgMpqKk/JbzLcSci8WAW1nR09OxsrKCFqYkJxcVFRuamIAWtra0+Pn42Nrbg34+oyMjJiYmHGSZ6ZoaGR86dOgiYH47cQ/dze3Hjx9IWxvQws+fSl2dnd9/SARSAJMcr9WUlfWNjECF4DAYTF9X99Tp00tekFAQFhLa0db+FpwLln39mhAX7x8UBFr448cPB1uis8TGjRuBCtFotI6W1vWbNw+CL/AQcDgajWYHzG8nXe1JHz6kZqTTgHh9kJ63ejq6Xr4+oJcBDofT1dK6RdZy3dPNHQaDgcrWSeHVJSUlse/jQQu/fvni7elpiYCDdiXGx8c11TWIRuAgBj4kuLq40NHRkbEkoOAXwGKx5y9cWFGndPLUSR9/P0V5heTk5KHBoYDgoBXnFLl5eOjo6Az09GhpaY8dP2GFgC8/hooKJiomSkdDo6Oh2dfXJysnxycgsPwwRkZGSzjczNSE/d59RkZGVTV1wZW6D+vXrw8NDxcTFhEWEBweGiJ2sleKGzt27Jibp4e6skpBfn5nZ+eq1asXp/VR+tkUACAvJ9fcxEROXl5QaOkV2dfXp6ygRENDs3HjRvy/YC67qbHx06dP3H+XzUABCoVKSvzwmoMDKHiZ9HbMyck+eeoUkCEaCfl5ebt272I+CZx5VlxUhMVggOzASeju6i778plPQJD42ANEgJ+fgKAgxDSZxQgODDx2/Ng1wKEuEqVr/d7yGtDejjgQNjBQkF/w5Cmk2M7FmJ2dLcjLv3T5MhnMPisrk+nkSTK4YGZ6xpYtW4DswEmor69vbWnhfscNuoCZm5sLDQ6WkJICVVcTm9nePpevXiFD/1OQlz8+Pv6WE3gkoKO9vaqy6vHjpaHKv8X42Njn0tI7LHdAm9l4PD4nK/v0mTNAMeMkJCUmHj9+HHSSlaSIGB+fWL4b+VuMjIzEx8YqKiuTsWPp7eX17Pkz6BE/C8jKyFyzZs09QA8okptTe1vbA0CXQ9LMbmV5ORn6MQp+CxoaGtzfNagLOH3mzO07d9JT00RERX9hE8nx9i0jA2NtTa24hMQvftGDhw8nJiYYGBiePn/+s2PoGegfP34yg0IxMDD84nFBz0AvKCyUk5195ty5X0RGMDEx3WO7n56W9pqD448//lisNaLwbAoggZGRMT8v30BfX1Zebnknu6+vT0lO/uDBA4bGRv8SKVuAv7+eATEAD7QwLCSEjZ2NjOHRivKK6clJU3Mz0MLx8fGszEw7R0cg42pSey88NExHT5cMZpaY8P7uvfvsD9iBSVJ+/rr163/9DF0RnZ2dVVXVVuADc8QvJTQMjkRAjJRbDD8fXz4BAVArX5J+Y/OWzYbGRqCFXV1dxIE5ayQo15meno6PizMwMtqzB+yiJRAIcdHRPPx8t8El3alJySeYmUDHQ0mS7v7BASPwPY2ZmZnEhARnVxcgK2gSfLx91DQ1Tp4C7mJ+SEw8c/aMGPhFW19f39vTY+foAFo4NjaWlZllbmUJ2rPHYrGx0dFy8nKg5iQwGCwuNpbtwQM28Ju6qLCQno5OQ2vpSNlv0d/Xl5SU5OTqAlpIEqBbWFmSsYBJ/pD04tUrMpoLFPwaVFRUY2NjKz645ubQ2ppaoyPDmbk5nz6VlHwsWfH/MDE+wfXmzYVLl+ISE7w8PZqbm1c8rKmx8fXLl9KyMoYmxtYI5PDw8IqHJSYkqKmoOLm6vHn7VklBYXR0dMXDIiMiHOztM7Oz9+7d6+fjQyCs7DyDsIKXfirNKyoc6O/v6+tb/Pyh8GwKfgMqKqKuPzM9g+guQtRkcy85oK+vT1FWfu/+fQZGhmvWrAH1xfsnoq6urr9/gIzN09HR0cyMTGFRETK4YERY2NMXL0HHH+etDKIOHTp8CtB1gZhxXVMzODT48PFj0MLp6emc7BwO8IYi6a99/eYNHT0dGaOlly5fJmPlU1xURIDBWMHNJbq7ur5++SIoLAS6cY/H42Oio7i4uUFXPiSt6pVrV8kgSR+LimloaG7dAXOMIekTKisryfAYwaDRiYmJoLEgJMTHxT948ADUSmXe/jZ927ZtFy+B2TKS7HXbWlvf8fKCEnQUCpWclMzLxwd6GczvwAQ9ePQQKMmVhJSkpJ27doJaqRBd3pube7q777OxgRZOTU7m5uSSMcBAXKfFxL7l5ARt9hOv9tDQK1euAEX2/GeKcXLy+cuXoNfexMREbW0tCyvLv2TK6P9L0NLSNjU0+Hr7LPk5FoMxNTauqqzQ1tM7duyYrLz8+/j4T8uo9uzMjISY2M5du1TV1U+ePMnDy+vp5t7S0rLksLraOgFePkFh4RevXt26fZv1LquDvcPg4OCSw1KSk02MjCWkJNnY2WXkZI8eO6ahojo5ObnksOioKGsEQktHm+kks4iY6MjIaFDgCko2O2vrzIwMeyfHQ4cOSUhLrVu3bnHbnsKzKfgNqKlphoaGfLy8pGSkV9Bk9/XLy8js2r3LbN78FfuTLaH/JWAwGB8vrwcPySEBSYmJe/buIeO1UVVZ2dPbQ8bU/MjISHpamij4JBCxIeTnz8nJBapvIfk6Hz9xHCj5mYT8vLyhoWF2dmAS0NfXl5GR8YbzLejbcWZmxt/X7zXHa1D153yfI/LChQu7du0CLczLzSXgCWQ4fnR2dHz5/FkE0KKbdNGGBgcLCAJ7aBB3/D29bty8RcYC5kNiIh0d7fWV5Iy/xrempory8mc/3/D9GSbGxyMjInj4+EAN1wkEQkhQEDs7+zpwtVJyUtL27TvOnz8PPKVXXd3e3vaOh5eMHar4uHgyLgPikJan55NnTzcAdsFJez57du9mYgbWnn0u/dzV1XUXXIbR09OTlpLKw8cL2pXAYDDBgYGv33CAGr+Q7s09e3YD5cBTABFYLPbsuXN5ubmG+gYL+96Tk5P6unpfP38JDg0lPWR2796toKTg6uISGxOzUDsxPiHAx793715HZ2c6OuL1cO78eSERYW0NjYL8/IXDmhobRYWFRSXEpWX/TCxmf/Dg5s0binLytTU1C4clJiTo6egqq6iQRoGpqak1tbWPHj8uLCi04KuNx+PDQkJskEhbe3vSs3rVqlUqaqod7R162jpYLHbh/2YNhycnJYdGhJP+/o0bN9LR083NzVF8/SgAAAaN5hcSXC516OvrU5CV3b//gIm5GRk05R+K3Oyc4aFhbnArg/a2tvfx8VIyMqANs6nJSRskkpePnwxm7+TgePbcOTJErrHRMRMTE2TM+Dc0NGSkpZEh/JiZmfH08BQSFmYEv5ZcnJxYWFiPg9t+vY+LY2CgB03kJq18PhYXi4gBL2AG+gfcXVzFJCXI0PLaIK3ZHzwgQ9Lt7+u7bsN6MpTrJR8/VlVWLlhiQcfw0HBYSIi4pCToyoeAxzs5OL55+4YMrhPgH3Dg4MEFyy3oyMvNbWtt5eIB9ydpbQ0NCZWUkaICvKlnZmZskdZvOblWrwHe03BzcT3BdIIMypuSnDw4MEiGP0l7W3tyUpKE1J+WZ9AxOzvr7uoqIia6EXwjDglHXLt+jRzR2vuE2bm5x0+AdfY/On98LCp++y9OhPh/FQQCYfWaNXBrZOmnT7paxLyq6elpLQ2Nr18+B4YELbZd2rNnr4aWJsLSKiYqer6TPSspJrZr9y6EjfXi/+HpM2c43rzRUFX7WPyRFEgkwMsnLCoqJf03vyD2Bw9u3b6lrKBYVVm50MlWUFJc4t2ppql+8OBBfh5eks7Ex9vbzMTU2s6OZdEoPw0NjaKyUmNjo85fvtp21jbp6RnB4WELu1J4PJ6AJ9DR0VH8RiiAChwOt2Xr1ofL/OD6+/qV5BX27d9vZmnx7yHZvb29bi4ueoaGoDv+c3Nz5qZmrzg4jh07BvpLfX18du36f9j76ri2srXrCNIiBUq9UHcD6u6lrlChFHd3d3d3d6d4obhTpMXd3d0h9v1CZhiKtNm87/3emTtZt3/cCWcnOSdHnr32etba/fQZcLNdakpKY0O9o4sLHAa2ot3Y2Bjg729iZkoJKFmemZkxNTLm4eMFzZvEYDCmxibHjh1bR2UfFhLS2tyiqq4OOrC+ri4wINDc0gJ0xX9iYtzEyJgXu4i5cx1TgguXLq7atP5rhIeFzc7OcvPygA4sKS5O/Jro6OwEujQxODBgbWEpJS1Nu2XNtqRVgUAg9HV17ty9t44iyc3FFYVCrSNitiC/IDUlxdHZGXTg4MCgva2dopISaEYMGoW2Mrd48eL5CfCS19vLa+vWreto1kxLTasoK3PxcAdledvb2tycXfSNDEHdZqampnS1tT+wsR0Gv3dZWljs2rVrHSVvVGRkTXWVX2Ag6MC21jY/Xx9DY2B/EsT8vIe7+/NXL3/RhEfA/xBIJJJ+zx4vXx8+Hl4VJeXJycm6mpqgsLBtKzxhzjAwuHl6CvHzT0xMpKWm0tHTm1tZrnzDhRsFVFlBQVBE2N3VFctkiyzPKIXD4WISEmg0RlVJ6RULq7uLi5SMDOcKg3wiOJGBkaGGmjofN8+du3c83D3sHR1v3lzee0NNTR0QHMTJ/klJXoF2y5akxMSA4KCV0q+lzxRgkSgB/0JAodBl6aMLmmyxPXv3/quY7OHhYVUlpZevX18AD79QVVYhJyfHpR4AITw8PDszy9HFGTgcpLLSzMREz8AAlAUfGRlRkpN/9Pgx6GMVg8GYmZjs2r3rFy3eayEkOLi5qcnWwQF0YEZ6ureXt7GpKejMp6uzU0Ndg0+AH1TGg0ah1FXVjx0//gR85mNrZV1bW+Pm4QE6MC8319vT08bODpQF7+3pNdTT5+bhXkx8wBPTU1Maauqnzpy5/rNZLD5wc3Gdn0fwg9OfKcnJKcnJFjbWoGs+pSUlmurqahrquwG7PKempuRlZe/eu3vpymXALwsxMzVBoVFsH4GFH1ERERGfP/v6+YFe1I31DTaWlgpKSqAT4PHxcQN9/RevXoL6kyCRSH1dPWoa6vfgZH9YSEh1RaWdoyPowMyMTEtzC3NLi5Xl16/R09MjLCj4iZNzHZZ8uto6VNRUV8A96QkAAhKB2LVrl4WV1avnz8k2bvyanLTWr8zAyODs5sp8997Dx49XLbJxYGP/OD4+JsDDq6ymtrLIXoSElCT2nq+qqqistLLIxoGUlNTAyPA961t1VbWI6Kh7aygYN2zY4OXj/eTR44GBgdT0tN/2VxD02QQAYymTvYwagcFgS3VL/03o7upSUVQ6eeoUD2Co8uTkpIyUVG9vj7auDihvGuDv7+PpZWZlCZrx8eP7DyU5eVl5eVBCsbmpiZeLm4GJSRAweGViYlJXW6e7q1tNXR1IHYtGo/18fKMWrDCoAGMRY6Oj9bR1hEVETp8Bqx6am5qUFZWYmR+8AoyiGBsdk5eT27hxo4qaKtBAJBJpbmoaGxtrbWsLqo5NT03T1dLW0tEBnfk0NjRKios/ffH8+cuXQAO7u7pkpKSRSKSSijKQImJ+bt7Bzr4gP19dSxN0ShAdFenq5KSqoQ5q1l6Qny8nI/uBjQ1U8t7X1yctKXXs2DExCQmggfPzCAM9vdqaGjMLC6xXLghCgoJNjEwsrKx2Air7y0pKFOTkePn5QZtZu7u6FGTl9u/bDxpMMzIyoqGq1tTQoKyqCjrz8fX2iYyI1NbTo9kMphhJSkrSUFVVUFK8eOkS0MCmxkZ+Ht47d++wAzZrTk5MKCsqjoyOSkpLr8OmhgAgwOHwmZlpD1fXgwcO7Kajs7G2WcujbGJiwsbS6vGzp93d3Uu12stQX1cX+TmCi5c3NweLtTbLy81rbm5+/+FDakpqYUHBWpuFBAX19fU9f/HC0c6+t7d3rc3cXd02baI8efKktaUVGrW6A8kiCHw2AWDo7e0VFxHdt2+fjt4qTHZwQODU1DQFBbCM+O+M+fn51JQUFyfnp8+ecvEArNqjUKjCggJLCwvazZstra1pQBLUujq7nBwdm5uabOxsgaJwpqamfL29v8YnKCgr3b4D0Hs0Ozsb8fmzp7sH88OHCkqK+A9Eo9HFP37Y29rT09OZmJuSgaxKt7e12VrbjI2PGZmYABlCDw4MODs7Z6SlKygpPXoC4IgyNzcXGx3t4+3ziYPj7TsAoSoKhSrIz3ewsz967JicogL+cwkMBlNTU2NhajoxPuHu5QkkOx4dHXF1dinILzAyNVk132EtzM7MRkZEhIeFsb57C0S4LpztqbbW1oyMjKoa6kCdZPV1dVYWlqSkpEaAEeL9fX3urm4VFRVqmpoMjIz4D5ycnPTy8AwPDZWQln4NEiGOQCAy0tOdHR1v3b4tIiaG/0AMBlNZWeloZ09ETGRhZQWkweju6jI2NGyob/Dw9gQiXKempwP9/L/GxwsICwGZtc/Pz6ckJ/t4ed2+c0dAEGDmjEQivxcVGRkY0NPR2zjYA/HKHe3tjg6OPd3duvr6hw4fwn/g8PCwi5NTUmKiupYmM0jiz+zsbHhomJur64ePbPwgcwk0Cl1c/MPBzn7nzp1GJsbr6JskAAhwOHxqaspQT7+0pCQgJAiDhnBzcKoqKRuZmizbcn5+Xoiff9u27dZ2tpUVlXzc3HAY7NWKiIPq6mp+bh4hEREuHm5/Pz8lOXlHF+eV95D8vG/GBgbCYqKPHj0y0NcXFhB0cnW9dHn5RM7Px9fE0NDeyenm7VsKcvIcbB+Dw8NW6oisLa2+xMX6BwVRUFBwsn9SVVY2NlseS7kUhDqbAAD09fZJi0vs3LlTW0+XnOKnBwwSibQwM4uJiaGkpPzvsNBGIhDZ2dldXV2J8Qlk5ORyCgo38KaR8nJzu7u7w0PDJicnX7x4ISAshOcCcUNDQ011dUlxcUV5+ZUrV909PfAsWwf6+4uKihrrG7Kyso4ePWptb4dndT4xOZmfl9fa0hIeFr6FllZVQ/0u3g53hfkFbW2t6Wlpk5OTr16/fsOKr9i0uqqqsbHxW963psbGW7dv8/Lz4ak+amttKy8vK/lRnJ6efgab1utLh58/7vT0dF5ubntbe1Ji4tZtW3X19ZnO4msQkZuT293VlZyUODMz++EjG/4OdyXFJa2tLQlf4ltbW+7dfyAjJ4vng7yzs7OspLSqqqqgIJ+JkcnB2QnPcKLx8Yn8b3ltLa1paWlbt23V0dPFUycwPz+fm5Pb0dEeHhJKQkoiKCyEf2pPSXFJe3tbRnp6X2/vA2ZmDm5uIvzWbVpbWioqKiorKn4UfT97/pyLuxueGqeBgYGiwsK62tqYqOjDR484ODvhuZtoNDo7M6u7qyshIYGYmFhcUvIO3md7SXFxc3NzTlZ2T0/Pk2dPOTg58byoa6qrGxoaMtLTy0pKb9y66RugvXUbXp2sg4ODRYWFTQ2NWVlZ+/fvM7O0PHAQr7no3Nzct7y89ra2lOSUDRs2SMrIXLu2Zr7GMmRnZfX19YUEBc/Pzb1685qblxfP3ayrra2rrfvxvaiqqvr6jetaOtp49gO0tbWVl5VVlJUnJyWdOn3aw8vrwEG8+ranJidzsnPa29tDgoJ20+3WxrYE4PtrFuTnd7R3pKWmjo2Nsr57t46MKgJAAYXCEIh5VSXlhoaGoNAQ3CJtcHgoHxe3nIyMuaXl4pk2MTHBz8O7Zw+9mSVWLnLq9Ck3T08+bm4MBLL0l6qvqxPg4RUWFcVFOX7i4Ni4YaOctIyJhfnSgN7cnBwjfUNxKYlHCx616pqaMBhMTFjY0cXl4qW/1nt9vX3MTU2t7e1wEUXmVpYGunof3r3zCwhYevu1NDOPi4sLCQ/duhU7+VzQarPLy8iaWpjjFkOwewGFzs7OYtB/FELQ/46SiID/EAYHB9+/fTcyPBwVG7Nxw0YxYWGcJnsli2NsaPQtN1dYTFRBTh5ORPz2AwcRMfE/6OwiIiKKjAz9lpvt5e3FycEZFhIaFxvT3tb++OmTK1eu3rh5EwbHaz0xNSUl0M+/vLyc6dy5Fy9eXLp8Cc/U36bGJldn55KS4u07drx69er8xYt4piIPDw+7u7p+y8ubnZ17z/aBiYkJT0YQiUS6OjunpqS2t7W/fP3y2vXr165fx7MQTElODg4KaqxvuHjp0r0H969dv45nfGNdba2Ls3N5adluOro3LCznL+LreD00NGRhalZUVIREIj+yfzx3/vxZ/KLOEQiEr49P8tfE/n6s5fn5CxevrZ3ptQyJX7+GhYQ21NffuHnz9t07V69dw1MFXlRY5OHuVl5atnf/fta3rOfPn9+Ln+N1d3e3m4trUWERMRH83Yf3TGfPHsPPHnFubs7N1TUrI3N4ePjV69eXLl/CUzKEQWOCg4Kio6IaGhru3b9/7969q9ev4Sn/Lf7xw8vDs7Ki4tjxY89evLh06dJS04BfoLe318bKuqS4mIpq06vXry9cunToEF7E5/j4uLODY1ZW1tDgIBv7x7Pnzl2/gdfsF41GR3yOiIuJaWlufvjw4dUb2LMdz0WJgm/fvL19amtqzpw58/DxoytXruKphaitqXF1cfn+/fsmCkoObq7Tp0/jSWNPTEw4OTjkf/s2Mz3D8pb1/IWLjEx4XdRoFDowICD+y5eenp6Hjx5dvXb1+o3rMPzaoJMSk4IDA8vKSs+fP//85ctLly/j6WzT0tRsb2dXXl6+c9fOFwsD8VT+9Pf12Vhb53/7NjExycnNdfHiRTy1IrOzsz6ensnJKS3NzSxvWS9fvnzr9m04fo2hqcnJQQv3rstXrty9f//qtau/vXd5e3vx8PBevHTl9RtsfMQ/6Ln2NwEMBuvu6oiPiUSjUQcPHvT2811qhzo0NMTLxX3i+HGjBVZ4bm6Oh4Nz2/btFtZWS5WWVZWVvFzcKmpqrxZWrqqrq/m4uEXERDl/dkMKCQ52cXKytLFmZMQyKfnfvhnq6QuKCC/1CUUgEMaGhrHRsXaO9pcuYxsz/Hx8jQ0N7RwdliaPotFofV3drMzMkPBwHKttY2kVGxvrF+C/VPQ1NjbGx81z6NAhHKs9MTFx/eq1+bm5vPx83I2CwGcT8HvA4fDO9g4He/tV3UWQSKSpkXFeXp6Nne1GMjIUCgknAg4Z+ZsACsWSTyJCQgP9A5zcXA8fPcK/y7Ovt9dAT7+8rOzJs2fmVlb4qxLn5ub8/fz8ffxu3b7l4e29e/du/DWC6alpRoYGBw8e1NHTO3b8OP7rnj9+/DDQ1YVAoJ84OR4/eYL/bnZ1ddlaWpWVl7GwvrWxs8N/3XxmZsbd1TUyIvLWrVtBYaG0tLT472ZQQKCDvf3JkyeNzUxPnz6N/26Wl5XpauuQEBPzCQrcuHkTf8ONzo4OIwPDtvY2VlZWW3s7/MUwo6OjTg4OsTGxzA8fakRq7dy5E8/dRKFQ8V++WFlYMjIxWtlY7z+wH39DiYL8fGNDIypqKgkpyYuXLuEvjK6vqzPQ0+/v72d9y+rp7YX/bo6Njjra26empjI/emRgZLgJb6cODAbj6+3j5+t77vx5B2enffv24d+0kJmRoaGmTkdHJyMne/36dVK8f82mxkZ9Xb3R0dGPnz49e/5040Z8FdVDg4M21tYF+QXPnj83NDLC/6Kenp4ODgxyc3G5cu2qj68v/Z49+P+a6WlpZiam9Hv2qGtqngI526sqK40NjeZmZzm4ue4/eID/Rd3T02Ogp1dVWfXkyRM7B3vsRY0fh41AIFycnKMiI69du+bj57sD77Mdg8FER0bqaOucPn1KW0/v4sWL+J+05WVlqsoqRERwDk6uJ8+eAuxmd7epsUlDQ8OrV6+srK0p8W4Qh0FhJICO7ASsBAaDpqSk9PHzW2bTREtL6+Pvx8PJpSSvIK+kKCkmTke3G8dkL8XJU6fcPD14uXmIiOBHjx0T4OEVERPDMdlL8f7DByIiInkZWUtr6+npGX1dPXHJP5jsRRATE2toacFgMHERUVsHh5aWFjMTExt7u6VFNm56oKmtbaCr9/Hde08fn/CwsOjo6JCw0GXcGRUVlX9QIAc7O/b7KyrISEn39/Zi2fo/ryFCnU3AbwCHw6anp3V1dE6fOaOto7PypmZhZp6dnW1la3Pw0KGWlpZ/6AHFERQkJERRnyOlZWQ+cXIAdfTX1tTKSUvT793j5ecLJKceHh7W1dZua22zcbA9c4YB4AtjMJbmFnExMcqqKqCRjWGhoabGJqxv30rJSAN5vVVXV8tISp05c8bHzw/Iv2J6elpcWGRuft7W3v7UabAQOxMjoy+xcUrKys9fgkUSxsXGGRnoCwoJf2D7gH9NhnuQK2JbSC9p6+kCmVW3tbYqKyoikUgPby+gmB4EAqGrpV2Qn69vYHAVb7odB19vb08PD24eXi5eHiD3irzcXDlpmVt3blvZ2mwGaR4YHBwU5hfYvIXWxc3tIH48NA4oFEpLQ6O0pFRXX+8q3koGHDzc3V0cneQU5FnevgWytMvNzlZXVXv6/JmgkPAmkEbbxoYGNRXVzZs3u3l67NmzB/+B4+PjslJSLS2tDi7OZ0FU9VjCzMoqOjJKTFKSBTCsPjkxUV9X7zXLGyERESAPqJbmZgFevsNHj/r4+wHt5sz0tKKCQm9Pr7kldnKI/0AEAmFqYhITGaWppfXqzWsg05WI8M8G+vr8AgIc3FwUIOL48rJyDTW1w4cPe/l447nGiMP4+HhWZiYpyV92yASsDygU6sTJk6tOVqmpqT19vAV4+V4/f3Hl2lUTs598shdxhoHBLzBAVFBocnJSWlaWnePTqpuxLCgYpSQkSUiIZeXlV7oS46CorExERCTIz09CTGyHbdVYvYtaVUMdq1d5+XLHju2BIcGrnjwbNmzw9PISERJ+9fzFiZMnt+/YsdSijVBnE/BbwEZHRpiZmXX19DaSLWeyTQyNsrKybB3s1xER8jcEMYxYSkZaREwUaFRZSamEuNjDR4/UNDSABk5OTsrLym7csNE3wB+orEehUCaGRqWlpS4e7qCG3D5eXo4ODobGRg+YmYEG1tfViwgK8gsKgsYKTkxMCPML7N23T9dAH6hCQqPRqsoq5aWloRGf8RQoL+JzeLiNlZW5pSVoHmFpaamSvALbx4+gTtWtLS3CAoJHjh4xtbAAmr3Mzs6qKasMDQ1hl1MBw1k83NxCgkNs7OyA2gdxMlwZSWklVeWV+VO/xsDAADcH5+07t+UVFYEqDxQKpayg0NvXHxIeBtQ+iEKhbK2tQ4ND3Dw9QHczPS1NT0dHSkYGt9aMP9ra2mSlpG/eviWvqAh6fMSEhcnJKQKDg7fvALMJwqrv8vLcvDwP4idQXkRKcrKOlrahiTGo40p9fT0fFxcb+ydRcYBmUNzylLCA4CYqqqDQEKCLeh6B0FRTz8nKCgwJBpqkYTAYL09PFydnPX29J4DBUt+/f1dWUHz3/p3gzwkmv8Xw0JCWpmZbW9scYh7zBxtDwPqBWcCqfyInJz958iQSgbx67dovVkXo6OjOX7xQUVb+a6XZhQsX9+3fNzsz+wvbVmJi4rPnzkVHR9PT0R9aO8oNCoUeP348Jyvr6rVrv+AjKCgpb9y8MTo6cvz48eLi4qV1NsHChoDfAI1Gbaal5RcUXFZk45jsnJwccyvL/4IiG1cvTM/NEZOCtZyPj4+rKCs/YH4IWmTjQhy2b99ham4G6oYbHhZWX19nY2cHWmRnpKe7OLuYWViAFtk9PT2qSkqSUtKgRTYGg9FUUz90+LCBkSFosoadtU1ZaalPgD9okV1YWOjh5m5jZwdaZA/2DxgZGPDw8YIW2TMzM5rq6seOHTMxNweNg/Hy8JidnbWytQEtstNSU7/GJ6zaX/9rlC3MJXT0dECL7NmZGUU5+XsP7isoKYHSe1YWlmNj486uLqA5KdFRUSFBwd5+vqC72drSamtjo6isDFpkT05OGenrP3vxXE5eHmggCoXS19UjIyO3sbcDLbLDQ8PKSktd3FxBi+zi4mJrSys7RwfQIru/v1+Ij/8TJxdokQ2BQPR19TZv2WJhbQV6UXu5u3/Lyw0ALLKx4qiCAgdbe31DQ9Aiu6urW1dT68NHNtAiG4FAGBkaHjlylI390/w8klBm/w8Bg8F6e3vn5+dX/gmJRNrZ2Bw6fMjDx6uyoiI6KmrVdxgaGjI1Mn748JG3n29kRMS3hRjIlWhuxjYMyMrJqWtp2tvaNTY2rrpZ4tevjvYOTs7Ob1hYlBUUW5pXX42PiYqurq4KDA2hp99jY2W16vfHOf0hEEj/wEAIFDo8PLz09kioswn4DTAYDAkJyUom21DfIDsry9rO9jRg8MHfGdg5KEiPy/TUtIykFBMTo4aWJuhnebi5NdU3qGtqkOPXQbiIwvyC4MAgNQ0N0DDC9vZ2Az19RWUl0Ofx/Py8qZHxnfv3WADj69BotL2NDQSC0dTRBg2mDgsNjYmO8fDGxuYBDWxtadHV0lbX1AAywsNNmRQVFO7cvfuBjQ1oII6JhECgJuZmoLFNXxO+pqdnqGlq0AAGUzfU1zvaO6ioq+HZQbiI4eFhbQ1NHj5e0DghBAJhYmyyd+9eWTk5oIEQCCTQP6Ck+IeVrQ1okV2Qn29hZubs5goaJzQ4OKikoPCRnX2ZNPO3QKPRBrq6O3bsFBQWBj1pvTw9W5qbTczNQMOhfhR9Dw0O1jPQ3wHih7jQSthvZmwiJS0FerZPjE9gp0z37wuJgFWfGDTa3tZ2cHDA3NIC1AgvLjbW093D09sbzybvRbS2tqoqKWvqaD9gfgA0cH5uXklB/vyFC/wCAuuIW5qZnhGXECcmBss9IGDtbsguc1Oz6enppa9PT09bW1hu3bqVg4uLlpZWVk6+rLRspWH28PCQjaXVtRvX7zM/2LFzp5ikBLbUzlteajc3NTnaO3xk/3j6zJmTJ09ycnG5OjvX1dUv2ywhPsHF0UlbV4eBkfE924dHT5+oq6i0NDUt2ywqIrK4uFhaVnbz5s3sHJ927NxpY2U9Ozu7wlHAZXZ2VkRclJqGRkBIkIqKCoFE/LXjhBOCgN8Cg8Esy4PEarIzs8wtlzPZRERE/6pW7OioyKnJSW1sQyEY6uvqvsTGmZibgZYdo6OjFmbm0jIy68hANtDTu3HzJmgyCwQCCQ0Onp2Z4QMMucBmUlZUZKRnKKmqggb0TE5Ouru4KqupLG1LxxN2NjZv370Dlf8uxNeFbqal/UWi2FpYCD7It7a1AVKBLxgqdzs7OqpraIDuJhqNNjc1e/HqJZ6mK0vhYGe3bfv2ZU36+CA3J6eutlZeUQF04MBAf3hYmLqmJujZPjs7a2FuLiktzciErwnjIjzc3BiZmEAJe+zMJz6hq6tLUUUZdGBZWVmAr6+ltdVv8+GWYXp62tLcjJuX59Dhw6Af6mBvx8jE+ADEbRqHmOhobISWPPCUqbGpKS01TVNbG/SiHhwctDK30NDWAmWyMWi0kb7By5cvX756CVwru7rCYDBlwFQpnJdOSnKypjaWIEChUKDDCVgJFAp15syZsdEReRmZqakp3IsTY+OCfPxoDIaD64+ORnIKcikZ6cz0dA01tcWxvb29luYWV69dW5w209PTS8nKGBkaRnz+vLhZdXW1owO2yF68Y5xhOMP69q26isr3oqLFzQry8709PLT1dBeXyNg/fXr4+JGMlHRFefniZqbGJuFhYdKyMosLzhycnDQ01J8+sA0PDS3ulIeb28zMtJCIMHzB2AcOh0NhMMQ8YrFqItTZBIBhKZN97PhyhqmirGxycvJf0i/S29Pj5eEpKiFODEjqIObnHe0dXr5+DcpdQSCQyM8R9Hvob925DTowPS29q6NTTFIcdGBfT29UZJSsggKoHAKFQjk7On38xA6q+kChUKZGxidOngQVt2CFqknJfX1968iI7ursjIuLBU3BxLHgLk5OXDw8m1fEGfwWgf7+ly5fPsNwBnRgSlIyEolcR+J3aUlJRlqapo42aFjj9PS0u6uboLAQBaDGCYPB2NnY3rx16/iJE4BfFuLj7Q2FQN+9x5qpAaG6ujo/v4AbJFUKh7HRUT9fX1FxMTwNHBeBQCBcnZ2fv3y5jlo5OjJy27btoHIInOy4tqZWQkoKdGBHe7ubi4uquhrozAeJRNrb2L5+8wZPO85FoNFoZ0dHOjq6pfZqeCIpKbG1teXTGlnZv0BXZ2d0VJSklDQo7z47O+vq4srBybltO1jwOwG/WRsnJVHV0MD6eKipT09Pj42NcXFwbN22VV5RYWnZQEVFpaahUV5aLi8ji3WDrat7/fwFI9PZZZFku3fv1tXTM9I3iIyIwOlAxIRF3r57t4x9uHjp0nu2D0oKisU/fmCfoRERrs7OJhbmZxh+Mh7g5Oa+z8ysqa6B05kY6OnHf4kzszCn/jm+l4eP78Spkx/evR8YGJidnf34/kNTU5Ok9F/nGFaAjsGQkpIuqswJfZAEgMHc1DQrM8Pa1vboseWa7MyMDD1dXaDM7X8uUCiUtaXVnr17QTUYuGDhjo4OA2Mj0IFVVVWfw8NNzFfvxf4FOjs71VRUxCUlaDcD14IG+vqnzpw+uHabyFrw9/UbGBgA9ULBOgOUlkVHRYVHYm+dQJiZmbGztRUUFgKdEmBrQVvbixcugurdIRCIk73D7NzsW/BaMDc7JzMz09HFGXRge1ublaWFmoYG6LWGQCCUlZQePX4CWiRhd9PBgXQD6ZWrV0AH5uTk5OXkhoH/mp0dHR5ubmYWFqDzdsQ8wtbK+vHjx6DCKpxUYMeOHZevAO+ml4dHTU2Nlo4O6MCqqiovTy8rG2vQgZOTkzqaWhxcXKBTApyHz4mTJ06dAnP+gUAgX2JjW1pafp1+typaW1rCQsO8fLxBB7a0tBjpG/IJCKyM5fs1ZmZm1FXVTp8+ff7CedAPtbGymhgff/z0CehAAn4NJBK1efNmEzMzLU0tHU2t9ra2PXv3mpr/kfCyFNt37PDy9RYVEeXj5mlrbeXl41/VgYeRicnLz1dcRLSutu5bXp6QiDDOD3sZWN++RaPR2hqaj54+CQkMMrEw37daoIG4pAQZObmBrt727dvLy8oCgoKW+mTjAIfDdfT0DPT0+Xl4yMjIN9Nuxi56rLhHEfTZBAADhl07wy7eZWVkmpqbr8zOSE1O0dHUfsPCSkFB8W+w8W9uagoPDZVVAGuTwsHF0enps2egTBJW2BAcsnXL1pMgic04FBUUDg0OPgUnzHp7e0tKSp49e46/1zUOc3NzXxMSXr15g2d+zVI4OjjcuXd3HcKY+Lg4EmJioMRmHKqrqtLT0vkEgRWcU5NT3l5ePLy8cMDjgyWzAwKOHT+GZ6LHUuRk56DR6HUIY4p//Ohs73gMEtyNw/j4eGZ65vsPbKSkwBOY0KCgF69egqrPIRCIs6PTkSNHb9y8CTrw27e8ysqKlca6v8XQ0FBQYOCHj8Dq/LnZuc/hn2/euAmUT45DclLSZtrNJ8FL3ory8smJibsL2XVAqK6qKiosYmNnJwFc00AgECHBIR8/fQJtQoBAIJ7uHtdvXF+HzCk+Nm56enotB7dfoKWlJTEhgV9IEHTg1ORUXEzs/QcPQKfrBOADJBJJTkEhISUZ/yW+paXFwNhoLb5gMy2tnLxcdFTUtu3bBYQF15pvnzp1SlhERFdb+/yFC79orXn3/v1pBgY1ZZX3bGyXV6vFceDl40UikS5OTtr6ervXCBuGQqEycrJDg8OlJSVqGhq/fcYRdCME/B6489va0jIrM9PSxnrZasuieZa4pDjbRzYUCvlvOKYRnz+/ZmUBdQbALvUWfT/NcObpM+Bap6enZ35+Xk4BWE+JQqEiPn/W1dcDXfHHdYEICQuvQ9hQkJ9/5MiRV69fgQ6sr6sbHBhQVFICHTgzM1NUWCQpI72OFZW83DxuHh5QwmzBPfDz1etYgA5sqG+goaERFQP2eZidna2oqNA1MACd+WAwmED/AFl5+ZUrUb9FemrqjVs3b4OrlXArsOwcHKADu7q6KisrZeRkQXcThUIVFRaKiYuvo0jKzMhg+8S+jpI3MyNjy5YtPHy8oANHRka6O7s0NbVABy40csVr6+rQbtkCOjAqKorlLes18JO2rKxs584dz8DvXb29vSOjI5LS0qADx8bG4uLiZOTlQE8DbC5gYCC/kCBowyUEAomNiTlx8uQLcC04AfiAiIhoampKSVbuwcMHt27f1lRXn5mZWXXLqqoqSXEJHT09FAqluvYTIS83Nyw01MrWJi0lJToyas3rJSGh+McPFTVVXx+ftNTUtTYzNzEdHR3V1tW1Mjevr1/ePYkDEokU4OU9f+H8h49sfNw8i1rttUCoswn4DWAwKAYCsTK3yMzMtLazW5XJ1lTTEJOUeMPKikSh/g1kdm9Pz4+i77JycqAiVwQCEf8ljp2DAyjkBYfM9HRGJsZTZ4BL3rjYOApKyvdsbKCca9cC3rCygKobUShUZkYGO8endXD2vt4+z168AHW4WwjHzqfbQ78O+rOnp6eluZlPQAC0r2t8bOxrQryCkiJQ7AUuFCklJfnW3Tv7DxwA/LKQ7KzMPXv2XMIvnnopvhcW9ff3cXJzgc5Dpqamfnz/8YnjE+hpgFMef1rwEAAdGBsdc/78+XPngVf8GxsaJyYm2djZQQeOj48X5OcLCQuDrsAgkciw0FABQcG9q61E/xopSckMjEwnTgGvUBUWFGzaRHnrzh1QUU1nZ+ePwiJObm7QyhWNRifEfREQFl7HdD0+7svjJ0/WYf+alJi4bdvWdTSzNtTX19XVKyorg4pqJicnY6KjRCXE13HSEvBbEBERDQ8NcXNw7qKns7S21tLVwWAwasoqExMTy7asra3lXXCcFJMQd3F3q6mukZeVXVlcZGdlG+jpC4sICwkL29jb6enqRkVErvzc+C/xJgaGGpqaisrKImKislLSiYmJKzczNjSKi4tz83CXkpV5wPxQWV6xsb5h2TaTkxOfPrBtocWaWmrp6Ny4cePDu/d9vb3LNiP4ZxMAABgM3t/b29TUZGJmupIJy0hL19PVFZMUx90K/w1FNgQC8fPFWvmuVG79FhXl5cRExOsQAY+NjZWUlKxDETE3NxcVEfGRHbhhDme2ffrM6XWoP398/05CQnoE/LFaV1tbXV39muUN6EAUCpWdnXX7DvAaOs6e+dqNGyQkwCx4IrYI2LaO6qG7s7Ojrf0auPBjdnY2LTXt2QvgTjIsvRcS/PLVK1C3YyxdlJO7bfv2dZzt9XV1kxOToIGIOFOdxIQEUBNJHGJjYu4DWr/hkPQ18dSp06BO9lhRVmEhEoG4eOki6MCxsbHvRUVPwEXAKBQqLS3t9u31nO1B/gGXrlwBbU3GiY6ISYiPAborYm1GBgaamhqvgEvekUikn48vaPwnDiHBwddv3FiHaC0zI2PzZlqgMFcC8AQUCp2dnRHk59+1e7epuTkEAiEjI9PR04NAMBpqP7HaVVVVHGwfxSUlcHEN1NTU7t5eDXX1aso/sdp5ObmmxsbiEhI4v50zDAzevr6GBgbLWO2E+HhjQ0NDExNc1C4XN7e4pKSCjGz6z6y2mYlJcmJiQHAQzp9gwfn0mbKSUsMSVnuByean2UxrZmmJ42VUNdSvXb/26SP7IquN9RuBQhEIBAb9RzlE4LMJ+A1QKBQ5ObmSivLKW09qSoqKkqKImNg6/Ib/uSgpLs7LzRMENJ3FChtmZyIjIp69eA762ECj0b7ePteuX6cGF7kG+vtv3LgRNK4FSwg1NFRWVIB6D2N5wYmJiPDPb9+9BR2IwWAc7O1fs7wBygDHISYqipaWdh19XaWlpV2dXXfv3QUd2NnZ6e/rxycoANylh0D4+fo9fPJ4HROYyIiIQ4cOrUPSnZyU1NvTuw5ldl9fX3JS0tv3wIQiVssbFPz4yZN1yHhsra2vXLu6Dn+SzMxMBGL+KvjZ3tnZ+b2oiPkR8Dx2ZGTE1tqanZODDHDpBoPBBAUGXrh0cdUY6l8jMyMDCoWuQ+tcWlJSVFjIBa5cn5qejgiPeAluCYqt7AMDL1++AqpvwWAwVhYWW7dtff7iBegnfsvNLf5RvA7Tob6+Pg83dy4e7nUs3RDwWxAREeXnfTtx4qSNne3iQ5CSknJBBQddZLVxTLakjPSi0x8EAqGlpfXx919gteVwdF52VpaBvr6klNTSdtVTp0+5eXjo6eosstpYJtvI2MjE+Oq1v24L/IICcvLyMlLSSX+y2saGRvFxX/yDgxZ7xKFQKJ8A/5OnT5UUFHCs9sTEApO9ZYutgx3phj+WsmEwmJaOzq1btz68e9+7wGr39/XNz88TEREtPhkIdTYBvwEGg6GgpKTfs2fZ6xlp6fo6uuKSku8+AD+D/7lAIrER0BxcnKDhKRAIJDgg6PDhI6fBhR/f8vJGR0YePwHmvepqa2NjYpVUlEEr+5mZGV9v73fv34PGbWCZpIBAprNMB8CV6/5+ftNT0yyswCxmU1NT/rf8dUgFZmZmwkNCWd++XUdfl42l1ZOnT9cR0pT49SvpBtKb4PqWurq6stKydx+Aq4eO9g4nB0cZOTkqKiqggRgMxt/H9+79e6CG0Fi1Ukzs5s2bL14G1rekp6VXVlQIgbuYDw8Pf4mN+8DGtg4tr4+X9+Mnj9exm24uLsdOnLj/AJhB/15U1NPdDRoVhJU5dXcnfv3Kxc0NA5U5jY+bGptwcHGtQ7QWFhJy7MSxdbC8WZmZkxMTT8Al3VWVVbExMYrgsaPT09MO9g5i4mLruEVbWVjcuXvnwkXgpQkC8AEKhTp2/Lj6ikw3CgqKBVYbYqin/+P7d+5PHOKSkiuDh6lpcKx2nY6WdmFBoZmJ6QKTvdz7lYHxD1b7S2xsSnLKApNtvLIbgYuXR1xSQkFWLi0l1cbaOikx0T8oaOcKp11cnpeqikp1ZZWEqCjN5s3mlhYruQMcq83LxV1dVaWjpTU2Nobd5s9Tl1BnE7CenJrUlFQNdXVRcXF2Dg7oH5nlWCzcE/9rzbPn5+cVZGV37dz9hmUVg6FfIz0trbWlhRWc5W1paYmJiuYAl9UODgwoySt+ZGcHlY1iMBgfL6/Dh4+AJszhisi+/n6Wt8C7mZSYGOgfoKmtBcryjo2Oerp7sL57C+pogUAg3FxcTzOcYWBc3tf7W1iYmQ/09/PwAve9VZSV5ebksn/6BFo9DA4Oenl4fOL4BCpsmJyc1NLQuHf/3rnzwPRneFgYDA5bx5pGUWFhYUE+Jw836G6WlZYZGRgoKquATglmpmdcnJzv3r27Dsm7j7c3zWaaW+Cio/DQsNycnHUEG7W3tYeFhnLz8m4EbNacnppycXJ+8vQpqPBjdmZGT0f30KFDz18C08OpKSltra3rMGtvbGyMiY7m4OYG7Xzo6OiQkpAQFRcHDQFFIpEKsnKHjxy5Bz7z8fH27u7qWofnOgF4Ao1Gb9u+fdWTgZKS0tDYeHBw8M3LVyJiohxreKXT0tIGhoaUFBezvnkjKSW5lvHiqdOnffz8tLW0FeXlLaws11rg4hcUVFZV5efljY6MDAkP2023SlMQltXm53/48OH9O3fJyCnsnRxXDSPDsdpXrl5hvnd/2/YdW7dtXaqhJfhnEwAMrCZbR0dMXHzlavLM9PTMzAzpBmB28O8PNBqtrqrW19fn5ukBOjYvJ/drQoKsnBxoEdnc1Ozk4PCB/eOqZp+/QF9vr7ioKCMT45u3LMBFtrfPzMwsDx/fOuYSmRmZ8goKoPR5emqaqZGxtJzsHkBzgOHhYVtr66tXr4JSUGg02tPdAwqFsoLT5/a2dsmJid5+viSkYIvLFRUVPt4+QiLCoO5vgwMDNtY2d+/eOwVInw8PD2uoqJEQE3OBVw/RUVE11dWy8sDOlWWlpaEhoaLiYqBTgtLiEgU5Oa6FRn6ggXOzsw72Drt27VwWY4EPwsPCOts7pOWwcRhAiPocYW1p6eLuBsqCt7e3O9jZvWFh2b9/P9DAqakpBzu7YyeO37p9ex1Fdldnh52jI7iJZHZyYpKsvBzoPL+pscnVyfkTBwfdGuZoa6Gzs5PzI/uDh8ygckQUEqUoJz8xMW5uZQm82BgYGPk5wsHJkRJ8BY8A/IHBYNaae3d0tE9MTLx99w75y/TNgvx8Ojq6rVu3ruVSggO2JeDqFTQKDYX+ik0eHx8/cODAzp07e3t711oAQaFQ1dXVL1693LFzx9jY2Fqyxo729sGBQda3b0mIiVHIn3aBUGcTAIbU5BRtLS1JKamVRXZfb6+OphYSifzvI7QryitMjIw2btxoZWsD5KExNTUVFRFRU1MjKS0NtFyLwWDSUlITvya+Z/twDlCIGRcba2ttc/vOHVX1v3Jr8UFnZ1eAnx8FObm4pATQY3V8fPxzWHh7W5u0jPRmWgB19fjYmI+3T0R4uIy8HGhQXGlJaUhQ4I1bt0E7yVpaWoICArZt3SYqLgbEtDU3NdvaWLc0tzi5uQJleSIQiIT4+NzcXD5BAVBf8IL8/Ijwzw8fPbp7/x7QwG/fvhnpG+zbv9/S1hrIGGdocDAkOGR8fFxaRgaok2xubu5LbFxRYYGIqAhQETk3NxcdGWVnYyMgJPQJ0Cm5trY2OCDw6LFjbIDNvn19fUEBgUgkQlZebiPIBLi3t9fFySkrM8vG3g7UBDA9NS0hIZ6FlXXVNI1foKa62t/Pn+nsWVbA9tDy8nIjfQMyMjILK2sgD43JiYmIiIjG+gYpWZltIHMJNBqdnpKakJDw8RP7Yvw1noiOjLIwN3/69CloNEHxj2JTY2MaGhpHFxcgGVhPT4+Hm3tlRYW1re1afskE/K8ABoO3t7WNDI+sDJCqq63lZP8kJCrKzcPt5Ojo5uLCw89PtOLm/DXhq76OjoKy0uMnT0yMjBBI5Kpry2GhYWYmJrb2dgcPHjI1MUEg5lftUDI2NEz8mhj2ObyivEJbQ0NNU3Nl0/bk5CQ/Dy/NZhpbB/vs7GxLM3NZebmV0b+dHR1iIqIMDAzaerpBgYETExNLWQZCnU0AAGqqqsxNTVdlsnt7e2Ukpebm56mpqdH/La4jk5OTJcXFkZ8jysrKmB8xS8vI4lmvzM/PDw8NFRQUFuR/O3z4sJKKCp7cHhqNHhkZqa6qSktNJaegkJSWoqPH69aPRqMnJibiYmLT09I6OzvEJMRfvsLXu3pqaqq3pycjI6OpsfH27dvMjx7hOXBubm5wYLCgIL+ooPDEyZMKykp4EvYLAweCAgK/fcsjJiFxdnfD37VjbGysuakpOSlpZmb2EyfXSbw90aamprq7utLT0tpa2+7cu3f/wX08B05PTdfV1YaFhH7//v3s2bPevj40+HVqolCooaGh8tKyzIyM7Tu2yyso4K8ZHRsbq6+rS0lOgUAwPHy8K/0018L4+HhWZtaX2Ni6ulp+AYF37z8QEeN1n5+dne3r68vLzS0rLT1//oKAkCCecy0kEjE8PPLj+/fc7By6PXvklZTwrOeQSOTQ0FB0VFR6atrY+JiVrS3+TPbExER7e3taSmp/f/+Tp0/w7/SdmZnp6+vLysioram9dPny0+fP8Fx+mZ2dbWtrCwkKLizI30O/x8vXZ8+KrpVVgcFgRkdHqysr09LSNmwkExMXx1/KNTE+3trampKcMjY2+prl9fnzF/AcODk5WfyjOOJzeHlp2cs3rwUFBfGcS8zPzw8NDhXk5xcWFBw5dlRRWYkC5N5VWVGZnpq6iWqTtJwsnkw2EomcGB8PDQ3Nzc6pr69XUlbG33FocmIiPz8/NiamsqLyxcsXohISxPj9mtPT050dHbExMfnf8pnOMjm6OK+j/ZoAIMBg0NHRUUN9fV19/aXtv9XV1Zwf2QWFhXgXHOgFhYRcnJy93N15+PiWXpspSUmG+nqSMtK4R5uktLS1pSUUAnn9c6kdHhZuamRkbmWJS3WVlpWxsbJGo9HLJNpmxibJiUn+QYFbtm69c+/uPGJeV1tbR1eXgZFxcRskEinIx09OTm5uaUlCQnLv3j0kEmltaSUuKblt+19rkm1tbRIiYmeYGFTV1eFwOAsLi4WZ+ezsLOTPQohQZxOAF0hJSdNSUysrKo1MTRmZ/joRcejt7ZUSEz946BAHFyfrG2Dt8t8KuCaq8rKyyMjItJTU48ePb9u+LSAoEE/+cnJiIiszq6ysdGJi8viJE2ISEnhmXKPR6Py8b/kF+UMDgzt37Xr/ge3osaP4yFvRaHRWRqaPl1dvb+/+AwcuX778kcMez3q3o709MzOroa4OBoNdvHzp3fv3eM4HxsbGMjMyKsrKZ2Znjx8/Li0ni+fq+fDISHpKqpurKzU19datW0TFxW/fuYMnqVxWWpqbk9vd1UVFTX377l0mJiY8C8G21tb09IyW5mZiIqILly5+4uTE8/jU19d/iY2Ljow8cPDg9u3bbe1X8Y9fFfPz8znZOT++fx8ZGdm3bx8vPx/+uuGS4uLcnJzu7p6tW7c8fPSIgZEBz+OTl5sbEhxSXVV14MCBY8ePGRgb4Vk6DAwMZGZkVFdXI+cRZxgZFJWV8Rw4MzOTm4PdzbGx8UOHDgkI4eshPTMzk5aS6u3lhUQgdu/ezcLK8uLVKzxNHhrq6zMzMtra2sg2kl25fu3KlSt4zn77enszMzNrqqvRaPTZc+cUlBTxnC91dHQkxMeHBYfs2Llzy9atWrq658+fx/PaLCoszMvNHRgY2LVz1xsWlhMnT+KpWa+qqsrLyWlrbaXctOn6jRsXLlzAM76xtKQ08vPnrMysw0cP79q9OzA0BE8x98TERHZmZmlJ6fT09LHjx8WlJHfhZ+aIQqG+5eUVFhQMDgzS0dN/YP949Che966ZmZmM9HRnR6ehwcFTp0+dPXfOxd0NTzb627dvoUHBuTk5TGfP0u/ZExgStH07XrvZ1Nj4JS4uKjJq7769hw8dNjYzXUfcGAHrABKJunDp4iaqTZyf2B2cnPfsxU5T62rreDg4BUWEBYWEcJsRExOLiotpqasL8vFbWlvhXLa+JiTo6+jKKiq8efPHHIyKikpBSYmPmycv75uZhRmuMSwsNMzc1MTM0mJRW7V7925RcTEhPn5+QcFFfhDLZCd8DQ4LXVxkfvjoERQGExES0tbVxfnnTk5OCvDxbaLcZG1nu3hOPnz4cHZm5uMHNisb69NnsCq+zo4OCVGxM4wM2jo6uFkBlmeEQlEo1CLdSKizCfgNoFCsHU9KUnKAnx8vP/+qRbaEqNjefXs1tDQHBwfR6F+Jq/7+mJ+ft7G0ioiIePTokYWV5fkLFwDCI/Lzo6Oj9+/b//rNG/wJSJySwd/Pj4KMHBdNjL++ubOjQ19Xr6G+nk9A4OKlS4cOH8JzIAqJjIyILC0pYTp7VkRMbMdOAE1LdlZWQnzC4cOH3r5/f+QogAoiLTXVzsaWhIREWlbm4qVL+BNIw0NDvj4+09Mzl69c4eLhxl+6g0QiQ4KCamtqzl+4+ERcfCkJ8Wug0WgPN/fAAP+Lly4ZGhtfvHwJ/x+luqo6JCho67atD5gfMDAy4t8LODgw4OPtMzc3d/PWTT4BAfyXv/v7+22trLOysj6wsQkJC584ia8jHgaDSfr6NSsz68TJk5xcXEBtAOVlZWGhobt27Xr67BmQcLykuNjczGxyfIKTm/vqtav4O3PPzMz4+/p1dXVdvnKZ5S0rDc1mgIyV+PicrCwGJiY+fn46EGPEyM+fHR0cDx06qKqhfunyZfxbLDra2/18fIlJSG7eusl09iz+VnETExOB/gE9PT3Xrl19z8aGv+fP9PSUnY1tfFz8w8cPza0tgfRm3759i42OOXjwIMtbVqDuw+ampgA/fwpKihu3bp1lYoLjfZk0NzcryMp1dHQICApcunx5ZczwWpientbT0U1MSHj3/r2dowP+Chw0Gh3g5+fl4Xn27Fldfb2Lly7h+aMQERHB4f99csj//8BAMBglFRVlBUVxERFnd7eJ8XH2D2wfP31aLLJxgMFg0rJyivLystIy9k6O+d++GeobSMnILBbZOJCRkVlaW/Hx8Kgrq+oaGkRGRJgaG5lbWi5rYNi3b5+phYUALy8cDn/DyrLgk53kHxy0TMnJzMzc2d6hJK9AQkJy9do1YQEBDBpjaW297D785MmTluZmWSkpa3s7GmpqUWFhBgZGVQ31nx4QGAwpKeninZ9QZxPwG8Bg8MHBQXdXV2k52ZW5XH0LTPbefXv1DAw2btz46w6Gvz+IiYmsLSwfPnzk6eMNRHIsRCr4tLW28gkIHAB0PEhOSkpJSn7F8uby5ctA/gxxsbFW5hb3mR9Y2doASRIHBgZcnZxpNm/GClo2ATSrzc7O+vr49vX2CIsIg/YsWppbfImNExETec3CAqSKLisrC/Dzu3nz1qMnj4E6LHt7elycnenp6RVVVSgpAHazv69PXVUN22Tp4ADm3IeBREZGFubnf/j4EdTGpLCgICwkhPnRozt37wLtZklxsZKC4ukzp2O+xFFTU+M/cGJiwtPNfR4xLyktBdo8EBIcXF5WxsHJCepyHRIUbG9nx83NzcnNTQySDdTc1OTh7nH69GllFeUNIGf72NiYi5MTCQkp/oIWHMbHx/R19SoqKrR0tK/fuIH/QOyUMi0t4Uv8y1evrl67CuQzWF9f7+HmfuHiBR4+XiAX5/b2dkkx8e3bt3v7+wKJ4xHzCF8fn05svSu4/wBYa2bi168pycmsb9+Cys0DA/ytLayePnvm6u4GZK3948cPZXmF/QcORMXG4ghRPDHQP6Chrt7T3W1mBTYDQSKRpcWlZBvIQM1zCFgJFApNSkrq4OwkJS4uKiQ8MND/iZNDSkZm5Za0W2jNrSw1VNU+vnuPxqDl5OVfvl5FCblz1y5vPz9hQSE+bp6BgYGVRTYODIwMrh4eMlKSmZmZDfV1ASHBqy7y8PLzkZCQ6OrokJKS7tq5y9bBgpxiOadDjOWJZImIieVlZDdu3HDhwkUVdbVf37EJdTYBvwcKieTh5V1ZZHd2dMpKSe3Zt1dHT28dDsR/K2AWlp1IiUlev3ljYGQEVAgiEAhHe3sSEhIVNbVVTX9+gcjPEaWlJXKKCqAeFGEhoY4ODkoqyqC2a91d3bY2Nnfv3sFfh43D/Py8nY0NNTWNsqoqUJckGo020NMrKij08PECNU7Jy8uL/BwhKCR0+MhhoIHtbW0O9vbY9sF7YO2D7W1tCnJy9Hv2WlhbgTpmYK3BuruV1VRBbekyMzIS4uNFJSRAPShysrOVFBSlZWVAs6nHx8etLCyOHD36gY0NtIBwd3UdHx9XUVMDPT7Ojo6hISH2jo6gk5Ca6hoPd/d379+Dxi4ODQ3ZWtswMDKAenGOj49LikmQkm7w9vUFdRSJjYkpyM+Xk5cDapbF5cgE+PlzcnGdZgBz2W+orxfkF3jD8kZUXBz03mVvb7+BlERZTRWoWRa3Rl9dVamkrLwF0KnazdnFxtpaW1eHFfCkzcrMVFVSfvLsmZKKMtBuDgwMCAsKHDx82MgE2ysJ9KF62jrxX+KQaCQG+5Qg4H8KFAoFhUK5+fge3X+wb9++F69erXX/oaGhefb8uYiQ0IkTJ1b6ZC9i27ZtLKws4iKiT589+4UVDyMT49mzZ92cXfWMDH+hpPrEyWFnY1NdWSXkJvyLFdfXr18HBwa1traqqv/MZK8Ggn82Ab8BCoWi3bLl7oqmseHh4a8J8fsPHNAzMACy4PjbAgOBzM7PHT1xHNTt1d3NjYycQkRMDLTI/hqfUFVZoaisDFpkp6Wk2tnaWtpYgRbZY2NjDnZ2z58/By2yEQiEg739zt278W+PW4SVucX3oiK/wEDQIruivDzqc4S0jDRokT04OOhgb//u/XvQInt2dlZFSfnEiZNmFuagRWRocPDg4IC8ogJokV2QX5CQkCAnLw9aZNdU1ygpKOro6oIW2TMzM7bWNmfPnmP7+BG0yPbx8p6ZnpGRkwM9PiHBwWEhoU4urqBFdntbm4e7O7+gAGiRPT09bWdjc+XaVdAiG4FAqCmrUFNTW9lagxbZyUlJP75/V1ZVBS2ymxoa/Xx9hUREQItsrImniCgXN7eElBTQvQuNRjs7OVFTUWHvXYBFdnzcl5qqKnlFRdAi+0vcFxcXF2tbG9AiG9siKa/Axc2tqq4GtJszC7aGTGfPGhkZARXZ2ExKc4vRsTEhUdHZuTlCmf2/AlJS0vq6elFBIT1Dg6vXrkqKiQ8ODqy6ZXZmlouTk6WNzf4DB6QkJHFpkSuR8OWLj5e3b0AAAjGvKLemTY2VhUVdXX30l7iggIBAf/9Vt5mcnGR79/7ipUu6+vpG+gbZWVmrbtbX26uipPzu/TsxCXEVJaW6utpf7zKhziYALyzLqcFpsrfv2PFfwGTjgKs1kEgUEoEAGhgVGTU5McnNww36ieVl5elpaaLi4qCzlM6ODlcXF20dHSYmsBwZBALh4uh06cqVazeWh2P9FpHhn6EQKBugo+3CYzUuOzvbzcOTihqs+uzq6vL19uEXFAA120IgEM6Ojnfu3Dl3HsyGeeFebLl9+3YFZeAUupys7MqKShFRMdBJSEdHR3hYmKCQ0FZQU+3BQQM9PVk52fvMwJEcfj6+u3bvWl9kSWtrC7+QIGjmYlFRkaeHp629/dFj+BrL4DAxMeHs7PyG5c0xwMgSCATi6eFx+MiRR4BTSmw0qa/fPAKhq68HanhfW1OTnJgoKi4O5IeIoy3c3d0+cXDg32KBw+zMjIaa+pPnz7h5gS3SoyKjZmdnP3FygA4sLS7JzsqSkJYCvXc1NzcbGxmqa2ncZ16TnlwV09PTuppaT5894xXgB/yyECcHR1JSEkUVFfy14zh8jY8vKirSM9CnpaXF/PQAJGCdICUlrSgv/8T28eOnT0LCwibmZkeOHFZWUBwdHV22ZW5OjqmJiaCIyOs3r3Fcnoaa+uzM7MrfyMTIWFtP9/mL57YODrW1tarKKis/19baJi42ztXd7c69uy7ublaWliHBwcu2QSKRQvwCcDhc38hQUFhIXFJCR0urrLR02WY9PT3yMrKnz5wRk5BY8F57r6asUl9f/4uSiVBnEwCMvt4+KXGJHTt23rp1e8PGnxhcGAyGRCL/Pce0urq64Ns3IRFh0OpqamoqwM+PT1BgpRPnrzE7O2uob/Do8WNQN2VsyRsbS0ZO9gK8uiovK6uoKBcSFgJl+tvb292cXYxMjPFvQMQBjUb7eHk9ef7sCN5+f4sICgzcvZvuEXhMfVxMbEVFub6RIWh1NTAwEB0VKSgiTEYONnBuds7DzZ313VtQTT8EAnGwtTt58uQ6ojdzsrL7+/s5ubhAB7a2tiYlJopLSIIen8mpKTNjE2UV5ZOnwdymF+hzr3Pnzl+9dg104Nf4hLnZWXZ2MDdurN69pCQqMlJdQ30T4LrE1NSUj7c3L78A6PIUCoXy9fG9cvXaOhJYfby9yckpxCUkQAdWlpf/+P5dVAx4Zjg6MhIYGMgvJAgqwMAuFikqcXFyvXr1GmggCoUyNzHdRE2trqUJegtKT0v7lperrKpKArib2HuXq5uymuqmTZuQSDDyhYBVAYPBuru7ebl5OLm5JKWlFsruDZY2NrRbtkpLSI6OjCxumZWZaaCvLykj/XgheYpmM42BoSEMBlNVVp6YmFzcLOHLF1NjEwNjY1zi4/bt230D/Ksrq5ax2lYWlpERn4NCgncteH8xMDK6urubGhkvLbUnJyc5P7ITkxA7ujjjFiQ5uLhEREXlZeWKi4sXN+vr7VWQlTvDyCCvqACHw6FQqKCQ0NNnz5XkFRobGv7YTTgcCoPOz89j0H8IjQh1NgFgWGCyRenp6XX19TZRLW+EDw4InJqahv1r+kXiYmKfvXiOvyHAIqIiIs4wMBwBjCzBzvKzc2amp9dBQY2OjH7Ly2MHDAHBzfIjPke8Z2MDyvLAwcfL687du6CtcrhwFiI4/DZg7t2CyUNHXW0tyzvglMfZ2dkAPz9xcXHQInJBKx9y+84d0Nw73OOEhobm0qVLoAOrKquqq6uFxURBB85MT8d/+cLJxQma2Yk72+89eEC7hRZ45uMfsG//vnUEm9dUVw8ODL589RJ0INaiLisLK6cBvxW5OTtz8XDT4+eNvRRf4uKOHTt+7Dgw715bWzs6PPzoMTDv3tHenpyYJCMnC1p9IpHIuLi4V69fr0Py9/Xr19NnTq/DCy8mOhqBQHAveCQDoa21NSkpSUlFGXQgEon08vAUFZcA6n/FwcvD4+79e2fOgGl4CPgF4HB4bXU1Pz+/qLjY0tf1DPS3btsmJyuLY7Vzs7PNTEwkpaQePPhrpY6cglxHTxcCgWioqWGtqf9ksvWNDa9d/2sSTk1N7eHtVVtbq/Ynq21rY/MlNjYgKGhp1hLT2bOePj7mpqa4UhuFQuGYbFt7+6VPc5a3b/kF+BVk5cpKyxaZbEZGRmlZ2aULnty8PM9ePFdWUMSx2h3t7bOzsyQkJFDYH9sQ6mwCgJnsPXv36hkaLOvDRaNQpkbGMTExlJSUmP+WnJpfIywkdHJycpn7PT4oKSn59u3bsxdg8Ye469zB3p6bjxe0SJqZmTE3M7t24wb+VmiL8HBzJycnA829WxCqJn8vLGL7xA46sLOjw8ne4e2HD6DiDSQSaWVpefX69U2UwDMfe1u7nbt2XQX/NdPT0pqbW0DXwSEQSGNjY2xMzKvVmuh/jdHRUSN9/TesLKCEIhqDsbHGih1BvWKwwqGIiNaWlnXMfCorK8OwMezioNPvqakpGytrUJMZ3GKIi5PzwUMH17GbAX7+kxOTr16DEa64PMLc7OzHgNGkOFccZ0en1yxvgNxFcH3JRvoGN27eBLLdwMHPx2d+bv78+XPAE+Bv+SnJyaB6dxxBY21pJSMrC/prTk1NKcorvGFh2Qv4ayIQCCMDA0pKyjt3gSd4wYFBxT+K2T6CJYwS8GsgkcgzjIxcvDzLVGckJCRm5uZbt25VlJMPCwk1MTaRkpFZ2XpESUmpZ6APh8PVlFWCAgItzc0XmOzlK120W2ixrHZVlbqKqpWFRVREZMCfTPZyBxJ3dwszMy9PT35eXhJiYgcX55WU2Xs2NlExUWVFxajISFVFJQYmRjlFhWVLQFAolI+f/+nzZxqqqjFR0apKyuNj40vPc0KdTQBeICEhGegfkBATo6enX6nJRqPRX78mbt++XUlFmZiY+N9QZY+Ojvr7+bGwrieUx8PVjZGRCbRbDtdpR0QEv3HzJujAqsrKH9+/3757F3Tg1ORkbGzMvfv3QUterPVbUND1mzdB19AX/Arj6PfuAW2ahEAg+Xnferu774LvZntb+5fY2GUervgAjUa7ubhev3EDtI0My/IGBG6iosI/GnAReTm5zc3N66gF+3t7szIy7uEdhLmI+bm5yM8RzA8fgtaCOP9ppnNn1/FrJicloVCodYjsa6qrM9LT37ACr2lMT0+7uDh/5PgEqj6HQCC+Pt77Dxxcx9mekpQ8PT21NIUOTzQ3NRcUFLwGvwVNjE/Ef4l/8vwZFHA30Wh0cFDQ7Tt31sGCR0ZEHDx48MJFsE5WrHVgwteOjnYO8BW83p4erIxHgA90IM5R587du+tgwQn4BTAYzKZNm1a/uKAQQ2Pjubk5OWkZHj7e+0uY7KUgp6DQNzToXyhFtPX0ljLZS0FNTe3l65Obk+Pr7RMUGrJWKzPT2bMeXl4qikrDQ8MOzk5rrUuzvH377v17Hg6uXXS75RUU1noU8vDxXb12jY+H58jRozt37lzKNhLqbAJ+Dzgc3tHeISkutnPXrpVMNhKJNDIw9HR3f/bi+blz51Cof4U+uzC/4PDhw0BhNDg0NzVhMJh1rBGPj4+3tbVxcnOvowjISEvnxUZbgRlE4Cy67927h3+ExCLKy8uhUOg6RMALedE/PrKzr4PMTkz8+pqFZR2Nud/y8k6fOXMYJHMHh/LSsm3btt0ANFfGLU2Mjox8ApfxYLP3vn2TkJJaR2UfExX9hpXlAKCryYK74rddu3ffugNMZvf19VVXVfOASwXmZueyMjLfs30AVQ9jMJjszKwHD5mBrMRxKCosOn7s+Doq+4aGBjgMzvIWvLKfmq6oqBASEgYduPBrRgmJiqxDrZScnHSGgQHIQxqHpqam8fHxhwtpeUCYmprK//btw8ePy/p5fov5+fnkpKQHzMygXcILXZ6R165fP3IEuMEjOSlp06ZN61hvJAAfQNe4sWdmZGAwGF5+/saGhqmpqbWGJ8THQyBoIRHhxoaGXzSDBfgHHD1+/NmLF0WFhWttMzk56e7q9vjJYxgUmpWVvdZmHe0dP358FxETxWAgzc0ta21WVVn1vQjb8ACDQaenp5f+iVBnE/AbwOGwhfwtnd276XT1dFcWMeamZjnZ2fqGBrRbtswDmnX8Q4FEIrMyM2Tk5dZR60RFRn78xA6USIdDXm7usWPHnz0Hvvs3NTaNT0y8Aee9xkZHKyoq2Dk41qHlTU9L4+Hj275j+zroq1u3b61DplJVWUlORr6YrIs/JicnS0pKdA0MQEWuWKfk2FhBEeF1SJYz0tIvX72yjnlaeVkZGdlGNnbgFe2+3t729vaP7OzYiFcQIBCIvNycT5wc6zjbv8TFffz0aR1WId/y8g4cPLgWrfUL9Pb2dnR2CAkDV65IBCLp61dNba2tgEZ1WE46MenJ06f04Bd1YWHBbjq6i5eBBfotTc1T01MCgsDGL1NTU2Wlpdw83OtIXUmI+8LFw72OkjcpMene/ftPnz0FHVhRUTE5OamprQ06cHBwMDcnV09fH9R9EjE//zk8XERc7NAhMOMXAn4LOBFRbU1NT0/Pyj8lJyVpqquzvn2rraezd+9eW2sbnAh7GcLDwowNDEXFxQ2MjMbGxj3cPVb9ICsLi8/h4ZraWipqqt+LimKiolZug0KhhAUEhoaG3Dw9zSwt7ayt4798WblZW1ubqJDQ1i1bDYyN3n9472hv39TUtHKzmpoaSTGxs+fO6ujr3bh5c35u7p9dZ2Mw2NWrRSx2dP4nPxGD/s9/yt8YsNGRkePHj+sZGlD9TBEhkUhDPf2c7GxrO9t1VAz/XKSnpu6io9u9QvL1WzQ1No6Pj6/DVWB+fj4nOwfULRuHqMjIhw8frqOIzMnJ2bt33zqWwhsbG4cGBi9fubwOzv57UdFDcCM2bK2TnHzz9q11DEz4En/q1ElqQNvBBUnuDxIS4nU4ooxiJzDlt8H7AlEoVGxMzPMXwI4xOLk8AyMjGfiKf0V5BQYDOQU+8+nr7W2or78PLlNBIpHZ2Vl37gHrfxZMdeIuX76yAdDJfqEnNWvX7l2gJpLYdoLOzq6uznXUyliyNjFpHQJ97G5++XLz1q111MoF3/Jpabeso8uzualpYHAANBdzQXs2Vfz9+x1wNReuGfH5yxfrUCuFhoQcO3Z0HQL94uLiiYmJKwv+FQT8LwMDgcJgMlJSy0rVrwlfdTS1ZOXlXyx0PL/78OHQoUOmxsZ9vX1LNwsLCTE3NTOzMMf9OqLiYkjEvLWV1VKjEhzxFx0VHRgSvGvXLjIyMgVFxbLSUjcX16XbTE5Ocnz8SExE7OTiTEREdOjwIXMrKzsbm+jInyryzs5OcRFRxrNn1TQ1oFAoAyMjBxens6NTaclPZn+VlZViQsJPXzyXkZODQCC3bt+m2LRpfn4eW63+Q+vsmJiox08eP2C+f/fenbv37ty5e/v582eWlpYjPx/r/0XY2tlycXMMDKxupf6/gqKiIgcHh8nJvwxr/j5Ao1GbaWn5BQVXMtkWZubZ2dnmVpZHwUuNfy6Gh4dTU1OfPH26npI3Kura9RvrcLSIiY7Zs4d+HQ1PJSUl4+PjFwADPiAQyMjwcHZW1hNwCgqFRAYFBD5/+WId+paYqOgTp04C5TDjUJCfPzMzc/7CBdCBXV1dP75/X4cJINaxISb27r37ROATmM9hYWcYGNbBm+ZkZW/YsOHEyZOgAzs7OqsqK9dBD8/MzESEh6+j7w1LPoWHX712bR0ynrTUVHJy8nWw4PX19c3NTesQoE9OTqampKzDiRy7m6Gh127cBOVNcWQ/PT3dOmrB6qqqvr7eddSCoyMjyUmJb1jegA5EoVChoaHMDx+u46KOj/+yd99eejpgsj/pa+LoyMg6ZpWdnZ2JCV85ODlBByKRSFdnl/fvP4DanxOAD1Ao5OnTp5mZmTk+si8aTkeEh2traEjLyrx+89dp+fb9OxQSJSEq2tvTi3slPCzMzMTU1Nxs0bYIDocLiYjUVlfLSsss1k5WFpYJX74EBActJj6SU1BISEvHxcaqq6otZbLhMLiNgz3ln5rs4yeOW1pbG+jphQaH4F6pq6vl/Mh+9iyTmsZfiY8MjIwPHjwQFhDIz8vDvVJTUyMlLvHoyWPZhSIb9/5YdnaJQPufV2c3NjUlJSZNT09v3ky7eTMtFRVVZ1engoK8kLDg1NR/pE4dHh7u7u7GHrv/DJAolLmFua2dzTJNz98EGAyGhIRkI9nG5Uy2vn52VhaWyQZ/HP6jERIYeP7CxXX0dX2NT4BgMA/An+V1tXU/ioo+sAFLBaanpsJDQj98ZAMlhFAolJen5+3bt9fB2cfFfaGmpr64Dq+6qqrq6qo3LCygLN3IyMjnsHAOTi7Q3USj0QG+fg8eMm8Br+zDQ8N27tp54SJwZV9UUNDR3rH0oYInBgcGEuLjP7B9BK115ubmvL08X7x6QbOZZh284JEjR46fAF6t+pb3bWhwcB0rMJ2dnSlJyZzc3KArMPNz8/6+fiysrOuYxwb6+zMwMhw9CnwrS05KQswj1tFu0dLSUvAtn/X9e9CBU1NTgf4B79nYQHcTjcH4+vhcvnp1HaK15MREIjjROsjs2traHz9+sGHVSmADB/r7XZydZeXkQedp2H4hff03LG8OHj4M7ElvZ0ezefM68psIwBPz8/MiYmL8AgK8nFxNzc2fw8OVFZX4BQVWhoNq6mjv2r1bQkyst6cnMiLCYoHJvnnrpxVLIiIiQ2MTGBQmLSE5PDxsbWkZHRUVEBK87LFFTU3t6u5WUlyspqwyPDzE9YmDmGgVd5HjJ044u7mZGBlFhH9ubGjg4eA6ePiwirr6ssUx5kcPJWWk5WTl8vPyamtqxYRFnj1/rqi83HQS6+v354MMWHb5fw44HE5CSmxoYHTnz2nNyMiwvIJCcHBQXl7egwfL3bXQaPRvH0sYDGblo33xRTlZOQlx8VUN0X775rgpzVp1Q11dXUZGemZWZlRk1NFjwD1Y/9+woJz5KQ7Lwsw8JSnZzslxGZNNRET03+3pl5qcMjg0xCcoCDqwsbExJTlZQVkJdODk5KS/n+9rljcr3cp/Cw83NwZGhuPgkp6E+HgEAvEA3Kuupro6LydHWVUVdODQ0JCPlxcXDw+olQEGg/F0c792/drefcC8YHRUFBEx0eKdBH+UFBeXlZaqaaqDDhwYGPgcHs7NxweqdUYikW6urrfv3V3HmkZYaCgtLe2VFQZYv0VhQUFDXb2K+h88EP7o7Oj4HBYmKSMN2sU4Nzfn4er25NnTdcx8AgP86enp19HFmJGR0d3dw83Lu57gnq+JUjIyoDPD6elpLw+Pl69frWM3vT29Tpw8uQ4ZT2py8vj4+DpmPvX1dakpqcpqqqC7OT425u3p+e7Dh3Vc1Ho6OleuXmE6Byyx8/b0RKHQ2MoeEHm5eVmZmXaOjutQ4xCAJzAYzMzMDC8/HxqD/vSBbX5+TlFZmV9QYOWWcDjc2MxUQ1WVg40diUaZW1muaqG7mXazmZWFuorqOxZWUhKS4NCQRSZ7Kbbv2OHl4y0kIPj6xatDBw9a29tSrub9evbcWd8Af0F+ASQCcfHSJQNjo1UVaB/Z2TEYiJKiEhEc/uLlC2lZ2V/v9T+Pz8ZhbonMnIZm862bNzEYTP8Sacfc3FxMbAy/AP+z5085uTgCgwInJiaW/tXP3zc1LaXoe5GgoGBwyIJXORIV/jk8MiqypqZaUlLS2dkZVyUXfS+KjomZmZlZHI5CoZKSk8TFxV69eikuLp6bl7v0u3V0dNjY2tTV1wUE+AsI8tfW1a61F3nf8mxt7YqLixceuv+Ma3uByTbIzspydHE5uWL9uqKsfHJy8p94n4IuAJdZtdY2OdnZSYlfRURFQXnT9vZ2FycnDi7OtQyG1sLE+LilucWFi5dA6WEMBuPl6YnGQFbyBL9Felpa/rdvgsLCoDHF9fUNHm7uvPx8oLzp2OiYnbXt3fv3V55RvwYSiXRxdKKgpHgJbnIX/+VLyY9iQWFhGCBvWlNdHeDnzy8oQEEBJhUYHBy0trR8/PQp6BIQYn7e0d5h+46d64gQj4mKbm1p5eIBDuUuLi4OCw0VFhMBLZL6+/rs7exYWFn3AIqAZ2dmbG1sDx85sg7lenBgYG9v3zpq5cLCgriYWEFhIdCLuruzy8negY39Ix09HbAvuKUlAyMTqPADA4H4+/vPzs29+wDMgmdlZqWnpYmIiYFO8FqaW9ycXbi4uUFN7sbHx62trK5fv3EWsB1lbm5OWlJyZmZWVl4e9FESHBQUGxOrqaMN+msW//hhbGgoKy+/a9eulX/FPRQWnxEE/M+xbevWwcEBKAT6CxejDRs23HvwoKW1ZdOmTb9oAKOhoTl0+HB9Xd2u3bt+cU/eREVFRk7e39e3bfv2VYtsHKioqeFwWFdX141bt36RQHf9+nUiIqL+/v5Ll37fhvTP47NxWJS+YDCYycnJtPT0LVtoz5z+K7rJxdVFXV3t6tVrp0+frqmpFuDnl5KS1tHRwfErMzMzdnZ2OF6hs7PzzJnTC/oNpIeHR3t7GzkZeVV1tYK8Au6tQkJCvn5NYH7AvKjZsrW10dDQ3Ltvz8mTJ5OSEkPDQjw9PJ89+8MIorGxUV1dLSUlOScne9cuuvm5+bX2guUNy927d5FIpJSU5KpNrH9DYDXZmVlWttYrY88yMzL09fSwR/gfxWnDYDAoFDY/P4+Yx/5SIyMjKBRq2Zo1Eon8EhdXVFAoIS29BVBWW1hQGBIc/P7De1CL3LbWVndXNwZGRtCk9LHRMW8vLxgMKigEZkeAQCCiIiLLykolpaSBMlAwGExebm5UZNQnTs6jgEVkY0ODl4fnlatXQYvI4eFhT3f3jRvJBAXBfK/n5ubCQ8MaGhokpaWAhJgYDCYjPT3hSzyfAP9BQDuCmpoaHy+vu3fv3QKMeunv7/d0d9+6dSuohfDc3FyAv393V7eEFFhSOgqFSktJTU5OFhIWpgOU1ZaXlQX4+z9+/PjKNbAisrenx83Fdc++vaBWKtNT0/5+fiPDw6LiYsTEAE80FAoV/yU+LydHQkpy1erqFyj+8SMoIPANC8tZQHe8jvZ2D3ePEyeOv34DNjOcnJjw9PRCIOZFREWB/H+QCERcbGxBQaGEJHAsYv63bxHhn9+zsZ1aeETij5aWFndX13PnzoG647W2turr6M7Pzzs4OwHdu6anp91dXbMzs2wd7IF+TTQaHR0d7eXuISUtvSpjikKhhhe6v+bmZufn5zZs2IjzYMD/IwhYio0bN8bGxGhqaGpqa09PTXGxfwoKDVk1RiDhyxcLM3NXd/cvcXFS4uJ2Do6rMjh2NjYJ8V8iY6LdXFzlZGSsbG3Jfpa54n5Efm6ezTQ0sfHxkuLi6qpq+oYGK9+qoaGBn4f30qXLegaGivLyJCTEq8YUtLa0SktIvH33lpycQkFO3sHZ8dcP939enQ2FQJEopKWlRVBwEBqNRiAQtbU1zc0tVpZWp0+f/itDxN/v5YuXXl7eC0oGDDc39+eIcFFRUZzbKAwGIyXd8L2oSEtbS1REbPEhtHHjhvr6BlkZ2S9f4mloaHCTVxISkg0bNixOZPPzv5mYmrCzs5uZmW3atGlgYODjRzZDQ8ObN/+Y/cDhcBQKVVdXFxkRdfnylV9MrDctAI1Gk5H93bsuYDAYCoU2MTLKy8m1trM9emx542NqcoqBnv7rN298fXz+QVU2DAabmposLyspLi7s6uqAQCBq6mpp6WlcnNyvX78mISGZmJgoKy3NyMggJyNXUlXBv9sJgURWVVRkZWYNDw+LSYgfOHAA/2/V2NCQm5NTU13z8vUrINKru7u7qKCgsLDoLBPTm7es+LMvY2NjJcXF2ZlZm2lpVdXU8HelmJubq6yozMzMmJyYlJKRBnLzra2pzc3NbWpsfP3mNVCARVdnZ35+flFh4bXr14HapEZGRkqKi7MyMnfs3Kmipoo/tzc7O1teXp6VkTE/j5CVl9uxcyeeA9FodF1tbXZWdmtrK/unT6dBYpzb29oL8vOLi4tv3rwJFDQ4NDT0veh7Xm7Ovn37cdFRIHbO5elp6TAYVElFGf+yDI1GV1VW5mbndHV3cXJzA61LtLa05OXlVZSVPWB+ePf+PfwH9vf3//j+Izc7+9jxY3wCivjruacmJ0tLSrOyMklISBRVlPGfUiKRyOrqqsyMzIGBASER4UMgCuCmxqZv3/KqKiufPH0KFDXV19tbWFhYkJ9/+vSZt+/f4V99jo+Pl5eWpaelUVFvUtNQx39KiZifr6ioyMnKHh4ZERUX2wdiuN5QX5+bk1NXV//y1cvLV67gOQqNRhcVFhXk538OC2N+9EhFTRX/3WxpaSktKQkLCd27b6+Tmyv+UpzBgYGysrLw0DAkCmVsarKyvRiBQMTExHh5e6akpEAgkLKy4oGB/nPnLp4+c5aSchMa/Z9q2fovBikpaYC/v5mJqbyCAq5RlQhOxMn+ySfAf1nLU3xcnIWZua6B/rXr1+/cu6uiqCQjJWVla7PsasVpsoNCQ3fs2HHo8GFNNXV1FRVdfX0Kyr/O9qmpKX5eXtrNm63sbImIiJzdXPl5eJUVlYxNTZa+VUtzMz8PLyMjo56hwYYNG5xcnAX5+WEw2IuXWBeURTQ1NslIST15+kRYVBRLum/cqCArZ2xqcvZnxdpCN+Q/ts7GyiswkInJiY0jIzhjPygUCofDv8TH3bx588gRrMp548aNDvYOu3bthsFgc3Nzo2OjE5PjaDR60dUcg8HO8s9fuCAqIrZ0aQCFQh08eEBeXv4XVgApKSkwGExERISCggKFQtHS0n5gY1NTU6usrLz6Z0mEwWB4uHlu38Zr9ROJRGIweE2OdXS0W1tbQVfzcVUC+0f2x+tyhVvUl9tYWuKY7JVFdnpqqq62tpSM9MVLl7w8PWDwf8Z5BYXCJicnP38OqqmqhMGh+/ft37pta3t7e0L814T4rzy8PCeOHR8fH9+2devTp8+YzjLh+bYtLS1JX7+2t7XTbt3CwMBw69ZtIvxotsHBwZSk5PLyckpKiqPHjqmoqVHhZzY3PT2dk5Wdl5sLg8H27NsrJCKM55I9Yh5RVlaakpw8NTm1i273y9ev8IykwWAwTY2NXxO+dnd3b6GlvXDp4tVr1/AsdPr7+5ITk6qrqik3bTp+4vi79+/wnL2Mj4/nZefk5eURkxDv279fQkoKzzbN+fn54h8/0lJS5+bndu7c+Z6NDc/GPjQaXV9fn5jwFbfaePnKlWvXr+M5e+nq7EpNTq6traWmpj55+tQnTg48SeWJ8fG0tLSiwqINGzYcOHBASkZ6VcXhSszOzv74/iM9LRWBQNLR07Gxfzx2DL/dRKGra6pTEpMGBge3bdt27/49/Kc9nZ2dX+MTmpubaKhpTjOc4ebjxdNTb3h4OCsj83tRETk52YFDh2QVFPA0YJmdnc3P+5aVlYXBoOl20/Hy8x04eBCfgUgksqa6+mvC1/Gxse07djxgZsbfoKattS0pMbGluZl2Cy0DI6OQsDCeyoShwaG01JTS0jIKcvLDR48oKuNb1k9PT3/Ly8vOzILCYHv37eXj59+P31wdgUBUVlSkJCWPjY/t3Lnr+cuXjEz4rqQ1NzVhL+quThpa2nNnz16/eRNP7nygfyAlOamiopKKatPRo0eVVVXwzLsd6O+3t7Nvb2+rr6u/fOWyla3tWfw02bMzM6EhIXl5ef19/Xv27hUTF792YxU2eo30g8zIzxEDA/2kGzawsr598JB55UmLRqE0NNRNTEwhEMjOXTv27t07ODjY3NwcEx1RX1/DwvKRcoEjw+cTCcABDsf6Z1eUl8vIyHBw/eEGwycogEQhP31gCwgOWmS1E77Em5mYGpqYXLmKnapBoVBdA30NNXUFGTlzKwvqP68gOxub2OgY/6A/3EWoqKgMjAw11NQ11NSMTE1wvykKhRLi46faRGVuZYU7mffs2ePu6cnHw62hpq5noI97q8aGBj5uHqazTPpGf2iyz5475+njw8/NA4VAF1tjW1taZKWlHzA/wBXZWGuUd2/RaJSigqKFlSWO1SYmJobCYAgEYlF28c+oh5YCg8EQERFpamg+eoStGjEYDAqFioqO4ufjMzQycHVxIyEhISUl3bptm6uba2ZmZldXJwKBGB8b37FzxxIJNPYA7N61a9nVhcFgtm3d9ounPgqFamlpGRkeERIWxPX8wWCwwcGBgYG+ltYWXJ2NgWC/Iag2ER9ISkohkYh1KLlHR0dNTE127NjBxIRvsbgIGAz7cVbm5k2NTWsx2dqamoIiwm9YWVtbW5fGjf6dAYPBZmdnIyOCa6oqT546oaWp/eTJE2Ji4vHx8cCgQAMDAy9PLy4uTisra/zprp7u7vCwsL7evtt377z78GHTpk14lp4TExNRkZE1VVUMjEyS0lI0NDT4U60pycnJSckHDh7g4ObauXMn/gqB8rLyyM+fN2zc8PjJkwMHD+JP1be2tkZ+/jw8PHLv3l0OLk5KSko8yaeJiYnI8M9VVVWXLl+WkpGmpqHBs1hBoVCJXxOzMzMPHDzAJ8C/bft2/F0I8r99+5qQQE5O8eLVy3379+PP6rW1toYEh0xPTd1/8OA0w+lNm6jwrLBHhocjPkc0NjZcvnxFVkGeiooKT0YZsbDEn/8t/9ixY4JCQtu2bd2A924WFhTEREXTbtnC8vYtPT09/rvZUF8f8Tlibm72ATPzyZOnKDdR4rmb/f39n8PCOzrar1+//vrNaypqajxrsrm5ubjY2MLCwpMnToqKi22mpcXf7jozIyM5KWnbtu3v2T7Q0dHhrx2vqa7+HBYOhUGZHz46euzoL5SXy9DX1xcWGtrT1X3z1k3Wt28pN1HiuZszM9MxUdHFxcWMTExiEuK0tLR4XtSYhZ7FtNRUOjo6Di5O7EWN925WVVZFfv4Mg8MePn585PDhRduy36Krsys8LGxwYODO3TtsHz9uogK4d0V+jqiurj57lklKBqs3w/OinpyctLG0iouNO8N45tOnT5euXMH/pI2NibG2tNq7d++Tp0+YHz2ipMT3pC0tKTXQ1cVgMLfu3NbS1Vnr2kShUAYG+iYmprRbaNVU1djZ2ampqZFIZEJCvJ6+XllpeXh4ANtHng0bNhBKbfwBg0H7+/v19PUXi2wchEREiIiwrLZvYMDevXuxTLa5hYGxEa7IxoGEhMTEzFRFSUlaUsra1oaahsba0io6MjI4LGxpGhoFJaW+oYGGurqqkpKBkTEEBuHl4qHdTGONZbL/+qH37N3j5evLx8WtrKBobGba2tLCx8PLyMRkYm6+9CI9c+aMi4e7AA8vBoJ58fJlU1OTjORfTPYi3n/4QExEpCAnj2W1z5378f375MQEVgSxUDv9I+tsHGAw+OKjHQ6Hv3r50sHBobysfHR0dNu2bW3tbSwsb/r6+tnZ2RnOCO7Zs8fTyyMnJ2eRxsfhZ4vDP19cIv5eFfMIBAUFxYsXLzdRbsLx0ETExBtIN1z4mRr5T1x+QJLZpdi6dauYqKiDo72RoTGoay8MBu/r7W1uajYxN1tZZGekpenp6IhJSnxgY1uqm//7AwqFNTc3VFdVHjx0MCw0fNGUY8uWLZISkgcPHGRn/xgdE62pqYXnYc9IS0/8+vXO3TsSUlJA36SxscHHy+fYsWMq6upALrwjIyPurm5ERESSUpJA+RpoNNrX27ulpeXd+/egyYupKSkpSckPHz28DRg8UVlRGRwUePLkKe3VUkV/gYGBAXdXV3IKSmlZWaCASQQC4efr29PV/YHt48p2gl8jPi4uJyfn8ZMnQEv8WCuSH9j2wbPnzuno6QE1Y/X29Lq7uW7dtk1eEV9mF4fZ2VkvD8+hoUFuPl7QELvIiMjvRYXPnj0HlVMXFRZGfo64eu2qgBCWccB/YHt7u7en144d21VUVYGi0ScmJrw8PWexZgX8QCosnMV1WVn5mzdvQP0rcnNyYmNibty6JSomjmMc8ERjQ4Ovj8+BgwfVNDTwr+lx1aeLkzM2hkNMDMiAD43GhAQHVVdVsbKyMgDyKWkpqSnJybfv3mV+CGYx1FBf7+Ptc+LkCQ0tTaB+2bLSUiN9AygcZudoD2R7PzoyamRgUFFRrqahfvcegMoI21hlYxP1OYKHj5fl7dtf8xHt7e129nabqCidnZ1ZWVhxL5KQkLCwsDIwMDx7/qyutrahofbMmbMQCIHSxg8Y7ErCmTNY7dPKP/IJCCCRKAFePg4uTn9fP31Dg1UFk9p6eppYulp93/59iV8T/YODVj4RyCkodPT0tNU1dLS0enp6aKipF5js5bMpOjo6Ny8PUUFhUSHh9rY2JiYmfSPDlTNhJiYmT18fEUGhvt6+9NTUB8zMy4psHN6wsiKQSC0Nzbfv37k4Os1MTy99xv1T6+xlk9fRsbGRkWFqamrcYcrMyKyoqAgP+/ziT+2mf4AfGo1VmPwPPxcOh9PT0cGJ4Kwsb48e/cOJr7m5OSs7ax05Bf8/wcR0lpn5oZW1la6OLtBzEYVCkZOTK6oor5SWpqakamtoSspIvQU3tfg/BwaC+fG9AIPBSElJrXS+e/r06atXr3x8fL19vFVUVNCotW+mUCgGg05PTf/2LU9AWIiOnm56ZhrfmFIotKK0NCwsjPXtW2wFgMEqyfAZB4PBenp6PNzcz547+/DRI2ISYjwHQmHQ6anpAD9/GBwmIydHTk4+NT21bP65xjeFziPmE7/EV1RWCouJ7tq1a3p6Gq9p1cJFV/z9R3RkJBv7x1OnT6MxaPx3s7e319nB8ebtW3fu3oXD4fjv5ujISIBfADk5mYS01IaNG/DfTSzbGhPb0tIiKi62ffsOfHdzYXDx9+/RUdHcvNyHjxxBoVD4f9uW5hZfL+/bd2/funMHBsN3N2EwGK4ZlI6eXlJaesMGfHcTAoWikMjwsPDenm4pGRkaGho8dxMKhaJQqLzc3NSUFC4ensOHDyMQiKXuT7/ezYbaej8/32fPn1+6fBkKheJ/fCbGJ5wdHA8ePvTy9StSElL8B05NTkZ8jhgZGZGQksR/NyFQKHqhGTQ/P59PQGDv3r2zczN4XtQwGGyh+vR+w8KCMxnE+9vCeru7fby9jx8/8ezFc+xFjedJu3BR+/v4QqAQGXk5CgoKfE+DhbFJCYlFhYUCwoK76ejxvHdBF256ZWXlEeGf3757x8jEiP9FDYXB8nJz9bR1rl2/pqKutnHjRjy/LQwO7+ro0NHUoti0ycXdHf9bEO74WFtaVldVW9rYnDx18tfXJgwGCwkJHhwYev/+3WKRvYhDhw7LycoJCgr9+J5//PhpCASzjuyefx+gGAgGjcFsoqJa67cWEhFuamqUlpD08PJaqyuJdIHVfv3iRWhISMH3orV0g5SUlFq6Oq+ev5idmcnIySZZYx1pz569RqYmj+4/OHrsmKmF+Vq0yJkzZ7R1dVhevRIQEpKQklxrD99/+NDZ3ikhKqZnYBAUFDS5xODuH1pnY/oH+ru6unDZMd3d3Q4O9jU1NcbGJn8yB1gxydjYKAaDRiJRX79+jYmJIScn/1/JmnnAzOzq7mZjY21kZERBQdHT0yMgyN/Z1XX/PnAI2f9nvGV929DQ4O3jzc/Hj/8oDAZDQUm5Mqc3Iy19gckW/ycW2VAoFIlA9PZ2k5ISP14QIK3Eq9evfXx8nZ2dcnKyf706gcFgmpubd+3aVVBUgP85hsFgNpCQdrR3QOGwsqpyJAIJ8P1h0MH+wempqcIfhXYO9gvLMPgNhEKnp6e7OrsOHTkcERWJZ2MATmhFSkxSV1e7c/eub4X5QJcSFAJtbW2loqIqrSxfED7hPRAGGxwYmJ6a+lFWbG5pjv9qCQwGQ84jWlpaDh09EhYRDrLMgj0xWlqa9x84kJGdAboq1d7Wjt3NitLFVhD8cqBIB3v7Jmemi8tLTMywelB8vysMNj46OjAwePjIEV9/X6DVJBQK1dzUfODggZSM1F9NI5d/W+yjrqmhkZqWprisBP/dxJ173Z1dMCJ4WWU5AgFwGkCg0MmJif6+/sNHDnt4eeC/m1gbNgykob5h/6EDSSlJQL8mGo1ubW7ZvnNn4Y8iFApwN7u6iIiIyqoqkCC7iZ1Gjk30DfQfPHLI2c0F6KKemZ7p7Og4eORwzJdYoN2EQqH1dfX0e+jzvwPduyCkxMQd7R1wEuLSyjL8dxODwZBtJGttahkZHYESw16+fIH/tyUiIp4aG29sajx24jg3Dxf+3xYKhRLDiH58/77/0AF5Rfnf3oKgUFhtbQ0EAnn56tWqG9y5c5eCkmJmZvriBcbmlvbBwSE0GgOHwwiuf2sfUwgajVmQEKDX6lYqKCjYsGGjpY11SUnxlWtX1/LAjYuNPXf+wpOnT8PDwsUkxNdaGg0PC3v28gUMCvPz8+PjX73gGRwcdHZ0kpSRbm5qdnNxFZMQX3Wz/v7+3Owce0fHxsbG/G/f1ururamuHh4ZdnByrKysHBwY+Gfz2Sgkcn4OycnBCYNDcTdcYmLiLbRblRSVRYRFcCf67dt3Lly4IC4uFhQcNDw8jEQgr12/HhMdraqq4uLiSkVFhTNLn52dXfbms7OzS32ycZibm1s6b75967aKsoqujm5yctL+A/srKiqIiIhcnF3odv+xcI+bKwM9gWZnZwFos/UCCoVKiIsrKSkdPXr0xvUb/5OcmtTkFB0tLQkpqWVrQAvH/5/hMIrtocVgYHD4WhcqTiw4PDyUlZX123cjIiLq7e3Dv2zFHVVSElIYHNswUVdfB/LdsU9gIjgcCoW2dbQDDcT9RnA4vDe7D/8HOW7cBhJSDBTT3dsLtJs4EBERd3V3o6sqQQfCFtDWDrabWEMhEhIkCtWDx2+3DFAoFGuMWoBd6wAdC4cTdXZ1AhU62DqbmJiIiHgeMd/S2gL0cRgIBA6DweHw7p5u0K+K+1H6B/pBd5OUhBQKhXZ0g+3mn5+I7WlpaGhY30kLuptQKHQD6QYUCtWb14cBO9uxICYm7u3vW8du4pTNdX8mS+MJGAy+gZR0HjHf0dW5vpO2NycX8KLGAnu2DwyAXtQkxCQwOByBmMeVpPiDkpwC6+M0NZkD8m0xGMxG0g1kG8lm5ubyQa7NheuLhIKcYh6NLK+owPPXxL0/5Rp6cRJSEhISIiIi+MULZ2/dvF5VXVtVVdvR2YVEogjV9qqALlRucDj8e2FRYX7B1evLM7MK8vMjPkeIS4rT0+/JzMi0trSSkZXZtqLUjoqMKikuVlBUpKCkCA0OsTS3kJGTXSYBQiKRnu7uc3NzsnJyGAzGztbOzdWVn58f+vOyw+DgoKqyyokTJ6RlZUZHRyXFxOfnETJyMss+sb+/38rc4vGTJzdv3+pob7e1sYFAoZcvL/fMrq2t9XB35+blOXXqdPGPH1GRUUv/+s+rs1++fLV3774F15E/rrQNGzbu379/qZPUnj17AgOCYmJjGhsb79y5++L5i+3bt9+/dx8Oh+GEJeTk5FZWVmQbyZb2QBATE2tpaSPmEcuWD0RFRVlYWBbdgqBQqIy0zIXzF9LSU/v7Bu7evffs6bOl6VynT5+O+ByJf8chERGRmqra2PgYkFpxfdi0iUpWVs7Y2OjA/v27/5wYgCIjLV1bS4tfQGCl0GpmenpmZoZ0A1hS7v9VmDwFBeXw0HBpaemqy0+52McA5ORJhhs37wIRWngD+sc5/M+YmGC/7D8ppQHzTzmwi6fBgpXS3x+47/jPOLaEk/Y/d2TXeRr8dbKDXyaY9Q9cJfJ5LcBg8PxvOcU/inJzcxdjMZaitqZmdGTs0KHDOE8VJsbTJ08cbWvvLCuvbG5um5+fh0KhBDHJMiCRCCQSefLUKT1dXTl5+fvMDxb/FBURmZGeLq+kiLOFvXX7FgaN1tXSllWQX2olFBcTW1pSIiMni/Pse/fhfWhwiI6mloyc7FKjVS8Pj5mZGRExMVy1JiIq4uzopK2lpayqusipjY6OqquonjhxQlxSAhfMbmljLS0uaWJkrKTyV4J6VUWFs5MTC+vbm7exee/0e/ZIy8iYmZqODA8/fvKX0WpdbZ2bswuvAD+uCj1+/DgZGdlS5vQPSpiAfxUSExPjE+KNjYx/2442ODj4/u27keHh0M/huBYrrCZbU1NyBZONa8yXFBPPzc3dunUby/tPRMTEf+ezCw4nys5Ki4uNfMB8P+JzxLIcqY6Ojpu3brS3dQgIiR85cux/RXFEAAEEEEDA3xxwOFFTU72rs93OXTvS0zIPHvyp6XZ6Zvrdu3df4r7cuXtHW0v7+vXriyU1BoPp7e0vKa1oamoZHRtbcGv4h8xH/8OAExFVV5QlJcQKCAoyP2SWFBPXMzR48vQpCo1ycXRyc3F1dHZe1ort7enl6eHuFxCAM/tzsLNvamzU0ddb1ginrKjY091jbWtDs3nz1NSUsqIiPT29gpLS0mnV5OSkuooqGo02MDKi3ETZ1dXl7ua+c+dOQSHBpW81ODjIw8l18tRJY1OseC8nO1tKXIKbl3eZJruivJyHk0tTRxvnq52bk+Ps6KSkqrJIto6Njt66cROBQOR8y8OZKPzz+GwC/udgZmaurq52c3eTlFhT1L8qMtLS9XV0xMTFVxbZvb29MpLScDicmpoa/TcurxeBRqOYHz6qr69MTkqRlpE20DdcFIRVV1eLS4i3trQdPXZ89266+fn5v/OEgQACCCCAgP8toFDoHTt2HT12vKqygpuH09HB6dSpU7i6bWBgQEtbKz4+/tDhQ4KCgunpaSEhwU+fPr156xYFOQUUCt25c/vOndsHBgbr6hvLyqtGR8cI0m3IwrIHEolAo9FERPBr1687ODtJYg184N3d3bbWNrYO9iv9jrh5eWZnZzk+svsG+MfFxkZ8jvD191vpNqGjr6elpqEor6BroK+qpAyBYCSkpJatXVBQUOgbGWouOJDwCwmqKCldunR5WZGNsxrz8Pbi4+bR19V7+OihlLjEs+fPcYT3Upw+c8bD21uAl5eYmJiGhkZSTNzY1GSpogEnSd24cePiBIzAZ/9LgUAgFJUU79+7//TpU3z47Ji4uKamJnVVVUkpybfv3y/brK+3V1JM/OChQ5zcXCyv3xARk7z9wPF35rMXXNjhPFzstXVVnz59am/r2LOX/uWLl7vpdtfU1MTExIwMj+7bv5/17actW7YQHFIJIIAAAv49gMFgIyNDYWEBzY1NVNRUz589P3XqZG9vb1R0VGtLGykpqZiYqIWFJQSCqa9vCA0N6e3tPXfu3IMHD+jo/rJinJmZra6pq6yq6e7uRaFQMNi/t1GSiIj4e2FeevJXRRVleQUFCASSl5snwMtHRExkY2d7+86aiX5+Pr76enqHDh3y8vXZtm3bWpvpamt7uLk/ffbMytZmLZf62ZkZRTn5tLQ0lresGtpaRGuk6U1MTLx9w1JTXS0tKyMjJ7fWJ1aUVwjx88/MTFvZ2CyzuB0cHLx7+/aGDRuTU1NwyiICn/0vBTExsayMrKamxtGjR3/tuQuFYhd9Er9+DQoMXGCylxfZvT09YiKi+/fv19DSHBwc/Eek0aJQqOPHj9DS0ty4ftPZ2UVISLCvr8/Ozh73141kG86eu3Dv3sMtW7f9Z5TZBBBAAAEE/E2BRqM3b97CwvIxPT2pqrLc398f9zoUCjl77qyhgWFRUaGVlZWMjMyRI0fU1TVaWlqSU5KNjIzo6enfvf9wYCGpfuPGDefOMpw6eay1rb20rKqtreNfK92GQiHzc3MoFIryT31mU1MjCTERnIjo10ZbCAQCDoNBMJj5tc1DMRhMT3f31q1b4XA4tj1sjTp7bHx8cmpyNx1dR1v79NT0Wq72zU3NSARi44YNiF9+sfn5OaydEQw+P7/cvmaBz4YsnVb9635vAhZBT0/Pz8dvZW05PjH+i8MCg8GmJie/fIkTEhb+8BEbRrMUfb290hKSu3fvwoaPkJEh/wk6ZjQau6ZzlvE07n43Pz8vJSmVk51rZm72iYPr2fNXoqIyb9+x027ZSiiyCSCAAAL+hUChULS0W1hY2ETFZJ+/eM0vIGhubh4VFXX16tWLFy+pqqpNz0wbGBrMz89DIJD9+/cLCggaGRkfPXrMzMxUR0c7JycHt5xLSkp69Mjhd6wvP35gYWQ4TUFBgUAi/7Yrvf8hoFComelpYhKSzbSbsa2Knp7mJqaWNjYuHu5KCgrxX76sOsrGysrPxycjJ5v13Vv2D2xtra0rt5mamvr0gQ1ORJyZm0NNQy0jITkyPLxys76+XjlpmVOnz3j5eE/PzPBycQ0ODq7crKiwSJCP7wEzc15RYW5OjrKi0qpfrCA/X1hAUM/QwMfPT1VFJSY6eulfsQvgGMzSOFVCnf2vxrXr18+dPWdjY/OLbdBoNDExsZyCwqqabAlRbGiZkakp/pG5/+dAo9F799LR02Nbm+fm5uLjv7x9++78+fNysnL37j28fuPO1m07VloZEkAAAQQQ8O8BTmi7deu2q9du37v3SE5O7sWLl6dOnfocEQ6DwRQVFImIiIyNjZHIP9ilTZs2vX792s7W7vr1618Tv0pIiCckJOACcaBQKB3drmdPmdnev7514+qmTZRoNBqFQv0b6m0oFIpEImdnZ8jJyWm3bAkNDrYwMTW3srxz7+65c+ccXZy11DW+xMYtG2VvaxcdGeUfFLht2zYePj42dvZPbB/b29qWboNGo4UEBCg3UZpbWpCTk2toau7YtVNeTm7451K7t7dHTlqWgZFBQkpy1+7dtg72MBhckI9/bGxs6WYlxSUSYmKPnz1TUlXZvHmzh7dXVWWFhpr6si+W/+2bqLCIoYnx3Xv3Tp857entpa+jGxsTs7gBzk5+bnZ2cTZFqLP/7eDi4pqamgoLC4VAIENDQyuLSwwGawe7a9euZa/39fZJiUvs2bdXz9AAKHH3/xzExEQXzp/FkdlR0VFHjx7ds5DCU1hU3NXdg0KhCBU2AQQQQAABuGIOjUY1t7SVlWHt/9k+sOXnf+vr6yMmJlZSVKKhodHUVJ+cnFzS+UN07959XR1dcXGJ7z++Kygq+Pj49PT04DbYtm3rrZtXebk/Prh/m45uF3QhU++/nt5GIhCzszOUFBRx0dGmxiaWNjYPmJlxf7p0+bK9k6OGmtpSVtvGyjosNDQwJHj3gtMfBAIRFhXh5OHm+Mi+yGpPT01xfPxItYnK3slpw4YNC77mpEYmJtu3b5eVll4stft6e+Vl5RgYGOQVFXE+ztu2bbN3dCQmJubj5llktYsKC4UFBJ6/fKGto417ZcuWLb4BAWVlpUtZ7YL8AglRMUMjo8Xvf4aBwcXdTUdTa5HVnpmdxaVoLwqECHX2vx1wOJGSolJuXp6pmenjx4/DwsJW3WyZsV1vT6+EqCg9Pb2Ont5vzQH/VkCiUPv376Wnw04bxifGs7KyXjzHuvNMTU1XVNZgMAA2qwQQQAABBPzXAwqFotGoktLy2bm5TZs23bt3LyDgD8W2uLg4/Z49enq6i7z1zMxsbx82/unYsWMa6hry8vKzszM6OtoWlhatf9aIZGRkFy+cff/29auXTw8e2A+Hw5DI5fwOBoN97P5dgWX68T96CCQCMT8/Nj6emJBobGrK/Ojh0g0uXb7s6Oqipa4RH/flDyY7KiogOGipKzYEAhEQFGRj/7jAarejUSghAUEKCkoLaysiop/6DLV1dHbu3KkgJz8+Ntbf3y8rI8vAwCAtJ7v0yb5t+zZ7RwcYDCbEzz8+Pl5WWiohJv746VM19Z/YaxoaGk9v76rKSs2F1wvy80WFhAyNjR8+frR0M6azZz29vRdZ7diYmOHh4d10dItJLAS/EQKwCic1NTWceuTUqVOpqamLjb0r/bNRKFR1VbWRgcGuXbv0DA2WFdltbW3379whI6f8e/qNYDAYOBERy6unhw5hLVG/xH8pKS5RX7iEfhSXxSekEBH9pakigAACCCCAABxQSNSzZw8ZGU6NjIyoqakqKCjuX+h3hEAgvn6+xT9+aGpqbd68GYPBdHZ1V1XV0tPtPnho/4aFtrzx8fHExMS0tNTdu3ffvn3n+vXri0cVjUZ3dnWXllY0t7RNTEzCF4J+cbw4NTXVYh7f3wjYr4eemJjCtXXiZd4yPBT9ORiNRtvY2j568njVzQry8xXk5K9cuVJSUuLr77esyF6Eu6tbTFQU7RZaCspNVjbWy4rsRWioqfX29MwjEGfOnJGVl1/1e/b39cnJyAwNDc/OzN5/+EBVTW3VtxodHeXj5qGnp6sor1BUUX746KciexElxcUyUtJXrlxOSPg6PDz89PkzewcHnEqb4DdCACQhIWFRol1ZWeni4qKhobHWcTE3Naurrb169SoPH+9KJjs4IHBqapqCYvVO3r+FMnv3zn379uImDPHx8RLiWHfM+fn5kpIKQqYAAQQQQAABqwIKg/4oLjt29DANDc21a9ejo6OlpaVxf+Lk4CQmItbSxv6PlpaWnm43Bo35kpBcUFTMcPrEyZPHN23a9Pbt25cvX2ZmZsQnxIeEhDx//vz69etkZGQwGGwPPd0eerre3r6amvrKqprxiUkkErllC+37t6/+nr/FPALxNTG1ra1jabffWoBCoXNzc2NjoxcuXFyryMax2nfu3vXx9vb09lqryIZAIPyCApkZGdlZ2amZGWsV2RAIRFpWlu3deyQS6eDktNZkYNv27dKysh/evtt/4ICCouJab0VNTS0uKcH+gU1YVGStIhvHarN9ZDM2NLp46dKPHz82UVISdCME/IUHDx5wcHAs/qetrW1FRcWyAwSDwVAotKG+QXZmpoKSkriUJPnPjY9IJNLEyCgmJoaSkvLvRmMvAgaDXTzPhCOtv379unPHzmPHjmHjVavr+gcGCIoRAggggAACVgUUCu3r66+sqoVAIKysrNU11c0tzYt/ZWNju3/vnqq6Kk6KvWcP3ZtXTxHz83HxSV7eAbl5hUNDwyQkJA8eMOvr6YuICOfm5iirKPn5+/b29uLeYceO7Xfu3ODhYb939+auXTvgcDgV1aa/5z8aaipi7Ho1vmfKxPgYFArr6OgIDQlZaxszE9P2trbwyIjkpKSamppVt8G5ixw6ctjL19fN2aXvz0O3DJ0dHXxc3Owcn6RlZeysbab+VM8vw/eiIgU5eXVNjVu3buloak1PT6+6WXZWlpGB4eeoKDIy8sjPEWt9f3tb24T4hOi4WFJS0rGxMSpqGoKvHwF/gYqKysHB4f2fxtiDg4MmJiaIhZ5ZHHCni7WlZXZmlrmV5fETx1cePnNTs7ycXHVNDezl97c8ukgUag/97n37sC2PMzMziYmJr9+8xtrXz85VVFSh0WhCnU0AAQQQQMCqwMk5SkrLcSbNL56/WPTVnp2dhUAgL1++evn8hbaOVkdHOwQC2b5925vXz+h27+ofHEpLzwoKiUhMSusfGIDBYCdOnNTR0ZUQl5ycmFyQbpu3t7f/EV5ITn750vmPbKz37t782zJWOCcWPDfGYDBjY6MwGOzGzZtfYuNCg4NXbmNtaRn/5YuOvt758+c5ubg93d1rqqtXfqiwoBAJKamcvPyNmzfuP7hvZWE5MDCwbLP29jYRQaHTZ868ff/+xcuXBw4dtLOxnZ2ZWbZZSUmJlLjE3Xt3uXh4ZOTlkEikvq4ezqVxKXIX0tflFOSvXL3CLyhQXlYW+7OLHw7Ojk7BQcHGZqZnGBjOMDIgkcil/tyEPkgCsKCkpPTw8GBj+8MeOzAw8OvXr3+cIjAoBgKxMrfIzMy0trM9dnx5kY1EIg309HOysy1trBkYGf+entMYDIaYiIiJiQHXcZyfn09FvenE8RMLhvkt7R1d+Kx/EUAAAQQQ8K8FDAbr7e2rrMSyrbdv3+7v76+pwZaDGAykobEZhUI9efL0w/sPWtrajY2NEAhk69Ytb14/2793DwYDGRsbLywq8fULjY6Ob2ltR6FQhw8fFhERNTIypqOjNzQ00NfXzy/Ix30QORnZvr30S6kfnNXsUkD+ORgdGUaj0Q+YH+gZ6Ed8jnC0d1j6Vwsz88jPEYHBwTjjr+MnjvPw8lmYmaelpi5uMzU1zcHOvnHDBgdnJ5yJ8O27d588e6ogI9tQX7+4WWdHh5iwCAMTk6aONtmCrvX9hw979+1VUVLu6+tb3Ox7UZGokNCLVy/VNTVxbalautooFFJRVm5oaGhxs+ysLCkJSUMTE5xchJqaWk5RoaCgwNrSaun3t7e18/Px9vb1wS2PT05MolAo6oUkSBwIdTYBf4CcnNzJyenNmze4S1pfX396ehoOg8Fg8P7e3qamJhMz06PHji47XkWFhabGJt9yc82tLA8eOjS3dmjT/y3QaPTOHdsOH8a2P2I7gmNjXr96DYVCUSjU9+LS/+tvRwABBBBAwD8AMBispLRianqagoKCmZk5/PNnXPTjzPRMQcEPCARy585dHh4eI2Oj6oUSnIaG+uWLR/v37UGj0ERE8Pn5+fLK6vDPMWHh0dU19Ugkipqa+v279zY2tucvnI+OjpKUkkxNTZmZ+UnDgEaj7R3sHj16dP/+vbv37iz8u/vo8UNxcbHs7Cx8vnZra6uDg72qmqqLq0t3dzc+Q/r7+93cXNXUVL19vJc5UgMBg8GMjY5gHcTp6ffs3auqrubj5Wluaor7q6mxSVxsbEBI0M5df2myT5w8wc3DLS8j+2XB7A+NRosICpKSkFjZ2iztCrt569aVa9e4OTibFmY17W3tIkJCjIxMahrqOEINB9Z370hISSRExXCSnpJiLJP99NkzJRWVxW02biTT0NLq7+8XFRYeH8cm96WlpEiKiRsaGz9a4i5CQUEhJSOTEB+v9WcPm7OjY0hQkJev76HDh3GvTExMwGCwpcJaQp1NwF+goqLy8vJiZWXFmkkXFrq4uBARE6HRaHJyciUV5eMrmOzUlFQFWbk9e+jtnRxxM7m/MaDnzjGRLFx7mZkZGzZsPHv2HAQCqa1r7O7p+xcG4RJAAAEEEAAKKBTaPzhUUYGtoZ89fdbf11deXg6BQI4dO1zf2JSeno1Go29cvyEsJGxqalpaiiVxqKioXr96evjIASQSCYVCiYiIEAhEQ2NLVHS8j29QcUnZ+PgEKSnpo4eP9PUMBPgFsrKy5BUUoqKjFj8Uq1cpKUlOTobBYZs30y782wyDwaOio549e7ZoMrgqUCiUi4vL5SuXLK0sE5MS1dTUbt26mZyc/OvdLC4uZmZmVlVT+/r1q5yc3JMnj+vq6tZxtkCh0OnpqYnxsc2bN+NSOM4wMNg5OUZ9jjA3MTUyMIyPi/MPCqSjo1828PrNmzZ2dlrq6mGhofy8fKRYJtt5ZVKHkIgwFw8PPw9vVmamrLQ0jsle5tBATExsZGKya/cuWWnp1OQUSTGxRSZ7KSgoKKztbOFQmISYeHhYmJKCoqGJ8TILwoU1iq1+gQHfi4q0NDTtbe38ff28fH2OHP2DgsRgMFNTU2RkZOTkZItDCOUFAT9h06ZNrq6uz58/h0AglpaW1dXVRERwCkpK+oUFnaXISEvX09ERFhP9xMm57097o78nUCj0rl07Dh/EfkkkEhEdE4ObS8zPI8rLK5EIBEGZTQABBBBAwG8BXXhaYCntqSkYDMbCwhocHITBYEhISC6cZ8r9VpCV/Q0CgVy4cEFGRsbWzqawsGChhiN//vTR0aOHkUisrnKh2oZDoZDevv74hJTg0IisnG9jY+NwOPz06dM6OrqSEpKonx21sWlxu3d6uHlGfI7A/Yv/Eh8cGExOTu7i6joxObHWFy4pKVHXVL9963Z8fEJiQmJ4WDgMDlNVU1mpbF7E9PS0hqbG8PBQUGDQ16+Jnh6ezS0tOrra61ivhsFgw0NDs7OzR48epSD/g+K9ePGSmZWlu5sbNowmNGT37t2rjr1x66aVjY2IoBBift7ByXGtpA5BYSHWd29ZX785dfqUto7OUiZ76dcws7CgoqISFBB4+PjRUiZ7KbZt3+7o4jw8NCTEx69rYPD4yZPVN9u2zcfPLyUpycnR0T84aJHJxiVMT01NbtiwgYyMUGcTsDZoaGh8fX1fvnzZ2dlpYGC4qAxbuk1qSqqGurqYuPiHPyXdOPwNC1YMBgODwc4ynSbdgPUxLSr6TkJMfObMGazbd3t7S2v7L7yBCCCAAAIIIGApYDDY4OBQ6UI85JUrV2ZmZ0tKiiEQyOFDB/fv25uVnZeUko5EIhnOMCgqKDo5OeKkHeTkZC+ePzp18vjSuHWsLhMO7+8fzMrK8/IOTEpO7+7GemgcPXqUhYVl2UIrBoOZ/llPcv7CxdOnT/f0dI+Njq71GyUmfp2anFRQUDx65OiWLVtu377Nw8NbUVHxC366qKgoNy9HWETk/v37W7duffnyJQ8PT0pKCo65BwIMBhsZGpienj524vhGsr8K5bzcPDo6OmoqqiD/gLVaKqenp328vO/eu9fe1paRlr7WR/T19pWVld2+c6fgW3572x/tpCvR2dk5Mjxy/Pix3JxcnHp+VVRUVIyNjl6+ciUsOHgxLXIlwsPCKCgo9u3b5+3pufT1ubnZycnJjQuE9l8HYa13IeDfDGpqand39wcPHsTGxtY3NMB/Tm/BMdli4uJv37/7n7Qh//8BGo3eto322NEjuP+MiY158vQpERERBoP5/r30n9VNQgABBBBAwP85YDBYeXnV+ARW7/Hq5cvQsFBs7jcJ8blzjCQkJIWFxWlp2WgU+tix4xoaWj6+PikLLX0bSEmfPL5/5vRJNPqvUhvHVcPh8OmZmYLCH8GhkVHR8a1tHSufTVAoFBcwvojR0ZHunu4tW7Zs2vRX190yUFFRsbCw7Nu3b/EV4oXH3y+efT9+/IDD4JcuXlx85eqVq3Nzc+XlZaAHCoVCDQ8PYzDoI0eOLNJw5qZmcbGxvgH+JuZmnz9/9vq5VP3LXURAEE5E5B8YaGBspKqsvDSYfRG9Pb2y0tJHDh8JDgt9+eY1x8ePbW1tKzdraWmRlZS6dft2QHDwzp07xYSEF7M5lyIzI0NCVFxDW8s/OGh6ZkZDRRXnJLMMzk5OQYFB7l6ePn6+hQUFWup/5Y3Mzs5OTU4R+GwC8MKWLVsCAwMfPHjQ3NKy9ILMysj8g8n+yLZ8WtnXZ2RgODeHV0bU/zdgMJCzTAwbFsjs7z++z83N3bxxEwKBNC7YjBCU2QQQQAABBAABBoMNDY+ULVDat27dRqPQOTk5WB76yKG9e+gwGEzR9+KExJT5ecSBAwc0NbSCg4PiFspE0oVS+9zZMys5KZx0e2ZmtqKyJjAoPO5L0rK/zszMJCUnJSTEJyTEx8fHh4aFiouL9ff3S0pILXWRWwYREVFvLx9aWlrcfzY2Nvr7+x89evTwErXDMnR2dmzYsHHHjr8aE3fv3g2Hwzs7O4GOEhQKnZ2dGRkZ2ryZdjE709TYJCY6OiA4aNfu3RcuXvTy9fkSE+vm6rp04PT0NOdHdkpKSgcnRxJSkus3btg7OWqoqn2NT1i6WW9vr5yMDCMjo5yiAgwGExYR4ebl4fr4aVmp3dTUKC0h+fDRI1FxMSoqKndPj7379grxCywrtTPS02UkpYxMjR8wM9PQ0Lh5uJORkysrKE5O/KTJcbCzC/Dz9/H3o9+zZ8vWrQHBwSUlJapKyri/zszMTkxOkpGRURD4bALwwZYtW6ytrbds2YJEIBcL59SUZFExsZVMdm9vr7SE1OTEBDk5+d+H0kZhyewtx45iE+MxGEhYWBjLGxacF2FZeeX8PEGZTQABBBBAADCgUGhZedX4OLYIY2V9GxkZgcshv3TxPBERERQGKy6pSExKQyAQe/bs0dPV/fIlLjIyEpvCTUR0/97tC+eZMAtY9rYwGFa6jUKhevv6IZC//gqHw0eGR6WlpVhYWVhYWVjfsnz48P7z5whGRsaHD5f36i0FjizHUcvBwcHPnz/r7unW1tLZuUbmIgaDmZmZIYLDSUhIFl8kISHBMe5AhwgGg01PTw8O9O/cuRPXKWhmapYQ/yUwOAjXE4lTyBiaGH2JjV1ktXFMNhkFhYW11aKq8/KVKw7Ozhpqaousdm9Pj6yUDBMTk4yc7CK1JyAk9P4j26cPbO1/ltotLS3y0rL3HjwQFhP941vB4dZ2dnT0dGLCIouldmZGhoykpKGJ8aImm3LTJh19PSgUqqaiOjPzB6vt4uQUGhLqFxCwuD5AQ0Pj6eNdUV6OY7WnJqcGBwY2UVJS09D8dRyAjhoB/zbs2LHj9MlTcDgcisuD1NOvram9c+/uss16e3ulxMT379+npaONwfyNlBhQCISJ8TSuI6G0tBiJQJw/fx47X+/qaWxsgcMJ5z8BBBBAAAGQ9SiPR0Z/FGMly+fPnycmJioowLY87tlDd+TwQdSCi19pWWVcXOLs7NzOnbv0dPVSU1ODggJxDhjMD25fuYx9GK1KS0GhUBgMtvQPKBRqy1Zafz//nJzcrKzs7OyclJRUHl6ejIxMFxeX337boqKiV69e8fBy79u/LzoqGmfguyqgUCgJCQkShVqaVYdAINAYzAZS7LIwEEaHhybHxzdu3EhKSmpuahaLZbKD6eh/chc5euy4mYVFbHSMp7vH+Pg41ycOSkoKR2enZSKZy1cu2zliWe2kxMThoSE5GdmzZ5nkFBWIfm58FBET5eTi4mT/1NnR2dbWhmOyJaUkl25DRkbm5uGxc9cuYQGBjo6O7KwsGUkpQxOTR49/ioWnoKDQNzSEExGpKCpOTU05OTj6+/n7+vvv279vGSPpGxhQUlKio6U9NjY6PDxMu2ULzuQbB0IHGAG/Ai4l8a88yCxsGM2OHTuWbtPb2yshKrZ3314NLc3BwcG/j+IZjUbT0m4+eeIPw53YuNgHDx6QLtwpfvwoRSCQuAB2AggggAACCAAFDAarqq5hZDxJQ039/gObl5fXjRs3iIjgZ8+eaW5pQyAQRETwqupaNATy5PH9LVu26Orq6hvozc7N8XDzQKHQ2zevw2FEefmFaDR6dQUjZoErwv1fDIYY28HPsFTvcfDAgdS0lPyCfBQK9YuotdDQUBlZ6c00mz09vV6+eLnUCmNV7NixY25udmliy8DAAAqB3L59O9DxwUAg3d2dJCQkfX197O8/YCCQoJDgRSZ7KQ4fOWJiZqqhphYSFHTk6BEzS8tV/QkuX7ns6u4uLytLSkr6+MkTMQnxVUWqAsJCUBiMk52dnJz86bNni0z2UsBgMFt7OwU5eU72T4j5eRMzswcPmVduRk5Brquvp6+rx/r6DRQK9Q8M3Ltv78rNaGhovP18RYWEszIzSEhI6Ojpfvqs3x0oAv7tWJYHuSx0vbenR0pMfO++vXoGBhvJyJAoFORvAzQazchwCue4WVNb09fX9/Ah1nC+rb2zuaWNQGYTQAABBBCwbsBgsNHRsZKSCgwGw8TIRLuZNj4hHgKB7N+39+DBfaiFpyGciKi6ujYmNmFqamrz5s26Ono1NTUuLs5YIyw47Natq7duXoXD4aux2qvw3DhbwEWQk1Ns3bJtYnx8Kfe8DIVFhdIykvfu3svMzGT7wPbbIhsCgTAxMSEQCJyJyh9vUlgIJ4KfPo316cIfaBSqp7OTmITk9Jkz9fX1D5iZd9P9VIAuxd59+zZvpkVj0C9evVrGZC/Fbno6Biam0bGxO/fuLmOyl+I+8wO6PfRwOJz13XKN6yLIyMg4ODj6+3oPHjp45drVtTajoKA4cvTI0NDQA2bmVYtsHCg3bbp67drAwCAREdGBA38k4uFAqLMJ+A1+kQc5OzujraFJv2ePjp7eWt6W/1dAo9GbN9MsktlBQUGvXmIDINFodFlZ5ezs7N+qWZMAAggggIB/HGAwWEVF9ciCrR4Ly5uvX79OTWOt9y5eOEtKSoqrnomIiOrrm2LiEicmJikoKLQ0tTo7O23tbHDvcOXyhTu3r8Ph8OVLwdihv+l0gi+oqOfm5n7RExUYEACFwoSEhWdn59oX0dG+6KQxNjbm4OgQEBgwPz+Pe+Xy5SsnT5x093BvbGxEoVDl5WW+fj7nzp5jYmICOjJjoyOTUxNTU1O9PT0h4WF1tbV2NrarboxG/z/2zgIuir37/9t0CAZggIogKQ2iAoJI2gEqSkp3d3eDlIKBgd1iYYBYCCiCotLdHQtszf+1O7p3XeLq1fv733ufeT88zyPD2ZnvxM6cOd9zPodkaW6BwWByTp4sfPr0eXHxjGYtzc0WpqZ8fHynz545e+Zs9Udyt6DpfKquNjcx1dLW9vT1SYiL6yFnus9A4dOndrY2yUeOyMjIeLl7DA4Ozmh2NDPz/Lm8C5cvMTExZs+SogMAgK+X14vnz8UlJCi5Q9/1G4H8bIg/gUgkztYPsvhZMQMTY1BoyPQuTf/fAQBgjaQYGxsbDAar/lQ9PDSkrEx+Ye3q6v5cUzfHFBsEBAQEBMSPAIfDR0ZHy8rJgnfi4hLzuOY9KyqCwWB8vLyiIsJgSBt0tWtrG27cvDs8PMzCwhIQEDgyPBwXH4endElTVJDdvEkNg0HPkXVJaYAyTmfAyMjIwc5eU1vT0NAw46ewWOyrV6862jtVVVWWLlsisJxfYDk/vwD/qlWChUWFoE3/QH9AoH9qagrVz+bk5AwJCR3oH1BVU9HR1d6kuQkAgNDQUNqc4z8FgUC0t7WOj40JCwufPJ0rLSMTGhFeUfHuSEoq3VsBFos1PmCExqCjYmP4+fkdnZ3v3skvKiQfRlpaW1ttrW1kZGRdXF2EhIVNTE2O5+RMVwH/UFVlZ2Orr6+//8ABZWVlbT3dpMSE6U15nj556urkHB4Zqbl5s5Orq8Dy5T6eXkPTZMjTj6TlnsrNyMpcsWLFYSurqcnJnGPH6MY/OTnp4erW1NQcn5Q4ODAAh8OXQ/FsiJ8CAIDZ+kFGhIUrr1v3D3SySSTSPE4OCTFR8Nf8/PwNKirgOMvfVU5BwWwICAgIiN8BAoH49Kmmj5LNfPDAwZs3b+BxOAQCLiMjSau+hUajGpuab96+Pzg0hMFgvL19iERiTGw0mPIhLS2ppamOwWBoPWnadjZOjs7nzuXRBUoZGRnDw8MzM7I4OGbWz0aj0ZFRUZcvX75w/uLFCxcvXbxE/rl0KS/vvJSUFGizaNGis6fPxsbE0WZrgN0zDh08xM0939ra5tbNW0pKa3/8mMDhcDwe39neSiAQbGxtQW2TBQsWRMfGvn37NjgwkOrTk0gkWytrNAadnJoKzoovWrTIycX58sWLmekZ1BW2tLTYWFrKyMr4BvijKUIoomJihy0P+3p9p6v9qbraxdFJW1vbxd0NnLJWVVVV19BwsLWl7U1T+LSQLOFHoy7i4ua6fMVyBzt7WrG/Y1lHL+TlnTqTu0qI3H8DiURa2dqOjY05OTiOj49/O0dAgK9fQ0NDypFUbm7uzs5Odg4OqooiCFQHCfHnzNgPMjgw0NHJiU7gD4FAEAgEzE8XJf9mSCSSuLgoBydZUrS5uamuttbJ0QkMZtfW1kOa2RAQEBAQvwUEAjEyMlL+tlJTQ01QUFBw1apr168ZGBjy8fKsXr2qvLyCWtKHRqObm1uv38jfukVnPjeXt6d3UkpieHi4p6cnCwuLpKQYCo26f//xBCWjgzZtBA6Hy8rKTt80ZbmcrCxZt2RG0Gi0hrrG3ONnYWbR1dWbvlxaWkZaWubnjgXNwMZGR9rbWpYsXSoj98fIFyxYEBQcfOjAgakpXEhYKAwGWJiaI5CIjKPHaL38RTw8ljbWro5Ok5OTLm6uba1tdlbWMjIyAUFBtG3VV4uIODo7OTs4IhAIbR2dqqoqZwcHPX19V3d32sFobt7c1Nhoesj45OlcQUHBwidPXZ1domKjtWjURVAolJePj81hK1tLq6zsY8v4+TPS0k6eOHn+4gXatupoNNrU3NzVydne1jblyBEmJiYfT6/m5uaUtCN8fHxVVVUTExOCgoJ0+eVQ3gjETzNbP0iyPOe5vPFxLOL/a+oziQSws7OtkRQDfz2Xl6erq0eWAgVgFZUfsNgJyM+GgICAgPhdIJHIjx8/9fcPwGCw7du2Fz17NjxMzkCQk5FiYWGmTTNAoVDt7Z03b93r7e2DwWHOTi4LFy0MDQsF46OiIsL6epuZmZiIRHJgC4H4hxYR/enA4HB4f1/v4OCgoKDgypUraf8ksFwg99zZ0pKSyIhIWysbEomYnJo6vfBRUlIyPinx4YP74aFh3h4e0rKyvv7+tE42iKqaWkrakZCg4JMnToQEBm3W0qZzskEOW1nt27/f1srq+rVr3p6eUTFR1Eg2LQkpScuWLfPx8o4MC7+Qd/5Y9jFaJxuEg4MjPoksh+Lp7h7kH9Da2pp8JHUpRamwrbV1cnJy6bJltNLjkJ8N8dM8fvR4tn6Qr1+9elZUxMbG9uN9aoC/ARKJKCkhyslJnkerq6vraG9X26hGblfZ0/vx4xcYDD73x6FrAgICAgLix4HD4ePj2NJSskCHoKCgAD//g4fkbo4LF86XlBAjfj8bjEKhOjq7rl3P7+zqhsPhdrZ2QquEAoMCwTo8ISHBbdt02dhYCQT82Dh24teYmpqaPtqpqanOrs6xsbHpfyKRACwWOzo6isV+t2nsOJZEIuFwuLGx8YmJyfHxCRKRNEc8DQBgTY31cDh8o/rG6dVQy5cvT0k7kpWeXln5Pj4paR5NSxdapKSl3T09M44cmZicDAoNZpxFa0FFVdXRycnJzn7BggVePl/7Mk7H1t5Ocs2a/QaGZhbmtJFsWpiZmbNyspuamhITEnwDAqRnmkMAVfzCIyPfV1TcuH49JCx08eLF4PLWlpaJiYlly5bRiRJCeSMQP8HTJ09Cg4OmR7JBFe2c7Oz1KiqtbW0/7qtiMOjfq/tBIgHkzGzxr5nZRc+KlJSUONjJPnf1py94PJ6J6U+SWogEIt1tEQICAgICYg4QCMSXmjpZmTWLeBYePHgoIDBAV0eXlZVVWkryY/XnsbFx2nlUFBLZ29d369Y9fX2txXy85ubmZ86eCQoKDA4O4eLiWrGcf+cOvXv3H1+4dI3ssf1C8AeOgLMwM61YISAqupq2ywwehz979kxjY9OOHTukpaXBthIgAABraW3/8OHT+Pg4AJBD9SQSkY+XZ9MmcriqoqLqS00dHA4fGhqebWYYDodjsWMdra1sbGzq6uozJnYmJSTq6et3dLSnpqSEhYfPqJbd2dl55vTpQ6amH6oqs9Iy7BwdZtxcY2PjzRs37BwdXr98de/uPR3dmX3okpKSstIyDy/PixcurNuwQUzs64w3HceyjrKzs23ZuvVYVpaYmOj0yrSvZplZkpJriERiXEzskYx0UC2xta1tcnKSTjybfECgAB7EHPT19Rns2Ts4MHAr/059Xb2/r+9hK8tDxsYz9oNcsXKl0aGDe3fvRqEZ9hgeRKHRc19dRBLJwtSIi2vmd9m/DKVv7dcv7eTkJAMDA+jK4/H4H4lWFxW/fPnyDQYzqzAnBAQEBAQEHQQCQUZaUkd7EwKByDqahUKhLMwtyPGpwufPX7ye7koSiUROTo6t+trLlpE9sytXrjwtfBLgHwh2gmtr67h+I39gcOhXWj1QHnkAAoHg5p63RlJcWEiQ+sDFYrEfPny4evUKHo/fsEFFQ0ODnZ2d6gcPDY9UVVV//lLb1dUDAMAWvc2ysuS6yYmJiaJnL0vL3iEozLhRFApV/eH944f3eHl579zNX7BwIe1fsVis1eHDSAQyM/toV0entaWVrp6uvaMjXdib3Fbd2UVGVsbd07OqstLPx3fLli2Hra3otlVfV+fq7KKjq2tta1P8rNjZwSEiOoqurSNZ/7ukxM7GNiw8TFtX92hWVu7JU8dPnZwuoZaelnbmVO7JM6eFhYUd7ezHx8YSU1Lmfe+i4HC4yLDw1tbW+MREBBLh6+WFQqEioqNZWVkPW1jk375z6nTuZi0t2o9A+dkQfwIcTv7aFDx4COZkz+hkO9jaLeVfFhgcxMbO/lP9IDEY9G//ob2dMTIyUuPlaPQPfRw5y70DAgICAgJiNpBIZPWnmu4esoTcFv0t5WVlfX195PyHNeKcHBzTn4xIJHJoaPjWnQdNza0wGGz37t2bN2sFBAa0t7fDYLAlS/j27N66cOF80PKvgUIhUSgUAoHo7x969LjowqXrjx4X9fWRpVGYmZkVFBRiYmKNjU0aGuvdPdyOH8/p6SFLTSMQCK55nKoqygf27d62VVtOTkpkNVlwAwaDMTExbdbcqLlpIwqFmnHiF1QaaWlqRKPQ4+PjQf4BWIqgOK26CEAiHUlPY2JkWr5ixcnTuc+Li1NTvqqJg3R2dro4OcvIyjq5usJgMAlJybjEhPw7d04eP05r1tjY6OHqprlZ09rWBgaDbVDZkJ6VGeDjey+f3C2ISsnrEhtLq7CIcG1KTraVtbXRQSMzY2M6TcBjWVlnT5/JOXlCREQEgUCQW1/z8Xm6uw8MkNPuqUSGRzQ1NcXEx83jmsfBwREbH49AogL8/Ds7Onq6e7i4uOYvWEB3TCCXAuJPQCCQfX19OceOWdlYT8/J7qZEsqn9IKlyoT8INJ0CAQEBAfEfAA6HT05OvnnzFgBgixcvlpCUvHnrJiWdl1NKSnzG2VQkEjk8PHzj5t36hkYYDLZt67Y9u3cHBQeB6nI8PIt27dzCs2jhzz5YZ5vmHRgYel1Slnvm4u38By0tbaDrv2bNGjdX9/DwCBKJFBDon5iU+P79+2+tEFmk1kjo6Wgys/zRRRKBQCgpym7bqsNBTiKnHxg5pWRwsLmpYeGihddv3cTh8TaWlmAuOFkn++AhGAyWlZ3N9i12zsfHl5ya+qK4ODkxEdzNrs5ON2cXOTk5d08P9LeombCwcHxS4u2bt6idYurq6pwdHLW0te0dHalbV1q79khmhr+P74N798Alb0pK7G1twiMjaYPctvb2JqZmZoeMP336BC7JSEs7kZNz4tRJsNEMJQiIiYqJXrhoobuL6+AAOXUeh8MFBQS0trTEJyXOnz//W2N21vDICAwGbW9j29TUxMPLQ6e9CPnZED8EkUAwNTPbM61/KSWSbb+U/5/YDxICAgICAuL/EgQCWVff2N7eAYPB9u/b/+rVS7BDypo14vPmzRDSBt3WsbGxO/kPa+vIvWY2b9YyOmAUEhJcU1NDrqRcMH/HDn1eXp7pHu1fAIlEIJHIqampioqqi5dvXL12u6a2HvRuFy5YePiwZWxsnAA/f25urpeX55s3b0CVa0o29hBd3eRq4VXbt+vzLFpA1woeDoe3tzWPjo5KSUutWrUqNT2NRAKcHRwHBgYcbO0okex0un43i5csSU1Le/H8RWZGRnNTk5uLCyWS7UI3eMFVq6JiY/Lv5OeePNXY2Ojp5q65ebMVJZJNi9LatelHM/19/QoeFrwtL6dEsiN09OjVRaxsrPcbGZkbm9TV1Z3IOU6JZJ8UEf1a2UUlMDiYh4fH29Ozq6srJiqqpak5Nj6e6mSDsLCwBAYFzV+4oL2tbcmSpXR/hfKzIX40P/vK9Wsrvm9x1N3VbWdjvWTJ0qjYGKqT3djYqKulhWFg+sH8bBtLE25uroGBgdt3bpO/xmA2GQyGRqG5uLlWrlgpJSX1IzJ8WCz28+fPU1NTvDw8AsuX/8h5HRoeqq2pJQGkVYKCXFx/qMo/eVpc/Pw1lJ8NAQEBAfGzEAgECQnRLfraSATi7Nmz/f19Tk7OZD2ukrKCR4UzFvyBCRWMjAy62poiIuQMjVevXuXkZDu7uEiIk8Org4NDt+48aG1t+42djAEAIBJJKBSSl5dHRlpixYrlrN+C1lNTU+Xl5VevXUHAESoqqgoKCjY21jU1NREREVu2bKV9Ig8NDd9/8Ki2rhGJRFJSNOFEIuHGlfOdnR25p3M3aWqCG3Kwtbubn6+trR2XlDhbY7uOjg4bS6vqjx9t7e1c3NxmG3ZjQ4O9jW11dXVAUKCZBTn9fUZK37yxt7WbmpyMT0zctJk8jBk5fSo3Mjycl4/36LFjQqtXz2YW6B9w6sQJzc2b4xITuLi4ZrRJTEiIioh09/CYrnkC6Y1A/BB0L+JdXV2Otnb8/AKBIcG/Hslub293dXMd6BtgYv4qokkikfB4PBcXt7W1la+P39ybuJN/JzExsaaGLCfCzsZhZHTA3d1j7i6Vz4qf+fn51dbWAAAguHJlUHDIZs3Nv7gXEBAQEBD/4yCRyC9f6mRlupYu4dPR0fHz82lvb1+8eLGY6OqK9x/6+gZmrGtEIBCTk1N37z8CAEBUVHjt2rUYDCYhId7RwUlGRmbePM6d23Rv3rnf2Ng8m6f+s8DhcBSK7LW3tXW0t3csWrRQXFRYXFyUlZWFgYFBmcK7d2+fFhbmns4tKHg4Nobdt3/fnj17fXx8Vgt/dUk5OTm2bdV99KS4svID2aFEo5ob63p7uiUkxBUUFakbmr9gATMzMxsH+xyPcm5u7lVCqxBwONg8cjY4581bsXIlnkAQnt0tJptxcYmJi09NTS1f+V18cNpGuVhZWdlY2Vi/5bHMyGqR1aKiokuXLp3Dr3j79i0ajZaTn6FnEJSfDfHTdHd1O9k7LOPnD4+KpGv3CvaD/NkVIhAIFBJlbGLc29MH/vT3DbyvqJSXl4+KinpIESKdjecvXpiamZJIxJTklFMnc9dvWBcRGZGUlDhHOWZNTc3hwxZDQ4PJSSnpaRk4PN7c3KyysvJnhw0BAQEBAUELHA7H4XBv3pSTSCRubu4NG1QuX7kEg8HY2FhlpdfAZ/e5KK725J27D99TfFZZWVkPd8/09PSXL1+SP87Otn2rrtAqwV/P1aYDiSQrh3R1dT9+Wnzi1LmnhcVd3T3UlpCuLq64qamxMSwKTU44OZ17Wk1NNTY2BizxBCsj9XU3q2xQRqNQuKmp2i+fpiYnd+7cBaqXTE3hPNzcsOPjJWWlcDjc3cV1ktLtko7x8fGkhARlZeWz5/Oam5ovXbw441C7u7tjo6IN9+87f/HC3Tt3igoLZzT7/Onz0YxMT2+v4JDgzLR0ahI2HeRONEePXb99y8TMzM7aprm5eUazSxcvtja3XLt1U0JSMj42jtpxnZaRkZHqj9WsrKwzygVCfjbEz0HJybZdunTpjDnZv9IPEo1Gs9AgLi7uYO8AAMDbd2Tx/9nIO3cWDoNlZWTt2rVbR0cnMyNr3bp1ly5f6h/on/Uj58/19vYmJ6cYGhru3r077Uj6+Ph47uncvzBmCAgICAgIWpBIZGNTc0tLGwwG27Fj5+dPn0EfTkJCZMF87jkcZQQCgccTHjx8+q6iCgaDiYmJeXl55RzPfvasCKxK3KK/WVhY8C8Es/4UJMXdHhsbf/6i5MLF63fuPmzv6ASzPnp7+1AoFAFPJBEBOALW09Pj5e29deuWO/l3wM/C4bAN65V0dTVxkxMN9XUCy5dv0iLPD5NIpEB/fwKeEBoexsLKGhIWBkfAA/386MY/Ojp6JDll+fIVO3fvZmFltXd0qK+tu3zx0h995yn09PSkJCVpam1et3499/z5Dk7O9+7effbsGd2OfPr0KfvYUVNzs9WrV68SEjKzsDiRc7yqinw8ably6dLFC+fBVo47d+/aY7DX0c6+paWFzuzypUs1n7/YOTowMzPv2r1bUFAwLSWVztUGACArI6Onu1tYWJiDk3P6sYX8bIi/EskOi4xgYf1uAoVAwMdERd26ffun+kHODdifkWlaR1YqeDy+q6tLVVWVX0AAXMLIyLh8+YqBgcEZm12B753Pip6JiIgoKSqBSyQkJBQVFIuKioaGyJ1yISAgICAgfk14ZKq0vIJIJDEzM+vo6J7LOweQAEZGRnk5mbk/i0DACQTC/QePS8veUdpDCgUFBp09d/b+A7KABjMz8xY9LUkJUbAx+2+HkkyCGh8fLyt7977yI4lEgsPhBQUF9+/fd3F1Wb9+HQcHJ0AiO8CvXr3evXvXoUMHP1VXg58VE13NzcU2Njqirq6+YvlyAAAS4uLhMFhsQjzYypGBgSE+MXFqCmdlcZjaqLK+vn6/gQHXfG6DfYbgEhZWVidXlyePH4cEBRO/eeT1dfXJCYnaOjrqGhrgEh5eHjcPj5TEpJTkZOr4y8vKjmUdNTU3p8aVRcVETc1M7W1s79/9qkACg8EKHhZcvXI1KSVl+bdqrv0HDuw7sN/YyKihvh5cgh0fd7R3ePr4sZuXx9fCTTjMYJ/h/AULTA4eoobzh4aGjmYdffH8BQAAEmvWTG8gD/nZED8KBoPp7em1s7FZunTJjJHshNj4J48f+/r6YjCYv+Zl4/H4P7q8YrGfPn3KOpq5aNEidfWv36vpIJHIqKjomOhY6sXd09NTXl6+dOlSTo4ZXithMNjw8HBbe5uAwHJqohUTE9Py5ct7e3t6er9OlkFAQEBAQPxlkEhkXV1DSys5pK2hodHa2lrfQHbgVguv4uPjnTv3Aw6HkwDg8ZNnJW/KYTAYP79AUGDw9WvX79whx48ZGRm1tTTWSIoSCIS/SRgXDoezsbNLiIuCJY+srKwaGhqJCYl37967c/tOYmKCxiZ1Dk52HA535sxZDc1NMTHRY2OjMBjs/r17MDh8647t5NpHOzsAAELDw9DoP5q+weHwyJho3NSUmzNZTqS+rs7IcN8yfn6jgwdpB8DMzOzl4/Pxw4fUZLKu9udPn62trERERVRUVWnNFixYEBIW+vTxk+PZ2TAY7OWLF4fNzPft3ycuLk5rJiomFhUbE+Dnd+8uWVc759ixSxcvJKUk00kmGO7bt3vPXpODxq2trSQSydnR8W1ZmaePDxPjd96O4T5DQUFBH0/PoaGh8bFxH0+v2i9fVouIYLFYUVHRGftbQ3WQEH8OEolsa2nNSE/n5eUNDgubFskmxEZFv3z5Mj0zk5mZmUDAY5A/fV1hMOhLly4+eHCfus7h4WEkEpmYkKSgoDDbpxAIhLCwMPXX0rJSP1/fxsaGY0ePzZs3c5vJiYmJ8fFxauMr8JvPzsExNTU1Y94VBAQEBATEz0IkEktKypYtXczKyqqro3vh4gV/P38mJkY52TX53eQmizP6ZF8fbXA4iUR69LgITyAoK8kvXrw4PDwiJDR4fHzcwMCAgYFBW0sDjcGUl1eAj7Dfe3ZIJJKoiNDSJXx0y9nY2NZRcHBwbGtvu3/v3pOnT8vKSr29fY6fOG5gYFjz5YuIiEjGkbTcEyeJRIKDkyOGpqM7CAsLS+65sxamZo529p8+Va+RloqNjwf7ltMisFwg+cgRTzf3AF+/qqoqXV0do0Nk7W06xCUkEpISfb192ts7Cp8+DY+KpNZf0qKsrJyWmenl4VHy+vWzwqKs7GM8M1Vb2jnYo9FoB1u7hQsX1tXVZ584LvBtqvyP8bOyRsXGBPkHeHt4kkUSJycDg4OcHJ3mz5+/cuXKGY8nlDcC8ScgkQgsFhsaEsLLxxcdF0unfAmDweJj44qLi+OTEgVXrZqiyG3+BYgkkpiomKODox0Ze0cHxz279zAyMubn53d/q8mYg+6uLl8/Hz09vbr6uqNHj+3ZQy/1TQscDqcLAwCU2bG/NnIICAgICAg6EAhES2t7QyM5M1tbW7urs7OakmIhslqIl3fRnzZOhlN49uzV8xclAAkgx26DQ56/eH7u3FmwnEljo4q8vAyRRPrtUW0EAkEiEqs/fenu7p2cnKJE37/bBAqFEuAXsLa2uXTx0sMHBVevXZWRkQkPC0ehUOGREQ319deuXvXy9plNXQSBQLi6u53PyxsdGYuKiZlNxIOPj8/R2enkiROMjIwubm6zPaNXCgoaGBrGxcRIrJHU1dObbacUlRTl5OVjo2IM9u0TognP0WFpbdXb23v1ypWg0JDpctpUXD3ca758KSosDAkPJwFATU0N3+LF/AL8MxpD8WyIPwUxNDi4efPm0LAwJmamGSPZyUdSaePKfwEigSgtI+Pj40tdAgCAl5dnXEJ8RcU7LS2tOT5bWFTo6OjY3dVtZmrm6OjAx7d4DmMWFmY2NvaBgQFqOIFEIg0MDjAxMXGwf6edAgEBAQEB8SvCI2Vl75YLLEOj0Tt27MjLOxccHIJGoxUVZDs6un5kDQAAPCt+SSAQVDYoc3PPj4qMCgkhR7UtD1uh0ahN6ioMGMyLlyVzR8f/wsgrq6orq6qRSCQajeLgYOfmmsfNxcXJxcnGSlYpYGVhpuZqClJgxDAWPS5UWrv2RE6OkrKy4f79locP5545vWTp0unrb2psdLSzNzM37+3tDfD1TUhOZpgW9gZTtxPi4h2cnGpqviQlJDo6OSJn0jQse1OaGJ+QnJpaVFSUlZEJ9mCfTmZ6RlVl5flLFyMjIgQE+LVo2kNSwWKxbs4uvLy8mps1o8IjBAQE+PlncJ2xWGxkeISkpCQHJ2dsdLSa+sbO9g5xcXE+PvoZABDIz4b4E0gkIhc3t4WlJZ2TTRZmj4svLi5OSk35RSf724a+e7+Hw+EyMjIIOLy//2vBwYyUlZUdOnRw1Sqh3FOnpKX/pMSEovc5T0BAoKGhfnh4mJNSGjw+Pl5bW8vHx7dw4YJf3wsICAgICIhvwiMtjY0tq1atWL9+/Y1bN6urqyUlJVeuXM7Pv7SxsflP+87A4XAEAvG6pJREJG3cuJ6VlTUwMCgiIjw9M93O1g6BQGxYr4RAwJ89fwUDfn8CCYECFjvR0dFFkSUgl3KysjCzsLAwMzNxcnJwcc2bP58bg0alp6VhMJh3b9+u37A+PDKCkZFxbGx0v+G+i5cv8X7vfdbX15seMpaWkQ4KDUUiEeYmJm7OLilpR+gORWNjo4er20b1jQ5OTp2dnc4OjgAAuLrT96958+aNzWHL8KhIHV3dDaoqHq5uKDTK4vBhOrPsY8fO5+WdOnN6xYoVbOxs7i6uJADQ0f2uSSSJRHJ3ca358uXo8RyyrkjqkYP79589f56uj/rExERIYODQ8HBCYiITM3N4aFhsdAwShRQRFZntMEJ5IxB/AgAAGAxmeiQ7Iiz88eNHyUdSV88pF/8rYBgY4HDY5OTXwuTpEInEpKREDg7OUydndbK7urpKy0rB5rdgcthmTc3amtqHBQ/AJcXFz0pLS7U2a7Gysv09+wEBAQEB8b8IiUR6/aYMTyAwMDDu2rnrwoXz5EcbGi0vK43+s5bJIGCfxVclpQ8fFeJwODY2tvDw8J6enrj4OAKBQHG1127aqIpAIH57AgmYu4JAkLu1o1AoNBpNIBAGh4Zb2to/fa4teVP+sODppcs3HB2cK99XTE5OamzSSE1LA0Pd3r6++lu27DcwbGttpa6wqbHRzNhEWlo6JjaWmZmJgYHh9LlzIyMjdtY2VAUSUF3ExdFJU2uzg5MTDAbj5eVNTEl+/fpVUkICrSZg6Zs3dtY2oZERoMcsJCSUmJyUf/tOVkYG7V5kpqfnnjiZe/YM2NNaXUMjPjnJx9Prwb0/FEiwWKydtXV9Xd3RnGxBQUEYDGbv6HDAyOjQ/gO0utpYLDbQz39waCgpJYWVjQ2JRAYGB2EwGDgcLj9HIdlvOh0Q/2UAAKALNifExT8vLo5PTKSLZKNQqL/wTSeRSFgsdgpH70+zsbISCUBrG7n4d8YPdnR0FD8vbu9oNzE11tBQV9fYqK6xUU1N1dDQoKOjHbS5dOnipk0a+fn51E8ZGu4TExN3dnYOCgoMDQ21tbMVFBQ0OmD00+OGgICAgICYHQQC0d7eWVfXAIPBVDaoTE3h3rx5Q84qXimwbOniP83SBoHD4Ugk8u3byoJHhXg8HoVC+/r4Tk5OxsfHg761oqKsxkYVcl71j63wLwO63ShKPgkoud3T3VVZ8RaPxxsaGkZGR9O2q/Tw8tTS0d5vuK+zowMGgzXU1x8yOiglLRURHQUq/YHHJyv72NjoqJuzCyjD0tjQ6OHmpqG5ycbWlrqqxYsXp6Smvn71ClQgIUeyS0qsLS1Dw8P0aHKyVwoKxsTH3bt7L+dY9tdI9tFj5/POn8k7R5XwI7va6uqJKck+Xt6gAgkAAORIdk1NxtEswVWrqGZWNjZ7DPYe3Le/heJqUyLZQSOjI3EJCdTCze7u7rHxcS4uLikpqdkOGuRnQ/wcBAIhMjyi+Nmz5NRUCUlJur9Wva8cGxv72dkrTk5Og70GymuV6ZavXCloYmJMIhKxWOyMHwQAQFtbW01FjZwwxkrpn0ppocrCwgL/1ndr+fLlWlraS5YsoX6Kl5f3xIkTamobL12+lJd3TlFB8eyZc8spb7oQEBAQEBC/CzgcjscTysoqpqZwCARiz949ly5dxONxSCRSSVGeEpn6odAUJbIMe/uu8u69gsnJSQYGBn8/fxQaFRwcNDExAYPB5OWltbU0MBgMifS3iP3NCACDVb4rGxoa1NHVjUtMoCt8hMPh3r6+elv0jY0OFjx8aGlxWFpaOjqWXk2BmZn5dB45qu1k71BVVeXu4rJZS8vB0ZFuW7x8fIkpKa9fv0pNTn7x/LmDnV1o+NdINi3kqHZK8t38O8ezs7MyMk6fOpV79sz05zsY1fb38b125YqzgyM5kp2dvZISyabFzsFhv5GRyaFD7yveh4WEDA4PJaUk07bBfl5c3NvdvVZZmYuLa7ajRC+8AAFBS19fn8GevYMDA5euXgEnU2KiogufPE1KTV4tQp+NVFRY6OPl3dnZycHBudvwIOrPJsWIJJKNpQk396xX598KAJAj5QAJWLp0KagSCvLkaXHx89cYzB+SnxAQEBAQEH8ZEom0Y7ueqIgwHo/38fXZtXPX2rVriUTi9Rv5nz7X0MaAf2RVIquFdHU2MTIyEonEtLQjfX19fn7+YLZGZeXHBwVPcTiyT/9/Ifjb2nLn5hU2Vtar16/RRoLpiIqMjAwNNztsHh0bO5sICQ6HMzlkXPHunbWNjaMzOV1kRvp6e60OW74rL8/Kyd48u0BCc1OzuZlpf2/fzfw7dAnWtDwrKtq3Z+/KVavOnDtL7XY3nYy09PjYWHUNjZS0I3TqKB7u7jnHspOSk03MTGf7OBTPhvghEAgEAU+JZBc9I+dkT3OyHxcUhAQF79i5k5WV9V/x6gaHw5ctXcbPz/9/cD+CgICAgPifBQCAN2/e4nB4NBq9b9++i5cuEolEJBIpLy/DyMj4U+FOBALxsfrzrTsPxsexSCTSycl5GT+/v7/f8PAwDAaTlBTT19vMxMT0NzWMpAKHI3A4XEV5KX5qatmyZUzTBLCpNDc3Nzc2aeloDw4Ojc/SpxkGg7U0N3NzcUlLSWEwaAIeP8faUCjkehUV2nzu6bwpKeFZtEheUaGN0ipoRiYmJl68eLF23To2dvaurlnlX4aHhrDj43Ly8gvmz6ebWu/u6nr39t3ixYvXSM+aNAL52RA/0Yv18qWLz589i09KEF5Nry5S+ORpcGDQYcvD+w7sJxL/KFP4U37qPf7/BsjthoCAgID4vY+Vzq7uz59rYTCYrIwsCwvLw4cPYTDYsqWLV6wQmJrC4f8M2sRrFApVW1t/6879MUpvtcMWh8XFxYNDgoeHyK62yGohPV1NFpa/19VGIhHNTQ0N9TXCq1ebH7bITEtvpal3pNLU2Gh68BAHJ8eFS5fWr1tna23T39c/3az640drS0txCfHTeefgcMTRzCzYTO8eL1++PGxmbmltffzUyQ9VVRcvXJhxbDnHjiUnJIZHRsbExt6+ebP42bPpNgAAeLq7P3385GhOdlhEeEhg0PPi4ulmw8PDXp6enz59OnchT0dfLyEurqe7m/rXxsbG6urqlYKCItMij7T847wciH8aCAQ5uSgtJVVFTTUtM3PFSvo8p8cFj4KDghydnfcY7G1qavrxV3M4HF5TW8/GRt/4Zm4AAODgYOfj5QH/XVLyWk6OnOVGJJKamprxeDzs17SN+vr6IVcbAgICAuJ3AYfDiURi2dt3q1atYGJiPHTo0KtXr8Dl69cpwmAA4ltB0Wz09vb10jybEAhEXV3DjVt3t+nrsLGxmpiYXrp0ycfPOzg4ZOGChcJCgmg0Kv9uwfDwyJ9KB/613RkZHil9/YJEIpmamW3fsYOXl/dIcoqxqYkYTc9zcvKGiamUjExIWBgKjbK0sYbB4TZWVilHUmnF/j5UVTk5OOpt0beyIUtfW9lYH8s6mpSQaGVrQ9sn8uWLF472DmGRERqbNsFgMCcXl5Tk5LNnzuzeQ25pRzUj52SfPJV79izYVt3FzTU1OWVwYGDr9u1Um4mJCXc3t8b6hsxjR7kpBIeFBfj5+fr7qaqpUc1GRkY83d3HxsYyjx5FozFg1/fEhAQ7B4elFF3wly9e4qam5BXkaQcww+GC8rMh5qCvr+/Avv0fq6okJSXjkxJFxcToDAqfPAkODLK2szXctw98vdPV0sIwMO35gfxsGAyGxxN+7gqEk7X8dmzTk5aSgMFgr1+/vnDxfHxcAgqFqq9vvHj5Bg6Ho1ZA/jWQKHIR9a+sAQICAgICgg4ikWRj9RdLkoqfv3ry9Dld4RCRSFy6dMn2rTocHOwwGOz69WsFjwoC/AN5KU3Fm5pb7tx5ODQ8/HtdbbB7TnHRo7elJZs3bz6akwOmXN+7ey8+NjYoOFhFjeyPNjU2mhubSMnIhEaE0+Y0Jycm3bxx4/zFC2Dn85LXr709PXV0dT29vak2BALBw9UVi51ITU8DW9i8fPnS3tomPCqStuPjOBZranRIVFzMPzAAnBvPOXbs1ImTOadO0soNNzc321vbamptBtO+AQBwtHf48vlz1rFjtHHDVy9fOjs4hoaHgS1serq7PdzcSSRSStoR2hrHq5cvpyQnnzp9ZsXKFdu3bC0tLb1w+dKGDRvmOGKQPwHxJxCJRBYWFi9fn+lO9uNHjwP8AuwcHUAn+y+ARqMwGPSP/yARiBXLBURFyIkreDz+ypXL+/btR6FQBCLx7btKIpHIwMDwUyuccRPQNQEBAQEB8c9hxiQQJBLZ0tJ67Ub+wOAgDAbbsWPn1q3bAoMCWlpaYDCYAP+y7dv15nNzgXp5vwskEtlQV1NV8W7p0mU+fn7UukYdXZ3DVpaeHu4vX7xoa2szNzFdIyMdER1FVzjo7OqiraO938Cwo7399atXVhYWGps20TrZYGJMXGLCxMQEWVd7cur169eOtnZhERF0bdVZmJljE+JLXr+ODAvHE/DHsrJOZOecyD1F19ODn58/Kib61o0bSQkJo6Ojjvb2dXV1mUeP0k3Or1VWjoqN8fL0elTwaGCg39rScmBgIC0zg05IZNeePfsPHDA3McnPz29oaODj45OUIEf95gDKG4H4EwAAYGVjWzqtYvfRw4KIsDA7R/s9e/f+3xxEAAAQCITUGnEGBgwMBntfWQnAYNJS0jAYrL2to76h6e+YIIOAgICAgPhngkKh2ts7rt/I375Vl5ubS1tLG4NGh4aFenl6rVq1asli3q1bdW7fedDT0/tbqqEQCMTI8FBpyQsCgWBrbyciKkr7V8N9+8itW/z8YXC4gpKif2DgjAkVnt7ecDjC2OjgxMTEjl27/QICZtovdOaxo072Dkb79/f29oRHRmrrztApXWC5wNGcbDdnl317DUaHR06dPSM0U3dqcUmJpNRUX2+vosIisn5IZsaMSr7qGhrJR1ID/fzJveVZWbKys2kl/KhY29rC4QgfL6+BwYG9ew3Y2Nn/5KDN/WcIiBn71NTV1d+7d9fKxoYukg12rvqbDhqJBPAsWiiy+qt40PXr17Zs2YLBYAAAKC17h8cTfnvXWQgICAgIiL8bEon0l5N4kUhkR0fX1et3enrIbY/V1TVMTUwjIyOqq6thMBgfL8/O7Xp8vK34NlwAAQAASURBVLy0nRT/GnA4nEQivnn9squzU19ff9/+/dNtNm5Uh8PhLc3N6hoadJFsKnA4XFVNtbm5GYvFWlpZzvbgZmFhsbazLSos5ONdrKFJzsmekWXLlqltVHv04KGsnNx0AWwqYuJiq4SE3ldUSElLzdEuQ1pampOT89XLlxaHLRcuXDibmcE+Qx4eXtwUbq3y2j8t6IL8bIif5smjx0H+/tY2NgaGhnR/msBiJyYm/iZ/F4ABUlISYLZWVVXV2NjYhvXkpKi2to6mplYkErqYISAgICD+ZVy5csXY+FBTU9NfXgMKherp6bt2I7+rqwcGg61bt87Ozi4+If7du3cwGGzBgvnbtuksWcL3i642Aomsq62p/vB+yZIlXj7e02PVXV1djvb2uvr6ru5uzo5ODx88mHE95eXlLk5Oh0yM9xoa7jc0nE1Tj9JW3TotI4ORidHJ3n627JecY8euXrl69eaN6o8fo8IjAGBmlZXw0NCx0bGMrKxbN25GhoXPaNPX12dnbcPEyJh94niAn9+D+/dnNBsZGbG0sHhfUSEgICAu/idJI5CfDfHTPH70OCgwcOu2bSsFBeGI7/zp7u7u4MAgAoHwd3jZJBKJh2ehiIgQmDJ+/sL5Hdt3IJFIIon4tqJyYvLvcu4hICAgICD+Jkgk0t27+eVvy+m6JP4sSCSit7f/2o077e2dMBhMTk7e2ckpJSX5TUkJDAabz821c7u+gMCyv+xqI5DI4cGBN6+ew+AwZiamtnZ6Xequri5XJ2dpGWkXN1drW1t7BwdXJ+fHBY/ozErfvLGxtNLV1fMPDPT29dHfuvWAgWF7G/3aSktLba1tAoKC9xoa5Jw8MTY6Zm9tM10zOysj89SJk8dPntDYtCk1Pe1teXlyYjLx+33E4fHBgYFNjU0R0VE6erppmRk3rl8PCwmhW1V/X5+jvf3IyMjRnJw9e/fGxMf5ensXUOQXaRkYGDA3Nmlva8NgMIKrBFcJC/35oftTCwgIKoVPnoaHhNjZ2xvsM6SbK+nq7HR2dEIikZycnKTf3WQUnFCTkhRnorxAf/7yeWxsbO3atRTnvremph7KzIaAgICA+NcxMjxcU1MjLSW9YMGCX1wVCoUcGBi8fjO/ra2D0rNmjY+Pb9axo8+KyQLSHBzs27borFwh8BdcbbIuIYFQWvKqp7try9at3n6+sVExT588pRp0dXW5ODpKy8i4uLmCS6xtbZxcXFydnR89LKCavS0vd7Sz19HR8Qv6mpPt5u5OdrUN99FGtUvfvLG2sAwJC9Xfog8mhWdmHxsZHXF3caGNauccy847e/Z03jkwD2QZP396VubrV69SU1JoBx8VHt7Y0BAbHwceYeV161LTjty6cTM6Kopq09fb62TvgB0bP37qJOc8TnICjLp6emamr5c3bVR7ZHjY3MREePVqBUVFHA6nobEJ9QNVYZCfDfFDMDIyFhUWBfj729rbGe6nVxfp6elxsndYzi8QGBz0dyhFAgCwYMF8UdGvRcTXr13fvHkzmEBSVl4xOTkJBbMhICAgIP51dHR2NDY1CSwXOHnqhNFBo8OHLfLz75AbQfwlkEjk0NDwtRt3GhubYTCYsLCwn6/fyZMnCx6RnV12drbt23SFhQV/1tVGIpDVH95/rKoQFBR0dXPT1dPz9PaOi4kpKCCvtrury9XRSUZG1t3TA4X6qjwIh8MPW1k6ODk5Ozo+opi9KXljY2mpp68fEh4Gp6njcnFz3bln9/5vUe3S0lI7a5vQ8FBadREWFpYzeXmDQ8P2Nl+j2pRI9oncc2dX0CRb8/LxJaYkv3r5KikhkUQiEQiE4MDA5qam+KSk+TSvMUrKyhlHs65fvQZGtfv7+x3tHUbHRk+dPUP7tqO0dm1qerqv19eodn9//8EDRlJS0s6urk8eP5k/f77OTKWZ04H0RiD+BDicnPtV8ODhubNn7ezt9xgY0Bm0t7eXvHqloalpdOhgf18fifQ7JYRASCRgjaQYCzNZP6iuvr6zs93Dw4P8Dt3dU1fXCAWzISAgICD+jdTV1Q0ODpw/f56Li0tYWPjVq1fn8vISEhJsrMlNW/4CSCRyZGTs5u37W/S1Vq4QWLlyZWhIaFh4GG4Kp6enx8zMvEVPCwFHfvpcg0L9kEIXEolqaqovefkciUS6uLkKUmoN1TaqkUjEpPiE0eHh27duS8vKuri6Tg94mVuYkwDA18u7+uPHWzduauvoUiPZtDg6OREJRAszc2dXlyD/gODQUF397yT8wKj20exjlubmQf4BQqtXX8jLI0eyKc1oaFm8eHHykVRXJ+fM9PSRkZGmpqb4xMT58+fTmckrKKSkpro6O+NwuO6urgksNufkSU5OciSblrXKa9OyMl0cnbBY7KULF0RERYNCQ04cP97V1bV3715QAvxPgfxsiD8BgUD29fZmpqe7eXpML3zsJs8WOUmuWePr74dAILp/q04nCIlEmj+fW1yM3NcUAIC8vHP6+lsYGBhIJNK7d5Xj4+P/wObtEBAQEBAQf8r79+8nsJNaWlrRUdEcHJz9/f17DfYkJSVu0d+yZMmSv3YAkUjE2NjYrdv3dHQ0VwsJLl26NDSEzOTU5K6du5iYmLZu0UajUVUfqhEIxNyzwUgksren69mTAix23NnVdfeePdQ/qWtowGCwQ/sP7DEw8PDynPHjcATC0spyeGjQ38fXxMwsJDxstg25uLl2dXUa7duflpE+3ckGYWFhOXfhgp6W9ulTpwqfP6eNZNPCx8eXknZk17btAEC6fe8enQA2FSXltXFJiYa79yxevLjgyePZ5PnWrl0bFhFuuGfvXgOD6NgYLBZb8LAAiURq6er8YOtoKG8E4s8h91Y1N99rSB/J7urqcrC1W8bP7+zi/Pf1KgcAQEpSlIWF3H+1sbGxp7t7wwYVyiTO4KfPNVAwGwICAgLi3wiJRHr79q2I6OoAvwAODnIwlZubW09Pv62tDew185dBIpFY7ER+/sNPn2tgMBgPD29oaFhRUWHe+fMwGAyDQWtraUitEZ9bTxCBQGCx2OKix93dXdt37LCzs6X9a2tr66ULF929vFhYWKoqK2dbSXlZ2fuK93aODuPjY1VVVbOZvXj+vKuzKzA4qKmpeWxsbDazEznHBZYvd3Fze/L4MYk088gBAMhKz9DQ1NTR0yt88mS2VfX19V25eGnnrl0Sa9bMJi0Cpm5fvXzF29d3EQ9PbW1tfV19yevXIqIiCoqKsB/jXxMIfF3yurysnPJPypGFw+fNmycpISkuLv43bbG8vLyy8v22bdu4uLj/jvV/+vRpYHCAk4NDWFjkB6dv/r9AJBK5uLm1dXVoE6ookexuJ3uHZQL8YRHh1I5Qvx0SicTNzSUu9lUM/8aN6yoqKmBd9tu378fHsVAwGwICAgLi30hvb++Xmi86Ojp8ixfTLkcgEL8eQkIgEBMTE/l3C/B4vKSE2IIFC0JDwkJCQqYmJ0xNzRgYMDramigUqvxdJQwApke14XA4Ho9/Xvi4ubFBRVU1JCyUmUYPu62tzcbSao3UGmdXl8aGhsz0jAMHjdZISdGtpPTNG0d7+23bd3j7+tzLzw8KCAgNCxOf1kDx5fMXTvYOYDOaG9evJ8YnOLs4s0/rEXM0M4uck332rJCw0LGsrLTUVFt7OzofYGpyytfHu6mxKT0zg4ubOz429tLFi3un5bv29/c7OzhOTGDP5OX19PT4enrhcLj9RkZ0Zj09PaaHjOXk5Ty8PKs/fjyRcxw7MUHWFFZRWfjDdav/mnj21atX7O3tXVydPTw9PDw9XFycD+w/oK2jdebMmb9pi3fv3XVzd2tvb//ta67+VG1kdEBXT2fnzh1a2tomJocaGhpg/2zopCspkWzbpUuXhoSF/X1ONuhni4utZmMnO9bt7e2fP3/R199C1tbpH/z8pQ6B+Oe+n0BAQEBAQMxBfX3dwMCA4Mrvuqu8r6jg4eFZ/L3n/ddAIpFTU1MPHj6teP8BBoNxcnKGhIR8+fIlKysTTC/R0FBVkJMBi6DoPotAIN6VlXz59AGDwWzYsIE2xbm1tdXKwkJGRiYgKAgGgy1fseKwldWpU6eeP39Ou4a35eUujk56evpePuS26jp6euYWFoH+AWWlpbRmL1+8sLe1DY0IBzs+bt+xQ0JCPCoicmBggNbsRHbO6dzcU2dOC1Gk9MwsLBgYMEnxCZOTk1QbAAD8fX0b6htS047w8PJiMBhHZ+fa2toTOTm0Yfv+vj5nB8epqcmjOTnMzMwCAgKhkRG3bt48k5tLu8W+vj5zExNJScmQMHK6i6iYmIGh4aOCAiYmpm3btv34WfjX+NlIJJKDk/1RwePenj7w5/79++zs7EHBgbW1tX/HFg0NDC9euCQgQJ9l/4v09PQcPny4+Hmxt5f3+bwL1lbWd/LvODo5Dg0Nwf4ldHV1kSPZ/PxhkRF0DZ8QCMSvN52iQiKR5s3jlFrz9d03L++clpYWMzMzAADv3leOjo0ivhfwhoCAgICA+Lfw4ePHwYFBHA5HXfL5y+cnT5+oqKguWrTot2wCgUDgcLiHBU9Ly8g9a9jZ2YODg9vb21NSU4hEIhqF0tykqqysgEDAaT1RBBLx6WNVeelrTi6u6NiYu3fu5GRng39qa221sbSSkZUNDA6mtqpZJbTK6ODB4IDAa1evgktKS9/Y2djqb93qHxRIDZbr6esfPHTosLlF4dOvmoAFDx/a29qGRUTQqovs2LVrGT//7h07qLrax7Kyso8dO3k6V3j1V9kxFAplZWNT39BgZ22DxWJhMNjk1JS7q1tTY+ORjPTF31LbWVlZbWxsCh4WhAQFgx55f3+/EyWSnXPyJPXlQVBQMCIq+njO8ajwCHBJc3Pz/r0G0tIyUbEx1IH19PSMj43JysmKion9xCmA/XuAw+HMzCwgHBwcWlpaRkYHOzo6mpvJ+jVUhodH8u/mp6amnD6dS9dgCQCAxsbG5uZmPB5///79Z8+egRdWS0tLQ2MDHo8vLHx6/8HXNB0uLi5+AX4MBkO7hr6+vuvXr2VmZj5+/Jj2LQoGgw0ODlZXV+NwuC9fvly4eGFwcHDGvXha+PTNm5LwsAgrK2t1dXV/f38HB8fHTx6/r3wP+zdAjmTb2c1fMH/GSPaFc3nj41jEb2oZAwCAhIQoGxvZlW9ra2tsalTfqE45xcMfq79AWn4QEBAQEP9SSCTSJ7LPgL9x80ZLawuJROrq6vLz85ucnDQ2Nkajvwrk/Tpg/OvJ02dvSsnJt4yMTH5+/iMjIwkJCSQSuXuiyvq1G9YpUdqqk39FoVAdra0vnj0FAMDFxWXf/v1pmRk5x47lnjrV2tpqfdhSRkbGLyAAhf4uYUOWIjkSHxt37+7dyvfvXRycdPX0vHx96Aazbcc2O3t7NxfX4mfPip4Wuru4hkdG6lF0smmxsbPV0dU12re/p6cn98TJ3JOnyJFsIfqmMPGJCZOTE65OzqMjI0H+/g319clHUunqR7m4uaPjYt+UlMTHxnZ0dLg6OU9OTWZlZ3N8n5eyUnBldGzMzZs3kxMT29raDpuZy8jJhUb80TkSAID79+6OjIzo6OqCssL/tfxsELo85ra2NnZ2dtrpjIqKCnNzs57ensWLlwwODrh7uAcGBNra2oFVejgcztPLc2RkmI+P79TJXHsH+w0byI27w8PDamprVq8WOZp1dOfunVqbteBw+PETxzMy0vPv5IuJfU0Bv3nrpru72+DA4DyueZ2dnRrqGpmZWXx8fOBfCwoK/Px99+41OH48B8PAIC0lPW/evOm70NrSIiwsrKSkRF2yevVqPA5HN0XyzwTMyeZfxh8aHkabqgWDwQgEQkJc3K1bt9jY2H6LhDaJROLk5FgjIQaj5IXfyb8jLyc/j4t8SN+9/zA8PAJlZkNAQEBA/EsZGRl5/fqV0lpFFAq9YcN6CQmJDx8+YLETCfEJqiqqv3dbcDicQCA+efochyesW6vAyMjo6+MbHx8XFRXp5ubOyMi4fr0SGoMuLHoBAEBXZ8fTR/eHh4fsHB3MLMwp4WqhM3l5VuYWp46f0NTW8vTymvH5q7dFn4GBITI8nEAg7Ny929XdbboNAoG0sDyMQqGc7B3gCER8UqLm5s0zjtnDy4udjV1t/QaB5QK5586CeoJ0sLKynj2fZ2Npra62cY3UmvTMDLpMdxB+fv6sY0ddnJwP7j+wZMmSE6dOsc+kLqK0dm3m0Sw3F9ejmVkmZqZePt+9JDQ1NhYVPRNYvlzlJ8/Ov8bPBlPy8/PvVH+qBgBganLq7bvymzdvODs7i30L4BMJxNjYmKHhoXPn8sRExQYGBry9vZKSkrZu3bZs2bKvNkRi8bNiZWXlc+fOysrKgTFRgKKgPjk5derUSSkpaXAhgUCYmpqiuowfP350cLBfJbjq5IlTCxYsKCkp8fB0T0xMiImJBesVAADo7Ow8e/asra2dqqrq0qVLZ9yRffv2a2tr8/Pzg78CAFBUWMjKyrZ0ycz2/xAwGExvT6+Dre0yfv6QMHonm/xaGRv36sUL/8AADzf339KohkQiia4W5uQkv3H29/eXlpYmJiSC96aPH7/8ffImEBAQEBAQfzcMDAzBwaG8vLzc3Nznz5+vqf2ipKSko6MrKyP7d2wOgUCQSKTi4lcwAFi/TgmJRLq7e6SmpkZERvj5+jEyMioqyKAx6LxzF+/fudHf37dz1y53d3fqxzk5OecvWFBeVrZw4cI5glyrxUSIJGJvX5+ICFmKdzaW8S+bmJhgYiYzqxEMxsTMRKDUhnFSxFhmBA5H8PPz383PRyHlFiycNdlmEQ8PDy9vxbt3KqoqdPmu3w1s2TIEHD4xMcHGxkb3p1evXjU1Nu7cuVNw1Qwe/3/Dz0ZMTExmZmWSw/UAjEAkdHR0sLGxLVy4iEQkwSgTLAQCQUFRcfeePSoU3Tdubm4ZGZnnL54PDQ1S/WwSALBzcKSkpFK9cxAUGh0THa2qqkazRTLUXy9euojH4zMyMoSFyelBwsLCnz5/unr1iqOj0x9OPIlkamoaGBA4x44spgD+u7WtNT4+/lTuKQd7B4lpFbggOBwuPz+/uaX5Z6uPAQAgEAjbtm1buWIl7NdAIpFtLa3paWlgTjZdugiBQIiNin758mXKkVQmZmYikYD81hHqLwMAABsbm4zM12Ny/vx5VVVVyiwP8L7y49DQECTnBwEBAQHx74WJiUlLSwv8N61H+/dByQwBnhW/xuEIqirK5L4zLi4ZmRnBIcG+Pr7s7OwyUpJN9XU3rpzfsXNnbFwc1Qnu6uxydnRct2F9UEiwuakZAoEwMyfHuemoq6vzcHUzt7BYvGSJq5NzR0eH+WGL6WaFT596uLknp6b09fbZWdtkHju2VnntdLOjmVnnzpy+9+BB/u3be3ftOnM+b3ptKB6HCwsNbW/veFVaEuDjZ2NpmQ56id+DHR8PCghEo1C37uY7Ozg62TvExMdN97Y7OjrMDhmrqavHJibYW9tMTU65fAvJ43C4ixcuYDCY7Tt3/Kz78a/xs0kkEgsLc0J8IkXIDyASSQMDAznHsx3s7WEwmIU5+VwyMDI4Ozm/f/8+KTmxoaGxu6vr1evXSCQSDv8j9gmQiCuWL1+58jvXk0gkLlu2VEhIeLatEwiEqqpKJAKRe/o0ExMTAAAIBOJTdXVLS0tzczPoZ5MAEgszs5yc3I/sDg6HO3v2bHxCXFtbm5eXt7ub+2zpPggEYsmSJYyMDH8hgltUVPTg/n1bW7uf/SDdALATE6EhIRKSksEhIdNzsuNjYp49e5Z8JHWloGBjYyPsd0AkEsXFVoPpUz09PR+rPwYHBcNgsNHRsaoPn6DMbAgICAgIiJ8FrHd89foNACOpq22Aw+G2NrbHjx8PCg4MCQ5lZ2ffuWsnDw+PkLAwG/vXgG5XZ5eTg4O8vLydnR0KjT599qyxkREGjTE6dJB2zY0NDV7uHpqamodMTGAwmF9gQFhwCDMz074DB2jNCgsLnR0cI6KjtHR0ABIJw8gYHBgYGh6mSJNMC4PBjufknDtz5tRZclt1RxdnIoloZLjvwpXLdOWh4eHhzU1NCcnJ8+fPP5KZcdjc3N3VNTk1ldYVnsBigwODxsexUbHRHBwcGUezzA4ZB/j6RcXGMjD8UYDX3dVlYWIqJSPtH0juWJlx7GiQfwAbB7vF4cNkb6qwqOJdhZiY2AYVchj3v+lnw2AAEokUFhamjUMLCQk9L35+7do1UxNTJBI5OTkZEhqSmZmxcsWKpcuWLV++XElJ6eXLF18lt7+BRCKnJxCjkHMdCgKBMD4+jsVOvCkpQaFR4MeRCKSOji7trAccjkD+gDfc1NTk5u52/959PT3dM6fPysrONUmEQqHk5eVhfwlmZhbK7v8SCARioL9/k4ZGaFgYE6Xz+XeR7OiY58+exSXEr/5WBfzrkEgkDnZ2qTXioD99//59MVEx8NtV9eFzf/8AlJkNAQEBAfGvA/197eCP8xuncMEH6+vXZXg8XmOjKhqNMjc3P3funH8A+T8LFixQXqdMNe7q7HR2dJJXkHfz8AA/KCQsdPJ07qEDRjAYYHToEE0k21VHV9fS2hpcstfAAI3GBAcEEPCEgybG4MKnT564ubiER0Xq6ZMLH+EIxJ69e5gYGfx8fCKjo6mdX45mZp3JPXUm7/zyFV8F31zc3FBI1P69BqfzzoFRbTwOFxoS2t7WBjrZYLfIs3l5hw4Y2dvaJqemgrFL7Dg2KCBgfHw8PikR9NZWrVp1PPeUubGJr5dXaEQ4GNXuaG83MzaRV1AIi/yqNyIlJZWYnOTq4kokEk3NzC5evDA+Pr7vwIEZE7v/M342GTrNOEZGRgZGRhwORyKRkEhkeXlZTk62sbGJj7cPDw8PDAZLSk5+/ryYzqkGvne751hIBY1Gs7CwLF229Ny5vIULF5JIAAIBHx4e7unpoSaNfF3Pn+Um9w/0W1lbffny+cyZ01u3bvtbXUYMBjM6e1+lH4RIJHJzc5tbHqZzsmEwWEJcfPGzZ0mpKb/RyQb9bCGhlfPnk9sDjY6OPntWFBUVDYPBxrHYyqqPUGY2BAQEBMS/DgQCfu/+YzoRMyokEmnxYl4lRfKUeHNzc0FBgYUFeaJ+YHDwxYuSjs7u39jPDvSYy8oqYABs82Z1BBx+4MABNAYdEBgQEhxCjRl3dnY62TsoKCo4u7rSTiOvFhE5ez7vkNFBGBxudPBgY2MjJZK9mepkg+zYuYNIIIQEBaHQqH0HDhQVFro4OkVERdGpi+hv3QoAQICvb1hkpIKi4vFsciT7dF4e1ckGcXB2IhL/iGqHh4W3NDclJidz0yhhIBCIoznZh83IUe3UtDTcFC44MBCLxUbHxtKGRIWEhHLPnjE2Ohjo6xeTEN/f329haiYlI011skFWCgrGJcT7evl8rv70vPi5iIiIlvbXPJ//sp9NS39//8mTJ2rraowOHAAVcLq6uycnJ+VkZUEnu7+//8GDe0QikXZq4K+BRCLVVDc+fPjw5cuXO3bsQCLJRZnOLs5VVZW3bt7+KT35K1eulJS8vnjhopaWNuxvhpGJkUj8VTVrAAAYGBjAFox0keyXL14kH0kVFp413+avbY6ZmUlO9mtbqcuXL8vLyy+gNF6qqvrU3z8AJY1AQEBAQPzrgMPhNbX1s+lxkUik5pZWAf5lPDwL+fj4Kivfl5a+kZdX4OBgHx4Z7erqwWDQv3cwSCTy7buq3p6e7dv12djY9u7Zy8zEHBgUEOAfCErjdXZ0bFTfaG1rO/2xKyQsfOp0rrmpWXd3d9mb0s3a2lbWVtO3snvvHhQKGREW/vnz5yePHpMj2dMk/GAw2JZt2+AIRERomIKS4qOHBblnz9I52SDObq5IFNLSzFxSak1XZ2fC9042CAsLy5m8cyYHDznaO7Aws4xjx+MSE6ZXW65YufJ47ikrcwtnB8eO9nZZebmwiO+c7K+7KSQUn5iwdcuWwYEBE1MTOsXA/5qfTSAShwaHrawtOTnnAQBZ4nFgYPDz58+6OrrmlORscrceEREeHp6o6Ki+vr7xceyz4qKGhgYsdvzs2bOurm6gyt7U1BSd7jW4cGJigu7qx+PxWCwWlJOkTILsvXb9qp2d7fMXz3l5eJ4VFxcVFUZFRvHy8n4dIYGAxWLp+ibSQSQSH9y/PzI8Eh4RHhcXR6LsCJjtHeAfoKa28bceMxgDhgEOIydj/aJvCgAA9Tj8EckuIkey6ZxsFAr1FzT9aEdIJBJFRYW5KPp9g4MDZeVlPt5kbR0sdqLqA1lqBopnQ0BAQED8G5l7Bnt8HFvxvkprkToajTYwMLhy9YqMjCwSidywTqmtrYNEIv3GMBMcDkcgkK0tTWdOZJW8fh4TG8vCwqKvr4/BoIOCAgMCAgQElsvIysrMnte6WkQkKSVpz45du/fundHJBtm+c2dba5ufj09QaIj+FnI75xnR37Ll5YsXOceyT50+PaOTDeLg5PTxw8eTx08UPi+m1XSmBYlEZh47uk1Pf2pq6u7DB7NJmggJCSWlpm7V05OVm9nJBgFgZK+Dm5vbwNAQ9pf414ijycrI7Nq9a8mSpSwszKysbGxsbNJSUkezsi6cv0hVsBYREc3IyBQQEDh79mzBowIdbZ0bN27u3LHr0+dPY5T0CQQCsXGjura2Dl2q07p167Zu2UpX4SchLrF3z15Ozq8a2Lw8vGfPnNtrYFBUVHTu3Lmx0dG0I2lUZW5y69Hlyw0MDOaObROJRGlp6R07dnFxcTNTdoS8L+T/ZaWTfP8tkOen4PCpqanfuE4CgRAZHlFMKXxcLUKfLlL1vnJsbOxn7wVwBJxIJILePCsri9QaSfCoPnnyZLmAAKiQ+OlzTVdXNyQzAgEBAQHxnwSJRH74+Lmnpw8GgykqKhEJxLKyMhgMtmQJn8jqVUTid9GuX4H8jAZg1R/fP8i/MTDQD5AAat/1zZu1jI2Nw8PDvnz5MvdKenp67uXfyzh2dB7XvIKHD2czKystLSoqio6Lq6qsevzo8Wxmz4qKUEhU5rGjjwoeUttATufK5curRVanHDly8fz54Vm6aBMIhDO5uYdMTcwszM/mnsbj8TOaDfT3px85Ymdvv2LFiiMpqbMFSfPOnWttadm+Y7uAgADsL/Fdp83/BkQisa+vj42NDXyJAQAAh8P9VPOeuRkaGpqYmODmnv97J3H+Dtrb2zMy0j08PDk5Z9WenJu+vj6DPXsHBwYuXb0CqsTHREU/uHfvSGYGnTAipSC30MfLu7Ozk4ODc7fhQRQa/adXFzkpBYPZtEm1qam1prZ+fBwrIy25dQs5o2ZqasrB0cHfz3/ZsmVTU7gzZy929/RCwWwICAgIiP8qBAJRWkpCX4/cuqWkpOTSpYsJlMYRra3tFy/fwOFwvx7SRiAQRCKxrORleelrBgYGY2NjRxdnOrnoV69eHj121N3NXVx8ZsXhvt7epIREDc1N6hoafX19yYmJahs3btLUpDMrKy319/XzDfBXUVF5/epVXHSMo4uzqtofAsogz58/z79128nFhYeX59WLFzdv3HRwclq8hD5qee3KleqP1c5urqysrNevXXtfUeHp7cXM/J08H4lEykxPR6JQhy0tYTBY9tGjJCLJ1oEsTEfL0NCQs72DxBpJNw+Pvr4+H08vCUlJR2cnOrMvnz8b7N07NTmVe+aMgqIC7L8dz/5xkEjkokWLqDMFcDj8NzrZoFo7Ly/vP9/Jpsjg/7Z4NuWbSQIj2RlHj053sh8XPAoJDN6xcycrK+uPv7oBFDnz1cJC27bqGO3foyAvraT4dZbqxs3rq0VWg2WmHz997untgzKzISAgICD+wyCRiJraurb2TkpIW5GRienxY3IMeOnSxUJCgnMnpv4ICARybGz0ycO7Ja+KGRkZxcTELKwsqU721ORkX28vDAZbu1bZydE5MSkRDKjT0dvbmxAXv1lbS11DAwaDzZ8/39nV9f69+9evXqM1e19RERQQ6OPvp0LRwlNau9bLzzctJfVe/l1aswt55y9fuODk4szDS66sW7tu3fadO+JjY0tLS2nNrly+/PnTZ1cPd7BabMfOndIysr5e3u3t7VQbIpEIOtlW1tZICuTkcgQ8MjQci8VSzYaHh50dHKVlZd08PMDxR8ZEV75/n5SQMDkxQTX7/OmTh5t7e1v7ehUVeYW/KPv23/SzIagwMDDCyYFh+nz0nwV0cJMTE4uLnsUnJkxPF3n65ElYSIi9o/2+/ft+qvKSRCLNm8eORJKvQ17eRbo6mgsXkksesRMTxcXFW/TJuVyTU1NVldW/NzUNAgICAgLinwYcDh/HTlRUVII1Ubt27bqTfwcsKpOXk2KmtO/4yytHIpH9fT0F925Xvn8nILA88+hREVFRexvbgYEBSsi81cbKura2FjSWlpZ2dXFLS0979foVdQ0AAFRUVHh7eqlv0qANS8+fP9/VzS0+Lu70qVxwyfuKipxj2QHBQaqqf3QpV1BQsHV0iAgPe/zoEbjkRM7xlKQkO0cHnm+lbqBHvkFFxcXR6dUr8qYBAAgODKyseO/o7EybbL1t+7Zly/iNDPd1d3eD3rOftw+RRLI4fJjWWzCzsGhobHB3cQUF64YHhxJi49Q2qjm5OFNtFixYEBUT8+TR49SUVPAIV7x7d3D/gbfl5czMzPsP7P8V9wPys//LYL7Gs3G/KmsPgyXFJxQVFVFysumbqT4ueBToF2Dn6LBz924CJc36x1cOAMA8Tk7a0pCSNyWJSYlnzpxevnzFKsFVMBistqa+pbUNysyGgICAgPjPg0Qgqqu/dHX1wGAwGWkZZiamly9fwmAwnkULxcVF6DQJfhiyukhjXe3dW9eamxrWrV9/IveUuoZ6aHj4mjVrnOwd3pSUONja8fHx0RY+iouL+/n6HT+e8+TpE3AJgUC4evmyqKio5mZyZgstfIv5ck4cT0s9cv7cuTevX9tZ2xrsM1T6vvsMDAbbuHFjZHR0UkJi4dPC49k5menpR3Oyp3cJ3Ll7l4+vb6Cff1Fhkb+vb1VlpaWNNSvbd7pnMBjM1cN9x66dRvv2f/zwIcDXr6Wl2dzCgq7YlIGBISv72MjIsIujU3Nzs/HBQ1zcXCZmZnSrWrBwQWb2sXdv36YfSSsrLXWwteMXWI7GoBWVFJWV/xAU/y/rjUD8BTBoDBwGm66v8lMgEMierq76+vqE5CTh1fRfhqePH4cGB9s52u/Zuxf0m398zQBAfr3m5CQ3faSSlJR08cJFFlbmvXv2tra2Ll26tL6xCYFAEAgESmtPKKQNAQEBAfGfBQ6HT+Fwb0rfbt+mC4PBDhwwSks7oqqqikQipaUlP32qGcdif6pUCYlEkntav6949bxofHx89549AYFBCxctpOifIH0DA8JDQndt32FtY+Pp4w2qJFNZtWqVv19AeEQYkUDQ1NyMRqNdXF25uMndLaYjIip68cql/YaGY6NjsQnx6zdsmNFMRVUVjkAE+PiOjY+fzD0lISk5o5neFn0kAmFlYSEmLp559OjC7ztBUnF0diaRSDu3bVNV25iVnT29mzoo85Jz8uRhM3N9HV19fX1nV9cZV7VkyZIjGen2NrZHUlLsHR1evHg5OTG1Z6/BL+YeQ/Hs/zJkr/SX87OJRCILC4uXj7fI9Ej2o8eB/gEWVpaG+/b9pXUDDAyYeTR+dkdHx6tXL2Fw2MTExMmTpy5dvgSDwXS1N+3crr9aeBULM/N/rWgXAgICAgLie5BIZF19Q3NLK1mwWFR06bKlt27dgsFgCxfMFxcXJf5wSJss3odEDg70P3l49+mjByQSycPTIyEpCXSyQfp6ehobGiQlJevq6kZGRqavREBAIDQk7Nq1azdu3IDBYLM52SCjY6NIJIqFhaWzo3OOuFtdTc3ExMTChQv7+/tns8Hj8e8qKlasXDkxMdFKORQzMjEx0d8/sHTpsvb2tgmaJGw6pqamcDjcPE7OgYGB0dFZ+/f19vS0trauWLmi4u2758XFCooKmzQ3wX4NyM/+j4OitKP/lTUAAMDKxrb0+7aXMBis8MnTsJAQO0eHg986r9J+hNyD/s9euAEAYGRg4KDxsx8WPOzs7EIi4SQisHr16l07d4HqhCIiQjt36PPyLiL9chUIBAQEBATEPxk4HD4xMfmuogosfNy+fceTJ49HR0cpmSQSHOzsP5I9Aj6Cv3ysun3jcmXFWz4+vuTUFBd3d9qGlF1dXQ72DmLi4heuXFopuNLWygrM1aaDj48vODjkYcHDK1euzLHFsrIy00PGAYEB5y6ez8rMzEhLm9Hs5PETx7KOnjp7xsfPNzY6Biz0nE5keMTnT59yz55xdHT09vR8TcnVpmNiYiIkMKivr/fy9Wta2tqGe/aCudp0jIyMmB4yXrFy5Y3bt8fHxhzt7cGDScf7igqjffsdnZ2OpGe8fPWKRCKZmpuBrVd+BcjP/o/DxsY2Pv6rrden96l5/OhxgL+/nb09XSQblL4fHRl+WVw4OjKCnFOTnyzqx8jAwcEO/orH4x8VFOBxeACAMTIxhIaF0spVvil929DYBGVpQ0BAQED850GhUJ8/13R0kIVHRFaLLFrE85SSJM3FNW/NGrE/TdFEolBDgwOPH9599PDu+NiY8rp1AsuXy8nL02ZednV1OTs4ysnJunm4s7Gx+/j5SUhI2lpb9/aQJUeo4Cnlg4sWLYqMiHz+4vmp3FMzbrG8rNzG0io4JERLR2flSsHcs2dOnjiZnvq1rJBK9tFjWekZOSdPiIiIbFBR8fHzTYqLf/jgwXdbxOODAwKbmhrjkxIXLFigrafr4ubq6+1d8vo1rRkWiw0KCBwaGopPTJw3b56js/OOXTv3Gxh20CiQkBveDQwcOmAkIiISFRPNxc2Ve+4sHjdla20zOvKdq11VVWlhaubm6WFgaFhYWDg0NKSqqqqjqwP7ZSA/+z8OOzv72Pj4713n10i2vf0eA3JONi0T49jJyUkSifS2rOTu7WuNDbWg5z3r8NjYUN96BrW3tz0tfIJAkIPZe/fs3bF9B9Xs48dPxcWvqEL6EBAQEBAQ/23weGLJm3fgvw8dOnT7zp0JiuqcjJQkJyfHbCFtMIxd+7n67q1r79+VUZpkR585d05lwwZ3F9eW5hbQrKury8neQVZO1sXNDSx8QiKRXr4+oqJittbWHe0dYCysurrax9OzrZWctsHJyRkcFFz1vjI7+xhtPioAAC+eP7e0sAgMDt6ybRu4UEREJO/C+dzc3OTEJByOLMaAx+OPZWadyMnJOXVSTFwcNNugouLu5ZmckHjv7j0weD85ORkWEtLQUB+XkLBgAVl/jJw+qq/v6ubu7+NLjWpPTEyEBgWPjIzExMdRc7IdnZ31t+gfMNzX8y2qPTIyYm5qJiQkFBEdBS5BIpFZ2dlEAt7RwYEa1X5fUWFy8JCzq8v+Awc6OjpOnTzJyMhoftiCgYHx188j5Gf/L8Szf6ef/fjRo0Awkr2fPie7u7s7KDBgampq/vz5mpqaXZ0d925df174eHhoYLYSxgUL/uib+uzZs472LgAGrFixPCQklFoy3NDQ/ODhUzyBABVBQkBAQED8j4BEIhobm+obmmAw2LJlyyQlJK5cuUwJn7HJSEtO97PhcLKoyMjIcNGTB/fzbw4M9O/Yuev8xQuG+/exsbPZOzkqKyt7uLp2tLf39faSI9nycu6enrTqHGg02i/Af9369Q8fkgPMeDy+8MlTERERqugeJydnZGTU8PDwly+fqZ/C4XC3b90ODgnesvW7tupCwsK5Z85Wf/xYX1dHDqW1tZW+Kc05eUJC8rveN2obN/r4+ZaWlAxQcrXLy8oAAEhMTqZrq66/dYuzKzmqXfrmDQFPCCZHsgcTkhI5OL6TUnBxcwOj2l1dXaMjo4cOGK0WEYlNiKe1YWVlPZOXR4lqW09MTHz8+NHC1MzVzf3AwYMwGOz0qdxP1dWbtTarq6v/wtn7T/eDhKDl3r27Tc3NNtY2v6UfZOHTwgA/X4vDlsamJnSWXV1dLo7OcDjs3bt3i5csuXTl8sULFzLS03u6exYsWLhGRm61qAQDIyOJRviPSCRu3aIjKSEK/rplq/6d2/kYDCYjI8Pc3Bxc2N3de/X67YGBQShjBAICAgLifwoCgSAiIrx9my4KiWxqbo6JiYqMiJo3b97IyGje+Sv9A4Ng9Joyb4wg4PF1tTVvy153dXbw8fE5ubgYGBowMv4RkSWRSEczsx4+eIDH4zU2aTg4OdFJ4P3zuX/3XnJSEhsb2+LFi0PCw+icbCqpySn3797FYDCi4mKR0dEz2oyNjTna2Q8PDw8M9B+2stp/4AAlrtewe8fO4eHhy9euysjI/JYxQ/Hs/zhsbOzjY7+anw2DwRgZGYsKiwL8/BwdnWZ0sp3s7JcvFwgMDoIBAJFIZGdnt7G1vXDp0q5du8bHx54+enD7+uXGuhoAAKj1kXA4fMH8r5XLtbU15eXlZG97i76Jydf1Dw+P5N972A852RAQEBAQ/3ugUKiamvqWljay7gc/v7CQcH5+PhjSlpb+KoeHQCAAAGhubMi/dbXg/u3hwYFt27flXbxgbGJM62SDlnsN9vb19hKJxANGRv86JxsGg21QVRESFnr39q2VjfVsTjY5zcbEmJWNDTuB9fb1m82GlZXVy9u7vLR04cKFewwMwLeanGPZzc3Nu/fslZKS+l1jhvzs/zjs7Oy/mDcCh5O/6gUPHn7NyTYkX460kAuWbe2W8i8LCApkYWEhUho3gkFrMTGx1PS0jKxMaRnprs72h/dvPym4N9Dfh0QiEQgECwszC8vX3k4PCwp6unt4eXmCg0PA0DUOh3vw8El7eyc1gRsCAgICAuJ/ChKJ+Kb0LfhINTI6WFhUODg0CIPBJCXEwMTL3p7upwX37t662thQv3jxYu758w9bWq5eTd+2GQaDtbW1HTa32GNg4OjsnJGeMThIXs+/iJHhYQ9XNxQKlXv2zNkzZ1opWePTGRjoNzl4aN36dU4uLkkJCTNKi4A52aYmJtFxsStWCvp7+5CT0T9WX7t6demyZQeND/6UQvncQH72fxw2NrZfrINEIJB9fX05x45Z2VjPkJNNiWTzC/CHRUQwMTMTiEQ4HD45OTn2LYiOQqF0dHWvXru2Z+/eoYHByoq3N65cePW8qLenZ8H8+UxM5LftycnJhw8fADCYt4+POKU8gkAgPCworKmt/ze+cENAQEBAQPwWEAhEc0trTW0D2N5cWVn5wvkLMBiMiYlRUkL0RXHhrWsX31e8nb9ggae3V8GTx9GxsRGhYR8/fKBbT1tbm/VhS1FxMRs7Wx1dnbVr1ybExQ8NDc0oL0bln5NaPDI87OXhMTw8HBwSsm79+i3btqUmp9BJi5CTXXt7jY0OioqJOjo76+nrS0lLJcbFj07TBa+qqrIwNbMlV5rtj4yOAmCAl4fnkdSUvr6+PXv3gH7I7wJyYv7jsLOzY3+5DpJIIJiamYEdH2np6uq0t7YVWL48JCyMiYkJXIhEIPp6++ysbaJjY5bx84MLGxsby0pLo2JiWltaLl269OLZ048f3hPwWK3NavPnz29pbSkoeKSuvtHc7Gta9suXb95XfoBysiEgICAg/peBw+E4HP5dReWK5cvQaLSenl5gYGBPT8/ChQtXCS4n4Cb6+vq0dLQDAgJFxcjFTps0N+FwU65OziHhYUpr14IraW1ttT5sKSMr6xfgD3Z81NLRJjuX7h4ubq6rvzWhIxAIoWGhr16+IhDxVA+bhYV1tbDwwYMHpaSk5x4qAACvS14/KyoaGx8XFRXV0tLimsc190dqamrq6mqpzjyJRFq6dOmaNWvoZA9Ghoe9PT1Hx8aPpKexU9JFlJSU4DC4p4fHYUtLVTU10GxgYMDcxFRERJSak71t+3YSiWRtaZWQlMTDywMufF/x3szExMXN1eigEXiEwyMjHezsb1y7vmLFChNTU9hvBYpn/0/o+v3KKymRSOSeP199Wkuk7q5uZ3tHvsV8wWGhtJ1OiSQS32I+CUmJA/v2NzWRC6WrP340O2RsY2tjaW0VFhlx7nzevgMHUCjU+bNnturpnzh+/NjRo8zMzHGxX9V5yt++f/m6FFIXgYCAgICAQCGRDQ1NzZQs7UULFykqKFy9Su4Xw83Nfcj40P79+49lZ4NONoiunp6Jqamdje2LFy9gMFhTY6Ph7j1i4mKBwUG0GdvaOjr8ywWcHR0/VX8ClwAA8PLly8KiQmZmFi4ubsoPFx6Hyz19Wn+L/sOCh3Oci6mpKR8fb03NTadyT929m29ja6OpqVlZWTnHR0gAKS09bdu2bYb7DMCfPXv3pKUdoZNSGRwc9PLwHB4eycjKpO1GqaikqL9li4ebe/GzZ5T8GXIkW0xCgk5dZMfOnbJycgcMDdspwe8PVVUWZmau7m5GFHURqp+DHR+Hw+EmpqaLFy/+vZccFM/+j4NGo+GULwBdPcTPQnfdd3V1OdraLePnDwkPo3WywS8qAoFw8/DAoDFmxiZBwcH+fn4Ozs6G+/eDBnLy8nLy8mWlZefzzt25fcfT3aN/aFBNTY2NjQMAgMamlqJnL4lEEgIxgw4gBAQEBATE/w5kJRE4YmpyoqDg8bKlhzAYzJ49e93cXdvb2xcvXrxt27Zdu3czMDDQfWqf0QE8keju4uru6ZGeekRCUtIvIACMZNPi6eVFwOMT4uJyTp4Al6BQKCGhVZcuXqJ9st+8edPo4IGTJ0+oqarRtpOk5cmTx5lZmWZmZq4ubiwszE8LC21tbGLjYk6eODV9uyCTE5ONjY2btTa7urqBS0hEEh8fH11u9OlTp4aGhtIzM9jZv3a1o2K4bx8cBvfx8g4IDDiTe1pEZHVEdOT0Dbm6uxGJBEtzC09vL29PTycX5wNG5Eg2lQvnzxcUFMjIyRlMq0D7dSA/+78PCyvryMjIL/rZtHR3dTvZOyzj5w+LjKCmi4CQpYUIBBgAwOFwN0+P7p7uLbq6QSEh+43Iijm0yMnLycnLmZqZX7hw/nRu7ueP1dv0t6huVEOjmZhZ2TnncYFJYr9rzBAQEBAQEP8e4HAEHIlAjI+Ptbe2fKqu6u7sWDifc9fu3WxsbJqbNPPy8tzd3VlYWWf7/CHjQ10d7RamZto6OilpR6b74qBXHRgcfJGS8E2FRCJhsVhaP3vjxo3Lli5rbm6enJyczc9+8OABIyOjg70j2Mh5967dFy6cr6qqGh4Zns/9nRI2lbGxsa6uzr179mqoa8xxIBYt4klNO0IbyabFYJ8hdgK733CftrZ2bELCbCvx8PLq6OjYoqsXGh5OG8mGwWD1dfVHUsnHx93dnft70e7fApQ38t+HleJn/661dXV2OdjaLl26lDYnm8qFvPPjlMkXNBr95fOX8rLyAwcP3r93r6Xlaw8qOsQlxCUlJQVXrFTbqNbT033rxo1LF87cvXX1xbMnvT09AAAgkSgEWW8Eim1DQEBAQPz3QSCQSCQSAEiD/X1vXj2/c+Nq/q1rjfV1LCwsU1PkxoowGGzzZq36+vrW1pkfrCBNjY1Pnz5VVVNrb2+rfP9+NrP6uvq62trvB4BgYvzu4d7Z2TkwMMDHt3hGZx3EwMAwOztn6dKl4K8D/f0dHR08PDwszN/NeNMyODg4PDy8aNGi8vLy/Pz8urraGYNr3d3dT58+nW0lo6Ojjx4WbNLU7B8YeFZUNJtZ5fvK9xXvjY2NH9y/39XVRV2Ox+FTkpObm5p27d6tvmkud/8vA8Wz//uwsrCMjP4eP7u3p8fJYeZINoFAiI+NvXblKjs7OwqFqnxfaWNp5eTitNfQMCkh8YCB4ZnzeeBrLi15Z88lJSaeOHVSVFTU0cHh4YOHa6SkPn748PplcWXF26XL+AWFVi9YyDOPiwuJRBGJRHKa+T+m/BkCAgICAuK3QOk1gwQAYGiwv7Ozva7mS1dH2+TkJAqJXKusrKOrs33HDmqLRA4Ojk2bNp2/cMHL02vGtTU1NRkbHZSVk4uJj7t88ZK9rd0Jmm7nVOrr691dXbV1dWiHMTIycif/NqhODQBA/8DAqVOnWFhYrK2s5/Cz136ruXzy5MnHjx/z8+8MDAxER8dMj8dR6enpGRoaCgoKGh0bRSJRo6MjW7dujY6KoXMVRMXE4mNiOTg4tbS16NYwODBgamwiKiYaFhFx49o1P2+f2MQE6kiofPzw4bCpmY+/3/adO6IjI8kOSd45Pkoedn5+/tUrV8geiJPTb9TyowXys//7/JZ4NgaD6erqevn8hcamTQeMDkz/5sTHxr168dI/KNDf16+tvd3KwsLRxWWvoSGlD6orEok8YGB4/tJFqgIJDAY7fy4vJTk5+8RxCUmy3n58YqKTvQMWO5F9/PiTx49u37rd2FDX1FjPzsE5f/6CJcsElvELsLKRnXhwYuufozcEAQEBAQHxs4B9HMFA1fj4WFtrS1tLU2d7W19fLwMDAxqNXr5ieVh4uJycHCsbG/jgS01OPmxlxcLCor9F38XFpbaudpXgKrrVNjU2HjQykpeTC4uIQKPR+40O4Al400PGp86cFhUTo5o1NjR6uXts0txkZW1NXYhEItva2s3MzcBfAQCYnJiCwWDGJsbr16//kZ26cuXy5StXhoYGly1bhh3HzmHZ29c7MTGhq6NrbGzCxMRUWFQYFh6Gx+NzT51mpcmH0dysiUajYqNjUCiUBk3IeXRkxMLMTHDVqojoKDgMvmvPHgYGRn8f34jISCXlP1ztyspKs0PGvv7+23fugMFg3r6+AAAc2Lfv0tWrKBQqJSmJSCTa2NkJLKePA/4uID/7vw8LK+t08cifgvzFa2lNO3JEVFTMN8CP7p2PQCDERkW/fPky5UgqMzMzgUCYnJwMCAww3PeH2LajsxMCiTiwb/+ZvHPgq2re2XOJCQknTp2UXLMGtGFiYsrMPmZtcfj0qVMpaUfsHR1vXr8RHRU1MjzU39tT8+UTExMTD+/iZctX8PDwcnJyMbOwADT8yg5CQEBAQED8H0CR0vrqXmOxY8NDg309Pc3NDZ0dbdhxLA6HW7p0qf4WfW1tbYk1a6IjIt+UlKht3EgW9JictLa0YmRiBONcjAyMW/S35OXlBfgHgC0hQZEuMJItJysXGRNDrcsyNjFBIBDmpmY5J46DUe36unoPNzctbS0rGxva4RGJRAEB/pzsnHlcXCQSCQGHd3d3Zx3NunLlipqqGrVb8xykpKQmJCRWVlU6ONjb2FrfuZ0vISExo+VGtY0vXr5cLbQazPlWUlLq6+tLT097//79unXraC3VNm5EIpExUdFEImGzFjmqPTgwaGZivFpENCrmj7bq+lu3wBHkssjouBhFJSUwkm1hauYXELBj106qmY+fHxKBNDM2EVy16uPHj/pbtuzesxv2twH52f8beSO/4GcjkQgsFhsaEiIhKenk6jx9YiU+Nq64uDgpNWWloGBjYyOBQFi+YsVeShdTWuwdHEgk0gFDw0tXrr58+SIlOSnn5Amqk/11WwhEanqajaWVo539kfS03p7uRQsXevr6kIjEgocFL1+8aGttrq35xMLKNn/+Ai7u+QsWLlrEw8fJOQ+JIgOHw0lUtxvyvCEgICAg/n8DB6PWlDbJRCKRSCCMjo52drZ1dbQP9PeNDA8PDw9h0GhOrnmqqmob1TeukZISExMDneao2BhHW7voiEgnVxcnewc4HJ6YnEx9Cm/cuDH/bn5NTc3q1avxePzY2NhAf7+ZsYmcnFxYZCSd+MHBQ4dIJJKpsUnu2TPMzMzeHh7qmzTonGwwgM3ExCQjIztv3jzqwoULFz179qy8vMzY2HhGyd2pqannz4tZWFiVlJTQFBQVFG1tbe3s7L58+TKbnz2PAu0SeXl5AoHQ0dkx3XiDigqRSIyLjkGj0XJychZmZisFV0XSONkgevr6AAD4evvExMUxMzMZHzzk6+dH62SDePp4Dw4NZWVmCixf7ujsNFtx528B8rP/+7CwsnZ0zHDV/jCIocHBzZs3h4aFMTF/ly6Cw+HiY2JfvnyZfCRVWFiYupxEIuHx+OmJXI5OTkxMzFqbNs2fPz/7xAlJSroIHUxMTCdyTzk7OirKyS9YuDAxJVlOXh4Gg23ZunVocOjlyxdPnzz9UFXV0NDQ3NTIwMiARqFZWFgXLuJZxMPHxT2fmYWFiYmZiYkZiUJ/dbdpfG7K/0ORbwgICAiI3wytAwr/Bomcd4EdHxsbGxsZGhjs7e3u7ekZGR6ampwkEPBs7OyTk5MSkhIWhy3V1dW553PTRbJ4eXnTs7L8fHzWyiuobVRPSE6kbd/GxMS0beu2vPN5oSGhaDS6ob7e2cFRef260PDwGRXGjE1MMBjMYTNzbm5u/S1bDltZzrgjAACQdcNo4ObmZmNjGx4ZIZFIM/aPw+PxsbGxODzu3t371E0j4OSKTgxmZlE/EomUlJyEw+Hc3dypwn+dnZ0oFGrBLKIfahs3ojGYpPiEgf7+DaqqIWGhM5rpb9mCQqH8vL0HBgYDg4O3bts63WZ8bKy2thaDRptbWEhJScH+Tmbwszs7OxsaGpSVlaFGIf8NfjE/m0QicnFzW1ha0jnZoLrI8+LixNQUWid7bqSk1mAwGCFhYWGhWT+CQCDWrFlz/eo1SUlJ0MkGb1vzuObp6evr6ev3kGfZmr98+nQ853h7e/vIyPD4+NiHygoUGs3Gxs7MysrCzMLOzsHOycnBOY+Dg5OFlY0STaDl66+Q2w0BAQEB8ZOQnx1g4IYKuVKfIkc7OTExPDw0Mjw0NDg4NjYyNjY2SglaE4lERkZGDAaziGehnJz8WuW1pSUl+XfyN2/ePIds88JFCwWWL3/86JHGJo3pPq6Ghsbdu/kVFRVSUlLSMjJy8vKysnJzyPhu2rTpaGZmV1fXZh3tH99bNBqNQqFw39ROpsPMwiyvoHDkSOqdO7e3b98Bh8Obmpqyc7J5eHjEvmWEd3Z2nD9/QVBQcOtWsuOLQCDa2trS09PExcR1dXURcPiXmprs7GwJCQlx8Znj3zAYbM2aNQgEorOzc26ha1ExMYDyerCWJlGblpMnThY/e6a4du0h40Owv5kZ/Oz29vanT58qKyv/3duG+L+BlYV1dHT0L38cAAAMBkPnZBMIhCMpKStWrkzLzFyxcgXdR8huLHKGut3z586lJCVduHK55suXuNhYRycndg562XkCgRAWElLy+vXjosIzubkuTs7RsTF0ofGFFO7l3+XnX3bq9OnTubnNzc1Lliypqanp6e7u7e1tqGufwuEwGAwDAwMcDsdgGJiYmRkZmRgYGBiZmBkYv8LAwIhAIuFf8+XgcEg9EAICAgJijuch5X/I6R9EAh6Px+PI/52cnMRix8k/4+OTk5PgHwgE8v+DMenFS/jkFeSWL18hLiEuJiaxfIUAMzNzZnp6fX1DwZPH+fl3j+fkmJqZTU/LJOdkW1mxsrCWvnubfiSNPLX7fXQWiUTu3LXrwoXz4mLiKDTK1d3N3taWnZ1NR09v+uirKqvcXVwcnJwEBVdlHEmztrVZvnw5nc3E5AQWi6UreWJlZWVkZHpfWdHe3r5s2bLpa0bAEYctLF69fHnA6ICcnBwTE3NFxTsUCp2SnLJypSBo09zc4unpvm3bdtDPJmeT2tm/e/fWwHCvkqISBwfH8xfPOTk5U1NSqbIqdPT29poZG6ttVI9LiM9IT9+3f7+U9Ayt4D98+GBhYhoSHrZw4cK4mBhHZ+clS5bQGrx7+/ZoVhYHB4eHl+f03jf/F342tQAW4r8BIyMjkUj8lTUAlJd02iUJcfFPnzxJTE6mc7LBJOnxsbHW5la6P104fz4hPiEtI12IwtTUVEpSkpOrC91VHhURUfDg4RGKmX9goK+Xl7+Pb0xcHK3jTiAQQoOCS0vf5Jw4sXjJEhc3t8z0dFFxMb8A/77evt7env7+/q7OzurqT+fz8lhZWcml3GOjI8NDBAKBSCSg0ZjJyUkigUACAAYGBvJrOm6KEp8AZ/0AGAyOwaDhcPjUFLgcwDAwwCl5MpS7zx+Tg4yMDEQiEbyZUhx6DACD4b5+6uvBQyAQGAYGPB5PpMzEweFwBgYGAgVaMyQSiUajyWaUk4VAIBgYGHA4HOXX78wwGPL4wfsgJS8d9e1Tf5ihMRgEHP5twORoBBKFmvr6qT/Gz8CAAQAAh8ODcX0MBkOz119XBe4XmAtEWQKn3WvqQQN3k4DHgxOO5F8xmG9m9OOfmpoCryjyXmMw+Gm7iUajEUgkbmoKHP/3e/2HGThg6m5+/+vXgX1/XsgngIGSijfdjIGBkUD4On44HIFhwAAkEg6Hoz9NfwyYcjYZGb+dXFozFBqNwuFw1N2k2es/zMgnD43+dl4opwmJ/Pap73YTBodTgklfL04EAjH19eDQjp/2vMAwDAww8sn9bvzgefl2+cG+3+vvzGguv6+n6dvJnXX84K+4KRyJRJzjNFGuWfTU1CTd+NEYDIz2aqS8XeNnOpskAMCT9+vrt4k07TTB4XBGRkbq+Oe4GtFoDA739Wqc7UsHfsuoZ/PbbtKezT9O3+TkFHWvyacJhwO+P5sMDAyUL93X8aMxGDgMPjU1OX38+G/fJvCiJZEAPB43x00DDkcwMs5606B+6cDxT//SkS9ZJPLbdQXuDvneSJpp/Hg8nvainZykHz/NaYLT7fVsF+33v9JfjVNfryvK1YhGT7+Fgqfp2wH/ejanf+nI9xYEEoej3U3qXv/AI4BEAmAAkUAWmYXDYIxMjHA4gkQiUr7yaAwDZhI7jmFgUF6nLLhKaJWg4MDAwKdPn7x9fVas+O6BmJaaeunCxdPnzvILCJhbmGemZ+SePGVsSq5WpNoAAGBvZ0ciEKNiY1hZWR2cHJMSEhFIpJ7+dz60ooLi9WvX3le+l5WVXcbPH5eQ4OrkAsDgunq6tGYfP3x0c3HZpKm5Y+dOBAKBx+PTU9McnB35aUTAkEhkRFjEOHYcFPWjwsrKejTraG9vzxyRcn5+gbNnz97Jzy8rK5uYwGqoq2vr6EhL/eEHCwkJXb16nZeXl7pk5cqVeXnn8+/ceV1SgsPh3Nzct2/bvnr16hnXP9Dfb25iunq1iIubKwKBOGxpmZWZhUQiQb0yKpXv35uZmHh4emppkwP2k5OTaalHbOxsqbs5Pj4eHRXd0d5u5+hAV235N0FOzKdbVF5e/uDBAx8fHyhv5L/Bp8+fzpw+HRER+RdOaF9fn8GevYMDA5euXhEUFPyqLhId8/LFi4SkJOHV9Lkfd+/kW1laMjMzCwkJ+fj5Kn+7iM+fOxcbE3s0J1tBQYFqfOnChQvnLySlJPNTFEgIBEJ4SOjjx49T0o7IyMiANgAAuLm4DA4MpmVmgO2pRkZGoiMiy8vKcs+e4fn2jcWOj3u6e/At5vPx8wN3E4fDmR0y4eHlCY0In5ycHOjvHxoe7mzvyMzIAABAQ3PT4ODg+Nj4h6qq+vr6devXY9BoEkCifikq3r0jEonrN2wA21+Vl5WNDA/LKyqCjil1F54+frJSUHDlypVEEpFEIpWXlRMJBCVlZfB5AD75hoeH35SUSMvILFq0kEAgolCop48f8y1eLCQsRH3/gcMRPd1d1R+rpWVkuLi5AAAYH8cWFRZSPrUI+DowsllbW9vHDx82a22GwxEoFKq1paW6ulpSUnLhooXUdyEkEvnu3bupycm1yspEInmLtbV1tTU1KioqjEyMtON/8fzFggULRERFSSQiGo2uqqzq7+9ft34d1QYOh09MTJSXlfPy8q4WEcGRZwnQTx4/4ebiEvk6G0i2hMPhY6Njr16+lJaR4eHlJRKJk5MTr16+4uHhEREVoQ4MgUB2dXVWvKtQ19DAkD1pRF9vX3lZmYiY2NKlS6hHA4lEVlVWjY6MKCgpUlo2kM1KXr9W3biR6bvxwysrKnB4vKKSEolExGAYKt+/7+vtVVRSQpGz/UAzOIlELHtTysTMLK8gPzk5hUKj3rx6jSfg5eQVKJOwX82IRMKTx08k10guXryERCLi8YTSN28YGBjk5OWoA0MgkD093e8rKhQUFTk5OckPXBjscUGBkLDwMn5+2pPe1tpaX1cnr6jIysoChyMGBvpfv3yloKg4j4vc6JRq1lBfD7YdJhJJaDSqrrauvq5ORlaWc948qhkCgXhT8gaDwcjKyhKIBCQSWf2xuq21VXWjGhKJoh1/cdGz5StWrBQUJBAIaDS6vKwUh8MrKCpQjz/5ahwaqnj3Tmj16qVLlxAIRAQC8aigYBn/MkHBVbQDGxjoL31TqqyszDGPEw7ABocG35S8ERIS4hfgp73MmhqbamtrNTZtonhvyLbWtqqqKhkZmfkLFlCPBhKJLH3zBg6Dy8jJfVMNa6uqrFTXUKcdP4lELC8rZ2JikpaRxuMJjIwMb0reTE5OysnLUzyPr2Z4PK7kdQkPzyIxcXEcDgeHI14UFzOSPyVDzQEDL9qip4WKa9fOn89NIgETExOlJSXc8+eLS0gQiV8TT5FIZEtLa82XL8rrlJmYmACAfAt6XFBA/tLx8FDHj0Ag6mrrOjo6lNYqYTAMSCSyo6Oj4t075XXrWFnJkkfgNsl32urq/v5+dQ0NHA7HwICpqqzq6uyUk5dnYWWlPbYvnhdzc5NHQiDg4QjE+3cVQ0NDG1RU6MdfWCQjI8PLx0c5m6gXz18wMTFJSUvRXI2Inu6ejx8/rlmzZv6C+SQSiUgkFTx4ILlmDe9iPtDXBLfY2dlZVVmpoqbKzMREmXPvel9RIS4hwcPDQ3OZIb98/tzd1aWmrk4kEFBodH1dXW1trYKiIjs7O+3V+OL5c3YOTklJSRKJiEKi6urqGhoaNqqr044fN4V78+bNwoULRcXE8Hg8IyND8bNiDAaz5msi7NebxgR2ouT165WCgitWriQQyG8Lz4qeLViwQExcnPaIDQ8NvXzxQnWjGgsLKxwOHx4eKist4+fnF1wlSHPTQNV8+dLR3q68fj0KhUIg4GNj40VPn65dt46Tk5N2bR8/fhgdGVVUUoTDEWBOc21t7br16zAYBuplBgCk9xXv8Xj8+g0bpqamGBgwpW9Kx0ZH5RUVKI4mHIVCsbAwE4mkB/fva27WlFdQ4OLiWrSI5/79ew/v3Q+PilxHGQa40dyTp548eZJyJJWTkxNckpKUdPHCxQuXL1FjwwQCISQoeHRkJCwygo0i4Tc1OWljRZbbyzx2lDqjOzo66uHqxsvHFxAUSOuRv3796uq1qzHRseDCT9WfrCwsHJwc93wTJHjz+rWfr6+unp6L29cO5zAY7G3520B//6CQYHma5/I/k97eXrNDxhKSkrSFjw0NDW7OLgeMjHbv3QMu+fDhg9khY3dPD1BTGOTFixeRoWG+Af7r1q8nEAgxUdEpyUkKCoqnz53l4uL6vxg9MI2ysrKIiAhQnxjiP0B9Q4OPrw84E/Sz9Pb2qqttlJZcU1tbCy6JjozS3rT5U3X1dONHBY/WKijyL1mqrqaWlZmptkHlxYsXAABcyMuTlZJ69fIVnT2RSIyNil6roNjS3AwAQGhw8Fp5hbKyMjozLBZ7yOig2SFjPA43Pj5ufdhSZd369rY2OrOGhgaNjerhoWEAAExNTRkZ7rOxtAJDaLS8LS/X0tA4np0NAEBba+sG5XXpR9LwBAKd2ZPHT5TkFe7cug0AwMMHD5QVFI9lZU1fW/bRYxvWKtd+qQEAIPfUKQkR0Xt379LZjAyPuDo57dtr0NPdDQBARnr6ZnWNuto6OrOenh7rw4fNTUyxE+QzZW5iamx0sIfSFJOW1pbW7Vu2+Hl7AwDQ3t6+RVfPztqmt7d3+m4qKypdOH8eAIDKysr1a5UD/PwnJ8kxG1rOnTm7QXndi+fPAQAoLS1dKyd/+9YtOpuJiYkjqUe0NmlWVr4HAOB4drbaBpXSkjd0ZmNjY77ePrqbtUdGhgEA8PH02rRxY+X799N302D3bndXVwAABgYHDu4/sH3L1o72DjqzqqqqjRtU0tPSAQAYHR3dsXWbv68vGM+m5XHBIw21jefP5ZFfjd6+U5SVO3P6NBhpo0IkEm9cu64oI1v87BkAAJcvXlKSkz+fl0dJpvwDygtktKa6RmdnJwAAqckpUuISLykXMC19fb3mJqaW5hYjIyMAAESEhW/T029taaUza2ttPWBo6OrsAsbwdu/Y6WBnNzg4SGf25fPnzRoacTEx5H9/+aK5Ud3Hy3toaIjO7OmTJ4py8g/vPwAA4MXz53JSUonx8YTvL1owlUtDVe3Dhw8AABQUFKyVV3hWVES3quHh4QBfvz07dra2ksccFxOrtUmzetrXeXBgwNbSap+BAYFAwOFwJgcP7dm5q6W5hc6spaVFT1snKiKCfGW2tm7R1TM2Otjf309n9ry4WElO/tKFiwAAdHZ0bNqoPn38RCLx0sVLGmobHz4g72ZhYaGSnHz+nTt0TyIcDnc8J0dZUfFDVRUAAFkZmWsVFB/cu0+3xYmJCR8Pz13bto+NjQEAEOjnpygrBx4ZWtrb2nfv2OHp5obDk7/a7q5u+w0Mp3/pPn/6vFVPH7y3DA0NaWlsCvIPGB8bpzMrffNGRXnd8ewcyr9LNyivi4uOGR+nN7t+9ZqSrHzpm1IAAG7fuiUhInrq5Mnp4/f18t6io9tFuRovXriwfq3y+4oKOrPe3l57axtTY2Pw0vLy8Nyzazd4AdPS2dGx38DQzsYWHP/2LVstzc27KbcjWr58/qyuono0KwsAgE/V1WobVJwcHEdHR+nMbt+6JS8t87jgEfnIfP68TmntyRMn6GxwONyxrKObN2m+eUO+Udy4fkNZUel5cfH03UyIjduoogo+AiLCwlXXb3j96jWd2fDwsJXFYTNjE3Lq8+SkrZW1uopqQ0MDnVl9Xd1mjU1R4eSrkUAgmJuaWR8+PDxMvh3RUlJSslldIyszk3zRtrWpKK9LTU4G49lUSOR7S8E6pbU3rl0nf5sePlyroJhzLHv6IyDn2DGVdeubKePPOZYtvFKw4OFDOhvs+LiFqZnB7j3gVzs1KXnDWuXGxkY6s67OLsM9ex1sbbFYLIlEsjAzP7T/AHgB09LQ0KCtqRng5w+eTerp9vTyfFZMvsWBvC1/Kyctc/niJQAAip89WyMmHhwYON2rO3n8uMyaNeXTHrv/KHq6u7fq6bm7uE53S/Pv3FmnqASepvcVFbJSUhfyyE89Wkgk0oXz5xVl5Z4XFz988GD5Mn5xEdHpDsnfB+Rn//dpa2vz9fWZ/vD+KT+7vr6eSCBGhIXrael8/vR5umVtba2Xu0dUeISo8OqNqmokEul0bq4mxYdYKyf/pqRktk3Ex8bqbNYK9A9QW7+hvLx8RhsikWhuYmplcdjGylpl3bq2VnonG6SpqUlzo3pIULC5sYmDnd1sW3z79q3WJs3oyEjNjerpR9JmM3tW9GytgmJ8bOxaBcWTx4/PZnY857imukZcdIyUhET+nTsz2pBIJBdHxwMGhnExMeoqqq0t9P4KyODggKWFha21tY2llcnBQ8OznLLu7u5tevreHp57du60sbSa/iAHeffu3TqltfGxsSrK64P8yTflGblw/vzGDSo5R4+prFsHvlfMSFrqEV1t7ZioaJV166d7zyB4PN7X23v3jp0+Xt6a6urT3RqQ8fHxPTt3ubm4HjpgpKetPd37BPlQVaW6bn18bJzh7r2BlIfKjDwrekbx2xJU1q0/d+bMbGY3b9xYp6gUFxOrJCd/7eqV2cziY+O26uqFh4bJSK4pfkbvFoBMTk4ZHzxkdfhwSFCQnpb2dLcSpL29/YCBoaeb+6EDRk529hOzvOg2NjRoqG0MCQzS1dLy9vSi8z6pFD55uk5pbXJiooKsbFJC4mzjT09L01TXOHb06DpFpWeU94rpEAgEPx+ffQaG4SGhmuoa0/0VkLGxMVsra3MTE+vDlnt27pz+ZgvS09Ojs3lzkH/AVj39/QaG09+FQJ4/e6asoJiRlq6vrZOcOOv4b1y7rrFxY2pysrKi0r1792YzO5FzXENVLSoiUllB8enTp7OZ+Xp57zcw9PH0kpeRme2iHRwc3Ka/xdPNzcPNzWDP3smJiRnNar582aa/NSQoeOe2bUEBgXQvaVTeV7xfv1Y5OjJSbYNKfGzcbAO7ee266rr1SQmJUhISuadOzWbm5+O7TU8/Mz1jnaLibOMfGxuzPmxpZWHh5e6xZ+fO2e7zvb29Bwz3OTuQ70KHzcxn+9LV1dZt3KASFRGxUUXV3sZ2tnDb7Zu31sor5BzL1lBVOz37+I/n5GhraqYkJSsrKJa8pveeqcTHxOrr6AYFBKptUHlb/nZGGzyeYG1paWVx2M7aZkYnFaS1pWWjimpYcIiVxWHrw4dnG39Zaan2Js342Dgdzc2pKcmzDazw6VPwpqEsr3Dq5Ky7mXP02GYNjaiICHER0Vs3b85oQyKRbCwtD+zbR76FKq8D3yum09PTs2+vgauzs621jZmx6Wzfpuampq26+r7e3ru2b8+//fWmXVZW5uziTPvC8LasfK2CYnho6MYNKmEhIbON/9SJk7t37AT+wQQHBrq7kEMzM/Lg3j11FdW01FS1DSoXL1yYzezypUsblJUlRMV4Fy06kTPrA/3vAPKz//v09vb6+vl2dXX9tc+qq22UWSNVX18fFxOjtWnTjJHsxwWP9hsYNjY0NDU2Cq0UVFNRBd/7nR0c2RiZso8em3sr+/bsZWdmefSwYA6bvr4+Gck1ggLL6+voI8G0NNQ18C9eslFFdWKW5yXIndu3mTEMRvv2zz2wjLQ0NiZmLw/Puc3sbGwYUegzuafnsMHj8du3buNduOjN61lfOcgdbvv7RYWEhVcKTo8d0lL5vnLF0mXrldaCUdXZuH7tGjsTs+kh47nHn5qcwoBAJSUkzG1mZmwyj5UNjJHPBh6H09fRmc/BWVY6V4Ckvq5eaMVKKQmJrmlBNVrevX07n5Nr17btcw/s5ImTjCi0k4Pj3GZhwSEsGMa4mNi5zQz3GrAxMt3Lz5/DZmxsTG39hpUCy798/jKHWWNj4xIeXgVpmaFZ3BqQosJCvoWL9HV06YJqdGQfPcqEQnu4us09/gBfP2Y0w9nTs75ygBM++jo6PPMXzOGkkq/Gvn4ZyTXLly5rbmqaw+xNyRu+RTxq6zdMj33S8vDBAxYGRuvDlnOPPyYqmhmFiYqInNvMztqGlYEx91TuHDZ4HF5DdeNCLu453vPJ95be3jXiEtISEnPfJN+Wl3OxsWtt0qSbMKHjyuXL3OycxkYH5x5/eGgoBoEEpzLmwMLUjJOV7fEjcvB4NkaGh5Xk5FfyC8wYAaFSV1e3kp9fWnLNwMDAHGZ38/O52Dl2bt02926eO3MGg0DO8QIP4u7qysbIBMb4Z4NEIu3dtYuThfX+tMlAWvopj4Dly/hra8jzh7PR2Ni4fBm/2gaVuadwH95/QH4E7P+TR0B6WhoHC+uffukOm5oxIlFnT8/1CCAQCFt19fgWLZrtlQmkp7t79SohKTHxua/GkteveRcsUFdRpQbs8Xi8t7dXUVEhrdnZM2ddHJ1ev/qT2O2J4yf2Gxq+e/tubrPck6esDh+u/vhxbrPI8HBrS8veafNCtDx+8iiLMnMyNyPDIzZWVt6enrO92YKcOnGSEYny8fSawwY7Pr5967Z57By21tbT5yX+VqB6x/8+5CIkioz8X/s4AgEHYLCk+ITCp4Wx8fGrRUToDB4XPAoKDNy6bRu/gADwTesIjUZfPH/+3bt3Pv5+ly5eePXy5Ywrp8z8ZjAyMrq4usZERTU3N89oNj4+HhkWtohnkaKSYnRk1Gz7Mj4+HhEWpr5Jg52dPTkxcbbqz9ra2vjYOC8f77HR0bTU1Nl2/OWLF08ePQ4KCXn+7Nmd27dnMzufl1fx9p2xicnZ06frampnMyPPOU5Obtu2LTEhoae7e0abiYkJL3cP5XXrNmlqhgWHDA4OzmjW39+fkXbEyPgQDy9vZFgEMIsiePXH6oy09N179zY1NV2+eHG2gVW8e3fj2jUbO9v7d+89Ly6ezexEzvHOjg5nN9eTx49Xvq+c0YZIJGZlZi1cuOig8aHQ4ODurpl3c2hoKCI8TFRcXFBQMD4mlq7ElsrgwEBsdPTO3TuxWGxWRuZsjYcq3r07kZ3tFxBQV1Nz7syZ2cb/8P79ysrKoNDg61evzrabJBLpaGZmW2vrvgP7M9IzOjs7Z1vbkeQUznnz1q9fHx8bO5uYz9DQoLeH546dO0UlxMNCQsfHx2c06+hoP56dY2tnR1aTTUicbYtvSkrOnT1rZGxc+ubNo4cFs5kVFRY+f15sYXU47+zZqqqqWcefkoJAIo0OHkxPPdLW1jajDaVaKEpVTU1HV9fHy2toaGiW8XeQw7dqqmzs7EdSUmbbYkdHR/qRtIPGh2praq5cujybWeHTwtu3bnoH+BU+fXr/3r3ZzPLOnRvo7/cNCMg5dqyqcubdxOFwsTHRJBJRb8uWxLj42cZP7nwRE7N69WpBIaGE2LjZ7i2dnZ2Bfv7mhw9zcnLGREVTi03p+Pz586ULFz19vFtbWrKPHp1t/A/vP7h/956Zufm9/LvlZWWzmd28fr2psXHX7l1pKUc6O2a+GkkkIDQ4ZPmKFbp6ejFRUQP9/TOaDQwMxERGGhjuW7NG0tfLa2JiYkazL5+/JCckbt+xY2xs7HhOzmwDq6urO3v6jKmZ2bOiZ48fP57N7Mb162VvSt08PS5fulTy+vVsZulH0hgZGJ1dXePj4urr62a0GR8bjwgLX7Ro0bp162KiomYb/8TERExk1PoN61lYWFKSkme7tzQ1NsbGxLi4uo6NjGamkyt2ZjR7/erVo4cF/oGBr1+9unr5ymzjP3niRHV1tZmFxelTuQ31DXM9AvB4DY1NMdExsyntTk1OBfj5KSuvlZGVjYmMHBsbm9Gss7MzOTHJ2taWe/78yPBw8EmHQqEOGBldvnKZenFisdhNmzQSU5IVlZRqa2pmG1h5WfmZ3FwEHG5va/vu3bvZzI5n5xzPzmZkYHBzcan5MvPa8Hh8oL9/9cdqFBJlcuhQR3v7bGuTl1fo7u6Oi4vFk+ueZ2ZwYMDMxGRwYPDlixe5J0/NZvbx48fcUyfdPD3eV1Rcv3ptNrO0tLRXL1/Kyct5+/hS5br/j5juekP52f8xpiYn/fz9vnyZK/A2G729vZs3aS5exKOzWWvGSPbTx49V160/n5dHTR1btWLl5k2ap3NzlWTlKigJhadOntTatOnd2xkmBLMyMnZv39lQT565Dg4MVFZQbJmWU4HFYp0dHNXWb2hva8Pj8IcOGFkftpw+IYjD4w4eMLK2JEfLWpqbtTZtSoqfIUBb8+WLgoxs9rFsaq729ORIAABev3qlr6MDJivfv3dfUkzs1o0ZJgQv5J0XFRK+S4l9ZmVkKCsqNTbMMKGZlZGptm5DW2sbgUBwdnA4dODA9JASkUg0MzY2PWQ8MTExNDREmSG1nh6S6evrMzc1DQkKwuFw7e3tGqpqvt4+07f4+fPnDcrrwEh8ZWWlgozs9avXppuVl5XJrpEC00XOnj2rum7DjIl6J4+fUF2/HrwAMtLSdLW0P84U0khNSTHYvbu1tZVIINjb2mpuVB/op9/NwYEB00PG+to6/f39oyMj27dunTEIMTo6ul1/i48nefyfqqtV1q0/efzEjPO/MpJrrly+TMmseLJJbeOMp+lRQYGetk5hITnScz4vT1JUrHCmOG5WRqa4iAiYkx0ZHq65UX16qi4AAFERETqam/v7+8fHx00OHrKzscWO058mLBa7c9s2F0cnIpHQ3dW138DAz9t7ekimtaVlv4FBckIiiUT6/OnTWnmF+JkCnOVlZXLS0jFR0WDwW2aN1JPHj6ebPXn8WFZKCsy2T01O0VTXqJkp8pcYH6+prtHS0jo1NRXg57/fwHB6Ri8Oh3N1crazsRkdHR0fH9+3Z+/ObdunzxG1tbXt2LL1gOG+8fHx7u5uTXWN2JnG39nZqa6qBsZuXzx/oSAjO70MgBzievRIRnINuGtXL1/R3KgO7gsdF85f2KKj+76CHBQ8kpIiJSYx/d5CJBLDQ0LlpKTBi9bN2WXn9u0zZlh5uLnv3rETOz7e39e3Y8tWf1+/6ak7fX19GqpqYcHkmfe62tqtenozTv5UV1fv2LoNTDB4/eqVtIRkDqUOhI5Hjx5JiIjmUG5B169elV0jNWO+3PWrVxVkZT9UkZOvPN3ct+rp9/X1zTB+V7ed27ePjo6Mjo7Y29pZW1pNz0geHh4yMTro5+2Dw+F6uru1Nmmam5hOv4V+/vxZQ22jnbUNHk9oqK9fv1Z5xjh0bW2tkpz8iRzyn27fvCUrJf2ieIbTdO3qVXkZWTBEmn3smO5m7crKyulm6UfSdm7dDt42A/z85WVk66bNWIKPADANGk8gmBkbm5mYTv824fF4C1MzM2MTIpHY2tKqoaqWONMjoKmxca2CQkY6ufajrLRss7rGjHHo1y9f6Wlp375JvlBv37wpJrwavM/QkXvypKiQMHg9Z2VkKskr1NfXTzfLyshYv1a5ubmZRCKZm5oZ7T8wjqW/GsGcbNNDxjgcrren12jffm9Pr+lzXB0dHTu3bYuLJc/L1dXWrlVQ8HL3oJ7N4JDg/Lv0c3EkEiksJPTyJXKu9oy30BvXyfnNJ46fkJeR+ThTvt/J48fXK61tpOSYRUdE7tq+Y8Y5rkB/f6N9+/r7+6empizND29UUZ1eBkAFh8NFR0eHhobOGF0eHh7euXUbWOLy+fNnBVnZMzOdpvfv38tJSYOn5l7+XXUVlUcFM0yMXzh/fjEv3wp+gbln8P4mID/7vw+JRPL396uqmuEe96f09vZqbFQXWrFyRr/kUcGj9UrKly6Sy5tAGhoaRIVXL+XlU5JXeP/uj6qdq1eu6GnrvKXx4UgkUvqRIwa7d4NONvhojAgNW792bRPNF3hsbMzJwUFFeV3bt/RQSq62iYWpGW3u2tjY2AHDffa2f+Rkt7a2gpmgtLfjmpoaJXkF2ofHp0+fdm7bfpzyzKDy4vkLXS0t0HsGKXj4UEJE7Pb3uXd5585JiIjS5mSfyMkh5w5+n/CafuTIhrXKtDnlPp5ehw4YDdDk9WKxWOODBw+bmVNdmdHRUTdnZyd7B9rMEIqTbRYSGEid0m1va9PepOnh6kb7zPz44cP6tWv/H3tXARbVtraHVmwUCbtbUunu7u7u7lJAEaTTAuzu7lZUTFoElO6OGWCK/9mzddzMXjP3nHv/e8+NeZ/nPM+RvfaatWt933rX971fXEwM9S9QgoiQyNXL0+KSv3z+vENE9DbC47l+9Zq6sgrNJjuc61n79Sv1L6dOnNDV1kEmzxGJxNysLGsLC+rkOz4+HhIYqK6sgtz9HBwcdLC109HQpEaRjo+PmxgahQUFIx/TQH+/gY4ucvw1NTUqCkrHj05bEX35/FlMSBhp/D6+f6+npXPlyhVks/v37mlraiJzsC5euLB98xY4LRIGxMQXHKD5Y3pqGjUtkoq9CQmaquqDv5ZJk5OTHq6uvl5eyHSlwcEBY32D0OBgqsfW29vr7uISFxOLdFXb29utzM2Rwdbfar/JSErtoyRyUVH69p24iAjSY3j54oWokPCzp0+RzZ4/eyYqJIyMyS4uLNJUU/9a83VaVEZKipqKCnU1SyaT9+9LtrOx7UY8prGxseCAAD9vH6rHNjg46GRnb6xvgAyAgdNwbS2tqK5Af1+fmjIUqIr8xY72dhVFpezMLOpf3pSUyEhKwR7M7/E/fSaybTty/fDowUMdTa0XlNURFadPntLX0a1EeGwH8gtEtm1H7sVPTk7uTUwUExJG/jE6MspI32Bw4Pf4iURiUECAubEJdfxDQ0Omhkax0TFIw9/Z0amqpJy0Zy/1L83NzTaWVtkZmUiP/OvXr/o6ushg5Q/v34ts237oAJRvR8X9+/eFtmw9gQj2vXnjxg5RsbLpS4VrV66IC4sgEx9joqL1tXWQCz8SmRzoH2BmbEx998bHx8NDwny9fZBR2v39/U729rFR0dTLbG9vN9TTc7SzRy7ja2trFWTlAnx9qR5bc1OTjKTUkemb+5A0h6QUkpu4feuWpPgOmmQGeP3wGbF+uHD+vL6OLk0qZ252tpmRMZWbIBAICfEJkuI7kK722OhYoJ+/rJR006+YbCjW2cPDwdYWOX4cDudob+/u4kodf1tbm4oixdVGrCgaf/yQlZSCkyBhVFdVmRgYnpwegPT2zRtNVbU7t37P7bdv3tq8fgONq3q0qHj75i23f0VIQ2730WMyklI0rvaB/ALpnRJwriQ8fg9XN2sLS+TcPjEx4WTv4ObsQp3bBwYG3F1c46KjkakdHe0dJoZG6RQnG8a32lpVKNEoD77wr1+/+vr6EAh4WNCQ2qzu2zdxYVGapcLHDx92iIhev/qbgjlx/Ljkjh2VlCRjKooKC6V27ERGbObn5pmbmFCfCOw0x0ZFOdjaUZPyR0dHfb28VRWV2tvbqc16urtjo2O+1f4OcMrKzorbFUeT7tnX12+op4+M2KyqrBITFqEJzqyqqtopKoa0ay9fvNDV0ro/PbXjyuXLq5avEOTjz876PQv9K8H0s/8nEBsb8+EDlN7+j8Rn0xx69vSpoqwclcmG8ePHjw1r123bvOU9So/i0oWL+jo61Jn30IGDpobGNN0SCMQ9CYnSOyVhPwCLxQb6Q0w2TbDy+Pi4g62dp5s77Jzh8XiY5KZZFre2tupra1MN/Ldv33aIihWiGKaa6moDXT1qNtJbiMnWpnGp4ehS4a3bqHTpuXMUJvs2LXNw5PBhaQkJquU4dOCAoowsTdbL5ORkeGiok70DTPfCTLazvQPNXDM6Ogq7O7A5+eVk76ahFVubW9SUVaIpCiQUbYSvcjIykRQmGInKisodIqJUVvsnk42wEDAuX7qkqqhEZbWPHT2qICOLZq9PHj9uoKtH/XtuTo6lqRnNZY6Pjwf5+aspK8OZggMUe6+rqQXrrlAxNDRkbGBIHTDMZEeiSO66b99UFJWoBv4Xk02b0Vj69p2ultbNXz7c40ePISb72TSXFLb6Qlu2UlePBw8c3LpxU8lrWnWRlKR9qghWOzkpSVNNnWb8o6Oj7q6u/r6+WMrjg5hsfYjJpiGi+vv6XJ2c42J+0qUtFCY7KyOTJgq2prqGknq1/zeTLSySmgIx2Ui8fvVaDGK1nyKZ7Nco9vfwoUNaaup1FD0ciMnOyFBTUUGuY3+ySvv2OdjadXRAqi+Tk5PBAQE+nl40tOjQ0JCdtY3JL1a7rbXVSE/f2tKSpllXV5eGimpqys/xd/1ksmlj4t+9fSe9U4Kad/vk8RMqk43E3Tt39bS0S36tkS5QmGx4l4wKEol0ID9feOu2zxRXlcpk07y0ZDI5PCTU2MAQfkwwk21mZEwz/t7eXjNjk10xsfBz6evtU1FQ2pOQQMP+trS0WJqZ5fyaW2pqagz1DY4fpU2Ve/vmjZiQMJXVRjLZSECsMMIrvX7l6k4xscqKab4OmUyOCA0z1NOnstphISEmhkaDQ9NC/8fGxsJDw3y9vIeHoOsaHvrJZI+PT8uoa+9o19XSprLaFCZb0dfLmybxrqmxiaKgUohksotROWR3bt/eISpK3XyAmGwRMaSTDePs6dNGevpUVrsgH2Kyf0w3AZOTkwm743eKijVQFK6oTDbSpYObuTm7wNQ1tGQiENycISabZvwtLdDcmP1rKdvU2CRFScalGVhVVZWBrt7pU6eRTDY6o/HG9RvbNm2huqrHjx2HmOzpy0XY+ZbcsYNq2g4eOCiLStycnJh0cXSys7GB91ioTDbNBuZA/4CHq1ts9M81EsRk6xuk7U+l2XKprKwM9PPr++XgJu5J9PP3U1ZWvn9/mg5PVWWlhNgO6viRTDYSx4qLkaz2seKjspJSNGlRJBIpNzvHytyc+lwoTLY1jfLV6Oioj6eXsoICvIyHszwpAk0t0xi3A/lh4WFU84fH4+2sbUICA2k+uq81NTtFRamZJxUUJvsKapPh2dOn2hoaVFb73t27m9Zv4OVZ6GBnzziB5J8Hpp/9P4GExAS0Df77dP1gPH70SFJc/Pw52tzexsbGdavXKCkoAmUTrly+rKut/fHDh8LDh81NfjPZSJDJZEjdSUbu86dPYUHBSCabppmzo6OHq1tHe7udjY0fgslGoo3Cahfk5VVUVEjvlCiik45T+7XW2MDg5IkTb0pKdDS1kEz2tKt++Ehoy9Yb165dvnSJhslGorioSE5a5sf3H4cPHqQw2bSibzCiIiKc7B2+f//u7Ojo5uwM1KOAmMXAwKCAwG+13zxc3ZBMNhIwqx0VEVFVWSknLYNkgpEoLysTFxa5ef1GeXnFThFR4N49RYQLYrW/fPp8tLhYTkoaGC9EYbVPGujqVlRUHMjPt4KYbEAG/QSF1dZS1yj78sXF0UlbQwOYEQiz2pFh4e3t7UZ6+nHR4PHXVNeoKCqeOXX686dP4iKiV1BONoyPHz7oaevcvHHj0UOIEKUnGwK52lu3Pn3ypLiwaPuWaUw2Eumpqeoqqi0tLSlJSRqqasAcMjwe7+HqGuDr972hwdTIKDToN5ONRF9fn5uLS8Lu3bW1tTaWlvQST+tqv8lKSKWmpHz48GGHqChw7xtmbsSEhF+9fPnq5SsxYRF66iJHi4q01DW+ffuWkZ6ujmCyp4Ocsm+fk71D7devYSEhSCYbiaGhQSd7e3Njk7IvX4z0DWwQTDYS/f39kALP/v0tzc2qSsr01FEgVltC6v69+xATD3KyYTx68FBXS/vVq1cXzp2nYbKROJCXLyYk/PbNm5R9yeLCIvRSzaIjo0wMDDva28NCQpBM9vTLHDI1Mo7ftau+rk5dRQXJZCPR3NxsbWmZn5NbWVFhqKdPT3YD9maOHDr89PFjoa1bT4Ci1GBWe6eoWGVFxc0bN2iYbFoFEl29lpbm0OBgCpMNiISZmJgIDwkN8PX7Vlvr6uSEZLKR6OjoMNTTc3N2+fzpk7KCgj+Cyaa5TBkJqeKiou8NDTKSksAou5+s9o6d70vf3bh+XUxY+PNHsHLUhfMXDHT1yr58OZBfgGSykYCUpOPjZSQkS9+VhgaHyCGYbJSCh4ezg0NHR4ero5MbgslGAmK1FRTzsrMhAkJaGslkI1FdXW1sYHDuzNm3b95oqakjmWyay9yycdOF8+dPnzxJw2QjcfzoMVkp6bpvdRDtslMCGGIBs9p21tZtrW2uTs5uzs7AuX1wcNDdxTV+166vNV/NTUzpJc5OjI/Dc87TZ0937ISE6jEYjLGJEU2zyooKiG25erW8vJyGyUaCwmrv/FZbe/zoUamdEvS0B/Jz8yxMzb7V1sbH7XK0taM6+kiMjY75evloqKqVvntnZ22jr6PbDwp/Onq0ODg4CGZkSCTSRzq0YFVlpZiwyPmz56A1g7g4zQ4tFa9evtTV0nry+PHtW7c2b9jIz7tYCiK/wMJKf42fXV5enoKiT5j4z8XExERy8r7Lly/39/fTUw37U372sycQk33qxEkyJDM6DTXV1UsFBJUVFOkJEl2/dm2nmJipoRENqYYEiUTatzdp1bLlakrKHYgtJ/R1uTg5iQkL+3p7M7iujvYOM2OTDWvWMpby+Vb7TU9bR3rnTpotJxo8e/p0y4aNWzZshFV+6aG4qEh0u5DK9C0zGuDx+F0xMSLbtjs7ODJIjcdCJXhCt23anJyUBBfeA6KjvV1TTX3jmrX0nFQYX2u+SktICG/bfv8uo8u8du2anJS0jKQU47D+8+fOiW4XsrawpCf6BqcHhAQFrVq23Ej/NxWHxsjIiLmpmZiwSGx0NINf/N7QoK2huXHtOlgwlR4+fvigpqyiKCePluxF4uqVK7Dsyfv3jPQo0lL2iwkJ62nrMBj/2NiYv6/v9s1bggMCGQg1DA4Oeri5C23deiAvn8FLW/ftm7y0zMa16zLT0hkMrPTt2x2iouLCou/oi6bBb6Pkjp1qysrAJSsMPIGQlZGxbdNmfx8/BqzP6Oioo539qmXLHOzsGDTr7e3V0dQUFRIG5khQ8fHDBwUZ2a2bNqN1vpF49PCRgoysppo6rJkNBJTDeujwqmXLJXfsrGP40kZFRIgLi1iZWzAYf39/v521zdYNG2HNbHpob2+3trAUFRI+e+YMg2afPn4QFxbZtG4dPScVxr27d0W3C0nvlKAJ9aFBTFS0qJCQqbExA60hHA4XFxOzZcPG3bFxDERsIIVQXd1Vy5ajt1+QaGttVZJXEN0uhAx3QeP+vfsSYuLiwiKVDPU0Ll+8JLVjp5G+AQMTgCfgk/bsWS64REVRERZ6BzfD4z3dPMRFRDxcXRmMv72tTU9bZ/OGDYfpONkwvn79aqCjJym+g/HcePf2nY1r123ZuJGxOsqJY8e2b96ioqBIZ2VLGf/kpJe7h+g2IRdHuhJ+0MJvcMjP22fLho1ZmZmkv2XB9yXvg3IiOdgwLJily5eiMzS+1dZK7tgpul2I3iIBxsnjJ0S2CclJSTPQGiKTyIcOHhQTFrGzBmQcUYHFYv19fJfwC5gamzCYQk+dOuXj401PJpWKuro6WSnpbZs201skwHj18qWelvbm9RuWCgiuXbX6xrXrU38daOuud3d3NzQ0dHd3f/v2bcWKFQxqbDLxH4Hv3787OjpWVFRQSpRxvX37dhNKMORP4cnjJ/G7dvkHBJhZmNMc6u7ujt+1G8p9pl93ct68eatXr+Hj45vJ8NWaMXPGylUr+fj5qXWw0GBhYd2yecvw0NDGDRvpiVFABWPnzF6/Yf3ExMS8X7W4gODmnrls+bK5c+fQ1IGnARsb29KlS8lTU3DJLnpYvnz52nXrBAQEGIyfnZ193YYNq1ZVLV++nF7CO9yMbzHf6jWrFy9eTClzCAYLK+vChQsJePzCRYsYDGzuvLlbt20fHhpauGgh4/GvXLUKKtfMMC97wfwFq1evXrJ0KTelVCedkbHMnj1n5apVfHx8cMFzINjY2LZu3UomkdatW8/gF+cvWLBh40Z2dvbZDO//nDlzVqxYQSAQ5s5h9DQ5OTmXLVvGNWPGnNmMelu9ds2q1avWrVvPIEuda8aMTZs2NTc2CS5ZwuBpcnByCggIrF69etFiXko1SjDY2Tl4Fy/m4OBg/DR5Fi7cvHkziUyeP71IMg3Wrl27atWqefPmUQvUAX6RjY2Xl3fturV8/HwMBsbCwrJgwYLVa9byLeZjcDc42Dk2b9nKzc29eu0aBgPj5+ffuGlTT0/PzJkzGTTjWTB/+YoVM2fO5ObmZjAwbmjSWLWAZ8GsWbPpNZuamlq3bn3dt7qtW7cyuMxZs2Zt275taHCQj2/x1BRUHhzYjHvmzCVLl+Dxk4yryrFzcAoICI6P4xYybLZ4Md/6jRvmzJ7NeG4REhL69rV29eo1DCY9Dg4OfgGBdevWLuJdxMrKwuihL+Zds3YNLy8vg3eDk5Nz8+bNfX19K1b+LtCNxooVKzZu2jQ5OclJf9LDYDCLeBetWLVyMe9iBt4FGyvb7Dlz1qxdKyi4hPG7sWHjht7enq3btiGLI9Jg7rx5wsLCZDKZh4fRpDd37txly5fN5J45l+HXxDWDa+Xq1SyQLWNkUHgXL4a+uzVrZs+m+zays3OIi4t3d3evWrVyilJclt4vLl26dO3atTw8PCz0LxOGm6vbgwcPXjx/wcbO2tbadufu7cCAoGm9cc3YtHEjnkBYunQpg37Wr1+/cdNGbu6ZbPRfDBZWFgF+gVWrVi1ZupTB18TGyjZvwfwNGzbw8/ExMIi2trYzuWfGxMbsituFrM1OgwXzF4iKirS2tjG+//z8/OSpqWGKrouPn6++oQHmLwTS6cbisBYW5kuWCPIuXrR69eorV6elEzHxn4j6+no+Pj74WbOwsNArHfIH+WyYyYbL79Ggs7PT0szCytxi47r19OJGHj18GB0ZNTg48O7t24iwcCAJSiaT01JTPd3cenp6jhw6bGFiCpThJBKJmekZxYVF4+PjBwsO5Of+zAKhwcDAQGxMzN27dyFlwL1JF1CBLjCaGhvDQ0K/fP7c29sbGR5OL4TgyZMn+jq6X758+fL5s46m5svpGVpU3Lt7Ny4mZnBw8NWrV+GhoXBFNzSOHzuWnpqKxWIvXby0b89eIKU9MTGRtj/11MlTExMT+Xl59DY9O9o7rC2tigoLe7q77W3tcuhkezQ0NAQHBpWXl/d090SEhtHjej+8fx8WEtLe3lFTXRMSGATUrKCUhbu1OzZueHj46ZOn0VFRvT2ATcPJycldMbGhgUF9fX2pKSkujk7o8mZw3EhS4p6L585jsdiMtDSafMffl9nREREGPZ3hoeG4mNh7d8B80teamtDg4LpvdS3NzaHBIUChG1hc3MTQsL6+/tnTp7paWmVfwNqxly5e3JuYODo6euf27bjoGDjslQZQiGFu3sGCgvHx8WNHj2aioq5hjIyMJMYnXLt6DUeRzDvzKx6UBg31DaaGRpcuXGxvazM3NjlJh0SsqKgIDgz63tDQ1NQUEhREb/zPnz6Liojo7e199+5deGgoPUr7WHFxZnrG+Pj4pYuXkvbuBUpzjIyMBPr570lM7OvriwqPCAkMAn7mAwMDMVHRD+7fh653d/zV6WmpiMusDw0Oqayo6OnpjggNBUqLwOLcYSEhHe0d1dXVoSEh9LSTjxYV21pZtbW1Xb182UhPn95O99HCoqz0DCwWe/bMmX17kyZRFVLhjw56OqdPj4+P52bnFNGR/+/t6YmJinr65Mnw8PCuuDh6UVhlX74Y6uk9efSooaHBUE//5nUwr/a25E1YSEhXVxf8WNH1YmGcP3du3969o6Ojt2/eio/bBaS0iURiTlZ24eEjk5OTR4uKsjPBb2N3d7ebs3NBXl5PT4+3h+fexETgL7a1tYUFh7x7+3agvz8mMhIo5gBfZmhwSFNjI1wKu5wOpf3k8ePoiMj+/v53byATANyuJJPJGenpHq5u3V1dRUcKrczNgUrSJBIpJyu76PARiu7ngbycXKAJGBoa2hUbe/vmLSwWm7w3CR3rCKO5uTkiNPTTx499vb0RYWEvX4BNwKOHD40NDMq+fPnw/r2Bji49S3Hzxo34XdDTefr0aWR4OD0l6aLDR7Izs3A43NnTp/dT9GrRbXA4HDTss+cmxsezM7OosfIMUPKmhIdnAcR2sWDU1dWQ3/LXmprggMDar187OzvDQkLoFQ96/fJVZFh4T3cP9FgDg2hi6Km4cunynviE0dHR+/fu74qNpWaH01Y2jYyKhKagvv37kj3c3BgHSd+4ed3V1YXeJsbAwEDCrt1vS94MDQ7GQpMMeFe59muts6OjuIiowGK+QD9/xnUJ/gWY5mcTiURpaSlIMpkNWgFfvPhbR4KJ/1CQyWRhYWHYz54zZw49n+lv+tmtra3Pnz2XlZK+CKq31NnRYW5iGhUe8bWmZtP6DULbtr1984amzYP792OjY6ixWW9KSsJDQ2nMIYFASN2/39XZmZovf/jgQUtTMxrNBywWm5ayH1mj8dCBgzlZ2TRbbwMDA7ti427f/rk7BqtrnztzljA9XbLxR2NIUDA186+rqys6IhIdFvLo4SNDfX1q3Nj70vdaauqwVBwSN2/ciImKom6ivXz+PDIcCjtGtiGRSMeKizNS06iJm5cuXNibmEgT3wY72dRKHEQiMT8n90B+Ac1ltra2WplbUHOtYE0PaiIaFfV1daFBwdTxQ+YzJARtJ969excaFEwNtq4srwgPCUUHxd68cTN+125qxcrHjx5FRUTSLJzGx8djoqKC/AOoA96/L9nZ0YlmOh4aGtoTn0BVrSEQCBmpacVHCml8uK6ursjwcKr6RH9/f1xM7K2bN2mMa3V1dUhgEDWm/Mf372Ehoejy6VevXDExNKQ2e/TwobaGJtpVPXf6zJ6EBKqhunPrVlxMLM1jwuPx+RQnmzqS4qKijPR0mhDn0ZGRhN3xVC0USOg3OeXE8eM0l1n3rc7E0Igqa9De1mZqZHzk0GGagX358gV5md++fQsNCvqCGv+TR4+iwsOpeZyU9W0YzUdHJpOPFRdnpadT38YL0Nu4p79v2gbu8PCwn7dPwu54+DInJyejIiIC/fxpPPLu7u7YqKgHv4KvxkbHEnbtvkgp/ozE9+/fQwODqKlyra2tyIdLxds3b8NCQ6k775UVFaHBITSx12QyubioyNrCkmqbL164YKivT+McEInEwwcPZaVnUG/42TNnkvbspXFVsVjs/uTk078KixIIhJzMrCOHDtMkH/f19UVHRFDLxwwNDcXv2n3lMu2K4uOHj0b6Bo9/FeKGgtN0dNDycK9evgoNDqamEX/69Ck0KPg7ytU+c+r0vr1J1K/p9s1bu+PiaHxQPB6fm52DfGGKCguzMjJpLrO7q8vZwSE/Nxf+58jIiI+X1+442vQPivcZ9ubXEqi3pycqPJz6cKkoLysLDgikxph9+/YtLCQELVb46MGDmKgoauTAm5I3EaG0byP0+aeluTk7U+WYDh88ZGVuQeOR43C4jLT0oiO/l0CHDx7MzsykmRsHBwfj43ZRMxohE5C459zZs+jLDA0OhkvEw8m70ZGRD+/Tlk+/f+++qZER9boo2q/az5/SKnFdv3p1d2wc1YQ9efw4KiICqedDeRtJRw5CNouqs3T29OnkpCSaOp2Qhn3SPmpUEh5PyMrILDx8hKZq6bfa2gf37yNnwuSUZIhIZmfl4GT/+Mu0DQ0NxUXHVJT/nMybGhtDAoPQlvrlixdhwSFwVjScih0eElqHUAiBcfHCxaTEROyvDIF7d+/GRsfQPCYsFhsdGRkeGgp/PiQSKTlpn4ebG1JrC86PRGYtP3z40NXVBSiPiMViqT8BFeCLirqHit6pqqz09fJWV1HlX8RrbWnFuCrTXxOfbWxiDD8eNjbWV6/AazUm/rNgbW0N+9n8/Pz0ytUy1PVT2iEqVlxYqCyvQI/JNjUy8vH0wmGxLc3Nm9ZvWL9mraa6+jPEBHTh3LmoiAia2KzHDx+ZGZsgVeSKi4p8vLxoIrQO5BcoyclTM5RHRkZsrW3gABVqGwKBEBEWTlUgge19TGQUTQja2Oiok70DUr3hy+fPAX5+H95Py7poa2u1s7FFat9+/PjR0tycOmHBeP/+vayU1A0EQZWTlW1kYEBzmbdu3FSSk6dWtyaRSMWFhWkp+2ksd05WtoOtLdUlGujv3xUbd/LESeTsSSAQ9iQm+vv4UFnhwYFBH08vGj+sv6/PzNgkJup3oPPrV6/kpGVoqoK1t7WpKipdQ0S5vX71KiwkhCZu8tXLl+rKKp8QiSknjh/fFRtHk9F47eo1CzMzqudHIpGy0jPCQ0OR7AUs3aijoUmdZ7u7u430DWgIeBxu3MvdIxIh6tTc1BQeGvb82TQ/rL+/38zYGFlttOT16wA/PxqhidqvXy3NzK8gMmaePX1mY2mF1JaC8+2kd0oifyJxd7ydtQ2Ng3Li2DEtNXXqYyLgCbnZ2QV5+UjLTSQS43ft9vb0HB39eW5HR0dkePjV6RLmOBwuPCQkJiqa6vl1dnY6OzqePzut4mZra6uOpmZG+u9A7Vu3binIytFUZaOojMsgF34PHzyICo+g0a+9cf26lroGdb1NoIRlZ6al0TgoRw4fdrJzoC6cJiYmEnbv3pOQiCSAKdKNQVbmFtRzvzc0qCkp02hvDQ0N2VLKTVP/UkNZC9HsMzQ3NWmrayDJ7wf37gcHBtHk15a+KzUzNkFqGl67etXJ3p5mKXvxwgUZSUnqT+An8YH+Ad4enjQOSmZ6hpmxKXWpMDY2tm/v3pMnpkm8TUxMBPj5R0VEUNch3xsaQoKCnjyaVqNxcHDQ0809AxFP39DQYGtp9WC65sPXmhpVRSVkoPOJ48fVlFWQCgwUyYs3ctIyyIXfqZMn9ybuoeECCw8dNjE0otKlY2NjexISjxw6jJwbSSRSyr5kHy9vqg83PDwcGhSUl5ODbDY8POzi6Ojt4UmdcD5/+iQrJX1nuqRST0+Pkb5+4eHfE86H0vchgUE0+wwV5eUqiorIr+nyxYsQszt9jfrg/gNzE1OkMsmxo0d9PD1pptBDBw4oyStQF07DIyOO9vbREZHINSqBQIiLiXF1dqZeVF9fX2x0NE1g7ujoKA0NUVFeHugfQMPstrW22lpZIzfWPn/6bG1hSVNeoOT1a0U5OaQJSE9NM9DRpXGXb924qaKgSB0/mUw+WFCQmZ6B/JrIZCgX2cHWljq39/X1xURGnZ+u6DU5MRkRFh4dGUn96Hp6ejzdPc6fPYu0FKOjo+oaarDdj4j4OZH2dHfTzO0tLc1a6hpIyY6nj59EhIZRnWwYz589U5KX/50dQZ4qPlKYuDt+dPrcePbMWRtLK+rCiUgkZqSnR0dEIvcwIenG3fGGenrUR9za0qKvrUMTOv/s2TNHJ4dayhRdU1NDr3xjX1+fnrbO8aO/SyuUvHod5B/gYGe3hF9AEWF2/7387ODQEAwLhoUVs5iPF6gqz8R/HDIzfxaZW7duHYNEKCB6e3vVVFRXLVshvVMCmFDf1dlpbmwSEhQE2yq4To2aiuqN69eV5RVevXwJL2EN9fSAshsXz1/QVtf48vkLgUCIjY6JDA8Hym5kZWTIS8u0tLSMjY2ZGEI+PXrDmkAgODs4ujpB9Qu+NzRI7tgJLD3d0tKio6kJayA8ffJEXkbmIWjvqaa6xlBfH96ku3b1qoWpGXDv7NXLlyLbheAt4/TUNOmdksDknqLCQjlpqEjBJEWC0MvdAz1+MokUERZmZ2MzPDTU3d1tbmIav2s3eid0dHQ00M/fj+Jq//j+3dTICK0tCLO/ulraYSGhsDGABomSqfqp7icsApuiA/n5UNbLdG0+GOfOnlWWVygrK8fj8dGRkVbmFj3dgJ3QQwcPGekb/Pj+HYfFBvj6pSTtQ18miUjcFROnrqLa29vT29urqaoWExmFvkz4QYcGB1PYMki/iaoBh0RNdbWygiKcXnbtylVFWTngTuj7d+90NLVgV/vEsWP2NrY0hgTGrZu3RLYLweE0MVHRasrKNG4BjLT9+9WVVXp7ekdHRoz0DaIiIlD5wFD2p5uzi4+n1/j4eHNjk46GZk5WNrqr3p4eVyenuOiYycnJivJyYwPD1yB1lPr6eiV5BVhq4NbNG8Jbt6Gp35/qfkLCryhb3nsTEjXV1IHjz8/NVVdRaWxsHBsbc3d1hcohoaJEyGTyvr17ba2se3p6BgYGnB0cDx8EFEnGYXF+3t5mxiajIyPfv3+Xk5bORKwHqOju6lJXVkmm6IJDdXa2C6F3GOA9LllIVxt6UQsPHVZTUgam4T64f19bQ/P58+dkMikrI8PL3YPGrYFx8vgJKCevspJEJHm6upkYGVEV/ZCXGRURYaRvMDY61tPTA8mkpKahuxocHDQ1Mo6JiiaRyBXl5coKCmdOA2J+mpqaLM0tMtMzSCTSyxcvTAyNgOoonz59kpWUggWbjx89KrpdCBjzc/XyFYoCCeTcBAUEWpqbo1PlyGTyrphYA0oJm/7+PgsT09joGBKRtoDL+Ph4WEiIj6fnyMhIc3OzpZn5ZVDJkoGBAXtbW083t8nJyU8fP+0QET0OKg4FC4/A78O1q9d2iIArm9y5fVtq587XlB2z5KR9Bjq6wCiRc2fPUaoOleEn8btjYyNCw3CoAi6QCcjMUpCRbWpqwmKx5qZmbk4AdQ4ikejp5u5ga0cgEpubm+WkpYG5722tbapKyvCK6Pmz53LS0kATUFVZaaSvD+vD3Lh23dLMHMiwPn3yREZCEpao2r8vRXLHDiCZVVxYKCsp1dTYSFFxdfT28EBPekQSydPd3drCEofDtbe1aalrAL+mgYEBNxeXmKjoyYmJqqoqE0MjYDBPWVmZoCA/BoPZsnUL8AOBQdFuErl8EXK1iwuLZCWlaJZ8ME6eOCG1Y2d1VRWBQAgOCLSzsgZKEuXn5pkZGzc3N4+OjkImYF8y2gRMTk7GRkWbGhn39fa1tUHPIjIsnEigbfau9J2vn298wu758+fFxNJNjq+sgBRI4BI258+eU1VU8vPxXbF0maiQ8N+nZfzPAAtNyk5uXm5gYMAUGbN125bbt+6sWMEo74GJ/wg8ffpURUUFg8EICwvfv3+fGq79R9DX12dtafXt69e4XbtcPdxpjnZ1dfl7+yxfuSJhz55ZlEy4xsZGDVW1JUuXPnvx/NGDB9lZ2du2baupqdm3P2Xr1q3An7h6+cqlixcX8S7q6uzMyc8XFBQENjuQl3/z5s3Zs2cLCgqmZ2VygjLqJiYmAv39x0bHuru7DY2NvH18gAlM7e3tIYGBy1eshJhOaytrGxvgL9bW1ibujl++Ynnp23dx8buVKfcQjQ/vP0SGh69cubKrs7Pg8KGVK1cCmxUVFl6+eImSb8SWlZszf/4CdBs8Hr8nIbGjvQ2DYeFZyLMrPh6YEYUdwyYmJOBw2Nbmlh0SO6NiYoA5QH19fd6enjNnzmxuag4JDdEzACeCVJSXQ3ogq1c3NzWnZWZs374d2Ozc2bNnT5/ZuHEjVLI4I33V6tXoNrDf8Ozp05ncsyYnxjOysoBpfFNTU0l79rwvLcWwsGzfvj0xKYkV9JiGh4d9vb3Z2diam5pd3Nxs7GyBA4PiYYKDt27ZWl5R7uHlpaevD2z24f379LS01atXv39XmpqRLib+U/qKBo8fPkzam7RixYqRkZEDhw/x80OGCo301LRXL15wzZjBz8+fnLoffvlpgB3DRkdFEvCE4eHhjRs3hkaGz5wByOgaHBiIjY7h5uauqqrS1dPz8fMF/mJTY1OAnx/vYt76uvq9+5Lk5OWBzV69fBm/a9fq1Wu6u7tz8/JWrl4FbJafm/vk8eMlS5fisLjU9LRFvLzoNgQCITc752tNDZFInDdv3t7kfcC3cXJyMiYysrm5ZXRkRF1TIzg0FPiL3d3dPh5eC3gWfG9oCI+M0NTWBjZ7X1oaFx0jtkO8vKw8OjZGRlYW2OzhgwdHi4pXrlhRUVmZm5+3dt06YLNLFy4cLDggICDAysaWd+DA/PmA/LYpzFRsVExdbe0kflJEVCx2Vxwwv7O/vz8kMGj+/PltbW2KSoqe3t7AxMG2tra4qGiBJYLvS9+7urlZWlsBB1ZZUREdEblk2dK62m85+fnbtm8DNrt542Zudvay5csmJibzDxQsXAhI45uamtodG1dbWztnDpTDnbh3zxxQJjcU5puUNDgw2NfXt3HTpqiYaGBGGqU8VtDExERra6uDo6OjsxNwYM1NTT5eXoKCS75//56UnCwpJQlsdv/evfTUNDFx8dqvX5OS923dBr7Mixcu3Lh6jY9foLWlOSc/T3DJEmCzwwcO3rhxY/bsWYsW8WbmZAPTKPF4fEhQ0ED/QH9/v7aOjl+AP9AEtLW1+Xv7rFm7tq7um4WlpZWNDbBZTU3NnviEdevWvn5dEhUdraahDhzY69evU5L2LRFc0tjUeKSocOUq8Ed34tixc2fP8fLyzpwxMzM3G5gfiZ+cDAoIGBkZIZHIGzZsiIiKnAFKAx0aHNwVF8fJwfnjxw95BXn/gABWUBpibm5OQEDgjJlcZ06fNTaGQhWAqKmqCvQPWLlqVWtLS1ZO9sbNm+mM//ipkye2btvW1dmZnpm1dBkgjXKKDGn2v3v7lpubG4/Hp6an8ywE5P4SicT9+5KrqqrGxka3bt22b38K8P4nJydHR0ezsGBmzJx5/Nhxc3Na6QUYtV+/enl4iInvqK+r27Bxw+1bt8fHx/MK8nX19DD/JqDxu69fv8bGDtlsRUUFBmsgJv6D8P37d/iTlpaW/puiOfTis9FL+a7OLnMT05CgIGQCH8xnK8orwBs9oUHBAryLaXa+aECeIrs4OvHxLGIskzQyMqIoJ79mxSqaYig0aGhoWMovoKupRW+nCcb9u3d5F/D4eHkzaAOnKvItXBQeEsK42e7YOE5WtgugyHUq8Hi8vo7ucsEl9ASAYQwMDIgLiUiIibe30RUEhGMhtmzcJCclzTj47MH9+/NmzfZwdWM8/ozUNA4WVnoCwDDIZLKjnf1yQcEH96btg9MAP4k30jdYLrjk/TtGSnkdHR1iQsLCW7fRyxCC8fnTJ545c+1sbBmP//TJkwvnzqOnGk5FZnr6ovkLkAEMQPh4ec3imvF4elQADUZHRuSkZTatW89AmwzaPGluWb96taqSEpD7oaL07ds1K1bqaWmjeWUkzpw+PZODk7Fu49TUVGRY+CxOrnt0NOBhTExM6GhqrVu9hp5OLYzBwUFFWbkt6zfQyz6E8bWmZu3K1Ypy8owznB4/fMTNwRkSBBVSZoD0/akL5szNz8tj3Cw8NIyXZ+ExEOFKBZFINDM2WTRvPr1cWBg93T3bN2+REBfvZ/g1lZWVCfAuNjc1ZaDbSAniv71UQMDRzp6xiGpWRgYnK1vB37pMF0enhXPn05RopcHQ0LCE+A7hLVvp5avBaGpsEtm2XWanJL3MbBglr18LLuYzMTRiPP4L585xYFjQFZRoEBYcsmj+AnoJ6L+LITg4CvLxM1aaGxkZUVFQXLl0GePox+amplXLlmuqqTPOfnv08OG8WbN9vLwYj/948VEB3sVhf8sERIaHc7Gxw6wwPRCJRCM9/WUCgozFUru6utavXiMrKUWTIEGDz58+r1+9BqqtS99Pw2KxxiYmGAzGydmJSGT00uZl53BgWE7QSUCnwtbKWmDRYppKtDSYGB/X1dJet2p1KUMT0NjYKLRlq8h2ob6+XvDk2dqymG/RT41CDGbJEsES0CYYjGPFxfNmzXZ3dZOWkFwqIHgItPn2F4KWBlu+fDm8sFi0aCFjgTMm/lMwf/58WMtv5syZDKS4GINMJiP/2dXV5efjs2zZsoQ9e9C6SywsLOzs7IWHDnd2dibv319cVPz61St63aYmp0AlW3fF7d616/GjR8BmOBzOy819+/btvv6+tlbWba2twGb1dfV2VtaRMdFLli6Fyy4Am314//7woUPpGRn9fX05Wdn0LvnpkyenT5xMSk5+X/o+ZR8kSgpEXm5uSUnJ6fPnsjOzbt24Se8yvTw8BAQFwiMjfLy8mhobgc0GBgaiwiP0jQzUNTV3xcUO9PcDm0GZmpGRllaWa9ev83R1GxoaAjZ7++ZNXHRMbl4eFOcXFU1v/IWHD9+9c+f8xQtHDh2mN34MBpOasp+dnT0mLi4jLa2yogLYBo/H7961i4+Pz9vHOzgw8H3pe2Cz/v5+DxdXTW1tYxMTWyvrwcFBYLPPnz55urmnZ2eRiMToyCh6A3v25OnlS5ez8/LKy8pPHj9Or9m1q1cfPniYnLr/xrVrRw4dptdsb0Jia3PLkeKimMjIF89fANtAFZIdHCUlJR2coEpJfb29wGbtbW2x0dHunp5bt27bFROLw+GAzX78+JEQH+/l483JxRXoH4DH44HN7t29m5edU3zs2McPH7J/RYKhkZqcUlVVdfTEicT4hJcvwOOHI1nXr1/v6e21OzauuakJ2GxkZCQ2OkZSSkrP0NDL3eNbbS2wWXNzs7eHl7unu5i4mIuj0+TkJLDZs6dPY6Kijp44Uf+tLj01jd74L1+89Pbtm5z8vOtXrt6+dYtes6JCqGzKnr17Dx04cOXSZWAbEokUEhTMycmRkp7m4eZW9uULsNlAf7+NlZWZhYWKqqqHiyu9x/SttnZf4p5d8bu5Z3LvSUgkEonAZmVlZTnZ2ZFR0R3t7bHRMfTGf/r06SuXLp86c+ba1atnz5yh1ywyLByHw2XlZPv7+pWXlQPbjI6OhgYFaWho6BkahAWH9PX1AZtRRFd3mVuYbxMW8nR172hvBzarrKwMCQyKiYtbuJDH38eXnkLl9avXcrNzzl++BG8s0Bv/4YOH2traUtPTC/Lz3rwuAbaB1/lQtc6I8L0JiU8ePwY2w+Fwvt7e6zdsCAoJcbS1a/wBnkJbWlpsrKwDQ4LXrl3rQ4k1BzZ7//59QV5edl5uR3t7dmYWvfG/ePb8/Pnz8YmJb0reZKSl02uWm53z4f2H46dOHiwouHf3Lr3L9PH0WszHFx0b6+LoSG/83d3d/j6+Lm5uwiIiIYGBOCwW2KyxsXF/8j4fP7+58+b5+/rRMwHc3Nx79+4VEBS4ceN6V1cXvfGfOH786tWrF69cKSosvHr5Cr1mifHxXDO4YuLiYqOia6qrgW0oiRzxa9ettXOwDwsJ+fz5M73L9PP21tKBTICnm/vAwAC6zUKehcFBIfMWzCUSSOwcbO3tHV7eXq1tANN/+9btG9evx8TFPXv6tL6+3sGJ7j7MXwYav7uzs5N7FuQ2eXp5/kWuPxP/zyASifb29hgMRl9fnyb37u+rU9PV2WViaOTv64eWomtqalq1fIWSvEJOZhYlphnKQnhw776SggI6opRIICTv3WtsYAhnlRXk5W3btPnRA9os7+HhYXMTUx/Pn8RDfk6uvLQMmkesr6+X2rGzkJKBDhMkrk7O46iIxrdv3mhraNymRFS3tbbq6+hkZWQi84F+l8aQlXv6GKpR9+7t252iYlSlBSSyszJlJCRhJf/S0lJRKAyaVt4Lh8M52tm5OjnBN7+4sFBOShpdm6q/v8/V2WVXbCxMI8VERdvb2qL3H9rb2vR1dPclQaGu3d3dpobGpkbG6DDcktclokJCcJX4/v5+PR0dOFabBgfy86Ulfpb7+vzpkxilWiRNGwIev2/vXgdbO1j15cK58yqKSl8+00aUjo+PR4SF2dv8zONJjE8QExL+8CuFn4qenh4dDc2YyCj4n4nxCeoqqmjdrrKyMjEh4UsUnYrx8XFjQ6OwkBD0Y3r44IG2hsbL51CVk681NWpKysBSIFcvX1aUk4fD9R4+eCC8dVveL6WFaaGusXHqyiqwnMijBw9Etm1H67EMDg6aGBhSJe3S90PVImn0cGClRRsLy4w0KNiXQCB4unv4eHmPouKD6+vqNFRUDxYcgPedNFRUXZ2c0WJtd27fEd62Hf6CmpublRUU0XoyUEx2YqK6skp3F5T4+OzpU7haJE0bLBYbGhTs4/WzrHpBXp6mqhpaBW94aNjD1S3IP4BMJhMIBH8fXzlpGbRa0Y8fjQqycnAUKZFACPIPgCqZ/1JaoOLF8+ci27fD6hz9fX1qyirJlBeYBmfPnNXT1oFLIb4teSMnJY2ufT1FJhcePqKlrgFT7OfOnN22aTN6x2xyYsLXy8vEyBj+6C6cO08pEkm7ldTZ2ammpEwtRhMVEWmkb4DeyP327Zuhnt4xSrrV8PAwFAYNKrL48eNHFUUlmNQs+/JFRlIyPCQUHVR98sRJUSGhsi/QZVZVVspKSZ1AbSWRyeTgwEBTIyP4a7p29dpOUXGaSuzw9peLo1N0RCQ8GChWW1ePRtoCnrFtLC2T9kCXOTIyYmNppauphY6WLvvyRUJcHM4qw46NOTk4uLu60WSOwnoaokLCnz5AGYFNTU0yEpJoPRw4VNfUyBhORLt75460hAT6bYQEppL3mxkbwzNAbk7O9i1b0VpPIyMjVhaWbs7O8Ax8IL9AXkYWXU64sbFRVkr6QMHPsuqe7u4OdnZoI1X67p2Wugb8arW3taurqGamZ6Dn9iePH6sqKj2mvLQvXrwQExZJSU5GT0FZGRmSO3bC83nJ69dQrDYqYQYqqebg6OLoBEchHz96VEZSCj3+zo4OMyNjeMONTCZ7urnbWFqiZ4OGhgZjA4ODB6BJo7OjQ0dT087KGk1+U6/o6NGjGBYohmRoaKi8vPzLl89I1byjRcVS4jtg+w5VMhcRQaaMw8Dj8XExMfY2P9P0Tx4/Lr1TAv02YrHYiNAwd1c3+KWNiYqSEBNHy850dHRoqalHhIXBg0yMjzc1Mu6Znq5NxfPnz0TFRGBxDgwGo6OrTRVygXHt6jUtNfVbN2862jvwLeJ1tLcHSsf+taD1swcHB1evgaKLEhIS/qIhMfH/jz179mAwGEtLS8Y7nn/Ez+7s7DQzMg4OCARuV0FhavwCq5avsDA1Q4aa3Lt7V0FWDs6JgUEik5KTkkyNjLs6f1oFEomUl50jsnXbo4e/szrGxsasLSxoyn3lZmfLSExL16irq9spJnYEkQU/jsM52NgiFUjgGVZPW/v69d+lBNvaWg109WhKQz95/FhWSvrZk9+7YyWvS8SERfbtnVaBOTcnV266x19aWiouIop0VUkkkoujI/TxI7bUDx88JC0hiaw53N/f7+rssjsujroQgnTTwiOcHByRVWo7OzuN9PQT4+Opf+nu6jYxNDIxMEI+jjclJcLbtiOH0dvbq6ulHf3Lu4Vx5NBhOSlp5AqqvKxsh4gYjaudnJRka2VNfUxQnMap00ryCkiJ3MkJaLQOtrbUOJbJycnE+ISdomKliC3v/v5+XU2tiNBQqg0gk8nxu3apKSsjA2A+ffwoKiRM1baDNSt+Zhwi8PTxEx1NrSeIet11376pKdO62levXFGUk0dO93du3xbaspUmsY/i8asgL/Phgwei24WQmglQfXgDw4DpgqzJSfvUlFWQS5221jYbS6uMtDTq5zY6Ourp7uHv64tUwfve8F1dRTU/57fH3/jjh6qSsquTM7L/u3fu0Hj8jT8alRUUacq2p+xLVldRQXr8L59DhdmR61s8Hh8aFOzl4YG0VdmZmZqqasi9+OHhYW8Pz6CAgN9CHKNj/j6+CjKytV9/lypsbmqSl5FFxuFMTEz4efuYGZsgncunT56IbheiSuDBO+PqKqpp+1OR47904aKuljZSeqL07TsoLXK6LnXh4SPaGprIAImTJ44LbdmK1EwgEomBfn4mBobIyzx/7pyYkPCXL78DSPr7+lQUlZDrZzKZHBYcYmJohHxMtV+/GhsYHC0qpjpifX19lmbmcTGxBETy1pcvX5Tk5c+f+60VU/7li6T4jgiEbA5FNuTUDhFRZPBYRXm5vIwsTWJleGiYsYEh0uO/fvUaTT32kZERJ3uHqIgIau44lNYZHmGkr498G7s6u+xsbPYmJFDfxv7+flsraz1NLWRwGuRjCYsUFRYh+7e3saHJ2Lt+9eoOEVGk7EZTY6OctExx0e8TYaFVIwODBsT67e6dOxLiO14jVNKhzcyUFHMTU+pLSyaTs9IzRLcLIRP7xsbG7GxsnOwdkCRRQV6+rKQUUk2iublZeqdEQV4+9S+Tk5OuTs4ujlBmPPWP70tLdTW1rl/7bQJaW1o11dQzp5uAZ0+fKskrIIPHnj99Jrx1W3rqtJc2JytLRkISOYxXL1/KS8vAaZHUi3J3cXW0s8Nhf3v8xUVFUjt2Ik/s6uw0MTRKTUmhPiZKLrWzvY0tMn/3x48fpsbGVEFGuCiprqaWrZU10gQ8efw4JDAIjuMiEAgGBvqLF/PKyMrw8S9etGjh5i2b/P39qqqrzp4+IyMp1YAwAXA9cxpXO37XLhtLK6rIEiVO46iEmDgy/xWHw0WEhXm6uVM/OtiESUtIfvr0+23p6urS0dAMCQykvlSQAsmu3cYGBvSCWltaWmztbGGxaVY21qDgQOoDLXldoqetc//ePRcnpwVz5+lp6zAowPxv5GdjsVgFRXkMC+bYMUZxb0z8Z+HixYsYDMbZ2fnPnkjjZ/+MyQ6cFpMNg0AgpOzbJy0huX7NWjFhERrRNJjVVlZQhK0+xGQnJVGZbCQO5OVDrPZDiNIYHhpCMtlI5Of+ZrXr6+qoTDYSv1ltygT97s0bbXVNdAggxGpr62RnZMFf708mG+G9wYBYbTHxxPjdcLX5bMoMi65J+5PVpjgHOCzO0d7e1ckJfbuKjhTK/2K1+/v63ZxddsfGoVdBMZFRVFa7va1dX0cXFm1Aoquzy9TI2NTQCDauJSUlokLCaCIQYrW1dcJ/sdoH8guoTDYSnz99FhMWvkFxtfEEiMm2t7Xt7KRV5/jFan/+xWSH29vaosNz9/xktSEiuaenRxvBZE9rlvCb1S77UiYmLIJ0smHgcDhjA0Mqq01hsjXR9bohVltZhar0dOXyZSU5BXTi+U9W+5ePuxtmslE1gR8+fCiybTu8PhwcHDQ2MAwODEI/JkiB5Ber3dHebmP5k8lGAo/He3lQWG3KXar79k1dVfXQAdrCQ98bGtQhVtsJ5rF+Mdm0l9nS3Kwkr0CNjv3JZKM4oedPn1FZ7d9MNopvhlnthgboGx8eGvZ0dQsKCKQJz52cnPT38ZWXloGJ5O/fvyvIyiHVBmEQCIRAf39TI6OhQehXXjx/ATHZqK8JYrWVVJKT9sH/PHvmDJXJRuInq/1r4Qc52RCT/dstgHHu7Bkqqw0z2aZGRuiPDmK1RX6y2hCTrawMLM6CZLWRTDYSEKttakZltZFMNhJfvnyRkaCw2pRmp06cFBMSKkNdJpLVJpNIwQGBpkbGaFru+tVrO8XEYR/9J5ON0HejYldsHIXVhl6Grs5OawtLGoIAHj/Eamtpw6x22ecvEmLi6PpQY2Njzg6O7q6u8BR6/do1iMmerm2HZrWRTDYSd2/flpaQfEX5ZgkEYmrKfnNjE3SweF5OjtAvVntkeNgawWQjAbHa0j9Z7cYf05hsKmBWmMpqQ0y2mjp6bmxva/vJalOZbCUl5MoQxovnz8UprDY8mOyMTEnxn0w2Er9Y7dvwytPZEVLBQk8ax48eo7Da338y2cbGqSkpNJcJjd/d3cbCcoSy+9RQDzHZhyhMNhId7e06mlp21tawpXj+7JnItu1XLl2Gp8ryinJhYSEoeoEFs2XrZhFRkdlzoLxt7lncWzZtQmdeVVRUiAv/ZLUpTHasvY0tOpHm5PET0jslYFU6mMkG1qCJobDa8Pq5o72dymQjQSKREuMTTI2MYFYbi8XSpFeRyeS8vLzFi6F0bRZWTH7Bz9VUU2NTyevXbq6uC+cv0JhOFvxb+9lEItHa2oqdg+0hxdFh4r8DZWVls2bN8vb+G2l/DPzs5ubmnu4eMyPjkMCgsVHAvkxy0j59bZ27d+5sWr9BSUERSJzfu3tPWR4KIMlMS0cy2UhArHZOrpiQ8O2bt1ycnN1dpjHZSORmZysrKL5+9UpWSgq4cQmz2vY2tgG+vm/fvDHU1UPSGEi0tbYa6uodyMt/8vixvIzsUwSTjUTJ69fiIqLpqalFhYXykMgU+KsuLS3dISp259Ztfx9fR1s7JJONxOGDhxRkZD99/Ojj6YVkspGAq4G4ubhWVlSYGhkn7v7NZCNBCSAxsrawePjgwY7phDoSvb29Olpa+/buPX3iJA2TjUR5WdlOUbHbt25lZ2bZWlmjgyJgnDl1Wk1JubS0dHdsnKOtHTAjk8Jqx0uJ73z44IGZsXE4gslGAma1DXR0Xzx/vlNU7NKvmjU0GBqEWO34uN3Pnz3T09ZBe28wIBdWWeXs6dM3r19XklNAUqRI3Ll1W3jb9qIjhempacDYFRgP7z8QFxF98uixnbVNgJ8fvbdxX9I+HU3NL1++ONrZIZlsJEZHR73cPYIDg8q+lGmrayCZbCQaf/xQU1L28fS6ffMmMPaD2kxZQfHwoUN5OTnqytOYbCRePH+xQ0T06ZMncTExXu7TmGwksjOzdDW1vnz+7O/jG+QfAMzIHBsd9ffxVVFUfPzokZqyyv7kZGBXFFbb29HW7vGjR+LCIvDOOxpdnV3qKip5OTk3btzQ09ah95hK376Tg1Scb584dpyGyUbi5PHjwlu3X7pwISo8gobJRuL82XMSYuIvXrzQ1dICRoLBb2NocIiVucWXz5/NjI2RTDYSMKu9Jz6h9N07FSUlJJONRNmXL5I7dsbFxJw/d24HpNMHToMuLy9XkJW7fOkyhdubxmQjce3qNQnxHW9KSrw9PCEmGzRpwKy2uYlJRXmFk4Pj3sRE4NsIs9rG+gYPHzyQ3ilRdARcaBBmtUODg2/dvLlTVAztZCNYbenTJ0+dOHachslGAgog2Snx8vlzKLAQwWTTjD8rI0NcRPTWzVvurq40TDYSBXn5yvKKFBFreXoZpTCr7e3h+e7tW31t3euIcgFIwKx2QV7e82fPVBSgNxzY7PnTZyLbhLIyMg4fPCgjKYmO/YDx6uVLBVm5B/fvB/j5O9oCYldgFBcVycvIlr4rtbawSk3+zWRPGz+F1XZxdCovK7MwNUMy2UjArLaLg+Pd23fEhISoVRG+f/8Ox10oKyvdvnO7ta21u6f7zZs3zs7OGFaopMbDX0WUkKCw2jtuXLuempJCw2QjcezoUemdEh9KS3fFxHi6/2ayp41/EmK15aVl7t+7Z2JoGIxgspGg6GrvtrawLHn92sLUDFgP8vXrV2KiohgMZu68uffu/VRNSExIWDB3noqSch3D7NJ/Lz8bShAOD53JPaOmZloRBCb+o4HD4ZYuXRryt5Km0ejr61NWVBIXES159drWyjo0OAQ95REIhKQ9e/W0dL5//97Z0QHrjdBzR549ebp+9Ro9bR3GQhkFuXm883nsrW0YDy81JUWAdzHNBjoaTvYO/It4AbGeCPR0d2uoqm1av4GeWwPj08dPm9at3755C7VGHRDv3r1btXy5sYEBY9mT4sJCwcV8wYG/N8KAiI2OFuBdvH8f2K2B0dfXp6+ju4SPn1pYEYixsTF5Gdkt6zcyliaoqKjYvH6DioIimuJF4srlKyuWLLWxsqJnSGAk7Nq9aP6CAF8/Bm2mpqYiwsIEeRczlj2BcvYpeiaMH9OP799lJKVEtwuhKVIknjx+smrZcqkdOxlrK927c2eZgKCLoxO8lUEPaftT+RYuole/GgacEbuEj7+QzsoQRmtLi6Ks7Mqly9CkGhKdHZ1CW7ZKiu9grCP08vmLNStWGBsYMo5cPHTwoOBivgBfP6AhhEEikXy9vPl4Fu75W4GFzg6OywQE0dXakBgdHVWSV1i/eg1NaSEafP70SWjLVgUZuSaGfNWFc+cFF/Npqqkzjo47cfy44GK+8FBaUo0GkeERi3kW0pTPoAGk5WxismrZcmSxJzRqqqvFhUXWr16DzmqgabZmxUpNNXU0RY3EtatXlwkIuoIEpJFI3B1PeRv3MB6/lbm5AO/igygmGAk8Hm+gq7dmxUrGsicd7e3iIqIi27Yz1kp6/OjROsgEaNPUVaVBfk4OH89CawtLBm3gBAkB3sU04RxouLu48i1ceG16oSgaQALqSsqb1q1/yXBueVvyZtO69UJbtjLWGnr18uVSfn4rc4sp+l8TXFpBgHcxTXARGr5eXvyLeA8xfBt7eno01dSXCQgiTUBMDJQBr6qmis7hCQ8Px2AwSsqKwPeturp607r1CrJyjOfGs6fPLOMXgKJiGJqAmMioRfMXwJm1DBDkHyC4mO/EsWNkOgaxq6vL3d0Nw4JZumzpx48f83PzBPn45WXlar/S7p//WwGgALp82XIODo7VIH3cvwPwlP3/0hUTfze4uLg4OTlZWFhIJNKfOpFIJLKyskziJ1P3pyxfviIyOoqVhXViYoLaACYV7t+7m5Wbu2zZMngTCj6RDaXoOT4+XlFRYWBkyM7O0dnZOWfOHKBq5ujISH19vaqa6gxu7uqq6g0bNwCbNf5orK6q9vDyHB8fHxoaAor7UhbBrxcsWGBjZ9fV1Y3H49Gjgt/Sjx8/btiwQUREZGhoiEAgABWpyWRyRUXFmjVreBcv/vD+Az8/P7AZkUi8df2GhYUlXDFn7bp1wPF3dXV9b/ju5OJMJkNTJC9IwxhO7pmcmLB3sOfm5h4bHZ3JzQ1s9uP7dxKJpKWtVf+tDovFAsVlyWTy9avXNm7cyCPNU1dXt3TZMuD4SUTig3v3DY2NRkdGmxob582bBxz/yMjI94Z6C0tLLi6urq6u5cuXo9vAMt5tbW0ampokEqnxR+PyFeBmVZVVnR1drp6eAwMDOBwOKO5LJpMfPni4avXqFStWtLW1MXhMXz5/3rFjB9cMrv6BASKRCBw/iUSqrq7atm3bwoULP338pKCoAGw2jht/cP+BvYMDiUxqbmpetmwZcPyNPxp7e3qcXV1JZPLQ0OCcOQCxJtiXmsE1w8bOjpUV+o6A+j+UUKh67lmzlFVVaqqrZeXkgC8tiUS6dvWKtIzMvHnzvn39ukNCAjz+8fEnjx9b2dqODA23tLSso/M29nR3d3d12zs6cM+c2dPdDVTUxkxhmluaB4cG1bW0RkZGujq7eCk7uejxv3v7lkgkOjk7d7S3E/B4oLgvmUyGCHsxsa1btjQ1Nq5btw78NpJI5WVlqurq7GxsPT29S5YuBY5/cmKirq5OUkJiwaJFXz5/FhEVBTYbGBgoefXaxdWVhZW1q6uL3kdXVVmJn5x0dHYeHR3DYXFcMwBvIxxuISgoaGZhPj4xweBtrKur4+Pn2y4kVFlRsWXrFnqXeeP6DW1d3dmzZtXW1m7ZsgU4/sHBwZLXrx2dncfGRjva25csBWgYY6YwTU2Nk3i8k4szBwcHg7mxob6eSCCqa2h0d/cMDg4CFcYogowP582fZ2Vj09TUJCwiQm/8N2/cVFZWHsNiv39vWMy3GDj+iYmJrzU1RsbGLCws3d3d8+bPpze3tLS0yisozJ03t6amZv369fRksCsrK908oLJfDC7zbcmbmdzctnb23d2MTMCnj5+2btsmLCIyPMjIBNTX161Zu5aXd1FFebmgoCA9E3Dv7l1zC8tZs2bV19evWr0aOP6O9vaKsjJXdzc8ntDT00NPH/1rTc2s2bPtHRwIeDyDt7Hu2zfumTOVVVVamluwWNyMGVydnZ1Xr16dO29OVGTkIlQpg6CgoBs3rr9//76kpERZWZnm6NXLV4xNjIeHRxrqG8R3gKsNUExAg72TE5lE6unqXrEKXDuiq6uru7tbQ0MDw4JpbW2lN4VWVlS0d3R4ensND48QSSQO0I3l4+MrKDggJCwcHx9vYmqMIU2tWr0qLz9/w8YNmH9jsLx6/YqV5ff1sLCyXLt6teBAwcMHD1kQf2cIyK9atWq1gIAAzQEyJdfqxfPnFEn/KSg+aNpZLCwscKGcP36IMkgGh6gDAgzy7+wT2cOfOutfPE4GfbKysr1+/XrO3LkiQkLEaa42o6fAwsJKwOMrKipGR0c5ODj4+fnZ2dlJZBL8G9BpLCwTExM93d3zFyyYP38+iUQiEAgdHR2zZs0SExNjgb6T332ysLB0dXbW1tZKSUtjsdjurs5169azTav1QBkMRemss6NDSkamsbERi8Vu3rQJbkYzzrLPn1lZWYVFRevr62fOmLF02TIaFScWFpbJiYnysrL5CxZs3LSpqqqKl4JfC7+f1w6VFMGOlX8pW7Z8uYCg4NeampUrV0K1HijNqPeThYVlaHDw8+fPomJiGAzkCW3ctHHOnLnTl5HQrW5pbm5qapKQlBgdGe3p7Vm3dh31MpHPqL6ubmCgf6ekZHtbGwFPgOdimgdBIpG+1dZOTExISEp+/fqVe+ZMdBEHFhYWIpH48cOHhYsWrVy5orwMmv0FlyyZmiIjHy4rC+vw8PCnjx+3CW2fM2dufV3dqlWrZs2eTbMMZmVh6ezsbKivFxYRIVPigNdv2IBwB3/dNKgeeEvjj0ZpWdm+vr7h4aF1ayl+EuoS6mprh4aGJCQlv337RiZDxRcoL8a09xMzhfnw4cPs2XO2bN1SW/t13rx5/PwC1H7gS2BhYcFisRXl5fz8/CtXraquqlqyZAnPwoUQXTT9bowMD5eXlW3YuHHe/Pl1376tWbt2uvQk1CcrK2tvT09lRcVOSUns2FhLS8vmLVu4ubmhH0I8I1ZW1vq6up7ubgkpqZ6enrHR0bVr11Je0mkfC2wLJyYmxHfs+PH9Oxs727Lly3+9OvAlQEPDE/A1VdVsbGxCwsI11dU8PDyL+fjgS0PeNPzk5If375evWLGYj6+qsnLlqpWLFvGiH1P/QH9FWbnYDnFWFrbGH9/XrFs3c+ZMmpvGysLS1NTU2tIqvnMHFovt7elZtw56G9Hf+/eGhp6eHhlZ2ZaWFvzk5Oo1q9GzAZlMrq6qIhIIQiIi1VVV3Nzcq9esQc8hJCKx9N07AUHB1WvW1FRX8/PzL1y0cPpTgsY/NDRUVVm5Zu3aRbyLvtZ8Xblq1Zw5c9DfZn9/X1VllbCwMCsbW0tT09r16yHKAPGM4Ife3tbWUF8vLSPT3d3d19e3afNmVCkr6Nv8WlM9MjK6Y+fO1pYWEomELClCeal/fnSVFeVsrGzCoiK1X6H6L4KCgpSt32lWAD85WVFRMW/evA0bN1ZVVgoICvLw8NA+JlbWsdHRjx8+bNy8iZt7Vm1NzboNG+bPn//zNfv1i6ysrF2dHV+/1kpJSePGcdCu4Pr1HOzs0IeBeAqsLCx19XX9vX07JCTgt3HN2rVIB47SJ0Sm1NXWjmGxEpKSDfX17Ozs0NuImj+JRGJFWdmMGTM2bt5cWVGxcOHCZcuX04wfnkLfv3u3et06fn7+rzU1y5Ytm0cZP81r1tfXV11dvWXLFu5Zsxrq69euW8vNPYsyIdOagG+1tRKSkuPj411dXfDbSPOLFN26H+2tbdIUE4DD4TaBTAALCwtlt4osIirWUF8/A2QCYLHR8rKyefPmbdq8ubqqahHIBLBgMGPYsYryCkFBwaVLl9bU1KxYuXIuHRMAr+LIFGpj46ZNs2mnUOg1a21paWxslJGR6evrGxwYWLNuHdW5p766LCws1VVVOCxW/NfbCBf/ovk2iUTiV2i3ByO2Q7ymunr2nNmCgksAj2ly8sunT4t4eZevWF5eVr5s2TLBJUv6+vru3LsrKiZS+u49sKySf4B/Xm5eTm6Ov58/8o5FR0T++PHj4OFDJDI5My3D3NJip8ROmnOHh4cjw8JHhoeLTxz/Vlt75tRpLx9vdP2yjs5OFwdHYWHhvcn7Tp048fTJ06SUZLSrXVNT42hnHxYeZmZhceLY8YH+fi9fHyBbBCM4KCgrO3vOnFlPHj/dsZN2bP9uYNmXvI+d7fcD4OBgr/n69dOnjxbmlsAVGAjQQ1dRURGD/I9pIJPJQQEBZ0+f4Zoxg+Yxs7GxkclkmLiiWRGysLCwsbFhsVg2Njb0y8HOzj4xMUEikdCMFxsbG4lEmpiY4OLiohn83+iTg2NifJxMInGC+oR3S9F3Ax4JmUTm5ALUJvx5lExGVy5kPE5WVlYcDsdOGej/Y594PJ6VlRV4FXAoCE2f1JHMoDw7+CaQSCQ2NjbYw2ZlZcVisRwUQBMDGQLcDzs7O5zFhe6Ti4trkoIZM2ag3WL4KshkMgcHB4lEgl8MmINHjxOeuUgkEicnJ4FAGB8fR187KysrOzsHFjvGxsbGwcFBs7tC7ZOLiwt+ISGbwQr5E6ysrEQicXJyEtknPEL4/ycmJlgpAD4jVlZW+EYhpcfZ2dkJBAK1T/h0+NViZWWFt3E5ODho6BZ45KOjo6ysrPAl0PwcngK4JCE8cuqFwL4ptU94/NTHRCQSgewOdPPJ5AnK/YRHiLyfsJYtBwcnBwc7dfzwT7Ozs+NwOBYWFiRNS3kE7PDLCaRv4WeNn5zkoDxZ6viRzwhuBv+TchC6TFZW1snJSTweT/Pc4QGQyWQqr09jluBxsrKyzpg5k0Rhu6lbPfD9JODxXL+meOpjgm/U2NgYJycn+rlTXn/oDsCHqI+Jesfg50h9aeEHAQ8bh8PR9Al/cTDnDW07gqYCOCQJPoR8THDP4+PjcJ/I1wwGDotlobxLyA5ZWVk5OTlxOBw8tdK8Zj/7xOFmcnPDHyn8xsKXAE+t8PuJHD88U42PjxMIBPR0zc7OTn0/KY/190P/PV2zsnFwQjcNvjrqg8BisfBkgnzo8L2FK2Ww/XoQNA0mJibg30V/m0izgnxMLKysJCKRcj+5WFmnTS/s7NA8DdMQ8A0BmBUymZubGzm3TE1NQVdEJk2M/56uqbMfPHWMjo7CndPcNHj+xOPx8IuNfExIEwBfI2U3EroJ8C+izR/cP2wdiEQi+vOE7xgGg+FEfZvQrMXGhoOmVnb455BTKCsr6zjl2tEmgJOLCw+bAK4ZZIgLABi4GTNmwM+axgTQmL8/aAI4ODjgF4aTk5OBCWBlY5uabgLQJhW+TLjN+Pg40iIg+5ycnIQP/S0TwMbKykI1AQQ8YWJinJNijGieAgcHx9jYGPwg0CYA7hNhAtjIZOiOTeLxnd1dklISb9+8w4AQHR2VnJySl5fr6+tH/WNEaFhtbW3BwQNLKd5wa0tLbk6ugaGBrJwctc3IyEhkWPjoyEh2fh5Mw3/6+PHs6dPevn5r1q6hNuvu7nZ2dNq4YUN6ZgYL5QM5Vnz05csXCYmJKxCFkysrK53s7UPCwqysrX/WFT52rL+vz8fXF7l/+/DBAwEBgW3bt2dlZGZnZi3iXRQZHWViagrcUvi3AntkRCTNnz59+vRg+YrQ0NA/7GdDoNcYmjTY2R2dnPQNDYiEn9r+rKysAwMDOVlZ/Pz8tvb2c+bMob468Ax4/Nixum/fvH19li1b/tvMs2A4OTjfvXlz4sQJcwsLOXl55AvHysra39eXnZW1cuVKKxubmdwzp34xKPCkerT46I/v3718vJcuXUbTZ8nr16dPnbK0spKRlaXps6en58Tx4zo6Opu3bPl9iHLW61evzpw6ZWVrKy0tPe3Vpx49fdra1lZKSmpan2ysvd092VlZ69avt7Sy5JoxAzlOOGCrra3Ny9tLQHAJefo4X718ceb0GTsHewkJSZo+u7u6M9PTNmzYaGNryzmDC9knmUwuOnKko73d1cNj+fJp95OLk+vZkycXLlywd3DYKSFBPQSfdeTQ4Z6ebg9vL4hcpOyGDw8PC/ALcM2YQSKRjhw61NPT4+ntxccvAEdTYbFjExOTgoKCT588uXTxoqOTk/iOHUgvjY2Nrb29PTcra5uQkKmZGScXJ3KcJBLp+NGjm7ds2bBhw8JFi5B3m4uT69GDB1euXHF2cREVE6Pts60tOytLRFTUxNSUg5Njep/EgwUHhkdGPDw8eBcvntYnF9f9u/duXL/u7OoqIiKC7jMrM1NcXNzI1ISDnQPpARCJxAP5eYNDwz5+vryLeGnGeffOnVs3b9o7OuzYsZOmz5bm5pzsbAlJCUMjY9gRofZJIBAO5OePj4+7e3igr/32rVt379xxc3fftn07TZ9NjY25OTlSMtKGhkawAaD2OYmfPJiXP0kguHm4L+RZiPjEMBycnDevXZ+YnJCWluYTEKDeMYpMKfuP79/zc3Nl5WT1DAzYWKf3OTmZn5dHJpFc3d15eHiQfXJycl2/du3xw4fuXp6bN29BjnNiYqIgLw/DwuLq5rpgwbSzWNnY6uvqbly/QSaT0Uc5ObmuXL788MEDXz+/TZs3I/tkZ2ev+/btQH6+rJysPs21s7JM4MZzc3PZ2dldXF3nz58/7do5OK9cuvTixQtPb+8NGzbQ9Fn79euBggJVNTVtHW0Wlt+eEwsryzhuPDc7m4uLy8nVZf48ZJ/Q1Hfk0MFlK1ZqamrQnIXD4nKysufMnaOlrb1y1cpp95OVBTeGzcnO5p41y8nZed68ecg+2dnZL54///btWy8fn7Vr104bJwd7dWXVoYMHtbS11TU0fpF8P08cHRnJy82dM3euo5PT3LlzkX2ysbOdP3P2w4cPXj4+a9asQU4F7OzsleUVBwoK9PT0NLS0kL4IKyvr6MhIDsQezXZwcpo/fwHNOM+cOvX582dvH59Vq1cj++Rg5yj78qXwyBF9AwMVVVWaPoeHh3OyshYtWmTv6DB79jQTwMbGdubkybLycm8fn5WrVtH02dLc/OrVq0WLFqmoqSJfXVZW1qGhoZysrIULF9o7OsydO+1+srKynjpxoqqqytvXZ8WKldP65OD49P7D0eJiY1MTBSUlmj4HBwezMzMFBQVt7e25Z82amv7cT5048bX2q7ePL83UysnBWfru3Yljx0zNzeUU5Gn6HBjoz8zIEBRc4uDkCO2iTDNVLMePHm1oaPD19+fn56cxOm/fvDl54oSFpaWsnBw982dtYzMDbf6Kin/8+AE0f29KSk6dPGlpbS0jI0PT59DQ0KcP7zs6u0zNzGbMnGaqMBhMcWFhU1OTm4f7ypXTnhFk/l6+OnMGbP56unty0OaPctbLFy/OnT1rY2cnKUlr4Dg5OJ8+eXLh/HlbezsJSanflhE2f51dOdnZGzdttLCwRJu/wsOHW1tb/QIC+AUgU0UdJxcn19MnTy5euODi6ioiKkpC9Zmdmbl521Zzc3NOLto+acwfss/Hjx5dvnQJaP46OjqyMzO3CwmZmZlxTDd/BCKhsrziw4cPxibGi/n4afp89ODB1StXoDsjJfUHzR87O3tj4w9bO9uu7u7m5uYVK1ZgpmNycqK6pgaO2YPXFTCT3djYWHDwILWs+rLly909PZzs7ANDgk3NzCAne3g4Iix8ZGT4wKFD8+bPh5uJiYvjcDgXJ6f9aWkSkhIwk+3q6Lht+/b9aT/rUrGwsDi7uhAIBFsr6/yDB4UoKig11dWujk6h4eGWVlbUZk7Ozmkp+82MTYqPH+Pj58dgMOfPnSvIzUtKSU5PS8tMz4ACSA4ekJSSwvxHAB2y/enTp337fsot/YMgkUgBfv5LBQTvUDRuqBgbG3N1cvZy90ArTMGyvhoqqsD0808fPqorqxQXFaMPDQwMONk7+Hj+rL9AgwP5+eoqKmVfAGkoH96/V1FQBOa7DA8PO9ra+fv4orXi378rVVNSPnEMnLNV+u6dmpLyyeMn0IeGBofsrW0C/f2BNYrzsnO01DWqKn/LUlLx+dPnyxcvwpU7aDAwMGBjZR0UEABMWcjKyNTW0KyprkEfKnn1WlVJ+dwZQF30zLR0HQ2trzW/5XKpIJPJ6ftTdTS1gMkHL168UJZXuHAekI3X29trYWZOoyJMRWrKfl0t7bpvgArPL549V1FUugSqatvT1W1hYhoVEQnMw0hOStLX0UXqg1Lx7MlTFQXFq1euoA+1t7ffuHa9+EghVZgWib2Jewx19dDChXCKj4qCIlDVpKO93cTQaFcsWFckcXe8kb4BMM3r4YMHKgqKt0BJnK2trYZ6+vG7dgMTWXbH7dLR1ARKHd27e1dZQfHOrWlfJYyWlhYjPf09CYnATNa46BhTI+PWFkAy+J2bt5QVFO/dAeS95WZlm5uYtrW1oQ/dvH7D2tIyNWU/Ug0deVRFUekOqBpz4/cf+jq6KfuSCehMU/JURGiYpZl5ZwdAzeDa1WuQngBCo52K7w3f9bR10lL2ozPMoOKCgUFW5hawXBoNLl+46Ghnj84Zhc+ytbRCK+7BOZ3BAYG2VtY93YB0/ovnL6goKr149gx96NvXWh0NzazMLGBl7OS9SfbWNui0J1htA5LToVRfosHXmhptdY2sjAx05i5+Eu/n7eNoZ4+UcqfizKnTqopKJQhdZCqqqqq01NTz8/LQab6TExM+nl4uDo7ADM4Tx46pKCq9LXmDPlRRUWFtYVleVoa+9onxcU83dzcnl0FQjvWx4qNqyirAWtDlX8o0VNUOHzyETgDFYXHuLq4erm7AqfXu7duaqmpo1UhI0e/TZ1VFpfxcgAgGbP483d2BFacPHzqsrqL6ib75Owoyf6Mjo04Ojj5e3kDzd+jAQU1VNbgyDg3ev3unoqiEVvSDzZ+Lo9OVy5eBU1Z+Xp6mmnoFQkSfindv36nSN392kPkLQJu/NyVvVJWUT588BTzr5IkTBrp6wKOQ+bO08vbwBKb5wuYPmA9d8uq1iqLyOVSRI1hr1drcIiw4BKldTUVGaho98/fq5UtVRWWw+evpsTAxjQgNA5q/5KR9exMSYTVMoPkDFnXvZmj+UpL2cc+Edgb2JQPKQj15+njWLG7BJQKqysq7YmLHx8fDQ8P0dXSBU3HZF0iE6tqVqzgszsvdw9bSCpgif7SoCFKp//S5t7dHR1MrOCCAhPqmJsYnYqOi5WVkqyqrqiqrRIWE0bqZsHhDeGiotrrGwMDA1ctX5KSkH95/sCchkZ938fYtWxkniP+7AeBnf/z4MSkpiUHK+d/hZ9+4fp36x/7+fic7ew83d8DMRYbE2tSUlIF52e/evlOQkT2KENKnYnBw8PSJkwG+fuhZhiISlKmqpAzMlX7zukReRhY4y/T29tpZWft6eaOd7NevXstJywDnESi7/wWkVH/qBOBoT3e3jaWVv48vepYhkUj7k1NUFBWR2u9UvHj2XF5a5sH9++hD3d3dVmbmgX7+2DHar5dIJKYk7dNW16ipATjZT588lZWSPn/uPM3fCXh8asp+bQ1NZE0KKp48fuLv4+vs4Ag8+vjhI1kp6ZOga+/s6DQzNgkLDkbK9cPA4wl74hP0ICcbIM3z4N59WSnpK5cBDnFHR4eJoVFEaBja0ZycnEzYtVtfRxeoXgcVTRATB6aft7e1G+rpA+vtTU5O7oqBtGnRstNTU1O3b96SlZJG14OERaMMdPVioqIBTgweHxsVY6hvgJabnZqaunHtuoS4+O2bAEezuanZQEcvPDQU7RBPjI9HRUSaGBohS+FQce3KVVkp6ft376EPNf1o1NXSjt+1G+3EjOPGI0LDzYyMm5ub0SdevnhJTlrmIaqWJ5zS5+HqBlyWXDx/AZo9QWfB8hFy0jJPEKUiqGior9dSU9+3Zy96msJisSEBgZZm5u0gt/782XNy0jLPnoKc12/fVJWUkvbsQfc5NjYW6B9gZmyClkuHqvacPCUvI/vs6TOaE0cpKnjWlpZA8bLRkVE/H18bSyuguuXJY8cVZGRfvwI4r9VVVWpKKnAJRhqMDI/sTUx8/PARcIFxtPiooqwc0CGurKhUUVTKzsxCHxoeHvZy93Cws0ML6MIy8Epy8u/evgX0WV6hrKCYl5ODPjQ0NOTm7GJnZQ1UnDhy8JCinDxaGR1yXj9/VpKTz8/NQ7+fg4ODbk4uLo5OQMf9YH6BioIi0CH+9OGjkqw8WsgccuD6+10cndxcXIGO+6EDB8+fPQd8sd+XvleQlSs8TKvojzR/gDpfZHJOFmT+ykDm7+2bt5D5m14OBkZfb6+DrZ2XhyfY/KWnK8nJl5eVg82ftAxaj5lq/ny8vNCFBkkkUvr+VA1VtcrKSpCj+UoOMn8n0Yd6enromb9RqOaOPdCN7unutjK3iAgNe/f2HQPzN4pSm/1l/jTpmL8nQPMHq1lbmJoFBwQCy0Qk7dkDOdmg5/7o4UMJcfEL58/TM3/+Pj7oxcAv86dTXVUNNn+SUleB5q+drvnD4/Hxu3abm5hmZ2Vxz5rJPWvm4SOHkeulp0+frl2/FoPBxMbFdnZ2WpqZSYrvcHd2aQMJ6sEoLytTkJWzs7Zxd3EFrgdgnDp5SkVBUU9bOzY6mpEI1e54JTl5SXFx4ENHGnEJsR362jq3bt4MCw5ZvHCR0LaflWX/g/Cv9rMHBwcd7OwpzwlADxzIL1BWUIQLutLg7du3inLyRUcK0QMbHBhwtLc/f/YscEmXl5NLLahBgzclb5TkFI4WA+iB/v5+G0srIDv++uUrJTl5oGve39d3tLhYV0uLnuNuZW7h5gyoqwzzx+rKKkAW/+WLl4qycqdOnERfe093j4WpGTTLjADY8bT9+zVUVOk57opycjRFyGA0NzV5uLoBOfVnT54qyMieO3N2oB9geJ4+eaIgI3v+LEBHtrOj09TQKDQ4BEg5JO3Zq6Wu8a0W4GTfv3dPQUb2IogeaG9rM9TTp0cP7ElIUFVUBM6GDx88UJCRA46ztQViiKMjIgHjJE/Fx+3S1dJGC/vD0uAKMrJXQY57c3Ozga5ebFQ0+v3E4/G3bt48dODgN9AC487t2woyclcuXQaq1epp60DsOGqGJZFIMZFRBrp6QKfw1o2bCjKyNDX2YHyr/aarpZ2wOx49axOJxIjQMEM9faCa4fWr16QlJIAsfkN9vbaG5t7EPehrv3blqryM7D2Quw8Vcbx0WV5G9v49wNG6b3Xa6hr79iahFxj4SXxoYJCZsQm6pjRcZuLk8RMP7wMqA9R+rdVU09i3dy96B2NycjLQL8DC1AzoLp8/d05BRhY970+MT/j7+lmamQNluUdGRvy9fSB2HMRznzl1Sh5aDABE3Ksqq9SUlJP27EUz7uO4cR9PLxsLSyDjfurESQVZOXS9G0ohwAo1ZZXszExkdUMYWCzWy83DztoG6BCfOHZcUU7+9atXwD4vnr9w8vgJtEM8Njbm4eLqYGsHvDNHC4sU5eTfgJjsz58+qygqFeTlo/scHRlxdXJ2psOOFx0+oiSvAFwMfHz/Xkle4WDBATTjPjw87OzgYGNlNTAAMFWHDhxUhvoEeH7vS0uVFRSPHDpEJtFO10ODQw62dh70zF9evoqCIlCguqGhQU9Lu/DwEbQJGBgYsLO2cbSzB6oX5+XkqCoqgTkmBuavj2L+vMCbwzmZWWpKykDHveTVayU5eeA2b29vr6WpmR9ocxhiiNPS/Xx80DNPT0+PpalZgJ8f8Ky/Yf5SYPMHcF6fP3umICt3FmT+sGNjXu4eQf4BwLoHKfuSleTkq0Am9emTJ4qychSvkQw0fxA7DjJVDMzf40ePGJg/YwPDiLBwYJ8Ju3dra2jCHNPeJKgaNCsri5q62p69ienp6ZaWFnPnQdoyFpbmAxRFpohQSFM1nKHyLx6Pd3Vy5lu46ATIvaFiYnJyp6gY/yJedK03JD5++LhccImYkDA9RXkYVy5f2bh2nQ6l4CUvz0IpCUnghPNvjn+Rn33zJrTrXV1V5erk7OEC2oMjT+VkZSvIyoKZbGgpLwcUou/r63OwsfVy90BbApjJVldRBe4ZMWCy+3p77aytfTwBTDaWUh/rBIjJ7u3psbGwDA0OfvvmDXgpbwEt5dF9kkik1JT9mmrq9BxiOSkZ4IzQ1dlpZW5BYbLRS3kCIyb78RNJcfFzZ84A+uzqsjA12xOfgDY8Tx5B1cgvghbrP5lsSWlghRF4KR8aFAygB34x2UBHs+5bXaC/P3APrqO9w9TQONDPDz3L4PH4n0w2pXAdDe7euSsrKQV0Ctvb2qHi3uERaAdufHycIZN9kwGTraelHRkWjmayJyYmYiKjrC0sgdvxN67fkKWU50Afam5u1tfRjQPVj4SZbGNDo6bGpj/FZPf09GZnZDJgsg319IHhNxCTLSUDdF5/fP+hraG5JwHwLl2iMNmPHjJispFFj6mor6uHnGw6THaQf4CJgSGQyT535qySvAJwm7vu2zdNVbUUkDw5xGT7+VtZWHS0d9BjspGFzalnBQcEWltYAnnlc2fO+vn4eLt7oCvhwVXW5GVkH4HKZFRXV6spq2SkgZjskREfTy87a5tuoPNKYbLflJSgD1VVVKrSY7KHhiAm29YOWKWi8MgRGUnJd28Azmt5WbmKguLZ04DpZWhoyMPVzcneoa8X8M4fOXhISV6hFOQUQky2vEJBfj5gnMPDbs4uzo5OaOaVwmTny0nL0GWy5RSyM6cV3IYBV1t0c3EBOu75uXmqikpATuSPMNlo80f+xWQDzd/rl6/SU9M+gugnivmDmGy0k/13mz8GG7kwH6SholpZAWSyX0rt2Al0smEm28PNbWhokJ75g+t0Tjuru9va3CLA1w/IzvwDG7lP5Ogw2R3t7Qm741+/fIleYMBlInQ0wbGU8EYuMKrz50ZuUPA4DlV6guFG7sMHD2Qkpeht5Brq6YcEBgGZ7ITdu3U0tZDuRH5B/tatW5EBw0uWLJGQ2AmXg7lw/ryHq9unjx8NdPUiwyOAvh9c8THQP+BNSYmE+I7LIPYHJj2N9A0S4+Mvnr8gtGUrcDdyiuIKSoiJXzh/YW9CoqyEJL2KadeuXNXV0j5aVCy1U4Jn3nxVZRXgCuffH/8KP3uZ4JLbt24VFxbbWlllpKUDA90O5EH7em9Bs3bp23dK8gpFR46gBzQ4MGBvbePpBi5EBDPZnz8BmOy3JW+U5BWAgW79fX3W5hbeoD04StW0TB9PL/QH09fbZ21h6UsnPK6PwmT7efvQm7nUlFXg+qX0mGz0IRwW6+PpBe3BgZnsVAVZOaBX8fzZM0U5+ZPHj6MfcVdnl5mxSXBAIHqcEJMtKweM5EYw2YCjlKW8MT0me29ioqaaOnDv9eGDBzaWVvV19ehxtre1G+sbhtNjsuMToKU8yMmmMNmywEC3NgqTHRURgQ5rodRuPKirqQV0su/fuycjIQlkx2EmOzoychR1P8lk8q6YWH0dXWC9GAqTLXsdEW2FYrKhcDqaQyQSKTYqmh6TffPGDTlpGSCT/eP7DzMT06dPnk5M0C4wSERSZFiEkb4BmMm+dk1eRvbu7TvoQw319TqQk51IYwnIZPLVy1cUICYbEMkNiUkVHNBQUQUuBuq+1WmqqcfFxACYbDw+JDDYzNgEWDzi0oWL8jKycCVnEJOtnrJvH3ohBDPZ5nSY7AvnzivIyAKLHX4oLfX18qbnZENnPXw4Avpsz54+oyArR4/JVldRzUhLBzPZXt42llbA0I7jx44p0mGyy8vLoXCRDDpMtruHqbFxbw9dJhtYNrXsS5mqknJudg46bp7KZNOJ7CymMNkl9GKdgUw2FLt55crBggLwYuDwEWV5BWBJo48fPqgoKB4sOICeXoaHh50cHF2cnIG1tA5TmOz3pe/Rh96UvIGY7IMAJntwcNDexpb+Rm6+rJR0KYgdh83fkUOH0YvVQQqT7enm8WfNH5XJJgOLRNLZyIV37YqOHAF6/K8pTHZxYRF6nL1/y/ypK6ugSc2e7h5LU/MAXz/05Amn0DBgslNTUtSVVejzVtJAFh8yfyamQQEBwHGm7EvWVFX/Ssdx//s2cvftSaLHZL8peXPuzBlw+hCFyQ4PCQU+oz3xCTqQ+aP1XLu6ury9vHgWzLe1tTl85FB1dfWRI4fz8iHusqOjY4CynmxtazPSN0jYtRsUKh3m/Ws5V1FesVNMHD22kZERUyOjQH9/+B0oLioS2ry15DXtF11RXiEmJHyCUo8Mj8enp6ZaWVii84hu3bipq6lVXFikp62zaAGPkQE4tPI/Av98P9vff9XyFZbm5lrqGuCSrb9jsj/TicmWKwbFZFOZ7OEhoEOcpaaiAs5+KCmR2ikBTKaElvI2tm7OgEwaEomUkZqmAcomgZhsSyt68wiFybb09/EBxmT/ZLIr6cwI0jLA0I7Ozs6E3fEvX7xEz7DUpTywxBock30ONCPATHZwQCAW5Wg+efRIVlIKGHY2MDBw59ZtOSlpYBnCzs5OEwPDQD9/IJO9NyFRS10DuG304D4Uk33xwgUymfSngtISdu3WoxOTfQ9msq8CmOy21jZjOkz25ORkasr+WzdvARMKb9+6LSslDaw0CdVy19MHxmRPTECJIEb0Y7JlJaVuA5nspiYDHd24mFgQkz0RFR6up60NTKaEmGxJqWugWRuOyd4dtwvtuMNMtimDmGxKbgpdJhu0K9La0mJlZg4863tDg7a6Zsq+ZOBn21DfoEVhstHOFhSTHRhkYWpGj8mmxGQDnMJvtbUwkw2KyR4N+slkA0JQTp88JbVz53NQkmJtzVdNNXXglAUFb8jIvnoBrjZ38vgJKCb7JWBXtIY+kz06MuLr5W1nbQMMw/j86ZOHq9tL0C9CTLaScgoo5f1nTLatHTCs5WdMNh0mW1lBMRcUkz04MODh6uZo7wBM0Dxy8JAyXSb7i5y0TC6oRv3g4KCrk3Ogvz8wUe8gJQoRzGR//KQoRycmG2aynV2ATvZPJvsjgMluaWmOjYqmF+ftZO8IsfjoBcYv8/cZaP4oG7nFRX/O/JHJ5Gz6THbJ69cMmGxrS0sPVzfQpis5PTVNT1sHGL/76uUreWkZYFoOdSOXkflDOcR9vb22llZAJptIJObl5Pp6e0eEhII2cokp+5I1VNW+gDQPfqYkgfgghPnDgplsDXDiI8ON3A56G7l4PCExPl5DRRW4kfvg3n05aRn0RtkfMX/0UpIePXiopaa+avkKD1e335tLnh40DHFPT4+pkVFsdDR1SsRiseEhoV7uHsgnWFFeLi4sgnS1BwcGjPUNwoKnRZ6cOHZMZJvQS8Qiv7qqaqeo2Mnp1GF+Xp65iSnScl27elVHQzMzPUNRTp6XZ6EjpcbQ1H8s/ul+dlBAAN9CXkVZuY+g+Y4akw08+pvJBsRkQ/QAPSb7wb37xYWFH0CzNsxkHzl8BG2t4ZhsbzpL+ZzMbFUlZbST3df3k8keAZ3VSQntoOeCZ6SmqSopA5nsVy9eyklLFx0B7D/CIWv+oKRPmMlWpxOTDQelnTkFcNy7KUx2UEAgejb88P69hqoacBe4s7PT1so6MjwcmVBYV1cHK0vATHZwYBDwGTFYyj959Jh+UBojJntvQqK2hmYdiMl+cB+auRgw2UH+/jhgoNsuaA8O2Od9xjHZOroxoJhsmMnW09YBOtmfPn5UU1IGhrXATHZ4SAiQyY6hMNnAGZZBTPaP7z/gxMeJcVRMNoEYGU6Xyb5x7bq8jOwdOky2lrr6noQEQJw3gRgRFp6wezc4IERDMylxD1A7BY7JTtqzlwGT3Q5yiC9fvESPye7u6rIwM0vem4SfBDDZQf4BBro6HR2AcJEL584rysgBY8drqms0VFTTUvajx0lhsuXoxSwyYrKrqjToMNk4HM7bw9PawhLMZB895unuAbwtleUV6soq2RmZ6GkQR2GyGcdkvwItBsp/MdnoPklEYlx0jL2NLZjJLi6WkZAEehWfP0NMdk52NnqxOjoy6urk7OTgCOyz8MgRJTn5t8CY7A8fVRSV6MVku9Bnsg8VHFCUkwcy2e9L35ubmJSXlaOvfWhoyJGSkjQISh07kAebv49/yvz19PRQmGyw+cvNzlZWUKTHZCvIyB4sACQ+wubPy8MTGCqTk5kFNH8wk60IxWSDIzAZMdnpGfQ2cm9cvx4VHgE8K51i4D5/+gxcXKXtT9VgbP7AEZg/N3LR5o9IJCbvTdJUVQMz2Y8fy0vL0N/INfL18mKQklQFSiRlGJP992/kKsrK3bl9W1VJeSm/IFX66cXLF0HBgTQvWFdXl5G+QfyuXTAlhGSykaisqIRYbUpYy08m28+fhNrJKS6EWW0o/bqiokJMWBgtIEEikfKyc6zMzGFX+/bNm7oamonx8TvFxHl5Fgb4+QG/x/8g/NP97ED/AP5Fi4ERGpQZIYc+k/1WQZYek91vZ23t6uQ8TCcoTVdTq6UZ4By8KYHSq+kGpVnb+Hh6AZfyMJONZl77+/rsbWx9vQGhbCQSqSA/38/bJyw4BLiUT0vZr66sAtRvevH8BcRkAx1iSvJ1IJ2FfkrSPi11DaCEH0Mmu/NnejWKyR4cHFRThWwn4KzOLnMT0+DAIJqRFBQU3Lt3t7u7G17Ko2dDAgFisnXpxGQ/vP9AVlIKmPzX1dVlYmgUHhKKdgqh9Oq4XVpq6uj9MiqTDdRvam9vh5nsiQnacU5OTu6OhWKyG4Ax2bduy0hJ37xOn8mOjPqzTPb1q1cPFhwARvu0wDHZMbFop3BifCI6ItLYwJAuky0lDZTba2qkqy4yMTERGUaXyb5y6ZKkuPgDkKMJO+4xUVFApzAsOMTc2AQ9TojJhtIlE9GuD5XJTqKnLkJhsoGigefOnJWXln0GCm+orqpO2rPn3du3aIcYVhexMrcAsuNnTp2WlwbEZMMhKBoqakClmpP0mezOzs7jR49BR+kw2Ury8sA+RyhMtqWZOZBiPEaJyQaqdsBMdnYGIC55eHjYm35MNsxkA6P7ysvKVOgw2UNDQ3sSEp48fgJkpI4cOgwx2e8AIRNln79AMdl5gJhsSF3EmaIugorJJpPJBwsO0GWyP3xUklcAss6DkDKsvaOdPdCoF+TmKcsrlIDCWuCY7EMHDwHCWqCYbAewLODfu5E7NDh4+iRFXGvo/1lci475+7mRC4zJhsW1TjIS16KzkctQXEtRTg49vRCJxP37krXobNX+A+aP7kYufnLyxbPnrk7OdGOyJaUYiGuFBgcD2HFKTDY98wdv5ALNX3tbG11xLTwjca17d+/KSkndunGzrr5OREho/ty5gf4B1G26vUl7Llyg3anu6ekxMzaJjYqOjoz09vAEahDDrLbkjh3Hio9ampnTMNlInDh6bKeo2PGjR+kJ0cAoyMuzt7E9WFCgq6UdEhi0bfOWJXwCCbt3AxVm/7PwL8qDRHNp5WXlGWnpGqpqYCb7XamCrGx+bi49JtvDzQ1It+Tn5KkoKgGd198x2agrG4CW8tAsA2SIc7PATDbF2boVERYGjuTOyFRTVvn44SNQBYXBUv7Vy5eKcvJgWcAeKL06wA8QskYkElOTUyAmGxSC8vzZM3kZWbDj3gUt5Wl2hahITtq3dIng+/e0FE5nZ6eZkXEIysmGWJ9Dh4oKC63MLUODgsFBaXspTDZoD+7J48cKsnLAVMvWltYrly4dOXgIKGi6h8JkA+ffRw8e0o3Jbm0z0tOPCo+gx2Tramk31NM62SQS6e6du/L0mWw9HZ2YyCgwkx0bp66igu6TosV7R15GFig12NTYpK+tA0uc0mOygXHJt2EmG5Sg+eP7Dz06TPbExMTN6zcOHTgAjEe/ce26gowsUqmTiob6Bh0NrT3xCeiZkUgghoeEGRsYop1CmMnem7gHOJ/Cus70mOzggEBTQyN6TLb0TgmgRjgULqKmnrw3CSgHGeQfYG5iCoyu/hmTDUpSrKmp0VBVS0vZj15cPX/2TFVJGchk11RVmxoZ746Lew6SGqyuhJjs1JT96HGO48Z9vbxtICYbMA2ePnESisl+9pwek50FxWSjFkJYnJeHpx0d7e3jR4/KQ4uBl2AnW1ExNSUFENIzNubh6mZvYwscJxyTDZQahJns/DyAhN9PJtveAci83rl1W1VRCchkUxIf5bMyMtHLuRFIXcTRxdGxB7QYOExJ0AQy2R9K3ytD5RcOofscGqQy2YCYbHgxADR/FHEtOXobuY729ucYimsBQ1AYmD8G4loMNnLhBGJtDU06WgJ9kLiWE11xLTU6HBMDca301DR1ZRUgB8x4Ixdy3Ols5HZ1dZkaGQE3cmEp+rjoGOC66xklJvvcn09J+rWRW/unNnJHRkbcnJzpKZbsTUxUUVQCSw0+eKihohoRHu7m7rZ8xe9q5+I7xK5chajo1tZWFxdndNRZY2PjTlExqR0S9JxsGJ8/fVrKx0+NRaGHgrz8GewcQDVSJPx8fFcvX2FjabVx3fqlAoI5Wdn/BU72X6OfDbvRSvIKhw8dAi7pSik62cWFheCgNFs7T3cPuunVyuCYbFgo9DhIDr23t9eeLpNNSk9LU5KXB8YQv34FCfyht85heVFNOvKiMJOtqaYOFM57+fyFnBSYyWaQfI3H41++eOHq5FwDcjSfPXkqJyV9DJT50f1rKY/uk0CA6AEleQUPD3cacgtmskMCg4BzfUFB/qaNGyPDwoEydgyZ7PsS4uKXLl4E62QbGO7bC3gtKenV8VBMNpDJvntXVlL62tWrdJhsw0g6Mdn0mOzWlpbQ4BBHO3s6cd4Qkx0aFDSBcognJyZio2OM9A2AsoA3r9+AYrKBhWOoTDaaHR+fiI6MMjYwBMaOX7tyVY4uk92kpa4eGx0DUBcZH48IDbO3sR0EyZlduXRZVkoaqOP+4/sPHU2txPh4tMMBM9lmxiboCghNTU06mlp7EwBMNg6L3bd3r6e7ezJoOoKY7KBgikb4DzpMtgywIAuUTKmqlpK0j55ONsRkgxz3n0w2yHmt/fpVQ1UtNSUFfWh0dDQsNPQa6G35WlOjrqyStj8VWG6mprqGEpOdBmayPenGZMNMNjr9CHbrVRWVsugw2Z5u7lYWFkAmu7iwiF5YSwVFXQS45TU0NOTJICabIZOtLK9QkAtmst1dXClMNihc5PDhs2fOAKX9f8Zkg0ImBhnGZBfk5UPcDSgm+wOFyT5y+DBwnE72Dh6urgzFtegw2bL0xbVs7TzdPND382+oi9DfyKWIa9E1f/Q2cqHV49NnmekZwNsCx2RD4SLDdMW1gOaP3kYugUDYvy+FwlUDDFxTY+P+5BS6TPbTp5LiO4Bxj91dXZZm5sBrJxCI+yjqIsBrf/zosawk3ZQkuuJaDDdyGTDZLS0tCbsTXr96jXZ5YfOnr6MLrO92785dVUVlTw/P1WtWYzCYRbwLNTQ19PR1N2xcj8FgZszg2p8KbZRdunRxz949yBOHhob8fXwTdscn7I6/DSoTBqO7u9vB1i47M3N3bBxwFQqjuqpKW1MzKiLC2sKyEqUqQ8X1a9c01dRVFJWW8AtsWLvu5Em6zPd/HP4CP7u0tFRZXqEQlEANu+DQUZBQKMRk0w9Kg5lsoNZSQ309nLg6hRYf7e+3tbJ2cnAAL+UpTPYHFJsLZ5PAKtrocUJMtpIycPcfKk/1k8ku/5NMdre5iSm95Ov9ySnRkVFAWSsGS/nuLqhPekv5/ckp2hqaJSUl8fG7kW5He1v7TyYbVRcATl/Q19OztbYGss7Je5OU5RWAc+WTR48V6QiaQkFpBlBQGnCcDGKyHz14KM+AyaaEiwDpgfi4XdoammjWubW5xZCihA1UeWuhqIvEREWjWWcKk02Jyf7+gx6Tff0agCGur6/X09alx2RHR0Tq6+iCmeybt6QlJK5cvkyPyd4VG4teXJGIpKiICCM9/eYmQLjIjWs3FGRkgQwxxGRrQkw2OCY7FMxkU0IRjqQk7ZtEnUXAE0KDQkyNjBvq69ELDAKeEBIYbGpk3MEgJhuUagkz2SlJ+/CoxRUWiw3086fHZJ8/BxW4ATLZkLusopoYHw8ME/L38bMyt0A7xDVV1RoqqumpqXg8Achkq6uopgPVRcbHfT0hJhvoEJ8+dRrSyQYtBqqqqi5euHD86DEwk+3uaWtlDYxH/xWTDWay1aCY7Gx6TDZQXYRMJhdR4qfBTPanT8oKCsBiNKOjo27OLlbm5mCd7COF9BRLPlFisg+AYrJHhkcoTLYTWF0EZrJBVSR/FRIGMNl9fX1XL185VHCAftEcpTcg+defMdmHgeJaf8T8/Wkmm4G4Vk5Wtpy0DFC9AFYXOVZcjDZ/MJMNdLL/7o3cM6dOU1xzAG/14tlzE0OjPQkJwD4p5g/S80aPs7sLYouCAgKBhmx/coqGqhpQFvCn9BY9JpviZINjshP3QOJawI3cR49lJKWAMRWw+QsLDgWavz0MzZ+qknJcTOy69eswGIyjo8OnT5/gb6q+oT4pae/MmTO4uLhOnjwJxfcGBrwu+fkx9vf3e7i52VnbDPQPjIyMxMXEAAul9fX1GejqBfj5kcnk1pbWsOAQ4Jq5khKTDV/a7Vu39LR1gEus69eubV6/XmjrNkE+fskdO4EZNf+5+FfpZ/8SZHhfWqokpwAMO4OLmSvKyYPl9ijio94enuilJyw+qqGqBnRtX718mZmeDpyA+nohesAXlKVBKaOVoUXn2y559VoBUqSn/SqIRGJGWpoWlEANcCWbm5sz09LpLcpfvnghvVPi9ClgQSxIzwR47XC4iI6mJjB4DgoXkZa5cA4QlNbdBcV5hwQGoTUKiQRictI+PS3t+rp6HA4XExuDtL5pKSmRYeFovhZOyraxsg4I8EdrZUBHE/dQlt3fwA6xtAxQwwhO2Y4ICweyzonxCfTip+/fvScvLXsD5Lx2tHcY6emHh4YCpdwgxRJtna8oSgye74CRx1TFktjoaPTRyYnJXTGx9FjnWzduykvLAKXx+np783Nzd8ftApWYhuK8DfX0gSw+lKQoLQOu+NjUpK+jm7B7N1p6bHx8PCo8wszYBJj4ePXyFUjXGVS78cd3qFz53oREQNlqHC4sJARyskGxzpcuXIS2pFGawTgsNiw4hF5NRywWGxYUTI91hkI7ZOWAYRiw9vb+ZJBONnbs9s1bnm7uQCcbTlJ88ICu456+PxXQ5+hogJ+/rZU12sn++vWrpqpaJkg/hJpMmZmegT40MjLi5+Nrb2MLdLKPHzsmKykF1smuqlJXVjkFKr02Mgxpb0N140Gs89GiYnqsc2V5haqScn4uQAlkeAhSLIEKx4Dipz9++ODh6gYs8gLJAioqAfeXhwaHPFxdXZ2cgc7r4QMHVRWVP4Kcws8fP8EOMfrQ4AAU500vtONAfr6asgowDOPj+w9y0tLAPgf6B5ztHcJDw9DTCxzaoa6sUgZind+/e6dEz/z10TV/cGSjhooaWn8adrJlJSWPFR+lZ/6A104mkTMp5q+SnvmTkQWW8evtgeK8/X390JrW0DZvaqq2Bph1fvn8hYIMWDe2u6vb19sb+AY+f/ZcnlI3DX0Icoifwubv/J82f3sh8wdknZ89eSpPJ5++q7PL1Mg4KCAAzTXA5k9HUxPoTvw0f5f/nPnD4/GMzB+lvtutm7dCQoIxGIydnS2aqcnJzYYDSLA4bHV1taeXB7w8ePTwob2tLfWtGB4ejo/bRbOe7Onp0dPWDkPUtWlqbAzw879/b9pWJ6wuchqxfrh7966Brt6H99PCpS5dvLR25aqVy5bz8y62trACqiP8t/nZVVVVqakAs/GP+NmXLl4cHx8vffcO3mHEYrHj04HD4UrfQkfzcnJxWBzN0a6uLic7eyd7h67OrsmJSZoTDxYckNop8fLFCwKBQHMivJTPz81F/2JXZ5eDrZ2Lo1N3F6DP/Nw8uJ4wAY+fPtBxqOSVvMLBAwdpOhwfHz9+9BhUZ+HdOzzqrNcvX5kYGsVERr17Czj66uVLSlmyAvQ429vabSytPN3ce3t6JycmaMaZlZ6pQgnyQ/f54jnEZBcXFk5MP2t8fLyttc3K3MLb07O3t5fmKA6HS9ufCu8M4PH4jo6O8IjwHz9+wH0+ffLU3MSksqICcFbKflVFpdqvtQcPHrh85TLN0dTkFDjIDzVO3JPHUKDbiWPH0eNsbmo2MzYJ8PXr7+tH/2JBXh5EjZRXoPt8/OiRjIRkcWHR5OS0Jzs+Pt7Y2GhqZBzo59/d3U3bJxa3N3GPhopqVVUVTZ+N33+YGBiGBAYNDAygx/nj+3djA8PQoGD0USwWm7g7XlNNvaa6Gj3Oe3fuwBUTaA+Njzc0NFiZW9y5dXtoaAjd5+64XVoamrW1tTQn4nA4SGZRWubihYvoPuvr6g109aLCI4YGB2n6HBsdi42O0dXUqvtWh+7zBaS5Lnfl0iV0n3W13/S0tIMDAtHjHB0djY6I1NPWqampwU9/EDgc7vq1a3JS0teuXKV5RqMjo5Fh4fo6ut8bvqMf3+jIaERoGFQw6DvtURwOd/XSZTkpmZvXb6Cngurqam0Nzd1xu4aHhyfGp41zeHg4NDg4IzWtr68P3eflCxflpGVu37wF6LOySktdIzE+fmRkhObah4eGgwMCTQwMm5qaaPqsqqjUUlPfm5AInTW9w8HBwfNnzxobGMJHaX5ucHAw0M9fV0urGdUnDoc7e/oMZZw30eMsLyvXUFVLTkoaHh6m7XNg0M/bx9zEtLW1Fd3nqZNQZcpHDx+i+yz7/EVdWXV/csrY2BjNof7+fm8PDysz87a2NnSfR4uKvTw8Gn80oh/u54+f1JSU01LTsGO002B/X5+nm7u1pVV7ezu6z2NFxfIyss+ePkOP8+OHD6pKypnpGeiptbe3Fyr/bm3T0dGB7rPoSKHUjp1PHj9B9/m+tBReDIyOjtIc6unpcXF0crC162hvR09Zhw8eUpCVe/3yFbrPd1Tzh6M1f91d3U72DmDzh8U+fvjo8MGDL0DmD9bzzs3ORj8j2Py5Ojp1d3ejr/23+aPp85f5OwQyf50dnZSi3C6AqRWHy87MosS4lwLNn7y0TF5OLrpPyPxZWHq5u3d3ddGc9fL5C0VZuaIjhRPjEzRfNML8FdE3f15A85eemgbvDKDH+e7t27OnT58+eQrdZ2tzi4WpmY+nV1dnJ7rP1OQUqILmlzICPfN3/E+bv+S9SeqUnQG0WXn44AHMr/348WPFyuULF/F8+ADYkx8cHBTfIc7FxXXzFpTAk5mVcfQotMbDYrE0eyY9PT2aauqxUVHwP3t7ew10dSnqItN2cuq+1UmK76BuolKYbJFTKHWRi+fPb9+ylUoHnDt3bs3KVQKL+VYsXRYZEfGfLi0CBMv5C+fZWNkQdYKg+PeysjJDQ0MWFhYMhgXztzE1hcEICwmvWwdtTyBBJpNDgoLOnT3Hy8s7e/ZseAORj48P/m1kSzwePzY2RiKRgEehBz84yMfPz8XFRSKRqH9nYWHB4/F9fX2zZ89esGABkUicPiyIBaf3i2Nj2JGRYT4+Pk5OTkCfvb1z5s6bv2A+kUBA94nBYPj4+GD2Dnl0cHCQk5Nz3rx59EbCu5iXnY0deBSDwfDz88Mv7vRxjo2MjPDz83NwcKDH2dvbO3/+/Hnz5hFQ4+zr62NhYeHj5yej+hylANjn5OTkzz7nzycRIXT1dC1etJiTk5NMJvf19rGwsixcuJDybkw7q6+vb/78+QvmL2jtaOXk4FwwfwH8o8ijc+fNo7mfUJ99fexsbIv5+Eh0xikgIMDGzk5GjBODwUAGYGKCg519zpw5yPvJwsJCIpH6+vrY2NgWL16MfkYjIyNjY2MCAgLs7Ozoa+/r7V3AwzNn7lyacY6MjGDHxvgFBNjY2MhkMvLQz6NYLD8/P81RFhaWicmJvt6+hQsXzp4zB9knPM7e3l52dnY+0LXD41y0aNGMGTNo+5yY6OsD90kkEvv6+jg5OXl5edF9Dg8P43A4AQEBVlZWdJ/9/f0LFy6cNXs2zbWTSCSoujuZNH8BD5lOn+Brn5jo7+tbuGjR7NmzCaBxcnFxLVq0CDlOFhaW8fGJgX7oLPRIph+dRSRMe+5EIrG3t3fGjBk0fcIYGhoaHx8HXjvsGs6jgOaVgPucOXPmwoULiSQSZar7jcHBwcnJSQEBARYWFmCfvLy83NzcNN/70NDQ5OQkPz8/+iwcDjc8PMzFxcXDwwM8OjAwwMu7aCb3LNL0d546zkWLFhGIRPQ48Xi8gIAA/MUhD8HuOy8v78yZM2m+IwKB0NfXx83NzbOQB3mr4ellcHCQQCAA+8SN4wb6B/j4+Oj1CV3gwoUwx0PTJ5FI5Ofnn8Jgpmj6xOEGBwcXL148Y8YMmmdEIBB6e3shE8DDQ/PCwNdOIBCgPlEmAO6Tj49vxowZNOOEzcqsWbN4eHjQ0/XAwACJRBIQEIDpeeRRLBY3NDTIz88PNit9fXPmzJm/YAHQrNAzVVgsdniYrqkaGhri5eVlZweblampKX5+fmgSnD7OP2L+FiyYT/jD5o+FhQX2z+j12dvbMxcyqeBrx2Awi/kWw5EtaPPHx8fHwcGBvNWMDdw/Yv7omSp4nHPnzeOeOZOBqQKbFUqfaDMNMH+QXf353+jo6NjYGB8fHxs7G5lERr9LPDw8c+bMwRPwmCla88fKyiogIDA8OlJRWbljp/j70g8YEELDQjPSMzKzMoMCg0ZHR4ODg8LDI9COHAaDaWtr83R1ExYRcfNw93Bz3y60PTU9Hd2s7EuZq5PT7oT4DZs22lnZ+AUE2NrboZudPH48JzvnwKFD9fV1URGRRCKRl5c3LCLCDtT4vwAsBw4eYGf77WdzcnE9fPjw8uVLebn5LKwsNPM1EFCLKYy0tDRNYU/4NYqOjLx08RIHBwfk1FNAniJTX4tpQ4GPopwY6iH0BASDlZUVPdf/VX1iWFim/vzP/SPjRNuk/8c+SWTy8MjQ3Nlz2dnZoRNZWVno3Bb4LBYMZnBokJ2dfTb37CnEY2Y0Tvp9/s2bhmHBTJGn/h/7hMYJOvRHHt+f7fOPvGb/Jn3+Q+/Snx0nC4aVhe5ZjI/+ndfOwsL6D0wFf7bPv3kWbNT/38dJpmxf/onB/Ff1CTA6/459/h3TIOUTA1rq/w6TSq9PBmf980wq/G3+f/aJMlVwDxSOi8hBAfDaOTg4BgcGOTg5Zs2aReO+w31iMJiJiYmmtlYJiR3v3paifxqDwURERqTuT83JzfH388dgMI8fP370+FHS3iTY3NOgva3dy8OjrbVVVU1tf3oakmtD4mvNVzdn54nJidCwcEtrK2AbDAZz4tix3OycwaEhHA63ZcuWhD17ZOVkMf+lYPfy9KL508T4xO3bt9zc3Ojdxz8OVlbW6JiYwODgf7wrJv71YGVlHRgYOHTooKOjk6CgIL0ZDQlOTs4jRw4LCgpqaWkjl/VMMMEEE0wwwQQDkCnAYDD1dXV+vr5T5KmTp08vW75s2tYWBjNz5syDBw6cPX12JvfMtPT0TVs20+xmYDAYDg6Ouro6eXnZ1rbWmprqzZu30DQYGxt7X1o6c+ZMNlbWH9+/r16zRkVF5cnTJ48ePdLS0kKPjZ2DHQoGJpM5OTkx9D06Ti7OKQwUMzyTeya9NiQSiUAkdnR2srGxaevqJCQmLlv2W3Pwvw+gVUt7G5FIbG5uXrly5T/+A3PnzZs7b94/3g8Tfwk4OTlnzZ7Nx8fHy8v7B0+ZO3feAh6eRYsW/ZOHxgQTTDDBBBP/hViyZIm0tPSVy1fevXkjKuZLc/TkiZNXr1w9duL4hw8fwkJCTp49Awz2uHDu/MwZMzvaOwuLirIys2iO3r59q6TkjeASgXu37jQ1/EjLymRhYfH28k5IjN8psXMhz0Jk466uThdH581bNufk5fr7+MbHxiXs3YP+xerqakc7++jYmPXrNzjZ2xMIBFMzM5o2HR0dWekZZ8+e5eTk9PTy8vX3mzNnDua/GtBWDhKQckJbO4FAaG1t/YuGxMS/EeAgvD/CZFPxZ9szwQQTTDDBBBNIODo5zZkz5/jx442Njci/FxcV5WRmHjx8SERM1N3Tw97RwcHG9lttLbLN5MSEt4dnyatXEpKSXFyc2VnZsXExLS0t8NGhoaETJ477+fuTyCQSnsA9a1ZIRDh8aNmyZYqKSkWUahvU3jra253sHbZs2ZyWkbF6zZpjJ09WV1XFRkfTBLTU1n51cXSKiIo0MjbesnXLocIjyXuTLl28hPQN7t65Y2VucbT46LLly7NzcqJiov/rnWyAnz05OdnR2UEikTo62v+iITHBBBNMMMEEE0z870J8xw59A4MfP36cOnGS+sfjx44dPnDwSHGRiKgo/BcvHx9rW1v76a52SFDwlSuX5y/isbN3yM7Knj13dtLefZpamg6ODm5urjq6Ok7OToODA3NnzZLcKZV/8AA/Pz/1XGMj4+amprKyMvif7W3t7i6uGzduSklLg//Cu5j3wOFD1VXVibvjqWdVV1fbWduGhIZQCWxRMbGiY0dTk5OvXL6MwWD6+/rjYmJ9PL3q6ur0jQxPnDppZGKM+R/B1HQMDw9v3rIJg8GkUgoFMfE/joGBgeiYaKBQMT0UFBTcuPlTLp0JJphgggkmmPg7UFVZuXXzlvVr18FC5sWFhaLbhYBlRA/k50vt3FlXV0ckEl2cnGbP4g4MCqRWbLh1+5a6hjrXDE7Y6+Oawblx44YlgoJmRsbAuqofP3309fWFS1o+e/p0b0ICuk1PT4+JoREs9vettlZCTPzSBUAt58+fP8vLyGRnZWmqa/DMmy+8bfux4qPAGhT/xaCNz56cnGxvh5js9o6Ov8LtZ4IJJphgggkmmPhfx5atW42MjPLz8o4WH5WXlz929NiR4iJhERF0Sy8fH3Z2dncX13kL5n/6/PHkqVNGRr/ZYl0dXXU19dLS0q6uzuvXb3x8X7piyTKe7Quzc3MghU0UxETFnj19evHiRQcHBwVFRUUlJXQbXl7eA4cOBvj5e3l4fPtaGxIWampOG4qNwWDWQVgfv2s3FyenprZWRGTk9u3bMf9joPWz+/r6cDgcBoPppdQbY+qEMMEEE0wwwQQTTPzr4ebh/ujRo2tXro4MDcXExYqJi9NruWXbtu6+npevXl68eAnpZMPg5OSUk5PDYDCaGlrKCgpVlZUv3pQs5uOj15u9vUNsbIy8gvyqlavotVnMxxcTF6uhqubg6GhmYYFu8KakZN/epE+fPq1YscLN3d3V3Y2Liwvzvwfa+OyW1hY4ia2v/6fDzQQTTDDBBBNMMMHEvxjLli3zD/AnEvGvX7++ffPW61ev0G06Ojp27d5lYW62Yd36zMzMwwcPNv74Aeytv78/KDBQUkrK3dsrJytrdHSU3u8uXrxYR0f32LGjDMZWXVUVGhycnpU1a9asu7fvIA9hsdjM9AxnJ6f3pe+lpKWLjx718fP933SyQX52yy8/u69vaGjoLxoVE0wwwQQTTDDBxP86rKyt9fQNBgYGnjx5EhEW/uzpM+ohLBZ74uSJXbvjLp47t2XT5vTMzICgICsbGxdHp8bGJpp++vv7A/z8Bvv79+xL2rV7Nz8/f1hwyMjICE2zxh+NTx4/npqaMjAwIBCI9+/fB47qaw2kLuLg6GhlbeUfFPi+tPTWjZtwcZxrV69ZmlukJCdjpjBRMVEnT58S20GXhv9f9LNbYeUXFsjPRj8AJphgggkmmGCCCSb+ZdidEL9TQmJoaKizszPQz+/B/ftTU1MlJSXhEWEjIyO4Eeyypctz8vPXrFmDwWCcXJxt7Gztra0bGhqoPfT39wf6+U1OTBwqPDJ//nwMBhMeGbl02bIAX7+uri5qs67OLm9Pz/el7+F/OtjbX79+DU25VldV29vYBAQFWtnYYDCYOXPmhEaEl5eXHSgo8HT38PXyevvmjZSUVOHR4qCQkNmzZ2P+t0HrZ/9o/DFFxrCxsXZ3dw8PD/9Fo2KCCSaYYIIJJphgAsPHx7cvJXnt2nVEInEMh/X29AoMDLh77663l3d97bfe3t6CQwc3bNhAvVMubm72To6OdvZwAEl/X1+Anz9ufPxwYSHv4sVwG3Z29thdcVxcXL5eXv39/T91sh0ctm7bFh4ZAefmbdy4SVRM7NSpkygm2zEkLBR2smEM9PePjo6l7Eu+ffPWnLnz/Pz9T509A0eEMzHNz56amoJXNiwsLJMT+P7+PuYNYoIJJphgggkmmPgLsX379siYKDyJ0NHZOTA0eOHceTkZ2dMnTr1/V5qTl7t+/Xqa9m7u7g6ODo529p8+fgwLDZ2cGD90+DBaXSQ7L49n4aIAP7+qykofL+8NGzbsT0tlY2OjNrCzta35+rWqqhL+Z0N9vYOtbUBQoKW1NfyXycnJ48eOW1tZFxcWTU1NqaqpHj95fHdC/Ny5c//Jt+Q/U28Ej8cPDUEcNpFAwmAw3T09f93AmGCCCSaYYIIJJv7X8bWm5ur1awcKCiYmJ3gW8mBIUzNnzPB291jMx3fyzOn1CCYbCTcPDyKRZKRvICUlVXTs2Lx589BtZszgOlJU6O/rq6WuYWZhnpmdTdNg5kxuO1u7wqKitNQ0Tk5OPB4fHhVJLUbz+tWr9LT0D+/f4/H4bdu3uXq4W1hYsLPTCtn9j2Pa7eDi4srqGagLAACFDklEQVTOynrz5m1FRYWRkaGEhORfNzAmmGCCCSaYYIKJ/1GQyeSy8rLi4qLbt2+3NLdu2LD+5MmTbKxsMVHRP3784ODgwGKxzU1N9Pzs8fHx7u6u7ULbh4eHhwYHgX42BoMZGx0dx+G4ublxWOzg4OCCBQtoGkhKSj558vjWrVsmJiabt2xZs3YteYr8tfrrkcOH7ty5OzQ4yMPD4+nt5eTktHTZsn/Cbfivi8+WlZXT1dUVEhIyMTFdunTpXzQqJphgggkmmGCCif9F4HC4O3fvWFiaKygoHCg42NLcamFh/vjxExUVVUUlpeOnTioqKUIBCMPDbq5u9+/eQ/eAxWJ3x8b19/dfvHLFwsrKztqmqYlWgQSDwQwNDjrY2c+bP/9LZQUbG5uftw9aAIOVldXT0+vevbtwXHF3d3d4SKihvv65s+fGcTgDQ4MLly7G7drFdLLpAUDvj4+Pw1UxmUVqmGCCCSaYYIIJJv41GB0dvXLlyqnTp0pKXk9O4KESM1wcu+J2BQeHzJw5E26zbt26g4cOpaennz19Zmx0LCgw8PuP77a2tvMoQiKQk43Dxu/ePTkxnrRvHzc3t5OLM4lEtLGwOnvx/IoVK6i/NTIy4u7iumTp0tS0NFY2tsycnKCAgEA//9yCfKRICJlM5uXlNTQ0zM3LWSq49PLFS1VVVZwcHOvXr/f19zM2MeHk/FnRnQkgmGE0TDDBBBNMMMEEE38lWltbL168UHy0uLb22xR5ipUNUvxYs3Z1elq6oaERTeP5CxbsTUqSlZU9cvjwly9lCbvjr1y+YmdnJ6cgv3TJkuSkffiJyZS0NG5ubri9q7s7Gxu7nbXNyTOnV65cSWGyh1ycnFauWpWRlQm34eLiKjh4MMDXz9vTMzc/H5b/q/tW97WmWkRUtP5b3bVLV0dHR2fMmKGrp6esoqKvrzeXTiwKE0gw/WwmmGCCCSaYYIKJvxJnz56JjIzCsEDCylMsGDJpSkFBIS83b9v2bfRO0dTSkpWTe/vmTXFR0ZuSNyHBwevWrdu2fZuAoGBYRDiV/4ZBYbVJNpZWJ0+fWrhokZuLy5KlS1Iz0pFtWFhYsvPzwoKCcjKzYuJisTjchQsX3paUYHG4murquXPnYnE4dy/PmJgYpCYJE4zB9LOZYIIJJphgggkm/kpYWFgWHChobW0jk8msrGxe3m77kpJhUpkBZs+eraaurqSs/Pjhw1s3b7158+ba1Ws8PDz3794TFhWRkpLauHHjIl4ICxYscHV3mzNnTuHhIwt4FmzZuiU+MRHZFYFAGBwYGBoeNjEzq6mpCQ8Lf/f2bVdXFw6HI5FI+gYGjk6OAUGBd+7ccXNzFRAQ/Cffj/8eMP1sJphgggkmmGCCib8M/f39165fXbN6TWtL27z58xITEz09vDg4OP7g6ezs7Jra2pra2jU1Na9fvrx3797Xmq93b9+5fPHSnDlz+Pj5+Pj4eHkX8yxcuHgx70xubiwWt2rVqkMHDxIJRCKJND6O6+zo7O3t7e/v6+vrH+jvHxkZ4eLimj1n9rz589U01PX19FXUVGfMmBEUFGRvZx8SEnL8+AlmWPYfBNPPZoIJJphgggkmmPgLQCQSr9+4/vDBQ0VFhfPnL2RkpKtBUP/7ettMgZOLS29PT2lp6fvS9z++f+/t7W380Vj6rhQ/iWdjZ+Pk5GRnZycSiWQyGSpPSMl0JJFIc+fOXbhw0aJFC9etWycgICAiKiolLbVs2TIuLi5W1p/adNpa2uLiYufOnV+9evWePXuZahl/BEw/mwkmmGCCCSaYYOJfjcrKyuLiIp6FPNHRUStXrsJgMKmpaf94txwcHIJLlhgZGxsZG+Px+L7e3t7evr7+vpHhkZHhoaGhISwWx8rGys7Owc7Gxs7OzjWDi4+Pb9GiRQsW8PDw8CzgWUCPq164cKGVldXnL58zMzO3bdtmYWH5j4/2vx5MP5sJJphgggkmmGDiX4eenp7Tp0/XN9TZ2trJSMv8836Ik5NTcMkSwSVL/r86tLGxPXDwwPeGH8EhIStWrJSUZBY0/JN1aphgggkmmGCCCSaY+GeARCLduHEjOiaKh4cnIy3zn+pk/zPAx8dnbW2NwWA62jt8fL07Ozv+6hH9u4PpZzPBBBNMMMEEE0z801FZWRERGfH5y+ddu3Y7Ojpyz/qpb/2fBTtbe8ElAiysLJ8/fQkIDBgbG/urR/RvDWbcCBNMMMEEE0wwwcQ/EcPDw8eOHW343mBibKKkpPwffa9Xr15tbGScn1/Axs567eq1TZs2J8Qn/NWD+vcFk89mggkmmGCCCSb++/H27ZtTp041NTXl5OYUFh4hEon/kp+dun37VkRkBPesWan70/7TnWwMBsPGxubi4srDs2CKTJ7CTO3bl3Tq1Mm/elD/k3w2Ho9/+fJlRWUFzwIeFRWVZcuW/fN+i4n/HfT29j569LCzq3PDho1KikqzZs36q0fEBBNMMMHEvztIJFJhYeHLVy/Xr1v/8NEjPz8/qlzdPw91dd+Kioo4ubiCg4LXr1+P+W+BsLCwurr6+fMX2NlYiATSnj17FBWVmG7ev9TPHh4e9vbxevz48fJlywYGh3bH78rLzdfX1/8n/RwTfxatra19/X0LeRby8PDMnj2bXrO/Tx2T8VkkEmmAAiwOu2XzFi4urj/e84cPH1xdXYaHhxfzLW5ubt68ecvx48dXLF/xdwySCSaYYIKJ/x2Mjo7WN9S3tbWpqqpWVlStXbvmn+pnDw4Onj17tryi3MLCQllJ+b9PatrL2/v69RsTExPc3NwBgYH8/Px/9Yj+c/zsqakpdnb2f/CduHbt2sOHDwvyDygpKfX09Dg5O+zZm6isrMzApWPiX4n09LQLFy8uXswLiWUuWLCYd/GKlSuWLV2+bNmy5cuXL168mIODg4OdfWpqipWVdebMmX+8Z05OzimK9D2RQCASiWNjY21trRDa2pqbmtvb2/oH+gcHBwcHBoaHR1+9frV+3R9d4pNIpPSMNK4ZXLdO3xIQEHzx8qW9vW1RUdGexD1/721gggkmmGDifwJdXV0NDQ2qqqqZGVnc3H8oAfHOnTv37t/joiMmzQBEEgmHxe7YsSMtNW3evHmY/0bs3LHT3NyMi4uLg4NDaLvQH69e+b8GgJ/NyclZVVV18uQJVja2P9gLmUxeuHChspIy1SHr7u4ik8nz58/npSAiPPLxk8eTk5NMP/tfgJaWlpKS1yQSCUNnsUQikkrfl3Z3dXd3dVP/yMIKBV3BmDFj5hJBweUrls+ZPae1rY2Pj2/+/Pl/8Ndfl7xqa2s/d+5cW+v/tXcXYFFlbRzA507QXQoi3UgbCKJiYWF3d3cHtphgC4rdXWustfbaAagg3d05fe/3wLjjSAnu4Orn/7c+3/PNmXPuuTMY75x5z3uSEpMS8/LyBOXKTpwSkBU6nzp50tTMrLpLCYXC5s2bW1tZix9mZGTKyspqaWtraWn16tVr9uw5GhoatbwxAAD4bUVFRhYUFIwePaaWQTaNRmvRooWpqen3LTuqqak1aNCA9v9LTk7uwIGDTCYzMTFxzdrVTZo0qX2c8LvH2eZm5v3698vKzKKTFaOi6pBCUsDnly9iftatW/cjR48MGza0T9++Y8aM6du3X9++/aR321ATiqJ4fL5QKKzybweCICr8sD6PImkUvWwlmqIogYBfUlpSXFzM4/I4HLZAwC87lbUWvx9YLJaAL8jPz5eRYRWXFLPZbJIkRdcsO+L1q/ug0aiyI2cpkhIIq96MUj7nl1EyMjLDhw+fNWtmhw4dRo4YMWzY8LVr1uK3AgAAfFPo+1BVVVVbG9vav1da5fDeVofJLIshDQwM3Fq6HTx4YM6cuXivKiMqx1vSEhsXu2vnrgsXLmRmZUydMnXlylVYzP55TJk65dTJUw11G6iX09LU0tdvbGhYljfSuHHjRo305eTlWExWQUHB1m1b586Zq66uXssr79u3T1tH27u7t1AoFAj42dk5yclJiWWJI4kJ8QnpGenlOSNl/1OQX/Ds2XMrK6s63flff93duWvng/sPlFWUN2/2Gzhg4P9f3hsAAEgRSZL9+vfLzMy4dvW65LIrm8O+cP5CUlISnU6QJNW+ffvmzZvjna+roqKihQsXTpo0yd7eXpo/NSEpEApkZGRKS9lsdqmGhsav+M+99PdBUhR1+87tnOzswYOHbNmyZfLkybt27dwduNvDw6Nnz17ibllZWc+ePVNUVGzRogXi7x9v3tz5I4aP0NLS0ihXXTcGg0FRFJvNrn2czefzxfknMjIyBgaKZR92JTqw2ezP+yBLSoyMjGp52aKiorPnzlpZWbVv36FtW89nz54tWLhg1aqVrT1a6+npibuRJPny5Utra+v/15Q4AACoq5zcnJiY6BYtXFVUVCTbU5JTtmzbYm1praSkJBQKXZq64L39DsrKysNHDN+/f9/WrdsYtU45rhlFUTt2bk9ISGzdxsPfz79jx07Lly+n/YKkH2cTBHHvr7/OnT/n6dlOV1fX3Nx8zJixR48dLZI4MejBg/tLli7V1tLKLyhQUJDfE7DHsNbxFkiFiYmxiYnxN7t939cdNY+Sl5dvVK5O1+RyuQEBu21smri7uTMYjFatWnXv3j0wMIDH44n78Pn86zeur1vne+jgYcTZAAAgEhUZlZiQOG7suAo1RlJTUy0tLI8fP/4rLpT+VFq6tnz86NHpM6eHDhkqlQsWFxff+PPGx49h9+7/pa6mYWtr84v+jOqlrp9X587Hjh+bOGlCr169eTze6dOnGzc2aNG8hehZNpvtv8Xf07Ot79p1ubm5AwcNOHHy+JIlPvVxJ/B/Q11d3bu7985dO+fOm+Ps7JKQkLBv3z6vzp3Fi9np6Wk+y3xu374jWob/r+8XAAB+FsbGxkePHXNxdq7QnpqampKSPHPWzNLSkk6dvPr26Yt/Pr7b8OHDfZYtc3Bw0NHW+Y7hLBZLTU1NHExnZ2fHxcUJSeHyZct79+7zA4qd/0pxdjvPdoEBgbsDdu/atZPJZJmamvr7+5ubm4ue5XK5jo5OAwYMoNFoGhoaDRvqZufk1MdtwP8TBoMxb958Fkvm2vVrDx48kJWVGzJ48Jw5c2X+qbikpqY+Y8ZMT892/v7+ZbVWAAAAyunq6np39678ZpSUlgiFQkMDA5IkV69elZSYNHcuNvN9J11dvSGDh/j5+THo9OrKnVVHKBRYWljOmTNXfKRGTGxsWlrawoWLfvUqGvV1Tk3Pnr26deuemZkpIyNTYbuumpqaqOAxSZKHDh969+6tv9+WeroN+PeEQmGdskcqFAmRIiUlpaVLl86YMaOgsEBVRVVZWVnyWTk5OXs7e1JIinLK6+MGAADg/0nfPn17ePfQ1tYuSzJWUTl18uT48eMr5HBD7bUvJ5V3LDw8jMlkduva7Vd//+vx3HUmkym5Qa2Cd+/ebdi4PiUlZf269V5eXvV3G/BvMBgMPT09lkwd6s/r6GjXaxFN5XLVPYuVbAAAqA2BQPDixQsTU5PPcbayMo0oWwHEu/czePv2jYGBgaFh1ec9c7ncoqIiTU3Nnz9pux7j7Bo8ePDAZ5lP927dAgP24JyRn5mSktKokaMUFRVrP6R79+4Mxn/z+woAAKCWCIK4ceP6+w/vt/pv43A5e/fu8fBogz30P4Pi4uKPHz/a2thW9+PYuHFDZlbW1i1bf/5zKP+DeKigoGDjpg1t2rQZOHBgfn5+VlaWuoaGTvmnSfjZ0On0un6DpqioRPtPYTUCAAC+icFgLF3qs2nzplmzZzGY9LZt2s6ZM/fnXx/9HSQmJiYnJ/fp3Ud0FE4F169fCwgMaNGixS+RI/ofxNmJiWWHliQnJ9++dYukys7iHjZ82Ly58378ncD/Hzqdrqio+OtuTAYAgB9GR0fHb7Nfbl4uk8FEWvbPIzY2tmzPVVWn3kRFRx08dMjb27u4uPiXiLPr8TzI6giFQjaHLeALxFPLycnKyyv84NuA/0skSXK5XFlZWYTaAAAAvyI+n8/j8eTl5Sv8U85ms6fPmN68eXNZGZlr16+fOH5CXHPsp/UfLPsxGAwlRSU1NTXRid/q6uoIskFa6HR65T+ZAAAA8KtgsViVv5qmKOrAgf0EQYwaOYr8FVay/7P1bAAAAACA2ktKSurcxUtfX9/czOLjxw8JiYnDhw+fM3vOT751FXUhAAAAAOCnpqGhsXXLttzcXIqieHxuSWmpi4vLz583gjgbAAAAAH5qioqKnTp1Ev3/EnZpRmZmD+8etJ8e4mwAAAAA+GW092xna2NDkuTPvx0L+dkAAAAAANL3s38OAAAAAAD4FSHOBgAAAACQPsTZAAAAAADShzgbAAAAAED6EGcDAAAAAEgf4mwAAAAAAOlDnA0AAAAAIH2IswEAAAAApA9xNgAAAACA9CHOBgAAAACQPsTZAAAAAADShzgbAAAAAED6EGcDAAAAAEgf4mwAAAAAAOlDnA0AAAAAIH2IswEAAAAApA9xNgAAAACA9CHOBgAAAACQPsTZAAAAAADShzgbAAAAAED6EGcDAAAAAEgf4mwAAAAAAOlDnA0AAAAAIH2IswEAAAAApA9xNgAAAACA9CHOBgAAAACQPsTZAAAAAADShzgbAAAAAED6EGcDAAAAAEgf4mwAAAAAAOlDnA0AAAAAIH2IswEAAAAApA9xNgAAAACA9CHOBgAAAACQPsTZAAAAAADShzgbAAAAAED6EGcDAAAAAEgf4mwAAAAAAOlDnA0AAAAAIH2IswEAAAAApI9Zw3PZ2dklJcW6unoyMjJVdsgrV7mdIAgdHR1FRUXJRi6X8+bN2/DwMCaTZW1tbW9vLycnV2FgQUFBTk5OlXNpaWmpqKjQaDSBQJCWliYUCvX19ZnML/dPkmRySrKsjGyDBg3ELWlpaRwOhyAIUYuSkpKqqqqsrGwNrxoAAAAAQAqo6s2cObOxgX5ISEh1HVasWC4nJ8dg0gk6TfyLRtAYTPrZs2cle96+fatlS1cmi6Gto6XTQJslw2zWvOm169cqXHD79u1y8nJMFqPCBQk6bdfuXaI+qWmpDo4OKirKQUF7Jcemp6fbNrEdOmyIuCUvL8+jdSsZGRkmi8Fg0hlMOpPFsLax2rR5U15eXg0vHAAAAADgX6ppPZvH45WWlpIkWV0HDpdD0cjly5abmZuTQuHnwL18Pbt58+bibrdu3RoydLCGusbePXubNLGjaFR4WNiWLVtGjBx+7Mixrl27iXvy+Tw+nzd3zlxHJyehQPDlgjRas38uSFEUl8stLCzasnVLm7ZtLcwtxO0cDofL5Up+hCgqKjIxNV6xfGX5kjyVk5Nz4cKFBQsWhIeHb9u6TbRADgAAAAAgdTXF2QRB0Ok1JnBTNFk5uV69etvb21fXJT09fdkyH1UV1bNnzzk5OYkaWzRv4erasmu3LqvXrG7RooWmptaXG2IyO3fu4unpWfN9m5gap6en+/ltDtgdKM4eIcpV6Nmwoe6gQYPED4cPH7F48aJt27a3aN584sRJNc8CAAAAAPAf7YOkaMJ/VrKrdPfundD3oRMmThQH2SJWVla+vuvatvXk8fgVhgj+WcmujkAgaNq06YTxE06fPn3r1q2aOwuFQjabLX4oJyc3Y0ZZPsyZs2fE7RcvXezRo8eDhw9qvhQAAAAAgBTWs2uDosiUlBQtLS2Kov5poRQUFLS0tAiCoCjqxYsXsrKy7du1qzx28KDBgwcNrnTBskzrpORk6p98FYpGycnI6TTQEa9VUxTFYrFmzpp95+7dNWtWN23aVLz3sTb09fWbNm36/PnzlJQUMzMzGo2WkJBw9+6dwUMq3gwAAAAAwH8QZ9Pp9JKS0ukzpsnJyYnjbIFA2LFjR39/fwV5BYFAkJqWpqysrKWlLXo2Ly/v8OFDefn5dKLsPxaL5d3d287OTvQsQdD5fIHPsqWKiorivHChgHR2cT508JCCgoJ4aj6fr6eru2TJkmHDhu4/sH/pkqV1eM1MZgOdBmw2u7CwUNQyeNDgVu6tTExM/s27AQAAAAAgnTi7bB8lk9mypVv5cvLnOFsoENo7ODAZZVcW7bWUTJsuLim+dv1aSkoKg8ksLipKSkpq1KiROM6m0Sg6nWjq0tTA0PDLBYVCE2OTKjPFe/boOWjgoJ07d3Tt0tXAwKD2ty0khXQ6ncH4fM2G5f7NWwEAAAAAIM04W15efvGixRKB8tdXZzI1NNSLiopyc3ONjIxoNJpuQ92jR48JBUKCIO7cvTN58iTJnYuiwH3atOnf3AcpwmKx5s+f//DRww0b1q9fv0EcN9eMz+OlpKSoqqpK7r8EAAAAAPiJ9kGKqulVe3U63cWlaWlp6bPnz0QtTCazkV4jAwODxo0b5+Xl8Xn8SgVCaJK1+b7J1rbJgvkLrt+4fvbcGUb5Ivo3RUdHv3r1ysXFRVdXt/YTAQAAAABILc4miLIU6pr71Nyhs1dnc3PzoKCg2NhYyfbIyMgjRw6XJ3VXDLS/OWMFw4YNb9269dZtW1NTUyqnl9DpdMmDJwsKCjb5bc7LyxsyeCiDwRA1kiTJ5/NrqBQOAAAAAFAnNS4AE7TiopJDhw7q6zcWFe+jaJQMi9WzZy/Dsvzpsg4cDufIkcP3HxiSQnGQSpEU1aF9eycnZxqNZmxs7Ou7bvToUX379Zs7d46ZqRlBEB8/fvDf4s/j8VVUlSWjW4oq2+B49uyZ9+/fS5QLLLugW0s3d3d30WOSJMXbLmk0mrKyss/SZX379cnPK6gQtRMEkZycHBCwm1keu+fm5l6+fOntm7cLFizo1u3L+ThnzpzZHbB7+bLlnTp1qtv7BwAAAABQ1zhbQUGBIIjdAbvFoTBJkkpKSra2TURxtrycPIvJCtwTKBn1UhRFkqTCtu2iOJtGo/Xq2Ytx5OjyFStGjRqloaFOEASXyx00aND48RPnzp0tuQItKyurIK947PgxyZrcogsu81kmirMJglBSUpKXl5e81ZYtW06eNGXz5s3y8l+WrgmCUFVR/RQeMXvO7M/Z5Arydk3sg4KCBg8aXH5C5Gdp6WmvX73Ozsmu4d0AAAAAAKi9shLX1T3H5XL5/IqHyBAEIScnJ8q44JWrcqysrGyF9I/S0tLg4OC4+DgFeQVHR0djY+Oyk9s5HAaDIe7J5/OrS86WKScKl9lsdoVsEFF7SUkJk8kUt4tyxyVDdoIgZGRkKueliOaVk5MTHy0JAAAAAFBfcTYAAAAAAPxH564DAAAAAEAliLMBAAAAAKQPcTYAAAAAgPQhzgYAAAAAkD7E2QAAAAAA0oc4GwAAAABA+hBnAwAAAAAgzgYAAAAA+BVgPRsAAAAAQPoQZwMAAAAASB/ibAAAAAAA6UOcDQAAAAAgfYizAQAAAACkD3E2AAAAAID0Ic4GAAAAAJA+xNkAAAAAANKHOBsAAAAAQPoQZwMAAAAASB/ibAAAAAAA6UOcDQAAAAAgfYizAQAAAACkD3E2AAAAAID0Ic4GAAAAAJA+xNkAAAAAANKHOBsAAAAAQPoQZwMAAAAASB/ibAAAAAAA6UOcDQAAAAAgfcx6uCYA1BmHzcnPz6doFPGLvHkURSkpl/mvbwQAAOAn9QvE2Twej1Gu9kP4fD5BEEzmL/DqAESeP3/ut2mTgC8gKZJGUdW9LXQGgyJJqvoO1Q6k0ykajSLJug4kCIKg00mhsMJtCPj8wcOGjh03Dj9BAACAKv28kSiPx7t95/apUyfDwz9paGj07Nlz6JChGhoaNY+KT4jfvXvXkydPWExW125dJ4yf+M0hAD+DgoL8sI8f+XyBrm5DBpNBqyqQpjPo+fn5LCZLQUGhTqE2nUEvKS4RCAQqKip1GkjQ6Xwer6ioSF1d/cvV6PSc7Oyc3Nx2HdrX/lIAAAC/m583zt6+Y/uKFctdW7h27NDxY9iH2bNnvX37NmB3gLy8fHVDUlJSRo8e9e5d8ID+A4pLilevXhXxKWLnzl1KSko/9t4B6oxOL9ss0aZtG5/ly5gsVuUlbYIgUlJSThw7NnX6dEUlpTqtTHO43MBdu/r07WdkbFS3OJsgTp042aBhA8927SRv9dSJk7t27BTdMwAAAHxPnM3j8VgsFkEQ2dnZSkpKcnJytB8iLCxsx47t/fr2Cwzco6ioKBAIfHx8du7a0b9f/65du1Y5hKKoAwcPvH796tixE7169qLRaH7+fkuWLO7SpcuAAQOlfoeZWZlZmZksloyxsTGLxZL69eE3RJKknp6elbV1dR1279rVtVs3eweHul55T2CgbqNG7Tt2qOvAe3/9FR8fP2/hggp/9vUNDAjiV8kkBwAA+G/UtBwVGxs7bPjQi5cuzJ07p1fvnnFxcT/stkJCQgoLC3v36aOoqFj2aYDJ7OTVSUZGJiwsrLohRUVFt2796eTk3LlzZ1HLwIED9fT0rl2/Jt17Kykp8fVd6+Xl1btPb+8e3Xv26nH//n3pTgG/LaFQSFazUP3xw8ewDx89Wreu6zU5HM7tP296eHh8x/3cvnnL2cW58gdsoUDwHVcDAAD4rdS0nh0cEnzjxo3o6GgBX9C8RQsdHZ0fdls2Njbr1q1v0byFuCUlJYXH50smiVaQkZEREx07cOAgOdnPMYG2lra1lfWHDx+KioqkVRWBoqg9e/Zs2LhhyuSpHTt2yMjI9N/iN2361GvXrhsbGUtlCoAq/XXnzoIlizU0Nev6/ly/dq1n796t27Sp68DQkFBVNdUxY7HTEQAAQNpxdlhYWElxqY2NzaaNm/X09L7r+rTMzMytW7ekpadVKBgiEAi7des6oH/VGR0O5cQPX758sW6dr4GBgWc7z+omKiwsKC4p1mnw5cMAi8XS1NKKjIosLi6WVpwtFAoTEuL79++/ceNGccvUaVOSk5IRZ0P9iY+Pz8rK+o416aKiondv302ZNvU70jwePXzQ0s1NTv4HZYsBAAD8LnE2n89/9+6duYXZqpWrvzvIFoWhefl5Odm5DOZXOSpCAVlSUvrN4clJSYF7AncH7NbXb7xz504TY5PqegoEZV+4MxmSr4hgMZkkSQqq+o6bx+M9e/6ssLCQXin+IEnK2trazMys8igmk7l9+46ioqIPHz5kZ2fn5OScPXeGIIjvqLMGUEskSV44e66jl9d37AR4cP9+48aNv+OPcGRERHp6+uSpU/FjAgAAkHKcnZOTEx0d5dHKw9j4X6VD6Orq7gnc+31jL168uHzFsqSkpPHjxk+fPsPQ0LCGzvLyciwWq6i4SNxCksLikhI5ObkqS5QUFxcvX77s48ePlcts8/n8ZcuWz5o5q8qJHj9+7LvONzIygsvlqqqqKigooFA31KvnT5+y2WzXli3rOjAtNfXxo0fzFiyo60A2m3382LF+/fvVqW49AAAA1CrOjouLy8rKcnJyrrJ0F6+spG6hhobmN7+M5nDY79+/Ly0tJYivrkNRZOPGBiYmJtWmQe8NXLBgQYcOHU8cPymZQ1IdLS1tHW2dmOhocUtpaWl8fFyjRvoqKiqV+6urq9/885ZQKKz8EiiKkpGVrXKWlOSUqVOnMFnMrVu3ubZwVVdXP3fu7JSpU755ewDfJycn58rly5OnTZORqdtiNo/H279vn3ePHt+xs+LCuXMGhoaOTs60/wJFUmWnYlZV2RBFTgAA4P8hzo6IjODz+HZ2dlU+e+WPK3///fcW/y3f/GcvPT1j+ozp0VExTNbX+dl84fQZ01csX1HlqNDQ0E2bNo0cOWrH9h3V1egVVWZgMpmie9DW1m7atOmLly+Sk5P19fXL6jOEfQwPD583d56MjEzl4QRB1FCKuzpxCXFR0VFbt24TlQ6k0WjRMTFlt4HSflAPSkpKdu3Y0aFjJyMjo7qOPXbkiI62jnurVnUdeO+ve9HR0fPmz6f9F6KiotauXlNSUiJO6KLK91oQBM3SymrO3Ln/bTn87KysO3fuJiUmGhgadO7cWa36ndkAAADVxtmhISEqqqrm5uYV2j99+nTy5In9+w84OjnWZm1JX1///LkLPB6vcmc1NbXqRv35542MzEw1NbXDhw/x+XzRv7U0itaypauDg6Ooz969ey9cPO+7dp2rq6to1+PIkSNv3rq5cNGCWbNmc9icpT5LtbS0+vcfIMUfs6aGpqqq6o3r11u6tqQo6vad24cOHSRJYVRkhJOj43cE7gDVyc7O3hsYaG1j29GrU53eJS6Pd+zIkaKCghmzZtX1KJmbN/58+OhhWTgrpa3DdUUnCFk5OaFQSKd//huDwWBER0V/+PChuoqHP0x4WNjsmbPS0tL0GjVKTkw8dfKkn7+/uYXFf3tXAADwi8XZXC43Li7Ozq5J5W+cORyOvIK8k5MTk8WkKOqboTaTyRStLtceRVFp6el0Gt3f308oFIobaRS1fv0GcZydlJz05s2bgoIC8cAOHTqsXrVmxcrlf/31F5/PV1ZW3rF9h62NDU16zMzMFi5cuH79+p49e9AZdCMjo2U+y/23+G3cvNHJ2dnezl6Kc8FviM6g0+l0AZ//+vXryxcverRt261bt9oPpygqJjrm9KlT2trak6dOY1Tae1CD7Kyss2fO5uXnzZo9W1tbm/YfMTUzC9oXJNmSlZk5ftw4ff3Gk6ZMrryYTZLkNz9L1Pw3VW2uINrR4bd5c35+/o5du5o0aRISEjx39pwt/lu279heXZoZAAD85qoulEFRFJvNZjAYstX8+7F9+7Z79+9duni5ng5e5nA4VRYJkZWVFZdc4PF4fD5fTk6uwlatmJiY129ey7BYbm5uDRo0rI/bS0xMDAsL09DQcHBwkJWVTUtLy87JtjC3qO7tAvimq3/8MXPa9NZtWvfo1SsyIoIkqf4DB1T+Qqk6CfEJ4WFhkZGRWZmZnbt2qX26SG5ubmhISHR0dFxMnEtTlx69etZmX+/hg4eWLFw0Y/bMRUuW0OpTUVHRvDlzb9+6tcZ37bDhw8XtAr7g8eNHf974Mysry8zMtFt3b0cnR8nQ/M8bN5o2axafkHDtj6s0GtW6TdsuXbuoqqpKXjw8PPzqlasREZ+UVZTbt2/fycurhj/CL549HzN6zMRJE2fMmilq2bRx4+GDh86cO2tnjw/YAABQhar/QSUIQkFBgVY98TJzPanNAe8y5Sq3m5aj1SeDcuKHuuXqdUb4HdDp9KysLB6X2627t5191VsjKouOirpy+UppSYmRkVHzFs1dmjatZfm/7OzsPy5fiYuLNTQ0MjY26j9gQIUwtDocDicmJoakSBqtfo9epygqcHfA9WvXJk6eNGDgl1r7FEXt3bNnx/btNjY2puZmd+/cvXDh4voNG7w6e4k6pKSm+Pv5NzYwKCosNLewyM3NXTR/flRU5JIlSxnMzx/LHz18tGD+fB6P5+LiEhsTe+2PqzNnz5o6bVp1awfh4eECAb9Zs2biFmdnlwP79n/48AFxNgAAVKkOXysDQL0SCARWVtaDhgypZf+S4uJzZ89FRUZ26da1adOmcrXeHkBR1K0/b977665bq1Z9+/erZXgtEhIcfOXy5djYmG9G8zwu713wO3ZZraGvwnGSpPQb69dmqf7C+fN7AgM7eXnNmj1b8kP1q5cvAwJ2Dxg4YOmyZXJychkZGTOnT/fbtMm2ia0oS41OLwumCwsKdu7ebe9gz+VyZ06fcfXKH2PGjm3UqBGNRsvPz9+0caOOtnbA3j36+vo8Hs/fz+/I4SOtW7d2cPyyLi4pLS1NRlZWS+dLRo2WtpacnFxqSmot3jYAAPgdIc4G+LnUMl04Oyt7984dRsbGS5cvq/nbpwr4fH7Q3r2cUvbsefPq+j3MH1euPH/2bNSYMc+fPb9/955of3J1CgoKVi5fnhCfUCGzi8/njxg5conP0prnevXy5TrfdeYW5j7Ll1U4z/Xu3bvycvKDhwwVffHVoEGDYcOHLZi34O2bN593g5Snw3Xs1MnBsawkqJycnIOjw9OnT4uLi0VX+PD+Q1xs7PKVKxo1aiQUCplMZu8+fc6dPffm9Zvq4mw2u5RBp0uG+zIyMkwmk8vjfvuNAwCA39J3xtl8Pp/D4Uj7ZgCgVtLT0rdt2eLVpbNnu3Z1ess4HM7O7Tu0tLWnTK3bSewURZ09fTomJnbRkiUqKipPHj3+5hAtba2Lly9TJFUhu4SiqG+uhSclJy/3WSYUCNas9a1QZZ/P5yfEJ2jr6DRo2EDcaGpqxmSxEhISxS10Ol1X4hRMGRkZyXNb4+PjOBzOvqB9Z06dLqvWTRACPj8jIz0uLq66W5KRkRUKhYLy8kciAoFAKBTKsKrIXgMAAPj+OLtPnz4eHh44MwLgxystLQ3YtatTZ6+6Btk0Gu3Q/gPa2tqjxoyu68DbN29GRETMW7Cg9mvnBEHIsGSoqta8a16wLy4uXr/WNyIiwnfduuYtmle+LJ1Op8qJG4VCkkZRDAb9627VfpAQCAQMBsPV1dXcwly024ROZwwaMsTS0rK6Ido6OjweLy8vT9ySn5fH5XK1tLVqeC0AAPA7+84429zcwtwcVWMBfjQej7cnIMDB0aFd+/Z1HXvp4qXi0pIJkyfVdWBISPCD+w/mLaxDkC06yXLm9OnJycmM8mxpMb6A369ff3HVjgqEQmHArt3Xrl2bNWvW4KFVpKozmUwzc/Nnz54lJiZqaX2OccPCPvIFgtpvgG7UqBGdwXBp6tK7Tx9RC5vNvn7tmqKiYnVDrK2t6XR6cHBw03+2QoaGhlIUZdukSS0nBQCA3w3yswF+JU///pvH4/f6JzqsveTk5OdPny5Z5lMhW/qbiouLz54+O3L0KE1NzToNlJeX79uvX2FhYaV9kKR19VXtr/7xx76gIGdnZ892ntFRUeJFa4qi5BUU9PT0GAxG585eJ48f37c3aN369SqqKnFxcYcOHLS0sHBxcanlvTk5OxsaGBw5dLhZs2a6enocLmf7lm1HjhwO2rfP2sa6yiF29nY2tjZnT59p1669oZFhbGzsmTNnHBwdbaRaoR8AAP6fIM4G+GUUFhbe/vPmxClT6horC4XCE0ePd/f2rlNpEZE7t24bGBpYWVcdfdZAQUFBvFpcS3w+//r165mZmexXr3r16Cl5ACSfz3dzdz94+JCampptkyaLlizesG59186dGzVqFBUVpaWtvcbXV+uf43VIkiwtLRUdJSseXlpaKr6glpbW4qVLly5Z0r1rNytr64z09NS0tFmzZnl4eFR3b+rq6nPnzZs9c1b/Pn0sra3DPn5UVlaeN29eDUvgAADwm0OcDfDL2Bu4p7GhgaGRYV0HXvvjj9zcnJbubnUdGBIcfOP69bXr19F+CAaDMWXq1F69ehFEWQa25FMURWpqaoqD2v4DBtjY2j56+DAnO7tXn94erdsYGn4paW9sYrIrIMDM7EsaSecuXczMzBs3bixuaevZ9sixo/f+upeYEO/i4tLSraWbmxu9xg8wbu7u+w8evHHjenJS0tBhw3r07GFpZSXVNwAAAP6vIM4G+DXEx8fdvnXz6IkTdR1IkuSJ48dHjBpVm4MeK7h04aKBoUGDBl8qe9QrOp3uVK42nW3LVfmUqqpqh44dJFuMy1XoZlauTndoZ29X+yOEAADgN1cvp6b/SyRJpqSkJCYmSp46yePxEhLi09PTJVe5SkpKYmNic3NzRQ8LCgri4+O53GrL2fJ4vPj4+IKCghpmLyoqio+Pl3rVQoFA8Pr16wcP7ld35ZKSkri4ODabTfsh8vLyEhISeDxevc7C5/Mlv/qHf+Pxo8f9BwzQ0dGp68BnT586ODq2adu2rgMTExMFAv6YsWPrOhAAAAB+0jhbKBQuWbq4pZvrhw/vxY13795xcnbs3adXenqGuPHgwQNN7JtcuXJZ9HDfvqCWbq4REZ+qu3JERERLN9cTJ46LW6Kio+/dvyc+vYJGo52/cL6lm2toaIgUX1HZcXSzZrZq5b7UZ6n4U0EFd+7cbt6i2d9/P6H9ENu2b2vdxiM+vtpqwf/eh48fvHt0f/nqZf1N8fvIycn58P7DsBEj6pqZzePxbt28NXDw4ApHvdTGvbt/NW3evJHo5BcAAAD4P4izWSyWXRP7rKys9+8/iBtfvHiRl1sQFhYWFRUpaiFJ8uWrlywW0+af747t7R2GDRuuoVFtVYTKu6NOnTo5bNjQlJQUcYtAIJDcLyUVaWlpV65c7ta9257AveJKZBWI5pVcwq9XLs4uQwYPVVNTq6frl5aW7tu37+7du8VFXz7DwHe7euVK8xbN61RWT+TNmzfKykqVUya+KScnJzwsrEOHjnUdCAAAALWNs5OSkkJCghMTvxy09gM0b95MUVHx7ds3oiyR4uLix0+eODo5KCsrP336t6hPTk7O+/fvbWxszP4pmtuuXbs1q9c0atSowtUSEhLCw8PZbDaTyaTT6eIqY3w+n8fjUhRVWloiDnBFp2CwWCwul/vpU3idXnhiYmJY2Mfc3BzJRpIkCwoKBAKBg4NDkyZNJM9tliSel8/nR0REJCQkVNmNoqj4+Pj370OTU5IrP8Vms0WfEBISEsQHavC4PFF+SGZWZnLy51Fdu3RdsWKFtnbFJISCgoLw8PDY2NhKu9AoDocjEArKX2ZCdk52dW9CVHTUuPHjmrdotmPHDllZWRxm9O9FfPoUGRHRyatTXQeWFBdfvXKlR8+edV0FFwgERw4date+nZKyUl0nBQAAgG/H2aWlpctXLO/cpXPvPr07d+68YMF8ybPQ6pWFhaW+vv779+9FGR3lgXJY/379XVxcHj95LBCURXtxcXEpySlOTs7q6hqiUefPnxsyZHBcXKz4OtnZ2XPmzO7YsWP37t369+/3/Pkz8VYwoVC4afOmY0eP5efnT5w44fz5c+JRTCbz5cuXAwYO6N69m5dXp1mzZ2VnVxtWiiQmJU2cNKFzl849evbo5NVp584d4tTn58+fT58xLT8//+DBQyNHjcjMzKzuIgwG4+27d4MHD+ru3a1jp47TZ0yr0PnTp/AhQwd36961T58+Xbp0mTptSmrql5X4jMyM0WNGHz5y2MfHp32Hdrdu3RK1r9+4ftlyn2PHj3l6tvVdt1bUePT40REjh6dIBOsCgXDv3r0dO3Xw9u7u5dVp1OhRkmdQFxYWTps+dc+ePRs2bmjb1vP8+fPVvQqKpOTk5Fq2bNm6tUeFYB2+g0AgOHnyZM8+fZSVVeo69vixYw4Ojt9RE+Phw4c8Lq9DRyxmAwAAfL+a6g/s378vMDBgxvQZ7u6tHj9+vHHTBlU11aVLfGj1T0dHx8nJ+cGD+6mpqZaWli9fvuTz+R06dJCRkdkdsDspKcnY2Pj9+/dsNrtly5biM5zj4uLuPbhXWFgoesjj8RYvWXTq1KmxY8Y6ODq+evXSd51vUVGRaIWVIIgmtrYmpqYFhQUt3dwMDT/XSiMIoqiwaOOmjZ06duq11Cc4JDhoX5CKisrKFSurOyw6Ozt7/PixoaGhM2bMMDMzv3Xr5sJFC4uKihYvXkIQhLa2dosWrsHBwWampm5u7nJyclVehCAIDofj7+/n7e29ePHiDx8+7N+/Pz8/f++eIFG2QFFR0YwZM6JjopcuWWpsbPLs+bONGzdSFLVr527RjbHZnKdP/3716qW8gkKbNm1MTExEV/4Y9vHB/QcaGhoWFuYtmrcQNUZHRz98+LCkpET0kCTJnTu3L1u+rFMnr3HjxmdmZO7ZG5idlXXyxClVtbKKy3w+/+XLlzdv3tJQV3dt6WppUe3x1BYWFrt27qLRaIGBgc+fP6dVdew2VIcoJ35IkuTBfftMTU1btPj8g6u9WzdvZWdlj677LsbIyMg7t27NmDWLUX19EnxNAQAA8E3V/jtKkdSjR48sLCznzp2noKDQrl27d8HvXr58JRQK6/QddGZm5tatW9LS0yqMEgiE3bp1HdB/YJWj6HS6W8uW586djY2NtbS0fPLksbGxsZWVVUlJKYfDefv2rbGxcWhoiKKSorOz85cXw2TKycqJo+HQ0NCzZ89NnjRl8+bNNBptzOgxU6ZMCQwMFIUIdDq9Z89eHz9+jIqKnDljljgqJQiCy+X17zdANIrH4wUHBz979qy0tFRJqerv0C9euvj02bPA3QHDhg2n0Wh9evfh8fh7g/b2HzDA3Mzc3Nx86pSpJ04cb9+hw6SJ1R55LZq3c+fOe/bspRNlL0FJSXnr1i0TJ0xq1aoVjUZLT08XCAVr16wdMmSoKEnm1auX796943A4okCcThAMBpNBZ5w+ebqJxFnQsjKy+Xl569etGzt2nOR7JZnUkZSUFBAY0LdP3yNHjopabGxtxowZ/fjJ4+7du4tuj8FgkKQwICBQdD/fhMXs78Avxyj7PUwISeHZM2fy8vOnjxwlFApr+X4SNIKkyJfPX9z76+7suXMZDIbo+59aDCz7SBQfF7c3MHD4iBG6urrVDSQIopbXBAAA+J1Vv15FJ1q6uy1ZvHj8hPFTp05t3qz5+XPnOVzOdxxEl5efl5Ody2B+tRgsFJAlJaU1DGzarJmMjExoaEgL1xZv3711dW2poqJqY2Ojo6Pz99MnXp06vQsOtrS0NDX5chRFBaHvQ3k8bqdOX7777t69W9C+vZLxikAgoChKshQgRVLyCnJdunQWPWQymZoamplZmdUFFgKB4OGDB4309Ly8Pg9hMBh9+/S9evWPV69emZuZi+qNUBRVc2hCUZSsrGz3bt6iIJtGo3Xq2HHz5k0hoSGiuNbMzOzunb8yMzNev36Vm5sbHRMT/C64cePGki+HJMmOHTtKBtmiH4G5hXmPHj1rmP39+/fJycm2trZv374tS1UnaDIyMrKyss+ePRXF2aLrtG7dxs2tzmedQC3JyMjcuH49LS1NVkaGRhBZ5czNzSeOG1f7Dy0EQRSX16Y0NDJaOG9+7XfWEuVRfkxMjJq6+rYtW2v47Uqn02Oio0kKFRsBAAC+N29kyqQpfB5vx44d165ea+vZdvmy5S4uLrQ60tXV3RO4t66jaDSaibGJiYnJu+DgkOCQjIwMt5Zl4Z22tradnd3bt2/DwsNiYqKHDh1aXRqGKNFCRoalqPDlVGQtLS15eXmqxkwGilYW70oWdqjwVX4FPB4vKztLS1NLcrVbW1uLxWLl1yWdnaIoOTlZyWokiopKLBmWuOagQCAICAw4dOhQbm6OUCjU1dWlKEryxkSvqvKiO0VRCgoK1SW9iGRmZnC5vO07tu/Zu5cqi5+Iso2PbI5krXGCIBQVFbBKXU8IgijfBSt4++bz9l/Rnt3Xr17VMcu97HcFnU7/+OFD+aZYoq4D8/MLYmNja/5TwmAw5OTk6vqpGwAA4LdSdZwtFAqjoqKUFBUXLVw8auToY8ePbd++bcLECZcuXTJo/OVwYxqNlpubq6CgUEOwy+Gw379/X1paSvyzTCtCUWTjxgbibI3K1NTUXFu4Pvn7yfXr12RlZUX5qXQ63dOz3cqVK65fv16enF3T2qq2lpZAICySqI0tFAqlfmwKi8VUUVFJT0/ncDjy8vKiRlGBEUXFutVqKFvzLi/oIVJcXCwUCLU0P5cpvHT50rLly/r26Ttp0iQbaxsGgzFy1Mjk5KTKF6nq0t/I4mDJyDAY9BUrVnRo31G0kEmn00mSVPq66DKC7PrT0s3t8LFjv9A7TJJkI/2KtX0AAADgG3E2j8dbtGihlrbW/n0HGjZsOH/efE0Nzbnz5iQnJUvG2VlZWQsXLpw0aVLz5s2rvE55VnHG9BnTo6NimKyv87P5wukzpq9YvqK6gXQ6vVmz5mfPnT1z9kyTJk3EBYCbNW1GUdTRY0c1NTVtbao+dVnE1raJnJzc06d/e3l5iVpev37NLmWLEzNEgSNBI2RlZWnfi8WSadas+d27d9+8edOhw+ejnu/fv8dkMu3rcj4zQaeXlJS8fv26fbv2opanT/9msVhNmny+yJvXrxUVFJb5LBN9OMnPz09MTGSxmN9xmHZl5ubm8vLymZlZ4k8+0dHRixYvGjFiRK+evf799eGbNMvhjQIAAPi/UXWIJicnZ25ufuz4sUuXLjk4OBQVFf31111DQ0MDg89BNpvNvnjxwtGjx56/eDZ69OgaJtDX1z9/7gKPx6ucevHNQ1KcnZzl5eWTk1KmTJnKYrFEjSYmJubmFg/uP+jZq6f+1yfVURQluVxtbW3dt2/fgMAAIyNjBwf74ODgHTt20BkMySVDeXn5vPz8mzf/9Pbu0bhx48oX+dxSYyrqoIGDzpw5M3feXN+1a3V19Z78/WTP3r2jRo6yt3cQ9yFJ8htLleVJIDt37lBXU3dp6hL2MWzb9q09evSwt7cXPd+okX5BQcG5c2e9vXvk5OTsP7A/NCTU0soiOjra2tpalBZS5SyVX1HlRns7+549em3fvq2BToOmzZrm5+WvXbsmMipy1apVdXgJVU3xCy3QAgAAANR7nE0QxPTpM6Kio8dPGKenq1dUXCwvL+e32V8c1wqFwlI227aJbVx87DcmYDIrRMO1Z2JiYmtry+VwXVu4ihsVFRU9Wnm8fvW6RfMWFY7Hk5GRUVZWFiciy8jIrFyxqri4eNbsmSoqKiRJ9uvX79atWwzml5V1j9atGzRosGDhwrJ89ClTxReRTDyVl5dXVFCsIUXb0NBw7569c+fNHTFqhKKCQklJ6YjhI5YvXyG+CJ1OV1ZWrnnVnMFgGBgYtG/XfvWastC2qKioQ4eOvmvXiXNRBg4c+PjJo7W+a/cf2M/lcnv06Llk6RJ/f79NmzcGBASK7lBJSanyLGX3r1jx/mVlZZWUvrxXCgoK69evFwj5c+fOUddQLyoq1tPTPbD/oN0/q+mii9eQIFSZjIyMirKKVJbbAQAAAH45ZdvdqnuOz+e/f/8+ITFBW6ts96GqalkdZUnJycn9+vfbsH5D27Zt6+n+OByOUChUUFCQDBMFAgGHw5GTk6sQw5Wf78iTl5eX3PNHkmR4eFhSUrKFhYWJiUlpaSmrnLhDbjldXV1FRUXxRST3eHE4nPJNinI11wzm8Xjh4eHZ2dlmZqaGhkaST5EkyWazWSxWdYdBil6U6Obj4+MjIj41aqRvY1OWhF3hBX78+DEtLc3MvOy/8pNrPsnKyRoZGhFE2Y9SdOZlhVmqvH8ejycQ8OXkvnqvKJL8FBERGxOjoqbq6OCoLJGcLbo4g8GofY4Nn8/n8rjycvLYLQcAAAC/oZri7G+Ki4sbNHjQxg0b6y/OBgAAAAD4FdVU6w0AAAAAAL4P4mwAAAAAgJ8szhalHdf+wDkAAAAAgN/Ev8rPLikpefHihZ2dnba2tlTvCgAAAADgN46zAQAAAACgSsjPBgAAAACQPsTZAAAAAADSh7P6AH4KT//++/rVazSi/L9fAY/H69W7t1sr9//6RgAAAH5SiLMBfgofP348dPCgqIwP7afHYDA4HI65hQXibAAAgOogzgb4KTAYDCaTaWZuYWljQ/u5dyczmMwPISHhHz8wGIz/+l4AAAB+XoizAX4WFEXpNGzo5NL0J1/SZrFY2VlZ4R8//Nc3AgAA8FNDnF0FoVCIhTr4T5AkKRAIfvI4myBQDxQAAODfxdm5ubnnzp1zc3dLS019/PjxmDFjjY2NaT9KRETEg4cPOnbs+OTxk7T0tGlTpykqKtbrjCRJ/vXXXydPnUxKSjQ2Nhk8aFDbtp50OkqyAAAAAECd1RREvnv3btHihatXrxwydMjJUycJ4oeWQbh48eKqVSvnzJk9ceKEx48fy8jI1PeM165fGzZ8aEJCgpOj04cPH/oP6H/r1s36nhQAAAAAfrv17LCwj4WFRXFx8YcPHW7duo2Kisp3TFBaWvrmzevikhL612E6SVImJiaWlpZVjiJJMiw8LCMjgyCIR4+eNGliy2KxaPWJJMlDhw5aW1tf/eOqoqJienp66zYe+w8c6Ny5yw/+gAEAAAAA/89xNkVRISEhqqoq69dv6Nih43dPkJGRMWvWrKjoaCbzq9IEAr5g1uxZq1etqXJUXl5exKdwW9sm27ZuNzQ0rOukXC5XKBRW+RSTyaxuaVxDQ+Pvv/++eu1q3z59GzZseOTIUR6XV9epAQAAAABqirPz8/M/fPzYpk2bNq3b/Jt3ytDQ8PHjJ1Xu66ohFSQxMTElLW3K5CnfEWRzOJwRI0c8eHCPxap4fT6fP37ceN+16yqfBEKn0+fMmRsXGzd8+LDt27dPGD9h8ODBcnJydZ0dAAAAAKCmODslOTk9Pa1b127/MjGaIAgZGRmKoipEtlRZweBqs8MjIiJ4XK6Li8t3zMhisWbOmDlo4CB6peuTJGlmalrlcXsCgcDWxvbcufM3b/65d+/ecePHvXz1wm+zf31vvgQAAACA3yvOjoiKLCkucXR0rPLZzMxMgqBpa+t8c4Lk5KTxE8bHxcYxmV/NJRAIxo0fP3/e/CpHvf/wXlFR0aqa7O3i4mKhUKiqqlrlswwGw929bmdBFxcXL1g438LcYtas2UOHDhswYOCSpUsOHjwwaeJkBwcHyZ4FBQV0Ol1ZWblO1weAWqLKVWwlyj6aE2WbPLBZAgAAfv04OywsTFZOzsrKqkJ7Xl6e/xb/hw8e0miUm7v7wgULNTQ0aphARUV1+PAR+Xn5dHrFfZDOzs5VDuHxeB8+vDc0NNTV1auyg/8Wfx1t7cmTp9CkhMViJSclv3z5ctiw4VpaWgwGQ0lRUVlZWenrxWy+gL9q9aqWLVv279dfWlMDgFhJSYnf5s3B796xmCyJL74YLBZLRlZ23vx51tbW//nbxePxTp88ZdvE1qVp0//6XgAA4BeMs/l8/vNnz3R1G+rr60u2UxS1c9fOZ8+e7tmzh8PhTJ48SVVFZcmSpTVMoKqqOnTI0DrdU1ZW1uvXb3r37i0rK1vhqUePHp48eerwkUNLl/jQpEdWVnbatOnjJ473aN3KxblpSmrKhw/vFyxYaPRPvXCSJG/8eePkiZOXr1y2tbWV4tQA8HWamay8nDyT9fmvJjqdkZ+X9+jhI2UV5ZkzZvwM79XrV6/W+frOX7AAcTYAAHxPnE0QxLx58+Xl5eTl5SXbeTxe2MePw4eNEMWaXbp2fRf8jiZtKioqewL3WFlVkTRSUlLaULehtZW11L897tSp08ULF29cv5GckuTu5r548eJ2np6Sp0KWFJeYmZkaGRmizB9APVFQUFi8ZHGFxnW+viHBIWPHjrGyqbiYTZLkN0+S+kYfquy/2vyhZrPZT/9+GhL87urVq8UlJYyvCygBAADUNs5mMpmenp6V22VkZPbvPyAKvpOTkx88eNCuqm7/krKysre3d5VPdSkXEx0tFFRdtu/fcHF2cXGueuclnU4fOHAgn9/39ZvX1VUMBACpO3jg4N7APT179pw6bZrknuyI8E9Xrvzx6VO4qqpqp06dPNu3E1cHIkny6pUrKmpqGurq586eS0tLtbGx7duvr/jrKZHs7Owb12+8eP6cx+O5NHXp3adPgwYNariTgoKC0ydPRkZFcTmcCrtNAAAAqlS3fy0IglBSUqIo6vTp07t37zIzN5diknQtCYXCKqsE/gA8Hu+/mhrgN/To0aMt/v52dnYLlyxWVFIStz9//nzu7NmkkGrp1jItNXXWzJnDR4xYsGihKBAXCoVHjxzNzMqSlZHR0NRUVlLau2fPkydPdgXsbtSokegKGRkZ8+bMff7sWbNmzWRkZLZt2frk8ZPtO7drampVdzPa2tpr168TCARv3ryZN3tOFZs1AQAAvlbnVZnc3Fwfn6VhYWHTpk0bMGAgkigAoEoRERGpKSkVcjYoilJUUnJwcPhmwdCIiMjlPssUFRTWrlsnjo9FfwVt3rhJWUl5z74gIyMjoVC4c8eO3bt2N2vezKtzZ1EfOXm5pMTEtb6+g4cOIQji1IkTy5evePH8eZ++fT8f/nrwUMi74N0BAR06dSQI4sH9+zNnzDh/7vzESZOqux8GgyFa8E5KSsLfewAAIP04m6KoHTu25+blnjlztubvWAHgd0aR5Mljx0+fPl0hnhYKhRaWlgcPH6q5TlFBQYHvmtVJSUnbtm9zdPqqumhYWFjYx48LFi4wMjIShb/9+ve/fPHSrZs3O3bqJArrhUKBpaVlj149RVss7BwcFOTl8/LyRFfIy819/OiRu4e7Z/t2ojKCLVxdnZyc/37y98hRo755OhUyxwAAoF7i7KysrDNnz6goq8ycOYPP5wsEwlYe7vPnLaD9WBwOh8f7D05Epygam8Pm8/k/fmqAXwtBpy9dtmzB4kUVl37Ly2DXHMtyudwtfv4P7j+YN3++d48eFZ5NSUoWCoXmFl/2SWtoaOg3bpyUmFRaWqpUnl5CkpROgwbibdwsJpPBZIozPXLKZWRkDOzXnyxvpBNEREREQ13dwoJCnAILAAD/TZytqKi4xX9rQWEBVZ6mTJKUoaEB7cei0+kLFy5UUvoPToqRk5P1XePbqNFXtQ4BoEpMFrPymayibR41512cOX36yOHDffr1HTdhfOVnRSvWkjslKIoiSSGdQSe+FOknCDpRXQo1SZJCgcDU1LRrt25CoUB0S31YLE1NLSXlL1ngAAAAPzrO7tKlC+0/RRBE8+Yt/pOpmUxGq1Ye/8nUAL8WiqK2+Pn9ceUPFuvziTMiQqHQxNR0y7atampqVQ589PDh5o2bmzVvvnzFCgUFhcodDI0MZWRlQkNDW7dpLWrJSE+Pi4tr29ZTQb6K/pWpldPR0Rk5aqS48eGDBwKBoHLNfgAAgO+G6lQAIH0EjebeqpWmljbj6yVtiqLU1TWqy82IiYpes3oNQRCDBw8uyM/Pyc7+ckE6vVGjRvLy8ja2ts2bNT998qSHRyvbJk24XO7BAwfz8/K7e3vXcnuito5OKw+P8+fO3bl127N9OxqNdu/evZnTpw8dNszTs+whAACAVCDOBoB6QBAt3dxaurnVadCLly/evX3LZDLnzJ4tud2QoigFRcVjx4+3cG2hpKS0cPGiBfPmDxk02NLKMjsrOz8/f868eW7uX+bicDiSITdJkqWlpeKdFQwGY+LkSTExMVOnTLGxsSEI4uPHj608PCZNnlxloksFQqGwtLRUgH0aAADwLYizAeBn4dG69bETx8tLgFR4hmIwmeYW5qIHllZWe/fve/TgYWRUpKqqqrt7KydnJ/FiNoPBWLJ0KYNBF58mY2BgEBAYYGpmJr5cw4YNt+3Y/vDBg9DQUIokh48c0a5dOzV19drcpK2t7f6DByytrKT0ogEA4P/WTxpnC4VCOp1e4VtgiqrieGTRdijR1ihRia6az2EmSfKb27Bqc5jzdyguLi4tLdXS0qry4rW5eSn6wdMB1EbjcrXp2bBhwwGDBlb5FJ1Od23pKtmirKLSoWPHCt00NDR69+nTu0+fuv5oNDU1xYW6AQAAavAzhll8Pn/1mlWDBg9MSkoUNwYHB/fu02v2nFmFhYXixhs3rnfp0uXKlSuih2fPnunXv29MTEx1V46Nje3fv9+VK5cl5+JwOJKrZzdv3ezfv194eLgUXxFFUSdOnujUqeO48WMzMzOr7PP330/69On99u0b2g9x+MjhwYMHJSUl1cfFuVzunzf/XLFyxZq1qx8+eoiT8wAAAOA39DPG2Uwmk13KPnv23LvgYHHj/fv3rlz+4+jRo7GxX8Loa9ev3759W07+856qgoLClJQUPr/a0toFBQXXb1yPjY0Vt+wO2N26jYdkaB4fH3/9xvW8vFwpvqLU1NSVK1fm5OZ06uRVZQkFUZ9r169lZGTQfoj8/PyU1BSBoKyomXTFxMR4e3cfNnTotatXj5840bVrl+nTpxUXF0t9IgAAAIBfPs7+weefEQTh5uauqKgQEhIiauHxeM9fvNBpoE2S5Lt370SNxcXFHz9+sLK2tLW1FbUMHTr06h/XzMw+J3FWTi9hsVjy8vLirE0ajVZUWJiUlCS54MpkMuXl5UXFyL5jIVayrK8Yh8MpKiocMWLktKnTVFRUqhzIYDDk5eVFh+d9c97a/ESqvIi4cfzY8ZcuXjYwMKjlS6jNxUU/qfUb1geHBAcFBf35582bf96cNHHynj17zl84/81rAgAAAPxG+dn3H9w/ceJEfHycgYHhwIEDO7TvIDrHuL7Z2dnp6Oi8e/eWw+HIycmlpaW9evVqQP8BwSHB9+/fHzVqNEEQiYkJ0dHRbdq0adigoWhUWFjY6zev+/Xtp62tLWoRCoW3bt86f+58bm5O27aejo4O4vsnSfL69esPHjxgs9kBAbsHDx4sLsvNYDByc3MDAnbfuXNHU1Ozd+8+Xl5ektF5ZVwe788/b1z942pWVqaNjc2gQYMdHT8fFh0dHR20by+bzX7w4IG2tvaggYOqC7XpdHpeXn5QUNDt27eUlVX69OnTpUsXyXmLi4suXb58586dzMwMAwPDHt49OnbsKK74W1BQcPLUSRdnl6KiopOnTg4aOKhjeU7qlStXBAKBja3N/v37dHX15s2dR6PRQt+Hfvj4oX+//uoSe78+fHh/9tzZD+8/KCgodO/u3bNnT/GJemw2+9TpU2ZmZkwG88CBA949vHv17FX5JaSkpPx540avXr379u0napk5c+b5C+fu3r07auSo2v3wAQAAAP7f17Nv3749dOiQyIhIJ0enqKiogQMH/PHH50zo+qavr29tbR3xKSK7vIDu+/fv8/JyO3fu7Obm9vbd25ycHBqN9unTp8KCwmbNmovWgGk02t27dxYtWpiSkiy+zv4D+wcOHPD8xTOWDOvgoQNLli7h8XiiTZAURb0LfhsRGcnlch8+ehgdHS0aQhAEj8dbtnz57oDdLBbr5auXQ4YOPnv2bA13KxAIfH3XDhkyODomSktb+8LFC97e3W7duil6Nj09/e+//+ZyuREREQ8eloX1VV6EIAiSJH191+7avZOgE6/fvBo0eGBAYIB45VggEKxevWry5EmlJSX2dvaRkZEDBg44cGC/+Aq5ebm+vr5LfZaMGj3yzz9vFBUVidqPHT+2bLnPqFGjAgMDk/9JyL567aqPz5LMzC9pKg8ePOjZq+fevXtoBC0uLm702FEbN24QJ5aUFJds2eK/ePHi0WNGXbp8KTe36rwaoVDYvEVzLy8vcQu93A/+SuTXRdDpjPJDwn/mX0wms5aVqgEAAH5n1a7RUhR15OhhAwPDq1evqqqq5ubmtmnbJmjfvp49e9WpSEVpaembN6+LS0roX//DTJKUiYmJpaVllaNkZWXd3NwfPXoUFxenr6//6NHDBg0auLg05fP5R44cCQ0NbdeuXXBwMJPFdHV1rZDyIb69mNgYX19fT892Rw4fUVNTy8jIGDFyRFFhsShEYDAYS5f6kEJy3/59R44ctbX5nHxCEERRYXGDBg3277uqo6OTlpbauWvn02dO9+7dW7y4W8Ht27d27Ng+Y8bMVStXycrKJicn9+vfb+nSpS4uTbW0tNzd3fcF7W/fod3YsWN9lvpU94UAQRAlJSXKKsqnTp3W09UrLCwYP2HChg3rO7TvYGNjQ6PREhLiL1+5PGvmrLVrfUVpMz179jh1+tSYMWNFp37QCbqsrMzbt2+3bNnav19/8Tq3goJCxKeISZMmXf3jqnj1msViycnJi6OlnNycZct91NXVb928bWZmJhQKV69ZtXPXzi5du7YoX+Yn6ISsrGzwu+ANG9aPHj1avpqD90xNTc+dPS9+jUKh8PjxY0lJSQsXLqr+9wh8RieIjLTUNy9f0Gh1Tlj6kRgMZqrEp1kAAACoUk25EOrq6lFRkZevXB48aLCGhsbBAwfFS6S1l5GRMWvWrKjoaCbzq/hSwBfMmj1r9ao11Q1s0by5QCAIDw9v1rzZy5cv7e3tdXR0mjSxU1ZWfv7iWWsPj5CQEH19fUuLqiN1Go329s3bjIz0kSNGioLLhg0bjhg+4u7dO+IVYgadIYoIWUyWODqnKIolwxwzekyDBg3KR+kaGxnn5uZxudwq42ySJG/cuKGsojJu3DhRaKuvrz9+3Ph58+e+ePmiW9duBEGIcj/KJqs+64aiKAaDMXzY8EZ6jWg0mqqq2siRI69cufz69WtRnK2j0+DE8ZPGxsZCoZDP52dkZJSWlhJ0QnKpWCAQdurYaeSIL6dJi4Jd/cb68+bN19HRqW72jx8+hoQE+232NzU1FV1w4IBBQUFBjx89EsXZogV1j9atxo0bX93nDdGnBXGiS1RU5Pr160+dOj1gwMBBAwdVNwTEPyaBUBj16VOEVGvd1BMGgyEkSXxNAQAA8D1xNkEQM2fMio6KHjd+7O7du8aNHT906FBFRUVaHRkaGj5+/KTKrXXifI8qWVvbNGrU6M3bNy1atIiLi+vduw+dTjcwMLCwsHjx4kVsXNzHsLA2bVpraGhUd4W0tFRZWdmGDcvCZRETU5MKMaIo5pbc1Vd28pyCguQoJoNZw/oil8uNiY1ppKenp6snbrS0tGAymUmJidXNUhlFUfLy8iYmpuIW3YYNZWVl09LTRA+VlZXl5OTXrVv/8uWL1LRUkiRzc/OcnBy/XKH8fytvbSRJUkdHp7qkcJH4+LjSUvbOXbuOHD0qqlPO5/PS0zPCP32S7NaoUSPxMnkNCgoKgoKC/Lf4ybBk1q5dO3ny5OqqrICYnb39+AkTyv7g/SIpGTwe187e/r++CwAAgF8wzhYIBObm5qdPn751+9bePUGTp0x69vzZ9m3baw7XKiMIQkZGpix0+7qdKlsSqyn/REdHx9HR6f370AcPHwiEAlF+iIyMjLt7q8OHDz169DAnJ7tly5pOdZaXV6AoUiD4stwrWremvvWl/DcPsqnQueya5FdH2JWt81Fluba0umAwGKI6J/9cpOyi4g8Gr16/Gjx4EIPJHDJ4cJMmdjraOhs2rs/Ly6twkaqjeeobUb7oXfLw8LC1sRUKy3Ky6XTG+HETxCfwiS/+zVooaWmp06ZPu3nz5pgxY6ZNnV5dahBU4FoObwsAAMD/eZzN4XAWLlygq6e7aOHigQMG9evTf9WaVTt2bJ80cVKLFp+zCPLz889fOPfs2bPGjQ0GDhhgbV2W21BZcnLS+Anj42LjKtTrEAgE48aPnz9vfnV3xmKx3Fq6bfbbdPLkCQMDA3HxPo9WHjt37jh69KiioqKzk3MNr83S0oKiaBERn9q0aSNqSUxM4LA5BK1iDP1vjkWUlZW1trY+8fZEfHy8+CZDQkMEQoGpxOL0NxEEUVpampCYIG759OkTSZKWFhaih1ev/pFfUHDzz5tNXZqKWtZvWC8aSPvXGuk3YrFYzZs3F1cFYbPZ586dVVVVrdN1eDzeihUrnj9/fuHCxc5eODMPAAAAfl9Vx9lMJjM9I+Ove3+NGjm6YcOGdAahrKikpKyspKwk6sDj8VauXPHx48eBgwY9fPBg/ITxJ46fMDQ0qnwpFRXV4cNH5Ofl0+kV90E6O9cUJdNoNCcnZ4FA8PLFq1mzZykpfZ7aysqqYcOGT548ad2mtZFRFTOK2ds7ODk57Q3a26FDRwMDg4SEhICAQIFAKBmYEgTB5fIKCgqEQuH3lSwkCKJnz15Hjx719/fz9/dXVlYJDw8PCAhwdnJq0aJ5na7D5/P37Als0byFiYlJSkpK4J6AJk2aODu7fO5AI/g8XmFBIUVRfD7/6LGjjx4+dHRylEqOrKODY5MmTQICdnu08jAyMuLxeOvW+W7avPHixctOjk61v05Y2MdLly+NHjXaydEpUSJtRlFRUUtL69/fJwAAAMAvH2dPnTJl9NgxrVt7NGveLCM9IzgkeOaMWRbmn9dWIyIj7j94sH/f/mbNmvXt07e7d/eHDx+OGFFF1Kuqqjp0yNDvuzkba+sGDRpkZ+W4uX3JD9HU1HR2dgl+F2Jv7yBZ+1l0iHpJSYk4F1xNTc3Xd92E8ePc3FtaWlrGxcYZGBooKStyudwvU9jYFhQUdO3WdeOGDWPHjhNfRDJ45XA4bDa7hnwJj1Yeq1evWebj8/DRQz09vY8fPxoZGW/cuFlZ+XOODUmSJSUlPF61B1WK5pWRlWGz2e07tDM2NomOjpKTk9sXtE9cC7xHj56nz5weOGiAq6trcnKykpJym7Zt7969s2r1yjWr18rLy1MUVVpaWnmWKu+fx+OVln55rxo0aLBxw6ZJkya2aNHc3sE+PT0jKSlx2bLlXp0+V+gTXVzyratScHBwdlbOZn8//y3+4hkpkta3b5+zZ8/9m+8NAAAAAH4tRA3hY0hIyLXr1xITEzQ1tFp5tOrQvoN452J2dnZwSHAr91ZycnKxcbH9+vVbsmRJv3+OJpEWkiSfPv07JyfXw8NDcr9jRETE+w/vHewdzM2/yh6OjIyIjIz08Ggtme3w6dOna9evJSUmNmli16lTx/DwT6ampuKBpaWld+7cSUxM9PRs26SJHY1WVjo69H2oR6tWGhqaovjy+fPnXC7X3d1dMnm6spcvX967fy87K8vKyqpTJy/J/YhFRUUPHz40NTW1traubnhySnJISIiVpdWDBw9CQ8tKqXTt2tXWtolkn9DQ0OvXr6WlpVlaWfXw7sFisc6cOaOrp9u7d28Wk1VSWvrwwYPGjfXt7L7anfbixYvi4uJWrVpJbmH8GPYxIT6+devWSkrKkm/sn3/eiI6OVlFVbefp2batpzjbh8fjPXz0UF1N3cXFpYZMldjY2Ldv35Yl5kj8viJJqnHjxq6urr/KDj8AAACA+o2za+Px48crV63U09PduWOXmpqaFO4IAAAAAOD//tz1GhQU5Puu8713796gQYPHjR2HIBsAAAAA4N/G2RwOx2eZT0FBwaWLlxs3bvx9FwEAAAAA+H/1nXkjDx89HDVq5OhRY/T19QUCAUEQrVu3RqVkAAAAAIB/tZ5NJ+hubu7h4WFh4R8pikYnCFMzU8TZAAAAAADS2QcJAAAAAACVoZ4xAAAAAID0Ic4GAAAAAJA+xNkAAAAAAD9T/WwAkDqBQPALvavi40IBAACgsp/6n0mBQBAVFZWXl6ekpGRpaSl5bHh18vLy2Gw2UXbwdxmKRqmoqCgpKdX/zQL8Kzk5Of6b/aKjo+n0z98yiY6pF+1UJsofUv88lFRFt6p2N3/VTeL/V0CXmKW6bqJZBEJh6zZtxk8YX5s/mAAAAL+hnzfOjo+P9/FZ8uTJ3xwuh8lkOjs5r1y5ytnZuYYhPB7Px2fpgwcPCfrnOFsoEMydO2/cuHE/6q4BvtPVK1cPHzrEYDBEi8R0Op2iqJKSEnl5eYIgSJLkcDjKysokSUoGvgwGQyAQcLlcWVnZsthXIODz+SoqKnw+X/Liom4cDkdeXp5Go3G5XAaDIScnV2H5nMVilZSU0Gg0GRkZUTcmgyFbVbfCggKCTn/96pWHRysHR0f81AEAAH6ZOJvNZs+fP++ve38tWrioefMWHz689123burUKVevXtPS0qpuVF5e3tOnT5VVlJs3byYKRYQCgaGhwQ+9dYDvUlRUyOPxRowcMWToMIqiuFzusiVLzC0sRo0ZLSMjW1JSsmPbNpIkl61YLhR+DrXpdHpWVtau7dvtHOx79u4tKyObnJS0ZtWqbt7effr25XA4oiszGIyEhAS/TZs6d+nczbsHQaO9fv360P79o8eNbdasuTgiZ7FYr16+3LVz59x58+wc7Ekh+fjx4yuXLo2fOMHa2uZzqE3Q5OXlA3cHvA8NLSoqysvLKy0txQ8cAACgznE2n8+Pi4tr2LChUCgMDQ21tbWtIcaVrpDgkNt3bk+fPmPBgoU0Gq1t27YcDmf1mtXvgt917NCxulE5OTlsDnvJ0qX9+/Wv7ztMSU158uRJakqKlpZW69ZtDA0N63tG+P9Gp9NJkjQ0MmrarCmNRhs3eoy5hcX2nTvkFRREHezs7caNHnP54sXVvr6iloKCgn1Be91btZq3cIFoBdrZxdnUzGz82LHNmjXt5u0t6paZmbl+nW/PXr0WLl4kanF2cdbUUA/au9fNzc3J2UnUGPIu+OCBA5v8Nnfu0kXU0rRZU00NjT8uX3Z1dTU1MxM1Hti/Pzws7ODhg3PnzM3JyRHllgAAAEDd6o0EBwd37uLl57e5rWebfv37Zmdn0X4UBpPh7d2je7fu4hZFRSU6nc5gMGoYlZaWRpKkkaFhXl5eRkZG/d3eqdOn3N3dVq1aeeHChRUrV7i2dL1w4Xz9TQe/DyaTyeVyRwwdSmcwdgbsFgfZNBpNQ0Pj4JHD70Pfz5szR/Spcu7MWfqN9BcuWSwKskVsm9juCdq7YvmKyxcv0Wi05KSk8aPHuLq6ioNskb79+0+cPHn2jJmvX7+m0WhvX78ZN3bsspUrxEG2yIhRI7t26z539uyIiAgajbZ7586D+/bvP3jA3MKSz/+VtmwCAAD8XOvZ4Z/C09PTT5466dXJq3OXLkZGxt8xAUVRPB6PJMl/tiaKnygLKVgsVpWjmjVrdvzYcVECSU5OTkhIyL59Qa1bt27q4lLDXGlpaWw228/PLzYujs/jGRgaTpk8uXPnr+KGfy8yMnLZ8mUtW7qtXbNWS0szOjpm4MABJ0+d6tOnL9b24N9gMplvXr959eKlrJzcth3bKu8vVFNT23/40ISx4+bMmiUUCg2NjRYsWlT5w6e9g8Pho0cnjh+fl5d3985tVze3eQsWVJ6uT9++AoFg5bJlg4cODdi1e9WaNV27da3cbcToURRF+a5Za2xs9OTxk8PHjpqameEcWQAAgH8VZ4cEBwv4wunTZsycOZP2vRISEoYMHRwTE1OhBBifL5g+fdoyn+U1D7969eqEieML8gtVVJXnL1igoqJaQ+e4+LjkpJSERgnt27UjCPq161f7D+i/d2/QkMFDaNLDZDIXLVzUvVv3hg0b0mg03YYN5RXklZQUEWTDvyQjI3Ptjz/MLczv3LunILGSLUlTU3NP0N7mzi5u7u7bduyo7nddE7smvuvX9fLuMXjI4MVLl1Q344CBAzPS06dMnLTRb3OVQbaousioMaMT4uP9/fzuPXxgbmHxva8PAADg91JtnM1ms0Pfv2/azGX48OH/ZgItLS2fpT5FRcXiGiAiFElZWVl9c7iHh8fZM+dSU1MCAwPnzJmtpanZsWOn6jq3atVq+45tgwcN0dbWLstwHTfWu4f39u3bunXtqqqqVrn/tWtXT585Q6cT4jqAIkKh0MDQYNHCxSoqKpVHGRkZGRsbb9u+NSUllc0uTUpKCgsLGztm7DdfC0DNeDxe7z59bGxtTx4/Pnb8+Cpj6NTU1LWrV89dsKCgIP/q1as9evSo8lLR0dEnjh5bt2FDZkbGs6fPWrq1rLLbyxcvHty/v3X79tjYmOjoaLN/krAr2Ld3b3xC/I7du27cuGFsbKz5o/ZpAAAA/H/G2WmpqQkJ8T179NTQ0Pg3EygpKXXt2q2uo/Ly8kpKSho2bKhbrmx9rkmTrl27nj59ul279tVlaXu29fRs6yl+aGpq1rVL1yNHjyQmJtnZVRFnC4Ukn8cjKsfZpJDH+6osmhiHw5m/YP6RI4cdHBxNTU3NTM3k5eXDw8Pt7Ozr+hoBKhAIBPYO9lOnT9+9a1fQ3r3jJ0wQ19IWSUtLmz51qqGB4dRp0zhczuZNmwQ8Xp9+/SpcJyoycvLESe3bt58ybWpycvL2rdtoNFrlUPvVy5dTJ01esXpVd2/v96GhQXv2jJ840dzcvEK3wN27Dx88dODwoSZ2dnfv3Nniv2XOvLmampr48QEAAHxnnB0TF1uQn29v70D7d3JysoOCgjIyMhmMryIGoVDYvn17b++qV+POnj1z9NixQwcPWfzzJXXjxo01tTSLS0tIUlhlnF1aWnrv/j2Dxgb29l9CXoIgxAWJK+tZrk4vJzgk+PDhQ+PGjvP1XSf6Zn+pzxJNTU1jY6M6XQegSrzyKnsTJ03aG7hn9cpVCxYuVFD8nECSmpo6Y+o0Y2OTVWtWE3RCXl5+5qxZW/38cnJyxk+cKL5CbEzM1ClTPFp7LPZZSqPR9PX1Z8+Zs3nTpvy8vC4SmSEvX7ycPGHC6rVru3mX7Ta2s7cfOmzYjm3bBg8Z4ubuLu62b8/eo0eO7j90sImdHY1G69CxI0VR27ZunTlrFrPGTckAAABQbZwdFhZGEHS78n9cJfH5/Nu3b129eo3BYPTq1bOG1WURLpcXERmZnJTMYH4dZwtI2yZNqhulqan17t3b27dviePsR48ep6akDB8+nMX6XFohKSkpIyPDzMxMTa1srZrH461ds1ZWTubG9T8VFRVFHf68+ae1tbWBgdRKaGdnZfF4PDc3d1GQ/TEs7NSpUzY2Nnp6jaQ1BQCTyRw9ZsyCuXOnTZniv22rurp6WlrajKnTDI2MfNevE++PVFVVnTt/wchhwyIjIzf7+dEIomwle9Ikz3btlvr4iN9GvUZ64yeMHzlseHFpSf/+ZSUvX5etZE9atXaNKMgWcXB07Nix04K589Zt2NC6bRvxSvaho0dsbG3F3Tp26kSn07f6byksLKyw3C4VkZGRz54+K9soLYEgyooeWlhYuLm7/ee/PWJiYvJyc5WUlc3MzHDyPAAA1ISqilAoHDpsqKWVRW5uboWnTp48ae9g5+fvt3r1amsbq6tXr1L1IDs728urk4aG+vQZ07fv2D5j5gwdHW2Xps5xcXHiPosWL1JVU7l586boIUmSu3btkleQ8/Ly2rlzx/Yd211btlBTV7106aIUbywyMsLI2NDJ2Wnv3j1+fn6tWrnLyslYWlrcvn1birPAb2jXjp3qKqpb/P3FLbk5OWNHjR4/Zuyn8PABffvNnT2nuLi48sC01NQunbyW+/jExsR4te+wctmyKq8fGhLazMn58qVLr1+9cnFwvPrHH1V2O3bkiGvTZi+evzh88JBrs+YhISFVdrv31192NrYGjfSfPX1KSdWpEyeNDQwN9RsbNTYQ/TI1MtbX1VNVUp41Yyb1n4qLi5s5fYabq6ujnX1TJ5cpEydFRUb9t7cEAAA/s6rXswUCgamJiZ2dnbq6umQ7KRQ++fvJiOEj5s6ZW/YNdVzsw0cPu3f/siQmLZqamkFB+zZu2vjk8eM7d27LyMr26dt37pw5RkZf0jOsrKy8vLxEWx5FKSITJ05UUlY8dPBQQGAgQRCGhganT5328uosxRszN7cICAjcsmXL7t27NTQ1Ro0aNWnSpCNHjqalpUlxFgAajaauoeG/beu82XN69+jZrXt33w3rJetkizXU1T128sS40WPatWk7a87smbNnV/nu2dnbHTp6ZMLYccUlxZv9/Tt5eVXZbdiIESoqKiOGDVNXVz905IiVddWblT3btWuoq5uXlyf1n1Tvvn06df5yb3Q6PTU1ddaMmSkpyd49P5+885/Izc1dsnhxZETk1KlTLa2sQkJCAnbtys7J2bd/v4pqFRumAQAAqo6zZWRkVq1aXbmdoNPnzJ6jqqqan5///n1oQkJCt2513uNYSwYGBrt37c7JyckvyFdRVhHH02IjR4wcOWKkZAuTyRw5YtTAAYPS0tPoBL1RI30mU/oppF06d/Fs65mdna2uri5KUBk8eEh9fIEOIBQKaRSlrq5eWFTE4/GqjLNF2VwyMjLyCgqlJTWdgi4QCOh0Op2g87jcGroVFBayWCxZWdn8/PwauvF4vPr4AcmWEz/kcDgH9+2PjIhY4uPTrl07yZ6pKSnPnz1nc9h2dvZ29naS5VkK8gsyMjKMTYzj4uJevXypoqrayt1dvdKW7pKSkpcvXiYlJerp6bVwdVVWVq7hxl69ePnqxcuVq1cNHTaMRqO5ubsJBYJtW7cGBwe3btNaem8AAAD8HvWzKyMIwtTUlEajbdiw/tSp00wW08TYhFafNMvVaYicnJzxdx2pU6cp9PX1xQ8RZEN9yM7OXjhvvpmZ2Zp1viuXLZ89c+bWbduUKsWCSUnJ0ydPbuvpuTNg99iRo+fPnbfZ36/y1d6+eTtp/Pi169bpNdIbNWKkQCDo1adP5W4Bu3afOHbsytWrb9+8mTd7tt/WLa4tKxYqEQgEu7ZvT05Kqu/f+SRJ7tkdcOr06bFjx4wePaq8lvfn9pMnTmzbspUlw5KXV8hIT+/aravP8uWqqp/r6z+4f2/9uvUdOna8f/8+nU7Pyc7R1W24cfOmps2aiS/++vXr5T7LEuLiNbU0s7OzzczN/fz9LSyrrQ6enpGhq6fXvHlzcYuJadnffrk5OfX5HgAAwK+sTlkmJElyuVySJIuKimJjY8ePH9d/QP96y2kB+H3zs7OyskaPHLl65SoOm0NRVF5u7qwZM2ZOnVZaWio5Kjk5uZd3j/W+vqKHGekZPbp1X7xwUYWLv35ZlpN9/eo10cP3oaHNnV0uX7pUoVvQnj3uri0jIj6JHp48cbJ9W893b99W6Oa3cdPQQYNatXSrOT9bKBRyOBx2VQQCQW3ek2tXr5oZmwwaMDAnO1uy/fHjx7ZW1jOmTYv49CkxIeHA/gOWZhabNmwkSVLU4eL58waN9Nt6tP7jypXYmNg/b9yws7WdNmWKeN7MzMyunbu0b+t57697MdExt2/datXSbeL4CRXeXkkZGRlhYWFcLlfcstxnuYWJ6auXL2vzWgAA4DdUtzi7qKhw+Ihhd+7eFT08fvyYp2db8b9tACCVODsrK2vMyFGrVqyUjEeLi4vnzJw1c/qMwsJCUUtiQmKPrt38Nm6SvE5eXl6v7j3mzZkrbnnz5k0zJ+drX29ZDn73zsXR6dLFL6F2wK5dLZu3iIqMlOx28fz5Dp7tXr96JXrI5/M3b9g4YujQ5KSk7l276evq1RBnv379ulVLNyd7BxdHJ8lfzg6OVy5f+eYb8ub1m2bOLp5t2kZGfHVLfD5/+tRpHu7uiYmJ4sbZs2a1aukeHx//z21fMGzUeF9QkLjDqBEju3TyEm8kPXP6dBMb20cPH4k7nDh+wsXJ6W2lDxVVSktL81271sTAcNH8BVxO2QchAACAyuqWNyIvr6Ciorpj+zYNdfWiosKgfftaurrivHEAaWGxWPn5+QvnLzAyNl6waKFk0UxFRcVVa9es8PHxWbxkk79fbm7ujGnTWrq7zV0wX/IKampq+w8fHDNi5NJFi303rH/z5s3EseNWr13btftXWykcHB0PHz0yZtRogqD17NVr/96gE8dPHD561Ozrc2p69+3LFwgXzpvvt3Wro5Pj9i1b371757fVX1dXTyAQ1PxajIyMlvgsFQgEFf6KoCiao6NjzWMzMzPXrFpVXFS02d/f3OKrW8rPz4+Ojra0tBKdYCXStGnT2zdvp6akGBoalk1Bo+Tk5aysrMUdVFSUU1NTy/Ldy4WHhVMk+ddff719+6ashCBBxMfH5WTnxMbEOjk51XBjAoHg6h9/7N65KykpadyECZOnTpGRyCYHAACQVLc4m8FgLFm8xM9v89y5c2kErbWHx6xZVRc3AIC6YrFYTx49Dn77ztTEZOGSxZUr0yspKa329V29cuWcmbNycnJaeXjMnT+v8nU0NTWPnjg+bszY2TNmvn//ftXaNRWCbJEmdnb7DhyYOW3as7//fvnyVXmQXcW56wMGDmCxmCuXL7cwN8/Ny9vs76erq1f2Xdi3aGpqdun65WSc2istLfVdszb4XfDKNavalFfyliQQCHhcroK8vORBOYqKihRF8stP+SlDlf1lxWJ9+ftNMtanKKqkpJjL4358/15OXp4iSRpRVqK7rWdbDY2vKixVkJ6evmbV6ju3b7dp22aj32YXF5fveHUAAPD7qFucXXbmhZ7eli1bc3NzGQyGeNcRAPx7LBbr8ePH1lZWW7Zvq+74J0VFxRkzZ3l16ODo6FhlkC2iqqY2c/bsgf36jRk3rlv1lTcdHB1GjB61bPGStevXVxlki/Tu0yf4XfD+oKALVy7pNartkUwJ8fGnTp7k8XgVv/KiaN49ezhWv2x8YN/+Sxcvjhs/XlTZowJFBQV1TY209HQ2hyMvLy9qTEpMYrJYKrX7G4kgCCUlZXU19bXr11laWpIkSRAEm83OSE+vXNdIrKCgYNlSn3dv327cvNm7hzdOqAEAgG/6znIBGhoaCLIBpIvD4YwdN276zJm7d+wsLi6usk9UZOSk8eM3bN7UoVOnoL1B1SVvvHjxYtXy5WfOnVNTU7t4/nx1MwbuDrh47vwfN27ExEQ/e/q0yj48LnfpokU52dkXr1y+euWPqKioWr4cNpsdGRn16VNExV8RnwoKCqscQlFUWVbGrl1tPT2nTp9GoyieBNGLVVZRadO6zccPHx49fCgalZaaev36dRsbG1E1pNpo4dqisLDw8aPHonpBBEEE7g4YOWx4QkJCdUPu3Lnz7O+/fTes792nN4JsAACol/VsAKgnJElqaWn17N2Lx+Pt3LZ91tw54vVakZjomGlTpri5uXfr1k1IkYG7Aw/s3z9x0qQK13n54uWUCRNXrlndqrWHnYP9ti1bGAxmz969KnTbHxR09PDhPfv2OTg6NNRtuGPrVoIgKlfxW7t6TWho6PadO01MTWVlZfcGBk6eMtXU7NsRrZW19cHDh+r0DuTm5u4JDMzIyIiLjZ04brw4nVqULuLVufO0GdPLUlkGDXz48OHSxUtevnypoqxy9+7d9PT0xUsWiwtgCwVCNptNkqR4OI/H45RvWBQ9bN2mTYcOHbb4+0dHR5mYmH788OHWzZsjR4+ysLSs8sYoinr04GFufn7Qnj2HDhwQXYeiypbGp0yd0qZt2zq9TAAA+E3gdBWAn4iQLIss+w8cYGJqsnTxkvT09Aor2W3atl2xehVBpzMZzClTp/C4vHVrffNyv5zL+Orly6mTJq1as8a7R4+yBBJV1XkLFrx5/Xqr/xbJifYEBAbtDdp/6JCDowONRmvUqNG0mTMP7tt/+eIlcR8ej7dsyZLQkNDtO3eZlC8VOzo5jRg1KmjPnqjIyPo4BIrBYLi5uw8YONDaxkZVTVVDU0Pil6aikpKom46Ozo5dO3v36fP65avbt283btx4T9De1m2+ZHIbGBn07NVLS0tL3NKsefOOHTuKD/qRl5dfu37d+Anjwz6GXTh/Pjkpce78eXPmzmWxWFXeGEmSFhYW3bt3V1NTV1BQVFRUKv9VhlnNEAAAgLrV9QOAH1M/m8/nL5y/oF/vPqmpqRRFRUdHd2rfYeXy5RVG8bi8cWPGjBw2XFTs78Xz5872Dlf/+KNCt+ysLK8OHZcuWix6uG9vkGvTZiHBIRW6vQ8NbebkfP7sOdHDZUuXduvcJTYmtkK34Hfv5s2e06JZs5rrZ/8AxUVFebl5/+oKxcXp6ens6stmAwAAfLefOm9EIBBERUXl5eUpKSlZWlpKnsZcnby8PDabTfxzbhxFo1RUVJT+WQaT4o3duHGdwWR27dIVZQ2hPjCZzHUb1s+dPWf2jJnTZ85Yu3p1m7Ztlvj4VOjGkmFt2uy3YN68eXPm9O3Xb4XPspVrVnf39q7QTVNL69jJE6NHjFy2dKmeXqMjhw8fOHTItolthW5N7OyCDuyfMHacQCCIiYkODQ7ZsWuXsUnF01UdHB1ZTNZff/1F+6+JV7i//wrlpHQ7AAAAX/l54+z4+HgfnyVPnvzN4XKYTKazk/PKlaucnZ1rGMLj8Xx8lj548JCgf46zhQLB3Lnzxo0bJ917y87Onj1njqdn225dqyiXBiAVdDp9s7/fzOnThw8dOmLEyMpBtoi6hvq2HdsnT5w0dOCgw8ePVVddRFtb+/Cxo7179MjKzLpy7ZqlVdWJyI5OToeOHe3RtZuNrW3g3r36jfWr7GbTxFanQYOsrKx/8foAAAD+z/2k+dlsNnv+/Hk3/vxzypQpp0+dWbRw0avXr6dOnZKdnV3DqLy8vKdPnyqrKLdr5ylmaGgg9dtLSEzIzc3xaOUh9SsDSMpIT8/JzrG2tomKikpPS6vuzYmOiUlKSnRr5X796rXc3Nzqul26cFFWVs7UzOzEsaPV9REIBH/duevg6FiQn//69avqunG53JKSEvywAAAAvnM9m8/nx8XFNWzYUCgUhoaG2traSu4rqlchwSG379yePn3GggULaTRa27ZtORzO6jWr3wW/69ihY3WjcnJy2Bz2kqVL+/frX6+39/HjRyaLaWJi+vTZ08iICAtLy+bNmqPUF0hXSkrK9KlT3dzdJ02ZsmzJ0rlz5uzcvVtDQ6NCtzevX08cN37NunUerVvNmj5z6eIlW7ZtrVCoRFRd5Mjhw0eOH1dVVRk5bLjPkqVr1/lWnnSr/5aQ4OB9B/anZ2SMGj6CRqP16t27Qh8+n7/e1zclObm6It8AAADwjfXs4ODgzl28/Pw2t/Vs069/3+zsH/cdMYPJ8Pbu0b3bl2/AFRWV6HR6zf+up6WlkSRpZGiYl5eXkZFRf7f37t1bBp3ps8xn5MgR69av69Ch/ZgxY/Lz8utvRvjdJCUmTp00qZWHx7wFC5SUlLZs32ZsZDxn5qwKy9Xv3r6dXF7Cr0vXLkpKytt27lBUUFg0f0FRUZFktz0BAQcPHDx89KipqYmWltaJ06c+vH+/cN5XB7YLBIJNGzZ+CH2/yd9PU0vL1tZ234EDa1evuXL5smQ3Lpe7ctmy6KhoQ0PD2pwKCQAA8NuqK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" 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tdgMLDY3+gBFwgEq1asLCwoWL1ubV1Gzkkk0uKlS8VicSlb2b/fqHB4vCYer6mp6eHhCUFQYWFhRnr6p0+fbt+8tX3rNjqd7uXj7ezsbGBoSCaR0Rg16jerrKjIysp69OjR548ftbW1TVlmof8/iAJBUFVV1ZJFiyRiyYrVq+rSdqHR6CvXrFk0f15FRQUKhZKnyG8iMAzjFajyKELev3cfHo9fsXoVDofjcDgl8vZNya2bN5cvXTp0+PC58+f91o+oGgKhBWjO8vPzP3782Kdfvw5BQX98EBwO5+BgzzExIZPq2rNEIBDWb9woEAh+OAGsMekq+CrWY548fryoqBiNxpw7e47H42pr6+jq6DBZpmatWhkaGjbVGebn5ye+eZuRkZGT85lMpnj7+vTr319DQ+OHgygEAsHRyQmC4LqvUKFQyBHbthXk54d07QapBxwOZ2dvh8d/qQJdoZW5OZfL3bNrd0Z6ejNI4w9CC9CcodFoDAbzs+3Q6wiG4YGDBtWxcE5OzpKFC9sGBIwYOfJ3p2wpN55qoBF4DAYzZNiw6v/kcrkZGRnZWR/eJb67f+8et4rLMjNzdHYyb9WKSqM19GQzkUhUUlz88sXLhPg4mQw2ZprY2dv1HziAwWDU/kY0Gj1y1Kg6fkpGevryJUt79OzZd0B/vDotlsRgMGPGjv3+dZE8FQ2q8Vu6DaE51AEA1AcahSbKpwH8dpqWioqKpYuXoGB45ZrVjTDwTiKRHBUgCOLxeGVlZWkpqXHPnl3851+6YjqTkZGRmZmZWStzLBajykGU9++T37//mP2Rw+FYWVsNHDTIyMiYRG6QdANoDIZIIhEUKXOaQTsAWUBoAQBV0jfQ37F715/8U8Rg7O3tMBhM4/ehKZbmEA0MDNoGtJNBUPaHD1mZmZ8+fnyXmFhSXMLQZDg6Odva2WhpyRd7/kH+YMVKlMynT558+JClo6vLYrFCevSwtrVp6ETELBZr74H9DfwhwI+B0AIAaoFIJP6wk6SRwYo7MovFUjYyKisrs7OzE9+8ffTwIQaD0dbW1jfQN2WxzM3NfzmKnp+X9/79+9TU1Lwc+UoULx+fvv371bISBWhOQGgBAPkcMJlUSvj9Xiy1q4VMpsIMjFgslqHg4uICQVBxcXFmRmZ29odnT55c/PdfFAptY2Nj7+BgwjQhk0gYxYwmkVBUwi6Rr0R5/lwmkRqZGNvb2/fv37/u83RVXosmIeDzZYpJB1BLBUIL0BLJpLLExMTi4qL09PTkpOT01FQMBhN96iSy7gVSqTTx7duS4pK0tLTk5KS01FQyiRx18kQDjQMr1pJre3l7yWSyysrK4qKid+/eXb18uby8XFuR2QyG4ZxPn8vKSq1sbPoPGGBiYlKXnM0SiURei5KS1NTUlOTk1JRUTU3G0ehoZO3cJRKJEt8mlpQUp6ampiYnpySnGBoaHjhyGGqpQGgBWiKRSDRj2tSK8oqgTp18fH0MDQ3j4+IQ11HD4/EmT5wkEomCOwW3aeOnq6P77v27RhiqgWGYqmDWqlX3kBBFyvrMjIwMsUgc0iPUytr6t6JCZUXFhLHjUWhUUHCQf9u2mgzGh+xsZMUVCILKysrGjRlDJBI7BgcFBLanUmnFJcVQCwY2MAZaIiweu3b9eh1dXS0tzX79+5uZmRkbGyNukRqJRFq3YT2DwdDR0e3Tr6+JqamJCbPxZwEQCARbO7vuISE9e/eytrH53ahAo9PXbVhPpVINDAx79+ljaGTMZDIhpNHW0lq7YT2RSDIxYfbs3Us+IsU0hVow0GoBWiIYgr28vbfv2rlw/vyF8+ZhsDgTBN7OYBhu4+e3dfu2RfMXFBYWiMViJgJvZzAMtwsM0NXTW7xwYUF+XnlFhb29A4Q0MArVMShIV09v2aLFuXm5RQWFXt7eUAsGWi1Ay8Visbbt2PHhw4cd27ZpamlCyGRhabl99873797t2blbW/s3slqpFVs7eSb8+ISEQ/sPILcWTk5O23ftenA/NurYMW0dbagFA60WoEXT0tJaumKFKcvM3t4eQiwdHd0Vq1ZZWB79JuMWsujr669atfp4dLSFpSWEWEbGRqvWrDlz6pRZq1ZQCwZCC9DS2djYrNuwHkI4eweH9Rs3Qgjn7Ori7Cqf6IxoHp4eHp4eUMsGOsQAQE0JBAL5du4I1zxqAfwuEFoAQB1xOJyQrt1mz5iJ6ORXJSUlXYKCF81f0NQnAjQ20CEGAOoIj8ePGDlST08PQjIikThy9GgTpklTnwjQ2EBoAYC6KudwkpOTLSwsG2E6GYFAGDRkcEMcuaysLDUlxdLKmlG3LZnrg0QiDR3+XyZ/FWKz2WmpaTa2NnQ6HUKskuKS9PR0O3u7RtjlupGBDjEAqKvY2NhRw0fcunkD0Zfszq1bI4cNj713F0KymOvXRw4b9vjRYwjJLl+6OHLYsIS4eKjZAa0WAKirgMDAo9HR5hbmiL5kHYODWWZmlkie4AtBUJeuXa2tra2srSEkC+3Z09HJ2QbJU8Z/BoQWAKgrCoXi5u6G9OtFo9Hc3N0hhNPQ0GgGtWAwGAz3X2ysiVCgQwwAAABQMRBaAAAAABUDoQUAmkBFRcXtW7eS3r9H9NXncDi3bt5MSU5p6hMB1A4ILUCLlp2dfeGffzllZY38uVmZWTOmTjsRfVwlR8vMzLx44UJFRQXUuNJS06ZPmXruzBnVHC0t7dLFi1WVlRCSpSQnX7l8mcflQi0bGMYHWrTbt27t37tXS1vLz9+/MT/X3sH+9v17ZDJZJUe7ERMTdfSYvr5+Iydyd3F1ufsglkKh1P9QMpns6pUr58+eMzI2dnND6lwJqVR68cKFa1evMZlMRycnqAUDoQVo/mrZ0Ldf//7+/v4sM7PGPSMIjUbr6Oio6miDBg/u0LGjGYsFNS4MBqOqWsAwPHzEiG7du7MavRZ/AIbhH265hkKhxowd27tPn8b/iVI3ILQAzRwKhcrKyioqLNTR1f3+b5Ub8UJqryA/PykpycHRUVv7B7uA0BQgtZebm5uakuLk7Kyp+YN0BhoKkPqDYZFIVFZWpsFg/Hg+MaN5zif+LWCsBWjmMBjMnVu3HsQ+qP+hhELh5UuXEuIToEZ39+7dsWPGPHmsgsXnfD7/4oULL1++hBrdjZiY8X+PTYhXweJzHo/37z//vHn9Bmp0KBiuqqpKSkqq/6GqKivPnz//LvEd1OyA0AI0cyKRqGfv3t1DQ+p/qFI2e/vWbWfPnJZKpfU/WlZm1pGDhzIzM+tSOCQ0NObmzU6dO9f/c4uLi7dGRP5z9pxKciqnp6UfPngoOzu7LoX79u17/eaNwPbt6/+5+Xn5kVvCL174F2p0UqmURqO5q2LBZk5ubsSmzVcuX4KaHdAhBjRzMplMQ0MDh8PVUiYrM3P/vn0+vr5t/Px+2FejpKevv3f/fgqV8sN+9t/15vXrzWFhuvp6reqwHSGZTP7lroVpqamHDh708/dv3bqNxs9TTxoZGR04dIhOp8EwDNXbi+fPN4eFMU2ZpqamvyxMoVIpv+p+fP/ufdSxo+0CAnx8fWtJPckyYx06erQRMmz+EAzDtQzgQRD05tXrU6dOBrZv7+XtXUtfpYWFxZHoKC0tpG7YXAsQWoDm75eP51gc9tHDR8+ePD2wb7+FpWVAYKCHh4e+gf73JZmmTFWdVUhoSKcunWuPeb8Fi8PF3o+Nj4vfu3uPtY11QECgu4eHrt63I0wwDJuyfh0G6qhPv76hPXuosBY4HPbunTvPE54TSUQ7W9t2gYHu7h7f7zMPwzDLTH0H/DE47M2YG/JaEIn29vZtAwI8PNw1vwshKBTKrJkO+IMOMQCAjI1NgoKDfVu3Xrt+nZmZ2YJ5865dvdrg//bQaAKBoJIGkBKLxerQoUPbtm1Xr1traGQ0d/bsWzdvQg0MrepaWFhatmsX0L5Dh1WrV2vr6MyeMfP+vXsQ0tjZ2fn5+3fq3Hn5yhU0Om3W9OlIT9L8u0BoAQC50J49EhMTTZhMs1atrK2sevbuhcTrEtqzx6tXr8zNzZkmJg4ODioZYWp8oT17PE+It7axNTAwdHF17dy1C4RAoT16xD175ujopKOj6+nl1TE4CGpJQGgBADl7e3sanX4i+viBffvGTZyA0PmjTs7OBALheFT0kcNHJkyahIgZyd9zdXODYdTxqGMnoqMnTZmiqoWljczDy1MkEkUdO3buzJkpU6cQCASoJQGhBQAU/xJQqJDQkM1hYTY2NkHBwQi9KFgstku3rhvXr3d1c20b0A5CJiKRGNQpeP3ada3btPHx9YGQiUKhBLZvv2716g4dO7giP///7wLD+ADwhaenp7e399/jxiL6ivj4+Hj7+IwZi+xatGnT5oGPz6gxoyEk8/P3T4iLGz5yJNTygNACAF+YslgHjx6pfVKp+rOwtDx45DDSa2FrZ3fg8CGk18LZxXnfoYNIr8WfAR1iAPCf5nEXALVQH5hm8RP1B0BoAYBv8bjchfMXbIuMVMmq+6ZSWVExd/acXTt2qmTVfVMpKyubPWPm/r37ICQrLi6eMXXakUOHoRYDhBYA+AGRSCiRSpB+acQioRTptZDJhPJaIDjGN59a/I4W2lgDgFoQSaSwzZsb4RJlZWbt27PH1d3N2dnFytpKtQenUKlbIiOhhpeWmnbwwH5PLy8nJycLS0vVHlyDwdi6fTuEcNo6Ojt27YJaEhBaAKDJ4An4uPi4hIQEIolkaGDg4enZMTioLsm41AqegH/6+MnLFy/xBIKxkZGHl2fHoCATE5OmPi+gKYEOMQBoMoaGhkFBQV4+3keOHvHx9Y0MD48+FoW474PJZAZ2aN/Gz+/g4cNu7u6bN4adOXW6qU8KaGIgtABAU+oeGvr21WsIhnV0tG1sbMaOH4/E7yMktMfzhAQcDsPQZDg5OY0ajez1KED9gQ4xAGhKNjY2Ojo6UceO3b5xc9qM6draiMyv7uDoQKfToo5FXbtydcHCBbWk9AdaCNBqAYCmhEaju3TrtjU8wt7Rwa9tW4R+GVgsNrhz5/BNmz08Pbx8kJqaBVAhEFqAForH46rJgg9PL89u3btPmDTpD5bX8Xg8NamFj69v95CQcRMmoNHo330vl8uFkK951EJVQGgBWqLbt2/379PvRkwMpAaYpqbhWyONjIx+943Xr13r37vPvbtqsZ2Jubn5lsgIPT29333jpYsX+/fp++jhIwjJzp0927933/i4+KY+EXUBQgvQEunr67t7uBsaGkJIZmBo6ObhYaD/g90wEcTIyEi+G6but7thIouxsYm7p4fOd7thtlhgGB9oiezt7e1XroQQzlkBQjg3d3c35Oec9/bx9vbxbuqzUCOg1QIAAACoGAgtAAAAgIqB0AIAAACoGAgtANA0ZDLZ9avXjh0+IhaLkfsdSKXSK5cuRUdFtai0vsAvgdACAE1DIpHcunXr0qVLVVVVyP0ORCLRjRs3rly+wuPxmvpcADUCZogBzZ967vSHwWCWr1whFovpdDqEWHg8fvXatVKJlEwmQy0GDMNYHK6pz0KtgVYL0MyhUKikpKQb12PUcLE0hULR0KhTui2pRBp7//71a9f4PD6kZqhUKl2jTtFRLJHcvXPnxvUYgUAANS4YhlV2KBSqqrLy3p17QqFQVcdsftTxaQ4AVAiDxTyMjWWXlDg5O5NIpEa+tlKpFIVSwQOcWCLZt2dvKZvt4eFBIBKgxiWTyVRya5aIxLt37BKKhJ5enng8HkImFAxzOJxTJ0+0C2yHA22XnwChBWjmhALh3+PGzV+4oKHvZTwer5TNLi398ktubm5aSooxkzl9xoz635dxOOz+QwdlMlkj1ILNZpfJayGXm5ObmpJibmExecoUqN7BBU/AH40+puxGgxoSl8v9+l3I5eXmpaakcDgcKpVa/4NLJBJ9A4NNWzbTaDRVnGzzBEIL0PxhsVgCoWGf9B8+eBC2fgNaMahDJBIpFAqTaZKamkYiqWwEohEe8+/cvh2xJVw5NEUkEihUKpPJTElJ0VJdqn98A38RytRqO7dvx2CwMAQRSESqohZpaWkikQhSUbcYDMPIbXU1DhBagOavEXID6xsYQBCkq6u7cs1qBoOBwWBgGJ45fbqtra0Ke/kbmqGhkVQiMWKZLluxgk6nK2sxeeJEW1vb+jdZGo2RsbFIKLK0tFq0dAmVSlXWYsyoUUnv30Oq+0FQk4TTagsM4wOAClhYWOw/dFAgEGxYt04qlcIwLBQK2SVsA+PfzmfchGxsbfYdOlBaWrY5LAxW4PP5nDKOAaLyeDo6Ou49eCA3NycyPByNlscVPp/PLmErWmMgHjQSEFoAQDV0dHU3hW+pqqyaMXVaeXl5RXlFRUUFi8VC1vU1MDDcEhFeWFg0c/qMysqqstIyblWVqakphCgmJiZbIiM/ZH2YM2uWcvSoorwch8OBwNJoQGgBAJXR0tLauCkMjUbPmzUnNTVFJpNqayMvy7quru6mLZuFfP7C+fPT09MgGNJCYC0MDAy2RESUstlLFi3KSE+XyWRYLAY0WhoNCC0A8GsikaiOq81pdPqGTWFaOlozpk0jkchqNdgrEon4dasFg8HYFBFOJBJmz5hJo9LUaoqtUCjk8+u0uEdLWytiW6RUIp03Z64Gg4HGYNWnQ0wgFArqVguEAqEFAH5BIBCsWLZ82uQphYWFdblYJBJp8dKlAYGBZDJJfRIB8Hi8xQsXzZo+o6SkpC7lKRTK8hUrW7dpQ6FSVbI0RyWqqqrmz507b/acsrKyupSn0egr16zx9PSg0dSoFhUVFbNnzFw4f0F5eTnUTKnLzz0AqC0cDufgYM8xMSHXeSYxgUBYv3GjQCBQn9sZHo93dHAQCAR1XzdKJBE3R4Sr1ZpzAoHg6OQEQXDdZ5NTKOSIbdsK8vNDunaD1AORSHR2dsLjCQ09J74JgdACAL8Aw/DAQYPqeJlycnKWLFzYNiBgxMiRv9sbJpFIIAhCo9EN8ZWgUKghw4fVsfDH7OwlixZ36txp0JAhf1ALGIYbKKai0eiRo0bVsXBGevryJUt79OzZd0D/RlhPU3cYDGbM2LFQs6Yuj1QA0DygUWgikUQiEv+kk2TmrLmzZqtDImQUGk2U++28OBwOZ/qUKQvnz1eHRMhoDIZIIhFI8u8CLENpZKDVAgCqpG+gv2P3rj/5p4jB2NvbYTAYdehDMzY23r1v7x+8EYvB2Ds6kklkdagFi8Xae2B/U59FCwVCCwCoBSKR2Aw6SUhk8vgJE5r6LICm1/RPFgDQ5AQCQR1n5ap7LZA/n7WZ1IIvB7VgoNUCtEQyqSwxMbG4uCg9PT05KTk9NRWDwUSfOomsGTtSqTTx7duS4pK0tLTk5KS01FQyiRx18oT6zHiuC4lEIq9FSUlqampKcnJqSqqmJuNodDSCcq8p1wwlvk0sKSlOTU1NTU5OSU4xNDQ8cOQw1FIh6UcQAFRFJBLNmDa1orwiqFMnH18fQ0PD+Li4Bpqa1XB4PN7kiZNEIlFwp+A2bfx0dXTfvX+nDoMcv6WyomLC2PEoNCooOMi/bVtNBuNDdjay4goEQWVlZePGjCESiR2DgwIC21OptOKSYqgFQ9hPIQCoBBaPXbt+vY6urpaWZr/+/c3MzIyNjbFYLLIuL4lEWrdhPYPB0NHR7dOvr4mpqYkJE3GhhUanr9uwnkqlGhgY9u7Tx9DImMlkQkijraW1dsN6IpFkYsLs2buXvoG+KRNhiddUC7RagJYIhmAvb+/tu3YunD9/4bx5GCzOBIG3MxiG2/j5bd2+bdH8BYWFBWKxmInA2xkMw+0CA3T19BYvXFiQn1deUWFv7wAhDYxCdQwK0tXTW7ZocW5eblFBoZe3N9SCIewBBwBUiMVibdux48OHDzu2bdPU0kTotbWwtNy+e+f7d+/27Nytrbo9uxqZrZ3tjt274hMSDu0/gNxaODk5bd+168H92Khjx7R1kJfTU4VAqwVo0bS0tJauWGHKMrO3t4cQS0dHd8WqVRaWR61tbCDE0tfXX7Vq9fHoaAtLSwixjIyNVq1Zc+bUKbNWraAWDIQWoKWzsbFZt2E9hHD2Dg7rN26EEM7Z1cXZ1QVCOA9PDw9PD6hlAx1iAKCmBAKBfDt3hGsetQB+FwgtAKCOOBxOSNdus2fMRHTyq5KSki5BwYvmL2jqEwEaG+gQAwB1hMfjR4wcqaenByEZkUgcOXq0CdOkqU8EaGwgtABAXZVzOMnJyRYWlo0wnYxAIAwaMrghjlxWVpaakmJpZc1gaEANjEQiDa1zJv/fwmaz01LTbGxt6HQ6hFglxSXp6el29nZUKhVqXkCHGADUVWxs7KjhI27dvIHoS3bn1q2Rw4bH3rsLIVnM9esjhw17/OgxhGSXL10cOWxYQlw81OyAVgsA1FVAYODR6GhzC3NEX7KOwcEsMzNLJE/whSCoS9eu1tbWVtbWEJKF9uzp6ORsg+Qp4z8DQgsA1BWFQnFzd0P69aLRaG7u7hDCaWhoNINaMBgMhjsDao5AhxgAAACgYiC0AAAAACoGQgsANIGKiorbt24lvX+P6KvP4XBu3byZkpzS1CcCqB0QWoAWLTs7+8I//3LKyhr5c7Mys2ZMnXYi+rhKjpaZmXnxwoWKigqocaWlpk2fMvXcmTOqOVpa2qWLF6sqKyEkS0lOvnL5Mo/LhVo2MIwPtGi3b93av3evlraWn79/Y36uvYP97fv3yGSySo52IyYm6ugxfX39Rk7k7uLqcvdBLIVCqf+hZDLZ1StXzp89Z2Rs7OaG1LkSUqn04oUL165eYzKZjk5OUAsGQgvQ/NWyoW+//v39/f1ZZmaNe0YQGo3W0dFR1dEGDR7coWNHMxYLalwYDEZVtYBhePiIEd26d2c1ei3+AAzDP9xyDYVCjRk7tnefPo3/E6VuQGgBmjkUCpWVlVVUWKijq/v931IVILVXkJ+flJTk4Oiorf2DXUBoCpDay83NTU1JcXJ21tT8QToDDQVI/cGwSCQqKyvTYDB+PJ+Y0TznE/8WMNYCNHMYDObOrVsPYh/U/1BCofDypUsJ8QlQo7t79+7YMWOePFbB4nM+n3/xwoWXL19Cje5GTMz4v8cmxKtg8TmPx/v3n3/evH4DNToUDFdVVSUlJdX/UFWVlefPn3+X+A5qdkBoAZo5kUjUs3fv7qEh9T9UKZu9feu2s2dOS6XS+h8tKzPryMFDmZmZdSkcEhoac/Nmp86d6/+5xcXFWyMi/zl7TiU5ldPT0g8fPJSdnV2Xwn379r1+80Zg+/b1/9z8vPzILeEXL/wLNTqpVEqj0dxVsWAzJzc3YtPmK5cvQc0O6BADmjmZTKahoYHD4Wopk5WZuX/fPh9f3zZ+fj/sq1HS09ffu38/hUr5YT/773rz+vXmsDBdfb1WddiOkEwm/3LXwrTU1EMHD/r5+7du3Ubj56knjYyMDhw6RKfTYBiG6u3F8+ebw8KYpkxTU9NfFqZQqZRfdT++f/c+6tjRdgEBPr6+taSeZJmxDh092ggZNn8IhuFaBvAgCHrz6vWpUycD27f38vaupa/SwsLiSHSUlhZSN2yuBQgtQPP3y8dzLA776OGjZ0+eHti338LSMiAw0MPDQ99A//uSTFOmqs4qJDSkU5fOtce834LF4WLvx8bHxe/dvcfaxjogINDdw0NX79sRJhiGTVm/DgN11Kdf39CePVRYCxwOe/fOnecJz4kkop2tbbvAQHd3j+/3mYdhmGWmvgP+GBz2ZswNeS2IRHt7+7YBAR4e7prfhRAUCmXWTAf8QYcYAEDGxiZBwcG+rVuvXb/OzMxswbx5165ebfB/e2g0gUBQSQNIicVidejQoW3btqvXrTU0Mpo7e/atmzehBoZWdS0sLC3btQto36HDqtWrtXV0Zs+Yef/ePQhp7Ozs/Pz9O3XuvHzlChqdNmv6dKQnaf5dILQAgFxozx6JiYkmTKZZq1bWVlY9e/dC4nUJ7dnj1atX5ubmTBMTBwcHlYwwNb7Qnj2eJ8Rb29gaGBi6uLp27toFQqDQHj3inj1zdHTS0dH19PLqGBwEtSQgtACAnL29PY1OPxF9/MC+feMmTkDo/FEnZ2cCgXA8KvrI4SMTJk1CxIzk77m6ucEw6njUsRPR0ZOmTFHVwtJG5uHlKRKJoo4dO3fmzJSpUwgEAtSSgNACAIp/CShUSGjI5rAwGxuboOBghF4ULBbbpVvXjevXu7q5tg1oByETkUgM6hS8fu261m3a+Pj6QMhEoVAC27dft3p1h44dXJGf//93gWF8APjC09PT29v773FjEX1FfHx8vH18xoxFdi3atGnzwMdn1JjREJL5+fsnxMUNHzkSanlAaAGAL0xZrINHj9Q+qVT9WVhaHjxyGOm1sLWzO3D4ENJr4ezivO/QQaTX4s+ADjEA+E/zuAuAWqgPTLP4ifoDILQAwLd4XO7C+Qu2RUaqZNV9U6msqJg7e86uHTtVsuq+qZSVlc2eMXP/3n0QkhUXF8+YOu3IocNQiwFCCwD8gEgklEglSL80YpFQivRayGRCeS0QHOObTy1+RwttrAFALYgkUtjmzY1wibIys/bt2ePq7ubs7GJlbaXag1Oo1C2RkVDDS0tNO3hgv6eXl5OTk4WlpWoPrsFgbN2+HUI4bR2dHbt2QS0JCC0A0GTwBHxcfFxCQgKRRDI0MPDw9OwYHFSXZFxqBU/AP3385OWLl3gCwdjIyMPLs2NQkImJSVOfF9CUQIcYADQZQ0PDoKAgLx/vI0eP+Pj6RoaHRx+LQtz3wWQyAzu0b+Pnd/DwYTd3980bw86cOt3UJwU0MRBaAKApdQ8NffvqNQTDOjraNjY2Y8ePR+L3ERLa43lCAg6HYWgynJycRo1G9noUoP5AhxgANCUbGxsdHZ2oY8du37g5bcZ0bW1E5ld3cHSg02lRx6KuXbm6YOGCWlL6Ay0EaLUAQFNCo9FdunXbGh5h7+jg17YtQr8MLBYb3Llz+KbNHp4eXj5ITc0CqBAILUALxeNx1WTBh6eXZ7fu3SdMmvQHy+t4PJ6a1MLH17d7SMi4CRPQaPTvvpfL5ULI1zxqoSogtAAt0e3bt/v36XcjJgZSA0xT0/CtkUZGRr/7xuvXrvXv3efeXbXYzsTc3HxLZISent7vvvHSxYv9+/R99PARhGTnzp7t37tvfFx8U5+IugChBWiJ9PX13T3cDQ0NISQzMDR08/Aw0P/BbpgIYmRkJN8NU/fb3TCRxdjYxN3TQ+e73TBbLDCMD7RE9vb29itXQgjnrAAhnJu7uxvyc857+3h7+3g39VmoEdBqAQAAAFQMhBYAAABAxUBoAQAAAFQMhBYAaBoymez61WvHDh8Ri8XI/Q6kUumVS5eio6JaVFpf4JdAaAGApiGRSG7dunXp0qWqqirkfgcikejGjRtXLl/h8XhNfS6AGgEzxIDmTz13+sNgMMtXrhCLxXQ6HUIsPB6/eu1aqURKJpOhFgOGYSwO19RnodZAqwVo5lAoVFJS0o3rMWq4WJpCoWho1CndllQijb1///q1a3weH1IzVCqVrlGn6CiWSO7euXPjeoxAIIAaFwzDKjsUClVVWXnvzj2hUKiqYzY/6vg0BwAqhMFiHsbGsktKnJydSSRSI19bqVSKQqngAU4skezbs7eUzfbw8CAQCVDjkslkKrk1S0Ti3Tt2CUVCTy9PPB4PIRMKhjkczqmTJ9oFtsOBtstPgNACNHNCgfDvcePmL1zQ0PcyHo9XymaXln75JTc3Ny0lxZjJnD5jRv3vyzgcdv+hgzKZrBFqwWazy+S1kMvNyU1NSTG3sJg8ZQpU7+CCJ+CPRh9TdqNBDYnL5X79LuTycvNSU1I4HA6VSq3/wSUSib6BwaYtm2k0mipOtnkCoQVo/rBYLIHQsE/6Dx88CFu/Aa0Y1CESiRQKhck0SU1NI5FUNgLRCI/5d27fjtgSrhyaIhIJFCqVyWSmpKRoqS7VP76BvwhlarWd27djMFgYgggkIlVRi7S0NJFIBKmoWwyGYeS2uhoHCC1A89cIuYH1DQwgCNLV1V25ZjWDwcBgMDAMz5w+3dbWVoW9/A3N0NBIKpEYsUyXrVhBp9OVtZg8caKtrW39myyNxsjYWCQUWVpaLVq6hEqlKmsxZtSopPfvIdX9IKhJwmm1BYbxAUAFLCws9h86KBAINqxbJ5VKYRgWCoXsEraB8W/nM25CNrY2+w4dKC0t2xwWBivw+XxOGccAUXk8HR0d9x48kJubExkejkbL4wqfz2eXsBWtMRAPGgkILQCgGjq6upvCt1RVVs2YOq28vLyivKKiooLFYiHr+hoYGG6JCC8sLJo5fUZlZVVZaRm3qsrU1BRCFBMTky2RkR+yPsyZNUs5elRRXo7D4UBgaTQgtACAymhpaW3cFIZGo+fNmpOamiKTSbW1kZdlXVdXd9OWzUI+f+H8+enpaRAMaSGwFgYGBlsiIkrZ7CWLFmWkp8tkMiwWAxotjQaEFgD4NZFIVMfV5jQ6fcOmMC0drRnTppFIZLUa7BWJRPy61YLBYGyKCCcSCbNnzKRRaWo1xVYoFPL5dVrco6WtFbEtUiqRzpszV4PBQGOw6tMhJhAKBXWrBUKB0AIAvyAQCFYsWz5t8pTCwsK6XCwSibR46dKAwEAymaQ+iQB4PN7ihYtmTZ9RUlJSl/IUCmX5ipWt27ShUKkqWZqjElVVVfPnzp03e05ZWVldytNo9JVr1nh6etBoalSLioqK2TNmLpy/oLy8HGqm1OXnHgDUFg6Hc3Cw55iYkOs8k5hAIKzfuFEgEKjP7QyPxzs6OAgEgrqvGyWSiJsjwtVqzTmBQHB0coIguO6zySkUcsS2bQX5+SFdu0HqgUgkOjs74fGEhp4T34RAaAGAX4BheOCgQXW8TDk5OUsWLmwbEDBi5Mjf7Q2TSCQQBKHR6Ib4SlAo1JDhw+pY+GN29pJFizt17jRoyJA/qAUMww0UU9Fo9MhRo+pYOCM9ffmSpT169uw7oH8jrKepOwwGM2bsWKhZU5dHKgBoHtAoNJFIIhGJf9JJMnPW3Fmz1SERMgqNJsr9dl4cDoczfcqUhfPnq0MiZDQGQySRCCT5dwGWoTQy0GoBAFXSN9DfsXvXn/xTxGDs7e0wGIw69KEZGxvv3rf3D96IxWDsHR3JJLI61ILFYu09sL+pz6KFAqEFANQCkUhsBp0kJDJ5/IQJTX0WQNNr+icLAGhyAoGgjrNy1b0WyJ/P2kxqwZeDWjDQagFaIplUlpiYWFxclJ6enpyUnJ6aisFgok+dRNaMHalUmvj2bUlxSVpaWnJyUlpqKplEjjp5Qn1mPNeFRCKR16KkJDU1NSU5OTUlVVOTcTQ6GkG515RrhhLfJpaUFKempqYmJ6ckpxgaGh44chhqqZD0IwgAqiISiWZMm1pRXhHUqZOPr4+hoWF8XFwDTc1qODweb/LESSKRKLhTcJs2fro6uu/ev1OHQY7fUllRMWHseBQaFRQc5N+2rSaD8SE7G1lxBYKgsrKycWPGEInEjsFBAYHtqVRacUkx1IIh7KcQAFQCi8euXb9eR1dXS0uzX//+ZmZmxsbGWCwWWZeXRCKt27CewWDo6Oj26dfXxNTUxISJuNBCo9PXbVhPpVINDAx79+ljaGTMZDIhpNHW0lq7YT2RSDIxYfbs3UvfQN+UibDEa6oFWi1ASwRDsJe39/ZdOxfOn79w3jwMFmeCwNsZDMNt/Py2bt+2aP6CwsICsVjMRODtDIbhdoEBunp6ixcuLMjPK6+osLd3gJAGRqE6BgXp6uktW7Q4Ny+3qKDQy9sbasEQ9oADACrEYrG27djx4cOHHdu2aWppIvTaWlhabt+98/27d3t27tZW3Z5djczWznbH7l3xCQmH9h9Abi2cnJy279r14H5s1LFj2jrIy+mpQqDVArRoWlpaS1esMGWZ2dvbQ4ilo6O7YtUqC8uj1jY2EGLp6+uvWrX6eHS0haWlyg/eaIM3RsZGq9asOXPqlFmrVlALBkIL0NLZ2Nis27AeQjh7B4f1GzdCCOfs6uLs6vJbb0lLS0uIj6dSqTgcDofFYXE4AoFAJBJIJBKBQMDj8XgCnkAgolGoRosuHp4eHp4eUMsGQgsAqClldkvETS5o5Fo8efRo+tRpRCIRhmFFcMER5aGEQCKTiQQiFofFYNBYLA6LxZaXl5PJdU0wCtQTCC0AoI44HE6/3n1sbW0jtm1F3EzcaiUlJf169fbw9Ny4edOfHUEiFldxFeS/ff1jVRWPxxcI5GsS4+PiaVQqBouVKQgFAh6XK2PLxGIxgUBgmpoaGxtpaWvr6+u/fvVK1fUDfgqEFgBQR3g8fsTIkXp6ehCS0TU0xk+aWHP/Y6lUKqlJLBYIhBUV5RWVleWc8srKiopyxc7P8t/L+Ty+siGCx+OwWPmveBxe0emFJ5FJWlqGOByuuKhIKpXyeDwcDkehUDBYrLGxsYenp4ODvZ6+PpPJNDQywmAwVVVV/5w7r8wtDTQCEFoAoK7KOZzk5GQLC8tGmE5GIBAGDRncEEcuKytLTUmxtLJmMDRUfnCBQKBsViibFzwez8DAoLS09PSpU0KhUCgQCIRCkfx3oUj+m5Av4KNQKAqFQqXSaDQqlUrV1tFhtWpFo9KoVAqZTEZjMBi0wtfflR/E4/FSU1NtbGzodPrzhAQGQ9PaxtrDw8PCyopCoXy/LaZAIIDUT0lxSXp6up29HZVKhZoXEFoAoK5iY2Pnz5m7dPmy/gMHIveq3bl1a8mixWvXr+vRq9cvC/9/C0P+C5fLVbYsKuWtC8X/y5sc8kaGVCKVNzLw8gF1nLyRIW9h4PF4HA5PIOAZDAaZRCaSiCQymUQikUkkxeYDv737gNK///yzavmKLZERnbt02XfwoFptFF13ly9d3LBu/Y5duwI7tIeaFxBaAKCuAgIDj0ZHm1uYI/qSdQsJsbG1VU7wrW5hVHG5POUYhqKxwRfw5S0LBXkLQ/i1rSEU4XA4eYuCSlU2NIyNjanK5gaNRiAQvjYwvrQwGi41QJeuXa2tra2srZWdhxAyhfbs6ejkbIPkKeM/A0ILANQVhUJxc3dT3+slg+RjFzWGMURicZV8+OLL0EVlZWV5eXlVZWVVVVU5R74ru6JFgccqmhnKxob8v/F4CoVC1tUlyhsXX1oYcmSy+kxX09DQcHN3hxCOwWAw3BlQcwRCCwAgg7wz6msLQzljisdTtjN4iiGMLwQCgXwYQ/EHiURKJBBodLq8hUGlUGk0PT09eQuDSqNQ5QMS8haGopmh/A25U9EAdQNCCwA0GalUKhQK/5srJRQqpkopWhjysQzFXKlyeYuDz+djMBjFuIV8gpR8ppS8maEY0MDhNTUZRHmjgkys0cIgkUiIS1UJNBuICS1cLvfUiZMikeivwYOqZ1NkZWWdPX3a2Ni4b//+1U31t2/eXLxwISAgsI2/n/I/b9282aNXr1a15l14+uTJo4ePhg4fpqur2ygVApo5gWKBxddWxpexDC6Xy+fxhSIht4pbUFgglUhIJLJ8ppTifzAEU+RDGPJWBZVG1dbSYrFYyj+TyeQaU6X+b65UE+JwOPFxcSYmTGsb+ZgHACAvtKDR6CePHz15/NTH19fJ2Un54r07d7Zs2mzGYrVt29bIxET54vVr17dv3ebo9KVMSkrKkUOH3T08ag8tr1+9PnzwYLeQ7ggNLSkpKTu2bRswYKAyoAJ1lJ2d/erFy8D2gTQ6vfaS0i8zpP7D5XIVyzC+rMP42uCQvySWiJWDF9ULMhS/ykc1iASCBkMjNyf3ZPTxjkFBI0ePVjYz/niuFARBmZmZiW/fBrZv38hzWNNS06ZPmTpo8OCFSxar4GhpaclJSe3btydTKBBipSQnp6ent2/fnkgiQS0YYkILHo/39va5f+9+amqKMrQIhcKXL15qMDTKKyreJyUpQ4tYJHqXmGhiYuL0NbR0DAqys7Nnmv4iZXqfvn3atmtrxmJByFRWVhZz7bq/f9umPhH1ohw8qGUI4dHDh/v37tPW0XZzd6/6uhrjv5UZVVyBQvVIhryF8XVZBhaDVcyVUqzBoNKMjI2UizMoVCqRSFQ2LKobGd/3TXXr3o1CpapkX8sbMTFRR4/p6+s3ciJ3F1eXuw9iKaqIBDKZ7OqVK+fPnjMyNnZzU+O5ErWSSqUXL1y4dvUak8msfrptmRATWiAIcnR2wuKwKUnJMkgGQ3BRYeH7d+86dOyYkZ7x7OmzoOBgCIKKi4syMzNsbG309PWV7xKLRFxuVfUqXLFY/D7xHZlC1tHVvXblqqGRoX9b+e1YJBRVVlVJpFJlsfLy8uSkJEsrq5KSkts3b8lkMt/WrZ1dnL85pc+fPt29c6e0tNTd09PZ2Tnp/XsTJlP/60f/UHZ29oP7sYWFBUZGxoEd2lc3ktLS0kqKih0cHShfHzw5HE5iYiLTxKR6K5HsDx8exMYWFhYaGxsHtO+gq6ujfL0gP//1q1dYLDY5OTnx7Vs7e/vqG1lebt6DB7E5OTmGhoYdOnbU1v4v0bdQKHzz+rWhkZFMJrsZc6OyqrKNn5+rq2tRYeHVK1c5nLK27dq5uLpCyKQYvBALhULlz0BZaSmHw1E0MORLMhTDGRUVlRW5n3M0NTX/Pf/PzRs3FWMX8hZGTSQySUdXRzl88eUXxYDG94vyfpe2zpevr/4GDR7coWPHxn8wwmAwOiqqBQzDw0eM6Na9OwsJj3cwDP9wHAuFQo0ZO7Z3nz4sMzOoZUNSaLGwtDQ0NHqXmMir4pHIpJSUlILCwjnz5t6+dfvlyxeVlZUUCiU9LaO4qLhXr97V3QuxsbHrVq8J3xrp5+8PQVBVVdX6devk9wWZ7P79+1OnT1eGliuXr+zcsf3EmdPWipnyGekZM6dNd/fwePfuHRqNqqyo3BoRMXvunBGjRlX/SN2/d2/h/Pk8Lk9PT+/M6bOuri5xz+JmzpnVf8CAn1Xh+tVrK5YvJxIJGnSNnNzcA/v2b4kMd3B0hCAoIS5+7erVK1at6t23j7Lwv+fPh2/esnHzZmVouXr5yqqVK4lEogadnpOTs3///vCICHsH+aZJ8fHxRw4eEggE/5w/V17OWb12rXKm/61bt5YvXsLj83R1dPPy8w8fOLhx0ybHr92JpaWlC+bOa2Vu/unTJ4FAUFVZefjgoeEjhsuDJbtUKBTt27N37oIFQ4YOUbeJQ8rOqC9tC8U0qa8zpuQLMkQCoUAkEgkFYrEkPi4Oj8f/+8/5T58/mRibUOk0KkU+UYpKperq6lKoNLoGXUNDA6VQs5GhblUuyM9PSkpycHSs+XBQjaYAqb3c3NzUlBQnZ2dNzR+kM9BQgNQfDItEorKyMg0G48fziRnNcz5xsw0tDAbD3sH+8aNHRcVFpmTT5/EJdBrd1c2tuLjk4YMHWVlZjo6O7xV7g1ffPZUNbbFYLJPJql+RyqSPHj7s3KXL0egoCwsL5YsSqaRmMRiGKyorH8TGLli8yL9tWzabvXTRouio6M5duxoaGkIQlJ+fH7Z+gwZdI2LbNlOmaWZGxrKlS/Lycms5/6rKyj27d9vZ2q5cs5pGpycnJc2bPefwocMbN4WhUCjf1r4kEunhw4c9e/VEodF8Pv/Bgwf6BvouihzjlYr32js4rFy1kkqjJb1/P2/2nKOHj6zbuAGFQrVt104gEC5fsmTU6NG9+/RRzmjISE9fvXyFkbHx/IULDI2MPmRmLVq4cMuWzTt37SaS5HEXhiCRWHz37p1p06eH9uyZl5s7d9ac8M1bRo4aNWzkCAGfP2PatBNRUSGhIQ39D14mkynXY1QPZggVc6UqFEMZX8czlL/L80phMJj/GheKmVLVCzMYDEZ1C4NCocgg2aOHD3k8Xq/efbp171bP8xQKhTdiYvT1DRo/Zfrdu3eXLl68OTw8JDS0nofi8/k3YmJMmEzXRm+S3oiJWb9m7dYd24M7darnoXg8Xsz1661amVePvDYaFAxXVVUlJSXVv2lSVVkZc+OGtZW1vQOCtwtCfGiBYdjTy+vyxUtZmZnGRkbxcXEOTg46uroubq5SqfTt6zf29vbvEt9paWt/s7r1mydQiVjCYrEWLV1Ss+cKVvj/YuLuPXv2699fuUlRYGD7w4cOFRYUKkPLyxcv0lJT14WFeXp6QhCkq6c7ZNiwJQsXKe7YP1ZVVVVcVGRkbEQgEqlUqqeX16bwLZWVlcp4ZmrKat2mzbMnT/Ly8oyMjT9kZr15/bpnr17KHrOqysri4iJTU1Ple728vTeFb+Fyucr30mg0U5YpCoUyNDQyNDJSftyd23dK2Oyde/bY2dtBEKSnpzdh4sRVK1ekpaU6OX/p2ZOIxR4eHmPGjcXj8Pr6+uYW5lgsZtzE8bq68qyI/v7+586e43A49QwtQqHwa+bar79VyX/j83iKsQuBYqG3QCQUfR3HEMqkMsVcqS95pTS1tJimLOWfyRRK9RSp6kbGzz5aQ0NDJBL17d8/KDgIqrdSNnv71m0uri5u7m71n9eblZkVe++ef0C72ieYKIWEhnp7exsZG9fzQxWdxsVbIyJbt27t4uJS/8ZZelr6wwcPAju0r5mD8mf69u0bEBCgklrk5+VHbgnvENSx8UOLVCql0WjuqliwmZObG7Fpc/fQEBBampidnT2RREx6n2Rqavrx48eg4GAYhlkslr6B/qtXLxXjLumWlpb6Bga1HEQmk5myWLX3EctkMgwGY/61TQNBEJFMglEoqfTLmE3O589oNNqs1X+PLVZWVlQqVSb7MlrzPYamZmD7wBPHTyS9T7Kzs/P08urQsUP1imIYBXcIDrp29eqrV6+MjI2fP0+oqqxq36Gj8m81tbQCAwNPnTz1/v07W1s7T2/vDh06GBl/iSLKMSRlT1H1K8lJSZBMdurkCQKBKF+oDaE+f/pYVlqWkZ6hDC0yRTXNLSzwOHnvmUQigWFYS1ubQvky2IMnEOSBq0aDryYOh7N/777Pnz797M4Ow7BAIMDisFQqDYNBf1nurVyMoRjVIBCJdA26vIVB/jKE8XUoQ2VTa6RSqUwm09DQqH1oJCszc/++fT6+vm38/H7YV6Okp6+/d/9+CpWikvUib16/3hwWpquvV5fQQiaTf7lrYVpq6qGDB/38/Vu3bqPx89STRkZGBw4dotNpKun0e/H8+eawMKYpsy6hhaJID1N7mffv3kcdO9ouIMDH15f+82l7LDPWoaNHGyLDZl3AMIzB1PZc/ubV61OnTga2b+/l7V1LX6WFhcWR6CgtLaRu2NxMWi0QBDGZJmZmZm/fvqXT6TIIcnGTt+jJZLK7u8ejR4/evn2bm5fbPSSk9m9dOdr2y8+Sd75jfr50QAbBit756heIRPnQbs2et29gsdhlK1Z4+/jeiIlJTUm5d/du2Ib1U6ZPHzlqNBYrP2EPd3cmk3nnzp2g4OC7t+/Y2Nk5KoZhlO9dvmqVT+vWN65fT01Nu3v3btj69dNmzBgxciRG8d5vz04mq6yqlEgkWZmZWMVZwRCMQqO6dO1as7Ne8S/k29QdtVShJgqFMmDgAB6X97M7FBqNjo+PfxgbO2r6aC1tLeVgBgaDafx1fL+sERaHffTw0bMnTw/s229haRkQGOjh4aFv8IPpGL+calh3IaEhnbp0rv90gGpYHC72fmx8XPze3XusbawDAgLdPTx09b6dTA/DsCnr12Ggjvr06xvas4cKa4HDYe/eufM84TmRRLSztW0XGOju7vH9PvPyZ0oz9R3wx+CwN2NuyGtBJNrb27cNCPDwcNf8LoSgUCizZjrgj7DQosFg2Nk7xD97xuNxDfT1Lb/uoe3h6fnvv//EXLsmFkuU8aah6RsaSqXSosLC6leqqqr4fH4tT4JsNjs7O7tjcMduId1LS0tTUlIitoQfPnioY8eOrczlGQ919fR8WvvGPX329MmT1NTUvwYPJlO+bIrHLilRttK6h4SUstkpKSnhm7ccPnSoY1DHmh2+1Z8Ow7CGhgadTt8UHl49CU0kFH789Kn2CWx1h0ajjb+uJfoZM/NWJDL56JHDM2fPrs+6jYZmbGwSFBzM5/H+Gjzo7p27C+bNmzlr1sjRoxr0Q1FoNEGlyx5ZLFaHDh0wGEyvvn1u37o1d/bsBYsWNVBm/moqX7xpYWnZrl0AQ1Oza7euN2/cmD1j5vKVK/v06wship2dnZ+/vwmT2b5D+5jr12dNn75uw4buoSFQi4GwPBAoFMrd3T03N/dhbKyzi0v1DA1bO1sajXbxwgVDAwNzxW26oTk6Oerq6l68cEEkEin7o65euVxRUQHDP72kaSmpY0aMPHXipHJKgo+Pj7Ni5nv1IzUKhQoODi7jcHZu34HFYgMCAqrfm5KcMmr4iDOnTik71uTrRp2cIJlMKpX97Nncx9eXXcq+ffNm9SvhW7YMGfjX50+foEbUPaS7jY1txJZwHo8HqbHQnj0SExNNmEyzVq2srax69v51wnk1FNqzx6tXr8zNzZkmJg4ODgi9l4X27PE8Id7axtbAwNDF1bVz1y4QAoX26BH37Jmjo5OOjq6nl1dHVYz2IQjCWi3yxwEHexwOV8pmu9eYpaMnH4K2ePH8ReeuXRj/31cuEYt5PF71IIRMJpOvgPtuXyCxopj067oW5b51ygGM6gL8GgVMTEyGjhgevmnz1EmTHByd3r598/TxExwepxjC+DFbezsbW9vwLVsyMjKNTeQD9VevXOnWvbsJ879nf2cXVyMjw9j79/v062dpbVWz1tY2NuGbt6SnZxgZG2VlZl67ciUktIeJyZcRUeX+evv27KniVg0eMgSDwQS2bx8Q2H792nVv3yaaskzfJSbeunFzxKiR1QNIMpmMz+crQ6OScnlg9X+KRCIej1fH/rFa9OnXN+rYsd07d06dPl0d0pP8kL29PY1OPxF9POb69fETJyB0/qiTszOBQDgeFX3p4sWZs2YhYkby91zd3GAYdTzq2Pmz5xYuWYLQDe09vDy3b9sWdezYuTNnVq1ZrZK1sQiCsFaLvI/FzGzgoEFDhg318PgvtBCJxJ69eg0aPLh7928HWpgsVkhoaPVGsDgcLiAwwLdN6296rqysrEJ79KgeNtTU1AwJDa05jG9hadm1e/fq3lL52qi//16+cmVZadnVK5dlUtnf48aRSRQ06qe3ThqNtiFsY8+evV+9eHn+7Lnk5OSRo0fNW7igZj81lUZtFxCIw+GCOwXXrAidTt+4eVNIj9CXL56fP3tO3ogZM2bu/HnYr++1srKaOHkSjU7Pz8tTxj8NDY31GzcMGTr0/bt3/57/JzcnZ96C+dNnzqg+LJFI7Nyli/PX2WJoNLp1mzZt27WrLmBnb989JKT+WTdgGB46bBiVStu1fbva7iCLQqFCQkM2h4XZ2Ngol98iERaL7dKt68b1613dXNsGtIOQiUgkBnUKXr92Xes2bXx8fSBkolAoge3br1u9ukPHDq7Iz///22TAH2Gz2Xfv3CkpLpZKpWw2W56m4vIVGwvL+/fu/fK95eXl+Xn5VVXyqcPfW75kaYeAwIKCglreq5x2/D2xRL405xuVFZX5+fm8n7yl0QiFwq2RkQf27m3MDz2wf7+hrt6qFSvrUvhDVtbQvwZlZWbKkCwtNXXooMGfP3+WIdn7d++GDR5SkJ+vqgOWlJR4uLi6OjolJr7PLyjKzSv4g/8rKCxOfJfkbO/g6epWUlz8yw999fLViCFD61JS6WZMjJkJ8+9RowUCgQzhkNdqURMV5RUrli6bO3t2dnY2FotNfPt2757d5hYWyuXxtaNSqXr6eiTFusVqEokkIz3jRkzM1atXu/88S6byvT8bEv9hm4lMIevp6RGaehQdi8VOmjy5tKzs6OEjkFoyZbEOHj2C9BQdFpaWB48cNvq6vAmhbO3sDhw+pPu1swGhnF2c9x06+P3EsJYAhJY/ZGxsNG7C+BcvXo4YMnTY4MFjRo6qrKxasGjhH09RFwgE69etnTZlipGhYZ++CJsPU0coFGrCpEmfP386d+YspJZ+OW0dEUAt1AemWfxE/YEWWu36Q6HRAwcNat2mzePHj8vLK0xMTHxb+9Zn1TqBQPh77N99+vZ19/BQVco/NUQikabPnBm2YSMWhw3t0QNSSzwud9XKVQYG+pOmTEHublqVFRUrV6w0MzMbP3GCuqVEq7uysrLVK1ba2NqOGfs3hFjFxcVrVq5ycXUdPnIE1DKA0FIvTFP5KmSVfBMoFMrLG6kjlr+FRCJNnT5ty8ZNZAq5w9d0A+pGJBJKvmZeQC6xSFidPwKpZDKhvBY/TXKBDLJmUYvfAUIL0AQYDMb0WTM3hW3EYnFtFZmn1QqRRArbvLkRPigrM2vfnj2u7m7Ozi5WNeaaqwSFSt0SGQk1vLTUtIMH9nt6eTk5OVl8XcWsKhoMxtbt2yGE09bR2bFrF9SSgNACNA0tba0pU6dFbNlCIZOrE6m1NHgCPi4+LiEhgUgiGRoYeHh6dgwOqksyLrWCJ+CfPn7y8sVLPIFgbGTk4eXZMSjI5FeZGoDmDan9yLUTi8WlpaV8Pr+eZdSHTCYrKyurqqpS+ZGFAmFpaWnNhZONxtDIcNLUKSeOn3jz+g3UIhkaGgYFBXn5eB85esTH1zcyPDz6WBSENEwmM7BD+zZ+fgcPH3Zzd9+8MezMqdNNfVJAE2ueoeXDhw/jx/x96eKl6leEQiGbza651DwzI2PyhIk3Y/7Lg6LOysvLZ02fsW/Pnvqvjf/G48ePJ40f//r1K6gpmJqajvl7zNHDh9PS0qAWqXto6NtXryEY1tGRbwYxdvx4CIFCQns8T0jA4TAMTYaTk9Oo0aOb+oyAJtY8QwsKhnE4HKZGTpHHjx5179Llzp071a9UVVW9fvWqsLAAQgIYhrFYbENMZGSzS169esUp40BNxNrGZuToUXt37f6QlQW1PDY2Njo6OlHHju3bs3fi5Ena2ohcA+Hg6ECn06KORR0+eGjKtKm1pPQHWojmGVpYZmZ7DuyvmZtPnhOMy5PWyDICK8KPckNG5c6Gv/sp379FKpXWTDv2PbFY/GezRKjyIdmIsePG/XAWqUQi+aYto9hbU1RLE0deYcWpyndsxOGadoqtvYNDvwH9d27fkZeXB7UwaDS6S7duW8Mj7B0d/NRvRkMdYbHY4M6dwzdt9vD08PJpERMdgWYyjF9VVXU8Koos3yNkIBqNLudwjh45SiKTBg0eTCAQRCLR2dOnpVLZwL8GojGYosKiUydOePv6eCt+yp89eRp9LEogFJw+eYrH5fXu20d5J1XuVXXm9OnzZ8/JZLI2/n4D//qrljUl8mwuly6zy0o9PDwOHThIo9Hmzp+vSEkpn31/4d9/7925W1Zaam5pMWjIEDc3t5rvzc7OPhF9PCEujkgmDRw4kEAgZmZkDBj0lzKBYEZ6xrmzZ7qHhtrZ2VVv9SrP2DF8uLIAn8+POnLUhMns0q2rssDTJ09fvXgR2KHDhX///fzp07KVK5SrNYUCwfXr169fvZabm6tvoN+nX7/27dvXTArJZpeePX367p3bYrEktEcoGo1G/TzvWaPx8vYWi0RbwyNmzZmt3SjLeng8LoFAVIcFH55ent26d58wadIftEp5PB6BQFCHWvj4+nYPCRk3YcIfZCDlcrkq3P+tqTSPWrS4VgsGg3n27Nne3XtKiovlWygmp2zfunV7ZGRurnw7+sLCwl07dyUnJaEUP9ZFRYX79u598fyF8r3l5ZyioiKZVFpcXFxUVKRMTqzcsfjk8eP79uw1ZTK1tLW3RURuXL++5njMt2Sy+/fv79i2bd6cubdv3areH4XD4SxbsmTtqtWKFMUOCXHxUyZMjIuLq35fbm7ujGnTjx09YmRirKerFxkesXTJklOnTlZWVioLfMzO3rt7T0Z6evVbYu/fP3rkaNXXAlwu99jRo3du365uiLx69XLvnj2LFiw4ER0tEApRijMRiUQ7t++YM3NWYWGhk5NTXl7+jClT//3nn+rDcrnclcuWhW3YQCFTLK2sThw/cfjgIQiSqcO9qbWfX2D79hHh4eWcBu+du337dv8+/W7ExEBqgGlqGr418g9Ss1y/dq1/7z737t6D1IC5ufmWyIjqPLB1d+nixf59+j56+AhCsnNnz/bv3Tc+Lr6pT0RdIKbVgsfj/fz8XiQ8T09P19XTS0x8SyAQxBJJclJSq1atMtPTOWWlAe0DlbdIGIbxeHz101NQp04wCjV31uzxEyd0Dwn5ehuFhUIhCo3etXePubm5VCpdvnTZjZiYj9kfLa1+MjcflidOzsvN69Sp87HoaAqVovyIyxcvXb96beXqVf0HDoRhOD8vb/TIkfv37HV2dsbj8TKZ7PTJk2nJKZvDwzt3ke888TD2waQJE8gUsjIeKNdL4vH4mr1Syn6qmlt7yUePajzV4rA4Npvt7Opy+dpVPX195V/Fx8Ud2L9/xKiRs+bMweFwXC531vQZu3fuatuunbI1dvf2bfnGRHNmjx0/HoVCpaelTRw3nsfjQ2oQWiAICu7cSSgShm8JnzFrZoMmhNfX13f3cDc0NISQzMDQ0M3Dw0BFe7s1FSMjI/lumD9JmocUxsYm7p4eOt/thtliIabVAkGQm7sHGo1OTkqWSqXvEt95eHpaW9u8eP4cgqDXr1/TNTSqe5O+p7xro1Co6pu18vE/uHOwcuswFArFMmNJJZKK8opazkEikRgZGQ0fOYKuQVfGFYlEcvfOHStr6+BOnSUSiUgk0tHVDQoOfv36dUGBfI5AVRU3IT7B0trK/2tPupePt5e3t/S7AZLfIpVKqVTqsOHDjYyNq0POo4ePcDhc3379UCiUSCTC4XDdQrrn5+enpqYqq/z06VNNTc3gTp2UF8TC0rJjUEf5JVH1xLM/1j0kxNbWdvvWrUKhsOE+xd7efvnKlY6KrdiQy9nZecWqlTZ2thCSubm7r1i18qfPcwjh7eO9YtVKpOc2bYmtFgiCLK0sTZjMxMS3eXl5aampA/4amJWZ+S7xXUV5+fPnz11cXHV+/uCjDCT/P6wtQ2PQOtr/det/jTo/v8nK5Ps60ul0KpVa/VplpTxlffaHD3/17199oFI2u6SkpCC/gMlkCgT8srIyAwP96r2AcDickbFx1od6TYiSyWREElFT8/8mFGV/+FBeXj55wkQYhZJHCxjmVlWVstmfsrOhNm3kS3nYpTQ6jVqjQWDMZGIwGHUJLAr9Bw6IOnZse+TWSVMm41vYBkoA0DwgKbQQiUR3D/cnjx4nvk2sKC93dXOjUqj3791LSEjIzckdNHjw746CwhAs/+U3KTYj+L9XxGKxsYnJsOHDsVisVCafAIbFYnE4nJniEQaNRuPxOLFYUvNtGAz6+w+u+YpEUqeJZLL/D4QSiYROpw8c9BeVRlNORcMoKB/PlWcikUhqzlLDoDGK66BeBg8Zsn/vvv379k2cPFkdxoEAAGi2oQWCIN/WrS9fvHT1yhVNLS2mCZOAx8MQfP7sOUWz+v9mZP2Q/Fle1cgksoG+flFRUe8+ffAEvPLFN2/eJL17TyDKn7gpFAqLZfbmzZuS4mI9Rbe4SCRS7tRU8zhSmax6NrNEIsn+8OEPbqlMU9OnT56079ixOllIzufPd+/cUTaYUCiUhZXV/Xv3cz5/rh5u/fjxo1gsVrebNwzDY8b+vXPb9gP79o8cM6qWvTsBAFBDSBprkW/Ta21No9OvX71qY2tLppCNjI319PWuXb2qq6vTSjFk8jMwDEskkgoOp/Z1J38Ag8UEdQpOTUmNOnZMKBRKJJKU5OQZU6Ze+PfLvCwMRl4gLzfn5IkTAoFAJBJdunjxwf1YNPq/hot8RgAMP3nyVLlZ/b///PP8ecIfTOJsF9BOLBbv27O3oqJCIpEUFhQsmDd/546d1bUOCAxEoVDHjhwtLy8Xi8XPnjy5dOGCcsIcpGZgGP57/DgOh3MiKhpqjmQy2fWr144dPqLyn8nGJJVKr1y6FB0V1aLS+gLNrdWip6dnbWPz6sULe3t75TQwe3uHSxcuuri6ksnk/18gya2ZF4tpakqhUhctWPj+3fvlq1aiUCipVMrlcsWi//5Vi0Ui+bLKWv+FCIVCHo/3TYMjtGfP5KTksA0bTp88SdfQeP/+vamp6cLFiylfd5Xv2DFo8NChu3fuun71GhqNLikpodPpNZtQ1tbWnbt1O3n8+MsXLzAYtFgsdnZxycyQ76SrLCCTyXg8Xs2RbZFIxON9e7bePj7TZsyIDA+/f++eiYlxelo6Go1esWZ1da5AW1vb6TNnbFi//kXX51paWjmfP5uZm7PZbOXySXWDw+EmTZ0SsWnz2dNn+vbvBzUvEonk1q1bH7OzQ3v1pNPpEDKJRKIbN24UFRX37NWr5r9BoIVDWGjBYrFTpk7tHtK9ekHi4GFDnVycXVxcahYzZbG27txh1qpV9Svm5uYRWyNfv35tY2Oj7GhqZW6+fdfOmjnAgzp1Mje3sLC0+NmnwzA8cvTo3n36frPlF4VCWbhkcduAgOfx8Vwut2u3rh06Bpkw/8v8isFiZs6e7ePrG/csDpLJ2ga0u/DvhecJ8dUBSh72lixu3ab12zdvNTTowZ0643DYT58+MTQ1lQWoVOr6sI2amprVvWRdunaxsbVpVaOOytGUUX+PcXJyevz4cUlJcRs///Yd2tv+/8S5vwYPtraxeRAbW15eMX7CRDt7u7S0NIc67LvcJAh4/ORpU7eEbbp8kVAzvUIz2OkPg8EsX7lCLBYjN64oVwWsXrtWKpG2qLgiT7yEk6+VBn4GVnm6Q6AuFi1Y+Ozpk2PHjxsYGIAr9ktlZWVbwja1bdeuY3DQb12ugwcOLFu8pH3HjoMHD/Zr64/cxdJSifThwwdcLjcgIFA5hodEYonkwf37IqGoXWAAHv9lYLJxlJaWBrfvIJFIjp04qa2j82fdd2g0uqioaMjAASKBYN3GsE5dOuFUGmBu3bgxdszfHYOCtu/aqdojNz51fJprCUQKIK7XkYaGxrQZMzZt3EggEvz8/X/rUmOwmIexseySEidn58YPLVKpVCX52cQSyb49e0vZbA8Pj8YPLTKZavI1SETi3Tt2CUVCTy/PRg4tKoSCYQ6Hc+rkiXaB7ZAeABoOCC1Nw8zMjFtVCX4u605LW2vy1KkR4VvweIKnl2fd3ygUCP8eN27+wgUNfS/j8XilbHZp6ZdfcnNz01JSjJnM6TNm1P++jMNh9x86KJPJGqEWbDa7TF4Ludyc3NSUFHMLi8lTptR/jjqegD8afUzZjQY1JC6X+/W7kMvLzUtNSeFwODVXpP0xiUSib2CwacvmBk0YgXQgtDSNEaNGiEVi8tdxfqAujIyNJk+dui0iEo/HOTk71/2iYbHY6vWqDeThgwdh6zegFYM6RCKRQqEwmSapqWkkkspGIBrhMf/O7dsRW8KVQ1NEIoFCpTKZzJSUFC3VpfpvhDWw169d27l9OwaDhSGIQCJSFbVIS0uTz+tR0UxI5RwilRyquQKhpWkQiSSI2ESfjWSmpqZ/jxu7b8+eseMn1H0z+UboeNRXjJnp6uquXLOawWBgMBgYhmdOn25ra4ugJZ+GhkZSicSIZbpsxQo6na6sxeSJE21tbdVvWe1PGRkbi4QiS0urRUuXUKlUZS3GjBqV9P59Lak2fhfozW5W61oAwNrGZvioUfv37MnKzFSfq2FhYbH/0EGBQLBh3TqpVArD8uSn7BK2gfFv5zNuQja2NvsOHSgtLdscFqZMDc7n8zllHANE5fF0dHTce/BAbm5OZHg4Gi2PK3w+n13CVrTGwKylRoKY0CKVSstKy8o55TUfFiQSSWlpaXVqeiWRSMQuKflmG3mJRJKamvr0ydP4uLjMzP/Wi/z5+UikZaWlXC4XahQymaysrOzbSknli/Zzvi7sl6cIKy3l8/kNeBpSaXl5eUVFbRk8G4Gjo2P/v/7atXNnnmJLBTWho6u7KXxLVWXVjKnT5FdJfp0qWCwWhCgGBoZbIsILC4tmTp9RWVlVVlrGraqqTu6AFCYmJlsiIz9kfZgza5Zy9KiivByHw4HA0mgQE1q4XO66NWtmzZxZWFhY/WJCfPyo4SNWLlte8557++atIYMG34y5Uf1KZmbmjGnThv416O/Ro8eMHDVk4F8zp01Pr99m7AUF+TOnzzh98hTUKMrLy2dNn7Fvz57qoFhVWblq+Yq/BgyM2LJFuTg0LSV1zMhRN2/8V/F6+j5yV1VVLVu8ZPOmTX+wKadqeXh6hPbosTVya1GNn4cmp6WltXFTGBqNnjdrTmpqikwm1dZGXpZ1XV3dTVs2C/n8hfPnp6enQTCkhcBaGBgYbImIKGWzlyxalJGeLpPJsFgMaLQ0GsSEFiKRCMPQg/v309O+7Jclk8kePnjw5PHjmOvXP338WF3ywYMH7969qx54LCsrWzh/wf1793v17r1py+bV69a279D++rVrc2fPqRmlfhefz0988zYnJwdqtCVaWGzNpX+vXr0+deKko6Njj169la+jUCgcDvcH6WF+Jj8/f8jAvyLDw2u+iFWcB6QG/Pz9OwZ1jIyI5JQ1+NZhytwHdSlJo9M3bArT0tGaMW0aiURWq8FekUjEr1stGAzGpohwIpEwe8ZMGpWmVlMZhUJhHZvmWtpaEdsipRLpvDlzNRgMNAarPh1iAqFQ0JAdDE1OLe4RdYFGoz08PP85fz4tNbWNXxtlO+btm7etzFvxePy3b97Y2Mp3reDxeCnJSa3MzKysvozxPnn85O3r17Pnzhk5erTylZDQUCaLtWLp0rt37gwYOPCXHy3feV4m+2ZFt2I5LvaH93GRSATD8M9WgMtkMolYjJJvG/zjuC4Ri2XfLSCnUqlbIiMwaHT1mHBlZSUej+/Xv5+fv5/yFQtrqwOHD/3wLvDDY9asoFQqVY52fvNXPB6vZr4cMoWycs1qGIK/r7hUofZ178q2jgqDX4eOHXlcXmRExMzZs6rT6qicQCBYtWJlYUHB6nVr67JjFYlEWrx0qWILA2X/vlrg8XjLly6rLC9fuXaNcq/r2lEolOUrVi4SLhCJRCpZmqMSVVVVSxYtkoglK1av+iYpxg/RaPSVa9Ysmj+voqIChUI1cVv7q4qKioXzF+Cw2GUrVzTXGczq8nNfF47OThQq9V1iokQiQaPRnz99Sk5O7tW718sXLx8/ftxHsf9VzufP2R+yW7dpXd2E//zpIwzD5hb/l76lW7duSe/e47C/eBbLz8s/e+bMk8ePBQKBk7Pz0OHDlHnyf0gikTx88OD82XNZWZkEAsHLy7tPv35mrf4rLxIKr1+7fvXKldzcXE1NzdCePbp060ao8VSbkpJy+uTpt29eSyRiTy+vvwYPru7j5vP5UUeOmjCZXbp1VU51PRkdLRAIoo5FFRcX9xswAI1G5+flnTl5qm1AOzd39+pjZqSnnzt79nl8glQmbePn99fgwTW3mC0oKDh35syD2AcV5eVMFqtzly6dOndSPmh//vx5944dbDY77tmzbRGRw0aOoNPpfD7/zOkzZDKpV+/e1bebqqqqSxcu3oyJYbNLzS3M+w3o7+3jU/0RWVlZF//9N7B9++fPX1y/ehWDRrcLDOg7YIAmgwGpQvfQEIFAsDUycsbMmURig8y6w+FwDg72HBMTcp1nEhMIhPUbNwoEAvW5KePxeEcHB4FAUPd1o0QScXNEeIPuyfa7CASCYocIuO6zySkUcsS2bQX5+SFdu0HqgUgkOjs74fGEhp4T34TU5ee+LkyYTFNTVkpysnIY+f2799yqqvYdOjg4OiQnJZeUlMjHG1LTKisrnZxdqp8WjU1MhELhkUOHE9++FQgEyrEKI2Pj8K2Rvfr0ruXjcnJypk+dum/PHj19PWNj41MnTsybM7cgP/9n5W/euDl54sTikuKu3bo7ObucPHFi/py5yo0mlU6fOrV44UKJWNy2XTsUCrVw3vyoo0erx04+ffw4a/r0u7dvu7i6Ojo6nT93fua0adUDCVwu99jRo3du31aW53A4xcXFMpmsuKiosLBQmbUiPzdvz+7db968qf7EpKSkCWPHnTt71qxVK21tnZ3bdqxYtqx6XIpbxV26ePG+3Xtt7exCeoRyqyrnzppVPXrE5/Pz8/LFYnFFRWVObq5YLG+7CPn8M6dOXb50qTpPBo/L3bBu3YplS7F4nLevT0py8oSx4y5fvvzfZfz8ed+evXNnzz598oSFpSUGh123Zu22iEgVpvvt3bcPk8ncVSPBs2rBMDxw0KBxE8aTKb8OLTk5OaOGDz986NAfrESRKEANA4VCDRk+bPTYv+sSgD9mZw8fMvR4VNQfLOD4ZkMg1UKj0SNHjRo5amRdbsoZ6elD/xp09tRpeS3U6SaOwWDGjB07dPgwteppbLmtFhKJ5OrudubkqdzcPA0NjadPnhgZG9vZ2RUXFV/890JKcoqOjk7i27d4AsHJ+b+NadsFBPQfMODkiRN379xhMpnyTJaurs4uLg6ODrV8rzKZ7OiRI29ev965Z3dAYCAEQRf/vTBzxoyY69eHjRjxw/K3btywtbXbtXs3TZFt0MrKavWqlclJScpWQkV5+b///OPt67N3/37lP7/FCxclxMUPHjyYqHiKvH/vXl5e/v6DB13dXCEICuzQYd3q1ampqcqtM2EYxuFw1fGya7duKBR64bx5k6ZM7ty1q7IjC4VC4fH46u4mgUCwc9v2ysrK/QcPOjo5yWSyPTt3bVi/vv+AAcoapaenvXubOG/RgoF//QVB0KAhQ0YMHXb71s0BgwbisDgLC4ulK1eMHDrMr63/8pUrv/SVKU4Di8VWV/zOnTunTpycOWf22HHjYBguK50wacKE8E2bPTw89BWb06DRaJFIhMfhd+7dY2RkxOPxZkydeuf27VFjRlfnY64nGIaHDB16YN++XTt2TJw0SblusamgUWgikUT6/fZTRUXF0sVLUDC8cs3qJk/1iEKjiXK/nReHw+EsXrCATKEsW7GigRqRdYfGYIgkEoEkPw2wDKWRISm0yPf7cnM7euhwZkY6i2X65vVrZ1cXMoVi52CPw+Hevnnj5eWVnJxsYGBQMx+wvON72dJOXTo/fvT45YsX9+7ePXf2LI1G69S58/xFC2v2DtVUUVERe+++t49P6zZtvnTrB3Vcs3ZtLbvCTJg8EYfFkSkUgUBQVVmZnf1BJoNqJu3HYDDv372/dPGin78/nU5ftGRxZWUl7usjIQaDraysuHjhXyqVwjQ19fPzOxJ17GePyTAMK3taUCjUz1bkff706XlCQmCH9sotJmEY7tu/H4VKrU6IyWKx9h44YMI0EYlEYpEoPT29vLycQiFXP3IqP0K5vuGHHyGTye7cvq2jo9OjR09lGQ2GRv+BA+bPmfvqxcvOXbsoy6BQqC7duxkZyVd4EIlEKyvrN6/fVFb835Tx+hs2YsSe3bsPHTw4ZuxYqOnoG+jv2L3rD96IwWDs7e0wGIw69KEZGxvv3rf3D96IxWDsHR3JJLI61ELxEy5/kgMaH8JCi7W1jZaW5ts3bw0MDIqLiz085LmkjIyMLCwsnj9PCAoOzszI8PD0/GauJIFA8G/b1r9tW3n3TnnF84T4kydOnj1zRltHZ8GihT/8N1BcXFxSUuzj61PdsiGTyQP++umYPwzDdLrGmVOn79y+nZPzWSaTLwGRb4+M+nJTptJoY8eP37hu/fTJU0hksqOTU3Dnzl27da1uZAQFB8XHx509febYkaNMlql/27YhoaHuNUZNvqF8CqvlWaygoIBTXm5m9l+U1dbRGTJsaPV/0uj0ssTE/Xv3Jr59y+FwsDgcu6TExMSkej/jXz7oCYXC7A/ZxibGDM3/Bk6YTFMCHp+d/eHricpvmjo6OtUFMDhlo0fFc3WwWOyEiRMjt4QfPXz4hy1LNUckEps2KKoEiUweP2FCU58F0PQQFlr0DfTNLSyT3r8nkUl4AsHByVH5uOfh5XX61KnnzxNK2CXuHh7V5blc7qEDB/F43MjRo9FoNAaDYWgyOgYHu7q55eflxcfFVVVV/TBjnUxBIv6/jm9lV/4P5/xUVlYumDf/6ZMn/fr3GzZiuJ6eXtK795ERETLpfzfQwPbt7ezs3iW+e/ny5eOHD1cuW3YrJiZyx3bldB0tbe0NYWFDhg59l5j47OmzC+f/OX/m7MbNm7p0lY/b/wFlFb4ZfpDvVQx/md915/btmdNntDIzGzR0CJPJpNPpmzaGieVzyep601dOhJNPP/v/dazS/59Q12iZTtBo9PhJEyPDw8+eOdO3329sHSYfhJNKCU3dgVNPyqFEpI8MN5Na8PkyxUMt1FIhLLRQKBQXV9ezp08XFhS0atXK7OtSZ3cP98OHDp47fQaHxdUcaIFh+NnTp1mZmV27dzeskayCSCKRyGSRfOrLj+96WlpaDIZmVlamQCjEKxounz9+Wrx4UZeuXX84Xzk9Le3p48fjJkyYPHXKf3vOSyTVd9Wcz5/PnzsXFBzcvmOH9h07TJ85Y/vWbTu2bctIz9DS0hJLxJcvXhIKhP0HDnB1cxsybNi7xMTRI0beuXXrj0OLrq4ulUrJysyofuXVy1fr166dMGliu4AAmUx27eo1KpUavm2rch6agM8Xi8VYLBaG/68ZV0tgwOFwNrY2ly9ezM3Nre6ETHr/TigUWllZQ02BRCJNnzFj48aNWCy2R8+ePysmk8oSExOLi4vS09OTk5LTU1MxGEz0qZPIuhdIpdLEt29LikvS0tKSk5PSUlPJJHLUyRPqM+O5LiQSibwWJSWpqakpycmpKamamoyj0dEIyr2mXHKQ+DaxpKQ4NTU1NTk5JTnF0NDwwJHDUEvV9P2hv8vZxaWysvL9+/dubm7Vsz5atWqlp6/3+PFjlpmZsbFxdWEikdi5c+e8vPyN69Z//vRJOahQUV4RdfToyxcvfFu3pvxkMINOp3fo0OHZ02cxV6+JxWIul3v40KGEuPif7dwFw7AMkpWVloolYolE8i4xMfroMaFAUD3hRyAQHDl8RL6+j8ORSqUSiYTD4dBoNE3FPpIoGPU8PmHNypVPHj8Ri+VHqKqqEomEBorxiT/DNDX19vG9dfP2o4cPxWIxh8PZu2dPaor8J15ZAIVCKTNEyaRSHo935PDhVy9folCw9GtDB1Y0fSorKoVC4c86x4I7dxYKRXt37eJwOGKxODkp+fChQ47Ozs6u/7fvZ2MikkhTp01PiIt/+OBBzRkHNYlEohnTps6fMzf7Q7aPr0/bgACsSlebNg4ejzd54qSFCxbk5Hxu08avTRs/LB6nDoMcv6WyomLC2PFLFy8pyM/3b9vWx8cbh8cjK64ol2aPGzNm1fIVJcXFAYHtPTw9cQQ1Wi3b+JD0dKNka2dLpdHKy8s9PP/r+NLS1raztX/04JGDowP1/5cg9enf73PO54P79t+4EdPKrBUGi/2YnV1ZWdmlW7dRY0b/7CcYhuERo0ZmZmbNnT37wL59PB4vOzt77Pjx1aP6yttx9ZR/K2vroKDgw4cOvX37BoLg4uIiVze3Dx+ywzZu1Dc0cHR0ZJmZTZw0acvmTV2DO7HMzPLz8oqKiyZOmtzKXP6wj0Khho0Y/urVq1EjRtjZ2qJQqOTkZHtHh/79+3/5OJms5scpn/W4XG7NuapSqZTL5Vb3gOHx+GkzpufmfP571GhbW9uioqKysrI58+ZZKhaTwjAc2qPHvTt3xo4ebWdv9/nTZ119PR9f3yePn0RsCZ87fx4ag9HQ0DAzNz95/ET2hw/bd+/U1dWTyWR8Pl8gEFR/qI+Pz6w5c8I3b3744KGevn5qSgrT1HThooXVC8GU51mzX065sr3h5qcqFpNrTJ81c1tkZGFB4Q+jCxaPXbt+/crlK7S0NPv173/+7Lm83NyfxSG1RSKR1m1Yv2bVah0d3T79+kZHRZcrFgZCiEKj09dtWL9+3ToDA8PeffqUskulCNz6VltLa+2G9Zs2hJmYMHv27pWT87nJp/k1LeRtYCyRSJ49e8arqvJp7Usm/7cAOyM9PTUl1dbOlvXdqkaxWJwQH//k8eNPHz+i0RhDI0NXN3cvH+9fzhDllHHu37/35vVrLA7n6enl5+9XPapfVVUV9+yZoaGhtY2N8hU2m33n1q2k90kUKrVtu3aOTo737t7NzMgM7dlD2VCQSCQJ8fHPnj4rKipkMBi+rVt7ennV7Lv4/Pnzg9jY1OQUCIbs7O3bBQRUr/0WCoVPnzzR1NR0cHSszsKS+Patg6Ojco6v/LmptCwhPt7S2qpmMsGC/Px79+6lJCeTyRT/tv4enp41bz2vXr6MvX+/tLTM2sa6Y1CQUCi8cumyiYlxcKdOKMUjfFZW1sPYBxQKpXPXLkQiUSQSJcTH4/B4Nze3mlH5xfPnTx4/KWWzW5mbtwsMUE4GUyopLnnx4rmdnZ3R19Zkenr6p48fPTw8vnkIULmCgoIZU6fevXN3ytSpC5cs/r7Ahw8fFs6fzzI1xWBxWlpa02ZMhxAoPS1t0fwF1rY2YrGYyTQdPxGRo+hJ75MWL1zo4uJcXlFhb+8wYtRI1R6fzWZ36tBRJRsYD+7fD4fDXb95Q/O7pAZv3rxZtmixp493UUGhl7f3X4MHtdgNjL8M9gJAs7Rrxw59bZ2li5f8rEBxcfFf/ftr0uhHjxyRIVZhYUGfnj01qfQzp07JECsvLy+kWzctGv3ShQsqP3hJSYmHfDWyU2Li+/yCoty8gj/4v4LC4sR3Sc72Dp6ubiWKNcvf+/zpc+egYG0Nxo2YmN89yZsxMWYmzL9HjVbOZUA05HWIAUDd4QkEHA738MGDrMxMsxqrnappaWktXbHClGVmb2+P3Auro6O7YtUqC8uj1W1oJNLX11+1avXx6GgLS0sIsYyMjVatWXPm1Kkf/ry1HCC0AM2ZTCaTSqVmrVrt3b1n3ITx33eWyve/srFZt2E9hHD2Dg7rN26EEM7Z1aUJJ4CoioenR82R4JYJYSN+APC7pFKppaVl3/79du3cmatOW4f9kkAgqJl2GqGaRy2A3wVCC9D8iUQidw+Pnr16bY2IKCoqgpCAw+GEdO02e8ZMxE20qamkpKRLUPCi+Qua+kSAxgY6xICWwrd164qKyojw8Lnz5tEVKUTVGR6PHzFy5M9y3CEFkUgcOXq0CVM1eUgBBAGtFqAFCe4U3Lp164jNW8rLy//g7eUcTtyzZ+wSNtTwCATCoCGDOwR1VPniwbKysrhnz0pLy6CGRyKRhg4fpsy0rVpsNvvZ02ccToNvMNqgSopLnj19ptwlpJkBoQVoWbp1725rZ7d967Y/2OEqNjZ21PARt27egJDszq1bI4cNj713F0KymOvXRw4b9vjRYwjJLl+6OHLYsIS4eKjZAR1iQIvTf+CA6GNR2yIiJ02d8ltJwwICA49GR5tb/HRjBUToGBzMMjOzRPIEXwiCunTtam1tbWXdNKnqVCW0Z09HJ2cbJE8Z/xnQagFaokFDBtPo9P379v3WIDmFQnFzd1P/cZra0Wg0N3f3hk6F0NA0NDTc3N0plP/ycSARg8Fwc3cjkX97yzX1B0IL0BLBMPz3uLEoGD6wd1/D7RkMAC0WCC1Ay/X32LGcivIT0dFNfSIA0NyA0AK0XFgcbur0aYWFRWfPnGnkj66oqLgtT2b6HkIyDodz6+bNlOSUpj4RQO2A0AK0aHm5eYaGhk8fP7l86XJjfm5WZtaMqdNORB9XydEyMzMvXrjQ+HNY01LTpk+Zek5FgTktLe3SxYtVlZUQkqUkJ1+5fJnH5UItG5ghBrRot27ePHzw0IKFCxLiE/B4XFBwcON8rr2D/e3791S1pceNmJioo8f09fW9vL2hRuTi6nL3QaxKxtJlMtnVK1fOnz1nZGzs5uYGIZNUKr144cK1q9eYTKaj03/b3bZAILQAzV8tG/r269/f39/f3MLC28dn08YwApHo7+/fCKeERqN1dHRUdbRBgwd36Nixej/vRoPBYFRVCxiGh48Y0a17d1aj1+IPwDD8wy3XUCjUmLFje/fp88NEqC0K6BADmjkUCpWVlVVUWPjDv6VSqZZWVigUSlNLa/LUKZcuXIyPi4PUj3xLt7t3i4uLf/i3NBrN0tISo/a7ZObm5t67e5fN/nE6Aw0NDQsLi1qeA+pDlUkNYFgkEv0soQODwTC3sPizzbARt21zLUBoAZo5DAZz59atB7EPflnS0Mho0pTJp0+eev369Q8LCIXCy5cuJcQnQI3u7t27Y8eMefJYBYvP+Xz+xQsXXr58CTW6GzEx4/8emxD/7eJzgUDA+00cDufK5ctv376t+1tUlegTBcOVlZXPnz//3XPmf/d/ZWWlly5dev/+vfw//39rcKQDHWJAMycSifr27989NKQuhU1NTceOH7d71+5x48d9v9K7lM3evnWbi6uLm7tb/begz8rMir13zz+gXas67BkVEhrq7e1dvQl0fRQXF2+NiGzdurWLi0v9H5PT09IfPngQ2KF9zW2zf6Zv374BAQHf1ILH5Y4bO+59YuIvL2nNs5VIJGVlZTgcjkql1uU8ZTJZaWkpg8GoS+FfnoZEIlm1YuWGdV+2+anrRYS/fUEsFrNL2EQSkUqlwjDM5XL5fH7zaLuA0AI0czKZTENDo/adxrMyM/fv2+fj69vGz8/SymrCpIn79uwdN2Fcq1b/l9NFT19/7/79FCql/nFFvo/669ebw8J09fXqElrIZPIvdy1MS009dPCgn79/69ZtNBgaPytmZGR04NAhOp2mklvYi+fPN4eFMU2ZdQktFCqV8l0kkMpk7OLiwsJCMpmMQqFqbVko/lJZAoYJBIJMJqvTvDgYVm7VDqmE4ropmx31PxiBSJRJZZwyeZ5NGIbJZDIej4eQD4QWoPn75T0Fi8M+evjo2ZOnB/btt7C07NKlc7uAdnt375k6fbqhoWHNkkxTpqrOKiQ0pFOXzrXHvN+CxeFi78fGx8Xv3b3H2sY6ICDQ3cNDV0/3m2IwDJuyfh0G6qhPv76hPXvUvxYUCmXv/v12DvZSqfQXResQIGT/XwiFQrFL2AP79ZNKpfBXf3CSyjdKJBIGg3H81ElNTU1p9Y9WncOWrNaiUqmUQCBg1X7Y7JdAaAEAyNjYJCg4mM/j/TV40N07d6dPmz5vwYK+/fpti9w6Y9ZMXd1v784qgUKjCX802PszLBarQ4cOGAymV98+t2/dmjt79oJFiwYNGQw1JLRCPQ8iU9y1tXV1NDU1G27rMxQKJZFIxAq/DmA/IpPJxGKxTCpFYbFa2tqamlr//Z1KOrFksubRGwZCCwB8Edqzx9JFi02YTLNWraytrLp178ZgMDic8m0RkbPmztHQ+Gn/kloJ7dlj7eo1s+fNTUtJcXBwqOMIU5NThhMUCpWdnb18yVL5f6g2wMCwSCisrKgQSySLFsynUan/tTZ+7zCwUCCorKwUCoVTJ03G4nAqPE8YhoUi0ew5s10Ru6ynJtBqAQA5e3t7Gp1+Ivp4zPXr4ydOUI73dujYgc/jbg2PmDlnNiKS7Do5OxMIhONR0ZcuXpw5axYNMemN5e0WFAyXc8rv3L4tlUobrkfozatX9WkYwRCExmAEAoFKZuvVJJFIBALBiBHDoWYBhBYAkEOhUCGhIYvmy/vBaq7J7xYSIhAIIiMiZs6aRSQS1fxiYbHYLt26rlq+YtCQwW0D2kEIIZMph8blIxloFNrQ0HDZqlXyriHVDbxLJJK83FyVZLmWyWQYNNrAyAititkcSlgcbtOGDS9fvIBVd8ymBUILAHzh6enp7e3997ix31yR3n37Rh+L2rl9+7QZMxpoQZ8K+fj4ePv4jBn7bS3UmyKEKEYZpDKpvoGBfM9jFYYWBXmsUsVIBqyILqodE8LjcSeio58nNMGSqQai7v9OAKDRmLJYB48e+WHwGDx0yMH9+3ft2DFx0iS0ekcXC0vLg0cOq38I/I/s2+lVUqlUJBKpPLSoMxQK9WczC9RWM2l8AYBK1HJHHjp8OBqFPnTwoPpfaiTFFbkvAQTVXCZHASC0AMAP8LjchfMXbIuMrPkgicVix02cUFFeceTQYURctcqKirmz5+zasbPhpvMCwM+AVgsA/IBIJJRIvx3yRaPR4yZOyM3NOXv6NCKumlgklH5XC3XsD1OGcNBqaUaQ1XAGgMZAJJHCNm/+4V+RSKTpM2eGrd9w4Z9/evTqVc8PysrM2rdnj6u7m7Ozi5W1FaRSFCp1S2Qk1PDSUtMOHtjv6eXl5ORkYWn5h0eBlaP4oIHVTIDQAgC/h0gkTp0+fcumTWQKpWNQUH0uH56Aj4uPS0hIIJJIhgYGHp6eHYOD6pKMS63gCfinj5+8fPESTyAYGxl5eHl2DAoyMTGp+xFkMpk8soBWSzMCOsQA4LdpMDSmz5p5++at+/fu1efyGRoaBgUFefl4Hzl6xMfXNzI8PPpYFOK+DyaTGdihfRs/v4OHD7u5u2/eGHbm1J90GIJB/OYEhBYA+BOamppTp0+/cvlKPdcidA8NffvqNQTDOjraNjY2Y8ePR+L3ERLa43lCAg6HYWgynJycRo0e/UeHAcGl+QAdYgDwhwwMDaZMnbI1IhKDwTi7uPzZQWxsbHR0dKKOHbt94+a0GdO1tWtkPEQOB0cHOp0WdSzq2pWrCxYuqCWlfy3JgJtNZkYAtFoAoF5MmMy/x487dvRoWmrqnx0BjUZ36dZta3iEvaODX9u2CP0+sFhscOfO4Zs2e3h6ePn4/O7bv8yOBpGlGQEdYkALxeNxVbLgw8rKatSYMXv37M3KzPqzI3h6eXbr3n3CpEl/sNRRhfvy1pOPr2/3kJBxEyb8bo59FAxLVZHaC1ArILQALdHt27f79+l3IyZGJUezs7PrP3DArh07cnNz/+DtTFPT8K2RRkZGv/vG69eu9e/d597dek0lUBVzc/MtkRF6enq/+8abN29+/vwZhULBMKweURJQARBagJZIX1/f3cP9mx0k68PT07NXn97bIiKLioqgxmJgaOjm4WGgrw8hmb6+PoFAaOqzAFQMDOMDLZG9vb39ypWqPaZv69aVlZWR4eFz5s2j0+lQw3NWgBDO0clJV1e3sLAQDLU0J6DVAgAqExQc3LpNm/DNm8vLy8FlrSOJRKLc8xHMEGtOQGgBAFXq2q2bvb399sitAoEAXNk6kslADrHmBoQWAFCxfgMGsMzMdmzbVl5efurUqaSkJHCJgZYGhBYAUL1BQwZramqO/3vs/Nlzli5eXFVV9X0ZmUx2/eq1Y4ePiMVi5H4HUqn0yqVL0VFR9drJ6ssmk2C0pfkAoQUAVI/P52dkZN6/dw+FQsU/i9uxbfv3d16JRHLr1q1Lly79MPAghUgkunHjxpXLV3g83h8fRDHSApZMNitghhjQ/DX+rotcLvdBbCwWi1XuTXv08BF3D/cOHTt+c1bLV64Qi8WNM52sgeDx+NVr10olUjKZ/IeHkH3JfAzaLM0JaLUAzRwKhUpKSrpxPYbL5Tbah2pqah4+erRz1y5isRiG4YqK8lUrVn7+/PmbYhQKRUOjTum2pBJp7P37169d4/P4kJqhUql0jTpFR7FEcvfOnRvXY/5/joM8tjTc6QFNArRagGYOg8U8jI1ll5Q4OTuTSKRG+1yWGSts0yZtLa3j0cdRKNSHrKwtYZvWh23E4XB/cDSxRLJvz95SNtvDw4NAbOwFhvJWhSoaFRKRePeOXUKR0NPLE4/Hfzn41/2/YBR40m0+QGgBmjmhQPj3uHHzFy6ovpc1EB6PV8pml5Z++SU3NzczPcPI2HjJsmVbIyLYbPb58+dt7e3+Hjv2Dw6Ow2H3Hzook8kaoRZsNrtMXgu53Jzc1JQUcwuLyVOm1H+UHU/AH40+puxG+7+/AK2WZgeEFqD5w2KxDZ1K5OGDB2HrN6AVgzpEIpFCoTCZJklJSUQicdqM6SYmxmtWr05JTtmzc5e3t7fTHy2hb+igAkHQndu3I7aEK4emiEQChUplMpkpKSlaqkv1j//5FwHGWpoTEFqA5q8RcgPrGxhAEKSrq7tyzWoGg4HBYGAYnjl9urW1NQRBHYODTVms+XPnPXzwYPmSpfsPH9LU1ITUj6GhkVQiMWKZLluxgk6nK2sxeeJEW1vbxrjxg4H8ZgR0bgLNmXKEoBEyiFhYWBw8clgkEoWt36AcmRCLxaXsUiMTY2UBSyurPfv3Dfjrr2fPnoVv2gypJRtbmwOHD3HKyrds2gwrCIVCThnHyPhLLRoCCoWSQlLFUItcw30QoELi/ycUCrMyM4VCYXUB0GoB1JFIJKrXEjwFNAolEomU/wyEAmFD9+hrMBhr1q9bumjx7BkzFyxeJBFLOByOvoGBUChUNpsYDMaGjRuMjY2OHTnq6OTUs1fPr4sF1Yi2js66jeuXLFw0b/aceQvmc7ncyspKPT09oUDQEKcKwzCfz5dJ5WP5Ar5AwJfPf1OTHWiAH3r75s2xI0drTneEYaiispJCIu/et7d6lgoILYDaKS8v37h+fVpKKhrze5tKfQOFQufkfMZisTHXr6ckJytea9h7FhqNqaioeP3qVWpqColETk1NXbJwERaDUW7QqzwlmcLK5cv//eefRjilP4BBY8o4nDu3byclJeHx+LS0tPlz5yk2+FL9qcIQLBKLS4pLJBLJjGnTxCKRYq52hVQqRaPRandpWryiwsJlS5Y+evgQhUIpl20JhUIUCoVGoV3d3Wp2D4DQAqid8vLy2Hv309LSqFRqPZOgYDAYEolUXFyUn5cHNQoUCkUgENLT0mUyGRaLfZ6Q8M0zOAzDOBxOJpM9ffIEUldoNJpIJKampChrkRAf33AtCeUFwWAwr16+5PH5WAxG2dYE1FB8fPy7t2/NWrVydXV9/OiRgaGhu4f7i+cvPn361LtPH1KNZbMgtABqx8DAIGLb1p07dhobm7Tx9xcKhWDuUEuAxqCfJyTs3bULZNdXW3m5eQKBIDQ0dPa8uaOGj5BIxGvWrcvIyJjw97j8/DwUaLUA6gyNRru5u69eszoyIpLBYFhaWYklEhBdmj0MBiOR1HeADWhQKBRKmfANh8OxzFg3rsdkf/hgbm5u72B/8d8LQ4YONTYxUZYErRZATekbGAwcODA6OnrazFnybncwtNvcSSQSUY0pRoAaMjI2IhAI/5w7z2KZGRkZsdns/fv2e3p5vX37RiAQVFRUVJcEU/0A9eXs6mJoaBj37OmfJUcBAEC1PD09vX19MjIybt644eziSqXRjhw6NHPatKT3SYaGhrp6etUlQWgB1Jqzi3P2hw8SiaSpTwQAAIihqblqzZop06ZaWFh6eHiMnzBBW1sbhUKZmZmNnzhRS+u/rA2gQwxQazo6Onw+X8DnY7BY0CcGAE3O1NR0xapVYrEYg8GMmzC+R6+exUVFBoaGNeMKCC2Auqsor8BicVgcrv4rKAEAUPkeSPoK3xcAHWKAWktKStLR0VEuzgIAQH0UFhTm5ub+bBES6BAD1Fd6evq7d+/GT5oM1tABgJqQSaXXr12/eOFCVlaWrp7e8hXLL1646Ojk+M0mqqDVAqgpdknJnl27unYPYTAYoDcMANSBRCLZvWvXtClT/jl37uWLF9kfPghFovv37k2eMOn6tWs1S4LQAqij3JycDevXu7p5Ojk5gyYLAKiJ5OTko4cPi4TCoOBgH18fGIbxOJyNrU05p+zo4SNVVVXVJUFoAdROelpa2Mawtu0Cgzt3kkjBtGMAUBdvXr3Kz88P7NBh266dbu7uEokYTyBMmTrVysY6PS0tLze3uiQILYB6KS8v37Nrd9fu3X1atxaJRGDCMQCojyouVyKRmrUy09DQUCbCRqNQGgwGiUSWSCTiGuvPwDA+oEZEItHBffsdnZ3d3T0FQkFTnw4AAP9HX0+PQMA/iH3w8OFDHp8HQXBxScmd27fT09JMWSxNsGQSUE9J79+XsNn9/hokFIFcUgCgdjw8PW1sbOPi4qZOmoxBo6u43DkzZ33IyqqoqPBv669dI7SADjFAjbx+/draxpZIIoF+MABQQ/oGBouWLvH08iouKvr8+XN5WVlCfLxQKOw3YMDY8eNr7j8NOsQAdSGRSPLz8lv7+YOMYQCgtrx9fPYdPBD39Nnr168EAoGurp6Lq4uHpyeJRKpZDIQWQF3IpFLlnoYNvIc9AAD1oq+vH9qzR2jPHrWUAaEFUBewYrdtLpcLNhkEAPVU3VP9y3+kYKwFUBdoNNrYxDgzI71mjy0AAOrjzu3bE8dPWLp4SWFhYe0lQasFUCNOzk5HDx+tqqoCe3+1QCiFpj4LoDZlZWWXL17U0tYaPmK4rq5uLSVBaAHUiLW1jY6u7v27d9t37CgEe9m2MBgMhsvlNvVZALXp1Lnz8JEjzp89d+Gff4cOH0al0SBI2TMmQ6FQODy+upsMhBZAvQwdNnTdmrW3bt7klJXCdXuGheU9vyj5PIDvxv9hBUj2g79qWrWcM4IoayGT98DL6nUQFEqxtFtWyi4FI23qLOfz54L8AgiC9u7Zc/fOHSqdBitCi0QsNre0XLxkMYlMVpYEoQVQL1paWuMnjJ8wdlxaWlr1dkO1QKFQaAymqrJSIpGQ/n9BDAzDYgUMGo3+yaHQCiKxWNaIW43BMCyVSoVCIRqFwuJw9V/E86UWjZsX579aoNHYP90DFIZhmUymbKHicDhlXAHRRW3l5eXdvnWLz+Oh0OiEhITqlORikbiEzRaLxdUlQWgB1E4rc/PI7ds4HM4ve97RaLRAINgctikjPX3dxg1aWtqQMrHRF/DVq1cO7tvfLSRk6PBhPzxC9ofsly9fBgYG0DU0oEaUkZG5eeNGH1/fYSOG1/9omZmZiW/eBrRvT6NRoUaUkpwSvnlzQGDgwEF//fFBKioqpk+dhkajt27bmpOTu3D+fCqVikKhENyaa75MmMy/x47l83mKNvd/JFKJsYkJHo+vfgWEFkDtoFAoO3v7upSsqqpatmjxu8TEdRs2dO3W7fsCKSnJUqnUyNjY28fnh0fISM94+uRJ7z69Pb28oEbk7eMTHBxMo9FweFz9j/b+/ftnT5/2HzjA2cUFakTePj5du3Wl0en1mXbB5XJRinaPn79/Wlo6BEFgU1G1ZW5uvmDxorqUBKEFQKrcnJzZs2bdunFz6PBh3UNDflhG2UKvpYMlpEeop5cny8wManTaOtqqOlSfvn39/P3NWCyo0Wnr6NTzCAKBAJJKIUW3mLJnDKT5aQbAVD8AkV6/ejV2zN93b99xdHKaN39+LU/NKBQqKyur6CfT8KlUqqWVlfo/Jhfk59+7e7e4uPiHf0uj0SwtLTFqX4vc3Nx7d++y2ewf//WvVuEB6ozP59fcDRa0WgDkuXvnzoqly9LT0+l0+szZs3X19GopjMFg7ty69aBTp959+9Tzc4VC4Y2YGH19Aw9PD6hx3b17d+nixZvDw0NCQ+t5KD6ffyMmxoTJdHV1hRrXjZiY9WvWbt2xPbhTp/9elc8vAwMriFFVVXXvzt3Pnz9Vf2ew4sWK8vJZc+ZQqF9G+0BoARDm2JGj4Zs3l5SUoNHoAX8N7Nb9B0MsNYlEor79+/+sx+y3lLLZ27duc3F1cXN3q//ivqzMrNh79/wD2rVq1eqXhUNCQ729vY2Mjev5oRAEFRcXb42IbN26tYuLS/3nYqWnpT988CCwQ3tTU9NfFu7bt29AQMDPagEmhqk/Pp+/fMnSs2fOSKVS+VQLmUz5B5FQ5ODkOAO0WgAkkkgkO7Zt3751q0QshiHIxs5uytSpv3yXTCbT0NCofZw5KzNz/759Pr6+bfz8NDU1f1ZMT19/7/79FCpFJYvG37x+vTksTFdfry6hhUwmm/2qWFpq6qGDB/38/Vu3bqPB+OmENyMjowOHDtHpNJXcyl88f745LIxpyqxLaKFQqdVPtQASvXzx4kZMDAqF0tTU5HA4dDqdSCIVFhQQCARvHx88gVBdErRaAGQoKSnZvDEsOioKjUbLx0hotLnz59dxDPmX/S1YHPbRw0fPnjw9sG+/haVlQGCgh4eHvoH+9yWZpkxIRUJCQzp16azClDZYHC72fmx8XPze3XusbawDAgLdPTx09b7NxgHDsCnr12Ggjvr06xvas0d9aiFTfkHKxa3/N3ccUDupqamcsrJefftMnzFz6uTJmpqMHbt23b17d/XKVbZ2tjUnH4NhfAAZbly/fvLECTQarVwIOfCvvwICA1R1cGNjk6DgYN/WrdeuX2dmZrZg3rxrV6+q6uA/g0KjCQSCCrNmsVisDh06tG3bdvW6tYZGRnNnz7518ybUwNCqqIUMkikaUGAYX90JBUKZ4ifNlGXayrxVZmYmny/o1r27i7Pz0UOHS0tKqkuC0AIgQ59+fTt17iwUCkUikYuL6+SpU1WbyjC0Z4/ExEQTJtOsVStrK6uevXtBCBTas8erV6/Mzc2ZJiYODg4qGWFqDKCtghBa2loYDOb+vftvXr8xMTEpyC+4eePGx+yP5RUVBQUFBTXmYYIOMQAZUlPT9PX1p8+ccfb0mdlz59A16Ko9vr29PY1OPxF9POb69fETJzAYDAiBnJydCQTC8ajoSxcvzpw1iybPHogYYO6x+nN2cTFhmty/d2/Xjh1dunaVSqXr1qzR1tHJyEg3NjKuTiAGWi0AMmRkZBw5eHDo8GGz5849f+Ff/3ZtVf4RKBQqJDRkc1iYjY1NUHAwhExYLLZLt64b1693dXNtG9AOQggw+RhJq/EXLfL09ERjMH7+/sGdOhUWFr55/RqSynr07GlcY+4faLUA6q6oqGjv7j0DBw1qZW4OQZChkVEDfZCnp6e3t/ff48ZCSObj4+Pt4zNmLHJq8bU3DEw+RoROnTu7uLpWlFdoammuWL0qsEOHvNxcc3PztgHtavZRg9ACqDUOhxMZHtG1a1d3jwZfpWjKYh08eqQu6ZbVmYWl5cEjh5FeC0Cd6Sko85T3+clKZDCMD6gvsVi8c/t2N3e3dqqbDFa75nFHRlot5MvulJOPwXB+swFCC6CmRCLRrh07DI2Mevepb4KW38XjchfOX7AtMrJmTiTEqayomDt7zq4dO5E0koGcMwVqB0ILoKZOHD8hlcmGDB3aJJ8uEgklUgmEcGKRUKr2tZD9t2ElWNfSfCCr4Qy0FBf+/Tfn8+dZc2Yr1943MiKJFLZ5cyN8UFZm1r49e1zd3ZydXaysrVR7cAqVuiUyEmp4aalpBw/s9/TycnJysrC0/IMjyBTxRbkVLtA8Q4tyM1EUDGP/P3ODSCSSSCQ4HE6169QA4Hv3795LiIufO3+eCpOgqCc8AR8XH5eQkEAkkQwNDDw8PTsGB9UlGZdawRPwTx8/efniJZ5AMDYy8vDy7BgUZGJi8ictF6C5+DZOFBUWDujbb+XyFd+8vmrFih4hIUlJSY14bkBL9PLFi6tXr0yaMpmKqOV+f8bQ0DAoKMjLx/vI0SM+vr6R4eHRx6IgpGEymYEd2rfx8zt4+LCbu/vmjWFnTp1u6pMC1KbV8uL587i4uFJ2aUZ6Oo/H27F9OwaNlimeJPh8wf2790pLS3lcXpOeLdDMpaWmHj8WNWHyZH0DA6hl6B4aunDuPAiGdXS0bWxsxo4fDyFQSGiPFcuW4XAYhibDyclp1OjRv/V25UQDMNbSPEPLo4ePNq5fD8MwDodLS03duG69/FVFRlJ5Un6JhGlqWkumbgCop/z8/H179w4eNqyV+a+TzDcbNjY2Ojo6UceO3b5xc9qM6draWhACOTg60Om0qGNR165cXbBwwe/eKBSZjxvs5IB6+5id/fz581piv0wqY2gy2vj5VW/Y+l9oodFpxibGErGEzWbjCfj/y6Ekg/B4XN/+/RHXCwwgRVlZ2fatW0NCQlxcXaCWBI1Gd+nWbcG8ef0HDvBrq/oENo0Di8UGd+68YumyIcOGevn4/N6bv8yNBrFFfT188GDKpMnKOTUwDMv/IJOJJRKZTIZCodBotEgocnZ1Of/vP1g6/dvQMnjIkAEDBnz8+HHs6DEOjk5rN6zDfY0/MkWGpZq5+AFAhfg83o5t2719fPzbNV7aKx6PSyAQ1aETxtPLs1v37hMmTfqDpY48Ho9AIKhDLXx8fbuHhIybMOF3J/WhvpZXh1oAP0Sna9ja2sq3tEDBEokkLzdPJpMZGhqSyWR2aWlBQQGNSrO2tq75A1zjTwqmLFbEtq0UChVZOVMB5JLJZHv27GGxTOu/63vd3b59O2LzlslTp3Tq3BlqakxT0/CtfzJL+Pq1azu2bps5Z05g+0CoqZmbm2+JjPiDN967e1coFIKwos7827W1trGGYFgsEm2L3Mop40yZPi0gIIBEJpeyS49HR58/d87F1ZVIIlW/5dunJDwe7+Lq2uhnDrRchw4cwKAxg4cOacwP1dfXd/dwNzQ0hJDMwNDQzcPDQP8Hu2EiiJ6evnxJA1iHr8ZoChAEPX38JPb+/TZ+bUaNHq1snhoZGU2dNvVBbOyFf/7p3be3lpb2/4UWkUjEreLi8DgsFltUWIjD4TS1tED7FGho/5w7V1RYNHXG9Ebuare3t7dfuRJCOGcFCOFs7eQ9LU19FkCdvHv3jsPhSCRSiURS/a2JJVJYMQ2nqLCoOrR8WddyMybG29NzzapVxcXFgwYMXL1yFYgrQEO7eePmy5evJk2dQiQSwdVusSQSdU9FA1TT0tIkEAgPHzzYGhHx8sXL5OTkx48er1+z5sOHDzQareZatC+tFolEyuNyY+/HCviC4uLi169fr1m5quajhFQqpdHpAwf9pa39JSgBQH28eP781s2bc+bOoVAo4Eq2aDKwFRhiePv62tnZPXv2bGtEZHRUNJFILGWzy8vLUShUh6Ag/Rp9s19Ci7mFuZ6+fnpaWmZGBh6Pz8rM3JWcXLPzUywWG5uYdO7SGYQWoP5SkpNPRB+fMm2qto4OuJ4tnDKBGIAIBgYGq9auCduwMT4uLi8nR6YYnjc1ZfXo2WP8pIk1WyNfQouVtfWSpUtPnTqZn5eX/SGbTCYbGhnVnLMhEUt09fRwYP7x/9g7C7gotraBz2wXLN0sIC3dqKCgggm29712d2F3YKAiit2NdfV6bQXBABM7SUUUURCWWGB75/3tDq6IiqsusLOc//t9XljOnDlnZnaec54E/DEfPuTv3rVr4JDBrKYdJoUgSPzFS58KC/8e0B9rFVa+IJFILp4/X1pW9ne/fr+ZYBANxQfJCTGCi6vr5m1bXzx/npeXh0gQHV0dc3PWt8lVqx9oAoEQ1i28c9cuOa9fjxg23MXFJWr1qq+SA8rC8uWRlgDA71HCZm+M3dCzZ09XV9cmfg3FYnFiYuLb3NzwHt2ZnwPNMIdQKExISPj0qah7jx50Ov03egB7FsyhoaHh36JF3W2+Wivh8XhzFit2w3oGQwNowAFKh8/jb9y4sWVAK/+WLRvy8qrmnoBAICyOXCISibArV9BwhWUrVkjEkt+TK18SiCl7YIDGBcS1ABoIvkCweeNGOzu7rmFhDXnRcThcWlpawqX4gNaBtBohXaqA4gs4iVhy40ZKVVVVUFAwhUqBVAkNDQ0FW4rE4pTr14UCYZvgoFrZPYBLKobIe5d35/bt58+eUaiUwUOHZmVm2traGZt8lVL2h6s5kUhU81cEQT5++KClra34YwQA1CRu/34qjdr3r78a+LIQiIQbycns4mJXN7eGFy0SiUQpJY5EYvHO7TtK2Gxvb++GFy0Igijl1S8WirZt3ioQCnx8feSipbq+MgjHxwi3bt6IXBz57OlToVDo4OjYrUePDbHrRSJRzLq11jY2dYmWd+/e7tuzLyM9XSwRy+q+SZ8qHo/P5/FiN24AogXwGxz/55+SkpKIadMavpScgC8YOXr07Llz6jsJHpfLLWGzS0qq/8nPz8/KyDBjsaZERPz5e5lEIu7auwdBkAaYBZvNLpXOQkr++/zMjAxrG5sJEyf+udKKTCEfOHQQVaPV+hNQiGGC/Pz8FUuXP3n8mMViSSQSND2YJlPz3OkzmzduWh2zRq58ri1a+Dz+6qhVJ/75B5FlM8XhcAKBADXDsCwswKYV8BtcTkh48fzFjFkzGyvomkgkUij1u9K/kZISvXIVXva9olKpDAaDxTLPzMyi0X7TAvEtDZAf9kpSUuzadejbgUqlMDQ0WCxWRkaGrvJS/ZO/vREg8TF2eHD/fkZGhqubW+SypadPnUpJTqFRqSNGjnz88NH9e/c+5H8wZ5l/X7RkZ2fdunVTV1+/VUCrZ0+fQRAS3LZtdlb2o0cPw8LCmk6BJoCyuHvn7pWkK9NmTP9tM++fU61yqU/Qr4aBgUHk8mXa2toEAgGG4alTpjg6OmJoQWZiYioRi00tLRYtWcJkMtFZTBg3ztHRsf62FWhci0xBAlB1CgsK+Hx+q4AAP3//i+cvSHVaOJynl5c5i/X27duKCo68ZW3txMePHzkcjp+f38bNm0NCQ8gk8vQZM3bs3uXr45uXl/e5sgIAoBBpL1+e+OfY2PHj1D7S1sbGZtfePXw+f1VUlEQigWFYIBCwi9nGZqYQdnBwdNi5d3dJSWlMdDQsg8fjlZWWGddrHs9qW0s9ngGgLGg0Gh6Pe5OTU1JSgj4heBwuOzv7fV4enU6n13BLqS1acDAOhmAYJ601aWlpWfSp6OnTp0wm079ly+vXrj199lRpYwSoO3l5eXt27xk6fDiLxYKaAPoGBmvWra2sqIyYNLm8vJxTzuFwOJaWlhCmMDY2WRu7rrDw09QpERUVlaUlpVWVlfVaA/CzPgzIFgzg7uFhbGySlJg4esTI+/fvV1VWbVi/YcrEifn5+c4uzjUTvdQWLcYmxppMzZspN9avW6elrS0Ui+IOxl04d/72rVtCobCspKzB5wLAJEVFRZs3bOzVq1dzJyeoyaCrq7t6TTQej581bUZmZgaCSLC4XTMwMFizNkbA482dPTs7OwuCId36nAXwEMMQ9vb2Q4YPo1AoKdevP3zwoLCwcNf27S+fv7CxtR0+fETNKPvaosXGxjYktENxcfHZ02dYFixzlvnFc+cnTZiQfP26to42y6JJLD8Bf0hlZeXmjZuC2rb1b/mTkF2sIBQKuVyuIi01mcxVa6J19XUjJk+m0egqVZtVKBTyFJuFtrb2mth1VCplesRUTQ3NrxJzKB2gZscOODx+5KhRW3ds/6vf3x6enk5OToFt2oweN3bX3t0+fr41W9Y24xOIhOkzpxsY6Oe9y2vWrNnkKVNWrogqLCjQ09MbPmKEvb19w04EgD3EItHWzVscHR07dOwAqQV8Pn/pksjCgoJlUSsMDAx+2p5Go81fuFAkEpWw2aqTCIDL5S5euKiivDxyxXJd3Z97fDEYjMVLIucJ5giFwnp1GUcVYjjsODs0cWAYbtuuXdt27T59+iQSCjU0Nb8b+fud515HR3fK1KkikYhAIHQNCwsICMzLy9PV0zUG7mGAn4EgyK6dO5lMZt//NXRoZP1BIpGcnZ3KzM3pCnsSUyiUlatX8/n8ho/j+RFkMtnF2ZnP5yseN0qlUWNi16HhB/UI2LVgE/0605b/cEklX21paWtpaWvVw8AAasg/R45VVFROnDwJUiNgGP5fv34KNn7//v2CuXNbBwUNGTr0V7VhaFGseor+weFwAwYPUrDx29zcBfPmd+jYod+AAb8xCxiGFZepUskiy377S2cBNApv3rzZv3dvq1at2oeGyj8UCYXbt23n8/kjRo1E6xzXJVoAgF/lwvnzGRnpM2fPql/VvGqDx+GpVBrt1+tmcjichfMX4GA4cvmyRowBQsHh8VQpv5wXp6ysbP6cOXQGY9GSJYoXDwUxDSoOgiB5eXlsNvvRw4cH9u0vKSk1MDL67DUOs4uKDu7fj8fj/9fv77pES1VV1cXzFx4/fsTj8uTRXhKxWFtHZ+To0QaGP9c1A5ogt2/dvpGSMn3mTErTrkZsZGy0edvW3ziQQCA4OTUnEAiqoEMzMzPbtnPHbxxIJBCcXFzoNPov7FqqQyYBqotEItm9c+d/J0/KCuvgLsfH30hOlse6CoXCkpISR0dHco01ZW3RIhAIVq6IOrh/v0AgEIvE8vWEUCQyZ7H6/u8vIFoA3/Ls2bOTJ05ETJuqo6MDrs/vQaVSR4wahfWrR6PTx4wd+xsHYihnQdOEU84pLCwkk8gEAqGqqorD4VQvB2S6TAqVEti6tXaNr39t0ZKVmXnx/HmJRGJhYWFhaSlT+0qli1gk1tPXpzX2Ph2ggrx9+/bAvv3DRo4wMcVS5HlN+Hw+IpFgfb8lnQWC1He2NOUDMh+rPDgcbuSoUV3Cur54/nxD7PqOnTrV8tOhUqlOTk41t6qE7yZ6sbKy2rZzh42tbc0//ZJpDtBEKPr0acvGTf/7+3/SNFPYAZEgz58/Lyr6lJ2dnZ6Wnp2ZSSAQDh07iq33skQief7sWXFRcVZWVnp6WlZmJp1Gjzt6RHU8nhUBZKdUfWAYdmjuKP0/BweJWOLt69MqIKDuQ2o/giYmJlQazcDQwKpZM2w9oICGp6qqauOGjW3btfPy9sbW9RcKhRGTJ3HKOSEdOvi38DcxMbmXmtpYiZl/Gy6XO2HceKFQGNohtFWrAAN9gxcvX2Bu/VddZRIoxLCAianp5KkRirSsfgrFYnGFDFNT085dOmdnZV84f57NZlfUoKqyUiKR1PPIAZiBx+NtiF3v5uYaisHQSCKZuGLlSn0DA11dnT59+1pZWZmZmRGJRAhT0Gi0qFUrtbW19fUNevXpbW5hYW7OwpxoAXEt6gGPx6spIKr3Jenp6VHLlgv4fBwex63iVlRULJq/oJm1NZlMQhWhYrFY38BgwcIFpmZmjTZ2gCqxd/cePT29nr16QRgEhmBfP79NW7fMnT177qxZBCLJHIM5NGEYbhUQsGHTxnmz5xQWFohEIharHvNI1i9g14IRKisrr125mpf3Tu4yDss+5JSXT5sxg/G5DHG1aCkrK0tJTq6qqkINKkQisbKysqCgQF7oQiTzEKuqqmqUyQBUjUNxBwUC/phxYzH9RrC0tNy4efPEcePiL8XHbtwAYRMbW9tN27aMHTX6atLV7bt+x2O4cQHB+BiCx+MtXrDwxPHjaGVuBEHQH4QCobOrS8S3uxZTU9Ox48cLBYIfaTwlEglTi6mtrd1QUwCoLufPnXv9Kmf6zBlqoB/X1dVduGSJhaWVE5YzNOvrGyxZutTG9oC9gwOENarDIzD/KDUJHj18mBAfj8PhdHR0ysrKmEwmlUYrLCigUCh+/v41S4hWixYLC4vZc+c03oABmOFGcvLtm7emz5ypeKy1iuPg4BC1aiWEcZycnVeuXg1hFlCvBRNkZmaWlZb26N1rSsTUSRMm6Ohob9669erVq8silzo2d6yZEwhrFj9Ao/L0yZMzp0+PnzgRpJVrAPh8vlAohNR9FqBeC4YQ8AWITJNsYWnRzLrZ69eveTx+l65d3d3cDuzdV1JcLG8JRAtAUd7k5Bw8cGDEqFHGJtI68IB6paysLKxzl+kRU+X2TixSXFzcKSR03uyfa0R+SR8G1wBSfWAsDFIxdPV0CQTC9WvXnz55am5uXvCx4HJCwtvct+UcTkFBQUFhobzlV5ErEonk5YsXNBq9mXUzafaOp09P/nuysLCAxWKFd+vu2BxLMXEA5fLx48etW7b83a+fHajZ0yCQyeQhQ4caGhpCWIZKpQ4dPtycZa6suBY02E7A56P5lYkkEpFEEgmFShfAMAwrpU9YhgTL64OauLm7m7PMr1+7tnXz5k6dO0skkqjly/X09V+9yjYzNauZruWLaHmflxcTvebsmTMR06aOmzDhyePHE8aNe/3qNVq45dTJ/6LXxgQEBjbSjACNCae8fMumTR07dfL08mrKd6K8rCw9Pd3GxlZHt95TpVEolH4D+tdHz6WlpZkZGbZ29tr1XyyDRqMN/Gkm/+pELz/vjUAg5OXlXb506eaNG4WFhRQKpbmTU+euXT29vJQlCVBgGMbj8RIZf9IPHo+/kpiYlZXV96+/tLS11SAu0Nraes68eevWxOAJhIDAwNAOHU7++29+fj6dRuvWvbtZjdCUaoVYRUVF1PIVx44eRf2PIQg6cfxEzuscDQ0NX39/c3Pzt2/fbt+6raKC03iTAjQOAoFg86ZNnp5ewW3bNvF7kJycPGzwkMTLCRCWuZKYOHTQ4ORrVyHV4ieyhUgkPnn0aNK4cdGrVpWWljo4Ouro6l48f37cqFGHDx5UomYMj8e/ycmZPXNm0uXLf5igAYfD3bp583BcHIfDwV4o6w/o0LHj/kNxUyIidHR1lixbunHLloWLF2/Zvn3shPHfySH25NGjpMREDQ3Nfv37hXfrzmaz79+7hyBIpy6do1atevjg4djRo589ffryRZrv1wWQAeqNWCLZsW2bsbFx9549GnssjU9QcPCBQ4esbawhLNM+NNTSysr26wyBjYh0t/GzDQcej8979255ZGTeu3fLoqI6d+2Kasby3r1bsmjRxvXrbWxtWwQEiEWimtsOVDCIZdTc0+BkiMVitA0iq7qN1mFD90aVFRXXrlyxtbEhkUhcLrd6DASCdKwIQiAQJBKJSLFzEQgEEomEDZuQwhjKQH33e/X+ftB0tWjJysoqLysLbN1mxuxZVCo19e7djx8+kMnkkJBQCoXi7OJsZ2f34P79vHfvgGhpUhw6eBBBkP4DBzT2QFQCBoPh6eUJYRxNTU2VUmxKJYv0df/Dly/6Xo6/dOnFixeTp07t2bu3RCJBX9/WtrYTJ0+eMnHi1atXff39UbUYHo8XCoX3UlMfP3oEQZCXl5eHlxcOh0P1UTAMFxYU5ObmOjo6ZmVl3b1zh06jtWrd2traWiwW43C4jx8/Pnr0CAfDb968uX/vnoOjI4FAEItEz589Y9DpOnp6iQkJhkZGAYGB6LkEAkHq3buPHz3C4XBe3t7uHh7yc6kfGenpjx8/ptMZbYLaaHwOvK9LtHA4FQiCmJiZosEKL56/KCstMzAytHOwRwUvjUaTSCRq4AoJUJxTJ0/mvXs3feZMAgFjybUAagaXy71186a+gUGHTp1QhyP0cwGf7+zsvGf/fnQngcPh8Hh8WVlZ7Jo158+dMzUzQxBkz86d3Xr2nDh5MoPBkEgkBAIh9e7dmOhof3//Bw8fMmi0ok+fdu3YsTAysn1ICA6He/7s2cF9+yqrqhIvX+ZwOJHLl5NIpEo+f/3atWQyWSQW30xJGTlqVOs2bVDDVUx0dPyFC2bm5hKxePeOHT179x4/aRKdTldL6ZKamjp/zjxTMxMnZyeFRAtDgyGtQ1lcjCAIDMPPnz/n8XnW1tZGRkao9TL//XsSiaQFovGbDMnXrz948GDajBlNuRoxoMGi8esAh8Nxysvz3783MzXV09OTa65QZRoOj7e2sUEzjqC7ln+OHDl75sz4SZO6hoVBEPTfv/9u2bTJ3Nx80JAh8tf9p8LC58+fz1+4sHnz5q+ysxfMm3fsyBE/f38NDQ0fX9+I6dOjli/v1r17vwEDKBQKukNCEOTmjRvtQkJ27N5taWUl040hRw4dunju3KQpUzp16YIgyInjx3ds3cpisfoNHKiWoiUgIMDd3S0jIyMjLc3KyurnosXOzk6TyXz44MHO7dvpDMb1a9fweLy7hzuDwchIT9+9c1dmZqaFpaWdnV1DTQHQmDx88ODcmbPTZ87Q0qp3J6KmCYfDSb1718TExLF5cwizlJWV3UtNNTdn2cvUG/UXjc/n87lcLs3c/LvZqeUvcRiGi4qKzp454+3rO3DQICKJBONwA4cMuXP79plTp8K7d69eaMskUN///S8kNFQkEhkYGnp4eqanpXHKyzU1NZlMpoWFBR6PNzAwsLSykttaRGKxGYs1dcYMW1tbHo+HyOTTubNn/Vu06D9oEIFAgHG4wUOH3r19+9SpU13CwxkMBqR2MJnMoLbBb3JylixafPduqtw5XiJBDA0NwrqFy1ei1aLF1c0tqE2bM6fPRC5aAuNgsVhsYmLStl07sVi8ITb2xPETBAKhffv2rDr90wHqwatXr44cPjJm7BgDjAdVKEJubu7jh4+CgoOYDStEc17nREya3L1Hj8jly/68t9evXz9/9iy4bdu6dRRKJysza8rESf3695+7YP5vd4JIUOfjukQLnkAgEol8Hk8kEn3rtSUSiVBNFw6HKywo+PjhQ6cuXaTxLiIRDMMUCsXFze3kiRMFHz8ymUzZGSVUKtXSykokEgmFQjweT6NS0V0IKqhQE71YLJbb6qXIau/q6upyuVz0dAUfPxZ++NCjRw8ikSgUCmEYptFoLq6uZ8+c+VRYqKmpCakdT58+3bxxE6+KW8xmb928WS7URUKRp7dXSGhIbdGioaExf/EiLR3t69eu83k8fX39oSOGe3l7c7ncqsoqHV3dbt3Cx0+cKPWRUAEQiYTD4QhFoloPIwJBVAoFDdsRCoUcDofOYJBVWJ9TWVkpFAo1NTVVxzHxw4cP27duHTR4kLWNDdQESEpM3LVjh66ebgPHbDk5OyVdv0ZXUkXwhPj4uAMHjYyMfP38oAbE3cP9akqyUpbndQgWBEE0NTVNTEzy378vLSkxNjGR68TweDybzV4eGamlrT1txgwymSwQCCQSSc1qoah0kYjF6Nu/ppPYrw4S93X0jPRcCFIzJyMMw2QqVSIWC2qcS51gMpnuHu6VFZU4/FdXTywU2zs61JT6X0SFmZnZipUrs7OyqqqqDA0NjU1MIAgikUiTp0ZMkEhcXFxUR+deVla+bGnkyxcvEURSU08rEol69Oo1dvw4GIafPX22eOHCiGlTVScag1POkUjEmkym/Jnbu3v3o4ePolavMjAwgFQADoezZePGzl26uLi6QmpEHfVS+/TtGxgYaFmn1rg+wOPx+vr6yuqtX//+7dq3t7K0hBoWAoGgjFn8ZNeCIAidTvfw9Hxw//691NReffrIPcSIJNKTx4+vXbnyt8woIpFItLS1aXT6u7dv5YdLJJK8d+/odLqOLGhR8VCVuiUDgiDa2tpUGk1+LhiW6nvey86lraX1S+fCCk7Ozlu2b0e+MSMhEEQiEmk0mvyTr75yOByuVhoPmcXFA1IxhELhyxcv8/Ly2rVvR8B/mYJILDY2rk5vhcPhyCSS6txagUAwb87s4mL2jt275GtVqc87kagiOV+rqqrWr1vn598iKDgYUiNwOFxOTs6nwkL978lvDRmQylPw8WNaWpqzi4uent63f9WUAak8+fn5mRkZrm5uOjo6iid6QX18O3bufP7s2W1bthgbG/u3bIlGyz9/+nTLhg1aWlrdundHXX6NjY19fX2vXbnS9++/Xd3cYAi6f+9e8rVrrYOCDIyMFI/Yl7aEYZJMq/ajBqZmZt4+PleSkvr07evk6grD8N3bt29cv94uNNTA0BDTyd9+BIlEUnAdrBIKrl9FWq8Mhh0dHdetX/+jNi6uLvvjDtZM8lwTNFqq1idoMNQvjQRVNdbcWUskiFgsVQfX2m7DMCwQCHg8Xs2v0NDhw6Wbd/KXDXWNfsQSyQ/HgyCIWCz+1dHWAYIgO7fvMGexuoZLnWrUCQKBcCUxMaVDh54/iO1SHIFAkBAfb2Rk7O3jDTUsV69eXTh/fsy6dWHh4X/YFY/HS4iPN2exPBp81ZgQH79y+YoNmzeFdvi1otcikcjO3j5i+vTIxYsnT5zo6+dnzmKVsNm3btzgcrmz582ztbNDtWRUKnXQkCEvXryYNnly+9BQiURyOT6eyWQOGDiQQCDIjSg8mb1E3r9QKOTzeHJPMDqDQSQQjh05IkEQ1EkMdSUQCATyQyQyg83gYcNmT58eMXly+5AQsVicEB+vo6v794ABeDwePZdQKJTa/NVRzKihaEGRSCQ8Hq+mUrUm796+PXH8eOcuXZp/LvF07MgRPIFobWO9b/cey2ZWUyIi0Lf8p0+f/vv3ZEpyckVFhZOzc7/+/eSHfJfCwk9HDx32b+H/saDg9MmTg4YOaRMUhK76L5y/cOnChY8fPujo6rYJDureo4euri7qlb9rx870tDQ+X7AqKmrg4EE2NtJY6GvXruW+zvlfv781ZdbFT58+HT18xMfXp+Djx+P/HOfzeC1atfpfv79NZMpJFKFQmJSY9N+/JwoKCtw9Pfv07p2SnOLq5tYyoNVvX0lEItm3dy+RRBw8ZAikdgiFwt59+ypFZJaw2Zs2bHT3cPf08vxz81jO65zka9cCg9o0aybNBls3YeHhfn5+SikfXlRUtCF2fcuWLd3d3f/cHpCdlX0jJSW4XVsLi5/XTu7du3dQUFCtWSj41pVIJB07dzYxNT16+PDzp0/TXr6kUCg+vr7/69/fw9Pziz1ZJHLz8Fi7fv3+PXtu3bwJIYiXt/eQYcNs7e3Rd71EIjEzM+vctau+vj56FIIgrm5uDA0NqsyYL5FIWJaWw0aMuHTx4of8fFT5hsfjAwIDqTSaNHq/Ru1dT09P6bn27r154wYMQX5+foOHDbO2tZWfy8nZWYIgNBqtqUkXDIsW9M7VumHyr8rbt++2bt5ibWODygkEQS6cv5D37h2eQChls5tZW6Mti4o+zZw67fad20FBQebm5lcSE2+mpGzbuaOOan3s4uIDB/alpCTnvnmjq6crf8Xs3rlzy8bNoZ06dOvRPSsjc82q1VkZmUuWLSWTyWKxuLDgY1UVVyQSvX//nsvloYdcv3o15Xpyl7AwVLSw2ewD+/edPX1agiCeHh6V3Kqtmzenp6WtW7+ezqjWoR07cnRZZKStnZ3UXfLFy+m3p+W+yZ0wceKfiJZTp059/Phx6vTpkDqCIIiWllbdlsKc16937dzp36JFq4CAmrqaWhgaGe3YtYuhwVCK28XTJ09ioqMNjAwVES10Ot3qZ82yMjP37tkTEBjYsmWrOgrqmJqa7t67l8nUVIqd+eGDBzHR0SwLliKihaGhIa+dLgf9CtcRjS9vJhaL3dzd3dzdCwsKKisraXS6gYEBDMO1dFYikai5k9PKmBhp+RAY1tHRkR77uY1YLPbx928VGCgQCNCNjkQi6TdwIA6H48sSKqOGgAGDB/f53/9Q3YZEIiGTyVNnzYIQhM/n13zniEQiZxeX1TExbDYbB8Pa35yr919//a9fPx6PVzMcpymAVdGCJxCys7OmTYnA43HojRaJRc5OzmPGj0M936W2FjK5ptaLTKG8evVqckTEqNGjKVTpXkca8RR3+MGDB2tjYzt36SL9cmZkjhw+fM/uPVGrVv7o9SFVx+Fw7969i46JadGqJXq68vLypMSkXn16L12xHP3GUun0K0mJBQXSkgQMBmPewoWfPn0qKipet369XLlfK78QTpZ/m8vjbd621dXVFUGQ5UuXHj50+PXr1y6uLtLs1O/f79i2rUWrlus3bNBkMqsqKxcuWPDi2QsC8ffvY1JS0uNHj2fMmvkj5aEa8NMFI5FEvHnj5t3bd3bv3GVjaxsUHOzt7W1kLI0XrgXLgqWsUYWFh3Xo1FGJ3jFEEin5evK91Hs7tm23d7APCgr28vY2MKytGYdh2MLy52JAQXr16R3evdufzeIXlvOoP7G+TKSgO4zv3ly0mbZslVArqZf0E5GI+7U0qqnpko0IQZ2Saz48fF71ivC750JXJN8aZoQCQdNMYYJV0QLDMJ/H/5CfD38WACKRyMjIuI6XiEQibtas2cBBg+Q7AA6Hk5KS4ubmFhwcLBKJEASxbGYV0Drw/r37xUVF37X6fu4K6dAhpE2wVA+GQqFQolav0tPVRX3hiz4VffzwAUKkDzHaQC6ofrLgRaDAwEBXmYMWDMNowfby8jL0j8+fP2ez2ZO6dEF3OTQ6vXuPHhfOnf9R3O/Hjx+3bNokM/B8/6QikZBIJE6fMVMtw7sUx8zMPCQ0lMfl/t2/39UrV+fMmjV12rShw4fV60lxeDxFqW4mlpaW7dq1IxAIPXr3SkpMnDl9+px58+opM78ceWbG3+bzN1bRLRS6fVFWs7p7UO6QmhRYFS0iobC5k9PeA/upn20tsgx30gxCPzpEIpHo6OpSaV8qupeVlRUVFRUXF/Xq3l0ii9uCcbgP+fl4PL6oTtECw1LdSM1PSCRpTaLt27al3rlb+KkQj8dXVVVpMbXkLpXyx7SO51U2AqjmMpNAJNasI1RcVITD4fT0vrh7mpiYaGhq/KhLPT29iZMn1/UNQRCmlpYa71cUJ7x7t4Xz5puzWFbNmtnb2WE003N4924rli2fPmtmVkaGs7MzhpwyVMJLElB/ogVBEIFAgJOVb6v5uVAoFIvFJBJJdYL7pDXmiETC9xI//JjqgFv5LyKR0MbG9u9+/aR5vREEhmACkUCn0eVOzHV0VPPX3NzccWPHVHIq+vz1l4Ojg4Gh4al//7129ZqiNsqvpvXDK0ylUqWaZfGXTTcOj8dJ2yP1GXbQJHByctJkMo8cOhx/6dKYcWO1sZkuz9XNjUKhHI47dPbMmanTpmHCI7k6SEIdAwybMrVFy6fCwlEjRrq4uCxdsbzm50uXLLl79+7a2FhURaMi/KHThaaGhr6+Po1G6923j/zDu3fufMjPrxlhqwg3b9x4/y4vdsOG9qEh6CdnTp0Wy/LlfWun+e0BW1tb43C47Kzs9iHVZ/mQn1/OKVfLuN8GBofDhYWHzZs9p3efPiGhoRA2IRKJnbp0Xrp4Sb8B/VsHSVPzYgXwDGOIvHd5d27ffv7sGYVKGTx0aFZmpq2tnbGJ8fdFy8MHD1JTU0vYJa+ys7lc7uZNmwiyIjmw1BGef/3qtZKSEm5VdaY29YCppRUc3Hbrlq3Hj/3TvWcPHA5+9PDRpPHjvX18O3ft+ktd4XA4oVBYUlIiLXkqFl+7du3CuXNEEkmugUW/OVxuFYfDoVAovydg7Ozt3dzcjh092rZdW2sb64KCwt27dnPK1aeAXePi4+Pj5+c3cvQoCMv4+/v7+fuPGIWpWaiRYy76ZZSoY9pjlFs3b0Qujnz29KlQKHRwdOzWo8eG2PUikShm3dqa2aG+iJabN26uXrkSlgWgZmVmro5aKf1UFpIq9cQQi1kWFnV4NDYkCILwuDy5Af+7iMXiqqqqmg4bfD6/VuwSDMMDBg3KzMqcP3fu/r17qTTqyxcvHRwdZsyaWYfHi0Qi4VZV1SpdExgY2NzZafHChWfPni0tYSMI4uvnm3g5cemSyOi1Mfr6+kQi0d7B4cL5Cz3Du61dv97PX5rrSSAQcLlc+ZCkPXO5NXsWiURVVVVy+UShUKbNnDlz2rS/evexsbV5//49hUKV+pupzxezMbGwtNxzQFr5A8IyNra2e/bvw9AsUCW1euxaJAhy8dy5TwUFff/+G42SgdSL/Pz8FUuXP3n8mMVioTk6CQSCJlPz3OkzmzduWh2zRv7gfXn+NJmaZuZmYpGYzWaTKeSvdM0IRCaTevftq4jregOgydRcsnwpHo+vQwA4OTvt2LXLWeazi0qRiKlThUIhWutMjpa21vKoqE6dOj969JDP5/fs1Su4XTu0Ss2PMDM3W79pk8XX+ZpMzcxiN2y4kpiUm/vG2KRV+/YhRsZG58+e5fMFNNkZYRgeNGQIy8KiqrJK7vo5cPDgzl266OhWB1KYmZmt37iBxfri3urv77995w5nZ2f5Jy6uLrv27klISHibm9utew8TU5MZ06b9osEJ8EMw9EZWm1mgr181kCzSajESydXExJcvX3bv1UstwyQf3L+fIUvVE7ls6elTp1KSU2hU6oiRIx8/fHT/3r0P+R/MP2fH//II9h8w4K+//nr79u2o4SOcXVxXrIoifX5hoc5XquNHRCaTWwUE1N1GT08vtONXySS8fXy+21JDQ6NTl86dunRW8OwaGhrt2rf/9nMLC4ta7qp9//e/mr/K6kj3rvlJLcMVg8Fo265dzU+MTUzQPKEoxUVFu3bu8vbxHjqs+kQnjh8Xi0SWVg2dl1C94VZVLY1camxsNH7iROwqGys4nMglkVZWVmPGjVXtPYFy3r/yivdodn2Zk4402f53vaVhHA6Rqq6l1PwrgUBAs+tL66/AMJpg/9u4bLnLNdpDzQYEIlF1MvkqncKCAj6f3yogwM/f/+L5CxCEwDicp5eXOYv19u3bigqOvOUX0YJubSytrNZv2shgaGDCt6SpQaXRnj5+fOzokYipU+0dHZ8/e75j6zZ3dw8vVSp1rh4IhQKxBPORCiKhQKLys0Dfyn+YpBWG4bx37woLC23t7B4+ePD82TN9ff3A1q1NzcxqasVxONzr7Oxbt259KizU1ddv2apVM2tr1EVN6nspFD5+/FhPT49KpV5JTCwuKnJycWnRogWJTJaLKDweLxQI7qWmPn70CEIQDy8vTy8vNFcm1ASgSVPd4N7k5JSUlMgivGE8Dpednf0+L49Op9NrhMfV3jiTSCQ3d/cGHzBAIWg0WuTyZRti1+/etVssElGolNatAydOmdzAZazUHiqNFh0T0wAnynmds3P7dg8vTzc3dzt7JZdwZWhorP1x/lYlkpWZtWf3Lh9fX1dXVxtbaXK8X0MZWiMCgZCQkHDs0KHmTk4vX7yg0ekFHz/u37NnyfLlPr6+8vQt586ciV65UpPJ1NXT+1RYuGPLlsnTpvWWZemHYbiisjJq6VJ9Pb2y8nL01blrx47OXbvOmjtXQ0NDIpHgcLiSkpJVK1YkJiSguY13bN/er3//iVOmYEsJ+du4e3gYG5skJSaOHjESrea1Yf2Gu3du5+fnh3fvVtOUUH057qem7tixo3WbNl3DwpYsXGRjazt+4oTfPz+g3rC2sYnduDH3TU5lZRVTi2mmjHyFgMaCTCGn3ku9f/8+lUYzMTb29vFpHxqiIhZNxSFTyHdu3X708BGZQjEzNfX29WkfEmJubv6LtpY/VdnBEPTu3TttHZ1Va9aYmpllZ2Utj4zcGBu7bsMGXVklgqKior27d9va2S2MjDQyMvqQn79owYIjcXGhoaFoegvUleb2rVsDhwzp87//EfD4Hdu2nTl1qlOXLq3btEG1XnEHDlyOjx8/aVKHjh0lCHL86NHjR4+6url16NSpKQTk29vbDxk+LGZ1dMr169IAdTx+1/bteDzexs5u+PARNTWB1aLl7dt3p/87VfSpiEKmJF6+nJub6+bmVjMzFYIgZDLZsXnzWmZwQMMDw1DDl64C1AcmJiYhISGciorp06efPnU6Jjq6oKBg7vx52LraLBYruF1bGMaNmzDh1MmTMaujS9glU6dP+7Ve/twYJDOQ9B840L9lS4FAYM5iZWdnr1+7Ni0trXWbNuh7P7x7d09vbwd7O0QWA2RqavohP5/H49UULbZ2dqPGjtXS0sLh8R06dTpz6tSH/Hx005P//n3CpUsdOnUaNWYMSfZ6HDthwt27d68kJbUJDq4VZq6W4PD4kaNG2djYnDl9OjsrWywS0RkMF1eXv/v3s7P7qtZXtfAwMjbS1ta+f+/e82fPEAR59vTpiM+GYhSxSGRiZrZn/z5ra+uGnQsAoM50DQ+fO3MWBMP6+noODg6jxoyBMEhYeLclixaRSARtHW1XV9dhw4crfqy0VqwyZItElrWombW1UCiU2ldg2MrKSiKRSLP5yWSGnr5+/4EDbyQnL1+2vODjx+KioufPnuno6tb0TpNIJOYWFgwGQyAQEAgECoVCJBJRsYTD4fLz80vY7Lx371ZHRcn3KJ8KC2EIqqyokHbVBIBhuG27dm3btfv06ZNIKNTQ1PxuBsJq0eLq5va/v/8+e/ZMZUUlmsgTakqIRCIOh0OlUn9U/UUpIAhSVlZGJBBqGruUjkAgqKysZDAYaEpmgIrj4OCgr68fd/BgUsLlyRFT9PQw+XpydnFmMjXjDsZdPH9hztw5vxEAp4R3DoKQiMQvX2FZkRVp9Ft10n5cYWHh0kWL7t29a2Nra2xs7OrujsPjpeWHvzb2EGVOYt8dFZfLFYnFJSUl2dnZ8iK+jo6OVs2a1R1mp5bUnUSqWrQwGIw58+f1+atvVmbmogULbe3spkREfKsQq1mTSp148/r13Dlz/vrf3736fOUcXAd8Hr+iooLJZCqe0J7D4UyPiGju5BQxbVr9Ce/bt25t37o1Yvp0nx84WwNUCjwe36lLlzmzZvX9318BrVtD2IRIJIZ27Lhk4aIBgwb6+vv/0rHKiv2AYZjH51dVVaFfLjweX1hYiINhfUNDSJZgKfnq1ds3b06dMaNn795MJhNBkEULFuS+eaPwOBHpio1A6NCxY8T06WKRCI30zMvLE4tEDAajKTiJZaSnP378mE5ntAlqU3fl7y+vRTKZ7OTsbGll9fHjR1NTs4DWgQ0yVJUAxuFIJBKe8Au5wc+dO7tyRdTO3bvdPX7BoY5IIhEI9buZYLPZjx8/ListrdezqAFcbhWFIk332dgDgXx8fbp07Tp2/Pjf8DLicrkUCkUVZuHfokXXsLDRY8f+ao59NHLoz2cA43AlbHZiQoKLqyuNRiths+MvXjQ3N7ezs0NkZV2KiopgGG7u5KSjrSUSSzLT0+/duYPD4Yiymkk/DW8Ui8WWVlYWVlYp16/3/usvS0tLBIKePH48dfLkgICAmXPmqMJdqG9SU1Pnz5lnambi5OykqGhBodPpY8aNg7ADqr6TP821fq2FWCyWSCTfaoqsmjXbsXu3PERUkSr0aCKZ7z6OsixiYjweXyvaTkNDY+26dTi8NBTruxOR7t9/8HRKU5PJ0ip896/yekdocJJKJahWTZKSkmJj1k6YNLFDx46NPRaIZWGxbsPveAlfunhx84aNU2fMCG4bDDU21tbWa9fH/saBDx8+EIvFSnkvE4nEf48fz3//3t7B4cGDBw/v358xZ46RsTH6FXZyciIQCDGrVz/v1OlTYeH9+/erqqpKS0tP//df7759NTU1EVkRyZplwdAq6fJqxNra2oOHDFkwb17ExIltgoMFfH78xYsQgvTs3ZtAIKC7FoFAUKsSpToREBDg7u6WkZGRkZZmVaczESZ9sV9lZ58+fbp9+5Dbt24mXk6kUMh/9+/fKiDgxPHjF89foNKoPbr37BLetWb6gA/5H44dPXrn9q3KykpLS8uw8G5BbYPlrnKFhYXHjhxt0bKFr580tRefx//nn2NMJtPAwODAvv0f8vObOzn9r9/fLrIKXRAEJcTHnzr5n1gk2rl9e3j37h07Vb+eysvK/zv575WkK8XF0nIvHTp07Ny1izz4lMfjHTxwwMzMvHPXzqjR8vzZc2w2283D/XBcXHpaGotl0bN3r9Zt2tQUDCUlJadPnbp25WpZaamNnV3/AQNq7ZNKSkpO/PPPlStXRAJhWLduRCIBh1NmgSm1xMjIyMvbC+sKXmMTE09vb+M68xKpPtra2tLQuz8340skOjo6AwcPvnfv3sULF5ja2gsWL+7ctSsaXS8SiVq0ajV73rx/jx8/dfKklpZW37/+atas2batW7MyM/l8PhrVF9y2rampKdohgiDa2tqdunSxlLkDoAu49qGhFCr16OHD8Rcv4nA4RyenocOGOTZvji5qYRj29PIyNDIikUhqKV2YTGZQ2+A3OTlLFi2+ezfV0NAQ/VwiQQwNDcK6hctfqtWipaioKD0tjU6nW1tbZ2Zl8bjc2htUma3FydmZRqNBjc3b3NwdW7ddjk9AEMTD0+PRw0fz585zcHD49KnQ28c3PT1t5ozpMB7u0bMn2p7NZs+ZNev582c9e/XS1ta+kZwydcqUJUsje/WpzqX/qbBw5/btFAoFFS0CgeDs6TPv3r6lM+h2dnbStJIXLty+dWvPgf2WstRhJSUlbDZbIpEUFBSUlpSgnQgEgnVr1/5z9GhYeHjLVq1ePHu2eOHCt2/fTp85AxUVXC437uBBH2+fTl06w7D0wU2+fj0hPt7AwMDQ0NDF1S0lOfnq1SvbduyQp7EpLSlZOG9+QkJCq1atmjs53UhJuX3rVuzGDd7e3mgDLpcbuXjx2dNngoKDDa0Mjx09IhQIIQRpCnvzP8HJyckpMhLCOG4yIIxjaWkpzcuijK4kEklA69ZDR4woKipiMpk0Gk0gEKCveGk1Jhju0atXaMeOnPJyppYWlUZDJJJ1GzaIxWIymSwSieh0+oLFiyUSCbpxQTVga9evr3Y5QzNpIkiboKCWrVqhdfl09fRwOJz8rzgYHjJsGA6HU9eNy9OnTzdv3MSr4haz2Vs3b5abl0RCkae3V0hoSG3Rcu9u6oRx45o7NV+waNGcmbNycnJq6V5EIpGpmdm+A/trpk1uLHA4vOw5oG3cssXY2PjhgwdDBw3Of/9+5549tna2b968GdR/QEJ8fLfu3dF3emZG5ssXL5dERnYJkxbd6z9wYJ+ePa9eudqtRw90mjAMk8nkmmo0AoHAZrNnzZndrUcPGIZbtGw5bcqUO7dvo6Kl719/IQiyLHLpnHnzvLyrk6x8/PjxRkrKiJEjIz579I8bPSbx8uXRY8cwZV7zaFbpmqkkSSQim108YPCgKREReDz+0cOHwwYPSYiPl4uWM6fPXI5PWB61vFefPjAM5+fnDx88ZPfOnW6urqgT/dUrVy5duDh1+vQx48bicLhX2a/GjR7N5apV7QOAeqOsSEP0vS8UCokkkoGBAVrVsFYboVBIoVCoVKoEQYSyv0o1yEQi6u4lTanO49VsjyYj/7YTGIYNZAt2NMlYzb9+e1J1gslkunu4V1ZU4vBfqdzFQrG9o8NXr1D5TzgcDl3qouWqainr0U9UZi2MwBDUJSwMrQWpb2DI0GC0CQqytZMmmTAw0Dc3N+OUc0QiESpCHRwd9h7Yb9XMSigjKzOrsqJSIrPs/egEYrHYwdGxXUgIOmVbW1tNLS12MbtWRa+a10RfT2/9xg3GxiYikUgoFH78+LG4uAiqs2i2WCw2NjYJCw9Hb4k5i2ViYlLCLkFXWCKR6GrSFYfmDiGhoagpxdDQsH1IyL8nThQUFqJx+Hfv3NHR0enQqQM6Hmsb6/ahIXv37FHLFRNALZE+qwjy59ZBPB5PlBX8RvNO/qhZLT8u9Oy/ei7UBAs1PZycnbds3y53vJaDQBCJSKyp06oWLS1atTx+8l8qlWZiZrpxyxY+n1dLiiAIQiKTTVUjrQgCQXgiQa7mQxAJDMHyYBFpiRmpM/uX9pqams/YT7dt2ZKenlZeVk4mk4uKin7qx6Kjoy1PPYAjyBKdfl38uFaZS+n+GoGiV69+/OhhcVExiUgq55SbfNbbfhcJgmhoajA/G2NwOJx0AYU+6zBcUVFRUPDxXV7eX70/F8GEYXZxcWlJSWGBVLSIRCI2u4ShoaGh8SWXqLm5eRNJZwQAyBGJRB07dfLw9LSwtKy1jQAoEZJsR6hIy+p3kJaWlruHB/qzY3NHSOWRGf1qC78fNb54/vys6TNd3FwHDR5iZm6mraW9YN48cY0K898/hQL+iDV5+uTJ2FGj6QxGz149bWxtDQwMdu3YkZ6W/rOz4H4YhyyzPbJYrIGDBuGlYVzSlQKRSCSTyGjFF1mlA5JE5vYmP4hAIP65RRTQACAIEn/x0qfCwr8H9MfuakAikVw8f760rOzvfv1+b+eBlgL7QxAEMTYxMTUzq5XiHtBYYPWBVhwEQc6fO6dvoL9x82Y9fWmWOh6PJ6vkKHNL+TNqfpeSr19ns9lbd2x3/WxZFUskf1I+j05nGBkbl5aW9uzdS24ce/z4cWZ6OhpyjMPhbG3triZdyXuXJ885+vZtLli1YQKxWJyYmPg2Nze8R3fUGodFhEJhQkLCp09F3Xv0oNPpv93Pn38ZUQf9P+wE8F1uptxITExs7tTcw8Pj9KlTPB5Ptib+gkQsNjE17T9wgNwvVyHRkvM6Z/++vXQ6fcjQofqK7YZUChiHq6qqKi8r09XTrays3LN7d2ZmZjNr6+8GrCjaJySt7lBeViYWidFYSxiHE4qEJSUlCCIRCkUXzl+4kZxiaGQkFv2mTpZIIoaEhkQuiTwcF9d/4EAcDpeZkTFl4kQzc/Ou4eFom6DgoD27dh3cv9/WzpZOpz+4f//0qdOoqeb3TqqWqOaegEAgLI5cIhKJsCtX0FDrZStWSMSS35Yr6CYDPLCqzJ07d9asXNW9Vw8mk7ll0+ay0lLc1wYF1EOsd5/evyZaPnz8sH/vPl1d3R49e6qCaEHDFeVmNARBuFyu3DGj2s3j855Y6nHYs+etmzcHDxxgY2f/7u1bUzNTXz+/pKSkLZs2T5kagdaSq1nuHu2BUCM4X9bgq6r1LAsLEok0euTI8RMnTpw8CYKgtm3b/vfvyckTJnp4ehYWFpBIpFYBgfEXL6yMWrFw8WI0IKvmOFFnEi6XK9+/o+dFXexRuvfsmZGeHrV8xdEjRzU1NV6+eGllZTV33jy5uczewWHK1IhVUVHhnbvo6unl5eVZN2vGLi4GGxc5OBwuLS0t4VJ8QOtAVXCdr8l38/p9F4lYcuNGSlVVVVBQMIVaj5nufoO6o7JrIhKLU65fFwqEbYKDvqlaCxZDqoulpWXbkPYuLi66urqBrQMrKipqBc+JRWJbO9uaaziFRAtavZgkS4cAqQCubm47du9yc6uOHNTX149Zt05e6JdCocycNavmWrVd+/Y7d+++kZJSVlbWNaxr23btysvLL124YGNTXbbI0tJy45YtzT4ndabRaHPmzSOgpnsZ5ubm6zdttPxc0x6CIC8vz01bt2RlZnp4eqKfODZvvnX7tqTEpI8fPgS1DW7Xrh2dzmjRsgWNRkW/RQwGI2rVKjRADJV5Q4cP79GzpzyXn4aGxqIli2k0mvw6a2hozFu4sE1w8IP7D7hVVV26hrULaV+rRsv/+vWzs7dPSU4pLy8bPXa0k5NLVlamk7NzvV1+jEEgEm4kJ7OLi13d3BpetKD1o/68H5FYvHP7jhI229vbu+FFi7L2wWKhaNvmrQKhwMfXR3UKogN+Sli38A6dOuDxBCKRuHnbtu9as/A4HKVGyRWFLNV37twZMmCgjo7OwcOHVCGuBQBQkD27dy+YO2/k6NGz584hk8n1ujbicrklbLYsnFb6T35+flZGhhmLNSVCujP+8/7RKLwGmAWbzS6VBQWz2ez89/mZGRnWNjYTJk5Uyr6CLwsckcqVz7O4fevW//r0DWzdOu7I4SePn3Tr2tXN3T3u6FFpgyZjkCeTyWNHjTp35syho0fah4RA2EcVddAAgHIh1sy1Xj/cSEmJXrkKL9soU6lUBoPBYplnZmbRaL9v2a5FAyzzryQlxa5dh273qVQKQ0ODxWJlZGToKi/VP/mbG6GsKpOA+kOqqOfxaTSaWCIuLiqmM+haPyuarpBoqVmWEgDAHA3gjWoki941MDCIXL5MW1ubQJAmIZ06ZYqjoyOGXpomJqYSsdjU0mLRkiXSghGyWUwYN87R0bE+TSFNZWuCXXbt3Bkbs3bh4sWubq7DhwwdNGTI5IgpComWd+/enfjnHzSBQa0W0vwi7/ObYH0wAEBxbGxsdu3dM3P6jFVRUStWroRhWCAQsIvZxmZ1xcyqGg6ODjv37p4xbUZMdPTS5culFVB4vLLSMrkhsz747CEGXi+qi1gk4lZVnTh+PDU1lcPhXL92jcutqrkkEIvFpmamf/frJ9+VVouWvLy8rZu3cD9X0fkKWTpPpYQ1AQBqjL6BwZp1a+fNnhMxafLK6NVCgZDD4aBJ5zCEsbHJ2th1c2bNnjolYsXKlRUcTlVlpYXFFwcWpQPeLKpPcydnGkMa2/Do4UMymfzwwYO7d+7UbCASijy8PHv16lVbtBAIBE1NTani63trB1iWR4FKVYm6SQCAyqKrq7t6TfS8OXNnTZsxaOhgBJHo6UmjdLGFgYHBmrUxc2bMnDt7dt+/+kIwpFv/swCvFlUmIDBgztx5ly5e/Pjx4/u8PD19fQN9faTGtkUslDof1wx2qRYt7u7u8UmJde9McDicPNsVANCkQNOqy3PK1YEmk7lqTfSKZcsiJk+2sbFVKRdboVAoFolqeoj+CG1t7TWx65YuWTI9YqqjoyOwtjZxqFTqsBHDBw0ZfPPGjWlTIv763/9q21oQBMbhalZZrBYtRCJRV1dpTiD1TVlpaVpamrWNjb6+PqTuFBUVvX71ytbWVltHB8I+VZVVL1+8MDI2MjM3/1GbyoqKly9fmphKgVQAPp+/dElkYUHBsqgViuTmo9Fo8xcuFIlEJWy26iQC4HK5ixcuqigvj1yxXJEvO4PBWLwkcp5gjlAorNeipWhyPLBtUX0IBIKHp+f2XTsNDQ1/utrAZJnbZ8+fD+o/4EZyCtQEuHP79tjRYx4+fAipBW9y34waOfLkiX/lnxQWFp49ffrt27fyT3JyciaMHXfx/AVINSCRSM7OTl7e3nSFPYkpFMrK1as3bN6sOpWkyWSyi7Ozp5eX4nGjVBo1JnbdmnVrofoHKNsxgaamppe3dx3rQjmq8tz/EhYWFlOmTm3u5AQ1AdDaq2rjRWFgYDBu/PgWLVvKP0lLT58WEfHwwYNaU1adehgwDP+vX7/RY8fQGT8XLe/fvx82ePC+vXt/IxJFLAOqH3A43IDBg4aPGqmIWu9tbu7gAQMPx8WhVfJ+6UTir1NxKwiw4mILtNKaQCD40b1Wld36L2FsbNx/QP+aiy9OOQeCpWlR8t69+/SpSFdPl8ViKdLVh/z8jwUFOAg2Mzf7rq1SKBS+ycmpqKj8UZ+5b96UlJTQ6QxrG+tvl6jl5eVvc3MlEsScZa6trV3zT3w+v7KiQltHh8Ph5L9/b2FhSaVVf+erqqpyXr+WSCQ2ttK0PN8u6CQSyZucN6WlJWQy2crKivZ1ZsDysjIcHs9gMN6+fVtcVKRvYFArNwxKaUnJu3fvEASysLT4bobE3De5bHYxQ0OjWbNmdZS3kUgkpaWlRCIRzSWFIEh5WTkEQ5qaTHTgFRUVQqFQS0sLhmFtbe2+/+tLIlW/rfh8fkV5OYVCraio4HA48mxUMAwTCASxWJyRni6tI2tpqYEROx8eh6dSaTQFXt+14HA4C+cvwMFw5PJlf5JCWCng8HiqlF/Oi1NWVjZ/zhw6g7FoyRJFZFiNYlxAuGCJ9+/fz5w+vbKicuGiRV4+1fXUMS9aXrx4sXTxkomTJrUJDkI/2bg+lsvjm5qa/HviRElJKY1G69W79+ixY+qIwRYIBDu37zh18mRFRQWCIHr6ev/7+++/+/ev+Q5NT0uLXbv22bNnfL6ARqX+PWDAiJEj5KaqT58+bYiNTb52ncvl4nC4kA4dpk6bWtMiknApfvu2bfnv3yMIYmRsPHzEiLBu1RmL0aLR27Zt7fvXX0cPH/5U+Gnjli0Ojg4QBD15/HjN6uj09DQYgr28vezs7Qlfv9YLCwtjVkffuXOHz+PBOJyVpeXYCRMCWweif0UQZE30GgKBoKOj89/Jf8vKyjUY9P/9/ffQESNqqkdPHD9+cN/+jx8/isViq2ZWU6fPaNGyhfyvnwo/bdq44WrSFS6XSyQSWwa0mjFrlrz2Wi2EQsGKZcsRiWRZ1Aoqlfrxw4cFc+eRyOSly5fp6umJRKLlS5eSSOQFixYSCIS3b98umr+gS9euf/39PwiCLickrFsTw+Xxtm3e8ub169nS1G3SZxJPwOflvZs7a/b169fEIukIp0yd2rJVK0jlMTI22rxt628cSCAQnJyaEwgEVdChmZmZbdu54zcOJBIITi4udBpd8VmAuBYsIhQKs7OyOeXllZWV322ASdFSXl7++NEjNpv9ZX399m1iwmVHR8eBgwYZG5ucOH58y6ZNVs2ahdd4ldfizKnTmzdt6j+gf7cePXhc7t7de6KWL7e1t/fz80MbvHv7blrE1MqKinETJujq6p09dWr92rXGRkbde/ZAV+JLFi26kZwyfOSI5k5Ot2/dOrjvgAaDMX3WTPRLlZKcPHvmzObOTpHLlxEIhMNxh+bMmkUikzp07Ij2X1pacu/O3Xdv37LMWb369EFdEj58+DB75qwKDmfy5CmGJsaJ8fEH9x8Qib6EsopEok3rNyTEX5o2c6aPr2/eu3dr18RELl586OgR1MKMIEjum5xbN283b+44bPhwfX2Do4cPx66LbWZjExIaKp/74gULWwa0Gjt+XGlZ2fYtWxfMm3fwUBwaGcfj8SIXL7p29drgIUM8PD3T09N27diJIMiKlSu/qxshkyl0Ov3UyZPjJoy3trHJysy8du0ahULJzs7W1dP78OHDlcSkPn/9hcoMLpf77OkzLy8v9FhbW9vANq3/OXrMv2WLgMDA6mnK4qhOnvg3IDBwwaJFAoFgw7rYFcuWHzx0SFvnq52fOkGlUkeMGgVhHBqdPmbs2F89Sk20vU0MvIwfGckwKVpwOByJRKq5LCJI0xQTZsye1SZIuo+xtLJ8cP/+82dPfyRaEAQpKirq2LHjjFmz0LU8Ho+/dvVK7ps3ctFy4dy5V9nZ23ZsD2rbFoIgP3+/N//7OyUlOaybtJT9vdTUxITLEVOnjh4n/SK1a9eu4OPHGzdujJs4gcFgcLncgwcO6ujorI6ORmsYO7u4DB00+MC+/QGBgai6A4fHC4VCb2+fqFUrSZ9f2Zfj4/PevlsVs6Zzl84QBLVq1aqwsPDWrdvykfO4XB6fN2zkyAEDB0qT6tvb5+bmxsasLS4uljsv4QkEEok4b8F8X39/afYOU5N+//v7xfPnqGgpKy07ePCgja3tquhoVEenzdSaPWvW06dPUdFy987d5OvJ02ZMHzJsmHRqIe0ZDI0tmza9eP7c87NIqEWLli1PHP8nMyPT2sbmxYsXJqYmPB4/7WWan79/2ouXEonEr4W/XNNFJBHlW0N7B4cOnTr99++/wW3botcZRSgQubi6rl4Tjdal/lRYuHH9xry8vHoSLdLMjxKJIl65qgyav7K+s6UpHbBrwSIIggjVz9byLRKJxMLSQl7eUUtLS0NTk8uTlkL5rlCFYXjMuLEVFRWvsrOLi4tLS0sTLl3icnny0r8isfjOnTtWzZp5fH6Zamtr7963V/w5R/qjhw9JJJJcIwdJVeTLy0pLUf3yx48fXzx7Fty2LSpX0Mz/rdu0/vf4ibe5b6tLRCMQiUzu2KmTXK4gCPLixQtdPV03N1f0ExqN1rJVq9TUe/KRMxiM1WvWFBUVPXn8uKSkpLCg8NyZs7VqLUskEqtmzZp/zquvra2NSjv019zc3FdZWf0GDJDbftqGtP/P8bTW51/v30vF4/EaGhr3791DLyCZQq6sqnyZ9vJHoqV5c0cDfYOHDx926Njx0cNHQUHB+R/yHz9+JJEMfvDggZGRkYODVNf3XdAqOLUKzMA42NvHB5UrshuqDcMQjy9NmqsUEAny/PnzoqJP2dnZ6Wnp2ZmZBALh0LGj2HovSySS58+eFRcVZ2VlpaenZWVm0mn0uKNHVMfjWRHUxUOlaUEmk13cXCsrKjV/UMgOS49gHSAIQqVS8fJ9zGfFSh2HPH3ydO2aNRkZGSKBQIPJ1NfXq6nt4fN4bDZbS0uLSCLWSkGIUvCxgEqj0WqUctKWgf5cUVFRVVWlb/BV2I2enr5QKOBwyuWjxuPxJPIX+4dYLObxeGQKpWbkkY6ODgGP/yI5YPjc2XM7tm0r+PhRIpHoGxpKtwBfG2MQBKHRaPJdnSxTDyy/GqWlpTw+X0f3i02ISCRaWlnJfy0tKS0rK1sVtVIaWys7r1TAQDC3supHF9PI2NjB0TEjPT03N/fdu3edu3YxL2T9d/Jk3ru8tLSXjs2b/1rUFILgYPhrH1klv36EQmHE5Emcck5Ihw7+LfxNTEzupUoFKoQpuFzuhHHjhUJhaIfQVq0CDPQNXrx8oQqmml8EVJnEHkZGRutiYyUI8qNCcJh7CpVDaWnpimXLcl6/Xrh4UfyVpEuXE2bMmkUkEuVvcAKBQCaTKyoqRMIvq+mszMzMjEy0DZVG43G5fO6XdfT79++fPnmKrr7pNBqFSq1pDYIgqKSETSCSajv/1HhnEvB4LS0tVOUl/1Ao/MrzWObCsJjJZG7auuVqSvLps2d69Or1S76eZDIJB8NSn7rPVFVVPX70+FNhYfUwiARdXd31mzaev3jxzIXzZy6cP3fxwqXLl//6++8f9UkikXz8fD/k51+9kgQhiJOTs5u7W0VFxY2U5Pd57/1btlC19x2RTFyxcqW+gYGurk6fvn2trKzMzMxqSnRMQKPRolat1NbW1tc36NWnt7mFhbk5S9UutcIADzEsgcfjtbS1dXR0fvStwehT+Kd8KizMzsoK7dixU+fOOjo6JBLp3bt3VVVVck0CmUx2cHTIffMm79079JPiouIpkyfv37sXfdE7ODhUVFamvXyJ/hVBkKhly5ZFRqL1iQ0MDW3tbO+n3isuLkYblJeV37l9x9zcvK5oIxh2dXVjl7BfPHtR/QkCPXn8RFAjI/XrV6/YbPbgoUN8fH0ZDAaRSETdlIkK60DMTM0MDAyePa2WghAEXb1ydeSwYc+fP0d/dXBwrKysLCkp0dXTNZDx+tXrRQvmZ6Sn19Gtt7c3XyA4feq0vqGBqZmphaWltpbWfydPwhDk7uHx01ERGva1DkOwr5/fpq1b7t27N3fWrMePH5sr5q2uUsAw3CogYMOmjSnXry+cP//F82cK+tyrFNUrJyBZsAOqX+F+jdTUpwYKMYlEUnMtL03M/LXK9ttPaqKpqamrp3v39u0H9+9TqbQnTx7v3rlTLBa/eZNTVlrG1JJqD3v07HXx/IUVy5ZPmDyJTCLFHTj45nXO5ClT0FVhUHCws7NT7Nq1ZArZ2Nj46pWrlxMuT4qYgqpxGAzGgIGDpkdMWbJw0aAhg2Ec7vixY8+ePVu1erU8ggRBEOlu4+sxBrdreyju4No1a8hkkp6+/pWkKwmXLtVU1Ojr6ZNIpIsXLpiamgoEgqTEpAvnz4vF4qysLHMWCzUVfDv3mpfLxMy0R69eWzZuXL9uXfuQ0OLiopjoaCNjY7fPlqq27dsdOXRozepoHA5nbm7+7t27NatWa8iqQtVxR2xsbQ0NDW7euDluwngajUYikaxtbA4fOhQWHm7+tTStde+IRKJEgty+ebNZs2YODg6oEP32/v5GFN5PkRau3rx54rhx8ZfiYzdugLCJja3tpm1bxo4afTXp6vZdv+MxrArIzZwAFefmjZs7tm3Lzs4SCkXyeyYSiZxdXDZv28r4bCPApGjBy+IBa27EKBRKzcTMsExTX0cUsb6BwfiJE1csWzZ21GgymczUYg4fMeLcmbOH4g45Ojp26tJFmrLTw31Z1IpVUVFjRowkEggSBJk2Y0bwZy8mI2OjZVFRkYsWT4+YSqPTKysq+vUfMHDQIPkp2rdvP3/Rog3rYm+kpMAwTCKT5syb27mrtGcUApHIYDDwhK/0+zo6OosjIyMXLZ4yeTKFTGFoMHr27pWUmCjXcrh7egwbPnz/vn13b99BEMTB0XHazBlbNm7atGGDja2tnZ0dBENST6cakgWGYTqdLr8aMAwPHT6svLz8wL79/xw9VlVVZW1tvXDJYp3P5hB9ff2lK5Yvi4ycHjFVk6nJKefYOzpGLl1qaGRUx02h0Wh+LVq8eP7Cw8MT1Si6e3jEX7rk36JFzTuFw+HodHrNCBsbGxtvH5/DBw+Vl5XHxK4jEonSNgxGzTZE2bWqD1WPrq7uwiVLLCytnLCc3EFf32DJ0qU2tgfsf+wuobIADzEM8erVq0Xz57988QL3tYlXJBQZGRsjNdZ/X3kWYQWxWMzn80kkklx/VatsOIIgPB5PaiSvM4da0adP6RkZZBLZsbkjg8EoLyvLe/+exTJnML4YpjgcTnpaOp/Ps7Wz+zZmUMDnZ2RkFhcXW1pZfrcyR1lZWWZGhkQisbO3rxWNLxaJ+AIBmUz+1nrM5/PT09LKysqbN2+uq6fL4/FIJFLNZrlvpOjr60sDKgmED/n5HA7HyqoZ6nTA5/EQmbhFG//oarx///5VVjZDg9G8efNv/W6FQmFGenrBxwJ9AwN7B3tFsn2IRCKBQEChUFAZgN6mWhOUSCR8Pp9AINSUNzwe70P+B6YWU0cWcCptw+NJW3xuU6tnxdmze/eCufPGjh8/f+GCXzoQ0GAkJSYOHTS4Y6dOO3bvevL4SbeuXd3c3eOOHpUmrMTg2+n3IJPJY0eNOnfmzKGjR9qHhECqyuFDhxbMnUdnMLp06WLZrJl81yKRiA0MDbuGhclfMljdtdRKsVfrxQfDsCJJJvT09QNq5E7WZDKbf+NIp6Gh4ePr86MeSGSyi6tLHadgMpk+vr7f/ROeQKD9wEBCJpPd3N3lv347FwtLS4sakszYxMT4x+XHf3Q1TOtMLUwkEp1dXJxd6ppdLQgy6rhN6K7l28FQKBSrZlZftfn6wFo9NxH4fD7u60TlajkLsGvBEHwuTygQBAUFSUup4urSYTZRMz4AoOKUlZWFde4yPWIqFvUKcoqLizuFhM6bPaeONlieX5PD2c1VR1dXJBZJ0FIIP6bJrQQBAExAJpOHDB36o7xtWIFKpQ4dPtyc9fMc7CCpPiZwdXX9u9/f/xz7Z0Ps+tZtWssDNqSxdHS6tbW1XPsNRAsAoCjlZWXp6ek2NrY1A07rCQqF0m9A//roubS0NDMjw9bOXltbC6pnaDTawMFffFu+D9i2YIeHDx78d/K/4qKiDbGx27Zs+ZLbUChydXfbf/CAPEM5UIgBAIqSnJw8bPCQxMsJmL5kV2Rm8+RrVyHVoLrEOvA9xgKob47Mw0a6X5F8Tc2WYNcCAChKUHDwgUOHrG2sMX3J2oeGWlpZ2draQqoEUIhhAidn581btwhFolr3C5EgGpqaNb1vsC1aSkpKbt64kZ6WJhKKzFnmrdu0qRVTXVpamp6WZmNjq6f/nTJfqgaaRhSPxyvuFCSRSAQCAQxJM0gqeAiCIHw+H9XmK/59/o2xqR8MBsPTSxq1g2k0NTV/lGa0UUBLgYGQSUygra3dMiBAkZZYFS0Igpw/dy5mdXTeuzwDIwM8nvCpsJBCXTN23Nghw4bJfatfPH8+ZuSoqFWruoaHQSpMYWHhgX37Ey5dKi4uNjQy6tyl84CBA+WpiH/ErZs39+7Z++zJExwO1yogYPjIEQ6OspzKP+bpkyc7tu94cE+aStnDy2vkqFEenj/JwvLx48cDe/clJCSUsNlGxsZdwrr2HzDgu1UpAQAAANui5UpS0txZs3V1ddesW+vs4kwgEPLf5+/auXPViiiGhma//v0wVFiey+VGLl6SmJDQq09vOzv7Bw/ur4tZK63VuHhxHYGKd+/cmTJxElOL2X/gQJFYdOLYP0+fPt25ezfL4ofpWF68eD5p/ASxWNz3f38RCcSTJ09OmThx87atdQSvVFZWLl6w8Pr163369rG2tkm9ezdmdfSngoI58+fXHY4KACgImpUIKMQwhFgsfvTw4dMnT2T53Q39/Hxrpk7HsGhBKwfT6fQNmze5uFaXNrGwtLSxtRk8cNCu7dvbt29n8Nlr87uP7Lu3bz8VFREIBBaLpaX1xU8GQRBOOQeBEPmqXCQSlZeX06jUmvHqIpHoTU5OOYfDZDKbNWv27Sn4fP6bnDdoXv3v1qWvycMHD64kJk6cPHn8xAkQBPUfOIBKpV66eKnfgAHNf5B9hMfj7d29l0ajbduxw9rGBoKgwICAkSNGHoo7OHvu3O9OGUGQwwfjysvL98cdRC9axy6dBvYbsG/P3lVr1uDx33fouJeaev3qtanTp40cMxqCoH79+82aSb5w/sL/+vW3d7Cve16AOuBwOKl375qYmDg2b47dC1VWVnYvNdXcnPXnD4PCqllAI/P+/fsVy5YlXU7k8XgIIsHh8Lq6uiNGjRo6bFhNtTwmPcSePnn64vmLbj26y+UKir6BwbwF8wcOGVJHOpDy8vJVUVGDBw4cN3rM6BEjBw8YeObUaflf+Xz+mujVK6Oi0PpUEAS9ycmZMG7cpYuX5G3evM6JmDx52OAhY0eOGjJw0MJ580tKvkqe/+TxkzGjRg8dNGjU8OED/u63Y9s2eW/f5UP+B1NTU3nhdwKB0MzKSiQWVVb9sD4Km83Oysr09vFG5QoEQY5OTo6ODqmp9zicL9nya1JVVfX0yVN3Dw/5u8zGxtbN3e3+/fvsz+mZvzO2Dx/MWOb+rVqivxJJJCsrK6FQyOX+cGzYIjc39/R/p8pKSxv4vDmvcyImTT5y6LBSenv9+vWZ06d/dOvrj6zMrCkTJ/17/Pgf9VKtVACyBQPweLyY1dH//XuSz+czGAxtbR0KhVJYWLgmOvr0qVOY37Wkp70Ui8XfTaDSKiCgVZ1WpsNxh/bs2jVpypR27dsXFxVv3bIlavlyGzub5s2l+wOJRJKdnS2sUZVT9kZ+0qZNdTVJkVAYvXr182fPIqZNZVlY3L1zZ/OGjTQGffacOeheITsra9qUKQgEjRk31tjYJDExcf26WAZDo44Yhe49enQNDyOTyWKxWCQSvX71KjExydbWrlmzZj86RCRFSCB+UUmhyY6Li4pKS0o1P7uW10QsFgtFIhJJmvyx5ufFbDabXVyrapmc3n369OjZEx2bUCh8lZ19NSnJ3sGhZpoZTJOUmLhrxw5dPd2AwMCGPK+Ts1PS9Wu1i/f8Lgnx8XEHDhoZGfl+Lr/dMLh7uF9NSZYnu/09VFtdDfiKx48eJSUm6ujojJ0wvkfPnlpaWq9evdqxddup//77559jnbt0ZnyuDIZJ0VJcVEwmk3V0fqVwoQwEQdjs4r/+7jd+4kT0k4rKilnTZ+S9y0NFC7ppqGmbkSYtrpEasqS09OnTp+3atevRqxcEQV7e3iQymcfjicRitGLKqZP/FbPZcYcPOcnqB4d0CC0vKztx/J+wbuE/KsdGIBIIROmx586cPbB/39vctwgExW7cUEdlRm0tLVMT0xfSErxFenpS57eszMyszEwymSwQSL2/voVOp1tZWT1/9iw/Px/V0eXk5Lx88RKRSHi8HxYGRh3YpfP6779DB+Ny37whEAgbNm+ulWpTxakj/1ifvn0DAwO/1RTXN3g8Xr9G/ro/pF///u3at7dqcHlPIBD+fBZoXAuwtWCC7Kzs0tLSLl27jB49Gq2x5OLiMmXa1Dt37uS9fVdQUIBt0YKWgheLRb9x4Nz588vKyp4/eyZdqxcVnzl9SuqjrfBmnE6jWVpZ/vPPMbFE3KJlS2tr6yFDh9ZMwJyammpqalpWVn4vNRXNtGhgaHD79q38/Hx7+5/oow2NDF3d3PT09e+lpm7bstWCxfpRfSoNTc1+A/rPnjlrwrhx3bt3r6ysPP7PPxWVlUwtrR/V1MLj8f369584fsKEseN69+kjkYhPnPi3tKSERCQqYpA3MjJ2dXPT1dN9cO/+1s2bzczN6khtqVLgcLicnJxPhYX6Bgbf/lVDBqTyFHz8mJaW5uzigq4kaqEpA1J58vPzMzMyXN3c0BTX1YBdC3YQioQIgtCl1UC+yA4alUYmkfh8vrBGTV5MihZDIyM+n//p06dv/3QvNfXO7dth4eE/WofevHFjQ+z63NxckVCoo6srrftCINTxbNdaTNHo9EVLluzYtu382XOH4w7p6uk5OzmNHT/ex0+qneNyuRUczuvXr6dOniw/RCwWk0nkyoqKH51CWnledhb/Fi38W7SAIOhQXNziBQtOnTo1cdKkHx3VNSwcgaA9u3ZFLl7CZDK79eiRlZlRUFBYh3YisE3r9Zs2bt28OWr5chqd3jWsazMrq3upqfLcDHWMrVVAq1YBUmvQ/r17ly5Zcu7s2dFjxkBYgEAgXElMTOnQoWdv6UbzTxAIBAnx8UZGxt4+3lDDcvXq1YXz58esWxcWHv6HXfF4vIT4eHMWy0OB6p/KJSE+fuXyFRs2bwrt0EH+IYjGxxBmZmY0Gu3WjZu3b93y8fXF4/ECPv/0f/+9f//e3sGhZvggJkWLs4sLmUy+dfNWp86da34uEokO7Nt/9/btjl9/LqegoGDJwkUEInFl9GoPDw8ajXYlMXH2rNnfqnvlEoXP54tqiGKBQGBsbBy1atX8hQvTXry4fv36P0f/WbRgwe79+4yNjQl4Ag6Pc/fwWLNuLZlMliduEwlFP4rZlEgkhw4ezMvLGz9xonzh2bpNGy0t7ffv8uRv9m+PqqioCO3QoVPnzkKBAIfH87jcoYMHm7PMazq81aK8vNzP3y8gMEAg4MOwNM/5MOkhrO8uhFGheGDfvk+Fn8ZOGC9f2rcOCtJcF/v+XR6EEYRCYe++fZUS2FTCZm/asNHdw93Ty/PP65LlvM5JvnYtMKhNHUY1OWHh4X5+fqY/8zZUhCJpAqj1LVu2dHd3/3M1VHZW9o2UlOB2bS0sLH7auHfv3kFBQbVmUZ1UH5jxsYC3j4+bu3tKcvKo4SOaOzlpaWm9zc3Nzs4WiUShHTrUfJNg0kOsuVNzb2/v82fP3r51q+bn169dS0pMDAoOtvrBliXv7dv8Dx96yZ5vJpNJJBLfvHkjFAjkEeawDD6PJzfjP3v6tKysTP4eef7s+agRI27fuqWpqenXosXM2bP7Dez/6dOnErbUSYxGp9nY2r17+xaPw+nr66OF5c+fPbcqKqqysvK7Q8LhcO/z3h89cjT3zZsv43z3rqqqysjISP7Nl1r4hdKtKPorl8tdHrl0xdJlBAKBKqun+ezps+ysrNatW8u1c6jhXX4IgiCxa9fOnjFTIpFQqTQKhZKenv78+YtWAQE1i4YJhUKxWCwf29u3744eOZL37l3NsXG5XKM6K06qFAiCaGlp1a30y3n9et6cOWfPnGHL7uOPMDQy2rFr18zZs5VS7/Lpkycx0dEZ6emKNJaaypo1q3sWWZmZc2fPvnD+fGlJXQ5vpqamu/funTp9mlLMGw8fPIiJjn6Vna1IY4aGhqWV1XcTOgBbCybQ1taeOn26o6NjeVnZ9WvXTv/33+PHjyUSSXh4+OChQ2q2xOSuRUtLa8rUqZMmTJgwdvyIUSPc3NxxePyD+/d27dhpamY6auyYmmbbmlXWdfT0GAzGtatXffx88TjcrZu34g7GSR2fXr3y9fdDC+taWVkdPXwk7sBBP3//rKzMuAMHaxr29Q30c3PexESvQRBEV0+v8GPB1aQrtra2pqbShRgOh+vTt8+1pKTFixYPHzmCSqGmpt5dtyamd58+dajCQzt2+OfYsTWro8dNGK+pqZmXl7d+XayWtnZIh1C0gVAkXL829snjRwsXL7G1k6Z+olKpmkzNQwfj7B0cWgUGFBV+Wr1qVbNm1h06dZJ3u2fX7ksXLixcshitKgbDsIGh4b49e52cnUI6dCgvK1u1cqWujk54t27yQ+6n3lsVFRXWLXzw0KHoIZ06dTx54sSa1dGjx47V0GC8ffs2du06fQODdu3bQ9jhpzGzRBLx5o2bd2/f2b1zl42tbVBwsLe3t5Hxd8RnHRGpv0pYeFiHTh2VGHlKJJGSryffS723Y9t2ewf7oKBgL29vA8PaFiYYhi0sf77DUJBefXqHd+8G4mebDn7+fgcPHzr936mnT5/y+Xxtbe2A1oGdO3euVYEQk6IFgiAfP9/YDRti161ds2o1SVYiVyAQBLdtGzFtqk2NvHt4PF5qTfm8SrKwsBgzduyG2NjRI0bgcXhjE5PJERH79+zZuWOHq5urr58fHo8fMHBQRlp6zJo1TCaTQqF079H9/Lnzcg8xc3PzRZGRK1esGD9mrIamZgWHY21tPWvuXKZWdYilf4sWS5YtW7N69ajhI6gUSnl5efcePSZPnVqHk5K7h8fseXNjY9aOGj6CwWCUlpaamJkuW7EC9TFD34zv8/IyMzK5XC76CQ6HGz127If3+auiogx2G0gPMTFZvHRpTevoR5nht+Zu6e+/+73Nfbtx/YZjR49VVlTQGYwlkZE13zLlnPK0tDS/Fv7yT7x8fGbNmbMhNnbksGF06dhKWCyLZVEr7B2xV4O9DszMzENCQ3lc7t/9+129cnXOrFlTp00bOnxYvZ4Uh8dTvqld/SdYWlq2a9eOQCD06N0rKTFx5vTpc+bNq6fM/HJkJdL/aBZoQXWwa8EQJqamYyeMr7uN1NUKwiwisSgzI/NVdjYOh7O3d2hm3ayWpgJNAU0ikWq+2T98+JCdmYXWhCdTKMXFxQUFBc2srOTx9jweLz0trbycY+9gb2hoyOVya9Vyr6qsTE9PZxezjYyMbO3tvk3HUlZWlp6WVlVZZWFlqYgmHY2CfPzoUVlpqamZuZOzU62IBz6fLxaLaxWHF4lEL1+8ePXqlY6OrrePd61DBAKBSCSqVZoeQZD0tLSMjAxNTaanl2ctwwx6uQgEQq1FaHFx8ZNHj8rKyszNWc2dnb4tS6yy7Nm9e8HceWPHj5+/cEHdLZ89e7Zw3vwDh+JSklP27Ny5c+8ebDlYozy4f3/FsuVxRw5funDhn6PHtu/epfqeY2dPnx43ZmyvPn1iN6x/8vhJt65d3dzd444elQboY/nt9EuQyeSxo0adO3Pm0NEj7UNCIOyD1V0LCgFPaC7jRw2+W57dWIb8V10ZNRtQKBT3Gs4z39Zyp9HpdeeOZTKZfv5f1v6KoKOj07Zdux/99bvJxAgEgqubm6ub23cPIcmo9SEMw47Nm/8ouch3Lxd6idpiSgP2Gzg5OWkymUcOHY6/dGnMuLFYlCvSIoBubhQK5XDcobNnzkydNk315Yrc9xjE4qsy35Zj+RYYhmuuYrEtWgAAZYHD4cLCw+bNntO7T5+Q0GorF+YgEomdunReunhJvwH9Wwe1gTBBU9mZYJjr165t3bIF/2PvFbFYbGNjO3/RQvnaFIgWAKAaHx8fPz+/kaNHYfqK+Pv7+/n7jxiFmVnI6rVAMA7dtwA5o4p8/PDhatKVWkY1GIIJRAL6oVAg5JRXiGokSwSiBQCoxsLScs+B/XU4XGACG1vbPfv3YWgWMmECJIpKY2dvP2LkyJqGXhiHI+DxGRkZjx4+FPAFMAwbGRvVNEhj5vkDABoADL2R1WgWsnotwNqiwnh5e3t5f5WBQigUHj927O7du5VVlbo6un3++qv/gAHqU8AYAKgPuFVVSyOXGhsbjZ84USnRkY1CBYcTuSTSyspqzLixquzai2kn1SYIj8dLTLi8c8eO+/fuUWnUbt26jxg9yl0WPFcTIFoAgO8gFArEkuqsBNhFJBRIMDILVRZ+ADkPHjzYtX3HpUuXRAKBr5/f6DFj2rZv992AWSBaAIDaUGm06JiYBrguOa9zdm7f7uHl6ebmbmdvp9zOGRoaa9evh+qfrMysPbt3+fj6urq61gxY/jWAaFFtXr96fWD//n+PHy8pKXFs7jh46NA+ffvWUWEdiBYAoNEgU8ip91Lv379PpdFMjI29fXzah4YokudRpSBTyHdu3X708BGZQjEzNfX29WkfEmJubq7g4YgETU8JUF3u3L41a8bMnNc5eDzex9e3T98+Nra2D+7flxUglIJIJBoami6uLnIvMiBaAIBGw8TEJCQkhFNRMX369NOnTsdERxcUFMydPw9bt4TFYgW3awvDuHETJpw6eTJmdXQJu2Tq9Gm/1guQLSrMm5w32VnZFDIZguH0tLTlS5fVKsouEorcPNwPxB2UV+jAqokSAFAPuoaHP3v8BIJhfX09BweHURipglOLsPBuD+7fJ5EI2jrarq6uw4YPV/xYUGVS9SESidLsvWQyiURCIEQsFuO+oZa1DOxaAIDGxMHBQV9fP+7gwaSEy5Mjpujp/XJZblXA2cWZydSMOxh38fyFOXPnaGn/sGjQd5CpVMCmRZUJbtfun39P1OFqgSAIjU6n1UhjCEQLANCY4PH4Tl26zJk1q+///gpo3RqjN4NIJIZ27Lhk4aIBgwb6/mL2vGp1PTDjqzA6Mn7pEKAQAzRRuNwqFYmo8PH16dK169jx438j1JHL5arILPxbtOgaFjZ67NhfzrEPNizqCBAtgKZIUlJS3159EuLjIRWAZWGxbsN6U1PTXz3w0sWLfXv2unb1GqQCWFtbr10fa2ho+KsHvn71SiwWwzB4F6kV4HYCmiJGRkZe3l4mJiYQljE2MfH09jbGTjHp78LQ0ADxkuoHsLUAmiJOTk5OkZEQxnGTAWEcA319qX9RYw8DoFzArgUAADQm1TWmgBlfvQCiBQAANCbVDmLgJqgXQLQAAIDGRpZVH6BOANECADQOCIJcunDx4L79IpEIu/dAIpGcP3v2UFzcT2un/wiZ8zQCLPlqBhAtAEDjIBaLExMTz549W1lZid17IBQKExISzp87z+Vyf68HqWABpcDUDuAhBlB/VLPqIoFAWBy5RCQSMZlMCLOQyeRlK1ZIxBJ6jSQfv4hKhHwClAvYtQDUHBwOl5aWlnApvqqqClIxGAyGlpZC6bYkYkny9euXLl7kcXmQiqGhocHUUkg6isTiq1euJFyK5/P5Xz5VjWwCAOWiiqs5AECJEIiEG8nJ7OJiVzc3Wo3a3Q2DRCJRSglkkVi8c/uOEjbb29ubQqVADQuCKMcWIhaKtm3eJ+VC2QAAVpBJREFUKhAKfHx95FWkUMECY7ZQNOC7ANECUHMEfMHI0aNnz51TR0U8pcDlckvY7JKS6n/y8/OzMjLMWKwpERF//l4mkYi79u5BEKQBZsFms0uls5CS/z4/MyPD2sZmwsSJf+7ERaaQDxw6iKrRvnwKdi3qCBAtAPWHSCRSKPW70r+RkhK9chVeZtShUqkMBoPFMs/MzKLRftsCUZv6FioQBF1JSopduw41TVGpFIaGBovFysjI0FVeqn/yNzcCxLWoJUC0ANSfBsgNbGRsLM1ZYmAQuXyZtrY2gUCAYXjqlCmOjo4Ycqs1MTGViMWmlhaLlixhMpnoLCaMG+fo6FjvcSeYuUgAhQD6TQBACdjY2Ozau4fP56+KipJIJDAMCwQCdjHb2OyX8xk3Ig6ODjv37i4pKY2JjoZl8Hi8stIy4/rM44kKfgwJYIAiANECACgHfQODNevWVlZURkyaXF5ezinncDgcS0tLbF1fY2OTtbHrCgs/TZ0SUVFRWVpSWlVZaWFhUd/nhcG2Rb0AogUAUBq6urqr10Tj8fhZ02ZkZmYgiERPTw9z19fAwGDN2hgBjzd39uzs7CwIhnTrcxafq0zW3xkAjQAQLQDAzxEKhQpGm2symavWROvq60ZMnkyj0RvA9q44QqGQp9gstLW118Suo1Ip0yOmampokkik+hxXtftxfZ4C0NAA0QIA/AQ+n79k0eLJEyYWFhYqcrFoNNr8hQuDgoPpdJrqJALgcrnz586bNiWiuLhYkfYMBmPxksiWrVoxNDSUEprzE8ECbC3qhao89wCAykIikZydncrMzekKexJTKJSVq1fz+fx6fSn/EmQy2cXZmc/nKx43SqVRY2LXCQSC+h0ZiGtRR4BoAQB+AgzD/+vXT8HL9P79+wVz57YOChoydOivasPEYjEEQXg8vj5uCQ6HGzB4kIKN3+bmLpg3v0PHDv0GDPiNWcAwrLhMBR5iaomqLKkAAPUAj8NTqTQalfqrB3I4nOlTp82cNl0VEiHj8HiqlF/Oi1NWVjZl4sS5s2crnggZZBBTS8CuBQBQJkbGRpu3bf2dryKB4OTUnEAgqIIOzczMbNvOHb9xIJFAcHJxodPovzALWVZ9YGpRM4BoAQBUAiqVOmLUKAjj0Oj0MWPH/k4psHobEqBRaPz1EQDQ6PD5fAW9clV9FjyVS7mvAGhcCxAuagXYtQCaIogEef78eVHRp+zs7PS09OzMTAKBcOjY0frOYqlcJBLJ82fPiouKs7Ky0tPTsjIz6TR63NEjquPx/CsA0aJWYPERBAD+FKFQGDF5EqecE9Khg38LfxMTk3upqfXkmlV/cLncCePGC4XC0A6hrVoFGOgbvHj5QhVMNb8EItOIAcGiZmDsKQQAlAKRTFyxcqW+gYGurk6fvn2trKzMzMyIRCK2Li+NRotatVJbW1tf36BXn97mFhbm5izMiZZqgEJMvQC7FkBTBIZgXz+/TVu3zJ09e+6sWQQiyZzFgrAGDMOtAgI2bNo4b/acwsICkUjEYtV7HkmlU51CDIgW9QKbCxwAQBlYWlpu3Lz5zZs3mzdu1NHVwehFtbG13bRty8sXL7Zv2aanvJpdDQYCIlvUEbBrATRpdHV1Fy5ZYmFp5eTkBGEWfX2DJUuX2tgesHdwgDAHcBBTR4BoATR1HBwcolathDCOk7PzytWrIQwCdi1qCVCIAQAqCp/PFwqFkNrPAtha1BEgWgAAVaSsrCysc5fpEVOrK2Vhk+Li4k4hofNmz6mrUfUEgfuxWgEUYgCAKkImk4cMHWpoaAhhGSqVOnT4cHOW+U8VYsBBTM0AogUAUJTysrL09HQbG9sGcCejUCj9BvSvj55LS0szMzJs7ey1tbWgeoZGow1UMJM/kC3qBVCIAQCKkpycPGzwkMTLCZi+ZFcSE4cOGpx87SqkGlTXawEKMfUC7FoAAEUJCg4+cOiQtY01pi9Z+9BQSysrW1tbSJUAlhY1A4gWAEBRGAyGp5cn1q+Xpqamp5cXpDJU+ykAhZh6ARRiAACgMZEKFgw7wQG+DxAtAACg8WULDuxa1AsgWgCARoDD4SQlJqa9fInpq19WVpZ4+XJGesYf9YLlwB3AjwCiBdCkyc3NPf3fqbLS0gY+b87rnIhJk48cOqyU3l6/fn3m9GkOhwM1LFmZWVMmTvr3+PE/6QRBZQuw46sXwIwPaNIkJSbu2rFDV083IDCwIc/r5OyUdP0anU5XSm8J8fFxBw4aGRn5+vlBDYi7h/vVlGQGg/EnnXwOxgeyRa0AogWg/tRR0LdP376BgYGWVlYNOyIIj8fr6+srq7d+/fu3a9/eytISalgIBIIyZgE2LWoIUIgB1BwcDpeTk/OpsPC7f9XQ0LC1s1P9+pIFHz9eu3q1qKjou3/V1NS0tbUlqPws8vPzr129ymazv/0TCJlUM4BoAag5BALhSmJiSnLKn3clEAjOnT17/959qMG5evXqqBEjbt+69edd8Xi8M6dPP3r0CGpwEuLjx4wcdf/evZofSkBcizoCFGIANUcoFPbu27dreNifd1XCZm/asNHdw93Ty/PPS9DnvM5JvnYtMKhNs2bNfto4LDzcz8/P1MzsD08KQVBRUdGG2PUtW7Z0d3f/87LB2VnZN1JSgtu1tbD4ee3k3r17BwUFfXcWwNSiZgDRAlBzEATR0tIikUh1tMl5/XrXzp3+LVq0CgjQ0flh6klDI6Mdu3YxNBh/LlcgCHr65ElMdLSBkaEiooVOp1v9rFlWZubePXsCAgNbtmyl9ePUk6amprv37mUyNZVSjv7hgwcx0dEsC5YiooWhocHQ0Kj9KRqM/+dDAagSQLQA1J+fljwhkog3b9y8e/vO7p27bGxtg4KDvb29jYyNvm3JsmApa1Rh4WEdOnWsW+b9EkQSKfl68r3Uezu2bbd3sA8KCvby9jYwNKjVDIZhC8ufiwEF6dWnd3j3bn80C6AQU0eArQUAgMzMzENCQ1u0bLliZZSVldWcWbMuXrhQ7989PJ5CoShlA4RiaWnZrl271q1bL4taYWJqOnP69MTLl6F6Bv/Hs/gs9sG+Ra0AogUAkBLevdvz58/NWSyrZs3s7ey69+yBxesS3r3b48ePra2tWebmzs7OSrEw1TeYLqMJ+BFAIQYASHFyctJkMo8cOhx/6dKYcWO1tbWxeF1c3dwoFMrhuENnz5yZOm2apqYmhAFkcS04sGtRK8CuBQCQfRNwuLDwsJjoaAcHh5DQUIxeFCKR2KlL59UrV3p4erQOagNhAbBnUUuAaAEAqvHx8fHz8xs5ehSmr4i/v7+fv/+IUdiZBagyqY4AhRgAUI2FpeWeA/vryAqDCWxsbffs34e5WQB1mJoBdi0AwBcw90ZWg1lIzfgIAmIm1QwgWgCA2nCrqubOnrNx/XqJRILdq1PB4cycPmPr5i3YcMEC2xb1AogWAOA7CIUCsUSM9UsjEgokKj+L6ohJIFvUCyxtnAGAhoFKo0XHxDTAiXJe5+zcvt3Dy9PNzd3O3k65nTM0NNauXw/VP1mZWXt27/Lx9XV1dbWxtf3l42W7qppJZ3A4HJlMln6Eif2WMiARCUoMnlUFgGgBABoNMoWcei/1/v37VBrNxNjY28enfWiIIsm4VAoyhXzn1u1HDx+RKRQzU1NvX5/2ISHm5uYKHo5UJxGrli04HC4vL2/zxo1wUxItBAIhOysLj8dD6gIQLQBAo2FiYhISEsKpqJg+ffrpU6djoqMLCgrmzp+HrVvCYrGC27WFYdy4CRNOnTwZszq6hF0ydfo0BQ+vKT4kEolQIHifl7c6KqpJGV8QmUwVCoWYNu/VBIgWAKAx6RoePnfmLAiG9fX1HBwcRo0Zg8X7ERbebcmiRSQSQVtH29XVddjw4b9ytFS24GS2FmNj48lTp1ZvZZrKjqUaGIZFIpG1tTWkFgDRAgA0Jg4ODvr6+nEHDyYlXJ4cMUVPTxeL98PZxZnJ1Iw7GHfx/IU5c+fUkdL/W2o6sBkZG0+fOaN+xghoUNTKcAQAYA48Ht+pS5cN62KdXJwDWreGsAmRSAzt2HHdmhhvH29ff//f6QLUAlMvgGgBNFG43CoVCfjw8fXp0rXr2PHjfyPUkcvlqsgs/Fu06BoWNnrs2F+3RUtVYUqsWwNQBYBCDNAUSUpKio1ZO2HSxA4dOzb2WCCWhcW6Db/jJXzp4sXNGzZOnTEjuG0w1NhYW1uvXR/7GwcWFX3C4/H/njj+7OlTHA4H42AYgmU/4HAw+gP6P9nvsv98/uHLX9Bfv3uYrGmtA2v0UOPY6o++19VXH0NoH3WfHf7qV/mJvxkI6hSHfoBeEDweL/W9xjhAtACaIkZGRl7eXiYmJhCWMTYx8fT2Njb6TjVMDAHDOD6fn3o39fbNW3K1GPqelf3/Vz/I/1QdZSn78dtmdfzwVQ+/9cOf9wB/26fsB7zMSaxj504rV6/G+jYOiBZAU8TJyckpMhLCOG4yIIwzdNiwgIAAaR4xBJFIJLL/SH9Af5b9B/0H/d+Xj9H/ov98aYH+gnZV6zDp/6pPIm/y1W+fu67+f3QkX53922O+/PKdDpEaf/16Rl/1K5GgOk2BQFBWVlbJqYSwDxAtAACgMbF3sLd3sG/EAchsVV/sVV/Zrr52gq75pzqaQT9qV0czGZcTEqZMnKQebtdAtAAAgCaNXGH2+ddGC9Zk0OmNeHblAjzEAAAAQCVAVMPZTykA0QIANA4Igly6cPHgvv0ikQi790AikZw/e/ZQXBymM5SIxeLTp04dPXJEnV7ujQsQLQBA4yAWixMTE8+ePVtZiWGzrVAoTEhIOH/uPJfLhTALn8+Pv3jp0oWLPB6vsceiJgBbC0D9Uc2qiwQCYXHkEpFIxGQyIcxCJpOXrVghEUvodDqEWWg02sro1QgCUanUxh6LmqCKXzkAQIngcLi0tLSES/EBrQNpNJpKXVsGg6FgS4lYcuNGSlVVVVBQMIVKgVQJDQ0NBVuKxOKU69eFAmGb4CBViwrU1NRUsKVIJLp29SoEwa3btMZ69En9AUQLQM0hEAk3kpPZxcWubm4NL1okEolSSjyJxOKd23eUsNne3t4NL1oQBFGK55JYKNq2eatAKPDx9Wl40aKsWQgFwk0bNpLJZF8/XyBafgQQLQA1R8AXjBw9evbcOfX9LuNyuSVsdklJ9T/5+flZGRlmLNaUiIg/f6ORSMRde/cgCNIAs2Cz2aXSWUjJf5+fmZFhbWMzYeLEPy8xTKaQDxw6iKrRoPqkqqrq872QzSI/PzM9vbmT86gxo/+8cyqNevT4PzAMq9rGS6UAogWg/hCJRAqlflf6N1JSoleuwsuMOlQqlcFgsFjmmZlZNJrSLBAN8CK7kpQUu3YdapqiUikMDQ0Wi5WRkaGrvFT/5Hq+EWhqtS2bNhEIRBiCKDSqhoYGy5yVlpZmqnDhy59S34+TGgBEC0D9aQCPUiNjYwiCDAwMIpcv09bWJhAIMAxPnTLF0dERQ0FwJiamErHY1NJi0ZIlTCYTncWEceMcHR3/fMvSYJiamQkFQltbu3kLF2hoaKCzyM194+jg0NhDa0IA52MAQAnY2Njs2ruHz+evioqSSCQwDAsEAnYx29jMFEPX18HRYefe3SUlpTHR0bAMHo9XVlpmjKk8ni4uLjv27M7Pf79+3To8XipXqqqqOJwKI2MszQLrANECACgHfQODNevWVlZURkyaXF5ezinncDgcS0tLbF1fY2OTtbHrCgs/TZ0SUVFRWVpSWlVZaWFhAWEKc3PztevXv8l5M2PaNC6XW1xcxOfzzFlKU4gBfgoQLQCA0tDV1V29JhqPx8+aNiMzMwNBJHp6epi7vgYGBmvWxgh4vLmzZ2dnZ0EwpIvBWRgbG6+NjS1hsxfMm/c6+xUOh9fVxWRxaIwCRAsA8HOEQqGC0eaaTOaqNdG6+roRkyfTaHSVciISCoU8xWahra29JnYdlUqZHjFVU0NTpVxsBQKBgjHzunq6sRvXS8SSmTNmogYwSGXgCwR8tY78B6IFAPgJfD5/yaLFkydMLCwsVORi0Wi0+QsXBgUH0+k01Xmdcbnc+XPnTZsSUVxcrEh7BoOxeElky1atGBoaSgnNUQqVlZWzZ86cNX1GaWmpIu01NZmRy5f7+HhraCoa19kAcDic6RFT586eU15eDqkpqvLcAwAqC4lEcnZ2KjM3pyvsSUyhUFauXs3n81XnpUwmk12cnfl8vuJxo1QaNSZ2nUAggFQGCoXi4uoKQbDi7r8MBn3j5i0CoQrNgkqlurm5kskUNXZiBqIFAPgJMAz/r18/BS/T+/fvF8yd2zooaMjQob+qDROLxWhp9Pq4JTgcbsDgQQo2fpubu2De/A4dO/QbMOA3ZoHWfYfqATweP3TYMAUbv8rOXrxgYbfu3Xv/1VelZkEgEEaMGgWpNaqypAIA1AM8Dk+l0mi/nuVQqiSZOm3mtOmqkAgZh8dTpfxyXpyysrIpEyfOnT1bFRIh4wkEKo1Gof3yvWCz2ePHjF20YAGfz6+foak/YNcCACgTI2Ojzdu2/s5XkUBwcmpOIBBUQYdmZma2beeO3ziQSCA4ubjQaXRVmIWlpeWO3bt+40ASieTi6qKjo4OhcFdVA4gWAEAloFKpaqAkodHpY8aOhTAOg8EYP3FiY48C2zT+ygIAaHT4fL6CXrmqPgvs+7OqySx4UqAmDNi1AJoiiAR5/vx5UdGn7Ozs9LT07MxMAoFw6NhRbHnsSCSS58+eFRcVZ2VlpaenZWVm0mn0uKNHVMfjWRHEYrF0FsXFmZmZGenpmRmZOjraBw4dwpYySigUPn/2vLi4KDMzMzM9PSM9w8TEZPf+fVBTBUuPIACgLIRCYcTkSZxyTkiHDv4t/E1MTO6lptaTa1b9weVyJ4wbLxQKQzuEtmoVYKBv8OLlC1UwcvwSFRzO2FFjcHhcSGhIYOvWOtrab3JzsSVXIAgqLS0dPWIElUptHxoSFNxWQ0OzqLgIasJg7CkEAJQCkUxcsXKlvoGBrq5On759rayszMzMiEQiti4vjUaLWrVSW1tbX9+gV5/e5hYW5uYszIkWTSYzatVKDQ0NY2OTnr16mZiasVgsCGvo6equWLWSSqWZm7O69+xhZGxkwcJY4jXlAnYtgKYIDMG+fn6btm6ZO3v23FmzCESSOQZfZzAMtwoI2LBp47zZcwoLC0QiEQuDrzMYhtsEBxkYGs6fO7fg44dyDsfJyRnCGjAO1z4kxMDQcNG8+fkf8j8VFPr6+UFNGIwtcAAAJWJpablx8+Y3b95s3rhRR1cHo9fWxtZ207YtL1+82L5lm57yanY1MI7NHTdv23rv/v29u3Zjdxaurq6btm5NuZ4cd/Cgnj72cnoqEbBrATRpdHV1Fy5ZYmFp5eTkBGEWfX2DJUuX2tgesMdytSsjI6OlS5cdPnTIxtYWwiymZqZLly8/fuyYVbNmUBMGiBZAU8fBwSFq1UoI4zg5O69cvRrCOG4e7m4e7hDG8fbx9vbxhpo2QCEGAKgofD5fKBRCGEdtZiESiRp7FFgCiBYAQBUpKysL69xlesRUBEEgzFJcXNwpJHTe7DkQlvn48WNIcNslCxc19kCwBFCIAQCqCJlMHjJ0qKGhIYRlqFTq0OHDsV45mMFgDB850traurEHgiWAaAEAFKW8rCw9Pd3GxrYB3MkoFEq/Af3ro+fS0tLMjAxbO3ttbS2onqHRaAMVzuT/S7DZ7KzMLAdHByaTCdUzDAZj8NAh9dFzcVFxdnZ2c6fmGhoqVKlMKQCFGACgKMnJycMGD0m8nIDpS3YlMXHooMHJ165CWCb+0qWhgwbdunkLwjLnzp4ZOmjQ/dR7kNoBdi0AgKIEBQcfOHTI2gbbipH2oaGWVla2WHbwhSCoU+fO9vb2dvb2EJYJ797dxdXNAcsu4z8CiBYAQFEYDIanlyfWr5empqanlxeEcbS0tNRgFtra2tpe2pA6AhRiAAAAAFAyQLQAAAAAQMkA0QIANAIcDicpMTHt5UtMX/2ysrLEy5cz0jMgLFNaUnI5ISE7K6uxB6JWANECaNLk5uae/u9UWWlpA58353VOxKTJRw4dVkpvr1+/PnP6NIfDgRqWrMysKRMn/Xv8uHJ6y8o6e+ZMZUUF1LC8fPly0vgJZ06dVkpvGenp58+d41ZVQU0bYMYHNGmSEhN37dihq6cbEBjYkOd1cnZKun6NTqcrpbeE+Pi4AweNjIwaOJG7u4f71ZRkBoPx510hCHLh/PmTJ/41NTPz9GxQXwlfP7/rN29oamr+eVcSieTM6dMXL1xksVgurq5QEwaIFoD6U0dB3z59+wYGBlpaWTXsiCA8Hq+vr6+s3vr179+ufXsrS0uoYSEQCMqaBQzDg4cM6dK1q2VjzMLAwEApXeFwuBGjRvXs1avhnyhVA4gWgJqDw+FycnI+FRbqf+/1oSEDUnkKPn5MS0tzdnHR0/tOFRBNGZDKk5+fn5mR4ermpqPznXQGWjIgled9Xl52drabm5uWtvb3/Ym11dOf+JcAthaAmkMgEK4kJqYkp/x5VwKB4NzZs/fv3YcanKtXr44aMeL2LSUEn/N4vDOnTz969AhqcBLi48eMHHX/nhKCz7lc7qn//nv65CnU4Jw7e3bs6NGPHz/5864qKypOnjz54vkLSO0AogWg5giFwu49e3YND/vzrkrY7E0bNp44/o9EIvnz3nJe5+zfs/f169eKNA4LD4+/fLlDx45/ft6ioqINsev/O/GvUnIqZ2dl79uzNzc3V5HGvXv3vnQ5Ibht2z8/78cPH9evXXfm9Ckl2d4z9u3Z8z4vT5HG/fr3v3DpUkBgwJ+f931+fuyamPPnzkJqB1CIAdQcBEG0tLRIJFIdbXJev961c6d/ixatAgK+q6tBMTQy2rFrF0ODgcMpYU329MmTmOhoAyPDZgqUI6TT6T+tWpiVmbl3z56AwMCWLVtp/Tj1pKmp6e69e5lMTRiGoT/m4YMHMdHRLAuWhYXFTxszNDQYP1M/vnzxMu7ggTZBQf4tWtSRetLSynLvgQPKyrCZmno3JnqNrZ2dqZnZTxtraGpq/Ez9+PTxk2PHjga3bevr51eHrtLGxmb/oThdXawWbK4DIFoA6s9Pl+dEEvHmjZt3b9/ZvXOXja1tUHCwt7e3kbHRty1ZFixljSosPKxDp451y7xfgkgiJV9Pvpd6b8e27fYO9kFBwV7e3gaGtS1MMAxbWP5cDChIrz69w7t3U+IsSCTi1StXHtx/QKVRmzs6tgkO9vLy/rbOPAzDllZKM/j369+/T9++SpwFgUS8HJ8gnQWV6uTk1DooyNvbS+cbEYLD4azU1OAPFGIAAGRmZh4SGtqiZcsVK6OsrKzmzJp18cKFev/u4fEUCkUpGyAUS0vLdu3atW7delnUChNT05nTpydevgzVM3hlz8LG1rZNm6C27dotXbZMT19/esTU69euQVibRfPmzQMCAzt07Lg4cokmU3PalClYT9L8qwDRAgBICe/e7fnz5+YsllWzZvZ2dt179sDidQnv3u3x48fW1tYsc3NnZ2elWJganvDu3R7cv2fv4GhsbOLu4dGxcycIg4R365Z6966Li6u+voGPr2/70BCoKQFECwAgxcnJSZPJPHLo8O6dO0ePG4tR/1FXNzcKhXI47tD+ffvHjh+PCY/kb/Hw9IRh3OG4g0cOHRo/caKyAksbGG9fH6FQGHfw4L/Hj0+cNJFCoUBNCSBaAADZNwGHCwsPi4mOdnBwCAkNxehFIRKJnbp0Xr1ypYenR+ugNhA2oVKpIR1CV66IatmqlX8LfwibMBiM4LZto5Yta9e+nQf28///KsCMDwBU4+Pj4+fnN3L0KExfEX9/fz9//xGjsD2LVq1apfj7DxsxHMIyAYGB91NTBw8dCjU9gGgBAKqxsLTcc2B/HVlhMIGNre2e/fuwPgvH5s1379uL9Vm4ubvt3LsH67P4PYBCDAD4gnq8BcAsVAeCWjxRvwEQLQBAbbhVVXNnz9m4fr1Sou4biwoOZ+b0GVs3b1FK1H1jUVpaOj1i6q4dOyEsU1RUFDFp8v69+6AmAxAtAMB3EAoFYokY65dGJBRIsD4LBBFIZ4FhGa8+s/gVmuhmDQCoAyqNFh0T0wCXKOd1zs7t2z28PN3c3O3s7ZTbOUNDY+369VD9k5WZtWf3Lh9fX1dXVxtbW+V2rqWtvWHTJqj+SXuZdmD/Pj//Fi6uLtbW1srtXE9ff/PWrVBTAogWAKDRIFPIqfdS79+/T6XRTIyNvX182oeGKJKMS6UgU8h3bt1+9PARmUIxMzX19vVpHxJibm4OYQoymXwj5cbjR4/JZLKZuZmPr1/7kPampqaNPS6sAhRiAECjYWJiEhIS4uvvt//Afv8WLdavW3foYBzm7geLxQpu17ZVQMCeffs8vbxiVkcfP/YPhDWaWTdr3aZNcNvgnXt2u7i4rloRdfq//xp7UBgGiBYAoDHpGh7+7PETCIb19fUcHBxGjRmDxfsRFt7twf37JBJBW0fb1dV12HBMxqOEdQu/c/sOnU7X1NDw8fEeMHBQY48IwwCFGADQmDg4OOjr68cdPJiUcHlyxBQ9PUzmV3d2cWYyNeMOxl08f2HO3Dl1pPRXZdzd3SkUStyBA2dOn16ydKkmE5NpclQEsGsBABoTPB7fqUuXDetinVycA1q3xujNIBKJoR07rlsT4+3j7euP1dQsFAqlXUj7mNXRga1be3h6NvZwsA0QLYAmCpdbpSIBHz6+Pl26dh07fvxvhNdxuVwVmYV/ixZdw8JGjx2Lx+N/9diqqipINQgICOjaLXzEqFG/kWBfdWahCgDRAmiKJCUl9e3VJyE+HlIBWBYW6zas/w1npEsXL/bt2eva1XovZ6II1tbWa9fHGhoa/uqBZ8+c6dur980bNyEVwN7BIWbdut8o+/jviRN9e/a+l3qvfsaFPYBoATRFjIyMvLy9TExMICxjbGLi6e1tbPSdapgYwtTUVFoN06B2NUxsYWZm7uXjrf9NNcwmCzDjA5oiTk5OTpGREMZxkwFhHE8vL0/s55z38/fz8/dr7FGoEGDXAgAAAAAlA0QLAAAAAJQMEC0AAAAAUDJAtAAAjQOCIJcuXDy4b79IJMLuPZBIJOfPnj0UF4fptL5isfj0qVNHjxxREU9uNQCIFgCgcRCLxYmJiWfPnq2srMTuPRAKhQkJCefPnedyuRBm4fP58RcvXbpwkcfjNfZY1ATgIQZQf1Sz0h+BQFgcuUQkEjGZTAizkMnkZStWSMQSOp0OYRYajbYyejWCQFQqtbHHoiao4lcOAFAiOBwuLS0t4VJ8QOtAGo2mUteWwWAo2FIilty4kVJVVRUUFEyhUiBVQkNDQ8GWIrE45fp1oUDYJjiITCZDqoSmpqIZw0Qi0bWrVyEIbt2mNYlEqudxYRUgWgBqDoFIuJGczC4udnVza3jRIpFIfiNlyLeIxOKd23eUsNne3t4NL1oQBIFh+M/7EQtF2zZvFQgFPr4+DS9alDULoUC4acNGMpns6+cLRMuPAKIFoOYI+IKRo0fPnjunvt9lXC63hM0uKan+Jz8/Pysjw4zFmhIR8edvNBKJuGvvHgRBGmAWbDa7VDoLKfnv8zMzMqxtbCZMnAj98WuZTCEfOHQQVaNB9UlVVdXneyGbRX5+Znp6cyfnUWNG/3nnVBr16PF/YBhWtY2XSgFEC0D9IRKJFEr9rvRvpKREr1yFlxl1qFQqg8FgscwzM7NoNKVZIBrgRXYlKSl27TrUNEWlUhgaGiwWKyMjQ1d5qf7J9Xwj0NRqWzZtIhCIMARRaFQNDQ2WOSstLc1UeYUv6/txUgOAaAGoPw3gUWpkbAxBkIGBQeTyZdra2gQCAYbhqVOmODo6KkUJ0zCYmJhKxGJTS4tFS5YwmUx0FhPGjXN0dPzzLUuDYWpmJhQIbW3t5i1coKGhgc4iN/eNo4NDYw+tCQGcjwEAJWBjY7Nr7x4+n78qKkoikcAwLBAI2MVsYzMsFVd3cHTYuXd3SUlpTHQ0LIPH45WVlhljKo+ni4vLjj278/Pfr1+3Do+XypWqqioOp8LIGEuzwDpAtAAAykHfwGDNurWVFZURkyaXl5dzyjkcDsfS0hJb19fY2GRt7LrCwk9Tp0RUVFSWlpRWVVZaWFhAmMLc3Hzt+vVvct7MmDaNy+UWFxfx+TxzltIUYoCfAkQLAKA0dHV1V6+JxuPxs6bNyMzMQBCJnh72sqwbGBisWRsj4PHmzp6dnZ0FwZAuBmdhbGy8Nja2hM1eMG/e6+xXOBz+N6qwAH4bIFoAgJ8jFAoVjDbXZDJXrYnW1deNmDyZRqOrlBORUCjkKTYLbW3tNbHrqFTK9IipmhqaKuViKxAIFIyZ19XTjd24XiKWzJwxEzWAQSoDXyDgq3XkPxAtAMBP4PP5SxYtnjxhYmFhoSIXi0ajzV+4MCg4mE6nqc7rjMvlzp87b9qUiOLiYkXaMxiMxUsiW7ZqxdDQUEpojlKorKycPXPmrOkzSktLFWmvqcmMXL7cx8dbQ1PRuM4GgMPhTI+YOnf2nPLyckhNUZXnHgBQWUgkkrOzU5m5OV1hT2IKhbJy9Wo+n686L2Uymezi7Mzn8xWPG6XSqDGx6wQCAaQyUCgUF1dXCIIVd/9lMOgbN28RCFVoFlQq1c3NlUymqLETMxAtAMBPgGH4f/36KXiZ3r9/v2Du3NZBQUOGDv1VbZhYLIYgCI/H18ctweFwAwYPUrDx29zcBfPmd+jYod+AAb8xCxiG60mm4vH4ocOGKdj4VXb24gULu3Xv3vuvvio1CwKBMGLUKEitUZUlFQCgHuBxeCqVRvv1LIdSJcnUaTOnTVeFRMg4PJ4q5Zfz4pSVlU2ZOHHu7NmqkAgZTyBQaTQK7ZfvBZvNHj9m7KIFC/h8fv0MTf0BuxYAQJkYGRtt3rb1d76KBIKTU3MCgaAKOjQzM7NtO3f8xoFEAsHJxYVOo6vCLCwtLXfs3vUbB5JIJBdXFx0dHQyFu6oaQLQAACoBlUpVAyUJjU4fM3YshHEYDMb4iRMbexTYpvFXFgBAo8Pn8xX0ylX1WWDfn1VNZsGTAjVhwK4F0BRBJMjz58+Lij5lZ2enp6VnZ2YSCIRDx45iy2NHIpE8f/asuKg4KysrPT0tKzOTTqPHHT2iOh7PiiAWi6WzKC7OzMzMSE/PzMjU0dE+cOgQtpRRQqHw+bPnxcVFmZmZmenpGekZJiYmu/fvg5oqWHoEAQBlIRQKIyZP4pRzQjp08G/hb2Jici81tZ5cs+oPLpc7Ydx4oVAY2iG0VasAA32DFy9fqIKR45eo4HDGjhqDw+NCQkMCW7fW0dZ+k5uLLbkCQVBpaenoESOoVGr70JCg4LYaGppFxUVQEwZjTyEAoBSIZOKKlSv1DQx0dXX69O1rZWVlZmZGJBKxdXlpNFrUqpXa2tr6+ga9+vQ2t7AwN2dhTrRoMplRq1ZqaGgYG5v07NXLxNSMxWJBWENPV3fFqpVUKs3cnNW9Zw8jYyMLFsYSrykXsGsBNEVgCPb189u0dcvc2bPnzppFIJLMMfg6g2G4VUDAhk0b582eU1hYIBKJWBh8ncEw3CY4yMDQcP7cuQUfP5RzOE5OzhDWgHG49iEhBoaGi+bNz/+Q/6mg0NfPD2rCYGyBAwAoEUtLy42bN79582bzxo06ujoYvbY2trabtm15+eLF9i3b9JRXs6uBcWzuuHnb1nv37+/dtRu7s3B1dd20dWvK9eS4gwf19LGX01OJgF0LoEmjq6u7cMkSC0srJycnCLPo6xssWbrUxvaAPZarXRkZGS1duuzwoUM2trYQZjE1M126fPnxY8esmjWDmjBAtACaOg4ODlGrVkIYx8nZeeXq1RDGcfNwd/NwhzCOt4+3t4831LQBCjEAQEXh8/lCoRDCOGozC5FI1NijwBJAtAAAqkhZWVlY5y7TI6YiCAJhluLi4k4hofNmz4GwzMePH0OC2y5ZuKixB4IlgEIMAFBFyGTykKFDDQ0NISxDpVKHDh+O9crBDAZj+MiR1tbWjT0QLAFECwCgKOVlZenp6TY2tg3gTkahUPoN6F8fPZeWlmZmZNja2Wtra0H1DI1GG6hwJv9fgs1mZ2VmOTg6MJlMqJ5hMBiDhw6pj56Li4qzs7ObOzXX0FChSmVKASjEAABFSU5OHjZ4SOLlBExfsiuJiUMHDU6+dhXCMvGXLg0dNOjWzVsQljl39szQQYPup96D1A6wawEAFCUoOPjAoUPWNthWjLQPDbW0srLFsoMvBEGdOne2t7e3s7eHsEx49+4urm4OWHYZ/xFAtAAAisJgMDy9PLF+vTQ1NT29vCCMo6WlpQaz0NbW1vbShtQRoBADAAAAgJIBogUAAAAASgaIFgCgEeBwOEmJiWkvX2L66peVlSVevpyRngFhmdKSkssJCdlZWY09ELUCiBZAkyY3N/f0f6fKSksb+Lw5r3MiJk0+cuiwUnp7/fr1mdOnORwO1LBkZWZNmTjp3+PHldNbVtbZM2cqKyqU0pvivHz5ctL4CWdOnVZKbxnp6efPneNWVUFNG2DGBzRpkhITd+3YoaunGxAY2JDndXJ2Srp+jU6nK6W3hPj4uAMHjYyMGjiRu7uH+9WUZAaD8eddIQhy4fz5kyf+NTUz8/RsUF8JXz+/6zdvaGpq/nlXEonkzOnTFy9cZLFYLq6uUBMGiBaA+lNHQd8+ffsGBgZaWlk17IggPB6vr6+vrN769e/frn17K0tLqGEhEAjKmgUMw4OHDOnStatlY8zCwMBAKV3hcLgRo0b17NWr4Z8oVQOIFoCag8PhcnJyPhUW6n/v9aEhA1J5Cj5+TEtLc3Zx0dP7ThUQTRmQypOfn5+ZkeHq5qaj8510BloyIJXnfV5edna2m5ublrb29/2JtdXTn/iXALYWgJpDIBCuJCamJKf8eVcCgeDc2bP3792HGpyrV6+OGjHi9i0lBJ/zeLwzp08/evQIanAS4uPHjBx1/54Sgs+5XO6p//57+uQp1OCcO3t27OjRjx8/+fOuKisqTp48+eL5C0jtAKIFoOYIhcLuPXt2DQ/7865K2OxNGzaeOP6PRCL5895yXufs37P39evXijQOCw+Pv3y5Q8eOf37eoqKiDbHr/zvxr1JyKmdnZe/bszc3N1eRxr179750OSG4bds/P+/HDx/Xr1135vQpJdneM/bt2fM+L0+Rxv36979w6VJAYMCfn/d9fn7smpjz585CagdQiAHUHARBtLS0SCRSHW1yXr/etXOnf4sWrQICvqurQTE0MtqxaxdDg4HDKWFN9vTJk5joaAMjw2YKlCOk0+k/rVqYlZm5d8+egMDAli1baf049aSpqenuvXuZTE0YhqE/5uGDBzHR0SwLloWFxU8bMzQ0GD9TP7588TLu4IE2QUH+LVrUkXrS0spy74EDysqwmZp6NyZ6ja2dnamZ2U8ba2hqavxM/fj08ZNjx44Gt23r6+dXh67SxsZm/6E4XV2sFmyuAyBaAOrPT5fnRBLx5o2bd2/f2b1zl42tbVBwsLe3t5Gx0bctWRYsZY0qLDysQ6eOdcu8X4JIIiVfT76Xem/Htu32DvZBQcFe3t4GhrUtTDAMW1j+XAwoSK8+vcO7d1PiLEgk4tUrVx7cf0ClUZs7OrYJDvby8v62zjwMw5ZWSjP49+vfv0/fvkqcBYFEvByfIJ0Flerk5NQ6KMjb20vnGxGCw+Gs1NTgDxRiAABkZmYeEhraomXLFSujrKys5syadfHChXr/7uHxFApFKRsgFEtLy3bt2rVu3XpZ1AoTU9OZ06cnXr4M1TN4Zc/Cxta2TZugtu3aLV22TE9ff3rE1OvXrkFYm0Xz5s0DAgM7dOy4OHKJJlNz2pQpWE/S/KsA0QIASAnv3u358+fmLJZVs2b2dnbde/bA4nUJ797t8ePH1tbWLHNzZ2dnpViYGp7w7t0e3L9n7+BobGzi7uHRsXMnCIOEd+uWeveui4urvr6Bj69v+9AQqCkBRAsAIMXJyUmTyTxy6PDunTtHjxuLUf9RVzc3CoVyOO7Q/n37x44fjwmP5G/x8PSEYdzhuINHDh0aP3GisgJLGxhvXx+hUBh38OC/x49PnDSRQqFATQkgWgAA2TcBhwsLD4uJjnZwcAgJDcXoRSESiZ26dF69cqWHp0froDYQNqFSqSEdQleuiGrZqpV/C38ImzAYjOC2baOWLWvXvp0H9vP//yrAjA8AVOPj4+Pn5zdy9ChMXxF/f38/f/8Ro7A9i1atWqX4+w8bMRzCMgGBgfdTUwcPHQo1PYBoAQCqsbC03HNgfx1ZYTCBja3tnv37sD4Lx+bNd+/bi/VZuLm77dy7B+uz+D2AQgwA+IJ6vAXALFQHglo8Ub8BEC0AQG24VVVzZ8/ZuH69UqLuG4sKDmfm9BlbN29RStR9Y1FaWjo9YuquHTshLFNUVBQxafL+vfugJgMQLQDAdxAKBWKJGOuXRiQUSLA+CwQRSGeBYRmvPrP4FZroZg0AqAMqjRYdE9MAlyjndc7O7ds9vDzd3Nzt7O2U2zlDQ2Pt+vVQ/ZOVmbVn9y4fX19XV1cbW1vldq6lrb1h0yao/kl7mXZg/z4//xYuri7W1tbK7VxPX3/z1q1QUwKIFgCg0SBTyKn3Uu/fv0+l0UyMjb19fNqHhiiSjEulIFPId27dfvTwEZlCMTM19fb1aR8SYm5uDmEKMpl8I+XG40ePyWSymbmZj69f+5D2pqamjT0urAIUYgBAo2FiYhISEuLr77f/wH7/Fi3Wr1t36GAc5u4Hi8UKbte2VUDAnn37PL28YlZHHz/2D4Q1mlk3a92mTXDb4J17dru4uK5aEXX6v/8ae1AYBogWAKAx6Roe/uzxEwiG9fX1HBwcRo0Zg8X7ERbe7cH9+yQSQVtH29XVddhwTMajhHULv3P7Dp1O19TQ8PHxHjBwUGOPCMMAhRgA0Jg4ODjo6+vHHTyYlHB5csQUPT1M5ld3dnFmMjXjDsZdPH9hztw5daT0V2Xc3d0pFErcgQNnTp9esnSpJhOTaXJUBLBrAQAaEzwe36lLlw3rYp1cnANat8bozSASiaEdO65bE+Pt4+3rj9XULBQKpV1I+5jV0YGtW3t4ejb2cLANEC2AJgqXW6UiAR8+vj5dunYdO378b4TXcblcFZmFf4sWXcPCRo8di8fjf/XYqqoqSDUICAjo2i18xKhRv5FgX3VmoQoA0QJoiiQlJfXt1SchPh5SAVgWFus2rP8NZ6RLFy/27dnr2tV6L2eiCNbW1mvXxxoaGv7qgWfPnOnbq/fNGzchFcDewSFm3brfKPv474kTfXv2vpd6r37GhT2AaAE0RYyMjLy8vUxMTCAsY2xi4untbWz0nWqYGMLU1FRaDdOgdjVMbGFmZu7l463/TTXMJgsw4wOaIk5OTk6RkRDGcZMBYRxPLy9P7Oec9/P38/P3a+xRqBBg1wIAAAAAJQNECwAAAACUDBAtAAAAAFAyQLQAAI0DgiCXLlw8uG+/SCTC7j2QSCTnz549FBeH6bS+YrH49KlTR48cURFPbjUAiBYAoHEQi8WJiYlnz56trKzE7j0QCoUJCQnnz53ncrkQZuHz+fEXL126cJHH4zX2WNQE4CEGUH9Us9If4f/t3XdYU+f+APATMk8mISRkkBCWBMKUMKyIoKJdjqr13sf212prHbVWcRWxWrcoKlpn3Ysue2+rVuusreP2VrGOopAEAa2ElUVCCNm/J3J/v/s8HRogCTnJ+3ke/evkzXnPCed73vV9MZhlK5ZbrVYajQYhFh6PX7Vmjd1mJ5FIEGIRicSS0vUOBwTDcF+fi5/wxT85AHCjoKCgqqqqc2fO5uQOIhKJPnVtyWSyi0fabfarV690dHTk5eUTYALkSygUiotHWm22Kz/+aDFbBufn4fF4yJdQqa5mDLNarT9cugRBqNzBuTgczsPnhVQgtAB+DoPFXL18Wa1SJaekeD+02O32HqQM+SOrzbbnk90atVoikXg/tDgcDhQK1ftybBbrru07zRZzRmaG90OLu2phMVu2fbwVj8dnZmWC0PJXQGgB/JzZZH5n2rSi4kWefpYZjUaNWq3R/Oc/hUIhl0rDBYI5hYW9f6LhcNi9B/Y7HA4v1EKtVmudtXBSNChkUml0TMx7s2ZBvX4s4wn4w+VHurrRIE/q6Oj4v3vxpBYKhay6OkGcOHX6tN4XDhPhz499iUKhfK3h5VNAaAH8HxaLJRA8+6Z/9cqV0pJ16CeDOjAMk8lkgYAvk8mJRLeNQHjhQfb9xYubN5V1DU3BMIFMoQgEAqlUynBfqn+8h29EV2q1Hdu2YTBYFAQRiDCFQhHwBVVVVTz3bXzp6Z+THwChBfB/XphRyuZwIAhisVgrVq+i0+kYDAaFQs2dMyc+Pt4tnTDeweXy7DYbTxjx0fLlNBqtqxbvvftufHx875ssXsMLD7eYLbGx/RYvXUKhULpq8fBhfbxI1NenFkDA5GMAcIOYmJi9B/abTKZ1a9fa7XYUCmU2m9UqNSccSZuri+JFew7s02i0G0tLUU90dna2ads4iMrjmZSUtHv/PoWiYUtZGRrtjCsdHR16fTubg6RaIB0ILQDgHkwWa0PZJkO7ofD92TqdTq/T6/V6oVCIrOvL4XA3bS5raWmdO6ewvd2g1Wg7DIaIiAgIUfh8/qYtW+rr6hfMm2c0GlUqpcnUyRe4rUMMeCYQWgDAbRgMxvoNpWg0+oN5C2QyqcNhDw1FXpZ1Fou1YdNGc2dncVFRTY0cQkEMBNaCw+Fs2rxZo1YvWby4tuZBUBC6B7uwAD0GQgsAPJvFYnFxtTmVRlu3oZTBZBTOnk0kknxqEpHFYul0rRZ0On3D5jIYJswvnEulUH1qiq3ZbHZxzTwjlLF56xa7zb5wwcKuATDIZ5jMZpNfr/wHoQUAnsFkMi3/aNns92a1tLS4crGIROKHS5fm5eeTSETfeZwZjcYPixfPm1OoUqlcOZ5MJi9bvuK5gQPJFIpblua4hcFgKFq48IP5C7RarSvHU6m0FatXZ2RIKFRX13V6gV6vn184t7hokU6ng/yUr/zuAcBn4XC4xERxG59PcnkmMYFAKFm/3mQy+c5DGY/HJyUmmkwm19eNwkR44+Yys9kM+QwCgZCUnAxBKNen/5LJpK3bd5gtPlQLGIZTUpLxeIIfT2IGoQUAngGFQv194kQXL1NDQ8OS4uLcvLxJkyd3tzfMZrNBEIRGoz1xS4KCgl5/8w0XD3708OGSxR+OeH7ExNdf70EtUCiUh2IqGo2e/NZbLh78oKZm2ZKlo8eMGf+3CT5VCwwGM2XqVMiv+corFQD4B3QQGoaJxO5nOXR2ksydt3DefF9IhByERsNO3c6L09bWNmfWrOKiIl9IhIzGYGAikUDs9r1Qq9Uzp8/4aMkSk8nkmVPzf6DVAgDuxOawt+/a2ZM/RQxGLE7AYDC+0IcWHh6+a8/uHnwQi8GIk5JIRJIv1EIoFO7et7cHH8ThcEnJSSEhIQha7uprQGgBAJ8Aw7AfdJIQSaTpM2ZACEcmk2fOmtXXZ4Fsff9mAQB9zmQyuTgr19drgfz5rH5Si04nKICBVgsQiBx2R2VlpVLZWlNTU11VXSOTYTCY8i8+R9aMHbvdXvnrryqlSi6XV1dXyWUyEpF09PPPfGfGsytsNpuzFiqVTCaTVlfLpLKQEPrh8nJkdUZZLJbKXytVKqVMJpNVV0urpVwud9+hg1CgQtJPEADcxWKxFM5+X6/TF4wYkT0gm8vl3rh+3UNTszzHaDS+9+5Mi8UyfMTwgQNzWEzWvfv3fGGQo1va9foZU6cHoYMKhhcMys0NodPrHz5EVlyBIEir1U6bMgWG4WHDC/Lyh1AoVKVKCQUwhP0KAcAtsHjsmpISJovFYIS8OmFCZGRkeHg4FotF1uUlEolr15XQ6XQmkzXu1fH8iAg+X4C40EKl0dauK6FQKBwOd+y4cVxeuEAggJAmlMFYs64Ehol8vmDM2FfYHHaEAGGJ19wLtFqAQISCUJlZWdt27iguKir+4AMMFsdH4OMMhUINzMn5eNvWxUWLWlqarVarAIGPMxQKNTg/jxUW9mFxcXNTo06vF4sTIaRBBQUNKyhghYV9tPhDRaOitbklMysLCmAIe8EBADcSCoVbt2+vr6/fvnVrCCMEodc2JjZ2264d9+/d+2THrlD37dnlZfEJ8dt37bxRUXFg7z7k1iI5OXnbzp1Xfrx89MiRUCbycnq6EWi1AAGNwWAsXb48QhgpFoshxGIyWctXroyJPRyH5N2u2Gz2ypWrPi0vj4mNhRCLF85buXr1sS++iIyKggIYCC1AoBOJRGvXlUAIJ05MLFm/HkK4lLTUlLRUCOEkGRJJhgQKbKBDDAB8lMlkslgsEML5TS2sVmtfnwWSgNACAL6ora1t5IsvzS+c63A4IMRSqVQvFAxfXLQIQrKmpqaC/CHLl37U1yeCJKBDDAB8ER6PnzR5clhYGIRkMAxPfvttpO8cTCaT337nnejo6L4+ESQBoQUAXKVra6uuro6JifXCdDICgTDx9dc8UbJWq5VJpbH94uj0YMjDiETi/7icyb9b1Gq1XCYXxYtoNBrkYWQy+c3JkzxRskqpqqmpSRAnUCg+tFOZW4AOMQBw1eXLl996c9KF8+cQfcm+v3Bh8htvXv7hEoRkZ8+cmfzGG/+69i8Iyb49eWLyG29UXL8B+R3QagEAV+Xl5x8uL4+OQXbHyLDhw4WRkbFInuALQdALL74YFxfXLy4OQrJRY8YkJaeIkDxl/K+A0AIAriKTyf3T+yP9elGp1P7p6RDCBQcH+0Et6HQ6PZ0O+SPQIQYAAAC4GQgtAAAAgJuB0AIAfUCv11+8cKHq/n1EX/22trYL589Lq6UQkmk1mvPnztXI5X19In4FhBYgoD18+PD419+0abVe/t662rrC92d/Vv6pW0qrra09cfy4Xq+HvEsuk8+Z9f4/jh1zT2ly+ckTJwzt7ZB33b9///2Z75345rhbSpNWV5/69ltjRwcU2MAwPhDQLl64sHf3bkYoI2fQIG9+rzhRfPHHH0gkkltKO3f27NHDR9hstpcTuaempV66cplMJve+KIfDcfrUqX9+9Q9eeHj//l6dK5GZlfXjtatUKrX3Rdnt9hPHj393+juBQJCUnAwFMBBaAP/3lA19X50wYdCgQcLISO+eEYRGo5lMprtKm/jaa0OHDYsUCiHvwmAw7qoFCoV6c9Kkl15+WdgXtWCxWG4pKigoaMrUqWPHjfP+L8rXgNAC+LmgoKC6urrWlhbmnz0+KE9APq+5qamqqioxKSk09E92AaE+Afk8hUIhk0qTU1JCQv4knUHwE5DPa3j8uKamJiUlJZhO//P5xHT/nE/cLWCsBfBzGAzm+wsXrly+0vuizGbztydPVtyogLzu0qVLU6dM+elfblh83tnZeeL48Vu3bkFed+7s2envTK244YbF50aj8Zuvv7575y7kdd+ePDlj2rTbt+/0vihDe/s///nPe5X3IL8DQgvg5ywWy5ixY18eNbL3RWnU6m0fb/3q2Jd2u733pdXV1h3af6C2ttaVg0eOGnX2/PkRzz/f++9VKpUfb97y9Vf/cEtO5Rp5zcH9Bx4+fOjKwePHjz9z/lz+kCG9/96mxqYtm8pOHP/GTWPv0oP79zc8fuzKwRNfe+30mTM5g3J6/70NCsXmDRtPfXsS8jugQwzwcw6HIzg4GIfDPeWYutravXv2ZA8YMDAn50/7arqEsdm79+4lU8hBQW54J7t7587G0lIWOyzKhe0ISSTSM3ctlMtkB/bvzxk06LnnBgb/depJHo+378ABGo2KQqGgXvvl5s2NpaWCCEFERMQzDyZTKORndT/ev3f/6JHDg/PysgcMeErqSWGk8MDhw+7KsHn9+s8bSzfE9uvHCw9/5sEUKpXyrO7Hu7fvfPHF5/lDhmRmZT2lrzImJuZQ+VEGA6kbNj8FCC2A/3vm6zkWh7129drPP/173569MbGxefn5EomEzWH/8UhBhMBdZzVy1MgRLzz/9JjXLVgc7vKPl29cv7F71ydxori8vPx0iYQV9vsRJhQKFSF8dhhw0bhXx48aM9qNtcDhsJe+//5mxU2YCCfExw/Oz09Pl/xxn3kUCiWMdNuA/8TXXnt1wgQ31gKDw54/e85ZCxgWi8W5eXkSSXrIH0JIUFBQpJ8O+IMOMQCAwsP5BcOHD3juuTUlayMjIxd98MF3p097/G8PjSYQCG5pAHURCoVDhw7Nzc1dtXYNl8dbOH/+hfPnIQ9Du7sWMbGxgwfnDRk6dOWqVaFM5vzCuT/+8AOEtFokJCTkDBo04vnnl61YTqVR582Zg/Qkzd0FQgsAOI0aM7qyspIvEERGRcX16zdm7CtIvC6jxoy+fft2dHS0gM9PTEx0ywiT940aM/pmxY04UTyHw01NS3v+xRcgBBo1evT1n39OSkpmMlkZmZnDhhdAgQSEFgBwEovFVBrts/JP9+3ZM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2sitqgLx3Giwczf3z8iIsLf35/NZv8YeXz79m3FihXE1IG+ffsePXq0btJdXlFlZWXl5eWmtdasWVNeXv7q1atTp075+/szmcwrV65MmjSpbpqxH2lra2/YsAFBkH79+s2ePTs5OfnEiRMXL16kUCjEgRwOh9cbwGu4IloZ6XQ6EUSyWCwiHuJyuUSrG4VCIb7feNlGeMeyWCxi+Jq4uHiDoWq9czx9+vSmTZvKy8u7det2+fJlMzMz4iUURYlQDMMwXg2rq6uJmvA/67qio6MvXryIYdi0adMuX75Mo9GISQwfP348cuQIRGwAtAdEPiQOh1P3oVBZWbl///5v377ljSmm0+kbNmwYP358SkoKiUTq0qWLqqrqo0ePZGRkeFMWAABtIjU1NTAwkPh3dK16O/j4+CxdulRRUbGsrMzFxSU8PJxCoVy5ckVfX59KpSorK8+ZM0deXt7W1pbBYCQnJ3O5XBKJRIyC6N27d4NPZWw2W1lZef369fb29gwGg1cBntLSUicnp4iICKJV79ixY7zOSh4ul3vo0KEHDx6Ul5cfOXJk1KhRZDJZRkZm3LhxXbt2HTFiRGZmZlZWVlFRUYMrEOTk5Hz58qWkpGTUqFHEN5ipqam8vHxlZeXXr18ZDIaIiAjxBVVdXc0bcUs0+BFfdLxUREQvMNGFymazS0tLiYCJOJzIP0JMwyL+UV5eTvRmKioq/nTlgwsXLjg5OVVWVvbr1+/cuXO83G9ExKaoqEh8FfMqVlJSQkRvTf92/fLlCzHkztzcnAhAtbW1e/To8fHjx7S0NOgVBaA9yMvLGzp06KhRo3hfFgTieZ34pmYwGPfv3/f19e3WrZu1tbWlpWXnzp0/ffoUFxdnaGhIjD4BALQVf39/oh1LVVW1b9++fWr17du3d+/eRJtWTEzMixcviEev7OzsyMjIN2/eeHp61i0kKyuLGO4mIiKComhZWdn79++pVGqfPn34vPWkSZOmTZvGWwaJt726unrnzp1eXl7ENMazZ88OGDDgx8PJZHJ5efmbN2/i4uIuXLjAa8EiojFi9Bit1o/HYhi2e/duCwuLWbNm8WZXJCcnE8GWmJgYmUymUqnErM+qqqqYmBiikSwhIYHoiiVSvsnJyRF5RrKyshITExEEKSwsJP6hqalJzGDQ09MjGuSio6OJprW4uDgiYuvevTsv5211dTXRXkjsQ7h79+6GDRsqKyu7d+9+4sQJfX39slqVlZXEFevWrRsxtoTXkxsbG4thGIqi3bt3b+JngEQiEW2cxEwLIu4k4ksYuQJAOyEjIyMrK+vv7//s2bMZM2YQG6OiogICAjQ0NIgskUwmc9OmTaWlpeHh4byn5OvXrxcVFU2aNInPTC4AwO9WVVX18OFDIhrbsWPHpEmTiDgARVEMww4ePLh//342m33v3r3JkyfT6XQbGxsfHx8Wi3Xs2LGysjILCwsajRYeHn727FmiK3Dw4MFEVrZPnz6pqqryDxooFMqaNWuCg4PT0tLqbk9KSrp27RrxbyLtfkhISN0dMAwbMmTI2LFjJ0yYcObMmcLCwgcPHjg4OEydOlVOTi4+Pv7s2bPETMk+ffo02NREIpHMzMxOnTpVVVW1devW0tJSFEWPHDlCRGzm5uZEb+PgwYPFxMQYDAaxUktSUlLNGgC1012JYE5MTMzc3PzBgweVlZV79+79/v27j48Pke/D3NyceOtutaKiooKCgg4dOqSlpXXu3Dki2hs4cCDvjI4dO/bo0SMxMbEjR44Qowmzs7N37NhBVKmsrGzdunVEhzVR5oEDB+Tk5Pr166eiopKRkXH//v0ePXqQSCQi75q6ujrRPd0UXbt2VVBQKCgo8PT0tLCw6Nmzp7e3NxHI1gxDbE4eZgCA4PLz85ORkVFWVj58+HBAQMCFCxe6du1KpVKPHz/O2+fQoUMoilpaWj569Ojp06eOjo4IgkyZMqW8vPzHAjEMmzVrFvFn4M+eCgAdTnBwMNEhaGxsnJeXV+/Vd+/eEa3gysrKxKJSDAZjwYIFdeOeusOwRo4cmZubi+M40QJnZWVVd/nL7Oxsol1q5MiRdVdn+vvvv3mFEOuKRkVFNbYIPc+KFSuIw3fv3s3rWCQSdvD20dfXj42Nbezcy8rKJk+e/GPJ5ubmmZmZxD5VVVW8REU8IiIinp6evHIyMzN5sRGvwUxLS6vuMlwXL1788enU0dGRd324XC6RdI1MJr969YrYeOzYscZO39DQkLf+6c6dO+utXo+iqKura92VWwklJSVEtvN664qyWKxNmzYRx4qJiamrqxPtdhISEjUtnU3+OAEABBqGYQ8fPiSmoxO9Dzo6OqdPnybG4RLKysqcnZ1FRUWJ73cKhbJw4cKsrKzGCly4cKG8vPxPV3EGAPwKLpfr4uIiUWvjxo0/7sBisWbMmCEhISEpKXngwAFiY1FR0fbt2zU1Neuu8qmgoLBkyRLe0ubOzs4SEhI7duyoW1pOTk6vXr0kJCTGjx9fN2IrLS21trYmqkGs1/nhwwdNTU1ii4SEhHhDnJyciMOrqqrOnTtnaGjIy69BJpMlJCSmTJlSN2ZqUGZm5oIFCyQkJIhJl2JiYjNnzkxMTKy7T3Z29oIFC8TFxYlVOzt16lRvIXYcx6Ojo4nmRuLdDQwMfHx86l3Jo0ePqqurE6GVmJjYnDlz6obIXC53+fLlEhISysrKERERxCHEGvASDTE3N+cdXl5evn37dgUFBaJzU1JSct26dSUlJT+e7/fv34lLbWxsnJGRUfelsrKy7du3q6qqEjWkUChdu3b18PComRQCKZcAaE/Kysqio6OzsrKUlZV79erV4PNxUlLSx48fcRw3NjbmrfrXoOrqai6XKyIi8tNZVACAX1FVVUWMmiLWIfhxBzabTYwPI5PJdecelpSUxMXFZWdn4ziurKxcb0wqUWy9MonoCsOwekXVfRc6nU6lUok0Y/zjBCqVWrfVqrKy8tOnT2lpaWw2W05OzsDAgBce/VRiYmJcXByO4927d+/atWuD+TI+ffoUHx9Pp9N79eqlpqbW4IX68OFDamqqgoJC7969G/wOzMvLe/fuXUVFRffu3XnrH/AwmUxizizx1UfM66o7pq0uMplMDBnkbfn27duHDx+4XK6xsTHRY/sjXpkkEklUVPTHM83Pz4+Oji4pKVFRUTExMSEmVUDEBgAAAAAg6GCuKAAAAACAoIOIDQAAAABA0EHEBgAAAAAg6CBiAwAAAAAQdBCxAQAAAAAIOojYAAAAAAAEHURsAAAAAACCDiI2AAAAAABBBxEbAAAAAICgg4gNAAAAAEDQQcQGAAAAACDoIGIDAAAAABB0ELEBAAAAAAg6iNgAAAAAAAQdRGwAAAAAAIIOIjYAAAAAAEEHERsAAAAAgKCDiA0AAAAAQNBBxAYAAAAAIOggYgMAAAAAEHQQsQEAAAAACDqI2AAAAAAABB1EbAAAAAAAgg4iNgAAAAAAQQcRGwAAAACAoIOIDQAAAABA0EHEBgAAAAAg6CBiAwAAAAAQdBCxAQAAAAAIOojYAAAAAAAEHURsAAAAAACCDiI2AAAAAABBBxEbAAAAAICgg4gNAAAAAEDQQcQGAAAAACDoIGIDAAAAABB0ELEBAAAAAAg6iNgAAAAAAAQdRGwAAAAAAIIOIjYAAAAAAEEHERsAAAAAgKCDiA0AAAAAQNBBxAYAAAAAIOggYgMAAAAAEHQQsQEAAAAACDqI2AAAAAAABB2lrSsAQNsrLi4uLCzEMC6CoMQWHMdk5eQ6KXdq66oBAAAANSBiAx0ah8O5fPny6TOniouLcRxH/x+xsdmcefPmubu7t3UFAQAAgBoQsYEOLSAgYP2G9d0NDGxspoqIiCD4P9s5XE6/fn3buHIAAADA/0HEBjq0V2Gv5OXl7tzxVldXb+u6AAAAAI2CmQegQ8MwrqysnLy8fFtXBAAAAOAHIjbQoY0bO57DYYdHhLd1RQAAAAB+oFcUdEQfP8amf0sjoTVPLN0Nui9atHD+/AVGhoZk8j+/ERjG1dHRNTIyauuaAgAAADVQHP//WGsAOoylS5eeOXOGQiWjKEqhUDgcDpvFQUkImUwmduCwucuWLzt54mRb1xQAAACoAREb6Iji4+O/ffuGov/k8iD+UffpBcMwbS3t7obd266OAAAAwL8gYgMAAAAAEHQw8wAAAAAAQNBBxAY6tNTUVK/bXkwms972V69eBQcHt1GlAAAAgPpgrijooPLz85lM5uMnj48ePaKtpa2qqvrPODYU4XK5e/ftpVIoQ4YM4c1FAAAAANoQRGygI2Kz2Ruc1r8Oe1NVzSguLp41eyaFQvknYKuN2NJS0x2XLCaRoBEaAACAQICIDXREKIr26tVLTEwsKSn57duIQYPMJSTEa5rXauE4rq2lPXPmTN5kUgAAAKBtwVxR0KG9Cnt18eKFv48dl5SUbOu6AAAAAI2CiA10aDiOYxgGg9UAAAAIOIjYAAAAAAAEHQysBh3ajRs3HJcszs3NbeuKAAAAAPxAxAY6tLy83MuXLycnJ7V1RQAAAAB+oFcUdGgFBQV/rf6Ly+Fs3bpNW1ubTCbjSG2SDxyh1mrrCgIAAAA1ILsH6NA+f/mclJQY+TYqOCT4n4itNmDjcri2trZOTk5tXUEAAACgBkRsoEPDMExZudOkyRO5XIzL4fC2c7mYuLh4m1YNAAAA+Bf0igIAAAAACDqYeQAAAAAAIOggYgOgAR9jPwaHBP+zNnwj2Bz2gwcP4uPj623PL8j38vIqKSmBKwsAAKC1wDg20NHl5+e/fRtRVl5OIpFwHEcRBCWRPK57cDjsQQMH0Wi0Hw+prKwsLi4uKirauWvHuHHjF0kvwjCMeAkloYEBgVtcNt+/d79/f7M/fjYAAADaJ4jYQIeWl5e3ZOmSB/cf1NtOp9N2ubtTKA3/gvj7+23espnNZufm5mZlZd2+7YVh/7TGoSS0ID9fXFxcVlaO/1s/f/6cQiEPGTK07sbq6urHT3xNe/bS1dX9tTMDAADQrkDEBjq0Z8+ehYQEnzlzRkdXZ82aNQsXLhw4cODVa1e/fvk8fdp0EqnhYQMqKiojR45kVDJ8H/t27tzZtKfpv72nOC4qJjZmzBh9ff0Gj2WxmPkFBRw25+/jx+h0EW0dHSIBHBHtff3yZf369S4uWyFiAwAAUBdEbKBDi0+INzYydnBwoNFoGhoaVVWM/v369zTpaWMz5cqVKy4uLg0eZWY2wMxsAIvFWr9h/cgRIydOnNicd0xwdHQsKSkuLCxEUXT06GjeYDmUhJaXlZWWlqp06tQ6pwcAAKC9gIgNdGgYhomJi5PJZARBlJWVkhITa7tE6YMGDfLz91u3bp2oqGhjx9JotCOHj6Ao2qx3lJaSHjZ0aHl5eUBgAIVCGTly1L+v4TiFSu3fv7+FxehfOisAAADtDkRsoEPT19e/ccPz9evXgwYN0tbW8fXxKSkpkZWVLSouqqxk8OYTNIYI9X5UM4OhkUhOV1d3//4DCILs3buHTqevWbO2Nc4DAABAOwcZdEGHlpmZMXPWrLdvI65cvqqiqjJlyuTB5kNU1VQ9PD3mzJ59/O8TjQ1l4yM7O/vQ4UOLFy3u2rUrn924XC6fmA8AAACoCyI20NGlpqbevn27b7++g80Hnzl7Zu++vcVFRWOtx+7bt79z5878jy0uLj5x4vi7d+9qAjsU5bDZVCq1uLg4Oib6se/jQYPM/9RJAAAAaOcgYgPgPyorK9lstpSU1E9b19hs9urVqy9fudStW7eUlBQKhaKnp5eZmZmVmb123ZqdO3aJiYn99OKmpabGJcTn5+cPGTIE42KioqIaGhpwSwAAANQDax4A8B/i4uIyMjJN6QxNS0sLDPRft2598POQtWvX9unT5+mTZ8+DgidPmSwjLcNnygKBw2YfOLDfYrTF5MmTFsxf8P79+0uXL1pajfHz84NbAgAAoB6I2AD410+nGtRVUlLC5nDGjB4tLS1taGiUnZ1dXV2tr6+/fPlyr9tenz594nMsjuNnz5912+E2ePCQq1ev9TAxxnF8xvSZcnJyy5YvTaydsgoAAADwQMQGABIeHr7Baf3YcWP/Pv53dHT08RPHi4uLf3pd6HQaiqLl5RUIgigoKDAYjNzcXARBtLW0uVzuly9f+BxbVlZ25463hcXo8+fPW4yyoNPpGBczMTE5/vcJDpfjH+APdwUAAEBdELGBDo3JZLq77xplMdLb++6b16+joz+UlZW5795la2ebkZHB/1hNLS1NTc3du3e/fftWTVWNSqXeveddUJAf9jqsqKiI/yC2KkZVWWmpSQ8TMpnMZDFrl5yvSaSrra2toa6Rk5PT2icKAABAuEHEBjq0kJDgg4cOLlq0OMA/YNr0aRwOt1+/fhfOX4yLiz19+jT/Y2VlZJ2dN6enp61bv1ZBQcHKyvrw4cPDhw9fsWKFnp6eaS9TPseKS4rLycvHJ8RjGCYiIoKiKJlckxwxLy8vNzdPXl6+tU8UAACAcIMMuqBDexkaqqio6LLFRV5enkql4nhN/DRu7LipU21fhr6sqqriP4FgtMXoyMjItLR0SUlJt+1uKp06vXj5ctSoUY6OS5QUlfgcKCkhaTNlyvoN652dN40cNYrJZOXk5kREhO/Zu6e6umq0hcVvOFcAAABCDCI20KFxOBxxcQmiB7O2a/Kf5QoU5OWrq6ubMhFBWbmTsnLNMqCSkpIbNjht2ODUxLeeO9c+KSnp+Inj5y+cLysr27lzB5vNptFoBw4cNDQ0/OUzAwAA0K5AxAY6NCMjo/Pnz/n5PZs0aTKFQiGRSCiKlpZ+DwwK7KyrS6fTf99bi4uLHzp02NbWzvexT0ZGBo7jenpdbG1tDboZ/L43BQAAIKQggy7o0PLy8mbNnhkTE+PgMD8mJprJZNpMmXr//r2YjzFXr1wdN258W1cQAAAAqAERG+joUlNTt27bGhgYUFBQgHFxughNT09vy5YtM6bPbOuqAQAAAP+AiA2AmkXZExISMjIzWCyWlKSUgYGBiorKH7gulZWVSUlJ3bp1o9PpT58+CQwKMujWzc5umpSUFNwVAAAAdUHEBkDb+PL1i4PDvOqq6pCQF2/evJ42fRqZTGaxWGOtx164cElCQhxuDAAAAB7IxwZAG+BwOEeOHMnJztm+fbuIiMh1Dw8FBYUH9x8ePXLsefDz58+D4K4AAACoCyI2ANpASUnJhw/vZ8ycOWHCxLz8vPfv340cMXLw4ME2Njba2trvP7yDuwIAAKAuyO4BQCuol7kNrcVnf24tGRlpBEESExNzcnLMzMxqs8FhZBIZbgkAAIB6IGIDoOVKS0vv3LkTFvaqvLyctxHHcRlZmV073flMX5CRkdHR0QkICLCytPb2vkMmk/v161ezBsPLlympKfpd9OGuAAAAqAsiNgBaiMViubvvOnDgoHInJRUVVV6jGoZhiooKHA6bz7EiIiKOjkvmz3cYYzm6qKh49qxZ+vpdDx85vGfPHm1treHDR8BdAQAAUBfMFQWghT5//mxpOWbEyBEH9h+UlJT8z+8VilIoFP4dowiCREd/8H38WFFR0c7OTlZGds/ePd++fVv91+quXbvCXQEAAFAXRGwAtNDbt28nTZ545vTZCRMmtMpFxDCMRILJQAAAABoAvaKgI4qOiU5NSSWRGm0D42JYZ93OJiYmfApRU1NTV1P/8uUzgrROxAbhGgAAgMZAxAY6ojOnT589ew5tvD0Lx5ClS5eeOnWKTyGqqqrLl684fOSQkpLyhAkT6i4bj6KoiIjIT3tFAQAAgCaCXlHQEX39+jU7OwttPGTDcUxNTa0L3zmbJSUlK1Ysv+V1C+Pi4hJiYmJiRIiGYZiysrLPI18dHZ3fU30AAAAdDrSxgY5Iv9YvFkKlUnv37qOgoEgik3AMxxGc2I5juJS0lISERGvUFAAAAKgBbWwAAAAAAIIOJqYB0ICPsR+DQ4Jx/J9mMwAAAKBtQa8o6Ojy8/Pfvo0oKy8nkUg4jqMIgpJIHtc9OBz2oIGDaDQa/8MxDHv//l18fHx2do6iooJ+1679+/WvOwuhQVwuNysri0ql8lkXAQAAAOCBiA10aHl5eUuWLnlw/0G97XQ6bZe7O4Xyk1+QsrKyrdu2Xrt69fv3UiqVwuZwREREbGxs9uzeo6GhwefAkpKSpcuWamhonDxxkkyGhUQBAAD8BPSKgg7t2bNnISHBZ86c8fP3627Y/fCRw+ER4UuXLzUfPGj6tOn8E6RxOJw9e/dcvnzJ3t4+PDw8KzM7+kP05s2bnz17tnGjE5PJ5HOspKSkiorKy5cvsrOzfsNpAQAAaG+gjQ10aPEJ8cZGxg4ODjQaTUNDo6qK0b9f/54mPW1sply5csXFxYXPsRnfMh48uL9ixcrd7ruJLYpKiiYmJspKyq7bt8XGxvbp06exY+l0+prVa9LS0pavWL540WINDU3eSyiK6Ojo1lv2CgAAQAcHERvo0DAMExMXJ/ollZWVkhITiXBq0KBBfv5+69atExUVbezYwuLCysrK4cOG19s+cOAAGo2WnZ3N/30PHz4UFBiEIIjPI1+El2oXR8gU0sMHj8aOHdsqJwgAAKB9gIgNdGj6+vo3bni+fv160KBB2to6vj4+JSUlsrKyRcVFlZUMDMP4HCspIUGlUj9//mxhYVF3e2pqanU1U1ZWls+xKIrOnz9/2LDhNdMdEF4qt5qQDUVJPXv2bI2TAwAA0H5APjbQoWVmZsycNevt24grl6+qqKpMmTJ5sPkQVTVVD0+PObNnH//7BJ+hbNXV1UuWOgYEBLq7uw8bOkxeXr60rOzD+/ebnDcqKyk/ePBQSkrqz54NAACAdgsiNtDRpaam3r59u2+/voPNB585e2bvvr3FRUVjrcfu27e/c+fO/I9NSUlZsHB+6MtQbR1tWVnZ8vLy1JRUg+7dz509169fvz91BgAAANo/iNgA+I/Kyko2my0lJcV/oihPWVnZgwf3Q0JCcvNy5eXk+/XvP81umpKSUrMua1VVFZ1Ob+I7AgAA6IAgYgMdXU3W3NoV3P+8isqKW7duPXn8OCc3h06jdzPoNs/ewczMrE0qAwAAQJDBMz3o0G7cuLFkqWNubu6ff+uCgoLpM6YvW7b0a+JXaWlpHEEePHgwxnL06TOnYXUsAAAA9UDEBjq0vLzcy5cvJycn/fm3PnHixNvwiFMnTwcFPn/21O950POgwOfjxo7btWtnXFzcn68PAAAAQQa9oqBDKygo+Gv1X1wOZ+vWbdra2mQy+Z9MGzhCrfXjIYWFha9fv9bT66yn1yU8PLyoqLDe+DMcR0RE6IMHDxEXF2/sfYuLi8dPGNerV+/jfx+vuz01NcXKymrJkiWrV69pzfMEAAAg5CAfG+jQPn/5nJSUGPk2Kjgk+J+IrTZg43K4tra2Tk5OPx6SkJBga2ezZvXaDRucNjlvfPM6HP1vUzWOIZ1UlF++CO3SpUtj78tms5lMlqpq/WXgpaVlpGWkS8tKW+sEAQAAtA8QsYEODcMwZeVOkyZP5HIxLofD287lYo21kJmYmAQGBKmrq0tJSZ08cbK0tBStF7IhOI1GU1dX5/O+UlJS6mpqz4OeL3FcWjfX7quwV+npad0Nuv/6qQEAAGhPoFcUgLbx8OED+3n2PXuazpkzx8jQqKKiPCQk5MLFiwYG3e563+O/ZAIAAICOBiI2AFqIy+Wmf0uXlpKWl5evu53BYGRnZ2tqaNLoNP4leHh47N23JzExkcVkoyREUlJyzOgx7u67+XSnAgAA6JggYgMdGl7rx9S1RH4N/nnaiouL5y+YP27cuIULFtbd/urVK6eNTmdOn+nRo8dPK5CdnR2fEJ+fny8qIqKmrt7TpCedTm/p2QAAAGi3YBwb6NDCw8Nv3PR037W73hqgZ8+eYTAYa9asbTBoe/369dVrVxiMqjdvXufl5UZFRXK5/6wZTyKRYmM/xsXFceqMiuNDtVYrnQ0AAIB2CyI20BFhGBb2OqygoCA09KW39x1j4x6Kior/tKshKJvNPnnqpJam1qpVf1EoDfyO5ORkBwUFstmc0tLSxMTE/Px83ks4jouKiv7112oDAwP+dXj+/DmFQh4yZGjdjdXV1Y+f+Jr27KWrq9t6pwsAAEDoQa8o6IhYLNbESROfP39OIqEcDodKpdZtS8MwTEJccpvr1pUrVjV4OJfLZbPZRUVFRK/oooWL6r6Koiifnk0Wi5lfUMBhc1av+YtOFzlw4ACRAK7mQBL69cuXhYsWurhsXTB/QaudLQAAAOEHERvoiDAM+/DhQ3FxUXBIyPXr1/bv26+oqMh7FccROTk5IyMj/kPKuFxuYmKinJxcs9Z9/xD9wdHRsaSkuLCwEEVRJSUlvE7EVl5WVlpaetvrtrX12JafHgAAgHYHekVBR0QikXr37o0giK5uZ73OnW1sbGm0BpY34I9MJnfr1q25R0lLSQ8bOrS8vDwgMIBCoYwcOerf13CcQqX279/fwmJ0c4sFAADQvkEbGwC/qqysTEREhEajsdns6upqSUnJphy1d+8eOp2+Zs1auAEAAAB+CiI20KFVVFTk5ubiOF5nGFvNvzAck5GW+Wl3Z2Zmpqura0Cgv9et2wMGDHj9+vU8B3srK+uNTht/OgOUy+USDXWtdCoAAADaM+gVBR1ayIuQ1TUrwXNRUk2ghuM4hmFUCpVEIs+cOXP79u18jmUwGFu2ON/x9l66dJm+vj6CIF26dJk6derff/+dm5Nz6dJlPivB84nVasNHfnngAAAA8IdhGJfLxTAMRVESidTgrH+h0x7OAYAWU1dTnzhxYs1vdW3TGhfjZmdnv3r1SlZWtlfvXvyPTUlJeR4cvNl5i4uLC7FFUVFxt/sevc56m5w3fYz9OMBsQHPrw2Qy9+zZY24+aNQoi5aeEwAAdFA5OTnR0dERERFxcXHZ2dmVlZVUKlVOTk5fX79Pnz6mpqbGxsY/pkwXFhCxgQ6tZ616G8MjwtesWV1SUsL/2OrqahzDf1zYwMxsgLi4eE52Dv/D2WzWhYsXAwL8uVyMQiazWCwypea/oa9CO3VShogNAACaLjk5+eLFiw8ePPj06RNvI4lEIha2CQgIQBBEVlbW3NzcwcHB2tpaGFeXgYgNgPrM+psNGmh+7erV6dOm8/mtVlJSkpWVDQ4JnjBhQt3tH6I/MBgMZWVl/lf23PnzGzas79y5c3FxSUlJkbFxj5Lv3xO/JE6cNHHixElwVwAAoClyc3PPnj177NixkpKSLl262NnZGRkZ6evrKyoqSkhIYBhWXFycnp6ekJDw/v37oKAgHx+fwYMHOzs7jxkzRrja2yBiA6ABLBbze2kph8PhE7GpqalNmTLl4KGDVQzG5MlTVFVVy8pKX74M/fvE37179zYxMeFzZcvLKx48uG9lZX3mzJmQkJDdu909rnuIiYnv37/ve2mptLQ03BUAAPip4ODgdevWxcfHT548ecaMGb1791ZXV29s58rKyvj4eD8/v6tXr9rZ2dnb2+/YsUNOTk5YrjNEbKBDy8zMfBv5tmaw//+34DgSFx939drVqVOn8m82J5PJG9ZvqGRUXr167ezZcygJwbGaLLiWlpaHDh6SkJDgc2x5eXlxccnECZMUFRS7de3GZDLz8vLNzc3XrFk7xWayn7/f5EmTW/dMAQCgnamqqrp27Zq6uvrp06f79ev30zlb4uLi/WqtXLny2rVrly5devv2raWlJSIkIGIDHVpY2KsZM2fg/yzj/q9B5gNX/7X6p9OLJCQlD+w/OHvWnI8fY7Kzc0RFRbp16zbAbKCU9H/Wlf8RjUah0WjlFeU1OXVlZGg0Wmpqqrm5ubKykry8fPSHDxCxAQDAz75IaS4uLurq6s0dlCYjI7Nq1SobGxsajSZEFxkiNtChjRw5KuxVGLEGPI+EhGSXLl1ERUWbUgKKog1OX+BPRkbWxMTk4sULBt0MBg8e3KlTpwcPH4wcOTKpFkw7AACAnyKTyZ07d27xhVJTUxOuiwwZdAFoG58+f7K3n5uTkxMS/CLkRchff61SV1cvKSmh0Wg+j3ybGwICAADgj8ViMRgMGRkZRDhBxAbAr4qPj//y9UtlRaWFhUV+fr66unoTh7KWlZXFJ8QbGRqJi4t7eHo8eHBfWlpmnv28oUOHwl0BAICmwzAsOzubSqU2Nk8/NjZ2586dAwcOXL16tZBeWIjYAKjBZDJLS0sRBJGTk0NRtImLRxUXF7tu33bv3v3s7GwZGWlfH9+Dhw5+L/l+/MQJI0MjuLIAAPAH+Pj4nD9/PiUlhUqlmpqarlu3ztDQkPcqg8E4e/bskSNHMjIydu/e7ezsLKQ3RZgykQDwO+Tm5u7YsaN3n14amho7du4ICQmeNHni8+DnPz2QxWJt3eZy/fr1BQvmnzxxUllZWVxcwnHxkvRv6atX/1VWVsbnWC6X++3bt5ycn2TZBQAAwN+ZM2emT5/u4+MTHx8fHR19+fJlOzu72NhY4tVXr16NHz9+7dq1GRkZhoaG/fv3F97rCREb6NDy8/Mdlyzeu29PD2OTXqamlZWVqqqqBQUFc+fOCQ0N5X9sWlrq06dPV61ctcNtZ58+fdBalpaW+/bui42NjYmJ5nNsSUnJ0mVL3Xa4EevBAwAAaIGcnJxjx44xGIwpU6Y8fvz4zp07w4YNS0hIOH36NJfLvXbt2pQpU54/fy4mJrZs2TJfX98RI0YI73WGiA10aL6+PsEhwR4enp6eN/r178diMbt3N7x/74GiouLZs2cw7Ie0H3WUlZUzmcw+ffvWLjnF5m03rB2Xlp9fwOdYSUlJFRWVly9fZGdnteoJAQBABxIfH5+SktKnT58zZ85YW1tPnTr1ypUrenp6gYGBx44dW7FiRUFBwcCBAx88eHDy5EltbW1EmEHEBjq0T58/6+rojhk9BkVrBq7WZtDFVVRUxlqP/ZqYWFVVxedYGRkZMXGxD+/fE2mBUBSlUGvS5aSnp1VWVsrKyvI5lk6nr1m9RlVVbfmK5b6+PjF1fPwYU15ek6cNAAAAf7m5uSwWa8iQIYqKisQWLS2tgQMHpqWlubm5MZnMTZs23b9/38LCoh1cScjHBjo0CQmJqqrq6uoqcXFxYguRNbuispJCIfPPoK2ppTlm9Jijx44qKCrIyMhyOJzUlNScnBwXFxddnc7803NgGHb48KGgwKCaMbOPfJF/l1xAyBTSwwePxo4d24qnCQAA7VJV7XO1vLx83Y2qqqpsNltMTOz8+fNz585F2guI2ECHNsBswNGjR44cOeLsvJmIz7hc7vv37+/fvzdp4kQRERE+x9KotM3OLpmZWWvXrhUXF//+/fvCRQvKSss0tbSOHDnKP8EHiqLz588fNmw4iUTCkZr//R+OoiRIxgYAAE2H/vfpmliuZvbs2XPmzGlPlxEiNtChDR06dOnSpfv27/fx9amuZmIYNn78uNDQ0K7d9JcuXU4i/WTYgKqqitctr6Aagfn5+RQqxdTEdKqtraqqKv8DURQdNMh80CDzVj0bAAAA/+jfv/9PVxoVLhCxgQ6NTqdv2+ra3cDwxk3P2NjYqqqq5JRkh/kOK1as1O+i38QSrGv9/soCAABoKiqVirQvELGBjk5ERGT27NkzZsxgsVgYhpEpZBE6v87Q1pWWmhqXEJ+fnz9kyBCMi4mKimpoaPyxdwcAgPYXnFFqe0UhYgOgfSKTyU1c+r1B9fKAELnZ+B/CYbOPHD1y7ty5tPQ0Dpvrddvr/ft3Pj4+hw8dGTNmTItrAgAAHY2fnx+DwcDxmhHBKIoGBwcjCOLl5RUfH09sJOA4PmbMmAEDBiDCCdrYAGi50tLSO3fuhIW9qpuPA8dxGVmZXTvdVVRUGjsQx/Gz58+67XCzs53mtmPHvn17cRyfMX1mWFjYsuVLnz3169KlC9wYAABoytNyYK16L92pVW8jjUaDiA0AYcVms8LDI1JSktlsNq9hjMvlGhoZDRo4iM+BLBbL3X3XgQMHlTspqaio8o7FMExRUYHD+Ten7o/Kysru3PG2sBh9/vz54uLio0ePYFzMxMTk+N8nJk6e4B/gDxEbAAD8lKGh4eLFizEMa8okAxzHe/fuLbxXFdrYQIdWWFi46q9VN2/eFBUVodcMX/un/ZzN5ixetJh/xJaSknL79m2H+fMO7D8oKSlZ96WabLq1AykaU8WoKistHTZ0GJlMZrKYte32NW+tra2toa4B640CAEBTmNfqINcKIjbQofn4+ty9d3f16tXjx42n0+m87RiGqao22qdJKCsrY7FZkyZOrpe8sSnEJcXl5OXjE+IxDBMREUFRlEyu+WXMy8vLzc1rQYEAAADaN4jYQIcWFxfXRU/PbbublJRUc49VU1NTV1P/8uUzgkxo7rGSEpI2U6as37De2XnTyFGjmExWTm5ORET4nr17qqurRreLBVUAAEBwcDgcFotFo9H4d4AIMmGtNwCtQkFeHkVbuLquqqrq8uUrDh85pKSkPGHChLpNdCiKEi1nfA6fO9c+KSnp+Inj5y+cLysr27lzB5vNptFoBw4cNDQ0bFmVAACgQ4mJiXny5Mnw4cPNzMx4GzkcDpfLpVKpdbOg+/r6HjlyZMmSJTNmzECEE6wEDzo0W1s7OVnZM2fOVFRUNPfY79+/+/v7xcXFzZs3T0NTXVtHS0dXW0dXW0tbs2+/PmlpafwPFxcXP3To8POg4GXLls2aNcva2nrduvUvX4bOs5+H/LvOKAAAgEZFRERs3rw5KKhmjWaes2fP9urVy8/Pr+7G9PT0ly9fpqamCu/VhDY20KExGAwyheyydcuDB/e1tLVotH/ayTgczmiL0fb29nyOpVKpvXv3UVBQJJFJOIbzFgfFMVxKWkpCQqIpFTCr1RqnAgAAQiA5OVlUVPSnS/k1EVrblVFvRcHs7OyEhISSkpK6G4nOUOHtEoWIDXR0OTk55eUVRkZGZeVlH2M+Iv/vx+SwOV31u/I/VkJCYu3atX+kmgAA0E48f/785MmT27ZtmzRp0k/Xbm4ZUm2x7WxRUYjYQEc3dOhQn0c+P27HcVxcXPzP1KEF6yUAAICQotFoMTExs2bNWrZs2caNG5WUlNq6RkJDiJsHAfh1IiIinTp1+pUSOBxOZmZmdXVV3cFnFApZS0ub/6p2bDb78WPfZ35+hYUF/+9QrYkUyRTyxo2bevcS4jSPAADQmIkTJ27btu348eOHDx8OCQnZtWuXlZUVXK6mgIgNgJaLjYtzdd0WExPN4XDQ/0dsGI4pKip637mro6PD59ir166uWL6cRqdra9fEdsTidziOUygURiUD7goAoF2SkZFxc3MbMWLEtm3bXr58aWdnt3LlyvXr18vJybV11QQdRGwAtND37983Om0ICwsbP2GCpoYGL0sIhmNSklL8E7yVlpZev36tT98+165eV1NXr9cJKtRjYwEAoEkjUnx8Tp06dejQoT179oSEhOzcuXPkyJFw6fiAPwwAtFBaWlp0TLTz5s2bNm5q7rEMBqO0tGzixIm6urpwAwAAHZCUlNSmTZuGDRu2a9eux48f29nZLVu2rF7QhuN4586dNTU1+RdV7ymX+LHeuBT+w1SEAkRsALQQhmEUCsWgm0ELjpWRkdHX109NTcVxHOYZAAA6LDMzM19f3+3bt+/YsWPXrl3u7u71dti9e/emTT95Kk5OTg4LC+P9SKTDjI+PV1H5d7HBL1++IEIOIjYAWkhPT69fv/4BAf7W1tbNfXoTFRVduXLVypUr3N13LViwUFpamvcSiqI0Go1MJsONAQC0eywW6/bt276+vsQMfVVVVV7KD7wW/3WWsdq59ufOnbty5QoxGhhFURaLhSDIzp079+zZw9vIZrN/nJsvXCBiA6CFxMTEJk2cuHGTU3FJ8cQJk8QlxInJBziCi9BFBg4cKCYm1tixGIY9e/Y0OTlp69Zt7rvdJSQkiC8pHMepVOqVK1ctRsHSogCAdi4qKsrNzc3X15cY2ebm5ta/f3+kOeN6FRQUjIyMuFzujzmSGkycpKysjAgtlAg/AQDNVVhYOHvO7BcvXlRXVyM4QqH+0yqGYZiKikpI8As9Pb3GjsVx3NPD421kJJlCJp4j//9CTe7HhQsXwtKiAIB2jMFgnDx58siRIzk5OTIyMuvWrVu6dCn/5rQGVVZWlpSUND2SkZGRkZSURIQTRGwAIAUFBe/evfv69Ws1s1pHR8ekh4m+vv5PrwuLxYqKiiotLeU1jxHbcRwXERHp378/nzY2AADomHAcDw0NdXNze/78OYIgY8aMcXV1HTBgQFvXSwhAxAY6urCwsHXr10ZFReE4TkJJHC5XU0Nj67ZtC+YvgDkBAADQuvz9/WfNmlVYWKikpLRu3brFixfLyMi0uLT4+HgGg2FqatoRkiL9liW9ABAWSUlJjkscGZWVZ86cTUpMzsjI9Hnk07Nnzw0b1j98+OBP1gTGJwAAOoKUlJTCwkJra+unT586OTn9SriGIEhoaOjgwYNHjRp14cKF5ORkpF2DNjbQoZ04cXzP3j1PHj8xMenJ21hZWTl+/DgFBYUbN2425bmNw+EUFRXl5OQoKCgoKSnRaLQmvntlZaWvr8+zZ8+Kios2bHDKz8snk0kTJkz8TasjAwBAm/P19U1LS7O3t2+V8WRPnz5dvHhxZmYmgiA6OjpjxoyZNm3awIEDm/49LETgDwPo0NLS03V1dbt3N6y7UVxcfNCgQWnpacQUcT5wHH/48OGIEcM1tTRMTU11dLX79O1z5eqVmrkIP5OZmTnFZvL8BQvCXr8OCgrKyclJTPw6Y+YMN7ftxCx0AABof6ytrVesWNGUcA3DMA6Hwz8fh6Wl5fv3769cuTJx4sTS0tIzZ84MHz586NChx44d+/TpE9K+QMQGOjR5efnc3NyCgoJ62798/SIvL//TBrbbd27PtZ9TXFK82XnztatXd+3cJSkpuWTJkhMnTvA/kMvlHjp0MCYm5tLFS953vA0MDDAMc3RcsnLlqhMnT4SHh//ymQEAgCBqeh/CkydPrKysvLy8+OyDoqiioqK9vf29e/cCAwP379/fp0+fiIiI1atXjxgxYu7cuU+ePGEw2stKzURmAQA6psjISDV1lSk2k9+8eV1QUPD9+/e4uNit21wkpSTOnjvL/9jc3Nx+/ftOnjypoKCAt7GqqmrVqpVa2pqJiYl8js3Pz+/Tt8+y5cuIcvr07X3jxg0cxzMzM417GLnvdm+9UwQAAKF0/PhxBEF27NjRrKOYTOaLFy9WrFjBm/JvaGi4e/fu9+/f40IO2thAh9arl6n7rppFiMdYjhk5asSIkcMtLCx27969YMGCmTNm8j82KysrJyfX3n6egoICb6OIiMjcuXO5XO7Xr1/5HItjOI5hsrVDbtkcog+0JjmImJiYuLhEVVVVa50gAAAIKaKXo7mTQGk02pAhQ44fPx4YGOjl5WVra5uZmbl582ZLS8tp06ZFREQgQqv9z4YFgA8SiWxvb9+7dy/vu95xsXFMFnPw4MFWVtajLUb/NLUHmUwikf5ZDqUuNpuNYTj/ZaakZaU76+n5B/gvW7ZcTEwMRUmU2nWuIt5GpKam6HfpAncNAAB+hUYtOzu7oqKi06dP//3337dv3zY1Nf1xWQVhAREbAIiRkbGRkXFzL4SGhqaWltap06f69O2jo61DbCwqKj5x4oSYqKiBAb8V4uk0+sKFC2fMmD5x0kQrS6uSkpLQ0JefEj6dv3CemO4EdwUAAH5RVVVVWFjYo0ePwsLCKioq6HS6rKys8F5ViNgAaCE5OTnnTZvt580dYGZmbW2traOTm5vj7+efn59/9OhRTU1N/odbjLK4fOnK3n17jh47Ul5WcTzxhJS05LBhw3btcldSEuKV7wAAoG0xGIzo6Gg/P7+7d+/Gx8cjCNK5c+f58+fPnDmzX79+wnt3IGIDHdRPM9Y2ZcEDS0tLb++7J0+eeOb3rLCwUFpauk+fvseO/W1padmUOowfP37w4MHx8fHFxUUIgiopKZqY9BQREWnySQAAQLvV3BFsXC43KSnp4cOHT548CQ8PZzKZdDp97Nix06ZNGzJkiJaWFiLkIGIDHdGlSxf9/QMolIaGmqEIsVbVaIvR8+bN+2lRg80Hmw8yr6qqYjAqRURERUVF+Y9gq0dGRmbQoEHNqz0AAAit79+/Z2dn4zjO/6kYRdGMjIwmlvnly5ewsLC7d+++ePGisrISQZCePXuOGzdu2rRpBgYGzfpOFmQQsYEOB8eR+ISEZ35PqbWD/euiUCjEAgY4hoiLiTclYiO+WcRq/Z76AgBA++Hn57d+/Xr+eXGJ79Xy8vKf9od8/PjxwIEDoaGh6enpCILIyspOmjTJzs7OzMxMSUkJaV8gYgMdDooie3bv2blj5383olQqNSkp8eChg9euXevRw2Tq1Km/tRpfv37Ny88jkcg1IWSdauAILioiqqOrS+T+AACA9oTL5TKZzJ9GbDUztOh0ZWVl/qsjvHnzxsPDg0wmDxkyZNy4cba2tlpaWk0Z0yKMYF1RAGrgOH7jhqf7bveMjMylS5f+9ddfaqpqP700GIZ5e3s/ffZ0/br1hoaG8fHxx4//PWHiRGsr658euOqvVZ4eniw2E0VJNFpNax+LxUZRVERUhEImq6ioLpi/YNGiRe1ydTwAQIdVXFz87du3n/aK8lrXVFVVlZUbnYx1//794ODg8ePHm5mZtcpCpYIM2tgAQN69i3LfvfvRo4fm5oPPnjk3ePDgplwUYqWprdu2GhkZEeMkUBT9GPvx6rWr27Zuc3LayGfwBIlEmjB+wvPnQSIiItZWY/X19UkkND4+/rqHh7Ky8lQbm4iICOfNm2g02qJFi+AOAQDaDblarVXaxIkTJ0+e/OP2pkSEQgfa2ECH9v17yZkzZw4fOYLj2GbnzQ4O82Wa3BeZmppqZW1pYtLz6NGjKp1UiI35+fmurtt8fX0DAgO7de3W2LEYhrm6uoaFvbp27bq6ujpv+4MHD9atX3v50hVzc3MHh3np3749efwERsgBANqrVgytSkpK/P39w8LCvn37Vl1dTafTVVVVBw0aZGFhwaeVTohAGxvooDAM8/Pz277d9cOHD1Ntp7ps2dq9e/dmlVBYWFhWVjZ9+gxeuIYgiJKS0pIlSx8/efzlyxc+EVtRUdHTZ0/GjLGsG64hCDJs2DBFRcWgoMAhQ4aMHjNm584dRUVFELEBANqZ3Nzcp0+fvnnzpqKiQldX18rKauDAgS0O3aqqqq5cuXL06NEflwc8c+aMpqbmypUrFy9eLCUlhQgziNhAR5T+LX3f3r03b95UVVW9evWqra1dcxP/IAgiKSkpIiKSnZVVb3t5eTmHw6HzHX+GojVdqHm5efW2FxQUFBcVEV8rlZWVNUv/kmDxXwBAuxIXF7ds2bLQ0FDelhMnTqxfv97JyakFI3erqqpcXFwOHz6MIIient7QoUO7desmJSVVWVmZnJwcEhISHx+/YcOGuLi4Y8eOSUtLI0ILIjbQER08ePD06TPi4mI9TU3jYuPef/hQb+ISxsXMzc1tbGz4FKKlpWXW3+zQ4YMqqioDBwyUlpGurqpOTEzcsdNNTk7OxKQnn2Pl5OSHDxt+7sI5Q0PDMWNGy8rKsVis9PS0PXv3Mlksa2vr9+/fnz59umvXrnWXmQcAAGHHZDK3bt0aGhqqo6MzduxYWVnZ+Ph4X1/f7du36+vr29nZNbfAU6dOHT58WEFBYcuWLfPmzas3sqWiouLOnTtbt269evWqurq6m5ubEKdnwwHoeFatWikmJiYpJSEqJkKjU3/8P4lEWr58+U/LiYuL69XblC5C725oMHDQANNePaWkJBUU5W953fzpsVlZWWPHWZPIqKqaSjeDbl309SQkxDU1Nby973C53GnTp2lqaQYHB7fSGQMAgECIjo6Wk5PT1tYODw8ntnC53G3btiEIYmtry2azm1VacnKytra2mJiYl5cXn918fHzk5eVVVFQ+fPiACy2YeQA6ovLy8qqqKj474DheE9I1Ya54fn6+5w3P50FBhUVFNBrV0NBowfwFvXv3bko1GAzG06dPg4ICi0uK5eTkjI2MJ0yYqKamhmHY27cRKiqq7WBZFQAAqOvevXu2trZLliw5efIkb2NSUtKwYcNkZWUDAwObNUvg9OnTy5Ytmz9//oULF/gPg3Nycjpw4MCePXs2bdokpHcEekVBRyRZq1WKUlJSWrN6zZrVaxgMBo1Ga9Z4ODExMZta9baTSCQzswGtUj0AABAo5eXlGIbVW5BAVlZWTU0tJyenoqKi6REbhmEfPnwgk8mWlpY/nbUwZsyYY8eORUdHs9nsHxe8EQowqBmA1iEmJtaC6QsAANChcLlc4rm07kYymUyj0TgcDvFqE7HZ7OLiYjExMVVV1Z/urKKiIikpWVBQwGKxEOEEERsAAAAAhA+JRCLiPCaT+dOdWbVoNJrwzjyAiA0AAAAAf1S9Tkzej81KyUalUrW0tKqqqmJiYn66c0xMTHl5ua6uLp1OR4QTRGwAAAAA+KO4XC6Hw2HXQawiyv4B/zXjzc3NaTTajRs3CgoK+OxWUlJy/fp1Mpk8ePBg4V29CobdAAAAAOCPunLlCpG9iGhX43A4cXFxVVVV8+bNExMTI7YT/3V0dJw1a1Zj5QwdOnT48OF+fn4bN248cOCAvLz8j/sUFxc7OzsHBQWNGDFi9OjRiNCCiA0AAAAAfwiKomQyOa3Wj69GRkbW22JpacmnNAkJCVdX1y9fvly+fDkxMdHe3n7EiBGdOnUikUg4jhMrjV65cuXFixeqqqrbt29vxUXo/zzIxwYAAACAPyQlJSUiIqKJC8DjOG5qampgYMB/t5cvX65evfrDhw8IgoiIiMjIyEhJSTGZzMLCwsrKSgRBTE1NDxw4MHLkSESYQcQGAAAAAOGWkZFx8+ZNLy+vhIQEJpNJ9KjSaLTu3btPmzZt1qxZGhoaiJCDiA0AAAAA7QGLxcrOzk5JSSkrKxMVFdXR0dHS0hLeyaH1QMQGAAAAgD/t27dvUVFRFRUVurq6vXv3FhUVhXvAH8w8+NMKCgo+f/7M4bARpOEufCMjI0VFRd6PiUmJ39K/kUjNm42M4wiKIoaGhkpK/y73kZSUmN78oojSjI2NFBX/XVQkMTHx27eW1Io4wbrrkyQlJaWnp7egVgiCGBr+p6g2r1XtZUdrL/tvqVVyUlJaS2vVvXv3umu/tGatkpPT0tIEslap9fKqN7FWBt0NOil34m38/PlTVlZ2g7XCcURMTLRXr940Gq1ZbwRAR1ZaWrpv375z584VFRURCx70799/586dI0aM+H1vyuFwiAy6wrs4jbDWW3hdvnzp0OHDxsbGRC97PTiO73DbUTdiCwgIuHXrVnMXQcNxnEQibXVxqRux+beoKKI0Nze3uhFbTa28WlQrFN26bVvdv6yBgYE3bt5o2Spvrttc6xblH+Dv5eXVglqhKOr631oFBQV63mh2rf5/2bf+p1b+fl63b7dOrZ4HeXh6tqAoMpm8ZfOWurFRy2uFINtcXevXysOjZbVydnb+T61aegd//DA8D35+/fr1ltVq06ZNdSM238e+jx75/FgUiqJMJjMnO/vGzZv9+vZr1hsB0JERK7IjCKKnpycjI5Oamvr69eu5c+c+fPiwd+/ezSoqJibmyZMnw4cPNzMz420kVruiUql1n9l8fX2PHDmyZMmSGTNmIMIJekX/tA0b1nO53N27az6sDaJSqXXX0GCz2RwuB22kQY4/KEoorhUx152LYfgPiSLrF8WpSTkpcB8GTk29BK1WNVeqplbIb60Vl8udOGnCurXrrKysW/RWAHQ4qampQ4cOLS4u3rdv37x586hUalZW1po1ax4+fLhs2bITJ040K8PtuXPnHB0dd+3atWXLFt7GkydPnjp16uDBg1ZWVryNx44dW716tbu7++bNmxHhBG1sfxqx3q2IiEgT96fWapW3hqIE81qxWKz4+PguXfTExMR/UhSFQm2l9vzWPEEKlUoRuI8opdbvrhWO41QKVXhTqAPw53358iU3N3fSpElLliwhHo10dHScnZ1DQkKioqJKS0tlZGSaXhpa+9tXb/xDdnZ2QkJCSUlJ3Y3EF4LwdonCKlVto8H+UNBheXl59e/f38rK+uXLl21dF9A88LsMQHMVFhay2exu3brVbcnWqZWfn18vzGoZUm0A1/4epWBdUQDaWHZONpPJfPny5cSJE9137yovL2/rGgEAwO/CYrGIpuu6G2k0mri4OIvFYrPZcOkbAxFbs+E4zmAwiM8cAK31OKirq4MjmMuWrdZjrcPCwuDCAgA6FBSFgfU/ARFbs+Xn5zvMn3f58qXmHwpAo6ZOnfrg/kOTniavQl+NHz9+584dDAYDrhcAAAACRGzNVlVVFRYWlpSU1PxDAWi0jY1MJg8bNizAP2Dd+nVV1VXbtrlaj7UKDYWRbQCAdqjeDAARERESiYSiaLtZn+B3EOJJE22F+EgJ9XwT8Mcwmcyk5KSqqioS2vDTEYlMysjI4P2oqKh48MDB4cOGuWzd+iKkZmTb+g3rV65YJSkpCXcNANA+oCgaEhJCIpGIuTsoilZVVWVkZFRUVJw4cUJBQYHYTvy3Xq61BtX7i0z8WG+oXGvNQ29DEHa09MK1NGLjcLmkH9JugfZq9273ffv2oyQEa/ym16SlJaEBgYFTp9r26tULQZCxY8eZmQ1wd3c/c+bMls0ugYFBXrdu1c1gDAQHm8Pmc3MBAPVgGIbjuH+tHy/OwYMH623ZsWPHTyO25OTkusN/09LSEASJj49XUVHhbfzy5Yuw3wuI2FqCTCbfvHUrLj6uwW9qHMPpdBEnJ6e+ffv++Grfvn3bQaQPmgLH8Y+xH5lMppKyoraWdsN/11EkLy8vOzs7KjLK0spy7dq1y5Yuk5KSkpeXP3z48CiLUZudnd++jcjMzISITQCRSKRRoyx0dHTbuiIACI2uXbva29v/+H1IJOOolzEHx3HiObYxRDnnzp27cuUKr8WOmBq4c+fOPXv28DYSs1CF+vkKIraWQFG0oCA/OjqmkZWmMFFRsfLysgaPnWY3rUXvCYR4jNrx4ycmTZzU2D6Hjxx23uSsp9c5Ny/XeZPzgwf3d+zYOdpiNIIg1lbWA8wG5Ofn6+np/dmKg6ba6LSx/aV9AuD3GVyrtUpTUFAwMjLicrl1N6K16gVnxMa6y+IJHYjYWoLL5c6aOdPJaWPDERuCk1BS3SUOQQdHp9P5rBRO9LBPnDjR2tp6g5NTRPjbSZMmzZ/v4Lxps5qammytP1tf0AwQrgHQhiwtLfv379/0XNbNWlBB0EDE1hI4jsvKympra7f6/QDtEv9vE+JVOp0+YsTIwIDAEyeOHzt27OSJU35+flu2uMyYPgMmTwEAQIPEayEdA0RsLcHlcjkcTqvfDNCREQuNy8rKbt26zcLCwt3d3df3scM8h8ePH2912dqjR4+2riAAALSCsrKynJycBl9CUZRKpUpLS4uLi8OT6o8gYms2EomkoKAgAdkWQCthMWsGyYZHhKekpOjq1oxhNzMb8ODBw4sXL+4/sN/7jndo6MuXL0L19fXhkgsgLpdbd3lEAAB/9+/fX7JkSWMzAFAUpdFo6urqo0aNcnBwMDU1bdn1zM/Pz8vLqzuhQVVVVV5eXqjvDmTQbTZlZeXLl644zHNo2RX39PS4c+d2y44F7VL37t3FxcWCgp5bWo25du0a0XxLJpMXL1787OmzxYsX6erqEjMYgAByc9seGxvb1rUAQGiQSCQajUalUmkNIZPJTCbz06dPx48fHzdu3NOnT5tSJofDuX379pIlS1JSUogtnp6eVlZWo0ePHllrzJgxy5YtKy0tRYQZ/BloNhqNZmxsrK6u3rIr/uHDh8jIyJYdC9qlSZMmvXj5csKE8Ylfk+zt7afYTImO/kC8pKend/bsuZDgFzBXVDBhGBYWFpaR8a2tKwKA0JgxY0Z2dnZubm5OQ7Kzs+Pj4+/cuTN58uTs7Oz169fzgrDG5OXlzZ07d9q0aWfPnn337h2x8fv371lZWUwmU6RWcXHx7du3r127hggziNhangCQz6tsdqNJNSm1WvS2oH1CUbR3r963bnlduHhBS1vL55GPpaWlu/uuisoKYgc+80xBm6PRaNACCkDTUSgUcXFxiUZIS0vr6elNnTrVw8PD1tY2ISHB19eXT2lcLnfnzp03b95UVVXds2dP//796766fv36gFr79+8nk8mXLl1qbAidUICIrdkKCgpWrlxx44Yn8SOGYQkJCV+/fsXxf0K016/DJkycEPb63/zLAPyUqKjogvkLXrx4sWSJY0nJdxeXraMtLJ4+a1KPAAAAtDNiYmL29vZkMjkiIoLPVL+oqCgPDw9lZWUvL69NmzZpamrWfVVVVVW/1oIFC0aMGBEbGxsSEoIILYjYmq2ysvKR76OYmBjiRzab7eS0YcfOHWz2Px+p4uLiiIiI4uLi1r1VoCPQ0tQ6ffqM913vvv36vHkTPmXylBUrV2RmZrZ1vQAA4E/T0tKSlpbOy8tjMpmN7RMSElJaWjp37lxzc/MfX+Vl1hUXF580aRKXyw0PD2968jZBAxFbs9XMZKHWjI7852e8Zq5yeXl53R0oFArk1QQtNn7c+KDA59vdXCUkJU6eODnKYmR6ejpcTwBAh0KhUHirxTeIy+V+/vyZSqUOGTLkx5fqRmwIgvTq1UtMTCw1NZVYw0oYQcTWGhexVmuUBMA/JCUlXbdtf/b06VhrawaDUVHxz5g2AADoIHJzc8vLy+Xk5Boby8tms8vLy0VFReXk5Oq91K9fv4ULF3bv3p23RUpKSlRUtLKyUnjTqcIQeAAEV+/efR4+elRdXd1xknoDAADRPObl5cVkMnv06EGlUhu8JmQymUajsdns6urqei9NqFV3S2VlJfFdKryT/4S13gB0EGQyGcI1AEC7gWEY/1YuDMNycnJOnz595coVJSUlS0vLxvakUqkaGhpVVVVJSUkjRozg/77x8fGVlZW6urrCO/seIraWXrj/B+l0ETqJRCIifWKL8H4aAAAAgN/qyZMn7u7uGIY1ONobw7CSkpKcnJzKykoajbZ58+a+ffvyKc3MzIxMJt++fXvmzJkSEhKN7VZeXu7l5UWhUAYNGiS8o8whYmsRFHkZ+nLv3r0YjnG53LT0tPyC/F27dpIpFBRBEz7Fs1hMYplIAFoLhmHPnj0jk0kWFqOJcZNcLhfHcTKZTHwBFRQU3Lhxw9TU9MdBuAAAICDy8/PDw8P57ICiqKio6LBhw5YuXTplyhT+pQ0ZMqRnz57Pnz8/fPiws7NzY/2np06dCggI6Nu377BhwxChBRFbS4iJir1+/Zr3mSORSQiO7Ny1k/gRx3EJCUkKBZYaBK2Jy+UeOnxIRIQ+cuQoImL7++9jH6KjDx08pKioWBux5R88dGDRwkUQsQEABNbIkSPv3bvX2AxQMpksJyenq6urrKzclAFn8vLymzdvtre3d3V1/fjx47Jly4yMjJSUlIhXv3///unTpytXrly4cEFUVHTz5s3Et6WQgoit2ZSVlc+fO19ZWflvyyrxj/9//nAEoZDJRkZGrXmjACA+ZHW+5hITE6MiI3mZioi0MjBtGQAgyLRqtWKBEydOPHLkyKZNm+7evfvo0SMjIyN1dXVRUdHq6ur8/Pz4+Pjy8nJZWVl3d/exY8ciwgwitmYTERExMxvwO24GAPyhtXg/kslkyPwHAOjgyGTywoULTUxMTp8+HRQU9KEW71VFRcXRo0evXr26wRS7wgUiNgAAAAAIhJKSkvT0dElJSS0trWal4ehb6/Pnz4mJiWlpaaWlpWJiYhoaGvr6+kZGRv8mvRdmELH9kurqahEREeLfWVlZycnJdDrdwMBASkqqVW4PAAAA0P5kZ2ffu3cvJSVlw4YNKioqCIIwGIy///775MmTubm5JBJpyJAhLi4uQ4cObVax3Woh7RRk6m+hBw8fjBs/7sCBA8SPDx89tBprNcZy9OgxFpOnTP4Q/W+TLACtiEQi8Z47iVmiddPKCO+sdQBAxxEdHW1jY7Ny5cqzZ88WFhYSQ3RPnjy5ZcuWzMxMJSUleXn5wMDA6dOnv3z5sq0rK0AgYms2HMcvXrw4c+aM9+/eiYmLIQjy9evXtWvXZGZkrFq1avnyFQkJ8avXrCY+haAj4w07a60U2yiKFhcXvwl/E1krJyeHwWBERr4lfnz3/l11dTUEbQAAQVZWVrZ+/frw8PC+fftu375dVVUVQZCEhISjR4+iKLpu3br4+PiEhIQtW7bk5eXt2rUL1ujjgV7RZsvNyzt+/G8jQ6NLly4TE0JfvHiRkpy6Z++eTRs3IQjS3cDgr9V/vXjxwsbGpvnFg3YiMzPT09Pj9evXKIocPXqEy+GOHTv2F0M3HMdfh72xsrIkwrLKyko2hzNj5gxifiiHw6kor6zJFggAAIIqODj4xYsXZmZmt2/f1tDQ4G3Mzs7u1auXk5OTjIwMgiAbNmwIDQ0NDw//8OHD4MGDGyvNz8/v+PHjfFaLJ/AeZR0cHIT3TzNEbM325fPn1LTUkydPEeEajiPh4W9k5WTGWv8zbXj48OGysrIfYz8K78cC/KKnT58sWrw4KzMLJSFkCjko8HlI8Itx48edP3e+xdmASCSSnZ1d7afun68eEomEogjGxYjvqpqtKGpmZga3DwAgsF6/fs3hcObPn88L17hcbkhICIIgFhYWvFRq0tLSQ4cOffnyZUJCAp+ILSUl5fHjx01/9/79+wvvn2aI2JqtoDCfRCJ17tyZ+LGiovxj7MeuXbvyPnzi4hIS4hLfv39v8HAiT/2v3DMg4MLDw+c5zMvPKyBTSP/0ilLJGIY9fPCQhKK3bnm1bB0zMpm8eJHjb6gv+CUcDgfDMLiIADTx9yUrK0tUVFRPT4+3saCgID4+HkXRAQP+kzlLWVmZyILLp8CxY8f6+Pg09iqNRquoqLh8+bKvry+CIJqamvzXvBJwELE1G50uwuVyeT3raWmpaWlpU22m8uaHVlZWVjIYoqKiDR6uoqraWqOawO9WXl5eUFBQWlZaVlZWVlpaWFSUk5P9vaSUzWFzuTV/p8k10wDIdDpdUVGxU6dOsrJykpKS+/bvzc8roFD/M5m8tj0Mf/joYVBgkJW1Fdy79gFF0c56enJy8m1dEQCEaRl4ci3exs+fP3/79q1Tp06GhoZ1d66urv7pUt2atRp7NSkpydXV1d/fn0KhTJ482c3NzcDAABFaEDo0m662jqio6GPfxyNHjCSRSKGhr8rLy01NTXm55kNfhRYU5HXr1vDHwsHBgUxqD4lh2iUWi1VaWhofH//u/bvYjx8Tk5Ly8/O+1+KwuU0pQUxcjMWqrheuEVAU5XKwE1eOS/eVwrjcmsUxwM/gCKYootRFpisZFcTfGhRFd+3cJS0t3dYVAUA4UKlUOTm5qqqqupPz3r59y2AwBg8eTMxCIGAY9unTJwRBeP2kzcJmsy9evLh79+6MjAx1dXUXF5c5c+aIidVMFhReELE1m37XrrNmzjpx8kRWVpaqmuqtmzc1NTWHDx+B43hqauqrV6HbXLfp6HS2GDWqwcNlZWR//baB1pWZmRkXF/f8edCrV68SPiVUVFRwOTX9XGQKSa2WYXdDGVlZeTk5FRUVWVk5Ko1CIdesB8XhcrhcbnU1M69G7vfv3799+/b58+fG3ghF0KiUyAOxe3C8ppGuds0pCNwahyMklCRCFnHrs7u77H8evgWHgoJCW1cBAKGBomivXr24XK6vr++kSZNIJFJJSQnRZTls2LC6EVVcXJyfn5+SklK9hremiImJcXNzu3//PoIg06ZN27ZtW/fu3RHhBxFbs9FoNBeXrTQ6/fq1a/kF+bq6nffu3tOlSxcmk7lr184rV67odely6NAhNTW133HDQCsqKCgIDAoMCPCPiHibEJ9AhGhSUlJ9+/bt3btPT5Oeel30VDp1kpaWkZKSauLD2auwV2PGjK6urm5wfU8SGS1LLU85n246wkTbUFtaRhpBUDabBUMbG0RGyXHFHzMYGRWc8l+92QAAwTBq1KguXbp4eHiIi4sPGjTo6dOnr169UldX5y36yeVyExMTnZycMjMzp0+f3qx+TBaLdfnyZXd394yMDE1NTWdnZ3t7+8YGKQkdFP5UtBiDwfj+/bu0tLS4uDjRBvvw0UNGZeUoCwtVlX+bdoGgYTKr37wJ97zh+ejRw/y8AgRBJCTFe/bsaT7IfNSoUT179pSUlGrZ5ADiYzBw0ICoqHcUSgO9eBiGYdyaRjUqldJZr7O9/Txra+sexj2IV6G97Ue73m8Pygo4YHakr2L/lt0RAICguXfv3tKlS/Pz84kfJSQkjhw5snDhQgRB8vLy1q5d+/Tp05KSEn19/Tt37vTo8c835E/Fxsa6uroSTWt2dnaurq7to2mNB9rYWk6sFu9HKpU61WZqq9wV8Jt8/17y4MFDz5ueL0NesFhsMXHRkaNGWltbDzAbYGRsJCkh+etvQaVSFy5YGBX5DsfxeslsOWyuhqb6gf0Ho6OjfXweffr0yXmT899/H7O2Gjt37pyBA80bDPIAAKCdmTJlioaGhqen5+fPn7W0tGxsbEb9fxwRk8l8/fp1eXn52LFj3dzcmhiusf87am3r1q1z5sxpN01r/6oZSQP+oFevXr19GwGX/A9LS0vbvWd3Zz1d4mPftVtXp40b4uLi2Gx2q79XdXX1uvXriDciU0g1A97INaGbqppKQEAAsU9lZeWTJ4/tptnKydeMa6RQycOHD/e67cVgMFq9PkJtx7ttQx8NeJsfjguqm7duZmRktHUtABBKHA6n3paqqqqnT5++f//+x5caExMTM2XKFGLM0rx585KTk/F2CtrY/rQHD+6TyeS+ffv98XfuoMrLy69fv3bi5IlPCZ9JZHTgoAEL5i8YOXKUlpbWb3pHOp3uvstdX1//4sULsbGxOI6Li4tbWVqvXLWy3//vu5iYmJWVtZWV9bt37+7du3vj5o3gWmPHWf+1avWoUaNgsSmhgOP4+XPnpKWk1NXV27ouAAifujk+CCIiIpaWlk0v4cWLFw4ODqmpqSQSaeDAgWZmZq9fv25sNVIcx/v27UtkvxdGELH9aWQyucEx6aDVMRiVjx75HDh44P279wiCjLEcvWb12hEjRlCp1N99tel0+uJFi+fOmZuYmFhVxVBRUVFX12gwCOtda/36DdeuXT177uxj3yfP/Pym2U1buWKFmdl/kkl2TKhgr7qF4ziNRoPwGoC2Eh8fn5qaSowSDqnFf/89e/ZAxAaAYHn3/t3WrS5PnzyriYr69NqwwWnC+PGion80GY+IiIixsXFT9pSVlf3rr9WTJ0+5eOniuXNnb3jeePL4iaOj44YN6+XlIXkEZEABADTMwMBg5syZvDmUP51MKbzhGrSxgXaooqLi1OlT+/fvLyos6tqt619//TVn9hwJCQlE4Glqarptd5s7Z+7Ro0euXb++b9++wMCAvXv3jhpl0dZVAwAAQTR8+PBhw4b9dLf20RAO3XOgXYmO/jBj5oyNThuLi4uWLVv67NmzpUuWCkW4xtO5c+fjx0/4PPIZOGjAu3fvJ0+e4rzZuaysrK3rBQAAgghtAmJM882bN4OCghChBREbaCfYbPbp06ctRo/29fE1Mja8c+fOyZOntLW0EeE0ZMiQJ4+fbnPdhqLo3j17rawsw8LC2rpSAAAgfD58+LBjx46+ffvOnDkzIiICEVow8wC0BwwGY+OmjSdPnEBQdJ7DvO2urlpCG6vxSEtLu213GzFixFYXl9DQV1NtbY4cOTp92nSkY2kPfRkAgD+vsrIyKCjI09MzODi4oKAmWbqcnByfZeMFH0RsLcdisQoLC1VVVbOyst69f4djWG1Xec0yEigJ7dunr4qKSiveKtCY1LTUlStXPPZ9oqCgcPjwoTlz5gr4teJwOLdu3crNzSGTf/ILiKIIjU4fOXJk+rf0b+kZDvMdggKDevQw5rTGQvI4govQ6VZW1jo6OoiAg8VXAQBNFhcX9+zZs+vXr8fFxWEYRqVShw4dOnbs2KlTp0LE1hFFRr7dvt1NXkHu6pXrL0Nfzpwxs+6r2jpaly9dgYjtD4iIiHBc4hgTHdO9u8HxEydGDB+BCLxnz57OmTOnBQdWM6ovXLjQupVxdFx85szZ1i0TAAAaU7NWH5fblERXRUVFGRkZqqqqSkpKTbmeLBYrODj4xo0b/v7+ubm5xMYBAwbs2LHDzMxMuAY0Nwja2FoiMjLSbppdWWn5unVra1rVUERSSsJly1Yymex1+1ZmZuaF8xebMnsF/KIHD+4vW748JztnlMXIM6fPdu7cWfAvKZvN9vT0IPLDGRk1KfcHAUWR0tKyZ8+eZnzLlJSSGGs9VlNLi8vltqwaJBT9+vXrw4ePioqLWlYCAAC0gJ+f3969excsWDB37r/9IWlpaSkpKYaGhsrKyryN9+7dW7ly5Y4dO5ycnPiX+fXr12fPnnl4eERGRhK9n3Z2drq6usePH+/atStvCSxhBxFbszEYjH3797LZ7Dt37owYUdOig+M4mUIePXp0z549p0+fPn/BvL17d5uamsrJyf2OewYIvr6+ixYvKiwoWrhwwZ49exUUhCNvWVxcrL9/gIqqytEjx7p169bcwyMjIxcuWvQxJqa8onzd2nVNfPRskK+v78OHjyCfMwDgT8rKynr58uXw4cPrbvTw8Ni5c+eVK1dmzJjB28jhcJhMJofD4VPaly9fjhw54ufnl5aWhiBIr1697OzsRo8ebWpq+vHjx9OnT/M/XLjAXNFm+/L1S8iLkEULFxPhGhGxYRjGZrMRBFFTU3PZsi0hIcHPz6/V7xbguXfvrsN8h8KCotV//XXq1GlhCdcQBLl582ZxcYm1tXULwjUEQfr27Xvby8tsgNlj3yc2U6d8+/atxTVhMpktPhYAAFqGeEqstz4Vm81msVj1oisiKwf/VGovX748e/ZscXHx4sWL37x5ExERsXHjRlNTU+Ir7qcJdYULRGzN9u3bN2Y1s1+/fxcGpVKo4uLivLYKAwMDGVnZj7ExrXifQF2+j30dlzgWFhT+tXrV7t27/8CqU60lPz//xs0bVCplwfwFLS6ka9eu169d79Xb9FVomIPDPOLJEgAAhFdTgrMGUSgUFEUxDEtPT/fz84uOjuaFfe0ja25dELE1G4fDwXGcRP730o0fP/5d5HveekTkWlVV1a14nwCPr68v0br2119/Hdh/UFTsjy489YuuX7+elZk9evTouhF/C+jp6d28cdNsQP/nz4Pn2s/hjbFtv9rVgzIAoLXY2NhcuXJlxIgRr1+/3r59+4ABA4YPH37q1KlPnz6hKNrORn20q5P5M1RVVMlk8of3NYuLE0RERFVUVGg0GvFj+rf0wsJCmCj6O8TFxa1atbIwv3DVX0LWuoYgSHFx8R3vOygJmWtvX69HoAX09Wta2kx7mYa+fLV27RoGo7KVqgkAAEJDSkpq7ty59+/fDw4O3rVrV7du3V69erV8+fJRo0atX7+ewWAg7QjMPGi27t279+/f/+zZsyNHjuzbt35LSXV19Ynjx7lc7tChQ1vrJgFCdk72wkULUlPTZsyYvn/ffjqd3iZXBsfxnJycyspKPk3uOI4ryMvL/nfqyfPnQRHhEf379x01snUmLunpdbl65eqUKZNv3ryloaGxd+++9tcLAAAAP0UikXrXWrNmzcuXL2/duhUUFBQSElKbTenZ0qVLJ06c2KdPHyEa8dwgiNiaTVpaeqPTpukzptna2jpt3DhxwkR5eXkiE0x0TPTpU6fu3PFev2F97169f8cN67BYLNbatWsiwt8OGDTg6JGjbRWuEcmENm92DggIpFAbaCejUqkUCoXD5vy1evXKFSvrHIVfunwJQRA7u2mtOInY2Nj4+PETtna2hw8f7tq12/z581urZAAAEDpiYmKWtb58+RIcHHz79u2wsLAztXr37j169GgHB4cuXbogwgkitpYYOXLk1SvXNm5yWr5s+YYN61VUVMhkcn5+/veSUilpSdftrk4bnISrw07Asdns7dtdvW7d1tHRvnj+olKdhD1/HoqiRsbGLBaLTPlPxIaiJCqV8vnz59dhb36ciRke8eb58+eqaiqzZs1u3fpYWlru37dvzZo1GzdtVFNTGzNmTOuWDwAAra7en0jiR97gogb3aZautRYuXPj+/fvbt28/e/bsXS1ZWdkNGzYgwgkithaytrY27mH85PGT58FBKSkpTCaztkW2z6SJkwYMGNC6Nwk8ePjg6NFjcvKyfx/728DAoG0vCIlEWr9ufYMv3bx1MyoqSklZ0dFxyez/RmZXrlxmVrNmzZpVNz9ka1mwYGFSctLhQ0fWrF3zPCioU6f2szwaWruuKA4zDwBoR1AU9fPzYzAYRPYNFEVfvnyJIMitW7fi4+MxDCO+ad+9e/eLUz4pFEq/WmvWrAkLC7t165akpCQitCBiazkNdQ1HR8fFixez2eyaJLpkMoXy8+uJ1/qFt+1wvn37tmnTpqqqqj179owbPx4RSOHh4e673Z8+fTJq1Kjz5y7UmwoanxDv6+srryA37fes406j0XbtdI+Pj/d75r9129aTJ07Ve1QFvw/8RgPQLBiG4TgeUqveS/dr1dvYKilw1dTU7Ozspk6dSoSDQgoitl+Fomiz/jpSKJRfnyfY0fpDU5JTxo4bu2TJkmYdy2Kx3oS/iYuNI5NJAwYMMDbu8TtmehcVFZ04eeL433/TaPQTf5+YNXv2j89wD+7fz8nOnTbdzqSHCZ+isrKynj8P+v79u7q6xrDhw2RlZJteDVFR0V073eNi4zw9bowaaTFt2rSWnhBoBhRFqTQahQJDIABoqu7duy9duvTHyAlF0QabM/r27dtaF5dUCxFaELH9aQ7z51PIcNmb6tatm1evXtXQVN+7d2+zZhsEBQVud3OLjHxLrEUhLi4+YsTI3bt3dzfojrQSDofz+PHj7W7bExISZsyYsWXzlgYHtH7//v3S5UskMmnRwsWNtcKWlpbu2rXTw9MjPz+f+FrR1tJevXr14sWOTR/J0adPn02bnFeuXLl5i7PZADMtTa1fOz/wcyiK7nbfra2tAxcLgCYaWKu1Lld8fHxQUFDTe64GDx7cq1cvRDhB6NBsFRUVz58HlZaWomijoTqFQhk8eLCamtqPL+l11mv+e3ZQaWlp2922Yxi+aZOzkaFR0w985vfM3n5ufl4BmUIixkBUVlY+fPAwPT39+vXrzSqqMcnJSe67d9++fVu/S5dbt25NnjS5sT2973qnpqQOGjTI3Ny8wR3KSstW/bXq2tVrKOmf9VtwHE9KSl6zdm1xSfFWl21Nr9WiRYue+T197Ptk+3bX8+cuNKWbHvwiXupsAEBT4DjeinmIgoOD//rrr6bv7+bmBhFbB1JYWLh23drkpJQfX0JJNXNbuFwOnS5y66ZXgxEbaCI2m71nz+6U5NQpNlMWLljY9OtWXl6+Zs3q/LyCutk3apNfI9Efot3c3Lxuef1KwziO4x4e17e5uubm5E6fMX3D+g0qKqoFBQV1H/JwHJeQkBAXF6+oqPC4fh1FSQsXLWqsjfDGzRvXrl7jBZcECpXM4bB37do1YviIQYMaDvV+RKfT9+3dHxMT4+l5Y+KESZMmTWrxaQIAwO8QEBAQERFhaWnZq1evXx8jZGBgYGdnVzcKZLPZISEhTCZzxIgRYnUWxSGGnBJLjgopeARvNiUlpXNnz1VUVNRtY6sZzkKlFBYVnTlz+lVomJquuqqqauveqo4mKiry1q1byp2UnJ03N2uk4COfR0lJSWRKAzEZiYz6+T2LT4g3Nmp5uwiGYZcuX0pLTaPRqe/eRc2YOYPL5dZbRonD4a5atWrZ0mWvXr0KD4/obmgw2mJ0g6WxWKyaPG1oA/OhyGQyi8m+cvVK0yM2BEEMDQ1Xrly50WnToUMHrKys2jBxHQAA/Cg9PX3btm0HDx4cPnz41KlTx44dKyvbjDG79YysVXcLh8MxMzMrKCi4fPmysKfMrQcitmYTExMbMeI/nw/CixcvLl28mBCfMH/+/E2bNunpQe9ny2EYtv/A/rKy8sWOjn16Ny8X8Zs3bzhsboPpbVEUraioiIqK+pWIDUXRESNGSkpIkcgom12zyGwD9edixLyBixcvMJlMO9tpja1alpub+/nzJxKp0T6C+Pj40tJSaWnpptdwiePSa9euvwp77enpMf8XlpwHAIBWN3DgQAcHh+fPnz+spaOjY2trS6xJ0CqT3CsrK4npqO1siSqI2FpHenra/v37r169pq2tde7c+YkTJ/IZP5SR8Y1CocKqo/z5+/s/efJERbXTiuUrmns7sJoWr0b9+trAJBJpq8vWpuwZGxvr5+8nKyczZ86cxvbBcZx/fbCaiLB56WCkpKTWrVs332H+qdOnxo4d9zsywAGe6OhoPT09CQkJuCYANIWhoeGlS5e+fv368uXLO3fuvHjxYv/+/X///be5uTkRusFXVmOEeJqrIKisrLx46eKw4cM9PD1XrFgRHBxsY2PDf7j32XPnzp47+wfrKHzKKyoOHNzPYrJX/7VaS6vZEx6NjY1JZFLjU4fQP5aP5+LFC+VlFdOnz9DW1m5sHxkZGboInc9EJ21NbSmpZjSwEaZMnjJ8xLB3Ue+ve1xv7rGg6XAc37rV5c2bmlUuAABNp6+vv3DhwidPnkRGRrq6uhoZGQUGBjo6OpqYmCxfvjwoKKiiogKuZz0QsbVcVFTU9OnTFi9erKOt8/Dhw7179yoqKv30KDaLxayu/oW3bf8CAvxfvgg1NOo+d659Cw63sZmqotqJy2kgLCPy/ezds+f16zDkN0tNTfHx9ZWSlpo+vdGsuRiGHTh44Hvx9wab2TAMI5FJs2fPasG8Kmlp6b/+Wk2hkE+ePF5cXNz86oMmwXGczWZzODUZZAAAzUUmk42Njbdv3+5Xy9HREUXRU6dOjRo1ytLS8uDBg9++fRPqnLetCyK2lsjJydm+3XX0mNFx8bF/H/vbz89v2NBhTTwWrdWit+0QcBw/f/4ch8NZtGhxp06dWlCCkpLSdlc3CQlxDpvLa7vi/YNMJn39mjh9xvTQ0JpFUX6fhw8fpiSnDBs2dIBZw6uWsdlsZ+dN7rvcOVxuvY8EjiBcLhfj4vPmzRszxrJlFRg3duzQoUPTUr953b6FCDFB/2WB32gAfp2cnNzo0aPPnDkTGxt75coVGxubjIyMjRs39unT5+bNm3CFCTDzoNkKCwsWOy7y9XncWa/z8uXLjY2NQ0ND6z4EECtW9ejRo53NUvkz3r17FxoaqtxJaepU2xYXsmD+AhRFd+xwy8jIwNGaeZgkHOdyMUrt2u0UKjnjW+bceXOvXr42ZMgQ5Deoqqq6dPkSSkLmzrVvMAUuhmFuO9wOHjxIIqPEtAMMwzAuXhOfkGueoyTExefPX7Bzx84Wr4VMJlPs7ecFBT2/c+fOnFlzJIR5NT1Y1w2ADkJBQcHe3t7Ozu7cuXNHjhxJT09PTk5uVgkiIiIkUk2ypPY3Ux4itmYrKyt/9y6qJodqUvL69etq/sr+gEqj3vW+O15QF8EUWBiGXb12pbKC4bjYUe0X0qOgKLpg/oIJ4yfcv3f33U53SlW1/trVN3x93oZHEHNIKVRyWkr6zJkzPDw8hg0bjrS2Bw8fxMfHm5qajrUe++OrbDbbxWXL/v0HasO1mvgMwzAqleKwZJEcm51300uta9fpFy8Y9Ojxi9WwsLDo0cP4ddjrsLCwMZYtbKsDAIA/o7S09MOHD76+vjV9FCkpNBptwIAB9ZZpricnJ+fr1691hwIzGIyysrLq6uoXL14oKyvXGyXcuXNnDQ0NRDhBxNZsysrKp06eLisrr2kOaejZH8dr1jwQ6jR9bSUtPe3x48cyMtJTpkz59dIUFRUXOy5hed7lZmaILllqNX36dDvbD+8/8IK2rKxsoqVt+PDWDNqqqqo8PT1q+zQdREREGmldO1Q3XMMxfKOT81ZXV0psfLXfC1LnbjSjVliYoVOnTuMnjP+4K/am183RY8ZAdzwAQABxOJyEhIT79+8/ffr07du3OI7LycnNmzdv6tSpZmZm/LO1PXnyxNHRsV5YRvR6TZ8+vf6AExzfv3//+vXrEeEEEVuziYuLT2p8SSLwK548eZKakjZu/DizRsZ+NRuXy8C4GI7TGAz9zp1v3bxlP88+/E04L2jLSM+cOXPGtevXLUZZtNa9i4iICA4O1u/aZdLESQ21rrns37+/brhGIVM2uWxy2+5Ws0NVFQPHKBiXyuGgrZGayN5+3smTJ+/fv++yZSvkCAQACJTY2NiXL1/evXv39evXTCaTSqUOHTrUxsZm8uTJTVw0SEZGxsDAoF7Exlvu78dp+PLy8ojQgogNCBBv7zsIgsyaOfPXly5pkL6+vqeH5/QZ0yPfRvKCttzcPAeHeZcvXbZoZFmC5vK84cmorBo/fkK9tncMw3bs5I1d+7d1bdOWTVs2uyC/Rxe9LpaWlrduevn4+KxZswYRNjBLB4B2BsOwgoKCZ8+ePXr0KCwsLC8vD0EQLS0tGxubSZMm9enTR1RUtOmlWVlZDRgwoIlrleI43qxs5IIGIjYgKL4mfo2OjlZUUhg5ctTvexddXd0bN244OMx7FRr2b/doZvasWbOuXbtmaWn1i+UnJyfduXNbUkpiwYIF9VvXtrrs3/dD69qWTW5uO5DfacL4ibduegUFBa5YsaLF8xjaWvNyCAMABJafn9+iRYuysrKIFrJJkybZ2Ni0eK0qsVpIxwDZPZoNx3EWi8VkVjMbVfMSpJBproCAgLLS8pEjRsrJySG/k15nPY/rngMHDeCw/1kdgUIlFxQUOsx3ePLkyS8WfvXq1dLvZePHT+jWtVv91rUDP7Subdq0Zcvval3jMe3ZU01NNTomOjEp8Xe/FwAA8JeRkZGTk2NgYLBz586AgABvb+/Zs2f/ytKiHQe0sTVbTk7O/AUOKSmpRKqIH2EYJioqeuTw0WHDmpqkDbDZ7OfPn+M4bmEx+jd1idalpaXl4eG5YMH84Och/3aP5uTNnTvn8pUr48e1cJJvZmbmHe87oqKi8+zteU30bDZ761aXffv3k0h/unWN0EVfv0/fvg8fPHwXFdXdoPsfeEcAAGhM7969Hz16NHTo0NZd2620tPTjx489e/aU/G8mIw8PDwzDLC0tlZR+nuJewEEbW/MvGYkkKyurwJe8vEKrrGjbcaSlp0dGvu2koty3b98/84462jrXrl4bMnRw3Za2ouLiBQvmP3r0sGVl+vv7f/70ZcBAs0GDzOu0ru04cOBg3XDtj7WuEchkMpHh2c/fj89yWAAA8Af07t177NixrRuuhYaGTpkyxdLSst6ScWVlZXv37rW3t584ceLTp08RIQdtbM2mrKx8/ZrHT//y8V9dFNTz8WNMxrdMS8sxhoaGf+ziqKtreFz3WLBwQYB/IIVKQhCUQiEX5Bfaz5t36eKlyZObNyOYyWSeO38OQRCHeQ7EuIra1rWt+/bva6vWNR7rsdYuW7cEBgZ+//4deh8AAG2Iy+Wy2c1Y2I1KpfLveHn69OmCBQtycnJUVFRYLFa997KysmKxWOHh4bNnz7548eKkSfWn8AsRiCqaDUVRiMZaXWRkJIIg/fv3b3CFzd9HQ0PzyuWrc+bOeR70vKabG61pafv+/fuixQtxHJsyxabpRT1//jwqKlK/a5dxtZ2qGIbt3LnzwMED9VrXNm7+c61rPDraOl27dv348WNCQsKgQYMQ4SHoa1QBAJrJ39//wIEDTR/qvXjx4pkzZzb2al5e3rZt23JycmbMmOHs7FzvmV9WVvbAgQNLlizZuXPn1atXt23bZmpqqqWlJaQ3DSK2ZsNxvKqqikKhQL9nK4qKqllGom9ffrmtfxNVVdVrV68tXrzoyZOnZCoJrW1pKyosnufgwOVybW3tmlIIi8W6dPkil4MtWLBARkampnVt29Z9+/7TukauaV3b6LZ9x5/PWEGhUPr06fP+3Yf3798JV8RWqyZXdVvXAQDQOjIyMoKDg5u+/4gRI/i8+uTJk6ioqDFjxpw+fbqxzB2dO3c+duxYQUHBkydPHj58uGrVKkQ4QcTWbPn5+av+Wjli+AhHxyW/45Z0QBUVFZ8/f6KLUI2NjdukAmpqapcuXbKfZ+/3zJ/X0lZeXu64ZAmG4dOmTftpCTEfY/z9/dXU1YjsyjWtawfqt65t2rzRZcvWNkkwhqKoiUnP2t7nj23w9gAA8H9WVlY+Pj5NHFOL43j37o3Ol8IwLDIyEkXRWbNm8U+0Ji0tbW9v/+zZs8jISA6HI6QdZUJZ6bZVVVUVFhamqaHZ1hVpP+Lj40tKSrrqd/vdeT34UFbudOXyVccljo8ePiJTalYRplDIJSUlCxcu4GLcmTMabZMneHp4lJWWz5kzp4teF2dn57379v7YurZj+442TAjbVb8rhUJJTExkVDLExDtK+iIAgKDRqNUqRbHZ7Pz8fHFxcR0dnZ/ubGBgICUllZOTw2KxhDRig7mizYaiKJ1OF9L7LZhiY2OrGNUmJibNSnXd6jp16nTh/IVx48dyORjx+EehkCsZlcuWLfP09OBzYHZ29u07t0VFRebZz9vlvmv/gf31W9c21rSutW3+fnUNdTV11dS0tIzMjDasBgAAtNakdbR2WDmGYVzuP1P+f+oPD5VuXUJc9bYFEVsriouLxXG8Z8+efyATG3+KiooXL16ymTqFy+ES3ylkMrm0tHTx4sVXr11t7Kjr16/lZOdaWlnd8fZ23e6KIHjd1jUXF5cdbjvafNSjhoaGjo5OVmaNtq0JAKAje/HixZw5cx48ePDrRdFoNC0tLQaD8fXr15/u/OXLl7KyMhUVFTqdjggnaChqCTKZfPPWrbj4uAZnu+AYTqeLODk5/bHUYkINx/Hc2nXl1FupnfwXKSkqnTlzlsvFHtx/QKaQUbSmpa2qunrVylU4hs2b51Bv/4LCAu+73iKiInm5uU+fPq7pT61tS/t37JpLG7euEcRExZSVlblcrKi4CBEmNZcO5h0A0G58/frV09NTT0+vVRJtDBo0iEKh3LlzZ+bMmeLi4o3tVlVV5eXlhWGYqalpmzcNtBhEbC2BomhBQX50dEyDTbs4jomKipWXlzV4LIfLIePC+nH5HaoYjOLiIgqNLCsjgwgGBXmFC+cviNDpt255EWPayGRSeXnZ0mVLuVzuggUL6+4cFBj4LuodjU6LehfF4XDq5l3buHnjDre2HLtWj7KSMoIgubk18TFoFSiKstgsyEsMQNMRAVNrhU3Dhg0bPHhwQEDA1q1bXV1dG5x/UFlZuW/fPm9vbz09PWtra+G9WRCxtQSXy501c6aT08aGIzYEJ6GkxhbEGGs9VmhX4/4tyisriouLpaSkZAQmYkMQRF5e/tTJ0xwu1/uO9z9BG4XMZLLWrFmD4/jChYt4e168fAnHaz4SvBESROuak8C0rvEod+pUk74oN6etK9J+oCi6xHGJsXGPtq4IAB2UlJSUi4vLp0+fjhw58uHDB1tb2yFDhujo6JBIJAzDsrOzQ0JCvL29/f396XS6s7Ozvr4+IrQgYmsJHMdlZWW1tbVbcOzw4fxSy3RAFeUVxUXFUpJSsrJtNlG0QbJysufOnRcREfG47sFraauorFi5ckVRUbGmpmZxSXFZaWnYq1dkyr/jQXmta25uO3hLiwoIldqILSc3B8dxQaub8Gpixj4AwG8aCz5ixIjLly+vXbs2pBaNRhOvVVVVVV5eTqyCoKuru3Xr1nnz5gn1XYCIrSW4XC6Hw2n1m9ExVda2sWlpawlUGxtBVkbmxPETXC7n5o1b/w/ayGwOZ9OmTbx9iO3Ev7EauJOzk4uLiwCGRMqdOqEkNCcnp3ZKBHTNAwDaBoqiISEhJBKJ/4gC4tXhw4ebmZnxL9DS0lJfX//GjRve3t5fvnwpLS0tKSkhk8l0Ot3U1HTChAlTp04V6tY1AkRszUYikRQUFCQkJX/H/eiAKioqSsvKBK1XlEdaWvrM6bMiIqKXL10mgrOa+eTUBsIdonXNabPTDredAhiu1baxqVCplNzcXA6HIzQRmyBeSABAyxHfov61mrL/jh07fhqxIbWtaC4uLhs2bMjJyUlPT6+qqpKUlNTW1lZUVGzzqfqtBSK2ZlNWVr586Qqf5bSZTOaHD+87dVJpWbdpR1PTZI0jIiIiApswRUpK6tjRY1wOx/PGjcb2wXGcTCI7OTltddkqmOEagiCSklJkMrmyshJGygMA2gpey9TU1NjY+KffRTiO9+rVq+mF0+l07VpIeySgfyMFGY1Ga3AxJQ6HExMTExgUePu21+fPX2543mjwQ1NRUUEmk9s2VaxAwTBc8LMaSkpK7t69Jzom5mPMxwYb2LhcrFefXi5bXGg0wc30Q6XW/L6z2WyI2FpRfn6+nJycwD5vACCAcByfPHny1q1b27oiQga+ZVpBVlaWj6/P48ePIyLCC/IL1dRU59nbm5iYNLjz5cuXqFTqkiVLW+Od24P/z7IU9E66qipGVRWjsU46FEVKy0o5XK7gxmu1SzigKNr05ODgp3Ac37rNxcFhvln/n/faAADAr4CIreWysrMiwsPv37//5OmT4qKS2mXLup04ftLCwoJPn+m3b+koKtDtSX8YXpseVUD7EevgcH4y3UQY2q5QYbjSwgTH8ZTklOIi4UpKDAAQShCxNRuXy33z5s0d7zsBAf6fP3+m0+nDhg2zsrQ+d/6ssZGxnd1PpvqTyRQB7wH8w4gh8FxM0Bt+VFRUNDU1U1PSGnwVx5AePUxEREQQAcbhsHEcZom2MgoFfqMBaAaimR/yLbQARGzNlpWVtXDRgi+fvw4ebH7y5CnLMZZaWloIgty9681ms9ksNpUGCXKb4f9ZZwW8dapm0ujUqbYvQl5iOEb6bysphuEUCnnmzJkCPpiJw6n5oqRQKAI7N+JHKDQKAtC+qKqqDhw4UEdHp60rInwE+g+MYCKTSeLi4iQyiYtxaxI61D5hC3x3mOCi1a4AwWRWc7lcAU85MWfWnICAgEcPH6GUfzPQ4jiOcTF7BwcrSytEsFVUVGAYJi4uLkQRW92ucwBAOzB69OjBgwc3fTl2Docj4A/Dfwx0zzWbqqrao4c+x44epdNFNm92NujezdZ26nWP66VlZRQqFRrYmktCQkJSSqK8rLy0tBQRbNIy0ufPnZ9rPxdF/4nRcRyn0eiLFi86fvy4pMCn6MvNzWWz2crKneDrDwDQVqhUqpSU1E8jtrKyMj8/P3t7+4sXL/6pqgk6iFubDUVRNTW1FStWLlq0OCoq6snTJ7e8bt1/cJ/Lwdhslo+Pz/DhwyUkJH7H3WqXxCUk5OTkysrKSr6XyMkJ1kJVP1JSUtq7e++jR4/Kykpr5l1yMB19bddt28XFxRGBl5ubi3FxlU6dYCQlAEBgZWZment737t37/Xr11wut0uXLnx2xjCM6J/56ddaUVFRRkaGqqpqY6t+Cz5oY2s5Op0+aNAg913uH95He9/xnjNndmVF5YSJE3qa9nTZ6pKdk92K96kdkxCXkJOTLy0v/V5SM99W8KG1Cx/wfqTW9uoKhdzaNeA7qagIXa8oAKDdq6qqCg4OXr58eZ8+fdasWRMaGiotLT1x4sRhw4bxOerJkyejRo26detW3Y2pqanBwcH5+fl1N965c8fMzOz69eu/7Qx+O4jYWoGUpOSkSZOvXbv+9OmzEydOdOrU6dixo5GRka1RdvsnUdPGJlteVl5S8h0RBvXGLBL5uxFhkJuXVxOx1a4HLywgtASg3SsoKDhz5sz48eOtrKxOnTqVn59vZGS0c+dOPz+/u3fvmpub8zk2Kyvr5cuXqampdTdeu3bNysoqJCSk7kYOh8NkMoV6jir0irYmg1qLFy2OjYtVkFdo1bLbLXFxcTk5eRaTXfJdOCI24ZVHRGzKwhSx/Z9wxMQAgKZjsVhRUVHe3t63b9/OyspCEEReXp7D4YwfP/769etNHFxEqu0MrdclymazfwzOiL4Foe5hgIit9VGp1F6mzVgHrYNDUVS5dlRBdlZmW9elPauurs7Ly0VRREFBvq3rAgDouHAcLykp8fX1vXnzZkhISHV1NZVKHTly5Jw5c8TFxRcuXCgmJvaLY8FR4Q/OGgQRG2h73Q0NEQT5+PEjhmEwKP43yczMTEtLU1NXVVNT+13vAQAAPxMSEuLo6JiYmEgikUxMTCwtLadOndqjRw8KhRIbG4uiqLCMM/nzIGJrOWKKyo8Dz3Ecz8/PR1FUeCek/GE9jI1FxOgxH2OqqqqEYtKlMMrMzMz4ltnfrJ+6ukZb1wUA0HF9+fIlMTFRU1Nz1apV06ZNU1dX573EZrPbtGqCDiK2luBwOPfu37tx40ZhYWG3bt1WrVylqanp7e39MTamoqKysqIiJSVlm6vr+HHjW/2GtUtGRsayMrIJCfElJSUQsf0mXxO/stlsPT09wc8bBwBox3R1dbt06ZKYmOjq6nrr1q3x48ePGTOmV69eVCoV+lj4g4itJe7dv+fgMI/D4SgpKUVEhL97F9Wta7dbt7xIZJRWS0dHF2YeNJ20tHSXLvovX7xMSIiv+7wFWlFMTAyCIMbGPYTtqtaMRIFOEgDaDQsLi8ePH798+fLGjRsvX76Miorat2/f0KFDJ0+erKGhgaKogC9+04Ygu0ezVVRUXLl8SVNTM/xN+NcviW9ehzOZzFu3vOY5zPsYE5ubk5edlRMRHmFmZvY7blh71bdPHwRBIiOj2roi7ROHw46KiiJTSL179W7rugAAOjQURbt06bJgwQI/P7+IiIgNGzZ07tz56dOnixcvnjp1aklJSUFBQUZGRrPKpP53eBKxrAuNRuOzjzCCNrZmKy39npaWNn7ceNPaCaF9+vSZNGlSVvbJNatXG9aOoAct0KdvTcQWHh4OV+93yMzM/Pzpk6ysDHxEAQACgkKh9Kq1du3aV69eeXt7P3v2DEEQPz+/MWPGjBw5cvLkyQMHDhQREeFfDoqiT58+LSsrI6YsoChKZGK7ceMGMaGNSP9BJEkV6gmkELE1G4fDZbJYMjIyvC2KCkqSkpISEjA8qOV6mph2UlGOjvnw6fNng27dfqEk0ICnT5+VlZXbTJ0iJy/o64ABADqaTp06TZ061cbGJjU19e7du48ePXrz5s2nT59OnjxpYmKye/duKyurxo7FMAzH8ee16r10r1a9jVwuFxFaELG1UP3px/gPW0Bz6Orq9uvX38fH511UJERsravm6yy45rvMytKKhMJACACAIEJRVFdXd8OGDUuWLImMjLx///69e/eio6Pfvn3LJ2IzNDRcunQp0ZBWr7QG/yj37i3EI0MgYmuhui2r7TVZ359Eo9GGDR366OGjwMDAmTNnwYyhVpScnBQZ+VZJWbFv336tWS4AAPwGkpKSI2pt27bt4cOH/KejmdfqIPcBIrYW4nA4LBaL928cx1m1/r2yFEqDYQeHw4FwpEEWFhaSUhIBgQHfv3+Xk4POu1YTHRPzLT3DwmJU165dEWEk2I9CLBbrx+d7AMCvU1RUXLhwIVxJHojYmg3HcRRFT5857fvYl/h3bm5uQUHBtGl2NDodQXAMw0RERPfu2Tt48OAfDzc0MqLWTmMB9a+MoZGRkdGb1+GhoS8nTpwE16e1PH78GMfx4cNH0Gs+n6A1kUgk88GDNTQ04bIC0ERfv3599epV08cR9e3bt0ePVkhL9PHjx+DgYHNzc+HtGIXQodnodLqxkXFycjKzmlnz9I8j8nLyioqKXA6XxWISAyHJZEpjH8e5c+ZCG1uDUBSdMtnmzetwD08PiNhay7dv3x77+oqKi06YMKHVCgV1uG5zhd9oAJru+fPnS5cubfr+rq6urRKxBQcHr169eteuXRCxdSCdOnXy8rrN//kARVEiH8yPIDcgH+PHjz9y9HBwcEhkZGTfvn1/9VYBBLnucb2goNDWztbAwACux+8A4RoAzWJkZDR//nwMwxoc/E389YyOjo6Kiqpt/iC31lLIlNo/ykKdlQ3a2JoNRWsWNvgdNwPo6elZW4+9cP7Cw4cPIGL7dYWFhffv3yeTSbNmzYKZMQAAQfDTuQKenp6hoaEYhqmrq2/ZssXOzu4P1k6gwVR/IEDIZPLcufYiovRr16/l5+e3dXWE3vPnz99Fvetv1n/okKGIcEIFfN4BAKD1xMbG2tjYzJ49+9OnT7a2tk+fPl2yZIm0tDRcYwJEbM1WXl5++7ZXZORb3hYOh8Phcng/fvny5eDBg1++fGl+2QAZOGCAmZlZxrfMRz6P4HL8CgzDrntcQxDExsambsJn4SS4yQ4hESMAv47FYp0/f37cuHH37t1TV1c/derUlStXjIyM4NrWBRFbsxUXF29y3sTLpMxmsVevWb1t2zYOh01s+fLl8+49uz9/+dzg4Xe870AswgeZTF60cBFKQs+cOV1SXNz8+wP+8fx5kJ+fv4qqyqyZs+Gi/CY4ju/Zs/vT509whQFosfj4+BkzZixevPjbt29Tp0599uzZ0qVLxcTEWveSosKfMxUitl+FYVj0hw9xcXEY9k8zAIqiZDK5sQ9HRETEq9DQX37b9szKytrMrP+HD9EeNzzaui7CisGoPHzkMJvFdlzsqKys3NbVabeI5XFSU1LauiIACCUOh3Pu3Dlra+t79+6pqamdOnXq6tWrzVr+GMdrMmo1ESLkYOZBS9SLxigUSr0ZoHxieQqZDJPL+JOVlV23br2dnd2RI0em2tiqqKi06C51aD4+Pn5+foZG3RcsWNDWdWnnqFQq/EYD0AJxcXHbt2+/e/cugiB2dnbbtm1rVqxGCAoKOnXq1E8HJ5BIpOTkZGFvaYOIDQiiCeMnjBo50t8/4Nz5s67btrd1dYQMg8E4eOgQxsUXL3Lkv8ALAAD8eSwW6+rVq+7u7unp6bq6us7OzvPmzWssJRZ/ycnJ9+/f7yADTyFiA4KISqVu3LgpLOz1hQsXbKfadu/e7AevjuzylctRkVGmvXpCAxsAQNCkp6dv2LDhzp07xLrsW7duNTY2Tk1NbbDXEsdxJSUlPusWDho06OjRo02Mw3AcHzJkCCK0IGJrIV43KJ1OJ9XiJWkT6gR9gsN8kPmkyRM9PW4cOHDgwoULZDJ8VpskKSnp2LGjKAlZv26DuLg4IvxqFhYR4qdiAMB/BAQEEOEagiCZmZlr1qxhs/+Zt/cjHMednZ2XL1/e2A41ixt2mCml8FewJVAUzczMjIyMxBGczWKXlpXiCPL69WsiVktISMAwLuSR+kU0Om3LZpcXIS+uXL06cuSo2bNhwuPPcTicrVtdEr8m2dpOnTJlyq/eAwAAaG0yMjJ6enpEixq3Fp+RoMTi3XATCBCxNRsxM+W6p8fDRw+Jltjy8nIURa3HWhEfrOrqat68UfArDAwMnDdvXr5s+c5dO8zM+uvpdYHryZ/nDU8vr9sqqp127twpIiIClwsAIGhGjx5tYmLSxFAMx3FFRcVmlV9dXV1WVlZZWSkmJiYlJSUiItJuYj6I2JpNSkpq0aLFuXm5vFY0MpmE4Aj33z54XEREtHPnzq15ozoqh3kOISEhd27f2bp16/XrHi0bmtpBJCQkuLm5UamUnTt3du3ara2rAwAADZCq1eqXhsFgPH/+3NvbOywsLDs7m2i6U1JSGjRo0KRJk8aMGfM73vQPg79/zSYnJ+e8yfl33AzwI1FR0V07d4WFvfLy8ho9ZozDPAe4Sg3icDjbXLelpqROmz5t5oxZ7eYqtZdnYwBAS7DZ7MrKyp+u2pKcnOzs7Ozt7U10fFGpVDKZzOVy02vduHHD2tp69+7dJiYmQn0bIIMuEHT6+vq7du6iUKlbNm958eJFW1en/swSHMfbvOUPw7Dde9zvet/V1tHas3uPqKgo0r7AIAMA2h8MwzIzM/Py8hrbIS4ubvbs2RcvXuRfTkpKyuzZs+/cudOpU6dly5bduXPn/fv3X758iY6O9vHxWbt2rba29pMnT2bMmPHx40dEmEHE1iL4z7X2nerQZsyYuWjhwpycnOXLl6Wlp7VhTSoqKvbs3V1RUUEMjCCTSalpacdP/M3lctuwVre8bu7bt19SUuLAgYM6OjptWBMAAGgKX1/fyZMnW9ZycHCIi4ur+2pVVdWxY8fGjh17+/btqqoqPuVwOBx3d/fw8HBzc/NHjx6dPHly6tSpRkZGmpqaBgYG48aNO3To0JMnTywsLD59+rRjx47KykrhvUHQK9psBQUFe/ftyc7KrrfOAYH4Q06j0VesWGFqatoqNwmIiIjs27c/JTXl2VO/JY6ON2/ekpWV/fOXpbKyctWqlZcvXyFTSMSNRkkog1G52303h812dd3e6gvhNUVYWNiqVasYlYzDRw5NtZn65ysAAADNcv78+TVr1vCCp+jo6PDwcC8vrx49ehDfadu3bw8MDEQQpHv37v9j7z7Amsi2AABPSQKhI72pIFWUIqBiQcWCCth7Q8W197bquvZe1t5A194VGyI2qgUpFlQUFKSKgPSWNjPvI9nHsgghYAgJnv/t8yOTyc1lhiQnd+49p3PnzkKaioyMvHr1qrGxsa+vr6VlzfN3raysjh07NnTo0ICAgLCwsAEDBsjo+YKIrd5YLFZ4ePinT59+vBbGYDBKSkqKCosRFBkyZAhEbGKkpKR08MDBocOG3b//YNUfqw4eOFhjxNyorl27dvLkKayiZuy/s6swDKMocu++fT169Bg40F3CXfr8+fOcObNzv+fNmDl93tz5En52AACor2/fvu3du7e0tHTIkCHTpk1jsViHDx8OCgo6xHfp0qWlS5dmZWUxmUwvL6/ly5cLv24QFBRUXFy8ePHi2sI1AWNjY29v7/nz5wcHB/fv319GV49CxFZvhoaGoSFh1a578j+2qeCQ4PXr1795/WbU6FGyPsNRCrVpY+pzzGfosCFHjxzV1dVdtXKVJJMVl5WVnb9wXnCuq92F4xiHzTl37rybW39JxpFfv36d9pv3mzexHh7uW7dsa/LpdAAAUKe4uLikpCR7e/ujR4/q6OggCNKxY8c+ffo8fvz4wIED69atKyoqcnZ2Xrt2rZubm/CmeDzex48f5eTknJ2d63zezp07KyoqfvjwgcPhyMnJyeKZgnls9YaiKJPJVPivoqKitWvXjB83rqio6MTfJ3x9fFu2bNkYJ+wX17lz5927dispKW3cuHHrtq2SfOr09LSkpMT/Z3SpDsWQqKhI4fMtxN2f9KlTp4aGhNna2ezff6BJLhNLhOCIw8RQAJqJrKwsFovl4uIiCNcQBDEyMuratWtKSsq6devKy8uXL19+8+bNOsM1hJ+Al8ViMRgMZWXlOndWVFSUl5cvLS3l8XiIbIIv5T+Lw+ZcvX5108aNGRkZU6ZM+f33Ffr6+mI5N6BG48aNpyhk5swZa9esRRBk5YqVkhlpI8mKzMlCdpDk4oPMr1+9vCYFBQU7OjmcPnUGVhsAAGSF4JuthoZG1Y0GBgaCQMrHx2fy5MkiNkWj0VRUVFgsVm5ubp07FxQUCBKFyG4lSRhj+ymxb2MnTpo4ZcoUdfUW16/77du3H8I1CRg/fvz+/fuVlBQ3bNiwTVIjbXp6ekZGRrWN9VAk0r59e8mUGagYXfOeGhQUbGNrc/bMubZt20rgSQEAoPEI5pOMGzfOy8urXo8yNzfncrnh4eF17hwaGspisdq2bVtZBFzmQMTWQLm537dv3967t2twSPDGjRvv37/ft29f8Z4bIMSUKVOPHj0mLy+/Zs3a31csLy4ubuzDpaqqOnzY8IrBNqr6SBtJUjgNHzdunARmksXHx48bNzYw8L6jk8PFCxeFT7YFAAAZ0qlTp/quCXBzc9PQ0Dh79uyLFy+E7Pby5cvjx4+rqqqKcrFVakHEVm8URT1+/GjEyBGr/1zdo0ePBw8e/L78d1EuogPxGj9+/IEDB1TVVHds3+ntPfXbt2+NfYQnTfJy9xhI8qiqF0B5PIIkyHHjxg0YMLCxOxAU9HjI0MHh4U/sO9jD6BoAoJlpwPVKGxub8ePHf/v2bdasWeHh4T/OXaEo6unTp9OnT09KSho7dmynTp0QmQXz2OotPT1t7vy5H+PiTc3a6OvrX7l85dzZc1SVq2UUSTEYjEmTJtV4uYqfXlfYdCgguimTp+jr68+ZM+fq1WupaamHDx/pYN+h8Q6gmpracd8Tf6xe5ed3oyC/AKFhCI/U0dUeNmz49u3blZUaMWonSfLUqZOLlywpLCgcPnz4X3/9BUtbpARJkpAxG4CfDM4EFygaELHhOL5q1arU1FTBYoWBAwe6urq2bNlSXl6ex+N9+/YtMDDQ39+/tLS0f//+a9askd1LohCxNQRFIXIMOQVFhW/fvvn4+Pz4Zk2SpIKCoouLS40Rm7KyMg5ZGMTHrZ+b3/Xrc+bOeRL+dOiQIYcOHfbw8EAaja6uro+P79Rp00M2bc56+Nhg/LC+SxY3apiIIAibzd6wcf3Onbu4XO78BfM3btjYDEoaN4+1oiiKqqurKyopNXVHAJAlKIo+fPiQw+EIPkBRFA0ODkYQ5MqVKx8/fqz6qUpRVN++fbt27SqkNR0dnWPHjhkYGJw6deo6X7UdmEzmnDlzVq9erauri8gyGGOrNwMDg8ePgoQvDERRtLbP1PnzF0g+9WvzZmNje8Pv5sJFC86fuzBy1Mi5c+YuW7ZMW1u7kZ4Ox/CunTt36tK95GmkSr/+WCOHa1FRUX+uWX0/8IGKisq+vXtnzZrdqE8H6gVF0aPHjikpQsQGQP2GpYP4qt1VY7yF47jwiA1BEG1t7YMHD3p7e1+/fj0mJiY7O7u8vJzBYGhpaTk5OY0YMaJDh8Z9o5YMiNjqDcfxasuS6+VXGh2RHE1NzWNHfSwsLLdu3bpr167nEc83rN/g6uqKNFpwzOHxSP6/jbQ6FGUw2ByOj8+xzZs2ZWVlt21rtWPnDveBjTh8CBpGTVUNDh0AorOyspo+fTpJkqIsMqAoysnJScSW7fkExSRZLBadTtfU1GxOqcWbz28CfnGKiop/rv6zW9dua9b++ST8qYen+9Kly+bNmauM442U1raRLtThCCKH47ExMSvXrwu444/T8enTp69bt05PT69xnhAAACSnK1+jPoWWlhbSHEHE1hCCLwe1fT8gSZIgCBzHfyxnBBpbr169/Nrd2LVr58FDBzdu2Hj/fuDs3KIBGIYzZKMmCZ3ByMbQEy+enRn8ODPjq6lpm81btowYPgL+lgAAQIiUlJSYmJjS0lITExMHBwfJZMeUMAgp6i0nJ2fevLkX+CUmBfFZXFxcQkJC5QrQZ8+eDho86Omzp+I9VUBEWlpa27fvuH3rtrNz58gXUZMT40fnZDwIDRZesUAafM/9fuDWDbevydu/JOZ+z/We5v34cdCokaN+5XBNJss1AwDEgcfjlZWV1VlUqqCgYMWKFfb29sOHD580aVKPHj369u0rWMrQzPy6nwQNVlpaetv/9ps3bwQ3uVzu8uXLNmzcwOX+81eVl5f34sWLvLy8Gh8eGfni9etXEuzvL6p37z63b985dGC/sYpKSEnxoCleEyZOiI6OIqQybmOz2efOnfP09Jy/YcMXDrePufmtK1d8jvlACg9EmleK8l2/fj0zM7OpewGAzIiNjd26deuzZ8+qbuTxeCwWq9r36oCAgAEDBly+fFl4gzt27Ni+fXt+fr6ZmZmDg4OqquqTJ0+8vLxevWpuH7UQsdUbiqIMOuPf9Z4UUlRUVDXnPoqiNBqttmumfn7Xr1y50tDzBepBU1Nz9tx599va/a6moamifPHCxR49ewwbNuTmzRu1xdOSl5CQsHfv3s7OnSZOnBjxPMLZ0uK4ps4V+479Bw36lYfWZAVJkj4+x968ed3UHQFAZkRFRa1aterhw4dVN/r6+jo4ONy7d6/qxrS0tLCwsKSkJCGtJSUlnTlzRklJ6ciRI69fv3727FlUVJSnp2daWtrJkyebWa5E+EgQx0HkE3l3tJn9DUk1gtDF8TXqWvdOn1u8bKmigsLtW3eGDh3Wf0D/nTt3pqenN9W54HK5kZGRs2fPcuvfb9GiRa9fvbGxbX/k7xO3du8dq6xGI0mKw2mSjoH6wjC4cgtAPQiGM6p9aGZmZsbFxVX7Li0YGRG+2PPjx4/fvn3z8PCYPn26goICg8EwMTFZuXKliopKdHR0UVFRczo3sPKgCdS3bhr4GQSFcEmyva3d7n79Fs1fcPHihWvXr0W+iIqKjNqxc3vfPn3d+vd36ODQtm1bCYxpFRUVxca+iYiIuHX7VnR0NKucraSsOHTY0LFjxnh4eDKZTCr6ZT5BwMtSpsDLGYCfJXj7bcCHY05ODkEQVlZWVd/AjY2NW7VqlZWVVVBQoKqq2mxOD3w0gF8CweHgCGJoaLhs2fKpU73Dw8NOnjoZFBR08eKlixcv6enr2dvbubr27tu3r5mpGYNR5ar3T+NyuSUlJS9fvgy4FxDx/PnLVy9Z5WwERfT19caOHTd82PBOnTpVvtfUOccWAABAJQ7/ckS18lYMBkNJSSk/P5/L5SLNCERsDT1w/x+nlZOXwzAMx/HKamUyXbbsV6ChoTFkyNBBgwYnJSX53/UPDQ2Jjo4JuHsv4O49hhxdX1/fxsbGwcHB2rpd61atdXV11dRUFX9Ias/AcQJBGD8M15MkWVhYWFBQkJaW9uVL0iu+d+/fFRYWEhU5dxEbWxsnJ6cB/fv36NlL8ydSMf8qYAALAFDftw2+5jcBCSK2BkGRsPCwbdu2kVRF6rXklOTsnOxNmzbiNBqKoHEf3nM4bBQ+aqQbhmGmpqYLFyxcuGBh3Ie4N69fB96///Tpk4yMjOQvKbdv3UEQRL2FmoGBgbq6uqqqqoaGpo6Ojr6eXosWLejy8rzY1wSPgz9/hjFwdnl5VlZ25rfM7Oys/Pz8goKCvLy85ORkLqdiwAzDUSUlJTs7u3593Xr06GFja6OnC7lwAQAA1A9EbA2hwFR49uxZRESE4CaGYwiFbNy0UXCToiglJWUaDYqHyoy2Vm3bWrUdO3ZceXl5amrqmzdvYmJiPsZ/+JL0JSs7Kz4hnsv+4WIlVjEtFvE5ghw9Uu0eRSUFdXV1RwdHYxNjWxtbOzs7Gxtb9RYt5GDwFQAAGgH9v1dF5eXlMQxDUVROTjZyp4sIIrZ609HR8fXxLS0t/XeOpOCH/w/AUghCw/F27dqJ80QBiWAymRZ8o0aNQhDk69evOTk5hUWFRUVFebm5md++ZX7NLCjM55Ek+3UsN+ETw8FGztycQadra2nr6uno6eqp/p++nr6qGlScBACAGlRbASq4WS3wqnazNiiKPn78mCAIwWVQFEXLysrS09OLi4sPHDigoaEh2C7419XVtVOnTohsgoit3uTl5Tt3dm6MkwGkjT7fj9spiirbsKVs736laTPkvafAVCsAAKiXpKSkp0//rQz05csXBEHi4uKqbvz48WOd7ZAkSVFUIN+P9+7cubPals2bN0PEBsAvBEXRiuUm/MlwEK419sFu7CcAAEiSoLDBiRMnzp49WzkqJljyuXnz5u3bt1duFKz0FF5g0NLS0svL68d9BBfBqi0+oCjKzs4OkVkwxgZAQ1D8d4LmtxZJKqGUVNepAgDUg4aGRvv27SsvYlZd3Vkt8BJs1NHREdJaD75f5ARAxNZwCQkJaelpvV17R7yIOHLkCJfDQTGMRsMJgkBRbOGChQ4ODmI8VQAAAICs69evn5OTk+hfd5tTCtyfBBFbQ3C53IOHDqxbu87Z2dm1V++kxMQzp8/oG+iVlZYVFBQy5BgjR45gMpk/e3IAAACA5kWRr6l7IZOgrmhDXLlyedUfqxydnFauXImiCIphquoqR48ce/w4aPGSxerqqgMHuLdt21bsZwsAAACQaYmJiefOnXv79m1Td0T2wBhbvWVnZ+/dt9fRwfHSxYtaWtr8bRSKooaGhvZ8NBq+fv1ae3t7Kysr8Z8xAAAAQGaFhoZ6e3tv2LChffv2Td0XGQNjbPWWwDdhwsT/h2sIQRDl5eWCpS4oik72msLmcB4HPRL72QLgVwO1QwAAQAAitnr7lvWNJElTU9PKLS2NWg4ePKRFixaCm3p6FWlUk5KSEFlWWFiYlJRUVlbW1B0BAAAAAERs9SfHkCNJsqSkpHKLi0uPyxcvm5mZCW5yuBwul8tP1yXD7ty5M2zY0JiYmKbuCAAAgGZe8wCIAg5ZvbVp00ZFReWuv7+nhyeG1TBIGRUZ+e3bNwsLC0SWmZubZ+dkh4WHde/evan7AgAAoFlJSUmJjo6uM8cHRVFGRkZ6enqS6pdUg4it3kxNTYcMGXL69OkOHTr89tt0HP/PWFpCQsKGjRu1tbVdXV1rzbwqC2lXO3TosHTJsr9PnqDhtJ49e8oz5QVJTCmEUlFRMW5t/G9ZVQB+YbLyigZAqmrGnDp16uLFi6K8dtatW7d48eLa7iVJkiAIHMdrHECpKjc3Ny0tTV9fX1v7nznoMgcitnpjMBgrVqz88OHjrFmz7wbcHTZ0mKGREYZiBYUFMTExZ8+eYbHYPsd82pi0EfLHiki9ly9fbt225XtO7ooVKypuV4ZnFNLPre+tm7fl5eWbtIMAND3B9xa4vgNAfSkqKqqrq4sSsSkoKAi5NyAgYOfOnTNmzBg3blzlxi9fviQnJ1tbW1cNzq5evbpw4cLNmzcvWbJERs8XRGwN0aplq7Nnzm7bvu3s2TP+d+5ieMW7NklU/OV17dZl48ZNvXr2qu2xXl5e1YblpJOJicnBg4e4HC6KIlVfUxRF6evr0+n0puwc+GUIvilI7SAWiqIbN24yNa356xkA4EcURZEk6eXlNXfuXFFe2hoaGkLuzcjICAsL69evX9WNZ86c2bp165kzZ0aNGlW5kcfjsdlsHo8nuycFIrYGMjIyOnTw0OJFi8OfhCcmJnLYbG0dbYcOjp07dxY++GRlJRuZdTU1NUePGt3UvQBA2jk5OTV1FwCQPZqamiYmJj/fDsa/ZlXtyhWXy/0xOBOMiMv0fB6I2H5KGz5xnQwAAADgV0AQROM1jsp+cFYjGZhQBaRBWTkkZgMAAPCzBFdCpXaqgzSDMTYgzOs3b06ePPE29m1ZeZm2lnbfvv0mTpyopqYGRw0AAEAD4DjOYDBgvU4DwBibpKWnp2V+y0RkwYUL53v3dr1w4QKXx1VXU09JTV26bOmQoYNTUlKaumsASIv3798VlxQ3dS8AkBkeHh7h4eGTJ09u6o7IHojYJO3vk3+fOnUKkXpJSUlr163t4uz88OGjx4+C7t0LDHocdOrkyYSEhN27d5Mk2dQdBKDpURS1evXqmOjopu4IADJDU1OzY8eO+vr6de5ZWFgYHx+fl5cnkX7JAIjYJK2kuKSwoACRemHhYQRBbN682c7WjsFgCJZYjx07bsb0GWHhod++fWvqDgLQ9CiKKisrKy8vb+qOANAMXblyxc7O7sSJE3XuSf9vwinBJVfBJ1dt+8gimMcmaRgfIvVKiksUFRU1NDSrbdfT1xcsnG6ifgEgXTAMa35L0gCQBjwej8Vicblc4buhKHrv3r2ioiLBagYURUNCQvgTey7ExsYKrghhGBYVFSXrC0ghYgM1MzMz+/79++Ogx5MmTqrcWFZWdj8wUFtLW1OzeiQHAAAASDhJB0mSFEUF8VW7y49PkllFGhtEbKBm3bp169Sx0+JFi2JjY/v26aOu3iI+If7ixQuhoaFHDh9RVlYWfuB4PF5tc90wDINVQkBkMvyFGADQ2KytrWfNmvXjxw2KojUmEHFwcJDdkwIRG6iZoqLigf0H/lz7599/n/jrr90UidAYuImx8e5df02YMLHOo7Zs+bKw0DAanUYQBElWfKfBK9AoilJWUuru0n3E8JHW1tZw9IEoKARSNwEAatCND/k1QMQGamXUsuUJ3xOv575JTU0tLSvV0tSytLRs1aqVKIfMxNj46tUrOTk5NjY2VlZWFIW8fRv77u1763ZtlZSUdu/efe7cuSuXr9rb28MJAAAAAOoEERsQBqfRHPjqe5hoNJq2tvaF8xc6d3amM+gIhZSWlGzavCnwfuDBAwdxHB8zdvSBAwd8fX1xHIdzAAAA4MfPETEeEx6Px+FwZDp5r6z2GzS2nJycoKDHvXv3qbbIIDY2NjUt1a1ffzq91j+ewsLCk6dOenh4urj0+GcTiigpK8+bN//mrZth4WEzps8YPWqM3w2/vLxcLS3tRv9lAAAASIf4+PiwsLA6q1RhGBYaGlpna2/evAkICOjVq1fnzp0rN/J4PIIg6HR61cwM/v7+e/bsmTlz5tixYxHZBBEbqC4vL6+ktCQmOnrVH6t2MeQcHR3/eWmhCEVSR44eefXqpXNnZw0NjdqOXVlZWX5+vtx/c+FUfmEqKy1FEERVVYXH5XI4HDgBAADw63jy5Mn06dNF3194wvYXL16sWrVq06ZNVSO2Y8eOHT58eNeuXQMGDKjcmJKSEhYW5ubmhsgsiNjAf5AkuWfPX5cuXeLyuNnZ2YsWL2QymSQpSHJTcW9aanqfvr2ZTKaQA9eiRQsTE5MrV6+MHDnS1NRM8C2npKTkwMEDBQUFjo5ORUVFDx4+VFNXU1WFEqVAGFgpCkAzY2Rk1L9/f9EL55iZmQm5F+Xn/qiW5fTr169xcXH5+fk/DhnI7iVRiNhAdSiKWllZ9e7TJzsr63HQY4cODnp6elUGrylNTa2xY8YqKCgIOXZycnJLly71muTl3KVLjx49DA0NS4qLI15EJCYmrVq10tnZeeKkCQF3A44f91VSUoJzAOoGS0UBaC769u3bu3dviqJETGbbgJzzGP8hMp0st0YyHGyCxoCi6Lhx48eNG//58+dNmzeu/uNPU1PTBrTTt08/Pz+/Q4cPh4eHBQU9btGihZ2d3YYNGwZ5DsYwrKNTpyGDhwwbNrwRfgMAAADSC0XRei04IwgCFqgJQMQGatamTZvjvid+5nXSubNz587O5eXlJEniOM5gMCq/Ki1atAiOOwAAgNoUFRU9f/78woULXbp0mTFjBhwoiNhArVAUre16P0VVzGkTkfAZb9UQBIGiqEzUXQUAANAY0tPTr1275ufn9+zZM4IghM9j+6XAGBuon5DQkKDHQcuWLauzUBWCIGlpaaX8laH/oCgMxw0NDWubBnfh4oXc3Nw5c+Zkfs00MDCAkXAAAPhFlJeXR0REXLt27fr161lZWYJFbN27d+/Zs2dTd01aQMQGavX27dsjRw+npqbJyTGIiuw2BEOO8fFjvJwcY+7cucIjttTU1A0bN4SGhnI4bPT/C/4IklBRVvH1Pd6lS5dq+1MUxeVymUym/507iYmfv3/PPXzosLq6OpyeX9z/R3Nh6QEAzVZOTs7169evXbv25MkTNpuNomi7du1Gjx7dv39/e3t7Ub660/57RUhwk06nV91Y7aYsgogN1CwrK2vaNO+kpC8GhvpxcXFGhkaaWppxcXEYih0+ckRLS0vIgSMIYsPGDWfPnvXwcDczNcdpuOADl6RIeXl5XV2dHx9SWlr655+rw5+Ev3v3Lj09/eLFS2pqkPgDAACaLQ6HEx0dfe3atStXrmRkZCAIoqGhwePxPD09z549W69MAomJiU+fPq28mZycjCDI+/fv9fT0KjfGx8cjMg4iNlCzJ0/CM75mHD9xvHv37pMne9m0t1m5ctXTZ083btyorq4ufNV0bm5ueHj45MmTjx09JuLxlZeXHz9+QsuWrY4eO6qionLuwjkzMzPI/QEAAM0MRVH5+fn+/v4XL14MCQlhsVh0Or13794TJ05UVFScNm2agoKC6G/+JD+vm4+Pz6lTpwTJ3lEUFeRm37hx49atWys3crncOvPxSjmI2EDN0tLT9fX1u3Xt1kK9RRuTNp8TPysqKvbr2+9FRMShgwddursIf0VhKGppYVGPP0QazdHR8U3s6969e8+fNz86JrpiZA4AAEDzEhISMmPGjE+fPmEYZmtr279//xEjRtjY2NBotLdv36IoWmcBq6o0NTXbtWtHEETVjShfteBMsFFHp4aLPLICIjZJIwiiXn+OTUVBQYHNZrNYLARBtLV1Yl6+LC4uVlZWtrCwvHrtalZWlpCITUNDo2/fviGhod7e01RUVER/0l49e/Xq6WpiYmJpaSmm3wOAxsXj8WTiFQ2AlIiPj//06VPLli3nz58/evRoQ0PDyrsEw2D10r9//06dOon+GpTp6dEQsUlaz549abIw/7GjU8f133PXr1/3++8r2rZte/jIoYePHnZx7vLkSThJkowfaoZWheP4wIHuc+fOGTN29OjRY1q0aIGhFQk7KIqi02mOjk611SQ1MWnTaL8QAOKHYdiYsWMtLa3g4AIgIhMTEzMzs0+fPq1du/bSpUuenp5ubm4dOnSoVrhdRIp8v8jBh4hN0tzdPRBZ0L59+wXz569dt1ZNXX3lipWtWrWe/tt0bR2tT58+z549u+p0zhqdP3/u27espC9J9wICcRommPdGEISamtr16369evYSpQ8sFis/P5/JZCopKeE43vxKjgARVJx0aR7C8p7q3dRdAECW9O3b9+7du2FhYRcuXAgLC4uOjt6+fXuPHj2GDh1qZGRU34oIouNyuadPn1ZTUxsxYgQimyBiAzXDcXz58t+HDBnC4XDU1dVP/n3y0KFDSV+SJk6cNGvmLOHFdCmKWrhw4dix43H8n6G1yu10Ot3WxqbOgx4fH3/w0IE7d+5kZ2fv2L5DSUnpbkDA+vXr21q1hRMGAACyC0VRMz4vL6/Y2NhLly4FBgbe41NUVCwtLc3JyUlLSzMyMhK9zfT09ICAgNevX8vLyzs7Ow8YMKDavJ3o6OjNmzffvHlz06ZNiMyCiA0IY27+z+oBMzOzvXv3iniwUBR1cHBs8JGNi4sbO25MZmbm4EGDQ0JDWGx2u3btXkRETJ7sdenSZRNjEzhnAAAg62g0Wge+xYsXP3ny5Nq1a4GBgQiC3L9/383NrXfv3kOHDu3SpYu8vLzwdl68eDF37tzo6GjBzT179kyZMmX37t2CKWtFRUVHjhzZt29fZmYmjUbT1dVFZBaUAwI1KywsTEpKKisrk/wBOn7cNzc39+GDh8eO+Rgbm3A4nJ49e12/7peenn758mXJ9wcAAEDj0dXVHTFixMWLF1++fLljx45u3bolJCQcPHiwT58+zs7O9+7dE/LY4uLilStXRkdHGxsb//bbbxMnTtTW1j558qSvr68gJdvQoUNXrFiRmZlpY2Nz8eJFLy8v2T2VELFJGo9XUT0AkXp37twZNmxoTEyM6A8hSbKsrIzNZiMIwmazS2tSVlYm/NcnSfLtu3c9evS0tbUj+QTbnZycHDo4JMTHw7o8IFU4HA78TQLw81AUNTExWbZsWUBAwIMHD+bOnaunp/f69evIyEghj4qLi4uOjtbX1z979qyPj8+ZM2dOnDihpqZ248aNsLCwiRMnBgUFKSoqLlu27O7duyNGjBA+pUfKQcQmaYcOHRLE/lLO3Nw8Oyc7LDxM9IckJn62s7edMnUKj8ebMnWyto6WgaF+1f909XTMzM2qZqb+EYqiysrKRUVFJElWXWpQEQ6WlzWDMiOgnqR6uQlFUTNnzhD+iQIAqBdlZWVXV9cDBw68fv3a19e3U6dOQnZOTk4uLi4eMGBA165dBVs8PDxcXFzevXs3Z86cV69edevW7fbt2zt27KiaRkRGyXCwKaMyMtIxTKo/hAQ6dOiwdMmyv0+eoOG0nj17yjPlBQv2KIRSUVExbm3848pNNTV1Ly+vlkatMAxzcxtgaGCI/XfJD0VWVKkyMDAQ8rwoivbs2fOPP1adOXNm5MiRFRkP+QOTN274vX71atTIUbBiFEgPiqIyMjLy8nKbuiMANENaWlrTpk0Tvk9JSQmCIK1ataq60czM7Pbt2+/evZsyZcrWrVtlOmtuVRCxSRrGh0i9ly9fbt225XtO7ooVKypuV4ZnFNLPre+tm7d/nA2qpaX1x6rVgp+9Jk1q8FOPHTs2PDx82m/ex3yOpqam5ufnPXz4MPxJ+KBBg4YPl9VV2aC5wrB/ktcAACSP5M+cqXatk8lkCgbb9u/f35yqHULEBmpmYmJy8OAhLoeLokjVbNIURenr6zfq1UktTa2jR4526dLF7/p1iqKSk5NbGrVcs2btjOkzNDU14YQBAACok7u7e3MK1yBiA7XS1NQcPWp0gw9Qamoqg8Goto6ay+Wmpqbq6OooKdbxKtLQ0Fi0cNG8ufME07rpdLrwKgsAAABAVWpqakjzIgOX54AsWrt27bFjR6ttTE1L9fae8iLihYiN0Gg0BQUFRUVFCNd+WaiULz0AAEgB2n+vigpuyvSy0Bo1t98HiBeLxXr1+tWXpC/Kyspdujinpqa3a2ct5JJofHz8gYMHWCzW46BHqiqqGV+/VtY8wDAsOTk54sULNruiurxwJSUlz54909LSsre3J0kyNDRUVVW1Q4cOcH5/VdJcpwoA0MSSkpIiIiIq8+ykpKQIEn9U3Sj4oXXr1vr6+ohsgogN1Or1m9d/rl795NnTgryCHj1ctLS2T506pbtL9x3bd6iq1jzanJefFxISXFpampubW1RUVPb4UdV7cRyf5j3Nyamj8IOemZm5ePGia9evr/j9d3t7e4Igtmzb8vrlqyVLlyxeuIQhB5dHAQAA/LvyQJCJrTI4E6QF3bhx4/bt26tFbFu3bl24cCEimyBiAzXLysqaMWPG9+8527duf//+fdyHuDYmbby9p63fsFZLS2vD+o01rnjt1LFTdFQMRVFTpk5p3brVurXr/3M3isjL1VFvBEEQ3+M+N2/d2rp165QpUxAEodPpR48c3bVr59atW03bmMluEV8AAACi4/F4HA6HwWAIub6poaFhbW1NEETVRNYoimIYRpLkj9mtlZWVZfcUQMQGahYaGpKc/OXkyVMDBwzcs2fPu/fvFBQVlixZkpaWeu/evXlz59eY4QbDMEHWj00bN8rJyddZD+5HJEk+e/bcrV+/JYuXVCZNaGPS5q/de968iQ0JDYGIDQAAZFdsbOzdu3d79OjRpUuXyo08PgaDUXUsICAgYPfu3dOnTx8/fnxtrfXv379jx44URYmSZIeiKEGxURkFERuo2bdvWerq6m3btkUQRFBXSjD4bG9vf//B/eLiYuE5CU1NzRp2ZFEUpdNp8vLy1V5+TCZTXV2ttLRUxFcmAAAAKRQVFbVq1ap169ZVjdh8fX0PHjy4Y8cOd3f3yo1paWlhYWF9+vQR0poSH/JrgLWioGaGhgaFhUXx8fEV889oOIqicnJyFWsLPiUwGAwFBYWGHTj/u/7JyclCdkBRtFOnTsEhwSEhIVXnH4SEhLyMeWltbQ3h2q8FgnMAmhfBe3i1eTWZmZlxcXF5eXlVN+L8qjnNb8lng8GBADXr1q27kZHh4sWLdmzfmZWVxWKx3r97F/Pypa+Pz4TxE6olWqtRbOybj/HxBEGgCEpRFIaheXn5O3ZuX/PnmilTpgp54MQJk+7du+fh6T5o0KB21u0wDHsTG+t/546Nrc3IESPrd8JwHGmkAbn/FuASGwkWTpWhnCkUrBUFoFkTBHAN+EJOUZTgKlAzKztUI4jYQM20tbV37/5r7pw5I0eNoNFoLBZroMfA3NzcPn36Ll26vM6/+ICAu79N/+1rRuY/t9F/8jPY2LS3t7cX/thWrVqdPXNu166dfjf8Ll26RFGIqqrKkCFDV69eXa14XB1IknPrDvn9OyLuQq68V2+4z19UBG1iTTpBFhRybtyi2OyKw0U2bj6L9PT0S5cvNepTAABAYwsMDPzrr79E3/+3334bNWoUIpsgYgO16t6te1BQ8K1bt6Kjo4qKipSUlF17u3q4e9R5SZTNZu8/sM/I0OjSxUv3Hzx48OD+X7v35ORk79y1y32gu42NbZ0H3cTE5PDhI9u2bc/IyOBwOQb6BpoamnVeIKPKyniv3+BWVph6RfKR8gOHy3fvrbiDwaD4k/AajstFMEwwrsaNiCyZOZf6novQaFR9vtv9iPyaSaSm0js6IRhGFRWVLlrKuf8QRTGKx6N4XBSpuAwtLsXFxTEx0e3b22hoaKSnpw8fMSzyRZQY2wcAAMlLTEx89Og/aaSEc3FxQWQWRGxAGA0Njal89TpMeXl5qalpc+fO697dBcPwO3futGjRolu3bqqqqsuWL/fw8LC1rTtoQxBEhU/05+WGPSmZNU9+wVyFhfPIr5msk2cqLjLSaAhBoD8xDE4VFpZt3Iqqqir88TtFEKy/T5E5OViLFtT37yjtp66NlvscZ5+7qHL+FK1TR05QCOfBI0xVhWKxUToDFfcly7CwsOHDhy9dumTTps0XL16MfBGlpKxYUlwq3mcBAABJcnd319fXr5rFo6ysbO3atUVFRZs3b65WipqiKBE/faQTRGygUeA4rqSoKIj5+OVEU9q2bevo6ITj2NOnTxvpNYPKyyMUxX0chMybTSQmUUVFeLu2ZOY3Ki//Z5oli4u5zyKokhK5MSMxbS0yJRXX1cGMjMicnJ/vMJWfzwkJp3XqSCZ8QhEEt7TgfYhHfnJEsCZ0Bp3H4waHhBQVFb2Pe8+Qo3fs2CnocZDYnwgAACTGmK/qFi6Xu2/fPoIghg0bpqWl1ZzOhazOvwMSQ1EU+V8/5iSsRl1dXUtL6+bNm/n5+VpaWnQ6LeblS0HtqYpCCOVlNT4Li8UqLy+nKIrL5ZbWgsfjCnlemr0dqqFBxCeQWdlYKyNEXo78nESVlP7k4gNMRwe3NCczM4mEBFRREdXSIrO/E6lpP7+mgWZnh6AYERdXEb21alkxgfZLCsLhNMZqCQtzizampgkJCWlpaRYWFhw29+3bWETqofxr4VCjCoBfoRJotRKIQioiClFWVib4nCovL0eaFxhjA7VKSkq6dPnSu7dv2Ry24INTkJutg4PDit9XCHktycvLz5g+w3vatIEDB1y9es3FpceePX/l5OS8f/f++/fvNa48KCoqGjlqZEFBfsDde3///fe69esYjP+0T/Ht3LFzxoyZtT0vqqpCs7XhBt7nvoiUGzpYfuQIls/xislnFV1teAxUkSDO1oZz5y43+iXDfaC814TSqGgq8xvC4yE/BzdpjbU0IpK+kF+/Mlx7cro6c8OfVoRrjTDG1rJlS2tr6xt+N+Li4kaPHnPmzJmPHz5WJtsDAABJSkpKevr0aeXNL1++CCqBVt348WPFexSoBBEbqFl2dpb3tKkhwaEmbYzVVNUqBzl4XJ6BoUGdw2wjRoxUU1d/9eqlnLz8sqVLs7Ozjx072qJFiz9W/dGta7cf92cwGMOGDi0rK2cymQ4ODnPnzMGqpc+oeEqqfXsb4c9L69yRc+s270WU3NDBzGWLUD1d9vmLqJoaqlaP+XA1NOvoiCor8yKjKTab0bc3sn8Py/cE8SUZN23zM81iBgZ4G2Pe80jicxLdpZvinp3lB49w7j/C27VFxZ2CCEVRJyenG343QkJDRo4cefny5S2bNwcFBzs6Oor3iQAAQAhBMvYTJ06cPXtW8FGCoiiHw0EQZPPmzZWVQFEU5XK5lfsDiNiaQLXyZ1IrKDj41atXBw8d8J46rVouDwzD6kxpiOO4Wz83t35u/FuaFy9cLCwsZDAYivzJbT9iMpkzZ84S/Nybr2HdptvZoEwm730cVVqKKikxZ/4mP3kSgqE/OZGfZtu+4nrrx3gy8xveuhXDrQ+jd0+Kx0P5WYUbDFVUwK0suY+CeHEf6C7d8JYtlXZspdavqehtI2QM6tWzF42Oh4aGsNlsm/Y2Fy9eKi8vk5dniv2Jfik8Hg8+UQAQnYaGRvv27X+sBIqiaLWXkmCj8Po6vxQYY5M0ExMTOl0GMpd++/ZNR0fXY6BnA2qD/gjDMMlUc8OMDDFzczIlhficRLNtz5/dL4YcGaiSIs3OlnM3gBcVg7fm54Sj0cQyDEazs0UVFXkvX1dcCRXkkGQ2VgjVrp21vr5+YmJiUlKSlZUViqIKCjUH0EBEKIra2dvr6enDEQNARP369XNychJ95EJVVRWOrQBEbJI2ffoMmaiz1L5de4oik1NTWgkCFAm6d+9ednaWq6urkVHL+j4W09XF21pwLrwhPsYLIjZxoXfpzLnmx33xQm7kMDE2S3PogCgq8V6+qhgUVFZGGpOiolL3bt3Pn78QGhpqZWXVqM/1i0BRdNvWbRjWOAUwAGiOFPkar30mk4lhGIqizEb79ttUIGKTNEGhNOnXtWtXNze3tWv/3LB+o4ODQ9UoE8dxQY3Rar5+zdiyZUtWdjaO13xFjyRJBQXFpUuWtmvXTshTR0VHrV2z1szctE+fPhPGT3RycqrHiiEUpbVvz6H58V6/lhs1XIyLLnFrK1RFmfyYQBUVoypiC61wfT2slRGZ8In49JnWoY5qED8JRdGuXbudP3/hecTzmTNrXcAhZfhnUIrnEcjKKxqAZikyMvL69esURVV+SLHZ7PT09PLy8jVr1lTN6ClYvubp6Sm7SXQhYgM1+/Qp4emTp69eve7Rs4eKinLltVEuh9vPrd/pU2d+DNo4HO7nxM8Z6Rm1fYYRJKGspFxWVkN2j6oWLljYztr6+vXrgYGBJ0+ebN/eZuLECb16ubazFhbnVaJ3dELVVLkRkVR5OdrQivU/wlu1wizMeUlfeJ8T6R3sxNVsxfr1jo6sN7G8F9GNHbEhCGJra6ugyHz7NjY7O1tbW7uxnw4AAGrD5XL50290Kmsc5+XlhYaGxsfHKysrOzs7d+jQoc6jFxMTs2PHjhrvOnr06I8b1dTUIGIDzY2yskrfvv1cXHqgKEpR/xa5JAnS2rptjTGZkZHRxYuXSELYuh4URZXruvanoqIybNjwYcOGJyUlRkRE3Lp9a8uWLfv3H+ji7Lxg4cIO9nW8hmlWFhV5bpOTybR03MIcERNMSxM3N+NFx5CfPiFijNj4aeQQDocXK4nsaKamphbmFvHx8YmJiRCxAQCayr179w4cOFBQUHD27Nk2bSoW3ScnJ8+ZMycgIECwg4aGxqJFi5YtW1YZz9XI1tZ27ty5JEmKMt2IoqjOnTsjMgvG2EDNWrduvX379nodHRzH1dXEubzAxKSNiUmbwYOHBNwL2LRp45kzZ23t7OqM2BB5eZqjA/tzIjfihRgjNgTD6B3sK6ayRUbLjRwuxrWcuJkppqtDJCaR2TmYduNm6NbW1m7Xvt2rV6/fvHnt7OzcqM8FAAA1OnXq1Lx580pKSgwNDQV5PcrKyv7444+AgAAtLS13d3cEQfz9/VevXq2mpjZnzhwhh7EL3y9ynKHmgaTduOF3N+CuxJ9W9rBYrMjIyNWrV7v17zdnzuycnJwZM6YP6N9flMfSO3dC2BxeZLR4u0RzdKjIyhYVTbFYYmwWMzDA2piQX5LJlFSk8Tk7V7y7PXnyRCayzEi/nTt3xsfHN3UvAJAZKSkpW7ZsKS0tXbRo0Y0bNwQ1piIjI2/duqWsrLx3796TfL6+vqqqqkePHs3MzGzqLksLGGOTtKdPn+I47j6w4juEDKk6r1N0b9+9fffuXUpKioqyioWFhZOTkyiV3ePi4s6fP3/b/3bc+/caGpqOjg7btm7z8PAU/Soe3tYS09TgJXymvueimhr17XatzVqaY/p6ZEoqkfSF1s5aXM1iGi1wMzPek+dEQgLNyQFpZD16uMjJM548fVJaWqqkpNTYT9e8kSQZGHjP2rqthYVFU/cFANkQGBj46dOnyZMn79y5s3KCzaNHj0pLSwcOHDhixAjBFk9PzwEDBly7di0qKmrQoEG1tRYcHHzixInRo0d7enoizR1EbBI/4jRatYS00iwuLu7ylcuvX7+ybms9efLke/cCBw8e3Lp16zofyGaz9+7du2fvX1lZ2TQaThAEjUbr1bPXX3/tsbauI9a5ePHCli1bOnfutGP7zt69e9vY2NT3iFWMWlmYE/EJaEoqIr6IDWUwlLp2KYxP4L2IEmPEJsjQy2bK816/kRs/Fmlkba2sLS2t4uLev3v3TnamdEjvcCCDwZChVzQATYuiqLdv3+I4PnDgwMpwjc1mR0REIAjSs2fPyllrOI7b2dldunRJUMCqNvHx8efPn7e0tISIDfy6KIo68feJ339frqCgwGFziwqLRo8a4+t77JjP0UsXL9nY2Ap/+MmTf6/fsG7kiFFek72sra0LCwsD7937a89fc+fOvnLlmpaWsNlaAwcO7Nu3n7Ozc8PKAAtGrWhtrajnES8vXnwfH6ehpt6vXz8ajfb169fHjx9j2D+DhSRFOXRwaNu2LYIg4eHhycnJgrtIklJWUXbt5aqiolJUVHTvXgCXy6uo9olhWoV5nbg8XnQ04j357dvY16/fCB5CIRWFFfr27aulpV1eXh4cHJSbm1fZmq6ebm/X3hiGffmS9OzZcwqhBD2gSMS5q3MbkzZ0R0dMSansWYT/mTNcGo6QlJy83JAhQ+g0ek5OTlBQEJfLEYxxkiRlaWXp5OhUkQYlKurjx4//dICi6AyGay9XLS0tHo/nd8OPw+YIRkVJkjI0NOjZsxeKop8/f37+/LmSkiKXwwsJDZGdiA0A0Bxwudzv37/Ly8vr6upWbkxLS4uPj2cwGJ06daq6s2CZGkvoLBScH/b9Ikl2YIwN1CwuLm79+vV9+vRZt3b9jRt+QcHBxibGPj7Hp0ydvG3btpMnT9WYkk2gtLT03PlzQ4cOPXHihKCelY62jrmZuYWF5ZSpk8NCQ4aPGFnnRKufRLOzJZWU0wMCbyYmmJiZ9+7dm0ajZWdnX/e7XlliiyRJVRUVQcQWGRUZHhZOo1fcRRKkjq6Ok2PFNdySkpI7/v7l5eUoihIYasHi2quq4ElfkNy8DwmfqraGYZi9vX1FxMYqDwoOTkxMFLyJ8Hg8W1tb116uCIKkpqbdvHWzclkTl8s1MDJoY9IGa2NMqKsTqWnB589lq6miBKmsrOzh4UGn0fPy8vz975SVl6FoxUAOQRAeXA9BxPYm9o2/v7+gAxRFKioq2dnaaWlpEQRx9+7dkpISwbMQBOHk6NijR08URZOTk2/euinoWHRUVMMudgMAQMOgKIrjOEVRPB6vcuP79++/fftmYmJiampadee8vDxBxl042gIQsYGaPXv2FEXRVSv/sLKyunePSVEUhmFdunT5bdr0U6dPZmVltWxZa0GCoqKi79+/Txg/sVr5UScnpxYtWqSmp4ty0L9mfn3/7l16Roa9nX2LFurlLJaFeT2mCtE6OpUymT2UlT1Oncb+X+TEzs7uht+NGmOUJYuXLF60+Me79PX1z509J/iZQhCyoKDYy5sX+577MX7U8OEjhw378SEt1Fvs2rmLP5D2z+hX5T49+Cr3rLwLZTLlOjpifrf2TZ7GGDuqaosWFhZn/98Bfh/+aRZBkGne07ynev/YATk5udOnTtf4kD58MS9j+vd3e/f+XVpampDzCAAA4kWn0w0NDcvKyhITE3v16iXYGBoayuPxOnbsWHWycllZ2YsXL2g0mpGRkSjNIr8AiNhAzbhcnry8vGBQWlCdV7C0sEULdYIkBOuxa8NkMhWYCgkJ1RfQpaamFhYWtmjRQvhBpyjq3Plz27dv//z5E5vF2blzh5KS4tZt2zdt2jRxwkQRTxjWuhXW0pD4+JFMTMKqZKYVMqRU52gTiiC4mhrd0pIV9oT3MZ7e1VlYa/8PkkR8RrpjB875i7xXr+TGjhLah/+0JsoIWbWHIAhSMd5pbhEZGfX582cpj9hgABCAZqZLly40Gu3cuXMDBw7U19d/+/btnTt3MAxzdXWt+iX//v37QUFBrVu3trGxEd4giqKPHz+uVlr+R4J7XV1dq117lSEQsYGaCSaf3bx1c/GixXQGHUUxJpPJ4XAePHyooa6hoSFsOr+amprnIM+9e/catWzlPnCgrq5uOav83bv3GzduqMg33b2OCiF37tyZN29uD5ce69et37V7F0lRbm79Hz0OWrp0iZGhYc+e/3wtEw6l4QznTuWv33CfPBNvLQGaowNy/iLvRSQyeSIivskTNCtLVFWVF59AFhdjjVxgVFlZ2c7O7unTZ1HRUa6uFZdrpZz0rjsAANSTq6urm5vb3bt3+/Xr5+Dg8OzZs8+fP3fr1k2Qho3L5cbHx4eGhm7ZsqWsrGz8+PGC9B+1EXxrDeRDRLB582aI2EBz06lTp759+65ZsyYx8XNubu7379nHjh0NCg6+dy9g966/1NXryJQ7d868z58Tly5bsmfPbm1tbRaL/eVLUosWLY4eOSb85YcgyJWrV0xNTc+cOaOqqnb02FEej2dsbHLk8BFX1153AwJEjNgqYiAnR+TAEd6r1yL/0iI264ApVdRuJ0tLMRGSlYgIMzLCTEzILylkSiom1oWoNeratduhw4fDwsKWLV0GSx0BABKjrKy8a9cuDofz8OHD9+/fIwjSoUOH3bsrPikQBMnMzBw/fnwsvwbMyJEj58+fL7w1iq9Dhw7t27cXXA4SvrOdnTgr1kgYjLGBmsnLy+/5a4+2ltbVa9eysjK5HGLhwoWtW7fetHHzb7/9VudR09LSOnXy1PBhwx4+epiWlq6oqDBhwoRRI0eZmJgIfyBJkt++fWvf3kZVVY3L5VaOcmtpaZmZm2V9yxJ9sjxuZooaGlTUEkhPxwwNxXWm8ZZGmIkx8e498T4OcxbbWktMT5dm1ob95g2RmCTe1CE16tatm7KyUmTki/z8fOEjpgAAIF6WlpZ37twJCQn5+PFjy5Yte/XqpaamJrhLTk5OW1u7e/fuo0aNmjJliojLDkaMGLFy5cpmf5ogYgO10tLS+uuvPTNmzExOSWaVl8vLMy0sLERJxiZAp9MF5UHrdYgxDDMyMoyLe19UVKSiolKxsAiruPJYUlKckpLSvVt30dc2Ygb6NEsLXsQL3udEhvgiNgTDaJ068qJjeC8i6eKL2BAUxazbIn43eW/eyg1u9FSQenp67dq1i3wRGRUd1d9NpEoSAAAgLnJycm581bZramqeOnVKXV1dQUEBjnY1kPgR1MHCwsKtn9vgwUPc3NxED9d+xvDhIz58+DB33twnT5+wWOW5ed9jYmKWLV+WnJzcX7QqVQKokhJu3ZYqLibevhNvD+kdHRGS5L18jRCEOJt1dECVKqpgIVXWvTcSQUJjgiDDQsMa+7kAAEBEOI4bGBhUhmtJSUnJyclw9AQgYgONpbi4ODY2lsvlkiR56/atpUuXnDx1sqysrM4H9uvbb9269bdu3fT09Hjx4oWPj49b/36nT59etmy5q2vvevWB3skJVVapKDAq1tAKtzDHWrUkEpOINJEylYiIZmeDqqsRCZ+IzG9I4+vMrwQf8zKaJ9aDI24oLBgF4FdDEERkZOSCBQv69+9/6dIl4Xsi/LSXyC8AroqCmmVnZ8vLyyspKT2PeJ6TnYNWqPj4JAietrZOZ+fOgouVtXnz5o33NG8FBea9gMD79+97TZ4kJydXVlb+9OmT/fsOCB/uZjAYixct7tun7507dz59/sThcFq3ajVo0OD6LvChSkt5794jOMYNf1q2aav8rBmYtrBaC6LjvYtDKIRISS1d+afC8sU0e/FMZeW9j0NQlCopKZm7gDl/HqN3T6TRfP369datmxiOhoc/2bRpw/LlvyswpfcaBKwVBeAXkZGRERQUdP78+ZCQEDabLfhEELK/oaFht27dJHP9p8lBxAaqY7FZB/bvP3f+3I7tO3r37rNy5YrwsCf//sXQ8YkTJ3bq2EnI+CxJkjt3bi8sLNy6ZSuDwThz5rShoeGZ02ciXrzYsmXzqFGj+/XtV+dxb8/3M6en/OBR1v5DCIOO0Gjlh48RaelKh/ahtZdqEFFF/LfqT6qgAGUweEEhJSkpyn/74JY/WwiciI8vmbeI+vYNU1IiomJK5y9Cjx2idxND+YcfFRUVLVgw/9q16/JMOR6Pu37dBhRB165d1xjPBQAAdSJJ8v379+fOnbt3797bt28FE9169uw5duxYQdaPGpEk2bVr1xs3btSZ5rN5gKui4D/YbPafq//8fcXvioqKurq6FUs1KaRnr56nTp+aOWtGCw31sWPH7d2zT1DNqTa5ubmvXr+eNm1a3759MzIyYl6+9PTwdHLqOH7ceHV19Tj+cu7GRn7/zr5wCVFgKu7brXz+NG5iwr3/kPem4o3gpxAE68JlMitbbuJ4pX276R4DiIRP7Nv+P99h9o075KfPdI+BKrevyf02hczKYp+/gAhNCNlgkZEvbt66ZWZuFnjvvq+vr7KK8pmzZxKTEhvjuQAAQIisrKxr164NGzasU6dOO3bsePv2rZ6e3uLFi8PDwx8+fDh9+nQDA4PaHstms+fPn+/h4bFhw4YHDx6kpKQ070MNY2zgP548eXLM5+hvv/22fdsONTU1FotFUpRJy5Zek7y8Jnl16dJl2bJlt27dmjhRWO0BHo9HkqSaasVq7Xfv3paWlDg4OFTcQVXMKqWEPqqOv1caTcTkYVRuHlJejrZowejXB5WXx83akCkpVFbWT55visul8vMQGk7v14fRqweZk8PxD6Cys3+y2YqWs7Iqltc6d8YtLOi9erKO+FJ5+RXT7/5b6Uss8vLyeVxeWyurHj16mH8zNzAwyMr6VlBQIPYnAgCAGlEUlZCQcPHixRs3bgiyr2loaDg5OUVGRrq6uu7evVuU48ZgMHr37v3p06fNmzcjCGJkZGRjY9OjR4++ffuamZkJKX4toyBiA/9x89ZNVVXVlStWVWbHoSiKIAiSJDEMGz9uwoP7D44f9x08eLBK7cljW7Ro0aplq4B7d7t06XLlyhVVVVU7u4qqAw8fPcjJyWndqoYJB8XFxUuXLnkeEUGj0VAUwfGKyIwkK55ZkPIDwzCCIJYuWTJmzFhRzhnW0qhicUDch9KlK1CNFtxnEaiaGt7+Z/OcVQR/1tbcoJDyXXt4UdGcO3cRBMXFMY8Nd7BHzl9inThJ5uRwg0MrfgWb9o0RrvHX/5praWs+evRozpzZ379///jho3MXZ+NWdWQ2BgCAn1dYWBgaGnrp0qU7d+6UlJTQaDQXF5dBgwaNGjUqJyend+/edX51r4Tj+OTJk8ePHy+Y/RYcHBwTE/PgwYPFixdbWVn169fPxcWlbdu25ubmzSNPOERs4F88Hu/jxw9t27bV1dWt3MhkMiu/qWAY5ujk9Oz584yMDCERm5yc3OzZc2bOmtnPrV9u7vdZM2eZmrbZsHH93r377O3sunbt+uNDMAzT0dFp3ao1jY7jGP4+7v2HuI/6BnqWlpZycnJfvnz5+DG+Qwd7PT09EU8YymQyly0qXbGafe1GRWVNZWX5BXPwVq1+/nzLT5vMe/mSiIzmvXyF4rjckEFy7gN/vlk5T3du6BPuvcDyv/ahGEbv2kXeezLSONq1a//78hV//LHq8OEjCIJoa2v9uXp1Cw1pnAjy/+R7sPYAgGbiwYMHEyZM4HA41tbWQ4cOdXNzs7e3F2TK/f79ewMapNPprVu3nsqXnZ398ePHyMjIx48f//333/v27dPX17e0tOzevXvfvn3t7OwUFBRET+opbSBiA/8iSZLHI5hMOvr/ryPy8vKXLl7CcbzyCwqdRufxuCwWS/iBGzRokL6B/r1793R1dceMGYPjNB6XN27cuCWLlwhKkVSjqKi4fv0GQYWD58+fzZ4ze+++vVO8pigoVry6WCzWMZ9jvj4+9frcZvTrixsblyxaxnv5ijlvNnNG3aUaRIHr6SmfOlG6ZDnn5m25KZMU1q7++dUMFaGJqqrSob2so8fLtu/EbdorHT2I6dRwoMQCx/ElS5ZoaWtNn/6bnp7epYuXZbfQHgBAtuTl5XE4HCMjoxEjRvTr18/R0bFyNajwUu6i0OZzcXFZtGhRbm7us2fPHjx4EBkZuXfv3vXr1xsaGk6bNm3VqlV0Oh2RQRCxSRpJkj//R9lIGAxG69atQ0KCc7KzDf9fJEBTU7PqPu/j3jOZTFHqGjk6ODo6OFberFiQiAn7ZsNPIFKxw/ETx42MjObOmYv/v866oqLi3Dlzb9286efn17NHPXJe4GamuJUl7+UrMVapqhgRVFXBW7dGCAK3MBdLuCaAMhi0Lp1RGg1VUUEbf8Srffv2CgoKOlo6FhY/u9D1VyaYM9DUvQBAZri4uIwfPz4gIGD9+vWbN292cnJyd3cfOXKkqakpg8EQ1wAYjuPa2tpD+EpKSuLi4mJjYwMDAz99+sRmsyFiAyJRU1OjNc7kJLEY5Ol58eKF3X/t2rp1m7ycfLV7w8PD/fyu9+8/QF9fv74tCw/XKpEkmZaWpq2lXRmuCTAYDAVFhaLCQtHriv5DkB5W7J+pggbFnntWkAeSosTf4RqeikdRFElVzBZs7OdqrlAU1dHVUVaudYYAAKAaKyurs2fPpqSkXLt27datW8+ePXv+/Pm2bdv69u1rY2PD5XLF/hGppKTUkW/atGk8Hq/ah4sMaQ5z8WTL1KnekydPQaSVm1v/8ePH79+3f7KXV1h4WElJCZvNKi8vT0tLO3zk8CSviXJy8vPmzavxFUWSZFlZmSDnIZvNLq1JWVmZ8PgAw7C2ba1DQkKiIiMrByMJgrh9+3Z0dHSHDh1kdwoCaH5QFN20cZOj479jyQAAUV44rVu3Xrp06b179x4+fLhgwQI1NbUbN26sX7++pKTkzZs3N2/eLC4uFuVIkiQpqKxT5565ublv3rzJz8+X3Q8RiNgkTVdXt8aJXFJCQUFh966/Zs+Zc/v2nR49epiatbHvYG9uYWZmbjpn9hwDA4PLly93sO9Q42MTEz/b2dtOmTqFx+NNmTpZW0fLwFC/6n+6ejpm5mZPnz4V3odp3tNUVVX79XebMHHChg3r//zzz8FDBo0YOdzZ2Xn06DGN83sDaSX1762tWrVmMplN3QsAZJKSkpKrq+vevXtfvXp16tQpT09PTU3N2NjYoUOHOjg4LF++PCQkpKioSEgLAQEBffr0qVbJ6suXL8HBwdn/zbt09erVTp06nTlzBpFZ0nt5DjQVNTW1vXv2jhw58s7t2zEvX+Z+/66jo9uta7e+ffsOHOhedRnpDw9U9/LyamnUCsMwN7cBhgaG2H8HnymSlJeXF5IOUcDGxubSpcu7du+8f//+lSuX5eTkzMzM1q5Z6z1tmo6Ojvh+USBDpHTqJwBALDQ1Nb28vCZMmPDq1avAwMArV668fft2586d+/btO3jw4G+/1bpuLCMjIywsrF+//9TROXPmzNatW8+cOTNq1KjKjTwej81my3QFUojYQA1wHHfp7uLS3YXH4xEEgaIonU6vcyRZS0vrj1WrBT97TZr0M0fW1tb27JlzJXxMPuGl5QAAAMg6HMcd+ZYsWRIUFHTlypWgoKBqQ2XVCPIYVEu3xuVyfwzO/qmNLfXD9kJAxAaE/n3wNdUxUuJrqmcHAADQJJhMpjvfhw8fGvB1HZX94KxGMI9N0t7EvomLi5P40wIAGkVwcHDD0n4CAOpkZWXVpk0bOFACMMYmaefPn6fRaFs2b5H4MwMAxIyiqC1bNi9btqxfPzc4uACIoqioKDMzU/RjpaWl1aKFNFZkkTyI2CQN40/Al/jTAiCTpPyqBkVRNBoNEtoBILobN27MnDmzWj4OwUS0GpN0bNq0admyZXCEIWJrCv/P7A8AaB4rReEVDYDoMAxjMBiCNW2CLRRFlZWVURSlqKhY9dVE8UlzznkJgwMBAAAAAAkZO3bssGHDqlZrLCkpcXd3//bt28OHD1u2bFltfzkRKgHS/1snVBDkVVuyIKOVqaqCiA0AAAAATZaCAEVRDMNQFG1YfgAURe/du1dUVCSIAlEUDQkJQRDkwoULsbGxgiutGIZFRUXJ+og4RGwAAAAAaDKV09dEKTZVDUmSFEUF8VW7y4+v2kaZnnUKERsAQJrJ8BdiAEBjs7a2njVr1o+hHoqiVS+8VnJwcJDdkwIRGwAAAABkUjc+5NcAEZukURQl09fRZQ4dw0gEpYt7tREdx3n8f8XcLI1GR1AahqGNP0mWRq84JoISZIi0wmk4SkMFXZVCgsk3Td0LAMAvQUrfB5u3GzduMhUUaryaTlHUyJEjrdtaV968438nJiamWtG0OlEUheP4yBEjLS0tKzfeunUr5mUM3qAgY9zYsWZm5v/26g6/V7gYenX79q3omAb0ikJRbMzoMebm5lWauh0T8xLDq3yCogj3+RNuaSHj4nnau1cIQdbWq1EjR1lYWPzb1J3b0dHRtfUKpdE4QcFcTjnjph8tPQX591RW9Gr0qNFVm7p169bLV68wTITPdRpOJqeyi/Ow97GMtWtwhtyoUSMtzP9t6s6dO1HRUQ04VhiG8X/Bfw+7v7//rdu3OBzO18yvm7dsVlJSJMm6c2hUHCsMHzV6VGWvKIq6e/duZFRkfXvFP+zYyBGjqv4x3Lx189XLV5V/VziKR2Q9Sy5IPf3w9DO1CJKqeY4LRVX8glUPe0WvAu5GRjasV/iI4SOsrKz+7dXNG/wzWP2vHUVRHo+XkJCA4/BGCkDDVX7tadTvP7GxscHBwd26dZPdC6PwRiNpI0eNlpOTLy4qQmv8CKeqT73kcNjlZWUNiI1oNFq1ptgcNqu8vL5N8cMetNrHOYfDKa9oCq13r/AfesXmNKRXFIJi6A/HilNeXvbfXqFcHo9AKJLDwcvKEbKmOadURfnhH5tiVTRVe8TG4/IQiuBwaOVl/0ZsVMWgS7XJExW9qjiDIhwrHCfZLA5FYSRBsMorjtR/e8XlNuRYCcKsameQzWGzWSyKokiSZLHKcQwla5rz8UNbCIbh5H8DX06D/q5q/GPgsP/zd4WjOJfNJTkVR4VVVk4ghLBe1XAGxdOriqrSLFaN35ooipoxc6bsfgAAIHkEQVSr0c7ivxdRFMXmq7Y/jUZr2EBDNcHBwQsXLty0aZPsvmBrnpoHQLPBWrqCfeGS0uED+BBPMTbL2bStfPcexb27aF4TxdgsFRVTPGIMrXMnhYtnkHoOrNbXy1cve/d2NTczf/DgoaqqKiKVjsQfvJ50ZYX96j66/Zq6LwAAMbh58+batWurfi+iKCopKYnL5bZp04bBYFQNSyiKWrRokbe3988/76FDh+bOnbt9+/bly5cjsgnG2EAzR5Akj/+tTrwzzgiyYryOIAjxvoQI/sVylKIqxu0aOWITXJenKEqal7uTPJIiKIInvT0EANRLfn7+27dvq40WCcaw4+Pjf9w/OzsbjrAARGygmRO8K4h9JJn6/3+N1GzFChVxN17rk0r9QLv09xAAIKI+ffrcuXNH9Bd11UmlvziI2AAAAAAgIUZ8cLgboHEvuwAAAAAANDlU9hPxwBgbAAAAACQtNTU1Ojq6pKTExMTEwcGByWQ2oBGKT5Q9G1ACS9pAxAYAAAAAySksLNy+fbuPj09ubi4/rxHeqVOnjRs3urq61repx48fHz58uM6gDcOwxMREWR9pg4gNACC9/v/mCisPAGg+du7cuXXrVgRBTE1N1dTUvnz58uzZs0mTJt26dau+ydISExNv3LjxiyxjgogNAAAAABLy5cuXM2fOKCoqbt++ffLkyXQ6PSMjY9GiRbdu3fr77787dOhQr2Gwrl277t27V8Q4jKIoFxcXRGZBxAYAAAAACYmPj//27duQIUNmzpwpKGZgbGy8cuXKkJCQ6OjowsJCNTU10Vtrx4f8GmCtKAAAAAAk5Pv371wu19LSsmrtKWO+7Ozs/Px8OBO1gTE2AAAAAEgIh8NBEIROp1fdyGAwFBUVs7OzuVzuT7bPYrGKiopKS0sVFBRUVFTk5eVlerVBVRCxAQCkF1q59gAA0Kyh6E8VOi8rKwsKCrp27drTp0+/fv1KEASGYdra2l27dh0yZIibm5uKigoi4yBiAwAAAIAMS0xMXLly5bVr1wQxH51Ox3GcIIgUvgsXLgwcOHDLli22traILIOIDQAAAACSDT5o/wk/5OXlMQxDUVROTq6+TSUlJU2YMCEiIkJPT2/o0KG9evWytLRUUVEpLS1NTEwMDg728/MLCAj48uXLpUuXbGxsEJkFERsAAAAAJAdF0ZCQEAzDBENiKIqWl5enpaWVlJQcPHhQU1NTsF3wb69evTp37lxbUzweb/PmzREREd26dduzZ4+jo2PVe62srDw8PKZNm7ZgwYKHDx9u2LDh9OnTioqKiGyCiA00H4WFBaqq9VgWDgAAQMJIkqQo6gHfj/fu2rWr2pYNGzYIidgiIyOvXr1qbGzs6+traWlZ4z5WVlbHjh0bOnRoQEBAWFjYgAEDENkEERuQSSUlJY8fP05NTba1tXdxcXn37t3mLZvjP37U0tZyd/f4bdpvDS5RFxgYeP9BYHk5q2vXriNHjKxsJzcvd/dfux07OAwbNlzcvw0AAPwqLCwsvLy8fqzyKVjRWW3xAUVRHTp0ENJaUFBQcXHx4sWLawvXBIyNjb29vefPnx8cHNy/f38ZXT0KERuQPdnZ2d7eU/397zIV5BEEmTlz1suXMTHRMbZ2dhnpGYsWLUxKTNy+fUd950NwOJxt27Zu3LRBSVGZIcfw8fF59OjRgf0HVFVVK2LE4pLLly8RPAIiNsmSyTdWAEBtuvOJ5fjweLyPHz/Kyck5OzvXuXPnzp0VFRU/fPjA4XAaMFtOGkDEBmTPqVOnQkJD1q5b27NHz/An4Tt37mAwGKdOnXJ39ygsLNi+Y/v5c+eHDx9R3zeF6OioAwcPjBgxasnixXJycjdu3Ny6bYuFhcUfq/4QfP+Tl5OvlkMISIYsVwIEADQWgiBYLBaDwVBWVq5zZ0VFRXl5+dLSUh6PBxEbAJJQXl4eFh7Ws2fPP1f/ieN4jx49QkKCKYoaPHgIjUaTl9ddsGDhjRs3oqKj6xuxRbx4QafTN27YaGpqiiBI+/Y2X79mHDx4wNPDU6aXFwEAQLNEo9FUVFRYLFZubm6dOxcUFJSWlqqpqcnuF28YYwMyhsfjsdks49bGggonKIq2atmKzeGg2D8l11SUVZSUlIqKCurbMotVrqqiqq6uXrllwcKF9x8+OHBwv6/Pcez/7ddXWVlZWlqakMyQFEUpKCi0bNlSRqdWAABAk8Bx3NzcnMvlhoeHe3p6Ct85NDSUxWK1bduWwWAgsgkiNiBjmEymvr7Bq9evvmV909XRRRDk999XUBSF/T/cSUxKzM3N1dczqG/Lpm1Mv+d+j46OcnPrL9hiZWm1cP6CdevX9u/f36Vbj4ZFVO/fv/fwdM/Pz5eTk+NwOARBVNuB4JHdXbo/evhIdt9HAACgSbi5ue3atevs2bPDhw/v1KlTbbu9fPny+PHjqqqqbm5u9X2KoqKijIyMwsJCDoeD47iCgoKOjo6+vj4icRCxARlDo9FGjhg5YeLNwYMHjx0zZty48RYWFoK7Mr5mBAcF79u3V1FR0cXFpb4td+vW3cLCYto074mTJvXt269b1250Ot3be1pQ0ON58+ZNnz6DxWI3IGiztLQ8eODQ1m1bX716NWzoUDs7u2pBG0mSrVu3rloUGfwLylQBAGpnY2Mzfvz4/fv3z5o1a9++fV27dq12PYSiqGfPni1YsCApKWnmzJlCorpqysvLg4KC/P39X758mZ6enp+fz2azcRxXUlLS09MzNTXt06ePp6dn69atJXZ+IGIDssfDw2Pvnr179u71Pe7bpUtXbW1twfYjhw9v3rzFwtJ8x/Ydwld610hfX//ggUMrVv5+8OChFy9eXLt6XV1dXUlJ6eDBwytXrdixY0d5WXkDequsrDxy5Ej1FuojR44YMmToxIkTG9DIL45CYOkBAKAGOI6vWrUqNTX15s2bbm5uAwcOdHV1bdmypby8PI/H+/btW2BgoL+/f2lpaf/+/desWSPKpYy8vLyrV68ePXr09evXggs7enp6FhYW8vLyJEmWlpZmZ2fHxcXdvn179erVY8aM8fb27tixI9L4IGIDMmny5CmenoMyv2W2atmqcuPQocM6duxkZ2fbssrGerGzs/O7fuPtu7cYiiopKQk2GhkZHT9+wtt72suYlza2DVyCYGVppaen9+MlUbETpZQyTJgDADQbOjo6x44dMzAwOHXq1HW+ajswmcw5c+asXr1aV7diIk2dKTk3bNgQERFhZGQ0c+bMnj17tmrVSkdHR1lZWU5OjiTJsrKy3NzczMzMyMjIgIAAX1/fy5cve3t7L1u2rM72fxJEbEBWafBV3eLA95PNKigodOpYfdhcXk6+V89evXr2anCzWlpaB/YfbNOmDdKYcnNzN2zckJ2dhWN4bYEajU5bvGhJ+/btG7UnAAAgMdra2gcPHvT29r5+/XpMTEx2dnZ5eTmDwdDS0nJychoxYoTwNLwCBEHs3r17/fr1tra2Z8+e9fDwUFOroYiOqqqqnp5eu3bt+vbtu3z58pcvX548efLcuXOPHj26du2amZkZ0mggYgPNDUmSBEHQaDTxjiRRFEUQBMbXgIczGIzevXvXeBdBEBRFVauL3DAsFissLDQlJeXHWXF0OqO0tKSosBhBkNGjxkDEBgBowrdoHMfrfC/Nzc1NS0vT19evnPoinD0fgiA5OTksFotOp2tqaor+1spmswsKCvbs2TNmzBgVFRVRHkKn0zvxzZw508fHJyMjo1EjtgYmLABAaj169GjosKGv31TMPxCjjIyM8RPGnThxQrzNkiS5bv26OXPncHncn29NX1//2dPn6WkZKcmplf+lp2WkpqQdO3bM0tJKnik/adLEdu3biaPvAABQb/fv3+/Tp8+5c+eqbkxOTg4KCsrKyqq60c/Pr3PnzqdOnarvU2hpaRkZGenq6tbrmzCTydy4ceP06dNFDNeqsrOzO3z4cANWvNULRGygucnK+vbs2ZPCgkLxNltWVvbixYsvX76It1kEQeLev3/58iVFimFyPYqiTCZT4b/y8vLWrFkzceLEosKiUydP+vj4GhoYIjLi/8OksPIAgGYiIyMjLCwsKSmp6sZz584NGDAgKCjoh+ybbB6PJ0qzKSkpfn5+Z8+effr0KYvFakDHUBT9yTX7DU7bKSK4KgqaGwzDaDS62CfXoyhKo9EaIwcHjuNiuST6IxaLdd3v+vr16zMzM6f/Nn3JkiVNkkMIAACqhTXV3ku5XC6Hw6kWnAnexut8My8oKNi2bZuPj09+fr6gZWdn5w0bNvTq1fCZx9IJxtgAaJ5iY2MnTBw/ZfIUXR0dPz+/3bt3Q7gGAJBOIgZnNdqxY8f27dvz8/PNzMwcHBxUVVWfPHni5eX16tUrpHmBiA00N42UukKGmv2e+33Lli2uvXs9CX+6adOme/cC+/bpK/ZnAQCAJpeUlHTmzBklJaUjR468fv362bNnUVFRnp6eaWlpJ0+eFCXbkQyBq6IANB8URT148GDrti3Pnz/38PBct3YdrAkFADRjHz9+/Pbt28iRI6dPny643mpiYrJy5crQ0NDo6OiioiJVVVXRW/v27dvnz59F/yJtbGwsyWsXELEBGfP169f9+/d9z82tcUoZhmHx8R8rEtXWc+iKoshDhw69fvOmlmbRgoKCrKxsDKv3kNijx4+uXLnMfwuo/lgURUiSio6O0dPXQ8Th69evc+bOTvycZG5hZmBgcPHixdOnT/+nYACF4DTce6p3ZWkvAACQXTk5OQRBWFlZVZ31b2xs3KpVq6ysrIKCgnpFbP7+/tOnT8dxHEVRgiBIkhS+/+7duxcvXoxICkRsQMYUFBRcuXolNTWNRqt5EQBFUVpa2vWdy09RyOOgx3du+9PoNTeLVsRcmJy8fH07/OHDh1OnTlU8vJbvbSiCmZmLJ4UPRVFycnKKSgpfv3718Tn24xUBiqIYDEbfPn1lJWKDsqIAACE4HI4gL1rVjQwGQ0lJKT8/n8utX9ak/v37e3t7Hz9+HEEQW1tbLS0t4YVqWrZsKcmzAxEbkDHm5uaRL6KEf/VBUbTGXNVCYBh28u9Tghe/EIqKivVqFkGQad7TRo8aLXwfOp0uSrW7Ounp6YWGhNX5vbC+BwcAAMSrWowluFntbbDaPqITfENuwCQ2Q0PDI0eOtGzZcuPGjUZGRmfPnq0sV9gk6TyqgYgNyBgajaapqdkYLTdSHMPkQyQCx/FGOjgAACAuKIrev3+/rKxMEFShKBoWFoYgyKVLl96/fy/4zolhWExMjOTrINNotN9///3r16/Hjh07f/78nDlzEKkBERsAAAAAJIQkSYqiQviq3XWDr9pGUTLo0v87GicvL49hGIqicnJyDeghg8FYs2ZNRETEtm3bXF1draysEOkAERsAAAAAJKRt27azZs36cfJGbdcxnZychDeIoujjx48FBZoFN8vKytLT04uLiw8cOKChoSHYLvjX1dW1U6dOdXZST09v27Ztfn5+gqy8UgIiNgAAAABISBc+8Y7YBfL9eO/OnTurbdm8ebMoERuCIG58UpXRDSI2AIC0k6K3TACANLG0tPTy8qpxxK5yXK0SRVF2dnb1al/Cs+iEg4gNAAAAAFKHx+NxOBwGgyEkW1MPPuTXAFWqAAAAACAhsbGxW7duffbsWdWNPB6PxWJVGyoLCAgYMGDA5cuXJXZueDxeWV1YLJYoiyEaA0RsAAAAAJCQqKioVatWPXz4sOpGX19fBweHe/fuVd2YlpYWFhaWlJQksXNz4cIFE6FMTU3btWs3YMCA3bt3Z2VlIZIFV0UBAAAAICGCmWHVcs9mZmbGxcXl5eVV3SioGVjfAjY/g8Vi5ebmCt+HJMnExMRHjx49ffrUx8dHkikwIWIDAEgxFOpUAdD8CQK4Jp/mP3z4cOErSSmKKi8vj42N3bt3740bN3r37i3JFLsQsQEApB+sFgUANDoNvjp3c3Z21tTUHDNmTHh4+IwZMyQ2Cgjz2AAAAAAA6sHKykpRUTEvL6++xeZ/BkRsAAAAAAD18PLly+LiYg0NjQaXq28AuCoKAAAAAFC3jIyMN2/eREVFHTt2DEXRPn36SHJhBERsAADpxZ+HLEU5xwEAYlEt0BHcrDZeJcrwFUmSBEHgOF5t8emPcnNz09LS9PX1tbW1G9prJCwsbNy4cYKff/vtt5EjRyISBBEbAED6wcoDAJqVpKSkp0+fVt788uULgiBxcXFVN378+LHOdgICAnbu3DljxozKQErQWnJysrW1ddXg7OrVqwsXLty8efOSJUsa3G0rK6sxY8a0aNGiX79+AwcOlOQlUYjYAAAAACA5gsIGJ06cOHv2rKDuJ4qiHA5HUKZ9+/btlRsFk/p/rBlaVUZGRlhYWL9+/apuPHPmzNatW8+cOTNq1KjKjTwej81m/2S5Ajs7u4sXLyJNBMbYAAAAACAhGhoa7du3Jwiiapl2lK9acCbYqKOjI6Q1jH8xtNolUS6X+2NwJkj21uQp334GRGwAAAAAkJB+/fo5OTlVDdeEU1VVre9ToLIfnNUIIjYAAAAASIgiHxzuBoB8bAAAaVbxLVnkb+MAgGaFy+UWFBQ0dS+kBURsAAAAAJA0kiTT09OzsrJq2+Hdu3cTJkw4ceKEZPslveCqKAAAAAAkyt/f39fXNzExkU6n29nZLVmypF27dpX3lpeX+/j4/PXXX6mpqe3bt4dzIwARGwAAAAAkx9fXd9GiRaWlpYKbr1+/joiIuHz5so2NDYIgT58+Xbdu3aNHjxAEadu2befOnetskP7fvGiCfLwMBkPIPrIIIjYAAAAASMi3b9/27t1bWlo6ZMiQadOmsVisw4cPBwUFHeK7dOnS0qVLs7KymEyml5fX8uXLjY2NhTeIoui9e/eKiooqE7mFhIQgCHLhwoXY2FhBxhAMw6Kiohq8gJQgCEHGOHl5+SZchQoRGwAAAAAkJC4uLikpyd7e/ujRo4Jcax07duzTp8/jx48PHDiwbt26oqIiZ2fntWvXurm51dkaSZIURQXxVbvLj6/aRoIg6tXbgoKCq1ev+vn5vX//3tDQ8M6dO4mJiT4+PlOnTu3SpQsiWRCxAQCkl+CbLCwVBaDZyMrKYrFYLi4ulalxjYyMunbtevbs2XXr1pWXly9fvnzJkiUiVv+0traeNWvWj3URUBStMeWbg4NDvbo6f/78K1euCG4KBthSUlJOnDhx586dc+fO9e3bF5EgiNgAAAAAICHl5eWCygdVNxoYGAhKFPj4+EyePFn01rrxNUI3K0bvtm3bduXKFU9PzxkzZuzYsSM9PZ3H43Xv3n327NnHjh37448/bGxshJdkEC/I7gEAAACApoTjOIIg48aN8/LykpIzkZycfPXqVScnpxMnTri7uyspKVEURRCErq7unj17xo4dGxsbK5gbJzEQsQEAAACg6XXq1KnxJvXzeLyysjLRK8EnJCR8//59yJAhWlpaFF/lXQwGY9CgQQRBJCUlIRIEERsAAAAAml4DEnC8efNm69atERERVTfyeDw2m11tcpu/v/+AAQOuXr0qYstsNhtBEAUFhdq6imHYj/PnGhVEbAAAadbcajkDAGrLoNaAiO3FixerVq16/Phx1Y3Hjh3r0KHD/fv3q25MSUkJCwv78uWLiC0bGBjQ6fTo6GiKoipH/ip/CAsLI0nSwMBAkmcTVh4AAKQfrBYFoPlAUfThw4ccDqcyg1pwcDCCIFeuXPn48WPV648URfXt27dr165CmhKkW6u68evXr3Fxcfn5+T8GhYJ/RWFpadmhQwc/Pz83N7exY8cKngvDMC6Xe/bs2b///rt169b1Wnn68yBiAwAAAICECMmgdp2v2kYcx4VEbDUSBHA/OSVOSUnpjz/+GDt27OTJk0+fPv3p06fS0tK1a9fGxcWFh4fjOL5161YTExNEgiBiAwAAAICEWFlZTZ8+nSRJUSIqiqKcnJyQJtKvX78zZ85Uvep67NgxwQXTZcuWeXt7S7g/ELEBAAAAQEK68snK4XZ3d+/evfuTJ09evnxZWFgoLy9vbm7u6uoq4RlsAhCxAQAAAADUTEVFZSAf0tQgYgMAAACAhJB8ou+P8SEAIjYAAAAASMzDhw93795dY9HPGnl7e48ZM0b4PtVWgNaYK0SU1CEPHjzw8fERsWMIgnh5eXl6eiKSAmNsAAAAAJCQpKSkhw8fir5/ly5d6twnMTHx6dOnlTeTk5MRBHn//r2enl7lxvj4+DrbiY+P/3GxqhBOTk4QsQEAAACgGRowYMD169erjrGxWKy1a9fm5+dv3rxZS0ur6s4URdnY2AhpjeRfYPXx8Tl16lRldjcOh4MgyMaNG7du3Vq5kcvlVu5fm8GDB7dp00b038XKygqRIBhjAwAAAICEtOaruoUgiP3797PZ7KFDh+ro6NSrNU1NzXbt2hEEUXUjylctOBNsFN5+Sz5EWkHEBgCQXlCjCoBmr6ysTJBWt7y8vL6P7d+/f6dOnUSfFaeurl7/DlbElBwOhyRJDMMYDAaO40hTgIgNACDtRH43BgD8WhT5Gq/93NxcPz+/27dvv337tri4WElJycrKaujQocOHD9fU1EQkCyI2AAAAADRzXC739OnTampqI0aMEPEhSUlJ8+bNCwgIQBCEwWDQ6fSSkpLU1NT79+/fuHHj6NGj1S7vNjbIcQIAAAAAGZaenu7j4zN79uzFixdfvXq1pKSk2g7R0dGjRo367bffRFkxKsDlctevXx8QEODi4nLhwoXPnz9/+/YtMTHx+vXrvXv3vn///u+//15WVoZIEIyxAQAAAEBWvXjxYu7cudHR0YKbe/bsmTJlyu7duwVT1oqKio4cObJv377MzEwajaarqytiswkJCXfv3u3QocP58+cNDQ0FG5WUlAwNDbt37z5u3Li7d+8+f/68d+/eiKTAGBsAAAAAmgyTycQwDEVReXn5+j62uLh45cqV0dHRxsbGv/3228SJE7W1tU+ePOnr6ytIyTZ06NAVK1ZkZmba2NhcvHjRy8tLxJaTkpKKiopGjhxZGa5V0tLSmjJlCpvNfv/+PSJBMMYGAJBiqGC1KCw9AKCZiIqKun79OkmS6D+vboTD4aSlpZWUlKxbt05VVbVyT4rP3d29Z8+etbUWFxcXHR2tr69/9uxZQYF5f3//iRMn3rhxo3PnzgsXLnz16pWiouLs2bPnz5//Y+xVZxxZW4Eswb3Vai00NojYAAAAACAhr1692r59e413HTt27MeNysrKQiK25OTk4uLiUaNGCcI1BEE8PDxcXFyCgoLmzJnz7t27bt26rV+/3tXVtb79tLe3b9eu3ZUrVyZNmlTtWiqXy71161aLFi06deqESBBEbAAAAACQEBsbm7lz51YdYxOCoihnZ2chO5TwFxm0atWq6kYzM7Pbt2+/e/duypQpW7duFT0rL4vFqly1QKfT582bdgIyiQABAABJREFUt2DBAi8vr+XLl3fu3BnHcYqiUlJSDh486Ofnt3Llynbt2iESBBEbAAAAACSkM5+4WiP5hQ2qXZ1kMpmCwbb9+/crKSmJ3trZs2fnzZsn+BlFUQzDysrKHjx48PDhQ01NTRUVlbKystzcXA6Hg2HY0aNHdXR0pk6dikgKRGwAAAAAaG7c3d3rFa4hCKKgoFC1eLygsFXljDoej8dgMAwMDFAUpSiKIAjhVUrFDiI2AAAAAEhIaGior6/viBEjhgwZ0qhPpKamVt+HjBkzZtiwYaLvT6fTEQmCiA0AIO0oWCsKQHORkJBw/vx5U1NTMUZstP9eFRXcbMBCThzHBVdUpRNEbAAAAACQEEEZdfEWU09KSoqIiKisB5+SkiJI/FF1o+CH1q1b6+vri+VJU1NTaTSauFoTBURsAAAAAJBJJH8mmY+Pz5kzZyqDMzabjSDIxo0bt2/fXi1i27p168KFC0VsnMfj3b59OzAwsKCgQPBwwb8kSZaXlyclJc2ePXvBggWIpEDEBgAAAACJElfuWQ0NDWtra4IgKiOzymWeJElW3SigrKwseuP79u1bsWIFj8er8V4jIyMtLS1EgiBiAwAAAIDkoCgaEhKCYdiPEVVVgnt79eolJBtI//79O3bsSFGUiNndBMVGRZGZmenr64ui6OLFi11cXLZt25aRkbF169by8vK///47Ojp6w4YNI0aMQCQIIjYAgPRCkbrfhQEAMkSQMuMBnyj7b9iwQUjEpsSHNIKEhITk5ORhw4bt3LkTw7DY2NidO3fa2dlZW1sPGDBgxIgR169fHzlyJIPBQCQFIjYAAAAASIggt5m9vX379u2Fj7EJdu7QoQPSFPLz8ymKcnJyEpQWNTMzKy0tff36tbW1tYGBgZeX159//hkdHd2jRw+JdQkiNgAAAABIDkVRQ4cO/fPPP8XSFEEQou8vpLh7NQwGA8OwyjWthoaGTCYzPj5ecLNdu3YcDicuLg4iNgAAAACAOgQGBv7111+iH6bffvtt1KhRouxpYGAgJycXGxsruCmoUpWQkCC4yWazuVwui8WS5BmCMTYAAAAAyKTExMRHjx6Jvr+Li4uIe5qZmTk6Ol64cKFNmzaTJk3S09MzNTUNCwt7+PChubn5+fPnORyOrq4uIkEQsQEApBfK/w8A0GwILmLWljKjvtzd3fX19avOhysrK1u7dm1RUdHmzZs1NTWr7kxRlK2trYgtKygoLFy48M2bN6tXr5aTk1u6dOmIESMWLFgwduxYTU3N+Ph4CwuLjh07IhIEERsAQNrVMTkZACA79PX1u3TpYmxsLJbWjPmqbuFyufv27SMIYtiwYT+ZL83Dw8PPz8/X19fc3BxBkKlTp3758uX8+fOfP39u27bt1q1b27Rpg0gQRGwAAAAAkJB+/fp1795dTk6ukdovKysT5M4tLy//+da68wnGBZWUlHbt2jV58uSCggITExMjIyNEsiBiAwAAAICE0Pmk83AXFhZmZ2draWmpqalV3V65YhTHcdGvq4qdSGtcAQAAAACat4CAgAEDBly9ehWRShCxAQAAAAAg+fn5iYmJ379/l85jAREbAECKiVArEAAAxEKQXLfyGqi0gYgNACD9YLUoAEAkTCYTwzAURZlMJtIgohSVbxKw8gAAAAAAMikyMvL69esURVWGWWw2Oz09vby8fM2aNSoqKtXqmXp6etaZRJcgCB6PV2fNU8FonIg1r8QCIjYAAAAASKOkpCQMw1q3bl3bDjExMTt27KjxrqNHj/64UU1Nrc6IzdfXNzAwUHjEJrh37ty5Ita8EguI2AAAAAAgRQiCiImJOX/+/L1796ZOnbpixYra9rS1tZ07dy5JkqJcyqQoqnPnznXulsQnSj8HDRqESBBEbAAAAACQChkZGUFBQefPnw8JCWGz2QiCMBgMIft34RNvH8aNGzdo0CCSJIXvRlGUg4MDIkEQsQEApB2sOwCgeSNJ8v379+fOnbt3797bt28RBJGTk+vZs+fYsWPd3d0l3BkHB4fRo0cj0gciNgAAAAA0jaysrPDw8HPnzj148EBQV0pPT2/s2LFjxoyxt7en0eqIUoKDg0+cODF69GhPT09xdUlcVerFDiI2AAAAAEgURVEJCQkXL168ceNGbGwsgiAaGhpOTk6RkZGurq67d+8WsZ34+Pjz589bWlqKMWKTWhCxAQAAAEBCCgsLQ0NDL126dOfOnZKSEhqN5uLiMmjQoFGjRuXk5PTu3bvOCWRVCbLdiivnrWB0DcbYAAAAAPCre/DgwYQJEzgcjrW19dChQ93c3Ozt7RUVFREEafLyUM7OzuvXr+/ZsycilWCMDQAAAAASkpeXx+FwjIyMRowY0a9fP0dHx8rVoKIkra0RnU5HxMGBD5FWELGBZo5Jo2EoKicnJ+ZmK94gUHmhy84bgC4vz0RRGo6j4m75R/Ly8oI6eg2u5SIBcvIMXA5jyInn7RgA0ORcXFzGjx8fEBCwfv36zZs3Ozk5ubu7jxw50tTUlMFgNKBCFIqijx8/JghClJy3rq6unTp1QmRTwyM2Nof9+NHjnJwcpKbDS5GUjo7OgAEDKrcQBHHvXsD377koVu/zQZGUsrKym1s/JSXlyo1Pnz799OlTA1pDKAqn0Xr26GloaFi5LT4hPuJ5RI2/i3BoRXtIhw4d2rdvX7kx53tO4L17JEk1oEGKpExMjLt1615Z+6K0tPTRo4f5+QUNOXQUpaaqOmDAwMqQhSCI8PDw5OTkBh06BMexgQPdW7RoUbntNV9DWuM36NzF2dzMvHJDWlpqaGgoQRANKAFOkZS5hXkX539z85SUlPjFfygqK2Y+CKQV5iFEPVYAUSSlq6vTu08fOu2fcIGiqICAgJycHEyOwY6O5HBZcqHBdJQSpVmKpJSUFHv37qOurl65MTIyMi4urvLQoTQaLz6BVVqEffnM/PsEQqdX/G3V3FzF/3q79jYyMqrc9vnz56dPn6KoSLkw6DTap0+fuFxuzveck6dOqiiptLdtb2drV7lDTk7Oo8eP2Gx2A95AKZIyMjJ0de1d+djy8vLHjx/V9+VPw2ghGaFpWV/DPz3t692/alqm0NDQL1++NOzlT6PT+/Tuo6OjU7nt7du3MTExDXtFIAji1NGprVXbym2ZmZkPHz6s+Hho0Mvf3NysS5eulVtYLNbNWzfZLFbDXhHa2tqurq6C6FwwQSc4ODgjI6Nhh47BkBswYICamtr/N1DPnj0T8j6sqqLSu3cfZeV/37cBsLKyOnv2bEpKyrVr127duvXs2bPnz59v27atb9++NjY2XC63zvWhVQneZAL5EBFs3rz5V4zY0lLT5s6bbW5uqa6uTlHV5wnyeIStrW3ViA1BkOcRz+PjE2i0es8Q5PEIAwP9Xr16Vd0YF/f+/oMHDWiNJEkFBUUbG5uqEdvXr1/97/rjeL0LhFFUxduWlpZW1YituKj4/oMHXC6nAZ92PC7Ru7drt27dK7dwuJynz54mJX1pwC9LEKSJsXG/fv0Q5N9Bpjexb8LDwmn0erdGUZS8vHzPnr2qRmxJSUkBAQEY3pCIjaKoNqZtqkZsubm59+/fZ3M4WP0/UQiCpCiyasTG4XBCMzNyOeWMVy+x79nID3+oQvB4hJ2tbe8+far2NjIq8v379zQ5BvE5gSA4+NtYvKwEEWGeLI9H6Ovpd+nStWrElpCQ4O/v/++JwHAqJ4fLLke/ZdLv30cqQvaaoy+KojAMt7OzqxqxZWV9u3vvLipaFWMMw79//04QRFFR0eNHj2g0uqqaStWIrai4KCgoqKCgoAEvCh6P6NKli6tr7ypbeM+eP09IqN/LH0WwL8WJuYV5CUXx5JT/HOTY2DehYWENevlTCgrMzp06V43YUtNSA+4FNOBPTlDN0MBAv2rEVlhYGHg/kCB4DXn584j+RP+qERuHwwkJDsnLz21A+UIel2jfvn3PHv9OyqEo6uWrl1FRUQ1751RVVevRo0dlxIYgyIcPHwLvB/7YGopiJSXF/nfuRkdHOTg41ve5QPOGomjr1q2XLl06c+bMyMjI27dvX79+/QZfxSfUmzc3b97s3bu3KLE+xScYNBEl562d3b/vcrKHaqjY2Nju3bvl5OQ0uAUAJKBk0bLveq1Y126It9nS9Zu/q2mXnzgp3mY5z1/ktjQtHDmOZLOpRhYZFammrurk5Pj9+3dKWv390aePf/cbX641dUdAvRUVFTk7d3727CkcO1CnnJycU6dOeXp6ampqCoITMzOzZcuWBQcHFxYWCnmgj48PgiBbtmz5FQ5yw2vOo3ySrFoPQMOg/x85F3ObjdEsv8XGaLnG56r2gxSq6FvFdV6oeiB7MAyr1+Ut8CvT1NT08vK6cePGvXv3Nm7c2L59+0+fPu3cudPNze3y5ctN3Ttp8bPxVoNXdgAgGZTgP3H/oTZWs/wWG6PlGp+r2g/S6J/D0dTdAPUn1X9XQCrhOO7o6Lh69eoXL174+/tPmjRJW1s7Ozu7qfslLeALEAAAAACkCJPJdOf78OGD8ErwBEFIc85b8YKIDQAAAADSyMrKSvgO+vr6Xbp0ad26NfILgIgNAAAAADLJw8OjV69eYs+4Wenx48d+fn6ZmZk/5ntDUXTq1KmDBw9GJAUiNgAAAADIHoIg8vPzK5eX1ldJSQlJkioqKrXtcPDgweXLl5eXl9e2Q7du3RAJgogNACDNpHcdKwCgaXG53PXr1+M4vmTJkqrJKetEEERAQMChQ4eWLl3ap0rSzaoyMjL279/PZrNnz57t5uYmJydXdVm9YLzN0tISkYmIrSJ3FIcj1s4AAMCPUMjuIZsoLpdbUfoFgMYhLy/v7Oz8+++/X7x4ccaMGZ6enra2tsJXKiQnJz99+vTUqVOhoaFubm7m5v/mb68mLi4uOTl5woQJ+/fvx/F6Z5yWroitZcuW06dPFzKcCAAA4JclLy8/f/78Vq1aNXVHQHM2btw4W1vb7du3b9y4cc+ePU5OTp07d7a1tTU3N9fT01NSUiJJMi8vLzEx8d27dxERES9evPjy5UurVq32798/fvx4IWUVysvLMQxzdHSUknDtpyI2VVXVKVOmirUzAAAAmgkajT527Lim7gVo/qytrc+cOePt7X306NH79+8HBwcLEjjT6XQajUZRFWO9XC5XsLOtre3OnTsnTpxYtU5djVq3bq2goJCamopIDZjHBgAAAAAJef/+/f3797t27Sreiuw9+GJjY58/fx4eHh4XF/f169fS0lIGg6Grq2tqaurk5OTi4uLg4KChoSFKg9bW1kOHDr127dq4cePs7e0RKQARGwAAAAAkJCIiYsmSJevXr68asX369Onjx48ODg76+vo/07gN3/Tp07lcLo/HE6wPwHGcTqfX9+JmQUFBz549Hzx44OnpOXz4cCsrK3l5+Wr7ODk5WVtbI5ICERsAAAAAJESw4rJaOeNz585t2LDhzJkzEydOFMtTMPh+ppHw8PBZs2aVlpYiCLJ///4a99m8ebNsRGxcLjcxMdHCwkKay0gDAJoBWG0oi0iSfBP7xsTYRFVVtan7AmSDVIUTxsbG06ZN4/F4GFZDBXbB6J2zs7Mku9TwiC05OXnZsmXnz5+H5aKgMbx6/SohIWFA/wHwBwaALCovL1+2dOmmTZs6d5bopxqQRVIVqwnY2tru3bsXkSY1RI4iYrFY+fl5kJINNJKAgLvTpnknJSXCEQZAFlEUxWKxqhX2AQA0wRgbiqI4jkthXAyaB0/PQVevXr1161b79jbSkw4HACC6Gi8nASC1ysrK8vPzmUxmixYtWCxWXl6e8K8cqqqqSkpKEuserDwAUkpdXb1bt+779++PeRnTsWNHOp0ueOGQJGlvZz9gwICm7iAAAIAGqjbcU+NyBMk7f/783LlzhwwZcvny5UePHo0bN47NZgvZf8eOHQsWLJBY9yBiA1IqKirq1KmTKIo+evQoMDCwcjuPS0yfPr1///5N/toGEvDPOYYrawA0L1wul8ViVb2JIAiHw6m6UYDGh0iEkpKSkZGRILkuk8ls1aoVm82u7bOGoigJr6qBiA1IKQ93j+QvKTXexWQyIVwDAAAZhaLogQMHLly4ILjmiKJoXl4egiArV67csmVL1QuRFEUtX758xowZkunYqFGjhg4dKpiH06tXr6ioKOH70+l0RIIgYgNSisFgaGpqNnUvAAAAiJMgn21RUVFBQUHlRgzDaDRaTk5OdnZ2tf3z8/MldgJwvsou/Zgyt2lBxAYAAAAACXFzc7t//z5FUaJcKqEoqk2bNkJ2iI+Pf/LkiejP3rFjx/bt2yOyCSI2IO3Ky8szMjLKystaGrVUVVWF66EAACC7dPnE1drDhw/nzZsn+v4bNmyAiA0A8cv5nrNv374zZ06np6dTJKKiquzWr/+qVavs7OzgcP8qYH0JAKB2NjY2U6dOJUmyxi/zKIrSaLRXr17FxMSQJEmj0QwMDGT3cMIYG5BSRUVFixYtunr1ysCBA1f8vlJBgRkTE3Pl6pV3795eunTZxsamqTsIAABADFgsVnFxcUlJCZPJVFVVlZeXF/1aigufkB3Onj0bGhpKkqSRkdHq1atHjBghu+cMIjYgpR4+fHjX3/+47/Hx4ycI8nBOnjxl9uzZQ4YOOXLk8KFDhyE5JwAAyK7y8vKgoKBr1649efLk69evBEFgGKalpdW1a9chQ4a4ubn9ZO6MN2/erFu37ubNmwiCjB49es2aNW3btkVkGURsQEq9fv2qTZs2w4YNqxqZWVm1HTpkaHBIcHl5uaKiYpN2EAAAQAN9+fJl5cqVV69eJUlSkCYDx3GCIFL5Ll682L9//61btzZsDgyHwzl58uTmzZvT0tKMjIxWrVrl5eXFZDJl/WxBxAakFI1G4xFcgqh4MVfFZnNoOA3WHwAAgIxKTk6eMGHCs2fPdHV1hwwZ0rt3b0tLSxUVldLS0qSkpJCQkOvXrwcGBn758uXSpUv1Ddrevn27Zs0awdDaqFGj1q1bZ2VlhTQLELEBKeXo6LR3397jJ47PnTOHwZAT1Kd6/vz5db9rI0eMlLY0OQAAAERBEMSWLVuePXvWpUuXPXv2dOzYseq9VlZW7u7u3t7eixYtCgwMXL9+/dmzZ0Ws3cnlck+cOLFly5a0tDRDQ8PVq1dPmjSpXkNrPB6Pw+GIuDNFUQwGQ5JJdCFiA1KqV69ekyZOWr582eXLl3r26MlUYL569frBg/v29vazZs2GSWy/CPT/daoAAM1DVFTU5cuXW7Vq5evrW9vEMktLy2PHjg0ZMuTevXshISEeHh51NhsbG7tu3bobN24gCDJmzJg///yzAbPWzp07t3Tp0sqb6P+RfIIcchiGCS7yEASxcePG2bNnI5Ly7wwhAKSKgoLCpk2b9+7dhyLokaNHtm3b9uFD3IwZM86dPW9qatrUvQMS9W/NGgCAjAsODi4qKpo4caLwiKply5bTpk1js9nBwcFV61b9iMPh+Pj4eHp63rhxw9TU9MSJE+fOnRPXIoO8vLzs7OzCwkIVFRUTExNdXV0Oh5PDp6GhAXVFAfiHsrLy3DlzZ0yfUV5exuMRCgoKcDEUAABkF4/H+/jxI4PBcHZ2rnPnzp07Kysrf/jwgc1m1/bmn5ycvHTp0uvXryMI4uTktHr16nbt2iUlJQkWNPxIW1tbXV29tmecMGHCqFGjBD+jKHrp0qWFCxe6ubktX77c2toax3GKorKzsw/ydenSZciQIYgEwVVRIKUoPgzD6BX+XeNdWTm4SXsHAKib8KER8AsiSZLFYjEYDBUVlTp3FnxLLy0t5fF4te1z//59QbiGIEhqaurChQu5XK6QNv/444+ZM2fWdi+NT/Bzdnb27t27bW1tfXx81NTUKvcxMjLasmVLfn7+5cuXJ0+e3LNnT0T6r4pSFCX6BD0A6isqKnLe/HlVSwULHD/uu2v3ztq+PwEApAdJVcz9aepeAClCo9FUVFRYLFZubm6dOxcUFJSWlqqpqQmZ3a+mpmZqamrCJy8vL0jqVhvBpDQRu/r69evPnz8PHjy4argmgOO4u7s7i8V69+4dIhNjbEZGRpMnTxYlTAZAdBRFPX36NDsn+9mzZ9euXbVpb6Oto/3PuBqCcnncQ4cP6ejqLFywCBYfACDN5OXlV636Q3gZb/CrwTDMwsKCx+OFhYUNHjxY+M5hYWFlZWVt27ZlMBi17TNgwIAOHTqIXldeS0tLxK5yOBySJNlsdo33FhYWEgQh4as9DY/Y1NTUZsyodWgRgIYhCGLb9m0PHz7EMJTH4y1avLDqS4KkSEWm0mSvyZJcUA2kAIzTyB4ajeY+0L2pewGkTp8+fbS0tM6dOzd8+PAuXbrUttvr1699fHxUVFTc3NyEBEYqfI3RT1NTUzU1tcuXL48dO9bY2LjqXRkZGcePH1dQULC2tkYkCOaxAemC4/iG9RsWzJ8fFh7+998ntm/foaujW/mBTVGIurp6u3btmrqbAAAAGqJ9+/YTJkzYs2fP7Nmz9+/f361bt2oXTCiKioiIWLBgQWJi4m+//SYkqqsRi8UqKioqLS1VUFBQUVGpV5XSqkxNTYcOHerj4zNmzJipU6c6OzurqakVFhZGR0cfP3782bNn48eP79SpEyJBELEB6YKiaIcOHQSvltatWo0cMVJOriJ9LgAAgGYAx/EVK1akpKT4+fn15+vdu3erVq3k5eV5PN63b9/u37/v7+9fUlLSr1+/devWCbkkWlVZWZmgSunTp08rq5Rqa2tXVimt71AcjUZbs2ZNQUHBlStXIiMjcT6CD0GQwYMHb926VcKVryBiA1LK2NjE29ukqXsBAABAzLS1tY8ePWpoaPj333/f4Ku2A5PJnDVr1p9//qmnpydKg4mJiStXrrx27Zpg0nNlldIUvgsXLgwcOHDLli22trb16qeBgYGvr++QIUP8/f3fvn1bWFiopKTUtm3bIUOGeHh4SDgZ209FbCwWKy7uvZ2dPUwAB5KUl5fHYrP09fThsAMgzQiCePbsadu21hoaGk3dFyB1tLS09u3bN2XKlOvXr8fExGRlZZWXlzMYDE1NTScnp+HDhzs6OorYVFJS0oQJEyIiIvT09IYOHdqrV6/KKqWJiYnBwcF+fn4BAQGCKqU2Njb16qeKispYPi6XK8hRwGAwmiq9VMMjtpSUlGXLlvn53ZB8mAl+HaWlpVwutzKrE4ZhR44ciY//6Ot7HK6W/hIg757MKi8v/+OPP7Zt217feUjg12HHhyBITk4Oi8Wi0+mampqVGdFEwePxNm/eHBER0a1btz179lSL86ysrDw8PKZNm7ZgwYKHDx9u2LDh9OnTioqK9e0nSZKClaFN+7nT8HxsHA6HyyfW/gDwDzabvXPXzjZtTLR1tFq1bqlvoKerp2NgoL927RoMr8isA0fqVwJrRWUSP+dCU3cCyAItLS0jIyNdXd16hWsIgkRGRl69etXY2NjX17e2YTkrK6tjx47Z2toGBASEhYXVq/2CggJfX193d3dzc/NevXrl5uZGRkZOmzbt2bNniMQ1/GOvskKqWPsDwD+ePn26deuWrt26LViwUElJaezYsRW5nUzbODg6/LFqNWT3AED6wQcEaGxBQUHFxcWTJk2ytLQUspuxsbG3t3d5eXmdVUqrysrKmjFjxvTp0wMDA9PS0r5//y64wHjixImhQ4c+fPgQkSwYqABS6unTJ/r6+j7HfHZs32Ft3c7GxnbtmrW3bt1WUFB88eJFPRrC8Yp/xZ6/jUaryDVCF/faHcGqKAxDRVseBQAAv3iVUjk5ORGrlCoqKn748EHEck0kSW7btu3KlSuenp7+/v4uLi4EQfB4vO7du8+ePTs3N/ePP/7IyspCJAjWigIpVVRUZGhoqKqqiqKopqZmQnw8giCtW7Xu2qXL5cuXRo0aJXzJN5nxlXPnLllcTLx9h+I457Y/8ekTo4cLzbEidUjDkSQnNIz38jX3RSTKZHIfPCa/5dA7OtJ7dP+pZhGESE3l3A0k4hMQFCXT0kq37cB1dRmDB2Hq1QukAAAAQPirWwRVSpWVles8IIqKipVVSkWZjpacnHz16lUnJ6cTJ05oaWkdPnyYoiiCIPT19ffs2VNUVHT16tWoqCgPDw+JnQuI2ICU0tPT97/rn5WVZWBg0LJly6jISC6XW1ETXlU1PSNDsKpIyMPLDx5hnTiJMuQQHENwnPvgIfeOP/dxsMqF0+gPReJERyR8Ll3+B5WegTDoiJwcNzScGxTCUldTCwvCWqg3uNmKxdcHDrPPXqgYY8MwMj2DfegYxWIhFCI/ZdLPNAsAAM0VTdxVSqtKSEj4/v377NmztbS0KL7KuxgMxqBBgy5dupSUlIRIEERsoHFlZmZGRETk5f37ciJJSk6O0adPX319YRk6evTosWfvX8NHDN+9a7ejg4PPsWOHjxw2NTU9e+6coaFhnXkLac6d0Fu3kZJSBEURGo5wSERentbFGfm5hIeYng5uZcH9mlkxQUdODmGzKZJkOHdGFRR+ptmKi7d2dsitO0g5u+IyLkkhBIG1bIm3FTYz41eA8heLwroDAMCPcBw3Nzfncrnh4eGenp6IUKGhoSwWS3iV0qoEFUUVanlvp9PpGIYJ8n1IDERsoBE9fPhw5swZKakpSkrKlWtUCIJUVVVp3dpYeMTm4OBw6NChnTt3JiYmDho0yN3DY8nixQRBtmzVcvu2bTW+5KjiYm7EC5qtLaatxejdq1xVlSxnK6xZhbduVfrHWjIjg9GrB1r/tdlkXj4v5iXd0QFVV0NVVTEtLYTDZkwcx5wyqfzwUfbFq3hLI1S+/s1+z+W9ek3v6Ijy8+Pgpm0qojRDfYX1f5KZ38o2b0eVlXChhwgAAH5xbm5uu3btOnv27PDhw4XUjHr58uXx48dVVVXd3NxEbNnAwIBOp0dHR1ctM1/5Q1hYGEmSBgYGiATBygPQWMrLy3fu2iknJ3fh/AX/O/7+d+4K/gu4G3D1ylVb27rTGA7yHPzg/sNhw4apqakdOnjozp07ly5dvHv37oABA2vcnxP6pHiiN+vvUxXxUH4BVVCIqqnIjRlF79WDZtue4nDI9PQG/CLc4NDi0eNZZ89X3CBJKjcXoSi6S3fcwpzm3Bmh4WTmN6T+37Q4t+4Uj5vE9rsluEnl5VHZObilJaNfX7lBHnhLI+r7dzI3rwEdBgCAX4SNjc348eO/ffs2a9as8PDwHwe9KIp6+vTp9OnTk5KSxo4dK3olUEtLyw4dOvj5+Z07d47H4wnCNQzDuFzu33ytW7d2cHBAJAjG2EBjyc/PT0z8PP236aNGjW5wI5VXP1VVVWsL1CphqsqoApP75DnFZmM62lgrI+Lt+9I163CjltzQMFRBEW/XtgF9QFWUEQznPo+Qnz0DpdHw9u2Qe4GsPfuJjx84t+8iPB5ub4/UPz8cqqYqmAknP2k8guOYkSHWuhXveUTZzj1Ubi7vYzzNph1uCGNsAABQKxzHV61alZqaevPmTTc3t4EDB7q6urZs2bKySmlgYKC/v39paWn//v3XrFkj4iVRBEGUlJT++OOPsWPHTp48+fTp058+fSotLV27dm1cXFx4eDiO41u3bjUxkWgpRYjYQGNRYDJVVVTLy8sb9vBXr18lJCQM6D9A9PK9NBsbVE2NSEigcnMxfX3mwgWlv69i/30GIQlUVVV+ujduZdWAnuCtW2OtW5Kp6WR6Bt66lbzXBCIqhhsWznv5CpVjMAb2lx8xpAHN0jo6YUpKvDexZEkJpqqKW1rI/+Zd/te+8q3bK7J7aGkxZ81ANTUb0DIAAEithw8f7tu3r86kaJXXH728vEaOHClkTx0dnWPHjhkYGJw6deo6X7UdmEzmnDlzVq9eraurW6+u9uvX78yZM6tWrXr8+LFgy7FjxwQXTJctW+bt7Y1IFkRsoLGoqasvXrLE19en/4sBnTt1ru/DAwLubtu2LTws3M7OXsSHoKoqtHZtuY+Cea/eMPT1Gf37Ygb6nFu3qZISumsvRt/eFasQ6g8z1KeZmXHCwsnEJLx1K0xTU8n3MCcgkEj4jFtaMDwGoA1azYDr62EW5sSr18Sbt5hLN5RGY86fg7e14gYFo0x5hoc7zb6ieAsAADQnX758uXv3ruj7Ozo6Co/YEH5p+YMHD3p7ewuqlGZnZwvyCWhpaTk5OY0YMaJDhwbmdXJ3d+/evfuTJ09evnxZWFgoLy9vbm7u6uoq4RlsAhCxATHLzMzcuXNnzvdsDMN5XG7ch7jBgwc7OTm1UFdH+ZcOSZJUVFCYv2BBWyth1yg9PQddvXr11q1b7dvb4IIsuCKgOTpwAgJ50S8Z7gMqbra3prW3/snfCGUycQszJPA+72M8vXevii3KynKj63gHqRuO0zs58Z4950ZG0V26CbYx+rgy+rj+bMvNDqwVBaDZGDBggL+/f21jbAwGo7S09NSpU7dv30YQxMjIqGPHjiK2bM/3M1VKa6SiojKQD2lqELEBMWOxWLFv36SnZ+A4jqFoS8OWBEF8SUr6UjG8VfF/kiSUlVWKi4qFt6Ourt6tW/f9+/fHvIzp2LEjnU4XvMBJkrS3sx8wYEDNf9D2dgiO896+o7hcVHx1DvAOHVAlZV50DMLjVVQ7EBOaY8WsVd7rWIrHQ8XXLAAASC0jvtruTUpKWrt2bWBgII7jQ4cOXb9+fdu29Z5/rKWlhTRH8CEBxKxly5YXL1wiCELIPiiKqqvXkW82Kirq1KmTKIo+evQoMDCwcjuPS0yfPr1///41lizEDA0w49ZkWjqZklqRL0NMaPa2qJIi73UsWVqGqYo6r65OuHFrrHUrMimJTEvHjVuLq1kAAJA5PB7v77//3rx5c2pqqoGBwerVqydOnKioqCgNeQ84HA6Px/txXFBRUbHO5KBiBBEbEDMcx8Xy/cbD3SP5S0qNdzGZzNoqTGN6eri5GffBY+JzohgjNtxAHzMxJt6+Iz58xDqLOkRfJ8zIEDcz4wUFk58/Q8QGAPhlvX37dt26dX5+fgiCjBw5cu3atdbWIk1oIQiCy+WK/kQ0PhF3zsrK2rNnz5UrV759+1Zjstzt27cvWLAAkRSI2ECjKy0txTCMyWQSBFFWVqasrCS4PCocg8HQrP9KSVRejmZpwb0TQMR9QPr3Q8QFw2iOHXjRMbyYGLr4IjZUXp5m3ZYb+IAb+47et4+4mgUAAFnB5XJPnTq1adOm1NRUIyOjlStXenl51VZp4EeBgYE7d+5ERDZz5swxY8aIsiePx1uzZo2Pj4/gMuuPo30URSkpKSESBBEbaER5eXk7d+44f+H8tq3bxo0bn5GR4TnIo511u7Vr15mbmzfSk9I62KMqytyYl0wuFxHfVDa6owOLe4R49QahqIatOa0RrZMTqqzEe/5CvDPkmg2xHWgAgPR5//792rVrBfk4RowYsW7dOhGH1iqlpqaGhoYiIuvbt6+Ie8bHx1+/fl1fX//w4cN9+vTBakq6KWKJUnGBTwjQiHbv3r1z104vL69O/OweWlpaEyZM3LljR3pG+qWLl/X09ERphMPhFBQUIAjSokULFEXrXDdKs7VFlZWJt+/I4mKsRQsx/SoIZtwa1dXhfUkms3MwHW1xzpBTUSHiPpB5eZi22JptbupK3QSkU505t8Avq9qstT///HPixImiD61Vcnd3F6wqFQVFUaJHhF++fCkqKlq6dOngwYMR6fBTERuHw6ltOhFoTkpKSjIzMwmCVznkIRgNNjQ0FPIHkJeXd+v2TS+vyb4+voJvJ0wmc9nSZXa2dpO8JgYHB48bN07482ZlZ/n6+l6+fCkh4dOUKVNGjRy1Z89fCxYs7NNH2AVETFcbNzPlRUUT7+Ow7v9kzfh5uJERzdyMF/uWTEoSY8SGtWiB27TnhYZVZCQZ2F9czQLQ5NCKmj4oBG3gR2/fvl2/fv3169fpdPqkSZPWrFnTpk0Dpx235GuMgyyY8aajo4NIjYZHbK1atVq4cJGysrJY+wOkjt8Nv7/++is9Pa2iGu7/IzYej+fq6urre1yu9sLqbDabw+G0b9eu2mCyk5OTpqbm18yvwp/3+/fvs2bNCgy8N3jQYBVlldLSUl1d3bz8vEleEy9euNijR89aH4miuGMH3tNnaPRLRHwRG6qqwrS2YoWGY58SEed6JwSuvV1UsXvXkvsPeJHRELGB5kReXn7L5i0WFpZN3REgXcLCwqZOnZqYmIhhmDPf8+fPw8PDa9yZoihHR8f27dsLabBqpXYxsrKy0tDQiIyMRJpBxKasrDx6dMPrRQKZ8Pbt2wUL5tPpNHd3DzVVtcrtPIJnZWUl/AKlmpqavr5++JMns2fPqVrK7d27d3l5eXVWCwkIuPvw0YPTp8+MGD5i6bKl6enpVm3b+l2/4e7hfuTIka5duwlZ7yPn6JBCEkcuX6S4rJa6OmPHjqPT6SRJHj5yuLCwEEP/iSBJknRydOzn5oYgSHp6+sWLF7k87v+jUgpB0GHDhllYWCAI8uzZs+An4cT7t1yCRTt9kvE1Fcfx+fPmy8vLIwhy7dq1jx8/Vh4NkiRN2piMHjUaw7D8/PzLVy7nfs+tDFsJgujl2qtrl66CzEMXr14lEuKNWKVD38cpsFgIv0EAmgEcx7t1697UvQBS58OHD4mJiYK3yjA+4ftv2rRJSMQWHBx84sSJ0aNHe3p6irefrVq1WrFixbp16w4cODBixAgRp/E0KpjHBoR5/vw5l8s9ffq0a6/e9T1STCZzwviJ8xfMm+Q1cczoscYmxhw2+/nziEOHD+rp6fXo0UP4wz98/Ni6lXF/t4q8ayRZkd2NJAgdHR0Pd/c7/v7l5eVCxnfx1q0Ifb2c1DTy/XuVKsly8nJz8/PzUeyfb2MkQZaUlgh+5nK533NzOGzOP/dWBGwIm8MW3FteXp7z7Ruqq82WYyBv38m1taArKlZe7ikqKszJycZp/4/YCFJDQ0NwL0EQ+Xl5OTnZGP7/iI1XsWBW8DOHw87J+kbJMdT1dIkvyeSXZMwKBiSqgXkXADQrlpaW48ePr0yWIfy6OUVRwgfY4uPjz58/b2lpKfaI7d27dwkJCXQ6fcGCBb6+vvr6+j8OE0ybNm3IkIbUlW4YiNiAMARJqKmpmxg3cIaB1ySvouKi3bt3X750peKTlx8GOTk67N2738iw1pzXAspKSiwWq2pkJhj3LiktpeF4HWPgBgatLSzWF5cqT5+JdXUWbMMwbM2atbU9wtjYePu2HbXd25sPIYjij0lkaprq3AWIxb9rXadOrbUesKam5sqVq2q719LSau9fexCKKv1tFuvmbe6nz3IQsf0AQjYAmpMePXq4uLiIvr/wd3ucf3FD9EqGovv06dPRo0cJgkBR9C3fj/vUOfQgXhCxAWF6uPQ4fvx4SGjI5NaTG3Ck6Az64kWLB/Qf8Cb2TUpKCo5j5mYWnTt10hZhLmenTp137d71119//fnnn4JXLEWSL1+/vn792sABA4UvKUKVFDFzc87DIE7cB/n/R2xigOOYvR03PoEVGSVfJWL7WSiKtm+H3LrDe/labpCH2JoFAACpJBNrFrt27RoQECCI2GrbRzBtRgYitrKysujo6K5duzZGbAukRMuWRi7dXVauXBH/P/buAiyqrV0A8I4pYOhuFKVbEQvFxhZFTOzubgUs7A7QYys2FqJgg12IgAhKKkj39I77MHMuPweJAcaBwfU+/3PvYc+eNcs9DPPtFd+XkOBSXtzz3+VoBIFra+u0b9++2hQ1VVgK1felXV1d582dt23b9tDQu3wBH8PwIUOHRD6PNDU1nTt3Xp2vS3Gwh5gKgg8fGVMmQpL7FUWd25Onz2HvPkDe4yTVZnlo27EDl8nEXr8l+Xy40po/AJBdGIbdD7vfvl37OhetAn+zlJSUpKSkrKys0tJSeXl5bW1tU1PTtm3b1qsR6h/Ii6alpVU+tdKcNDxiS01NXbNm9Z07IXUWiARk19evCbdu3ywoKNjmvw2CIcr/L9XCBPiAgf2Dr9+oZa+oaGFp+Q7/325QCIKoM+Si0Whr166zsLS8cOFCTMxnNpv9Pen7xAkT582bL85tDcXRDlFkYp8+kWw2LLkdzahZW1hFmUhKJktKYCWJFRilWFshGhp4UhKR+Qs1MZZUswDQhLhcrv/WrTt37gQRG1Ct+Pj4w4cPP3jwIDExsfJxExMTNze3OXPmODs7i3PpYBh+9OgRjuN1LomDIKhnz54uLi4y+o40PGLDcRxBkGorbQEtRps2bQIDjlUMC1d8HkiS1NTUrPO2xn/bNn093UmTJlc+mJeXt3Gj38RJk9o5tav96XQ6feyYsaNHjebxeARBoCgq2pspDqR1K0TfAE9MxJOSy8fbJAQ1MkTM2mIpqdj3ZKqTg6SahRUUKO0c+bfvYm/egogNaDEQBJGJ+S9A+q5fv7548eIfP36I5hb19PQYDAafz8/JyYmPjz99+vSdO3c2bdo0Y8aM2ufxYOEv2H0hcV53y5YttURsX79+ff78eatWrXr16pWenv748WMcL9/3VpMOHTrUvjGiuURs1Y6dAC2MioqK+DU9KuTm5pZvMsUE169f1dXVVRamBSHL9x1ACIzExcWdOn2qZ89edUZsIqKapPXtA4yglHaOWGys4P1HCUZsiIY6xbQ19+17IikZklzEBsEwxaUD7/JVwbsP9FEjJdas7KtIAQjIIvAdAVTryZMns2fPzs3NdXd3nzNnjq2tra6uLp1OFwgEubm58fHx//zzz6VLl5YuXaqmplZ7HjFSyMnJydbWts4hJJIkHRxq+7sdFha2aNGivn379urV6927d5Mn/2e44XdbtmyRjYgNAGryJf7L1GlTysrKcByPi4t7+vRp5UdxHLe3tze3EGvBZmFhYW5urjC7R0W5BUJVVU2ceRbUuT107AT24SM0rY5PXT0gCGpvC18Lxj59ont6SLLAqLUVrKKCf00giooQlf+lvgNEuVYAAGgZiouLfXx8cnNzlyxZsmnTpsrbyKhUqp6Qm5ubtbW1r6/v5s2bO3fubGhYR24BT0/P1atXN75v7du3nz9/vpOTk2jkb9myZQKBoNobD9GMU5cu5Zk1pQZEbEA1BAIBn89nMBgwDHO53GoXB9QyR2lrY3vl8hUBhq1fv05fT3/OnDmVH0UQpHXr1iYmrWq/9DiOnzlz5siRQ7l5eZXHWgQCbLz3+G3+2+q8faeYtYHV1YjkFLKgEFaT2GpLiqMjrKiIfYgq3yVQ6zK+ekGMDZE2pkRycnlWNkfJjd4BAAA0J8+ePXv16lXXrl3Xr19f065/FEWXLl0aFRV148aN8PDwqVNrzKAkWV2ERP9tY2Ozc+dOqDkBERtQjYMHD27w2RB8/bq2ls6gIQOLioqqrCTg8wXu7u4Xgy5Wu/NATU2tR4+eEASxylhq6mrduzUkY83jx48XL1lkbGw8bOgwpqJixTALhmMdhXXl64To66HmZnhSMvY9idqhvSQHw9TU8G/fiaxs1Fhi9ewQbW3Uwpz/7gOekEgBERsAAC0RSZKRkZEYho0bN06l1skEOTk5b2/vmzdvPn/+fNKkSSArBYjYgOo5OTnOmTPH2NiEyWROnTKVw+HA/93aSeC4haVFnR8hDw+PBl/iFy9eMJmKVy5ftbCwaHiR9TZtBC9fE0lJkOQiNlhBnmJnw78fjkVFSTBiK58RcLDnX72OvRcuZQOLRAEAaHEwDMvIyJCTkxMnf0ebNm1UVFR+/PjB5XIVFBSqPUe0MwDDMOiP4XA4VfYfCASCkpKSjx8/amtrd+7cGZIWMMYGVMPNrYebWw/Rf/v6+jXJNSIIXFNT06iu5Qu1gWGKkwN8+SoWFU0fI8kauNROLvwbt7F3H+nDhkq2WZjJFLx5T2I4TAWfTQAAWiCSJBEEqaUwdJW9xrXvJ9DT0+vcubOJiQn0B/z48WPz5s13794tKiqqkrKKIAgOh+Pv7w8iNkCGZWRmbNy4sW3btosXLd6zd8/bN28qCm6KEAQhL6+wbNkyG2ubWtrp1av39eDrr1696tW7d4M7g+jpwgrygmcR2KdoCe4YhXV0IBpV8PIVFhNLsa3tX1EviGlrRFOTSE/jBgTSRo1EtbQk1bLsA3sPAKAloFAompqabDY7PT29zpN//vxZUlKira1dS+LP/v37u7m5iZ/4SXwYhvn5+Z04cQJBEBUVleLiYhiGlZWV2UJUKtXDw6Ne5bYaD9zHAw1RUlJSXFKsr2eA/H9V9QoCPv/792/ywnwcP3/+jI//WpF3VwQncEWmIpv1bzX0mlhZWTnYO0yfMX3K1Km2trYU9N/fVYLATUxMbG3t6uykIOI5e70vxOHgaeml4ybKrVzO8B7b+NlG/sNH7PV+MIriCYklXuMUtvjRh0uiErBAwD15hsjKggQYZ+sO3tVg5sG9FPu6/5kAAACyAobhdu3awTAcHBzs5eVVSyiG4/j169cFAkGHDh1qGZCjCom2oH7+/NnBwaGiFLXI+fPnCYJwd3fXquc98Pfv32/fvq2np3fy5MmuXbtOmzbt1atXDx8+pNPphw8fPnToUN++faU5wPa/XCYNEBMT062ba15eXoNbAGQFm80uLCws+H8lJcWBgYFDhw3Nzc35/WQMw4TnlJAkWVJSkpeXm/eb/Px8Pp9f+4vevnNbW0eLSiv/oMIIRKGiov9BEDRz5gyCIGp/OsHlFfUfkq9rXDx+cun8xfmtzAtsnLD0H427EiSek1vUf3C+nknJlBklM+fmG5oWdu2Jpac3slmSJPkfowos7ArMbUsXLSseNT5PQ69k0jRCuFH3D3n77q2KqrKzc/vm/Ck+n3imT0i3S98vNHVHgHorLS11de368uULcO2Ayn78+GFpaUmlUgMCAmq5MufPn2cymSYmJl++fKnzAkZERPTs2VNeXj4sLKzy8eLiYmtrawiCOnbsGBoaWq834v79+1QqddGiRaIf9+7dS6PRnjx5QpKkQCAYM2aMnZ1dRkaGNN9cMMYG1BHQnzp1atPmjRkZGQwGA8MwHMepVCqHw+3bpw+NVs3tEYqiFYXLhPc6DawQ1cG5w+lTZ0T3ZOXZd/9/WowgCCMjozpTexDp6URSMmxowDx6AGEyS/ILsMdP8OjPqKFBY95yIjUN//IVtbNj7tsNMxglhZMEEc/xxG9oY9bbCeFx8URmJm2iN3PvTvx7Usn3pPLcbBmZaOs60qAAAADIEAMDg5UrV86aNWvp0qU/f/4cM2aMhYVF5bqFiYmJly9f3rlzJ4fDWbFiRZ1lqe/duzd16tRfv37p6ury+fzKD+E43r9/fz6f//r16/Hjx584cWLYMHGnRDgcDoIgrVr9+xfY1NSUIIj4+Hg3NzcKheLp6Xnv3r03b940ZoNdfYGIDahNfHy8r59P27ZmY8eOO3/+nLOzs5Oj0737935l/dq4cZNSXYU1uVwulUpt2K5sbW1td3f3Br895UU/aTSouBh/+4HQ1SbS0yEUhdXVG9zgv80yFWBFRSLrF/bpE6ygQPz4ITrSyGbLW1ZWgqg0IiUV/56ERUWTBQVI61Yws/rtUQAAALJrzJgx2dnZPj4+mzdvPn36tJWVlYGBgaKiIo/H+/XrV3R0dGpqKo1GW7NmzZQpU2pvKjs7e8OGDb9+/RozZszq1atFI2oVVFVVd+7cOWvWrE2bNp05c2bDhg2Ojo7GxmLVbmYymTAMczgc0Y86Ojry8vJJSUmiH3V1dXEcF2c1ngSBiA2ozatXrxgMxqGDhywtLX/+/KmurrZmzdpp06ZPnzH96dMn7du3r2WsiyTJmbNmZmVlDRkyxMnJydrKus4IT4IQbS2a53De0WOl02dBFApZVETt05vi2NjNB0jbNrQhg7jH/imdNB1CUbKoiO7lSbGTQJUSqoszpbsr/vxFycBhpEBAstk0j6EI2HwAAECLQ6PRVqxYYWVltX///ufPn4eHh1d+lEqldu/efdGiReKMh4WGhr5//75fv35Hjx5VVlau9hxTU9P9+/fn5uaGhobeunVrwYIF4nTS1NRUTU3t3r17M2bMUFVV1dDQUFdXj46OFggEVCpVlHNEylniQMQG1KaktERdXV1bW7v8DkNbOyEhAcMwLS0td/d+QUFBkydP1tDQrOm5MAy7urqePXN29epVdDrd1NS0nVO7fu7uXbt0VVVVFb/gIJ/PF+2sVlNTg2FY/E+I/OL5CFOec/Q4xGbTx42WX7oYbvR+IphCkV+2GJaX4125TmTn0Pq7y29Y2/hmy2NBLS2Fnf6czf78sAeIqqrc4gWMqZIrriXjqq26AQCATBs0aFCPHj2ioqK+fPny/fv3kpISOTk5ExMTBwcHJyenKhsIqkUQxLt372AYHjduXE3hmoiysvLEiRPv37//7t07DMPEyS1iZGTUr1+/U6dOjRgxYsOGDZ06dXJwcLh3756/v7+1tfXu3btF9XsgKQIRG1AbXV3d3NzclJQUNTU1fX2Dh48e5efna2trKykq5+fnFxUV1xKxQRA0beq0SRMnCQvDv3z27FlsXNzjJ4+5XG63bt19NvjU+buenZN9/Pjxy5cvJSZ+mzx5stdIr7179yxcuKi3ePk+YCUluaWLeMG3icxMuSWLEH09ibzZsKqK/NpVEF/AOXCI2qMbolXbFagXSutWjBlT+Q8eoVaWcvNmlW+4AAAAaLkUFBS6CjXs6QKBICcnR0FBoWK1WS0sLS2VlJR+/frF5/PFidhQFF2zZs3Pnz8fPHjQr18/Nze3WbNmPXr0yMfHR3TCoEGDOnXqBEkR+EoAatOlcxc5Oblx48fdvn2rXbt2P3/+OHDgQHh42IkT/ygoMJVVarunEaFQKLq6usOHj/D19Z00cZKWplZqSlpw8PW0tLTan5iXlzd79uytW7fYWNu0b9eOxWLp6OgUFBZMmOj97Nl/SsvXhiD/VPEA0Qe+1tSODSEaS0IRybcMAADQssAwTKFQCIKoUpOgFpW3ONSpTZs2QUFBly9fFi2q7tOnz+nTp93d3W1tbWfOnLlv376KbXbSASI2oDaGhoaHDx0xNDCIiY11cXEZM2bs7t27+/Vz/xQdPW/uXM1aB9ggCEpKTrp9+/bq1as6d+nc2rS1r58PQ46xYuWKy5evdOjQofbnhobeffAw/MyZs0FBFzt26sTn8y2trIKv39DT0z969Ki4NUkqZtMkPq32h+bpyP/tigUAAABqQaPRjI2N2Wx2YmJinRcqISGhpKREV1e3liRwv9PQ0PDy8rK3L18DDcOwh4dHSEjIu3fvAgICTE1NpfzugFlRoA7dunULDb3HZrMpFMrWLVsHDxqck5PTpk2b9u3rrtS5fv36i0EX9fR1hw4ZunLFCmtrG1NTUzFXsMV//Wpi3Mq9n7uwHkj5/ROB49ra2oMGDrwTEsLhcMRZ5SB7yiM2Qjgu+GeGBgFAimqvLwT8nQoLC3/+/Cn+4lRdXV1NzRpHB7p06UKhUK5evTp27Niaao+KUnVcvnyZIAhHR8dGbhdAhaCm0PCIDUFggUBQrwFGQEZRqVTRok55eflevXqJ/8RWrVq1bds2vyDvY9RHTS0tKpUqwASmrU1pNFqdz1VkMrlcbuXITBTqlbFYFBQVf+OCrBH9FYNBJXiRlvtGt3wwDMvJyYF3EKji9u3bM2aUZ0EX87do8+bNK1asqOkENzc3V1fXBw8erF+/3sfHp9r9BywWa/v27deuXWvTps2AAQNqebnk5OSPHz+K/5bZ2dmZmZlBzT9iMzY28fHxaZnjHICE+Pr4Tp0yNSnp+4cPHyIiI86dO6ugoKCrq9ehQ4dZM2cZGNSWzNbFpeOu3bv27Nmzfv160R99kiA+fvp0/fq1Af0HyMvLt8x3iRQOs8EgYgNknpyc3M6du8RZEg78VWg0mqqqqqikeu1nihL9ywlrHtZESUlp3bp18fHxe/fujYqKGjlyZLdu3Vq1aoUgCEEQmZmZT58+vXbtWnh4OJ1OX716de0B1u3btxcvXgyJbfPmzWvXroWaf8SmoKDQr1/DE5wCzVlJSUl5Qo2aP00kScrLyWtoaNT+kaNSqa2F+vTp6+09ITr60+kzp69eufbo0cOePXrWHrG5urrOmztv27btoaF3+QI+huFDhg6JfB5pamo6d+68lju4K1zHBsaVANmHIIiDg0NT9wJodkaOHDl06FDxzxeVDa1Fz549T506tWTJkqdCNBpNQYjD4ZSWloqqILRu3Xr9+vWTJk2qrSEIcnR0nD59OkmSYkaTLi4ukBSBdWxANa5evbpnzx6UgmAYLhCUFwCtcgImwHv0cAsICKx9CSebzY6NjY2IePb27duvCQlZWb9QFB0+YvjAAQNFCzlrQaPR1q5dZ2FpeeHChZiYz2w2+3vS94kTJs6bN9/c3LzFvm3lV1oYsoHZQAAAWiKKkGTbdHd3NzMzCwoKunbtWkJCQnFxcWFhIYqidDrd0dFxyJAhnp6e4kxfdheCmisQsQHVyMzM/PLlC51Bs7KysrWxQRBEgGGksPi66AQcJ1q1alXnXci06VMvBl1SVVNp1ap1N1fXXr17dXPtrqqqKuYIGZ1OHztm7OhRo3k8HkEQKIoyJJGrtnkjofLbu6buBQAAwJ9RUlKSnZ2toaEh2dQYrVu3Xrdu3fLly3/9+pWWliZaA21iYqKpqSnOymmZACI2oBpuPdwGDhr44cN7gUBApzMGCjGZzHpdLJIkndt3cG7v3KlTZ0sLS3GSt1ULQZDa1zG0zHVsgBBcPkMMrgYAtBzh4eGrVq1avHjx3LlzJd44nU43EZJssziO83g80WwpjUaT+BihmBq+GKisrOzOnTvipsUCZIprV9dbN29FRjyfNGnyr6zMxUsWGZsYjRw5Mijogjhpb0RgGF5cbknHjh0bHK79dUA5JqClEAgEFy5c+PnzZ1N3BGheioqKkpKScnNzpfy6GIax2ez6Bi15eXmBgYEDBw5s27atjo5O27ZtBwwYEBAQIP3+N2qMLS0tzd9/a5cuXdTU1CTaJaBZQFG0TZs2S5csXbhgYUxsTGRk5I0bwTNnztDU0nbp4DJw4EB39361l6iqFo/Ho9Fo4mz4j4uLu3TpEoIgJETiOE6SJAIjKKU8Cw4MwzbW1m5uPTQ0NKCWOCsK6lMBLQCPxzt06KCJiUnte4yAv41oVYykUppFR0eHhob26NGjY8eOFQcxDMNxnEqlVl6BExISsnfv3lmzZo0ZM0bMxlNSUubOnXvv3j3R3mcKhVJQUPBA6Pr164GBgTJTV5QkSSqVCio0t3gUCsXRwdHRwXH+vPkpqSm3bt48evTopUuXhnkMvXTxcu07DwiceBrx9Fti4sSJk1gslt9G30cPH1nb2KxZs8bBvo5NZFnZWZevXP6W+A2CIQMDfTl5+eLCopycXDqDrq2tlZeXp6mhefjwkYEDB0ItbVYUTAMCLYTwKxNMagPVkFSivjdv3qxZs2bz5s2VI7bAwMAjR47s2rWrf//+FQfT0tIiIiL69esnZst8Pn/Dhg337t3r16/frFmzOnXqxGQyy8rK3r17d/To0dDQ0NWrV58+fVqai3ZaaooEQPJKSkqiPkbFxsWSJEGjUTU1NOvcQHDt+rXhHh43b90kSfLUqVNHjhzR1dN98/bN3LlzMn9l1v5cWxtbayvr3r173bp5M+xeWNi9sPv3wzb4rFdTV1uyeEnI7ZC2bc18fDdkZNbRjkyOsQEAALRoOI5jGCYQQ+25dmFh5Ffly0i0ea6wsLDyQdHiM/GXoCUkJNy9e7d79+7nz58fNmyYtra2goJCed2dQYPOnz/v7u5+7969N2/eQFIEdh4AdUhPT4+K+njr9q3Q0FAej9fWzGzUqNHDhnnY2dnVniaHy+UeOXq4q2vXs2fOkSR57frVnj173r51J+pTlKfniKdPno4dO7aWpz948CA2Libkzt3KuTwcHR2Tvn+PiIxYuHCRuobG0GFD3r594zHMo6Vl9wA7DwAAaLlgGD59+vSTJ09qn6YTPTpz5sxx48bVq31RANfIYbyUlBQulzt27Njfl9+oqqpOmDDh4cOHsbGxbm5ukLSAiA2oBkmSZWWlT548vXX75uvXr9PT09u2bTtnzpw+vfva2dnVUrutssLCwqys7AULRqmpqcXExKSkpCxatJjBYFiYW6irq2fWNTb2OeazvLzC7ytgLCysrl6/WlZWZmhoqKSklJOT05LewvK/UGCv6O+X5d/iXQAAyDxYKFVInPPd3ZsmVz+DwYBhuKaYkk6nwzAs5VzuIGIDqhF8I3jlihU5uTlGRkbdu3cfOmSok5OTvLwChUIRCPjFxcXlqxhpVAX52kI3KpVKpVA4bDYEQe/evcUx3MnJSVTijcvlKijUUWZKT1f3588fUZ8+de3SpeJgYWHhg4fhrVu1UlBQiIqKKioqUlFRaWFvIYhNAABowUTVAry8vDw8POpcCk+SpKOjI9QU7O3tW7dufe7cueHDh1cpRc/n84ODgzU0NDp37izNLoGIDajGl7gvSUnJCFp+e/El7sunT58wAVb+Ifv/cALH8C5du+7ZvaeWzISqqqrOHZz/+ecfGp1+9swZfX09e1u7goKCAwf2FxUVWVlZ137p+/ZzPxpwdMJE70kTJto7OFBQSuK3hKtXryUmJpw/dz46OnrylMmKiorO7Z1b1FtIkhABZkUBAGjJSJK0t7cfPXo01IxpaWmtXbt27ty548ePX758eadOnVAUJUkyOTn54MGD169fX7x4sa6ublZWluh8KpWqpqYmqR0V1QIRG1ANc3Pz3r17IyiCYQIcJ+g0Op32nz2hGEbUuUEGRdGVK1YtXrLYx8eHyWRu2bxZR1fXa9TIWzdvL1q8qPK+nmpZWlicPHFy7bq1O3ftLCtjUSiooqKiubn5yRMn3d3737p1U1GRuWH9BilvrpYKELEBANDC4TgONW8PHz7cunUrj8cLF9LU1FRRUWGz2Tk5OQKBAIKgvUIVw4R2dnZhYWGSLeRQBYjYgGp4enoOHz689kuDCNV+jrm5+cWgiwkJCYqKipaWliQJTZ40ZeqUad27d689LYhI585dbt+6HRMTk5uXR6FQNNTVLSwslZXLk/H26NnTza2nsrJSS3v//h3HBAkRAAAAxEX57w5Q0Y9V9sbVWVH+tz/GpEAg0NHRKU8LSpIEQWAYRqfTjYyMREvxRNO7opNxHNfW1pZUkrmagIgNaGA0JiZlZeUOHTqI/huGocrZccShqKjUufP/1rFVUFJscbFa5YRsIGADAKCFElUdEA1TSUpSUtKLFy8qfhTtaYiLi9PV1a04mJCQUK82e/fuHRUVVcsJoglQUdBWnuMdQf50AVMQsQFAcwLqilZ/VcB+DABoITp06ODn5yeppBiEMFvbsWPHTp8+LQqeYBjm8/kQBG3atMnf37/ioChGrD27W2UIgjAYjNrP4fP54swXSQqI2ACgOfnf7g4AAIAWyEGolhPKysqYTKaYrWloaNjY2FRZFSeatawSnIkOamtri9nyy5cv09PThw8fXu3IWXZ29vbt2y0sLGbMmAFJC4jYAKC5If/obiMAAIDm4O3bt3fu3Jk2bZqxsXHFQZIkfX19U1NTZ82a1bt37zobcXd3d3FxEb9gpvgJoX7+/DllypQnT574+fnp6OhUfujJkyfr1q17+fLljh07ICkCERsANCegRBUAAC0dh8PZt2/ftm3bSkpKLC0tK0dsBQUFd+/e/fr16927d+fOnevr61v7eJuC0J/opJmZmbGx8bFjxz5+/Ojv7y8KHwsKCg4dOrRz586ysrKeQpAUgbqiANDcIjYYVKkCAKAFO3LkyPr168vKygYOHGhpaVn5IQUFhf3790+cOJEgiN27d+/YsUP88TPJcnBwCA4O9vLyev/+vaen565duyIiIkaPHu3j40On0zdv3nz16tV27dpBUgQiNtlDEERoaGhSUlJTd0QWCOcXy/8n6XnG8gURf6JZkixvVrqVT5ozGOybBYCWJTY2dvfu3XQ6/fDhw7du3apS0oDBYPTt2/f06dPHjx9XUlI6dOhQ5U2gUmZpaRkUFBQYGKiurr58+fI+ffo8fvzYw8MjPDx87dq1ampqUu4PmBWVPQiCnDt/znu8t6mpqUQaJCGIwPGa7mN+z/RBCDXstf50a3iVfwiOYyRJQCSGYQiO1z7nWHdrFWAYw3EMgjAcR2toth6tVWpWgGEYDGEkif232Xq1BsPwn04LBAAA0DDh4eG/fv2aIVRLGqnx48dHRUXt27fv3r17Xbt2rem0sLCwgwcP1jkOV3F3PXny5BEjRojfWxRF+/fvf+PGjeTkZD6fT6PROnXqVPvOiT8HRGyyJC8v7/Pnz3w+Py8v9+PHDzQa9X+/pCSEILC9g4OGuka92uTxeEuWLkn6/r3a7IICgcDBwWHTps0VjxIEsXjJ4sTEBApa718egUDQoUMHX1+/ik+pQCBYtGhhckpyw1rr2rXrunXrK46w2exFixf+/PkTRf4/XiFJLDGO5HEp06fCcoxatmEKBIKePXuuWLGy4khJScmiRQuzsrP+11oFFMUTEnFuKeXIAeTOTei3iFMgELi7uy9atLjiSH5+/qLFiwry82tLdIcgRHY2xi9Dwu9SRqRD/7/7SSAQDBk6dM7sORUnZmRkLF26pLSsFIGraY3L4w0ZMmT+vPk1vhAAAEBTwHE8NjaWQqEMHDiw9qyfCIJ4eHgEBATExMTweLyakmgkJyffvXtX/A64uLiIH7Gx2exLly5t3rw5JSWlXbt2zs7OwcHBK1aseP78+YYNG6Q8JdqoiK1ytl9AOr7Ef1m+YhmLxcrJyUlMTLx46WLFW0CSJI1GO3TosGtX13q1WVhY+PTpk5kzZxkZGv2eWIIgCE0NzcqfKxiGhwweUlxcDCP1nhAkCEJb6z87qxEEGTZsWGlpWUNawwk9Pd0qKa1HDPdksVn/m6wkCHbKDyK/QGHUaFhDvfbWDA0NKh+h0+kjvbw4HE61U5/8K9f5GVn0Lt2ovXpU21rltbQQBMnJyY0ZPYbH49a+Rg1//5Ed+5VqYc2YNKlya1WKcSkqKo4fP748vdBvrcEQ/OjRo/v374OIDWhydY8rA38ZDMPKysoYDIY41Zy0tLSYTGZJSYlAIKgpYhs4cOCdO3dqaoFGo5WVlZ06dSokJASCICMjI2dncUtRp6amrlix4urVqzAMT5o0yc/Pz8jIaPTo0evXr799+/abN29WrFgxY8YM8RORNGXERqVSSZIEky/S1KVzl8iI5wKBYMbMGZ4jPAcMGFD5URiGG5DKjyRJNTX14R7DDQz+E6/UBIbhXr16QRKComifPn0l1RqVSu3Xr1+Vg7x9RwkOX26oB6RZW8T2Ozqd3t+9xgoNZPx3zr2H8i4doWEe4rQmLy9f5f2qnpwi6+AxhpklWmuzSkpKgwYNrulRGIZPnzktTq8A4M9BEERDQ6O+pYGAlo1CoSgqKvL5/JKSkjpPZrFYPB6PwWDUEmkYCdX06Pfv3318fMLDwykUioeHh5+fX5WNDrX4+PHj1atXTUxMNm/ePHbsWNGte/fu3W/fvr1jx44DBw4sXbqUwWDMmfO/2Y8/reELnE1MTHbs3Kmk1FKLBTVHKIrKy8srKirKyckp/EZeXr5hATRJkhwOB2qRcJxDEBySxLkS/gdyBAIORHKFmbUliMflciGSQ2CNaoTHk1yPAKCBGAzGzp27LC2twBUEKqAoam5uzufzP3z4UOdleffuXWlpqYmJSZ21B34nEAgCAgJ69uwZFBSkpaV16NCh06dPix+uibrq7e0dEhIybty4yjMtKioqW7duvXr1qoODA5vNhqSo4WNsDAajU8dOEu0MIBYYhtevW6+uXr8RI0BGiKaQQAbdf4G9orILQRAzM7Om7gXQ7PTu3VtNTe3MmTMjRoywtrau6bS0tLRjx46hKNqtW7f67sqPjo728/O7ceMGBEGjRo3asGGDlVW97xz69OkzcODAKjXmK/Tv39/Ozq6srAySIpBEQPbAMGxqaip+4mZAlpDCMvAguwcAAC2UnZ3dqFGjkpOTZ8yY8erVqyoFpkQrnj9//jxr1qyoqKguXbr07VuPlTN8Pj8wMHDw4ME3btwwMjI6evToqVOnGhCuiZayVIRrOI5zhCqv4NfX1zc3N4ekCOwVBYDmBCzTBgCgRaNQKGvWrElKSgoPD+/du3fPnj27d+9uamrKYDD4fH56evqzZ88ePnxYXFxsYWGxe/duDQ1xEyDExMT4+PiIhta8vLx8fHwaFqtVVlRUdPXq1eDg4Li4OAMDgzt37iQlJR07dmzKlCmdO3eGpAtEbDKvoKAgODj46dMnPB5v7dp10dGfDAwMJbg5AJAqQnj3BsbYAABouQwMDE6dOuXj43P+/PkQoSon0Gi0UaNGrV+/vpZp08oEAsGJEye2bt3648cPAwOD9evXe3t7y8nJQY2TnZ29YMGCK1euiH4ULadLS0s7ceLEnTt3zp8/36dPH0gmZkWLi4vPnz9Xnl8AaDoxMTH93PsuXbr0zds3Dx4+KCgsePf+3dBhQwICjjY4LS3QpERVqsCbAMg8Pp9/+MjhlJSUpu4I0Bzp6ekdP348IiJi1apV7u7uzs7O9vb2Li4ugwYN2rBhw4sXLy5evChmuPb58+fRo0fPnj07Ozt70qRJz549mzFjRuPDNYIgtm3bduXKlcGDB4eEhHTr1g3HcQzDXF1d58yZk5+fv3bt2uzsbEgmxtjS09MPHz48YMBA6RdqAERYLJbfJr+ioqJr168x6IzpM6bRaLS1a9aVlJRs9d/ao0dPcabYSZIkCALkTGou/o2zGxWyNaaMBABICp/PP3furIO9Q6tWrcBVBarlLCTKMS5KuiZOnrbKnj17Nnny5JSUFARBOnfu3LFjx5cvX0ZEREDVIUnS2dnZxsYGEkNqaurVq1ednZ1PnDihqal55MgRkiRxHNfT09u7d29JScnVq1ffvXs3aNAgqPlHbDAM02g08E3fhH5l/Xr/7t28ufP79O4TFxdXfoiEdHV1ly9b8fjx46ioj+JEbFQqVVlZuQGJ3IA/qHHlSplMppJii0q7A/7OyCgalYbUPzk28BdqcPaDuLg40TguQRBPhWo/39/fX8yILTExMS8vb86cOZqamlVKBtBotCFDhly6dCk5ORmSIrCOTYaJxsbU1MvHOCtvt1FUVGQwGBwuV5xG1NTUdu/araen9yd7CoiLJMr3ijagAkRl3bp1A1kVAABongiCwHEcRdHaq1SJBt5+/Pihp6enpaVV0zmWlpZjx46tXP6n9jbFDNcqElvKy8tX+yiVSkUQRMqzGSBik2GaGprGJibXr18b6TlSTk5ONOoJQdDTZ08LCwtbm4g1E4GiaON30wASI/pz07gxNiUhiXUJAABAcsLCwrZt2zZ16tQJEyZUHExNTU1OTra2ttbW/l8lw+Dg4Pnz52/cuHHFihU1tdajRw83NzfxX1381G76+vpUKvX9+/ckSVY8q+I/IiIiCILQ19eHpAjkY5Nhqqqq06ZOi3j2bPhwj5OnTrBYrLt3Q1atXrVs2bJurt3aO7dv6g4CDd55AD6YAAC0TBkZGREREVXmE8+fP9+/f//Hjx9XPohhGI/Hw7A6asDA9SF+Py0sLJycnIKDg8+fPy/qAwzDCIIIBIKTQiYmJlIuBg/G2GTbBO8JBE7s27/3wIEDbBZn46ZNampqgwYN2rRpk4KC9MrTAhLO7gEAANBCiSZDq9RUFAgEfD6/SnAmCrDqW/BAUphM5tq1a8eMGTNp0qQzZ858+/aNxWL5+Ph8+fIlMjISRVF/f//WrVtDUgQiNpk3adKkAQMGxH+NLyoqQlFUX0/P1taupsIagGzMioLF2hXg8v+R/xbvAgCgZWpwcMZmswsLC8U/X1lZmckUdzijb9++Z8+eXbNmzaNHj0RHAgMDRROmy5cvnzp1KiRd4Hu9JdASathzMQx79+6dk5MT2C7ajKpUNe6eMjs7OzU1xcWlo+S6BQAA0Bxdvnx5zpw5tW84EM1mivYlbNmyZfHixeK3P3DgQFdX1+fPn3/8+LG4uJjBYJiZmfXs2VPKK9hEQMTWEpSWltJoNDqdjmEYh8NRVFQU/7kFBQVLly29cP4CyJnUnHYeNGodW2Rk5Lnz527dvCWxXgEAADRLNBpNRUWlloiNRqOx2ez8/HzRj3WuivudkpLSACGoqYEFzrItJydnwYL5Fhbmz56VJ6H58uVLBxfn6TOmp6WlidkCjuMwDIPaFc2GBKb/RO+pJDoDAADQrI0aNSopKSm5OikpKT9//rx8+XL79uX78FAUHTVq1JAhQyCZBcbYZBiPx9u0aePxf45PmTLF1tYWgiAjI6OxY8ft2bM7I+Nn0IWLKioq4rRT3x00wB/eeVA+gt+YNsAbCgDAX4IiVO1Dok2dW7ZsSU9PNzIyWr169cSJExtfvaoJgTE2GfYrMzM0NHTevPlHDh/V1S1PgauiorJ+3frjx/958+bNm7dvmrqDQINnRcGlAwCgJaNSqb//KEopWtM59RITE+Pl5TVz5sz09HQvL6/79+/PmjVLpsM1MMYm23gCvgAT2NnZVTnewdlZTU3tV2ZmE/ULaOKdBy0JDKJXAGhxYBgOCwtjs9mi9WcwDIsqgV66dCkuLk5USABBkA8fPjRgA6lAIDhx4sTWrVt//PhhYGCwfv16b29vWY/VRMCsqAxTU1XT0dZ59vTpuLHjKue2+fw5pqioSEdHp0l7BzRZzQMAAIBmXl+x2hqgN4SqHKzXXoHPnz/7+vqKGhk9evT69etbUlEfELHJMHV19VGjR23YsAHDcS8vLyNDwzIW69XLlwcOHrCwsHB27tDUHQTqjxRWqQMRGwAALZSVldXs2bN/r8gJw3C1Wz6dnZ3FaZbP5586dWrLli0/fvwQrVqbMGFCTVVBZRSI2GQYgiDz5s4vKS4NDAw8e+YsjAi/7mGoh5vb7t271dXVm7qDQP0JpwhAlSoAAFqqzkKSbTMmJsbHx+fGjRswDI8aNcrPz8/c3BxqcUDEJtvodLqfn9/IkSOjoz/9zPhJo9HMzMw7deykpqbW1F0DGgTsPAAAABAbXzi05u/vn5aWZmhouG7duvHjx8vLy9eUoa1hiRFwHOfz+RAEMRiMJiycBSK2lsBGqKl7AUjAv39lwKwoAACAGK5duzZ79mySJBEE0dbWjoyMfPLkye9TrhV/YL29vQcPHiz+pS0qKrp69WpwcHBcXJyBgcGdO3eSkpKOHTs2ZcoUiY8U/sGIjSRJ0fpBifYHAP5u/+4VBWl3gJYAwzDwHQH80UqgLBZL9DtGEMR7odpbc3JyEj9iy87OXrBgwZUrV0Q/igbY0tLSTpw4cefOnfPnz/fp0weSiYiNTqfLy8s3Jl0K0DBFRUXPXzw30DewtrZ+9+5dVnYW+t+EqyRZnsama9euysrK4CLLGDArCrQUCIIYGxuLvuQAoMK1a9dmzZpV0zDY75VAN27cuGzZsprOdHNzO3v2rPg3Bu3atRPzTIIgtm3bduXKlcGDB8+cOXPHjh0/f/7EMMzV1XXOnDmBgYFr1661s7PT1taWgYjNxMRkx46dSkpKEu0PULfk5OSxY8eMGT1m+/Ydfn6+4eEPqozIkASkrKL05PFTR0dHcEFlsOYBBCEguwcg8+Tk5Hbu3AW2QAHVVgKtJWKjUqkcDkfMSqBthf7ERU5NTb169aqzs/OJEyc0NTWPHDlCkiSO43p6env37i0pKbl69eq7d+8GDRoENf+IjUaj2dvbS7QzgFjMzMxC797T0tJiMpk7d+5avTofrjqJRlIolD/0SyxjUPRPrQlrXCGpmpstnxOF4P9l1wMAGQXDsIGBQVP3Amh2PD09ayruCcMwlUr98OGDn5/fvXv3UBQdPnz4sGHDGvAqJEk2cn9AYmJiXl7enDlzNDU1SaGKh2g02pAhQy5dupScnAxJEdh5IHuYTGbXrl1F//17wQOgMuxLPFlSIvGgjSguxpNTypuV7DpOkiR+/iz/fwX/3lwCAAD8PZVAMQw7ffr0li1bUlNTDQ0NV61aNWnSJPFzqhUWFoaHh7948SI9PZ3L5dLpdD09vS5duvTp06cBc5c8Hg+CoJpenUqlIghS+9yuxIGIDWhBMBxPSUYMDGG58qUzvFt32Ov9yKIiiEYjG/e5wn/8hGk0RFur/L/Tf5bNW4B/+lzerKAeybh/R5aUEDm5aBvT8v/mcDi79vLOX4SoVDw1nRQIYLBIFJRYBYC/RmxsrI+PT3BwsGgczs/PT/xyBRwO5/Tp0/v27UtMTKzyUEBAgJGR0fz582fMmFGvdVz6+vpUKvX9+/eVh+sq/iMiIoIgCH19fUiKQMQmw/h8fmJioqGhIdhh8O8Fef6CtXy13LzZjInjyeJizs49ZGEhRKeXf8waMYlJ5OayliyHVVSY+3fD8vLcwGPY2/ewoiIkEMC0Ru284f5zinf1OvPYEYqtjeDNW+7JMxCKlAdqBCHh0TsZRwozCwMA0CJhGHby5MktW7akp6fr6+uvXbt24sSJ4g+tcTicdevW7dmzB4KgNm3adO/e3cLCQklJicViJSUlPX36NC4ubvny5bGxsfv37xf/69LCwsLJySk4OLhfv35jxoyp2A8hEAjOnTt38uRJExMT8fcxNHHEVlBQcCHowswZM2k0mkS7BIiLy+EuXLggNTXV29t74MBBjo6ONQ01/y3YbDLzF/9eGGPCOCwunsj8hdpYEzm55cNsjUBiOJFXQMZ9wZNT0NatsM8xsKYGYmCAR0U3sr9kSSn+NZH/4BHF1gb/EEXyeBQnB+J7EgjXgBaAx+ft2rnTy8urbVuzpu4L0HzFxsb6+vpev34dgiAvL68NGzZYW1vXq4UjR47s2bNHQ0Nj7dq1kyZNUlFRqfxoWVnZ1atX169ff+bMGQMDAz8/v8pluGvBZDLXrl07ZsyYSZMmnTlz5tu3bywWy8fH58uXL5GRkSiK+vv7t27dGpKihg88ZGRkBAVdKCkpkWh/gHqQl5efP3++ubnFjp073Pv3GzhowPF/jufk5Py1F5Hi5AirqeBxX4jSUlhZCaJQiNw8ks9v5Do2VEsLNW9LZOUQ35NhGh2Wl4dYLKi4uDxxWuOgHdpDCIJ/ji2/e1NWhnCcLCgicQJk0AVaAAFfEBISkpub29QdAZopgUBw/PjxgQMHXr9+3dDQ8PDhw6dOnapvuJacnHzo0CF5efnDhw8vWrSoSrgmCrwmT54cEBCgrq5+8uTJmJgY8Rvv27fv2bNnbWxsHj16lJ6enp+fHxgYGBkZqa+vv3v37qlTp0LS1fCIDYZhGpXWVLUagPIAhUoZNszjzp07MZ9jV69ajQmwNWtX29nbzp0398mTx1wuV8yr1GJSXCLaWmgbU7KwEP/0mWJlSe3amUhPh0pKyicZGwNFKHa2EAUVfPwIUVDasCEQHyN+/CxvtnEtU9qYIibG+LfvREYmtXdP1NQUT04hy8oaPyvaYt5TQKZRqVTwHQFUKy4ubsyYMTNmzEhPTx85cmRYWNicOXMaULg9LCwsNTV19OjRI0eOrOW0QYMGTZky5devX/fv3xe/cQzDBg4cGBkZeffu3U2bNi1btmzdunVnz5598+bNwoULpT/BCFKryzwURU1NTZctW/7o0eP7ofdnzpx14cL5YR7Dvn379td9u8MwpX07ks/H3n+AYFh+ow9t5AiYToc1NGCFev8hqIzi6AAzmdiHTySfT/ccLrd6OaytBcvLI1rlexEaDDE0RNuaEimpeOI31MRYYac/xckBplLLG2/EBHdL+o6EwXgjALQsfD6/YmhNX1//6NGjp06dsrS0JGtWU1MEQURFRaEo6u7uXuffvX79+tFotE+fPgkEAnH6mZGRMXHixFOnTikpKQ0YMGDdunU7d+7ctGmTt7e3lDccVPi7lz21IBkZGbGxMY8eP759+xZBEM7OHWop61GZmrragvkL9PT0oBaB0q4dhOPYp2iIIFADfcVD+/CfGbC8HKKm1qhmba1hNVU8MZHMyUEMDOTmzmKM9iJYLNSgUZ9bWI5BsbEWhD8UfIqm9uhO7dJJKfgykfkL0dUpzyTXUJ06dWIqivXuy46WclMBAH+94ODg2bNn4ziOIIiOjs6LFy+ePXtWSyXQcePGDR06tNpHBQJBQUGBvLy8OF9hurq6ioqKubm5fD5fnHJNcXFxFy9eNDY2bj7vGIjYZFthYeGjx4/u3r376tXLlJQUTU3N4R7Dhw4b1s6p3e/T+dWi0+ijR4+GWgrUxAjR0yPS0olfWYi+HgTDqKEEcnjCTCbFxpr/4JEgKpouTAoKq6uh6o2KAkUo7duVj969eUfiOIyiMIOBtm7VyDYNhBrfNwAAAIljs9mi+IwgiA9CtZ9vb29fU8SGIAiNRsMwTJQ7rXZ8IRqNJubOAwRBqFSqgoIC1GyAiE2GlZWVTZg4IeROiLaOtqurq6+Pn3u/fiqqqtBfDDHQRy3MsLcfsO9JNH1JDhxSXJz5d+5i797TBw+UYLPU9k6wigr2OYbML4C1NCXYMgAAQDPUrVu3M2fOiLkahyTJWjJoUKlUY2NjDocTHR3ds2fP2puKjo4uLS1t3bo1XZjyqU4dO3b08PA4d+6cg4NDhw4dNDWb/u8ziNhkGunk6Ni7d+/evXrXd39NSwUzmaiZmeDBYzwhEeruKsGWKTbWMI2GxyeQPB4s3gdeHLCaGmppgb18hX36ROvbR1LNAgAANE9thCTVWteuXWk0WlBQ0Pjx42sJqgoLC8+dO4eiqKurq5grfdPT0+Xl5dPT0728vCwsLDQ1Nel0epXnTpkypaaKW38CiNhkGJPJ9PHxRf5QgUuZRXGwh5gK+McoCMcbsxqsCsTIEGndCk9NJdLSUTPJ1WxFEGrnjoIHjwSv3oCIDQAAoF66d+/eo0ePsLCwlStX7ty5U11d/fdzCgoKVq9e/ejRo549e/bt21fMlr9+/Xr+/HkMw0iS/PjxY7XndO7cGURsgJhgpLxwePm4MYtVVlRUrK6uTqFQxFlTWYEkyaKiIhUVlRazwZDiYIcoMrFP0SSbXV6ZQEIQPT3E1FQQFo6npEoyYoMgir0tRKfhX+JJLhdmlNfXaiQ+n19WVqbWuM0WzUYL+bUEAOCPjVz4JCQknDp16tu3bxMnTuzZs6eOjg6CICRJiiqNnj59+tmzZ3p6er6+vuL/YezSpUtISAiO4zV9OZIkKX4dLYkAY2wyLzw8PCAwICLiGZVKvRh06datm3QGfcXyFWpq1dxq/K6goGDCxAmBAQEGBoZQi4C0boXo6+OJ3/Ck5PLxNgmBqVSKtZUgJBSPiYH6SXL6Em3VqjwT27ckIjUNtTBvfIPh4eFXrl45e+asJHoHAAAgSYmJic+fPxc/q5Szs7OdnV0tJ3Tq1OnMmTOLFi16LsRgMFRUVJSUlHg8Xl5eHovFgiDI0dFx586drq71WCqjra0t/oCcdICITbZduXJl1uyZhoZGgwcNfvT4EYIiJq1arV69qiC/4MCBgwwxBmz4fH5hYSGbzYFaChhFKY6OWGyc4P1HCUZsovlWWJEp+BDFwLDG5EurAtHXQ9uY8u+GYknJEonYWCxWcXGxJLoGAAAgYY8fP549e7b45/v4+NQesUHC3Qy3bt26ePHi5cuXv3z5kp2dnZWVBUEQjUZzcHAYNWrUuHHjDA1lflQCRGwyLC8vb8/e3Z06dgoKupiRkfH6zWsERhbMX4Ai6Aaf9RMnTurSpYs47SAI0mKmRP9X/emfE9iHj9C0yRJslupkDysr4TGxZHExXN1qiQaiUCgOdvy7ofiHj9CA/o2fBhSVK5ZM3wAAACTKxsZmypQpBEFU+70DwzCFQvn06dP79+8JgkBRVMx0tYaGhitWrFi0aFFmZmZycnJJSYmcnFyrVq2MjY3F3BxaX+np6RQKRZrZTEHEJsPy8vMyMjKmT5uhrKyclpYmGmSGYXjAgP579+35nvRdzIit5WHY2fA0NYnkFLKgEFaTWLoTWEMDbdMGef8B+ZoIdekkqWYhCJLr5oofPIK9eU8KBDCtHssQAQAAZEtXoVpOuHDhQmRkJEEQBgYGa9eu9fLyEr9xGo1mIiSJnpZXqbp9+/b9+/eLiopE37Ci/0sQBIfDSU5OnjNnzsKFCyFpARGbDKPT6QwGo6i4qKIwkej/8nh8gUBApUj1i7+4uPjTp098Pl9TU8PBwRGCoOyc7C9xX0iSEC0eJwhCX1/f0tISgqCsrKzY2BgE+XcjJ0EQhoaG5ublE4Jpaenfv38T/WsgCMJxvE2bNq1alSeVTU1J+Z6UVDF6RJJk27ZtjYyMIAhKSEz4kZ5e0SBWUGCsrqrz4yeelPwtj5mR/uP/n1X+YbOxsdUSVpeKiYnJysr6/2yKJAwjdnZ2oq1GHz9+LCwsgOF/nwXDcLt27ZWUlOAO7d8+ecK5dFGOzy3vAUnS6DR7O3slJSWCIF6/fs3hcP7/xpFEELRLly5UKpXL5X769InFKhM1SJKEggLTwcGBwWDw+fxXr17xS4phGLJOTGT+yoSbU4ptAAAAqYmJifH19Q0ODoYgaOTIkRs2bLCxsWlkm2VlZWJWAPrd/v37V61ahWFYtY8aGhpKOUkbiNhkmI62joOj47FjgT3c3Cjl8RlMkiSPxz3+z3E+j29jI70MbQKBwNfX99mzp0wms2OnTqKILT4+ftv2bRiGiSIYPp8/ePBgCwsLGIZjY2P9Nm6sGKkWCATDh3uIIrY3b14FBASUb4IVRZ9c7vTpM0QRW+SL58ePH68ovovj+KxZs0QRW1hY2NWrVysa5MLQYi7HoLCQSEoOyc0KuX7t3/2zJAnB0Ib1PqKI7Xrw9UcPH9KFq/1IkqRQKJs2blJXVydJ8sKF8x8+fqQIF6uRJImi6KGDh5SUlDA7myvcsthrVxjxcRAM4ziurq6+ZcsWUcR2+MihX5m/EGEISJIknUa/eOmiMlW5qKgoMDAgJTVV1CCGYa1MWm3bto3BYJSVle3avauYxWpFCtZxCc13HxEQsVXyb/ALilQBQIvG5/PPnDmzefPm9PR0AwODNWvWTJw4sV6F4d+8eRMSEjJ9+nTRl4IIQRAbNmz48ePHrFmzevXqVa8u/fr16/jx4zAML1mypFu3btu2bcvIyPD39+dwOCdPnnz//v3GjRs9PT0haSIbKiYmpls317y8vAa3ADTehw8fLK0slJQVu3TtrKqm0rdfHzt7WzqDtmXLZhzHxWkhMzOzS9cuiYmJjekGh8Pp26/PjRs3OBwOj8cTHcQwjPNffD6/zocEAkGVhwQCQZ0P8fn8Kg+VBR7P1zYsW76az+NVeUiUX6faZ1VcNN5vzxI9JPiakG3vnNWle1lioug4l8uteBaXy63yLIIgSJIkCKLKQ1wut+Ih0ZGiwOO5Klply1aRjXb58uVhHsPqPO3tu7cqqsrOzu2b86f4atKlvne7n0k42dQdAeqttLTU1bXry5cvwLUDahcbGzt8+HBRTOLp6RkbG1uvK8Zmszdt2qQozOV06dKlyg/l5uaamZmVrzyRk1u+fHlZWZn4zT59+pROp48aNUr0F37jxo2Kioqivv38+bNjx46DBg2qV4ONB8bYZJuTk9O1q9dPnjwRFh5GoVCio6OtraxXnFg5YsQIKa89F03RVt6digpVe3ItD1GE6vsQVajyEax9e56iouBjlAJOUOUYYj6rQsVIXtWe6+vJtWmDvX1Hz86htK2ala2m9a0wDNfykOiiUe3tipWU8IREsqQEVlKq9mQAAICWBMOwkydPbtmyJT09XV9ff+3atfUdWoMg6ODBgz4+PhAEiaZxKj+koKBw4MCBoKCgixcv7ty5U0FBYcOGDWLutCssLCRJ0tnZWfRl2rZtWxaL9enTJ2tra319/YkTJ65fv/79+/fdu3eHpAVsKJN5VlZWu3btfv/uQ0pyanJSSlhY+Lix4xh0CSRiFR+VSl22bLm9vSRTaTQSamUBa6gT35PxzEwJNgszmYiFGV5SLIj9IsFmy1s2MUHM2mLfk/DkZMm2DAAA0AzFxsaOHj165syZokpQYWFhs2fPrm+49vnz5z179sjJyQUEBNy4caPK15CcnFy/fv3OnDkTGBioqKh48ODBV69eidkyjUZDEKRicMHAwEBOTi4hIUH0o42NDZ/P//JFwl8EfypiI0lSNFQo0f4ADUSn0xUUFOTl5WsahfqjUBTt5tpNV1cXajZgBoNiZ0vyedjHKMnXVGAysahP5VWwJAfR1EDN2pC/svDEJAk2C/yFeDweQRBQMyBat9DUvQCaHT6ff/z48UGDBl2/fr1169bHjx+/cOFCw6pjh4WFZWdnT5gwYdq0aTVN3UAQNHHixEmTJuXn59+/f1/MlvX19el0+ufPn0U/amhoKCkpJSYmin7k8XgCgYDL5UIyEbHJy8tramrWNHkE/G14PB4u0Qim8aguzhCXK3j7XrLNUto7QUwm9jGKZLEl2S6CUJ3aQXSa4O07sNIeEB9JkpHPI48ePVoitGLlCkcnR0/PEW/fvm3ay4iiqJW1lYJCA7fpAS1VWlra+PHjZ8yYkZaW1q5duz179vTs2TMlJSWhOl+/fi0oKKipKQzDYmNjqVTqwIEDa5/rRBDEw8ODRqN9/vyZz+eL08+2bdu2b98+KChoy5YtP3780NXVbdOmTURExIMHD9LS0i5cuMDn83V0dCApavh4jLGx8c6du0Rr/QBpyszMPHX6VFlZmWhyHUVRBEYIgsAJHIZgBC0/SKVQp02bJrVBLz6f7+O7wWPYcBcXF6jZQK0sYTl5/Nu38gKj9Rxpr61ZAwPE0IAor4KVRHF0kOSnsUM7mMnE3r0neTyJFBhtQcA4TY3uht6dNGmitbX16NGjr1y5sm/f3i6du8bExsycNSM4+GYrCSWmagAGg7Fzx64GJ1YAWqoHDx5cvXpV9N8/f/5cvHixQCCo6WSSJFevXj137txqH8UwrKysjMFgqKrWnXdTW1ubyWSWlpYKBAJxBpvk5eUXLVoUHR29bt06Op2+bNkyT0/PhQsXjhkzRkNDIyEhwdzcvEOHDpBMRGwUCqVNmzYS7QwgloKCgitXLufn5aMoSqFQsnOyWWVsCg3VUNfAcTw3J698R0I7x5EjR0otYiMIIioqyrVrN6g5QQ0MUDNTIjW9vF6nVXkeOMmgUKgd2nM/xwjefpBsxIaamyH6+sSPH3hyCkWCHQZaLh6PFxgYYGNje/XKVTk5uWvXr7Zr1+7OnTvJSUnuA9wfPXo4beq0puobDMPiV90G/h4qKipt2rQRTdzjQrXskyPJ8nSYNT1KoVAUFRX5fH5JSUmdr1tWVsbj8eTk5GqZPK1i0KBBwcHBx48fF204nTJlSkpKyoULF75//25lZeXv729qagpJEdgrKnvatGlz9co1UZ6zly9f+Pv7D50xdODAQeoa6gSOf/2asH3HNktLKwMDA2n2SrRIE2pOEH191Nwcu35T8O4Dam4Gif0prROlgzN09Bj26jXpPUaCo3cwjUZp78RLSBQ8iwARGyCOMhYrNTV1gvcETU3N70nfY2Njp0yZwmQyW5ua6uvr//zxA1xGoLnp27evvb197aFYBZIka8lSS6FQzM3NeTzehw8f3N3da2/q3bt3LBarvkWrXIVEa36YTOauXbsmTZpUVFTUunVr6RcqBRGb7GEwGKJ4n8ViLVm6eNDgwbt376l41NHRSVVVddr0qe/fv3dzc4P+YkReLpGXD1FQtu8mfli4/NpVFGsrCbSLCfCEREheXvD4SXHfgXJLFtGHDYYkEa0KXr/GoqJgFOHsP0xk/pJfvhRWAqsOgNpQUJRGo5WVlUEQ9CkqqqSkxKVD+coELpcrTPUOfn+AZkdJSFKt9enTZ8eOHadOnRoxYkSV1B6VpaSkHD9+nEKhuLq6NqCOdsWwHIqiTZgVoVFfM2ATUNNK//EjJibGybG8wEBlVlaWDAY9WbpJIgQCQTPZnvYvkmRv3oa9eAkrK8FycoLHT1kr1pDCL7ZG4t0K4R4JhGm08qrw6T/Ya9ZLZHMDnprOWrUeT/gGKytDOM4NPME5Gtj4ZmUf/P+FD4BqMJnMrl1dz104f+jQwX379unp6dna2pWUlBw+cjgzM9PW1rZprxrIJwCIg8vl5ubmpqSkZGVlcTiceoUW9vb2Xl5eSUlJ06dPf/Pmze8b4AiCiI6OnjlzZnR0tKura58+fWT3TWl4xJadnb158yYejyfR/gD1oKAgr6Cg8ObNmyrHX79+U1RUbGCgL7WriSCItbW1OGs/pYbIyBA8eASrqytdDlJ+Ek5xsMc/RWPvPjS2XQzj37lLstlya1aqvI6UmzKJyM0T3AtrfIexV6/x6M+03j2VIx8zjxyAlZT44Q+J7JzGt9wCgH0HNUFRdPGixY4ODj4+PqlpacuXLTc2Nl66dMnmzZsnTphYe73tP43L5a5cueJLvFQTVgEyhMPh3L17d/Lkyba2tiYmJpaWlq1bt7awsBg3btyVK1eKi4vFaYRKpa5bt65Xr17Pnz/v1auXh4fHrl27bt68ee/evVu3bh08eNDT07Nbt24PHjywtLTcvXu3qHK0jGr4rGh2dva9e/dmz55TrylhQIL0dPWGDB5y5OgRnMAHDx6io61dWFgUERkRGBjo4tKxY8eOUrvaNBrN18evcsGDJkfy+BBOwAwGoqcDq6nBTGb5mDCvsblzSIIg+QIIQVAtTZjBgNVUIQQhJXHfQvL5EEHCioqImiqiqQHTaZBAAGE1bqECABETE5Mzp89++fKFqaBgaWUFw/CoUaM9PDzc3HrUNxmpZGEY9vLly4rqQwBQWUpKyurVq69evSqanKFSqSiK4jieLnTx4kV3d3d/f38Hh7p3dxkaGp45c2bDhg1BQUF3hKqcQKPRxowZs27dOisrSSyMkcWIDUEQKpXagPlgQFIoFMqaNWs5XM7FoEuBAcfKb7gpiKqK6oCBA/x8NyopKUvzUje3PC+IsRHqYC948qR04jSYqYi9eYsYGlLatWtkszCNRu3WVfD4CctnI+fUGSLxOyzHoHSTwEgGpb0TYmzED7lXUlhIZP4icnIY/fogenqNbxlo8ZhMZuUsA71794aaBwqFAr4jgN+lpqaOHz/+5cuXOjo6w4YN69Wrl4WFhZKSEovFSk5Ofvr06fXr1+/fv5+SknLp0iVxgjZ9ff0TJ07MmjXr+vXr0dHR+fn5fD6fwWBoaWm1a9du0KBBTk5OLeBXEew8kG2qqqoH9h+cOmXqt2/fWWyWurq6oYGBnZ29+LuXJYIgiHfv3rVq1UpLSwtqHmAKRX79SlZpMR79GSJJxNBAfuMGRFOj8S0zxo3Gvybybtwkc/MgBp0xfzathwR2eFAsLeTWruRs9seeRkAwQu3hxliyEJL9PzEAAACV4Ti+devWly9fdu7cee/evVVSmllaWg4cOHDq1KmLFy++f/++n5/fuXPnxMzq5yxEkmRBQYFAIGAwGCoqKi3p4oOITeYhCOLo6OTo6NSwp5Mk2fhKMnw+f6v/ltmz5tS5v1qaKDY2ipcuFPcZQGZnM08EUmwaUgLld7CiosL2zUROtuBJBNN/M33kCIk0CyEIY9RIRFW1dMoMSjtH5vEjiHIDR0lxAsfAdOpfJiUlJf5rfFZWVjfXbgRJ0Gl0Y2Pjpu4UAFTj3bt3ly9fNjY2Pn78eE3TlBYWFoGBgcOGDbt3797Tp08HDRok/qWEYVimF6vVonkl0AKkT0lJqW/fvo3//W6em8IQRSZMpZZ/giW7K4JKhel0GEEQSY8pwioqMIqWr5BrxAokS0vLPr1leD9UZWCMsU58Pn/37t29+/QeNmzo1ClT379/d/rUqf793R88eCCNdwgA6unJkyclJSXe3t61ryozMjKaNm0aj8d78uRJ8/ly4fP5SUlJv379apIugYjtb8dkMjf6bWx8xNZMlwhUJByRbOYRkvy39KfEE5qIGqxov0Ec7B0WLFgItSTN5c91c3Ts+DEfvw1ubt3PnjlnaWWBIOioUaM1NDXmzJ39NT6+qXsHAP+BYdjXr19pNFqnTp3qvDQdO3ZUVFSMj49vqqwUGIbdu3fP19f3169fEAR9+/Zt4MCBVlZW5ubmkydPzszMlHJ/QMQGNNdgCwCAurBYrCtXLvfu1ef4sX/69utLp9MJAre3tz9y+AibxX767Cm4hECzQhAEl8ul0WjiJNGVl5dnMBgsFgvDMKgpnD9/fvjw4Xv27MnKysJx3N/f/+HDh3JyclQq9cyZM+vXr+dyG5t/oF5AxAZIBo/H+z11IQAAfxSPx83Ly2vfrj2CIHwev2KmxqRVK30D/V9ZWeD6A80KhUJRUlLicrn5+fl1nlxUVMRisVRUVKhUKiR1+fn5e/fupVKpa9asMTU1TUxMDA0N1dTUvH37dnR0dK9evYKDg6OioqTZJRCxARJApVIXL1psZ2cHriYASBODwdDR0Yn6VP61QafTYRgW7RPPyc7Jzs5WB4XYgWYGQRBzc3MMwyIiIuo8OSIigs1mW1lZ0Wg0SOoSExO/f/8+ZsyYVatWKSkpvX37Njs728XFpVOnTgYGBt7e3iwWKy4uTppdAhEbUD5M3cirgKJo//4DjIyMwNVsJgRNNIkASJm8vMJIz5H3799buXLF+w/v+XxBVlbW6zevly1bShBE9+5/dWVhoHnq3bu3pqbm+fPnX758Wctpnz59OnbsmJKSUr9+/Zpk6U52djaO4zY2NqIfnz9/DkFQp06dRAN+GhoaCIKUlpZKs0sgYpNhxcXF165de/++UUUtS0tLV61emZeX18jOEATRfLbz/OVevnzpv3UL1CKI/lKTYOtBzbzHT5gze86BgwdGjfL6+jXeb6Nfv359IyIjtmzZ2uR1RQHgd7a2tuPHj8/JyZkzZ05ERMTvQwYkSb569WrGjBlJSUmjRo3q3Llzk1xGBoNBkiSLxRJ9Ub57945Kpbq4uIge/fXrF0EQYiaKkxSQj02G5efnL1+xrHfvPu3bt29wI2VlZU+fPps2dbqGRsOzy/L5/G3b/AcOHNSu0UUFgMZLS0t7++4duJJ/CaYic+fOXcOHj7h3LzQtLY0gSXOzth4eI6ytJZOAEAAkC0XRVatWpaWlBQcHuwv16tXL2NiYwWBgGJaVlRUWFhYSElJWVta3b19fX98mmRKFIKht27bq6uohISEeHh4vX778+vWrubm5aPFPWlrauXPn6HS6mZmZNLsEIjYZZmhoOGb02AcPw+Pj4y0tLRvcDo1Ga+SYM0EQr16/ateu4YEjIEEoijbJQl2gCXUSAm8BIBO0tLQCAgIMDAxOnjx5Q6jKCXJycrNnz16/fr2urm7tTYWFhR08eLDOGZ6K77jJkyePGCFW2nMTExNPT8+DBw/26tWrqKiIx+ONGjVKQ0MjMjJy7ty5MTExQ4cOlfIgBYjYZBgMw84dnEPuhgwaMnDo4GHaOlqiX1qSJBkM+tgx47S1taXWGQqFgiBgkh0AAACom6am5v79+ydPnnz9+vUPHz5kZ2dzOBwajaahoeHs7DxixAgx546Sk5Pv3r0r/hV3cXERM2JDUXTDhg00Gi0kJERZWXnw4MHz58+HYbi0tDQ9PX3o0KG7d+8Gs6KAuNhsdmBgYGJCIoWKHj5yqOImgyAIFRUVt+49pBmxAQDQVCIjIk6fOT1y5Eh39/4FBQV+G/3sbO28vb2bajoJAMTkIARBUG5uLpfLpVKpGhoaFEo9xpIGDhx4586dmh6l0WhlZWWnTp0KCQkR1VFwdnYWv3ENDY1du3YtWrQIhmF9fX3Rwc6dO4eFhdnY2CgoKEDSBcbYZJiiouKVy1f4fP7vD8EwrNzQqpQNA3YeAECTuHHjxvTp0+TlFTw9PUXZEzIyMgIDA1+8eL5//wFFRUXwvgDNn6amZsOeaCRU06Pfv3/38fEJDw+nUCgeHh5+fn4NWEFkYGBQ+UcVFZWK/QdSBiI2GQbDsDhpo6WgvG6niiqdQW/qjgAtFdiGXD0OhxN4LMDYxCToQpC5ubno6+T0qdP/nDju6+s7dNiwoUOGSvmtAgDx8Xi83xdSx8fHKyoqVomT6ksgEJw4cWLr1q0/fvwwMDBYt26dt7e3fF31mgUCQb0qYtHpdGkuGgYLjwAJoNPpJ06cdAPJnwBAuthsdnp6+uDBg0XhmgiTyZw6ZZqxsXHM5xjwhgDNU15enr+/f9euXaskqOLz+YsXL7a3t1+5cuXPnz8b1nh0dPSoUaNmz57948ePUaNGhYWFzZw5s85wDYKgM2fOaNXH0aNHIZkYYyNJEsMwkIKrORDmjCkrKipWV1enUChNsk+QTgcDbADQBJ87VVXVzMyMKsfZbDaHzaHTm3gdG5/Pb3yCbqDlSU9Pnzt3rmht2ZcvXyqvLSsuLmaz2QUFBTt27Hjx4sXJkyfrlUGDz+efOnVqy5YtP378MDIyWr169cSJE+Xk5MR8Op1OV1NTI0myzvwJpJD4LTdxxMZkMk1MTMD3dJMLDw8PCAyIiHhGpVIvBl26desmnUFfsXyFmpq61PpAEERcXJy+vr4aqIoDAFLEZDL7DxiwZ/duB3vHgQMHampp4jielpp26PChwqLCLl26NOG7QaFQXFxcpLygFmj+eDzemjVrQkJC2rRps2jRokGDBlV+VENDIyQkJDQ0dMuWLS9evFi6dGlQUJCYyzFjYmJ8fHxEuUK8vLx8fHysrKzq1bcxY8Z4enqKGbGJdjZAMhGxGRsb79ixEyxrbVpXrlyZNXumoaHR4EGDHz1+hKCISatWq1evKsgvOHDgIIPBkE43+Hy+r6/PzJkz+/btJ51XBABAZOb0mZ+iPs1fMH/P3t1aWlo4jqemphYVFfn4+LSvz7Y4iWMwGP7+28B+VaCK58+fBwcHt2rV6sKFCx06dKh2ffbo0aMtLS1FE5r37t3z8vKq16q19evXe3t7N2AAjCLUbN+yhq9jQxCkYrMr0CTy8vL27N3dqWOniGcRy5evUFBQQGBkwfwFO7bvvHb92ocPH6TZGS6Pi2G4NF8R+Ds0QT1B2aKpqXnu7LlTJ08Jk3nCFAq1b9++N4Jvrlm9lkZt4llReXn55vz9BzSJR48ecTicmTNn/h6uVWZvbz9v3jyBQPDo0aPa59Y/f/48evTo2bNnZ2dnT5o06dmzZzNmzJDyfKV0gM+SDMvLz8vIyJg+bYaysnJaWppokBaG4QED+u/dt+d70ndpzokgCNIkxXqBvwHYKVo7OTm5CUJcLheGYbBYBWi2BAJBeno6nU53cnKq8+ROnTopKiqmpqZyudya9g08e/Zs8uTJKSkpCIJ07ty5Y8eOL1++jIiIqPZkkiSdnZ0riruL6dOnTzdv3oyLi2Oz2fLy8iYmJgMGDHBzc5P+Vx6I2GQYnU5nMBhFxUUVJThE/5fH4wsEAioF1CkCgL+L1BZCAEBj9ixSKBRx7isUFBTodDqPx6tljC0uLi4lJUW0nPqpUO1t+vv7ix+x8Xi8/fv3b926tbi4uPLx/fv3T506dfv27VJOsNWoiA3HcRRFJdcZoH50tHUcHB2PHQvs4eZGKY/PYJIkeTzu8X+O83l8Gxup1oEGG4cBAKhCIBCgKArq1wEVRFUNOBxOVlZWnZclJyenrKxMRUWllgQIlpaWY8eOrUhbUWf+inoNsJ0/f37dunVycnIzZ87s2bMnk8lks9lv3rw5d+5cQECAtra2r6+vbERsmZmZO3ft3Lpla4ucLZYJcnJyq1euHu89rkfPHra2tjk52Zs2b8zKykpISNiwfoONja3UekKhUMaOGdemTRupvSIA/M3YbPbzF88Vmcz27Z1jY2NTUlPQ/1b1JSEIgZEOHTro6Og0VSc5HM68efMWLJhvb19ehggARBNB7dq1I0ny/v37np6etUTzJEmGhoZyuVwrK6taBuR69Ojh5uYm/rUVfyozLy9v//798vLyQUFBAwYMqDju6ek5cuTIsWPH/vPPP15eXvXdjto0EVt+fv7bN29YLBaI2JqQk5PTtavXT548ERYeRqFQoqOjra2sV5xYOWLECGne11IoFG9vb6m9HPD3kKGlkaWlpdnZ2QSBS67XJJ3O0NfX/33xfk5OzqxZM83MzC5funLw0MFTJ0/B//24kyREpVKuXwsePHgw1ERwHP/6NZ7FYjVVB4DmqVevXqampleuXOnfv//IkSNrOu3hw4cnT55kMpm9evWqvUH4z6wn+/r16/fv3ydOnFg5XBPp0KHDzJkz16xZ8/HjR9mI2GAYplAoYLF5k7Oystq1a/cW3lYMw2AYptFoYHMWAEgZi8UaPGTQyxevUIrE7pQQBCFJyGfDhpUrV1V5SEdH52LQJXl5OQUFhZUrVk7w9oarhGzlf6Iha+v6rbCWOBRFwXcEUIWRkdHSpUvnzZs3Y8aM+Ph4Dw+Ptm3bVizBxHE8MTHx3r17O3fuzM3NnTt3brdu3SRyDTEM4/P54n9F5uXlEQRhbV39+iIrKysURfPy8iApAjsPWgi6UFO9ukAg2Lt3T9++/RwcwPQH8DeiUCiWFpaZmZmwUOMbhGE4Kyu7qLDo3ft3vz/KYDAqalGbCzX+FQFAaiZNmvTz58/t27f7+PgcPXrUwsJCT09PQUGBy+VmZWXFx8eL6lONGzfOz8+v9io+0dHRoaGhPXr06NixY8VBDMNwHKdSqZXnmkJCQvbu3Ttr1qwxY8aI00lRutmMjKoFRUQyMzMJglBQUICkCERsMozNZl+6dFFHR6dLl65Nm1gcx/GHjx5aWVmDiA34O9Hp9CNHjtarhnSdbty4MXbs2NqXN5AkWVZWBjKZA7KFwWBs3rzZ3t7+0KFDr1+/rrLBU05OztXVdcqUKWPHjq0zA/ObN2/WrFmzefPmyhFbYGDgkSNHdu3a1b9//4qDaWlpERER/fqJm+bdwsJCX1//0qVLo0ePtre3r/xQenr6iRMnmExmfROFNBKI2GQYjuGXL19+/OSJg4ODx7BhXl6jTE1N63t/X77XWiBofH1YOp0ONg43EziBYxjW1L3468AwLNnkGuK0huO4v//W9B/pkydN6dy5M1hVDMiQkSNHuru7R0VFxcfHp6amcjgcRUXFVq1aWVhY2NrainkfAgu/8qrc2GRmZn758qWwsLDyQdFkqPirhvT09MaPH79x48Zx48bNnj27e/fuGhoahYWFb968OX78+Js3b7y9vR0dHSEpAhGbDGMqMk+cOHnz5o07IXf27t+71X9r3759R3mN7tq1q/jlKBgMRtu2baU8tAv8UTraOm3btAUXWdaJcx+FIIiKisrZc+cuXrxoY2PrPX587959wFA3ICsUFRW7CUm2WUQYwDVyfQIMw4sWLcrIyDhx4sS8efNQFKVQKDj+7/1wv379Nm3aJOUMiCBik2EwDBsYGMybN3/27DnRn6OfR0Zeu35t3vy5RkZGffv2W7pkqYaGRp2NqKmp7dpVXo6wkZ3BcbzxA3WARLi6uraY72ywbr12CIIsX75i2DCPV69eBt8I9tvot3vP7g4dOowc6TVo4CBlZWVwAQGgwVRVVffv39+rV68bN258/vy5tLRUTk7OzMxsyJAhnp6e4nzDShaI2FoCFEWdHJ2cHJ2GDx9x6dLFzVs279ixzXOEuL9P2trajewADMM62jpgRqaZoFAoqqqqUIsCbgZqBMOwmdCECRN//Ei/ExISdv/+sqVLN23aePbMWReX/y3uAQCgvhQUFMYI8fl8giBgGK6yoUGaQMTWEhQXFz+LiLh7986rV6/S0tKMjIxGjRptamoqtQ7QaDRfXz81NTWpvSIAAFXAMKyrq+fSweVbYuLzF8/T0tIKCgrAVQKAxiMIghRq2kFrELHJMAzDnjx9evFiUFhYWFbWL2NjY7fu3bdv2969u1tNRXP/EBiGjYyMpPmKAABUyMrK+vTp0+PHj2/dvpWWlmpiYjKynFc3V1dwlQCgMfLz84ODg2/fvh0TE1NaWspkMi0tLT08PEaMGAFmRYF6YLPZWzZvevnqVf/+/b28vDp16tS6VesmuYIkSWZmZqqoqIAdDAAg5Y/e4cOHDh8+8j3pG51O79evn6+PT+fOXYyNjcEbAfw9KP/dASr6sUoit9rzulUrOTl5/vz5oaGhoqkkKpVaVlaWnp4eFhZ248aNgIAAExMTSIrAGJsMo9Goy5cvNzVtY2Zm1uBpdS6Xe+36VY9hwxsTbPF4vAUL58+YPlP8VDfAn/Pt27eoqI9eXqPARW4SJEl+//6dx+OZmprKycmJ1pblZGe3bdvW1bWbZEejcRyPj49XVlHetm27xzCPViYmcBOtsAGAJpSUlPTixYuKH1NTUyEIiouL09XVrTiYkJBQrzYFAoGfn19oaGi3bt1mzZrVtWtXVVXVoqKit2/fHjlyJCwsbOXKladOnZLmjBaI2GQYgyE3cOCgRjZSWFh44MBBlw4d27ZtVD4IHo9HEEQjOwNIxIcPH85fON+SIjYZ2neQn5+/cZNfcPANAZ/fqVPnRYsWbd686eHDRwgKEzjp4GgfGHCsQ4cOkno5FEVXrVqtqqrGZIIEPcDfiBB+7xw7duz06dOifAUwDPP5fAiCNm3a5O/vX3FQIBBUnC+OxMTEu3fvOjk5XbhwwcDAQHSQyWQaGBi4urqOHTv27t27r169qrPsqQSBiK0liIqKiouL/fHzp5qampmZmUsHl3pF/XUmlRYHSCLQfCAI0oDxf6DxCILYvXv30aNHBw8eYmRkGBYWNnbsGJzADxw80Kd3n6hPUStXrli7bu3NmzcV5CUTYMEwbGhoWPlIky+OBoDa5efnp6Wl6enp6ejoNP5aaWho2NjY4Dhe+aCoWFyV4Ex0UPzcCMnJySUlJSNHjqwI1ypoampOnjz56dOncXFxIGIDxMXhcDZt3nQs8Fh+fj6FiooqqQ0cNGjHth1t2rQB1xFC0fKC2BAEN13RVUCmEQQeExPz6tVrDpetqaHVo0ePWtJT5+fn3wm5PXbs2JMnTiEI8vz586HDhg4bOnT+vPmiojelJSU+vj7x8fHt27WXYCc5bM6t27cePAjPzctdtnRZXn4+SZIjho+Q4EsAgKSEh4cvWrRo5cqVS5YsqTgoEGpA7Rx3d3cXFxfxs4GqqKiIeaacnBwiVMuj4ldQkAgwxibDCILYv3/fgYP7x48dP368t5mZWW5ubmjo3b379i5avOjSxUtMJlNqnRHlqoGaGTzuC8liQSTJf/SY1rsXointhIeATHv58uX27dsePX7EKmOLjmhpa44dM27p0qW/33ZDEFRSWlJSUuLq2k30V97c3NzI0MDY+H9rk21tbWk02q/MX1A7iXUyLT1t1qxZERERBgb6P36kjxs7LjU11dfPN2ZlzJpVq2ngXgVoZlgsVk5OTmlpaeWDBw8e3Llz55EjRzw8POrVmoIQ9Ac4Ojra2NhcuXJlwoQJVYYDBQLBrVu31NTUXFxcICkCEZsMy8nJuXzl8qQJkw4ePCSaB9HS0rK2tjYyMpq/YP779+/c3HpIpycoinqO8Gzduml2qlaLKChg++/Enj4jhSmp2KvW8SzP0yeMZ4xtOau7gD8q/EH4xIkTsn5la2lrjhg+QktbOybmc0RExL59+z5Gfbxw/n9LWyrIycnTaLQfP36IflRQUJg5a7aVlVXFCQWFhXw+X4K5pgmC2Lt378ePH06dOmVlaTXeexwEwdOnzygoLDx48EAPtx7du3eX1GsBgESI7meqjF0VFxdnZWWVlZU17UXmcrkVfaBSqfPnz1+4cOHEiRNXrFjRsWNHFEVJkkxLSzt06FBwcPDq1atBJXhAXEVFRQUFhW5uPaosW3Fx6chkKv748VNql5JKpU6fPgNqNoi8/LJFywQPHsI0GvT/o9b45xjOel+ytJQxYypY6APULv5rvLf3+Jzs3GnTpm7Y4GNgYADDMIZh79+/n79gXsSziDlzZwdduFhlGFtTQ6NLl64BAUeNjIy6dO7ctq3ZrJmzRA+xWKzv378fOLBfU1PTzs5OUte/tLT02bOnXiO9vEZ65eXlCdexEWpqakuXLr118+abN69BxAbIBNHf5Ab8ZU5LS/v06ZM4yzdFM6c2Nja1LBk6d+7c/PnlaxhEnUEQhM1mh4eHP3jwQENDQ0lJic1m5+fn8/l8BEECAgK0tbWnTJkCNf8xNpIkBQIBKCXZhBTky8V/ja9yPC09rays9G+uQMA9H4Q9fARX3n4BwxCdTgoE3H0Hab16oG1MJbI8rvw/JEvUIAxXBJoNagT5t3vivpak/xUSJLwRJxFpL6X/559/crJzR470PLD/gNz//yJRKJSOHTueO3t+0OBBYffDX7x80a/vf9LZUKnUlStXJiUlTZs2za179+DgG6JFM3w+f82a1RcuBPEFvH179zW+jG8FgiAwDFNTUxel1K44Li8nr8BU4HC4UJNqnoslgJbk/v37s2b9e18kjo0bN65fv76mR+Xl5SsnBBFtVhAFPCRJYhhGo9H09fVhGCZJEsdxKf96N/xbQVlZ2drGRsqF64HKdHV1+/bpc/DgAU1NzT69+2hpaZWVlcXEfF6zdq2xsbEEMwjUSSAQnDt3tnPnLhYWFk3+HhElJfxrNyBqdRtgUZQsKeGePie3YA5ENDRlBAyRGE5yuRAME3n5RE4uJKkPLYIQucJhEh6fyMiEadQGpLVAEJjILyC5XCI7u/znGlpAEKS858IbLyIzi+Tym+HdFwzBZHEJBMNkaRmRJfzn/HkIAv/4lXUvJERBQWHRokUV4VoFCwuLCRMm+GzwuXjxYpWIDYIgSwvL0Luhjx49KiwsrLwLW0VFxXOk58SJEzt17CTB3iooKFhbW4fcDZk9e7acnJyo6CEEQa9fv05LSzM1bcqFClQqtWevXqJoEgD+NGVlZVtbW11dXQzDcBwXxVi/n2ZtbV1LI6NHjx4+fLj4LyrlXfkNj9iMjIx2bN8hzbXtQBUUKnXFipXJyclz584xNjJWV1dnsVnJySkmJiaBAQGamppSu2I4jl++cllbW6c5RGx4cgqZlwfVNCpDofCvBWNv3zUmYiufefqVBVFQzq493IBjDW+qCgQm2WwIgYmEhLJJ08v/CfVvmIYinF+ZeO4v1vjJZHlPqz+NjiLsoiKSy8VT00pnz5Oj0vBmF7BBVBziuZBwX7rgXhjrcTghlYE2OookFhX8Skoyt7VpY9Kq2nP69unr4+Pz5UtctXMxioqKw4YNq3yERqP5+W38E72l0WhTJk8Z7z1+8OBB/QcMKC4uiYiMiIuL++fEP+bm5j17Si9T1O/odPrmTZubsAPA38DW1rZLly4fPnzAMIzH45mZmY0YMcLBwaFhS19QFJXgMtPmtfNAVVVVcj0BGkJfX//y5Su3b9969PhxRkaGmarKtKnTRo0aXUsCgj+ERqM1uO6ChNU+4gXD5aNK+fmNegkSIgUC0dgPyeNLLMMrDEPliR9hEsOIwgKxZjZ/7xqMQKwyks8nCgrKI7YaT4NJVll5QIdhZGERSaE0w7krUgCRHAYEy0FcLlHAIaTy+0XACFFWTOI4pebqATQaFa5PKs4/qm/ffqdOnt68ZfP+/ftKiksP7D+orKLk6tptm/82PT29pu1bc/mbADQ/1ZaQotd/a3Pnzp2fPHkSGxsbHBwcFha2a9euLVu2tG/ffvjw4T179nRwcGhAm1Xw+fySkpLfR+xIklRUVJRmhAf2iso8eXn50aPHjB49pqk70lygJsawklL5YFW1MIw2dLDcnJk1jj6JgSQIts9G7NVb+RVLKB2cG9PUf8AwFv2ZtXw1am6u4L8RbtB4OwLDcvdCKaF3mQcO1X6aQsxneNoU1MhYMfCwgqpq85wVpZc8JguuUge4M8f9Z9Tqz0FguHVmhsaUyfFJSelZWRrVBT3PIiJIEmrd2rS+9/EPHz5MTEyYNGmyZCvbDBw4sEuXLl++fMnLL59V19HWtrW1a85DBcBfDobhmzdvZmZmVhx5+/ataP1oZGRkxUHRH6WhQ4f27t27ltaoVKqj0IoVK6Kioh4+fBgcHLxmzRoFBQUHB4fBgwcPGzasTZs29c30JsqwGBAQIFrkUO0d2rJly7y9vSFpAREbIBnN5/seUVOjDRnAOXj0PzsPRAgCYtAZUyeh5maNeQkSgmBFRYgkEROTRjZVBVFavrEcVpBHbawbvKEViYuFlZRQC/M6TuOwyhdtycmhVpaIkhLULKE/4qE8AtZQR9vW8c+RIFNzs179+h0LPBYYGHD0aECVgaJfv36dPHECRdEx9b9NCg29e/PWzREjPCVei1BFRaVz586SbRMA/gSCIEiSfCNU5aFwoSoHNTQ0ao/YKigqKnYTWr169fv3769fv/7o0aM1a9asW7euR48ew4cP79Kli7m5uZhlfrhc7sKFCy9cuCD6fFUZFBR95bFYLEiKGhWx8QUCGiiG0wyQJMlilRUVFaurq1MolCapUNSMZkUhiD5xguD1W+zdB5jBEG02LCecx2RMmUSxqW3lqVhw/N+510q78yRD1CBJlve2wdXDMEyszRCVX6vZEhWfwaU9/zh92rSgCxf+OXFCV1d36dJlioqKouPJKclz586NjY1z7dbVza3eqc5qSaHeIrHYLDqNLuW88EAz5+jouGrVqt9LSNV059+ADDVycnKuQgUFBdHR0eHh4RcvXpw9e7a+vv727dvHjRsnTiOxsbF37twxMjLy9/e3tLSsNmKT8sKDhn+Q0tPTN/hsOHzo8B9KNwyIKTw8PCAwICLiGZVKvRh06datm3QGfcXyFdLcokWn0/ft3d988omghgbMwwfYvpsEL19DXC6EICSfj+jrM8aNYsyf+78YDgBq0L6989GAgDmzZ/v5bbx27drw4cO1tLRi42KDg2/k5uTa2tocOXJUVbUhv/ASyQXI4/Hi4uJYbBYC//vLXJ5uoHx9peiH8nFgGIYtLS0a1kmJYLPZkydPWrFipWRLcgGyrp2QdF5LTU3N0NDQwsLCzMwsLS0tIyMjPT1dzOdmZGSw2ezFixePHTsWah4aHrEVFxd///aNw+GAiK0JXblyZdbsmYaGRoMHDX70+BGCIiatWq1evaogv+DAgYNSy70Cw7CRkRHUnKDGRsyAQ9jbd2XzFpNFRXKrltPd+6JtQa1VQFzjx41nKihs2rw5Kupj3KYvooMMOcaIESN8fX1trG2a8FLm5OTMmjUzPj6eQqUgCAojMIfDIQlCOAwAY5gAQVFlJaWTJ072/S3/iNQQBJGZkcnn8ZqqA8BfC8fxjIyMkJCQsLCwly9f5uXlUSiUDh06eHh4jBolbtkbVVVVGo3WrBJiNDxig2EYRVGQO74J5eXl7dm7u1PHTkFBFzMyMl6/eY3AyIL5C1AE3eCzfuLESV26dJFOT0iSzMjIUFVVbVbhO0ynU127lu9CKCmhjxyB6mg3dY8AGTNsmIe7e//Hjx9HPo/kcjiampr9+/e3t3do8MxmA9Y+V0tVVXXZsuWFhQUIgpSUlBz/5zhEQj179mxr1haGkS9xcXfu3HF27mBl1egFAI2DIAj4jgDEJE7dgjrFxMS8ffv25s2bT58+LSsrQ1HU2dl51qxZQ4cOtbOzE3MFm4i9vX27du1u3bo1ffp0ZWVlqBkAywtkWF5+XkZGxvRpM5SVldPS0kTT6jAMDxjQf+++Pd+TvkstYuPz+b5+PuPHebu5uUHNCo7/u5GzOS/VApoxBoMxQEickzMzM0Vb3qoh/CZKSEiQSATDZDK9vLxE/71r1w4NDc3Tp05Xrr1z8WLQmrVrvn//Vm3FegBoJgoLCx88ePD8+fP09HQul0uj0fT09Dp37tyvXz9tbe36jqjdv3//1atXonJtdnZ2Hh4evXr1sre3V2rQziplZeWdO3dOmDBh3Lhx3t7erVq1qnKrRpKkkZGR+P1sPBCxyTA6nc5gMIqKi6oUZePx+AKBgEqR3v4DkiQzMzPZNSXUAIBG/4rJxCV89eqVp6dn7ecYmRhKcGN1UVHR+QsXBg0aXKVU4qBBg7fv2P78+XM3tx6Sei0AkCAul3vmzJm9e/cmJCRUeSgwMNDQ0HDevHkzZ86sc3Dr48ePfn5+kZGRhYWFdDrdyclp1qxZw4YNk8hSOQaDoa6ufleo2nut3bt3L168GJIWELHJMB1tHQdHx2PHAnu4uVHK47PySmc8Hvf4P8f5PL5N43dE1geYIgcAZ2fnM2fOkBBZ0zAaSUIqKsqiYqMSISrFU1hQUOV4SUlJaWlp43OHAsCfwOVy169fv2vXrvJkOqam3bt3t7S0VFJSYrFYycnJz549i4mJWblyZUxMzMGDB2v/vLx9+/b27dsQBJmbm3fr1s3BwUFPTy85Ofnbt2/V5rx1cnISszZPYWHhggULXr16paKiYmJiUiXBoeijV7kIqRSAiE2GycnJrV65erz3uB49e9ja2ubkZG/avDErKyshIWHD+g02NrYyl0oNkIiaCuoBf5qRkdGECROkeZ2VlMrLG1y6dLFDhw5ubj3U1dV4PH5qauqu3Ts5HG6Pnj2l2RkAEFNAQMCuXbvU1dXXrl07efLkKjEZi8W6du3aunXrzp8/b2BgsHnz5loWgCL/P1OZkJDw/ft3XJQPqGbbtm0TM2L7/PnzmzdvunbteuLECWNj42pXr0pqZaqYQMQm25ycnK5dvX7y5Imw8DAKhRIdHW1tZb3ixMoRI0aIuTgaQRAaldb4Xzsej1fnRwWQDpoQuNp/AxRFFy9aHBcbO3XaNBMTYzVVNb6A//PnTwiCdmzf6ejg2NQdBICqUlNTDx06JCcnd+jQodGjR/9+gRQUFCZOnKilpTVhwoRTp06NHDnSycmpputoYmIyZMgQ0T2qOHeqZmbi5jwvKioiCMLDw0P8p/xpIGKTeVZWVrt27d7C24phGAzDNBqtXvkqNTQ0du/ebWho2Jg+oCjao0dP6RczBarVu3dvS0tLcHH+Eqampjdu3Lx0+dKzp0/zCwpUVVVGjBjhOWIk+B0Amqfw8PCkpKSJEydW7J6pVv/+/adNm7Zt27Z79+7VErH16dOnV69e4r+6+Bu9DQ0N5eXlCwsLoWYDRGwtBF2oAU9EUbSWD4OYqFTq6lWrG9kIICmKiopiDvvLAklsrWzpVFRUZs2cNWvmrKbuCADUgSCIqKgoFEXd3d3rDJ769eu3d+/eT58+le+lo1JrSTT2J667nZ3dkCFDrly5MnLkSDs7O6gZABEbAADNHViUBwAtA4ZhBQUFDAZDnPpOOjo6SkpKubm5PB5P+tUXi4uLe/bs+fDhw/79+w8bNszKykpeXr7KjlFnZ2dra+lt8gMRmwzjcbkXgi58T0qiUqk4jovKtFFQCoyUbxpVV1Nz7dbN0cFRChksMQy7cvWKc3vntm3b/unXAgAAAGQUgiB0Oh3HcT6fX+fJfCEaTQIrrRsgMjJy/vz5LBaLJMkjR45Ue86WLVtAxAaIBcPx12/enD93jsPhKqsoaWpqihIJ8nkCbR2t8j3/K5ZPmjhpx46dEswmUH1PMOz8+XMqyiogYgMAAABqQqFQjIyMuFzup0+fevfuXfuFio6OLikpad26dZPkqWnVqtXUqVMxDKt29la0y6FTp07S7BIYY5Nh8vLy3bt3i4h4Nm7c+L59+mhoauIYnpSU5LfRl6nA9PHxffv2jf82fzt7+3lz59XUCI7jnz9/trOza+RNDMjH1nwUFBSkpaU5OoJ9ggAANDtdunSh0+kXL1709vaupWBAUVHRuXPnYBh2dXVtcF24xrC3t9+3bx/UnDTBVQAkpaCg4Pix40OHDlu/br2LS0fT1qZmZmb9+/ffvm174rdEEiKXLl02dMjQ0Lt3uVxuTY3k5eUtWbokLS0NvC8txpMnT7Zu3dLUvQAAAKhGt27devXq9fHjx5UrV+bn51d7jYqKilavXv3gwYNu3bq5u7uD6ygCIjYZlpub+z3pu5WlVZXjrVq1plKp3799hyDI0tIqLz+Px+PV1AhBEHw+v/Gp1EDW1uYDwzABhkEtwr9rMEFCYABoKRQUFDZs2NC6deszZ84MHTr0+PHjSUlJbDaby+VyOJxfv36dPXt2+PDhAQEBurq6vr6+6urqTdLPV69erVu37vXr14JmU5YazIrKMCaTqaSk9Czi6fjx4yvPaT589LC4qLh161YQBMV9iVNSVKo9n6pEtiZQKNQmGbgGfgcLgSsDAEDz5OLicubMmUWLFr0QotPpqqqqSkpKPB4vLy+PxWJBEOTg4LBz587u3btL6kVJksRxHBES5/zMzMwtQp07d/b09OzZs6ednV3T/mkFEZsM09HR8fQcuXPnjrJS1oCBA3R0dAoLC58/f34xKKhfv352dva+fj6XL1/y9fVjMBh/tCc0Gs3P18/AwOCPvgoAyAoMEwgEGIVCqZKSoPwohjEYjD/xd58kicpjkTAEweAmCmiuunbtevPmzYsXL16+fPnLly/Z2dlZWVmibxN7e3svL6/x48cbGRlJ8BXv3Llz8ODBadOmjRo1SpzzXV1dDx48ePXq1ZdCampqXbt2HT58eP/+/bW0tKCmACI2GUahUFauWEkSxJkzZ4JvXMdxQkFBXk1VfcKEievWraNSqV+/JkyfPn3mjJmS/XrIyMg4cuSIo6Ojh4eHaGwPQRB7e3sJvgQAyCiBALt+/dqRI4eTkpP09Q2mTZ02cdJEOu3fnW579u65devmrZu3NTU1JfWKfD7/3v17oXdDCwryKiI2kiQpFMryFSvat2svqRcCAMkyMDBYvnz5woULf/36lZSUVFJSIicnZyL0JzaHpqSkPHz4sEePHmKer6WlNW/evJkzZ8bFxd24cSM0NPTOnTu3b9/W0tIaOnTokCFDXFxcJPhB/rMRG0mS4uRTAf4oBQWFTZs2e3tPSEpO4vN4ioqKBoaGZm3Li6DhOH5g/4E/cSsQGRmxdetWOoM+btw4nw0+otsgHo9HoVCaJGsOADQfl69cmjlzhpaWdkeXjl8TEubOm8vmsBctXCR6tLS0NCc7R5Q6UVLOnjs7f/48GpVmbGJCpVIrCixSqRQOmw01KT6fL9l/LNDy0Gg0Y6E//UIUYf3GelVxFFX0cRBavHjxx48f7927FxYWdvr06VOnTtnb2/fq1WvkyJEODg71bbZhGv4aamqqLi4d5eTkJNofoCHMhKocRFH0D43c8vnlyzB5XN7JEyefPXvq57tx+PDhc+fOGe/t3bNHT+hvUDFmCZaLSe1SN6nc3Fw+n6+oqKikpFTLaSUlJUeOHG7Xrt2li5d1dHSKi4sXL1m8efMmZ2fnLp27iJYYSna5Z2lp6enTp5ycnC5cCNLV0a0ymi6db5GaUGnUoUOHaWnVmL4BAGSIiopKz549u3TpMnDgwGPHjl25cuWD0K5du3r06LFgwYL+/fv/6cIMDf886+sbbNu27U8vkALEVOVG9o+uPRc13K27q7a29tUr17y9x9+7P/bbt+9/US0hBPl392Kz2UPUsjXVbxZJko8fPzp79mxMbAyfL1BSVHLt5jpl8mRz8+rLtubn5//8+XP58hWiCjyqqqp+vn4vX77Yu3evSweXPxE/8fn8/Pz8sWPGmRibQM0MnUZfvRqUGwZaAgzDEhMTb926df/+/Q8fPrBYLFVV1f79+zs7Oz979uzevXvPnz/38fFZuXLlH92B16i/ICBca3JlZWU3btx4+vRJcXFxxUGSJOUVFDb6bWzVqny76B9iZmYWGHDMzS3A39//wvkgGIEjIiNEqRGhFg1P/MYLvolFf4ZQhOW/nZ74jTbAHW3V7L4vgUYqKi5avHjx2TNnCIJUYMorKSnFxcW9evXq2LFjGzdunD9v/u9PQVGUQqGQlW6fjI2Nly1btmLFitu3bw8fPlzi91FMJtPGxibxW6JkmwUAABJ+mcbGxkZGRt64cSMyMpLH49Hp9I4dO3p4eAwdOtTY2BiG4QULFrx582b06NE7duwYNGiQra3tn7t0IB2DDMNxfO++vZMmTbx1+9b3pO8pqanJKSmi/6Wlpf3pVYai2h1zZs8JCwsbMWI4SZB+fn4TJnh//foVarn4EZGlE6dy9h0ki4ohFCW+J7M3+5dNnl4ewAEtCJfLnT9//ulTpzU0NTb4bHgQ/jA87EHY/bBJkyYWFRUtX7b8n3/++f1ZWlpaFhaWF4IupKSkVAx7jx41pkvnLus3rIv/+pVKpfx/ijnJoNPpCxYsjI2N3bJ1S2ZmJrsSDofT+DyLANBioPVcZh0XF+fl5dW7d++5c+c+fPjQxMRk9erVjx8/vnfv3sKFC01MTEQ3YAiCdOrUqXPnzkVFRdnZ2dCfBPaKyrCMzIzz5895DB9++PBhVRXVKo/+6Qn1ClaWVpcuXT537tymzRuvXLn6/PnztevWTp40peWtccS+xLMWLyezsuGKfxqKwiiKJySWLVyqePof1OSPL54FpOPatWvnz503NDIIuhDUtaur6KCNjU3fvn1t7WzXrlnn6+vTrZurmZl55WcxGIwlixZ7T/Du0MG5R88ea1avcXBwVFJS2r59x8iRIwYPHqihriHZYTaCIMLDwr5/+7Zu7bpNmzYqKiqKJmWEOw+op06e7tu3rwRfDgCam6KioszMTJIka/9kwTCckZFRr5a/fPly7do1AwODCRMmDB8+vFevXkwms9ozSZK0sLAYOXLkn66s3ai9olwut+V9K8sQVhmLxWINHTJEu6nX9lIolMmTJ3fs1Gnz5k1BQUFz58x7+OChn5+fra0d1GKQJO/iFeJXFvz7tC+DgSck8u/ek5s7q7GvIroLhGGI0ohdtwgi1oL9itdqzjt8RYtCpJtXjCcQnD9/DoKg1atXV4RrFRbMXxgZGXnzxq07ISFLl/wnYoMgqHefPpcuXQ4IDIiNjcnIzHRwKK/uamNjc/nyVX//rbfv3BGltpYgc3OLSZOmUKho5boj5dk9UIq+fvlyuqZCkmRubq6ysnKLXykBNKHQ0NAVK1ZU/ObXBIbh0tLSigru4jAzMzt9+rSLi4uFRfXrVitbuXKlFNaJNTxiS0lJWbZs6dmz52qKOoE/TUtLq3Vr04RmMwtpaWFx4fyFwYMHr1mz+saNm89fPL9541bnzp2hFoHIysJev4Hh6kMHmErlng8i2ezySKvB6+RRlEhPh2CY+PmTs3t/w5qioSj/43v8+3fu3v1kzeWdaBSUl5pC8vl4dg7n0BEeUxFvflkYqCQiUE+G9KmCDx+5d/dLp380FI3OzPj06lWr1ibufaspaEihUCZ4T7x541ZIecS29PcTunfv3q1bNz6fX3mrgZ2dXVDQxcxfmdnZ2aqqVUfEGwxBkPFCUPPDZrOnTZu6fv16Z+cOTd0XoMXCcZzH44kTh9HpdG1tbUVFRTFbthcS50wYhqWzrL/hERuLxcrNzeVyuSBiayrq6uoLFy708/M1MDQaOXJk5fFOGIbpdHqTlI2ysbZWVlIWZTrg8WusZypzyDIWWcaCkBrGrlCU/JnB2bGnsS+DIrCcHPHjJ2fnnoZFfjgM83gcQsDhbN1ZHrHVcBoBw1yMD/H5ZHY2Z98hDow0wxVPmIAUDNKApurj7z9wzoQQUvl1JmA4n89ll5Sampkp1zCH0KZNGxiBiooKa5qLEX0Afz+or6evr6cP/R1IkiwoKMAwsJ8a+A+CIHAcR1G0zm+o/Pz8Hz9+6Onp1ZKpasCAAba2tnXOilaMrunrN/wDWFBQkJ6erqSkZGxs3CTJRxsesYkSC4HyhU2orKws7P79r1+/zp49e+myJQoKCqK3gyAIZWXlG8E3/+imld+x2ex//vnHb6NfQX6Bk5Pjpk2beriJm126+YPl5SF5+RrHrAgCNtCXGzkColAaXrYcRvAfP/hXryNGhrThw2CU0oC8FhQYoX/6gHz8IDdlei0TAFQEYaSlQgGHEE0t+elz5JgK/6lw1DygBExTT4awGIpzezkja1IqqdkoMKKW+VPu6MGc4uIyPl+tunPS09NIAlJSUqrvH8C0tLTCokJrK+s/tMyUw+E01a1atYQ9aRYZ9YDmIywsbNu2bVOnTp0wYULFwdTU1OTkZGtra23t/y3yCQ4Onj9//saNG1esWFFTa+pCku3hz58/g4OD09PTV6xYIQoWWSzWnj17AgICcnJyEATp0aPHunXrunbtCkkX2HkgwygUir29w6yZs1EKKqwo+P9LWAhSXl5OgjMv4khISFizZnVw8A2UgkybPs1nwwYDA0OoBUF0tCmOdry4OLi671qSy5UbPkxuycJGvorg4yf+lWuIgYF8I5qi3biBlhQxFsyt/TT652j45DFEW0tuwRx6c13bQM0IgaKjKO2cGGbTpfaitpjA/NXz55HPI19EjqsuFfvFSxchCOrZs975ov/553jovdD798IkW9yGzWafv3D+ftj9zIwMBp1haWXp7T2hc6cWsiABaGEyMjIiIiKqVIs6f/78pk2bTp8+PWbMmIqDGIbxeDwMwyTyuiUlJSEhIdra2r169arltPfv38+ZM+fdu3dKSkrTpk3T0tIiCGL//v0bNmyAIEhPT48giLCwsLi4uKtXr3bs2BGSIhCxyTAGgzF3bh3fylKAYdjZc2f9fH3T03+YmrbeutXfy8urqTv1B6AofexowYNHZEFh+UBaZXw+atqaNmywBF5FlJOFIEg+H6bRGtiIQACJsyjt39ciSR4Paq4RGyT6Yy3dLBXyFOoEb+/IiEg/Pz87O3tbm/+MVZ84+c/Nmzc1NNU9R4ysb8ssFquwsFCyhZuys7Nnzppx9+5dMzMzQ0MjLpdz48aNoKCgHdt3Tps2DRSOA5ob0Rhwld9MgUDA5/OrBGeiMezGT+VFRUXduXMnKCgoISFhy5YttURsRUVFS5YseffuXceOHUeOHCka8IuOjj5w4ACFQlm2bNmqVatwHN++ffvOnTs3b9585coVeXl5SFpAxAY0kOhT9ONHuo+Pz5kzZwmCGD161KZNm9q0+bPbm5sQ1clRfsNatt8WMjcXotHKNzBiGITjiI62/NaN6B/e1w1I06hRo2/cvBF6997w4R7z5y0YNWoUk8lMTU05eepUYGAgm81et269uXnVjaJ1QhBEsiEUSZJHjhx+/vx5QEDgwIEDdbR1cByPj4/ftn3bps0bXVxcHBwcJPhyAPCHSCo4q4zFYj169OjChQtPnjzJzc0VVtdUExXCrsnDhw9fvnzp6up6+fJlXV1d0cEnT55kZ2e7uLgsW7ZMWbl8lfbKlSsjIyOfP3/++fNnaQ6zgYitBcJx/MfPH9pa2n8094pAILh3796ixQsTE77JK8ibm5sdDQhQUVaBWjT6CA/UxIR7/oLg4WOypBQxMaa6dWeM8UKtLJu6ay1ZxYy/1CgqKp48cWrevLnXrl1fuHDhhg3raXRaWVkZh82Vk2Ns3Lhx1cpVUDNQWlp6P+z+uLHjpk6ZKjqCoqiNjY3/Vv/ubt0iIiNAxAb8hWJjY+/fv3/u3LnY2FiCIKhUavfu3QcOHOjp6VlLxEaS5IsXLwiCmDZtWkW4hmHY06dPIQjq169fxYI5NTW1bt26vXr1Kj4+HkRsQD1gGMZisSrmWSgUNCkpacnSJWvWrO3dq/efuZTlt0EPHz66efNmWSlr2LCh7u7ut27fatqy01JDaeeo4ORQOn4S9iRCfuki2rAhTd0j4I/Q1tY+fvyf4SOGnz179uXLlywWS0lJaezYcRO8vX9P0iYmie8JwDCMzWb/vmZURUVFUVGptKQ8ARUA/CX4fP6TJ0+CgoLCw8OzsrJEBzt16rRx48aOHTvWmddCIBBkZGQoKCi0bt264mB2dvaXL19QFK0SmYkmTIuKiiAp+iu+Yluwz58/L1y04NWrV6Kd0nw+X7Q5S0FBXkFBQcxG6lvPShQdZv3KUlNX273bb968+TAM9+7dR54hven8JkaS5YvMYBhWk+r2DjGRJCkAJeolQUVFZczosV4jR5WVlfH5fHn5Oj5WbDY7Lz+v2odg4X1O5fq/EiH6drkfdm/mzJlKSkoVxyMjIzMyfv7pDOwA0EwkJibev3///Pnz7969E42BeXl5tW7d+uDBg+bm5r17izV4QRCEqPpi5dGH+Pj4nz9/6uvrW1lZVT6Zw+GUb/Nq8GrjBgERmwxjs9lbtmz+/v37ihUrIiIi8vPzR48enZiYGBoaunrVauf2zuI0oqqqOn/efB0dHfFf19DQUE6e0b69s/9W/y5duogOmpqaQn+P8o25wnk6vNllnYUgyKWji5w8KEYiMSiKihav1On58+dz580lSaKm5TiZGZmaWpriZ12vE51OnzRx8tRpU4YMHTJ+3Dg7O7uysrJHjx+fPHnSwd6hynY8QEbxeLx3794lJX0XCAQVv1oEQVhaWkk/wURzk5CQsHfv3rCwsNTUVAiCnJycvLy8+vbt6+jo+Pnz56NHj4q/1ZRGo6mpqZXfd+X9777r9evXPB7P3t6+8rckhmFfv36FYbiWRHF/AojYZNivrF8foz6uXLlq3tx5l69c3r1715zZc1VVVbfv2P7k6dPJU6b8Xmz0dwwGw9vbu16v6+bmFhX1SV9Pv2KQWZQRkUKhgPx8zYGJsYmJsUlT9+JvpKioaG5uRhJkTVXCzM0sjI2NJJse3cPDg8Nhb96yed78eTwuH0YgRSXFPr37bvPfJtkcIkCTKCwsnDN3zqVLl+Tl5Wg0ekWORoEAmzp1quxGbFVSEop+rDJkJU7awoiIiMDAQCUlpRkzZkyePLl9+/YVI2Ri1kKogCCIo6PjiRMnQkJCBg4cCMNwXl7e3bt3Rd96lXNif/78+cGDB7q6upaWUl3BDCI2Gcbj8giCbNumDQRBOto6RUVFGRkZqqqqwz08zp498+b1G3f3amrsNB6CIOb/LYD95cuXEyf/2bJ5qzT3OQN/A9Fkoqzo1KlTyJ3yv+9SNnbsuO7d3eLj47OzsxkMhqGhgZ2dvXTK5gB/2o0bwXfu3F6wYOHQoUPo5RHbvwiCqFgdL3NgGA4LC2Oz2aKICobhiIgICIIuXboUFxcnWniDIMiHDx/q3EBKEY4UEASRlpYWFhZGoVAcHBxEQVsDRhDc3d1NTExOnz4tJyfXoUOHkJCQ169ft2rVquLLFMfxhISE5cuXZ2VlTZgwwczMDJIiELHJMEVFRTk5xqfo6H793LW1y7P8ffv+3cbGRl5egSCIjIwMqfWksLDwzZs3uHSTZgF/k2ZXj6G50Rdq6l4AkhcTG9OmTRs/Pz8V8abmmz+CIEiSfCpU5aEbQlUO1j6tOWLECBRFr1+//uTJk7CwsM2bN3fs2HHMmDE9evQQVWaqV99MTU23bds2b968ffv2iY4oKir6+PiIFrFlZmYuXrw4PDy8qKjI0tJy5cqVYB0bIC5dXd0ePXr6+/uz2ewZ06cbGBgcPLhfSZH56NGjjIwMA0MDqV1KBEGk/IsLAADwN1BX14BhmCSb45LZhrGyspo9e/bveaSF/8xq7s2cnWtbk62kpDRhwoTx48dHRUXdv3//0qVLz4X09PTMzMzYbHZ9uzdq1ChjY+OgoKDExMRWrVp5enpWVDfhcrnPnz9nsVhDhgzx8/OrshdBCsAYmwyjUCjr1q3DMOzTp0/y8gpLFi+dM2d27959UBSdMMFb/Bo1OTk5mpqaYAlai8HlcouLiyuX5wNaGDab/fzFc0Ums31759jY2JTUFPS/YwkkBCEw0qFDh3ptKgKaobFjxz569DAg4Oj8+QuZYmcAaM46C0m2TQRB2gktXrw4IiLi0qVLjx49Eo3h3b9/f/bs2UOHDm3fvr2GhoY4rXUUEpWrr3xcV1f3+PHj+vr6tra2TVK9F0Rssk1bS/vokaOFhYXKyspDhgwxNjb+8iVOXV3DxcVFUVFRnBYKCgqWLV+6zX+7np5eY3oiwe1vQCNFRkbeun3r0MFD4Eq2VDk5ObNmzTQzM7t86crBQwdPnTwF//frgyQhKpVy/Vrw4MGSKJ4GNB1WGQuBkQ0bNty5c8fY2Fi4+aAchmG9e/WePHkyeHMqk5eXdxdKSEh48uTJlStXXrx4ESDUrl27vn37Tp48WcysN7+XJ5GTkxswYADUdEDE1hJUFH23F6rXc7lcbkJCYllZWWM6QJKkZEslAo2Rn5+flpYGrmELpqOjczGofPOggoLCyhUrJ3h7w1VCtvI5Jsja2qaJOghIzM+MnywWy8bGpqSk5HP054ptyDiGi7adtWAxMTGPHz/u0qVL+/bt6/tcc6Fp06Z9/PjxypUr9+/f/yCkqqq6fPnyap+C43hBQUGDd1iXlZWRJCnmWEnDgIjtbwfDMJVKbeSUqJWV1Y7tO/9oUSxAfFUyQMo2idYZbDEYDIaLi0vlb6am7hHwp7h1d3O8eev34yRJKii08L35z549W7RokZ+fXwMiNhEKhdJBaPHixS9evLh06VItERWfz/f19aXT6UuWLDEwqMdCcAzDQkNDDx8+vHLlyopFb39CS/mz/hcjCOLHjx8cDltUPEqIRBDUyNiIQZfS9n41NbVOnTpJ57UAAAD+HnJC0F9JdOcpTla2Ounr63t5eXl6etYyHcRgMDp16rRq1aqgoKBZs2YNHDjQwcGh9ldPTU19/vz5qVOnIiMj+/fv/6erjDQ8YiNJsr7VjQCJ+/btm4+Pz9t3b8pzYf9/xEaQhJKS0uVLV6ytraV2zUmSBHsXAED6Hj95jCJo9+7dKx/k8Xm3b99u59SucoVE6RMIBGC9ROOvIUkSFcvXgFrweDwajVblmyg+Pl5JSUmU+wYRqunpMAyPHz/ewcFh+/btfn5+e/bscXZ27tixo729vZmZmY6ODpPJJAiioKAgKSkpJibm9evXb9++TUlJMTExOXjw4Lhx4+osXdpkEZumpmbPnr3EL14JSBybzV63fm14WPiQoUP09Q0qIjYSIuUYDDU1Nald84SEhMtXLi1ftuKvvRcEACnj8/k5OTkCTHDw4AEqlda6deuK3T8wAicnJS9evGjjxk1NGLHRaDRvb+9GbmkCbt68sXPXzu7d3Xr26GlpZQnKmVQrNzf32LFjN2/eFO0wqDjO4/EWLFgQFRU1bdq0+fPni5Oz0MbG5ty5c1OmTAkMDAwLC3v8+LEo1KNSqRQKRVS1uaJws4ODw+7du8ePHy+dclUNj9h0dHS2bNki0c4A9ZORmfHmzZslS5euX7e+aa9dTk5OWFjY4kVLmrYbAPD3SEhImDR5YklpaV5uLgzDffr2qRyxlZaUFBcXa2lKtehhFTQabc6cuU3YgZbB0srKzMz84sWgo0ePGBgYWFlZ9+jRo1/ffq1atZLIdGELkJqaOnfu3NDQUAiCvn79WjliKy4u5nA4+fn527dvf/ny5cmTJ9uIt12jh1B0dPSrV68iIyO/fPny69cvFotFo9F0dXXbtGnj7OzcrVu3du3aSXNwBKxjk2Xl1QthI0PDpu7Hv/cfTd0LoAUC+w5qoqSk5ObmxmazHz58iKJo7169/pdfhyRRCqVzp069e/eW0vsE/DE21jbnzp7jcDifP0c/efL03bu3Z86c3rVrp6GB4fz580eNGt2Cr704K224XO7q1atDQ0PNzMwWLlxYJfuGpqbm3bt3Q0NDt2zZEhkZuWzZsnPnzom/nVOUfmHmzJkCgQDDMNFNEYqiVCr199wfUgAiNhnWtm3bPr37PH7yeNSo0aCGINCCgVx/vzM2Nt69aw8EQdu2b6NRqEuWLm2CNwaQChiG5eXlO3bs5Ozc4d27d6dPn7p67eqLFy+tbWxkMWIjhcQ5U5xFkBERETdv3jQ1NQ0KCqo8uiYCw7CysvKYMWMsLCxGjRp179698PDwESNG1KvDMAzThKCmBiI22VNcXPzmzRs+n48gsLOz87bt28aOG+s5YoSSkpIoJxMJkVQqtVPHTkpKSlLrFcigKxkgmUWzJBAI+Hx+nct2hWtcRDUQydrz6Uiwb8uXLQebflqw4pLiz9GfP3369OzZ01evXmE4bmJiPGTI0E6dOvXp3QeSQY8fPz5y5Eid0RiCIMnJyXW29ujRIy6XO2vWrN/DtcocHR3nzp27aNGiR48eDR8+XEY/Mo3aK5qTkwMq4UhfcnKy94Txubm5qBAMwykpKTeCb6AURPRbSBCEiorKo4ePHRwcmqB/QOORJERpgiF34HexcbFnz575+PEjn89XUlLq26fvmDFja8qxmZGRsWDh/MLCQiqVhmEY/lsFaxwnjI2NDh48JMG1L6LZGRaLhSCInJwcQRBlZWWKiopN/p1EEERySrKOdvkOu6btiUx78uTJ2LFjOByuu3u/tWvXdujg0tasrbKSDFeFT0lJCQ4OlkhTfD4/PT2dwWA4OTnVeXLnzp0VFBRSUlK4XK6MbpJreMT2/fu3RYsWXbx4SZoDOQAEQaampheDLvF4PNFf5Iq/yxWjXCRJUmlUae4Ra9269eJFi+l0sP+84UgOR/DyNe/CRZIk8cRvnF37aIMHUiwtJPg2AfXC4XD8NvodOHCAw+YI19FT+XzB3ZDQXbt379yxc9SoUb8/RU5OzkDf8NnTZwUFhXr6uvr6+lUGEnCc4HDLW5Og4uLi/fv3BQQEbt68acqUqTk5OYMGDzI2Nt7o59e0NQ/YbPbcuXM3+m2sSPYLNICqiqq9vf23b9++fv2qq6srTDCBt25tKmaJzGaoU6dO+/btE3NahiRJV1fXWh7FMIxCoYgzZamgoECn0/l8vuxmnGl4xMbl8kpKSir2uAJSo6Sk9EezKjeArq7usGEeTd0LGUaUlbHX+fJv3oEEfJhGI4uLOXsO8C5fk1+zgj4CXNgmgGHYunVr9uzZJ68gN23a1BEjPBUUFH6kp589fzbsfviMmdOpVOrw4cOrPEtdXf3AgQPdu3efMMF7+vQZSxYv+e1rqTy7tWTHnI4GHNm8ZfOIEZ5dunSBIEhFRWXixIk7tm+fOGni9WvBxsbGUNNhs1gEgTdhB1qA7t2737kdkpSc9CXuy/PnkTt37eRwODraOm3atBk9eoy7uzska6yFJNIUlUrV0NDgcDjZ2dl1npydnV1WVqaiotIcVqRJO2KDYbhJatcDQEvD47F9N/MvXYHodEj0pwSGYTkGmZ3NWrUOZjJp/WRytYpMC7kbsmfvPnUNtZMnTg0ZMqTiuOfIkb6+vjt37ly+YpmTk5OJicnvz+3du5ehkSGCIFKYfygpKQkOvj5smMe5s+dECeIZDMb8efPbtWs3zGPog4cPpk2dBjWdJp+ZbRk0hFw6uIwZMyY2NuZ+WNjRo0devHiJUiiyGLFJEIIg7du3DwgICAsLq311GkmSoaGhfD7fyspKdjMbgJBL5t25c2fSpEnv378TLXGbPXvW9eDrUt4HkJycfODgAR6PJ80XbTEEUdGCO3fLY7Uqt0BUKlnG4p05D+H1HKWg0SAxdp7DollsBIEZUqpm1hCiv63S3UhPQNDp06chElq+bEXlcE2UY2zDhg09erglJ6Xcv3+v2qfLyclPmTLV0dFRCl3FMIzFYtva2lapJGtvZ29kaJTxM0MKfQD+KBzHU1NTLwRdmDtvTu/evUZ4jihP7WFotG79unn/x959wFP19gEAP+fcybV39s5WitIOSRMlKe3S3nvvob21t4pktSglicyiQVGSENn7rnPPeT/33vL6SxJyXZ7v+/n83xznPPdxL/f87jN+v4ULhfrJ//r1a0BAwNWrV6Oiouj0Zq4WsLW11dbWvnnzZmBgYCOnPXr06NKlSxISEra2tpDQAntFhRiGYWfOnFm5aoWGhiaCLOJ/4EhLT790+dKyZcu3bd3WZmO/ubm5vr4+06dNB0vZmoH9OByrqGgwbILJJDT5Nf3MeYKWZhOjcAIMs+Pjsbxv7JCH+O/38BJgmJWeBqEoVlbGvHefLSGJtW2U3xQEHEKRNxCBwMn4zP70EGuTLB8EGH6Xk50QHaWipuLs3MCUNJVKnTZ9eljY44DAwLlz5/16AplMXr1qdRt0lb80R1tbOyrqOZ1Or7uYOj09PTc3V1m5S9t0A/h37t67O2mSO5PJ1NDQNDUxcXV1HTp0qJaWtvBO7fEXX+7du/fs2bPFxcX83TO9evXasWNHMxb8aGpqrlixYvHixbNmzUpNTXVyctLT06u9E6Eomp6eHhISsm/fvuLi4sWLF/MXDwgpELEJscKCgnPnzg4aNOjM6bOqqqr8393bfrc99+65cOH82LFje/bo2TY9ARl0mw/HOd/yYOQ3Y0gIglfX1GzYgv+y6/B3KDDMQJkcjFXl6o7zhosaRIXhGg6KsxlY5peqWXNFIKSpD9CGyCjOHKUIz9diBT+uOnuB0yZTAlQYzmMzKxmVJj0t5H6TadPUxBRGoKKiwr8tp8vhcHAcrzce1hIUCmXiRPe5c+e4TXCbMnmyrp4em81OiE84ddpLSkpq0ODBrfVAgKDIysguWbzUuo+1sbGJVkOz8MJo//79e/bsgSBIV1dXSkoqMzPzxYsXU6ZMCQ4ObjxJR4OmT5+ek5Ozb9++TZs2eXl5GRgYdOnShUaj0en0/Pz89+/f5+ZyB5snTZq0ZcsW4Z0SBRGbcCstKysoLFy8ZAk/XOOTkZGZO2eun5/f+9TUNovYgOaDYUScBuG/iaxwHCIRSUOHIDLSTWyPCMOkTx+RjHSyPTf39+9GpUgwTC74Dj0IhiWkKMNHkSnUdvjpjYBBRJ0yCP1O7KpPntIXb5M1UUQYFi8qJN8NLK2pqUHRBpNwfC/4juPc2c+/bfzUqVNR0c9PeZ2Wlm7qC/pH413Hl5aU7t27986dOz8O4VC3buZHTh7V09VrrUcBBKVfv36NbJYURpmZmVevXqXRaHv37p02bRqJRMrNzV22bFlwcPDFixctLCz+dvmjiIjI7t27zc3Nvby8YmJinj59Wve7oqKi/fv3nzlz5sSJE4U6XAMRm3ATpYmKidFyc3LqHa+srGKxWGCCUlgQrXszb/hyg7Nf3qdwNpuopyt++jgsJdX0BkWCgwne12hexxo/TfTdWzj8IUFDXezEEdG/Dz7aBiU/FH+1j2QziDZ3Tps9qDmLpTMg49XLVwkvE1UbqgLn53cLwqG+ffv+7a0lI+MTP/11645wz58/f8iQIcmvkzMzM2EY1tXRsbLq1ZSi10D7V/s7VlNTk5uby2QyVVVVJSUlhXdXR1paWn5+vpOT09y5c/nZBLW0tNatWxcREZGYmFheXi71N293tcaPHz9s2LCkpKT3799nZWXR6XRxcXEtLS0DAwMzM7OOkRSwHX6uBppKSVFp0KBBp06d0tLWHjRwkLS0NIvF/Pz58/Yd28lkco82HGDDMAxsO2g2cv9+TMueaEwsVG8pG45DOE52dvyrcI17HZPZlM0KOIPBfQgMw2voUHuN2CAWN39Q0yeFW4U4mezm5hYfF79z5w6L7hb1EmQEBQf63/YXE6c1mJKtcQQCoRWnROvS4/kXLQMCV1BQcOzY0StXr+Tm5uI4JC4uNnLEyHXr1puamkJCqKioiM1mGxgY1C3NqcVTUFBQWlravIgN4qW+GsgDdVAgYhNi3AXOq9ekpqROmzZNR0dbRkaGyWBmfM7AMezgwUNNz6DLYrFauLdUU1Nzzpw5Qr0SVoBgWRmRrRurFy3jpH2ESUSISOTuF2CxIRimuLtRp0762wYxDGvdUZxOaPKkyX63bsXExLq4jl29cs2IESMIBEJJScnNmzc89+4tLi5ZtXqVqYlQ3i8B4VJZWbl4yaKAgADH0Y42trYUCiXp1atbfreSkpP8bwcYGRlBwob/7lRvgpJMJtNotIKCgpYneWUwGJWVldXV1aKiouLi4lQqVXjHI+sBEZtw09bSDg6+c/PmzUdhDwsKCkRpoi4u46ZPndanydthxMTEBg4Y2MJVNWpqatOmTm9JC50cycxU/OIZxoWr7GfPsJxciEIhmZuRxzhRxrs0I/WGjo5O/34dauFL25OTk7t2zdvDY+bTp89cx7tqaKjLSMvk5OYUFhRBELRo8aJdO3e1qzUxmZmZ7z+8z8/PH9B/AIZjFDJFsLlzgdZy//698PDwixcuurtP+hF5TJ8xa5aHy7ixXl4njx8/0WHCERiGWzJ2UFNTEx4efvv27ejo6G/fvnE4HARBFBQU+vbt6+TkNHTo0A5QnwlEbEJPWlp6Pg+dTicQCWTS3w10iYuLe3p61h2dBgSCoKND272NeS+kev4igr6e2IUziJxs85qy5GntDnY6Ojo63t43fG/5Xr5yOe3Dh7y8PBKJNGz4sJkzZ44YPqL9hGssFuv48eNep7yys7+yWejNmzfevHkTFBR09OixIUNA7mWhl5ScrKer5+z8n/Sw5ubmo0eNjk+Ip9PpoqLtdUlDG8rIyFi3bt3t27f5MR+JRCIQCBwOJ4vnxo0bw4cP5+9OgIQZiNg6jmaXtm15uPbt27eYmJhRo0aBidEWQhQVuJ80aTRYupkrOYBWpKysvGzpsrlz5n79+rWGXiMnK6esrNzI30tSUtLpM6d5O3TrD3vw77Yvol+0+gt09tzZLds2j3cdP8TOfvuObQhCGD/eLSo6av6CeXeD7xoYGrb6IwJtiUAgoCjK4dTfTs5isQgEgvBWHqq3oJNKpSIIAsNwM/bMff78edKkSbGxsV26dHF2dh48eLCBgYGEhER1dXVGRsbTp08DAgIePHiQmZnp4+NjZmYGCS0QsQGtICMjY/+BfUOGDAERW0vxdwzgOPcfYOCTG/gIfsZHRESka9euTTnz69evV69ewTDs9xNVsJGRYStOY1VXV9+65WtnO+Tc2fNl5WV793liGIeb5uCk19ChQyOeRYCITdj1srI6e/bMxYvn589fwH+DxTAs8nlkYGDgRHd3ansuWPJ7MAxHREQgCMIfEoNhmE6nZ2dnV1VVnThxQk5Ojn+c/9/Bgwf37t37d02hKLpr167Y2Nh+/fodPny4Z8//bLkzNDQcOXLkrFmzlixZEhYWtn379itXrtBoNEg4gYgNaAUIgnSk1Z0A0DwODg5ZX742fg6BQGjFZGxMJqOoqMh+yFAEQVjM/28h0tTSUlFVycvPb60HAgRl6FAH13GuK1au8L11a8CAAVQKJTk5OexxmLl5t/nz5gvj64JhGI7jj3h+/e6BAwfqHdm+fXsjEVt8fLyfn5+Wlta5c+cMDAwaPMfQ0PDMmTPOzs4PHjyIjIwcNmwYJJxAxAZwP8eAYKuDwTBMeKdLhBeFQlFQUGjLR6RSqUpKSknJSfxHh2GYP2lb8L3g+/fvsjINJgAGhAmVSvX03GtkZHTl6lUvr5Moiqqqqs6bO3/RokWawlkCoWvXrlOnTsWw+vO8/NtQvc0HOI5bWFg00lp4eHhlZeXy5ct/F67xaWlpzZw5c/HixU+fPnVwcBDSWx6I2Dq7qqqq/fv3LV26rBU/9wOClZCQ8OTJ47Vr14EXosMTFaWNcxm3ctXKNWtW2w0ZwmKx8/PzY+Ni9+3di2HYwIGDBN1BoBVISEgsXLho9py59JoaDocjKioqpJOhfP15WqUpFEU/fPhAoVCsra3/eHLv3r1pNNr79++FN8M8iNg6u4qKitCHD93dJ7UkYgMZdNuVjIyM6Betv8IdaJ8mT5ry+fPnY8ePnTt/rry8fNv2bWw2m0QiHTp0WEgzrAINIpNIZElJ8OTUxeFwGAwGmUwW/00J4LpoNBqVSq2urkZRFERsgFCCYZhEIrVwiFhRUXHUyFHtJ99BJ4cgyD9KrA+0Q2LiYvv3HxgzZmxIyIOsrCwMx7vq6zk7jzU2NhZ013h7aADgnyESiRISEgwGo7i4+I8nl5WVVVdXS0lJCe+tqvlv6zi3Fg6zVTsDNFNlZSWZTKZQKCiK8ouptfFTqa+vv379hjZ+UKAz+PlJAtz4/8CaB2pnuCvMQdDWYkwmMyEh4dOnTyjKrv10jWGYoaFRv379IGHz7NmzCxcu/LqOrUEYhk2YMGHUqFENfpdAIOjr67PZ7OfPn//unLqPy2AwjIyMhDenQfMjti5KXUY7OnaM6qrCq6CgYOfOHf7+/pcuXbK3H5qamjrezbVfv/4bN2wEGc8BABAgKpU6f/4CNXV18Cq0RGlp6fz583xv+dJoNCKRVPvphc1GZ86cKYwRW3p6+rVr15p+vq6ubiPR2NChQw8cOHDt2rWxY8f26tXrd6e9evXq/PnzkpKSQ4cOhYRW8yM2OTm59evWt2pngL/DZDJ37Nh+7vy5GTNm8BesqKurT5zofujQwdzcnBvXbza7nu7fKiwqfPP69cCBg8BkHAC0sfCn4QSEUK/6NZPFvHPnTg+LHk2vL9zqiETixIkTBfXoHUZAQEBISMj6devt7IbUnc7DMKxLly6QEKr9KbjLaUaN6tGjh7i4OIFAYLPZHH5Cyv+ql2KtHjMzM3d392PHjs2bN+/o0aN9+/att00ex/EXL14sWbLk8+fPc+fObSSqa//AYhchlvft24MHDxYuXHRg/48ENlJSUps2bjI0NJwzZ3ZcfNxQ+zb6MJGelr5z104rq15tPyELAJ0Ti8Xils1G2cePHyORyNra2rXzjzACf874vGzZ0u3bdwgwYgNaxbt3b3X1dNetXUfrKDNadnZ2O3fuDAsLe/v27ZUrV16/fj1mzBh7e3tzc/NmFOAhEAjr16//+vVrUFDQ0KFDhw8fbmNjo66uTqVSURTNz88PDQ29d+9edXW1g4PD5s2bhXdKFERswo3JZrFR9q81N6wsLWVkZPK+fWvLzjRxUQIAAK0iLS1t2vSpFZWVRYWFMAwPsR9SN2KrrKgoLy9XkG/T5HDAvyAnJ4eiKJPNEtY8/b9QVVXdsGHDsmXLkpKSwsPDAwIC1q1bt23bNjMzsxEjRjg7OxsaGv7VdI2iouKZM2dUVFQuX77sz1PvBBERkQULFmzcuFFJSQkSZmCMTYjJSMsoKSo9i4hwn+he96PJmzdvy8rK2vhXU0gTEgKAkJKQkBg0aFBNTc3jx48JBIKdre3/d2fgOIFI7GNtbWdnJ9A+Aq1gxoyZ0S+iz549u2jhIuEtr/QrUVHRvjyrV69OSkry9/cPCwvbsWPH1q1b+/XrN2bMmIEDB5qZmTVx1E1BQeHEiRMzZ8709/d/+fJlQUEBnU4nk8ny8vKWlpYuLi6Np+Ht+BEbiqJfvmTq6OiCW7WgyMrKjncbv3nzZpTDcXV1VVdTq6qujnnx4tjxYwYGBpaWVgLrGQC0KrDf8FcaGhoHDxyCIMhzryeZSFq+YkV7+6XDMCw5OVlbW7vNFtR2JBcuXnj6NJxAIBIIhKKiok2bNt65E6ypoUn6OamHoqidrd306dMhIUehUHrzlJaWvnr16tGjR/7+/suWLVNQUOjZs+ewYcPGjBmjrKzclKa683CXVhcWMhgMEokkJyfXkVZXN/8n+fTp0+Ili275+oG/RkFBEGThgkUV5ZVnzpy5euUqjEA4xk2HMHjQoIMHD8rKyrZZT3AcR1G0zR4OAIBaq1auap/PRk1NzcpVK3bv2t27d7tLO9L+ZWVlJSa8JBC5I0wkEsnU1KyiouL169fQz9kMDsrR09WFOhBpaWlbnt27d0dEROzatesBT3V19Zo1a/6qKXl5eagjatEYG4POaHBnB9BmKBTKtm3bxo0b9/p1ck5uDplM1tfvat3bWqZt6wlKS0v3se7TkT7KAICw4E8bYRhWVlaWk5tDE6UpKyuLiIhA7QCbxQbjo82zYsWKeXPnNTKFheM4jSYKdSwYhuXm5j548ODJkyeZmZn8e1xrbWgrKyv7/v27vLx8G98fW1GLbrFgPrSdMOERYAeMjIz27PFsxjYfAABaLjExYdeuXY/DH1dVVMMIN8vPzJmzFsxfIPA7E7hHNJukhKSkRCeqSfXu3bv4+PigoKCIiIjKykoikdizZ8/Jkyc7OTn9uruueXx8fJYtW7Zr167ly5dDwgkMigCtAIZhEK4BgEAkJCRMmOBWQ6fPmjGrW7dulVVVDx8+3LFje/bXr4cPH+lIa9WBDjmidu/evdDQ0JiYmELermczMzNnZ2dbW1tzc/PWTReFoiiDwWCz2ZDQAhGb8CkrK4uKjlJVUTU2Nk5ISMj/nk+onzCQu+6hX79+km1VNri8vPzz5wwzs+Zk0wGAxoA9yI1CUfTYsaOiNNGQkFA9PT3+wfnz5p87d3bd+nXOzmOGDRsGfsE6ACaTieM4lUqtqal5/fo1giBmZmbtZO77b7HZ7LS0tPj4+ODg4IiIiIqKChiGe/bsOWPGDCcnJwsLi3+UMg3mvZkI9bgviNiEz+fPnydOnDDBbcLevfu2bdv66FEY/J+Ajbv/QFJK4ml4BH/XTBtISUnZsnVzYEAQqFoG/AugqujvVFZWvn33dpyLa224xt+T5Oo6/viJ46/fvAYRWwdw997d48eOrd+wYUD/AevXr7t48RJCQEaOHHHo4GEFBeFLuffo0aP58+d//foVgiBDQ8MFCxYMGTKkW7du0tLSgu5aewciNuGjr6//4H6IgoKCmJjY/v0H1q0rhuuFbBBOJBLrvoP/aziO8z8CttkjAgBQuyCBxWLVezZQFGWzUSIBvMMLvcTEhAUL5quqqCrIKzyPen75yuVRo0eZmJgcPHigq37XTZs2Q8ImLy+PH67p6+sbGxvn5+ffvHnz6tWrDW5kxHHczc1txIgRguhpuwP+noWPmJhYbfXf1lqS2XL1SrkBANAGxMXFe/boeePmdUdHRwsLC/6fIYPBOHv2bGFhQY8ePcCrIOwehYWJiorevOmjoaGxafMmMRpt08aNBgaGXzIzn0Y8Xb16NYVChYQKgiAwDOM4ns7zx/O7du0KIjY+ELEBAAAIKwKBsGTJ0oSEhIGDBjg4OJiZmlVVVYU/DX/z5s3KFSv79Okj6A4CLVVYUKCioqqmpkan0xPi4/T19LW0uLViu3Tp8ubtGyaTJXQRW58+fU6ePNnEORkcx1vr15go/PmnhP4H6MxwHL9//76ysnK9+htlZWWhoaE2NjZttsQBw7Bf52UAoOWEeJFwWzEyMvK56XP0+NGHDx/eu3ePSqWamJicPOk1yX0ShUIRdO+AllJSUgp7HJaXn19RXpb8+vXkSZMpFAqHw0lLT5eQkKRShSxcgyDIgKe1Wvvw4cPz58//GP8hCBIZGQl2HgACQKfTi4qKKisr93jutrK0kpeXr1sEOjYmdunSxde8rw+xG9KU1jAMa+ESNElJSXNzsFG0vcBxHMMwQfcCaDv6XbuePOHFYDCqq6tJJJKIiAiJRAIvQMcwcuSoi5cuOjmOxnG8urp69OjR3759O3Bgf2BgwJ7de/7Rtsr24/PnzwiCaGpq/u6EyMjIOXPmNL1BoU77D8bYhFJUdNTSpUtYLFZ+fv7Hjx9DH4Zi2P8jtpLiYgiC5GTlmtIUmUyWlpZu4Qc1IyOjfXv3C+lW845HUkpSRlpYk3oDfw3H+TlQqDzgCexgjI2NT3mdPnL0SElJyYEDB/v06RsYFHjN+5qHx+xp04S+qOjvcDicly9fXr9+PSQkZMaMGWvXrv3dmWpqakOHDm36oIOuMJf2AhGbUFKQV7CxsWXQ6fcf3FdRUell1ev/v604TqFSbWxszM3Nm9KUjIyM9zXvFhaHJRKJrZvqEGiJIXZD+vX9sTcF6NgqKyt37NjepUuXZcuENY078Ec2NjaDBg3icDj8oVP7IfapKe87aunM3Nzc8PDw69evR0REMJlM/rBCI+c7ODjY29vjOP7HRGv8qE6oN8mBiE0omZubHz92HMfxNWtXm5t1c3d3b3ZTMAy3PAsOg8EoLS1VVFQU6j+GDoNAIIDEeJ0EgiDxCfHVVdULFizs8BNknRnCw/+3hIQE1OFgGJaSkuLt7R0SEvL27Vt+RdFBgwZNmDCh8Y2icGequAMiNiEGw/Ce3Z7tIYNzUlLS1m1bbvv5g5E2AGhLNBpt29bta9auPnzksPtEdxnZ/8yGUylU8CEKaOe+f//+/Plzb2/vR48e0el0/jbYCRMmuLm5de/evQNs8GxF4LkQbg1+tmCxWCGhIVaWVl26dGmbbmAYxmAw2uaxgM6G94kEJGduGIZhiS8Ts7/mrF2z9sKF8zIysj+/gxOIxL17PPv1699mrxQANB0/H9vNmzcDAwPfvHkDQZCsrKylpWV8fLyNjc3BgwfBk/krELEJvcTExIzPGRiGwRA3JyGRSMjOzj546OCpU6dHjxrdZt1oD0N9ANAJ4TjevXt3q15WKJtdu0cYh3ACgQh2jALtUHl5+bNnz3x8fO7evVtVVUUkEgcMGDB69GhXV9fCwkJbW1uw1f13QMQm3Hx9fRYuWlhUyN0cygX/GIzoadnD2Mi4KS0wmcygoKBRo0aJior+064CbSbjc8br5NdjxowBz3lrodPpOI4TCIT2luEMQZCVK1auXLFS0B0BgKZ69OjRpEmTWCyWsbGxs7Pz0KFDu3fvTqPRIAgqKioCz2MjwDpxIVZcXHzs+DFz824vXrxYtHhhv/59Y2Nib/rcsLTqOWXyFB0dnaY0UlJScvTY0W/fvrWwM+30UxGBwE98wP1HK0KQH822+hoLfj9huCUdfpn48srVK63Zq86KwWCEhDyYOm2qkbGhjq62pVWPdevXvkp6Jeh+CQ1Qaxj4VUlJCYvFUlNTc3FxGTZsmJWVFT9cA78wf9Si+w0bZbfkcqCFioqK8vPzd+/abW1tXVxSHBERoaam1qtXLxKJvHv3rpEjR2lpaTWlHX6Jt5b0hEAgiIuLt8OJUU76J7yqEsIwTkoqQbnVVvXhxSV4aSmOYejLV8TeVnDrZSvlvP+Aczh4cTGW9ZWg3aSXr0FgvXnLVVRUrFy54vyFCziGU0UoRCKxqKjo7ZuU8+cvbN2ydcGCBb9ekp2d/Szy2e8W3cEwN4KRlJQaMmRIJ0mc1g7fE4QOzvPrXzT/TVsYn+EBAwa4u7s/ePBg27Ztu3btsrS0HDFixLhx43R1dclksjD+REIQsamqqk6ePKVDbjMWFvw/YzExbiI0OVm5mpqa3NxcZWXlXlZWLBYrPj6+6RFbC3tiaWl5+7Y/tZ2Vt2M9flKzZgP+vQDH8aqFS0RWLhOZNePH2FgLcPLyqhcsRRNeQhBOP3CYk55O27MTlpRsaXeZzJojxxmnz3FzR77/UDl5utiJo8TuTUqqB7Q6Op0+d96cmzd8uih38fDwGO/qKicnn5KScvXaFe9r15ctX4YQkDmz59S7jyYmJk6ZMhn/dbiZO2aKEIlEJpOlp6cb+ey5kpJSa3YXh14lv0pJSSktKZGVk1NXU+ve3ULgGV6oItR169Zra3OLYALNFv0iOsDff9OmzfXSMJ09e6a6pma5EObhMzQ0vHbtWlZW1u3bt4ODg1+8eBETE+Pp6TlkyBAzMzM2m/3v9odmZGQQCIRGKii0c81/XqSkpObNndeqnQH+jpycnIyMzO0A/8GDBysqKiAIkvgy0dLSsqKisrKykr9Num0QCAQRQvsqeIAzGPT9h7D87yTHkYiMLNPXj3HkBNnejqCh0cKWGRcus6OiiT0sSP36skJCmf7BpL59Ke5uLWyW/SqZcfYCLEajTJ6IfclihTyiHzspduYE3NmTbHEjbLzN94oGBATcvOGjqqbic9O3b9++/IMKCgqDBw82MTFdv27dzp077Gxt9fT0615lbW19J/gOb/Dj/x8MCAQCjMAp71KOHT+a/TXH0NCwdg6oVVRVVe3avevsmTMlJaUwwq2AQKOJ9rHus3v37p49LSHBIRKIw4YNE2AHhBqKonFxcd8Lvj979iwgwL9r164Kioq142oMOuOkl5eWpqYwRmz8H0FTU3PlypVz586Nj4+/c+eOv79/IA8EQa9fvw4KCrK1tW2tdFEoitZWUJg9e/aqVasg4QR2HggxOTm5mbNmLVm8+GvWF+9r13v16r1z546MT5/i4uJqamrMzM3arCdMJrO0tFRBgRs1Qu0D9jUby8yCVVXFDu2HRUSwr9nsJ+GcN+9aGLHhDAbnXQpEIIisWka2GYx0UaxetwlNSmp5xMZJ/YAXFZNnz6Rt38L5+BF9+47z8SOWn09QV4c6MTKVjJAREqVNq2RiGHb5yiUIgjZv3lIbrtVasXzFixcvAvwDAgMDV69eU/dbSkpKI0eOqnc+m8W+eu2Kl9dJBCbsP7B/1sxZrZi2EMdxL6+TR48emTBhouu4cRoamjU1NS9iXpw8eWKWx6wA/0AwxCWkGAzG3n2eD0MfIgSEw+EsW76s7mQIjuOiIjQPDw9IyImJidnwbNy48f79+/7+/jExMW/evHF2dtbT03Nycho+fLiFhUWzZ/NycnJqKyiwWKw/VlBo50DEJtymT52upKD4/sMHcXHxTRs3lZQUHz9xXEVZZeeOnWambRexpaSkHDl6+JTX6dYdPGgJWFoKEhGBSktZ4RGIkiInIwNCEFhBoaXNkkiwlBR3CefzaERNjR2XCKEoLN/SZrkty8lAZCL24QP69h2a+BIvLkG6KMG8KW/hUlNTc9PnZn5+fsvDdxiC08s/ZOR/eSAVUqxY3kod/NODwnBBQUF8fLymloatjW2D50xydw/wD3j48GG9iO1Xz58/37Jlc+TzyFGjHDdt3GBh0aN1e1tdXR0YFOjg4HD2zNna7IwWFha9rHqNGj3y8eOw2bP/okg20H6IiIhs27pt4cJF4eHht3x9t+/YoaSoVCcxISwlJWnahm/y/5qcnNzUqVMnTZqUlJQUGhp669att2/f7t+//+jRoydOnPjb2JTD4dRWUHj37h2/6u7gwYMnTpw4fPhwSGiBiE24kUik0aMdR492hCBIX18/OOhOZWUllUpt46LsNTU1nz9/blfbRRF5eYqbK+OEV/WiZRABwSsqySOGEbu1+A2OQKBOHI9GRjHPX2LevAWVlRH09CijGyui0kSk3r1IAweiUdEVY90gFgvicCjjXBCZlhYQa3sPHtyfM2c2B221XwYYgtKgjGDoHtS29PT0qNSG/450dXVhBCotK22kmmF2TvaRw4dPnzmjrKx8/tz5SZOmEImtX0uHyWSWl1cMGza8XjJtIyMjFRWVlu8BBwSFQCB0724BQZCWppahocE4l3HtLbPMv0AgEHryrFixghuq3rr19OnTgoKCpreQn5///Pnza9euPX78mL80SFlZeQKPubm5sFdQaH7vWSzWmzdvevToAXZ2tB9EIrHlRUKbAYbhdviXILKIu86SceY8hHNE5npQ58+FW+MtjzSgP23/nuptu7DsHNKA/qJrVhIMDVreLKKoQDvgWbNxC+txOKKhLrJwPsXNFRJCJcXFHBTT1dNxHeeKIEhLtiEjMOFTRXpCQZyupH5POcu2Wc1GIBDyv+dfv369oqKCxeIWov5V1tevOAaJiTW8PxrDMF9f3127d6anp8+cMXPNmrX/bqWzpKRk3759kpKSmUxm3Tt6WlpaSUmJubkgd65wOJxnkc9MTUw7as3ytqHHA3UyIiIiI3g+ffrUlNF6HMc/fPjg4+MTFBTEr6AgJydnaWkZFxdnZ2d34MABqENo/l3206dPq9es9r/tL5AQAQD+CBYTIxobQhyUZGcrumUjN4laKyFadIepVERJUXTLBqKxUWs1S9DUQNRUIRwSmTmNOnkiJJxg3vNsY2Oza9fulrf2+NvDsjeFozRHzjNYBLUVOp2e/vFjRHhEZOSzX4MtHMdv3LgOQZC9vf2v1yYnJ+/d5xng729pZRUSEvq7edXWQiQS3cZPWLBwwdRpU93Gu3XhprCBv3zJPHBgv6ysHIVKjY6OxjBMVla2a9eubVwwm06nb9+2bc8eTxCxtRYOh8Nms4U9NUxOTg6VSpWTk2vKyVlZWRwOp5HlmGVlZbUVFKqrq0kk0sCBA/kVFPLy8oYMGdKuJn8EFrFhGFa3KAogKG/evImNjamqqqo9guM4hUpxHTdeocXLtpoIx3EOhwO1P+yERKyyimjVsxXDNe77ZsZn7OMnYp/eBN0mpSluIpzFZscmwKIixF69ICHXWkPvHAzDMZzTtu8zIiIiE8ZPiAiP2LVrl7l5t3ojVZcvX75z5668gryTI3c1Ql2xsbETJo7/kvl1yBC76TNmkIikJ0+e1B1lxHGcRqNZWlq2Vv0oDocTEhqS9y0v7UParVu+/LtgcXExxsGlpCUnT56MYRw2G3VwcLh86XLb5/vgvS2AmrCt4NmzCO/r3mlpaSiKKiurjB49erzreCGdJw0JCfH399+9e7eFBXfa93eqq6uPHj26f//+pUuXNvjpiC80NHTy5MkoipqYmNRWUOCX8MnPz+9gOZxbNJMF5kMFC8OwS5cvrVi+nM6okZCQqr1FYjguKSExcMCgNovYyGSyrKxse/t9wMsr0JT3iLQU0aRJBbuaDn2VhLOYBBPjVplmrcX59AnLzkZUVQj6uq3YrHDjv9+2+bvuxIkT7969e+/ePWdnp2XLlg8aNEhcXDwvL88/wP/48WMoytm+bZuJiWm9q75+/fol8yt3aPDJ48dPHjeQmA2CtHW0oqNetFY+NgRBRo4Y2VVfn0QicYNbbmiLIwiBlxYb49+uOByOhoaGQO7u7e09QRhxOJzDRw5t3rxZRlpGv6u+iIhIyru3d+4Eh4aGnDzhJYxzXGJiYg8fPnzz5s2ePXsmTZrU4NDv27dv165d++DBA/5CtEZaKy4uRlFUXV3dxcXF3t6+R48etbtBO1i4BnYeCLf8/Pxjx44Ym5hs3LhRTlau7psjgUBoYpWqVmFkZLRv7772VpkUy83FPqQhmhqtOxIG4TgalwCLiBB7tXKyKzQhEa+qIvbsAQv5rEcHICYmduHChdmzPYKD7yxevFipi5KEhERubk51VQ1VhLJ168YlS5b9epW1tfXVa1d5WeobDjMxHJeSlJSSkmqtfsIwPIintRoE2pvY2JiDBw9Ocp+0fPmKrl27wjD87ds3/wD/TRs3Xupxafly4cvHNnTo0E2bNu3bt8/DwyM5OXnjxo2ysrJ1T7h69ermzZuzsrLk5OQ2bdrk6trYit7BvB2gDx482Lp1665du6ysrIYPH+7i4qKrq0uhUDrYZ4Z2t1ocaLqKiori4pKlS5cPcxBwmkoxMTF9/a5QO4OmpWN5+eR+1kiX1swvj5WUoO/eweLipB7dWzkQfPkKYjJJVpYtL8wAtJyCgsKtW37+/v4+Pj4pqSkMeo2WplZva+sZM2ZY97Zu8BI1NbXJkyaDJx9oRWFhYQoKCrt27ZL/mUVIWVl50cJFL18mPgi5v2DBAqGbG5WRkdm+fXuPHj1Wrlx55MiRV69e7d+/38rKir/EbdeuXWfPnsUwzNbWdteuXb3+tETEyMjI29s7KyvLz88vODg4JiYmOjra09PT3t7e2NgYRdF2uCuu2TrOT9IJycvLa2lpvU9NbQ/zsxwOp7WW5rQWND4BIpOIjS6VaE6zSa/x8gqiZQ9EWqYVm8WKijnpn2BFBULXTrcvrBGCDV3JZPKECRNcXV2zsrJYLJa4uLiKiopAewR0OlXV1VKS3JHZese7dFH++PEjiqJCF7HxOTo66ujorF69OiQkxNHR0dPTU0VFZf369QkJCaKiogsXLly1alUTdyfAvAoKq1atmjdvXnx8fHBwsP9P/M1AwcHBtra2Aq/b1nIgYhNisrKyWzZvWbpsKYFItLW1pZAp/IkYHOfuIDMzM2uzX9A3b94cP3H8+LHj7WhilM1mx8XDVCqpT8PDIc2GxifgFRUk694QuTUjVCzzCyc9nWhkRAB1GOsT8IgjgUAAlQMAQdHT1fXxufnixYu6c995+flPn4br6eq1cerN1mViYuLn53fw4METJ07MnDmTV3iX2bNnz23btjUvz63YfysoBAQExMTEJCcnOzk56evr8ysodO/eXXjroYOITbgxWayCggLPPZ5Hjx4mkyn8lTMYjklKSt67e7/NsjFVVlZ+/Jjerqp/YJlfsNw8REWF2BrJ0v6PwSCmfhAVERWxauVFbIS0j1BpOaKvB0u1uKg8AAAdxahRoy9dvjR5ymQPD48BAwZQyJTXr19fvXb108dPu3btbj+FAZuHRqONHTs2KCiosLCQw+GIiYktWLCg5WUJ5OXlp02bNmnSpOTk5JCQEF9f35SUlH379h09etTLy2vGjBmQcAIRmxDL/56/ZcsWWVnZ9evWy8rK1cm0gpPIZDU1tTbrCYVCKSktPX/+vKioaP/+/bW0tHjb0Z9lZmbCCG+ABMdhBBk0cJA6r0rmkydPsrOzf36LO4ZiP2RIly7KHA4nIiKizrdwIok0eNBg/l6hkJAH378X1F4Fw9Dw4SPk5OTYbHZ4+JO8vHz+t3Acp0pI9vn0WbK6GhlmH3z/Xml5+Y+FYTh3b52jo6OEhASDwXgS/qSwoPDHVRhOo4na2trJyMhgGBYQ4F9VXf1j1SoOEQjI2LEuIiIiFZlf7r1KLCVBos+fIVmfcTYqLi5uZ2cnKSmJoujt234MJvPnVTiZTHFxcSGRSBUVFWGPwyorKmsfS0paaojdEBqNRqfTA4MCWSw29XZgP1GqWGvvZgAAQKjxa2asW7du//79W7ZsgXCITCEZGRmdP3/hX2f7+9eYTKa3t/e2bduys7MNDAxUVVWfPn26ZMmSzMzMpUuXtnwbLJFIrK2g8OTJEz8/v7+toNDegIhNiJWWlublfdu6eavH7NmC7YmRkZHb+AmPnzxGEERXV5cfsSUlJT2Pek4icX/HMAwnEAiGXQ35EVtCYkJiYiK/aA/Oi716WFh06aKM43hiYmJCQgKRxP0WhuFUKsXExIQfscXExLz/8IFA4H6mxLmxF9y3bz9+xBYbF/f2zdvaq8RlZPRz8qVYLEL37s8TE7LS02uvIhIJQ4bYSUhIsFis6Ojo9PR0fjc4HExWVsbS0lJGRgbHce4fdmHhz6twEok8atRoERGR6s+Z0Z8+ftNUp6S+g94kcziYkpKStbW1pKQkh8N5FBZWVVWF8MIyjBsC0hwdHUkkUnV19bOIiLz8fH6DKMrR0FDv17cfjUZjMpmPwh5VlZYrRT+3lFYgt/bQHQAAws7ExPSWr1/y6+Sc3ByUjSooKJgYmygqKULCLCcnZ8uWLZcvX8YwzNHRce/evaqqqkePHvX09Ny+fXt8fLynp2drTROJioqO4klNTRXu/MN4c719+3bAgP5FRUXNbgFoocLCwr79+mzYuL4ljXz79q1vv77p6ekd6eXgFBSWOYwsNjBjJ7xs3Zard3oWyalU7z/Uus2y4uKLtQzKHEZhTGbLW/P19XVydvrjafEJ8VLSkpaWPVv3r/js2TMQBM2ZO7tVWnv49YHDfZvj747gnQ9/3fQ4VxdcOFVWVvbv3+/Fi2hBdwRoX9hsdnBwsKkpN52hrKzsoUOHGAxG7XfDwsL4gZqamtqFCxdYLJZAO9u+CPcUeCcnJye3ZPHS4ODg06dPFxcX19RBp9ObXo6C/6sAdSBYTi4n7SNBQ4Ogq92q7WK83QwUcm/uRvRWxEl4CVVWEq16wq2x37bjvaBAMzwIefDp0yfw1AHtTVhY2OTJk9++fdunTx9/f/9ly5bV3e5qZ2cXGBjo7u6enZ09e/bsJUuW5OXlCbS/7QiYFRViVVVVYWGP0tLS5s2bt2LlchqNxl9BhWHcnQeBAUH8DzGNIxAIOI53pIw13GnHN2/xsjKCoT7ceqlKuXFVTi728RMsK4eYmLRisxCKsl8l4xhG6tGjVTKxkclkYV+P/B8wbz4b+L2U1JTU1FQURWEI5n4QJyAV5eW79+xeuWKlru5C8Mx1AKWlpYWFhRjGqd06jeO4tLR0axXPaEtfvnxhs9lLly79NXcun5aW1uXLly0tLXfs2HHq1Cltbe2VK1cKoqftToe6T3c2RCLR3Lzb3DnzCEQCtyDNzxzrOIaLioo0cdmmjIzMgf0HGi8DInTQuHiYQiFatnZNgsSXWGUV2bo3It6aaVOwvHzs40dEXa21ajMMGNBfU6t+/XKgo3r69Oksj5mfMzLrBLjc/9fV0+nZs6dg+wa0HI7j586dPX3mTElJMY7j8M+IDUXRSZMne+7xFLonWV9f/9q1a05OTg3Wp+IjEolLliwxMzNbsWIFk8ls2w62XyBiE2JUKnXBggUtbIRIJPbp0wfqQPCaGvRVEiQqSmr1KlKJL6HqKm5xqt+/0TQDJzOT8ymD2LcPoqXRKg3KysrJyjYp8yQg7Fgs1smTJ8XExJ5GPH3xItrX1/fQocM11TUHDx3sY21tYdFD0B0EWuphaOjqNWvU1dWdnJxoNLHa4mcoB/1jPYD2yda2qVtcBw8efOfOnZKSkn/cI6EBIjago+G8S8WKigk6OkirDhziFZXoh3RYUoJoZNjac7jvcAaDYGQAC3MyTEAgqqqqPmZ8dHd3HzRwkJSUlPc1b2kpaVsbWwUFhdmzPRwdHXv16g1eGqH27PkzGRlpv1u3u3bVhzofVR5B96K96ECLXTq9mpqaTv8ccLHjE7hVpHpbwdTWLN7C+fqV8/4DoqND0NNtzecZx9kvYiAajdRbKD8uA4LFmyaDxMXEIQiSlpLGcSwrKwuCIFNTUwkJicjISPACCTuMgykoKKipdZyopaioKCEh4du3b388MykpydPTMzY2tk36JQRAxCb0ioqKDh46OGrUyME2g+2G2C5fsTwlNQXqtDgc9G0KhGPEbmatW0+d8/ET/v07QVsbUfxRj7lV4CVlnJRUWEyM2L1bKzbbcfBexNo1mkA9YmJi6urqQcHBRUVF0tLS4hIScfFxEARVV1eXlZfT6XTwjAk7+6FDGQzGi5gXUEfx8OHDYcOG3bx5s+7BsLCwFStWJCUl1T0YHR29bt26R48eNdJaeXl52t8oLS2FOuesKMggIHCfPn6cPHVK0qtXhkaGSkpdKisqLl26dNPnptcJL2dn56a0wOFwUlNTDAyM+KluhR2Wl895/4GgpkZs7RkENDYeIpFJVq2znbMW+9UrvKyc2MsSlmtgz1TzlJaWfPuWZ2xs3FoNAu0WhULxmOUxddpUG9vBgQFBQ4bYe3l51VRXf878nJn52aKHgNexgXtEy5mZmhkYGHh4zPLwmG1sbEwk/HijxjCOpqZWUxICtDcMBqO4uLiqqqruwcjIyEOHDpmbm3fv3r32ID+JAanRnEf+/v7z58+v95vG3yzfYIqrPXv2LF++HBJOzb9JwzB3G/mPgjyAIDCZzN2eu/Pyvt24cWPwYBtpaWkmk/nu3dt169dt2rzRyspKRUXlj42UlJSsWLny3NlzGhqts+xdsDhfs7GPn4i9LRGdH/sucTqdWx6hTr6fZsBRlJ2QCItQudsO+NhsnM3mrjxr2Z8AmvgSr6wiWlnC/AQrGI4z6DCJDLUggI6MfH7j5g1fH9+WdAwQFiNHjArwD4yOjhIVFV20cFFuTs75C+clJCTWr1sv8CpGRO6vMbhHtMjzqOeRzyILiwo3rN8AI9x8TPzjKJszd+6cU6dOQ8KGHzbUy0DE/7makZYIQRAymYxhWG00guN4TU0NjnOrztQNUfiJKoU6lVXzu66urr5g4UJJSVC1WmDy8r49f/588aIlY8aM5R+hUCg9evTcuWOXo9PohISEpkRsbDa7qqqqw2yfRpOScRaTYGoMUylYWTnj3AWmzy1EUkI8wA9pQYV1TvpHPCcXUVUh6HIXsbEeh9OPncTS0kX37aY4jmp2sziThb59B1PIpG7cHN9o+ifGwSOsiGcUx5G0PbsgXkmrZmDwNLtXgHCBEXgQD//LS5cuHzlylEgkiom1Zg6aZhAVFd29e4++fmdcL9+KrHv3vnTpMn98hLs84OdYEo7j6uptVzy63XJ3dx83blzdMbaKiorhw4cXFxeHhYX9umuhbrbeThSxiYuLu413a9XOAH+HyWSx2exffyPl5eWpVJF6Y86/A8MwgiAdZqwUjY2HKVQSb9N7zZ59zMvXYDKJU1qKV1ZCLYjY0ISXWGUlZbgDLCLCjomtXroSLynBUZST++fFs43AsrM5HzMQTU1CVz0sL7962Uo04SWEwJzMLBxlw4RmvrPwX9OWdAwQXjAMS7Vq4uhmQxDEure1oHsh9Lp0Ue7SpUPly2xdJJ66R7hJpHk3NTEeqAMBb+tCTFZGRklR6e69O/VGyLiVxasqtbVbtUCTMMBKSrlDVhJiRKuenM+fWcF3EQU5SFwcQlqWPg3H2a+SIAaTZGUJwTDD+yZWUgrLy0MEAtKyosKcT5+xL18QPR1ETY0VHoEmvkLUVGFRUQhBWne1HAAAQCeB/Vy+1vRSjcJCiCd0AVk5uSlTpqxes7qiomK8q5uenl5hYeGjRw+vXLk6fMSwuus3Own05Su8pITQ0wKRlWWnpUNMJkFPl5OXj7dszhcrLMJS38NysohBV+46s6IiWFQElpaGCgp+ZJdvdocTEiEUJZpytwjg377BRAKiIIcWFeEoiqMoTCa3pPGOoTbDO1BXYWHhtu3blJWVly5ZeuXqlcdPHpP+uzoHxyEigbB8+Yoegt58AABAawERmxCDYXj27DksFuvY8WMhISFsFooQYGkp6fFu47dt3SbS+dKxwgQElpIiDxsKIQhBVxeWkUbfpUBEYkvHq3AcFhUl9e5F1NWGEJigr8eOjML5xYlb1jJMJiNammQ77vJwxNAAhxFO2kcYRSEmE6IzIFHRFnUb6LjYbHZGRgaHg2IYlvctL+39h3rrqXGIu8K6iUsjAKDt1VuKw/+ywYNAK0RsNTU1L168sLGxAStmBIhIJC5duszR0TEtLa2oqEhcXFxdXcPc3Lxzviikfn3Fr18maGtxAyAlReocD7rnfm70QyZDLRgeRxQVaIf3QWQKLCHBLQ42fSr7RRyWng7hOFZR0ZIOUz1mkEYOIxobccu3DxpAGT2Sdecu9xsoB0LRlrQMdGxKSko3rt8kEhEajbZ69eolSxY3uCVTXJz7GysoKIoG3wm27m3dwcoWA60CRVEWi1X3S/5HkV8PAq0QsWVmZu7cucPCwkJGRqbZjQCtQktLW0ur061aawCZTDQ1qf1KZPZMgqZG1dKVEIPBXRnWAoQ6iwIJ2loSV85VrVjDfhwO02gtaRaWkSbKSP/4t5gY7aAn0kWJfuwERCZBFDAlCvwWgiDS0j+2F7Tb5dUMBuPI4cNd9iqBiA341blz5+7fv8/f4wnDML8Ewo4dO7y8vPjrzxAEKeCuPPlr8M+RuY43RNf8iA3HcQzDQIJEAcJx/P79+8rKyhYWFnWPl5WVhYaG2tjYKCi0ZnZ+YUS2t0NkZbGcnNZtFlFVJZqZsR89hlt1LBMWESHZ29FPn4WpVFi0001qA83A4XDS09Pk5OTl5eXb5xPY8e6aQAshCEIkEr/x1Dv+mZAJIycAAQAASURBVKfewcanjDgcTr2hOAaDwU+9xuSpdz6RSKzNade51rGBP0VBodPpRUVFlZWVezx3W1laycvL14bOMALHxsQuXbr4mvf1IXZDoE6Ow+Guwf5HLf8LOP4jlS5YcQ80ze7du8PCwiZNmjxq1CgrK6t2tYAV3CNarry8vKioUF1do14Oi7y8PAzDmpJ0s70ZPHjw7du3m5iBH8fxxsu3BAUFbdu2re7gEYZhnz9/5nA4I0eOJJPJdb+F4/jKlSunTZsGCSew80AoRUVHLV26hMVi5efnf/z4MfRhKIb9P2IrKS6GIEhOVk7Q3QSA1gGqiv4OgiDTZ8xgsdjnzp05e+5Mt27dHR0dXV1d1VRBbtUOIvxp+JnTp8+fv1A39SaGYQcPHaipoXud9IKEjQZPa7VWWlr69u3begf5w3JpaWm/nt+8mdZ2AkRsQklBXsHGxpZBp99/cF9FRaWXVa+6HyIoVKqNjY25OTeNPgAAHRgMwzaDbQYPGvztW+69e/eC7wQfOnRw9+5dw4YNn+A2oX///hK87TKA0GEymadOn0p5l5Lx+VNycvLq1avExMVrV30xmYy7d+8NsbMTdDcFz97e/t69e01foGVkxN3pJaRAxCaUzM3Njx87juP4mrWrzc26ubu7C7pHAAAIDAzDKiqqc+bMnTNnbmpqyoOQkGNHj964eT3k/oOhQ4eBF0YYoSianJT09OlTBpNRXV0d/SK6XgIXM1PT2bPnCK6D7YU6D9Q5gIhNiMEwvGe3J1gpAgAABEFFRUVv3759HvU8KCiwpLTEsoeljIwseGaEFI1GO3v2HIZhAYEBZ06fvnDhYr2ChEQewXWwvaioqPj+/bucnJy09I999x0YeL2Fm/DueQGApgD7DP+oqqoqKjrqzp070dFR6R/TaaK00aMdt23b1suqN9gtLtTIvKonDkMdupmba2jU33kA8IWEhGzYsGHlypVz586FOjoQsQkxbrrzvLzqmmrkPztuYAjCYQRRVVGlUJpZShwA2pd/tOFX+GEYtnLlijNnzsrISvey6rVo0eJRI0cqKioJul9Aq5HhAU/o75SVlWVkZBQVFUGdAIjYhFhNTc3atWsinj0jkX68jvzEg2QyWVJK6sqlK0K9xBIA2oO8vLxbt3yjX0SzmCwpaamRI0aNHDmSSqVC7QOGYXr6+jt37hw+fLiZmRkYdO/A+DnG6h6BeaDODeFtC+0kv/kgYhNiRCKxb9++0tLSP1YzwHBVVdXbd29T3r0bOHBQu82oCQBCAUXRkydPeHp65ud/rz145fLV7hbd9+/fb2vDrQZbD4ZhWVlZFDJZ+TdZsqqqqtLS0lRUVJSUWmcYjEgkLlu6rHNWpes8Xr9+fevWrYyMT2yUDf9cKcDhcIYOdegMU4FNAXeOyFXwEVtxcfGLmBcf3r+vqKwUFRVRVFAyN+9mbGxIpbajPJDtE5VKnTt3Xr2DFRUVnns9k5KSBNQpAOggDh48sHHTJhRFh48Y5jZ+gqSk5KdPH69cvZL0KmnKlMnXva8PGjS43iV0On3JksVa2tpHjxzlHwkKCiwtK3Mb78ZPbJuWljZpkvvyFSs8Znm0Vj9BuNaxvX//3t19Ykpqqr6+npjYjwQf3E8UbLSouINPBZaXl+fn58vLy/9xXpjDq3zQlBwfBAJBeP9kBBaxYRxOVHTU+QsX7t27W1lZSaPRCAQChmFMJpPBYOjq6rq7u493dTMwMBBUD4WUhITEjOkz7H2GREVFOTs7C7o7ACCUnjx5smHjRgqZcvr06WlTp9XOucycNWvF8uUXLlxcvGRxaMjDehUzMQzLzskW/VltFschX1/fjM8Zo0eN5kdsKIqWlZX9WjkHAH4nKCgw/3t+YGDQMIehMPyfUEN4I48munXr1uLFi7dv375q1apGToNh+MKFC2FhYY1HbPzvzp8/383NDRJOAojYcBz/8OGD517P0NAQLS3tJUuW9LDoKSMrQyKROCinurr6+/fvcfFx169fv+7tPXnK1IULFnaGXbutiMFgMJnM8vLyJp7PZrP/cY+ANoXjeL1Ce0JMQJMdFy6c56CcJasXz5wxs+5xSQnJQ4cOp75PjXkR+/hx2JQpUxuvWkjgqf0ShmECgdBJZnCAVvG94LuOjo69vT2F0l5WT7YZFEUZDEbjdyiY99eUydOUNkeMGAEJLQFEbMmvkxcsWKCnp+fnd7t3r978Dcz1TJw4cdfOXffu37t48WJeXp4wFuJoA2w2OzY2Nv97PqHOJ62amppr165VV1cbGho2pREpKanJkyeDLAAdSXeL7h0nYvuh+XtFa9jVnyszOHhT68DCCPL1U9azqGcKCvKT3Sc3PIw9Y2bMi1i/236/RmwA0LrMzMwfP3787Vuuro5uZ3tu+dFY459wcB43NzcnJyf+3rvGT7awsICElgAiNuUuysePH+9h0aPx08TExNzGu40aOSojI6OtuiZk6HT61m1bw5+E1zsuKSW5atXq7t27N6URERGRhQsW/psOAoKhr6evr6cPnn2+wC+3/TP9UJyNNS1FCEJCit+U5JfkW5hayCg0vHqmZ8+eMAzl5uY2sZo1ADSbs7NzSMiDVatWbtq42cCga90chUQiscEhj07IwsJi/PjxUEcngIhNkaeJJ9NoNDMzs3/cI2FFo9GOHztWWlpa956BIAQ1NTWV32xVA4DO5nPl50p2pYGUkTRFCsP/8BGcO49JIubI5r4ivmHWMFF2wyNzFeUVODeNzh/yHdb+Xdb+hYLwDvhb8XHxycnJnz5m3LlzR0JCojZEY7PYM2bMOHDgIHhKId78aWd4HgS/V5ROp6enp3ft2pVKpT569CgsLExHR8fNzU1KSkrQXWvvCASCkZGxoHsBAO0aAiMojk7Qde+t0KcpERuCIIUqhS+1kj68T0t5m6LSpYEPP8HBwRDOH2lrYIANwzD+yhsc5/4bx3E2D1gzCjSDnLzc6FGjORjGzY1eZ2k9xsEsLS3BU9qptChia8pO2sZ9yvg0c8aM8oryJ0/CY2Ji3CaMh2GYyWQ9fhJ28cIlCQmJFrbfaRUVFdFoNP72NAAAiDARgRHkv1vtfkdRXnHsGJfNmzd77t1jYWEhJydX97vPnz/39fURERGZ4Dbh12sRBAl79MjWzpa39g5OS/tAp9OdxzgRiSQYhisqyguLClu+xY/JZKakpPDqnfxoCoZhHOL+j/cF98FhGDY0NJCWFmS6/JbfI4AeFj3+uIioo2pK4VSUN7oGxtj+gJtrGWlpwuVjx459ysg4cfy4pISkt/c1MTGxa9e8s7K+rFm7JiQ0ZLxrx5+Wbl1MJjMp6ZXvrVvxcXGnTp1u4oQyi8UCiyE6EgzDUBTtKK8p9x2m5bf9n7FMU02bNu3GzetPwyMmT5m0aePmnj17EggEOp3+4MH9NWvX5OZ+mzlzRo8e9e+jCILo6uiWlZUXFPxIuisnJwfDcElJSe05enp6si0u0F5QUDB37pz3798TSUQEIcAITKfTcQzjlZ6EUZSNEAiSEhIXL1y0tx8KCQ6VSoU7egYK4G+lpaVFRkb+MZpHEOTZs2d/bK13797btm0bPLh+csQOqfljbDo6OuvXbWjJ3GVlZWV8fJz7xInOzmMKCwtj42Lt7OwGDhjIYPQ6efLk2zdvQMTWRBwO5/Xr1xEREbf8bsXFxcEwZGllJSoq2pRrS0tL582fd/jQ4S5dujT7pQTalacRTwMCAk6eOCnojggxNTW16943pk2bGhryMCIionv37vLy8unp6R/ep0EQ5OY2/vDhI7/WqqLRaJcuXf7jhrWWl/SWlpZeuXJVaWkJgiAVFRXnzp+DcMjGxkZPXw+GkdSUlLt371paWgl21YSoqOjRo8dUVVUF2IeOpwNsdomKipo9e3bTz2/8D6o7D9Q5ND9io1KpQ4e26NMbhmEcDkdSUpIfdBcUFPTsyZ2Vx3GcgBDAYHpT5OXl3b17N/hO8IsX0WWl5UpdFBctXDh8xIhu5t2aWAaHTqdnZWVVVlaCiK3DKCwozMnJEXQvhJ6FhcXt2/5nz5318bkZFxuHQziBQOjW3XzWzFnu7pPExcUbvKpthjbFxMRcXV35/z5wYJ+cnPzlS5d1df+f/eHmzRvrN6z/9OmjAAMmBEFAaePWEhcXd/u2X+r793Z2djY2Ns+fP5/gNkFWtqWDtQKhpqbm4ODwxw82tfT09P5xj4SGIHceiImJ6erqhT0OGzlylJ/fLQRGrCytIAh69iwi62uWtpa2APvWzuXm5iYmJgYE+t+/f7+4qERFRdnS0vLly5cuLuOOHTv+V02BlJ4dD8Ij6F50BPr6+gf2H1izevXbt++qa6oVFRSNjY1pP0satAdlZWXe16+PHDmqbrgGQdDIkaP27tsbFRX1ayktQLiwWKy9+zw9PT0VFRVLS8tkZGR6WfXavXvXbT+/a97eaqpqkLAZMmSIra1t0wcLG383e/v2bWhoaNNXTA4aNMjKihtpCCNBRmwEAmHunLlTp01xGDa0pKTUddw4MzPTY8eP7ty5S11dbciQIQLsW3uWkZExffq0mJhYKWlJGxvbEcNH9OplJSYmPmLkcLDOFwBanby8go2NTft8YvnpQ0vrrJPjq6ioqKyspFD+kH8EaP/Cn4YfPXrUw2P2wgULDx46WFFR0bNnz9OnzszymOnl5bVn9x5I2PCHCZp+PofDaeT8yMjI1atXN7217du3g4itmQYOHHj37r27d+9KSkq6jXcjkylMJnP06NHLly1XV1dvbqsdXFlZWUJiIkJA5syeM97NzdTElD89yuE0Nas7AAAdg4SERP/+A3x8blpZWQ0aNFhWVobJZH358uXAwf10OmNwew00gaZ79ixCUVFx44YNcnLyZBIJx3EymTx69Ohxj1yjoqJqamqauGRZ6FRUVMTExNy4caNPnz5z5sz53WkmJibTpk3DMOyPI3b8EQ2hTonS/DG2ysrK0NDQMWPG/FWw/CtTE1N+zMG3YvlKMKHTOD09vWPHjl2/fv3goYOXLl/q27fvOJdxRoZG/GHLlrwWANDeCPcS63+PQCAsW7os5d27mbNmaWpqyEjLsNgs/irGfXv3d+8myBXZLBbr2rWrdnZDNDQ0BNgNYcfhYDQaTVSUOxdfdxZFRkYGRdkd8oN6Tk7O7du3AwICXrx4weFwGl/HNpAH6hyaH7F9zfp67NhRW1tbGZnWzPcDwrU/kpCQ8JjlMX3atJevXt3y9Q19GBoUFCQlJVVVVWVmVlhcVCwrJ5TLUQEAaAYdHZ3AwCAfX59nERHFJSXS0lJjx451GTuuiZWF/x0Wi3XhwgVDQ0MQsbWEibHJ1auXQ0JDxo4ZSyQS+bfI4qKiiKdP1VTVOlLSTTqdHhsbe/v2bX9//+/fuflxZGRk+vfvP2jQIEF3TfgjNhziLhtsrYVTNTU1ZWVlYmJiIqKipCYkzQOIRFIvq169rHqtXLkqNjbG77ZfWFhYUFBgamqKg8MwFxcXi+4WIPwFgM5ASkpq7py5c+fMhdoZIpEo7KkoBG748OGXr1yeM2dOXGxs6vtUOp1+0uukv//tt+/erl27tik5Ztu/wsJCf3//27dvR0VFMZlMGIZNTEzGjx/v4ODQvXv3xueO3r59m52dbWVlJSMj0+FveS16sVvlT/HVq5fHT5wIDQ1hMBhnzpzNyspKTU3dtmWrOhhIb5ouXbo4O49xcnLOzs729/cPCgo8euzo6dOnnkVEmpubN7GRDvuLjiAI77e01X9ABOYmm29iDv2/aJbXUW5q6hZ0uMO+mgDQ+cjJyZ07e27btq1Xr10tLCzEOHhcXJy+flcvL68RI0ZCwozFYiUmJt6+ffvWrVu5ubkQBMnKyqIoOmrUqGvXuBn1m9JIdHT0vHnz5OTk+vTpY2Nj07NnT319fXl5eagjEnB4/uLFC7cJ4xEEGTVqVFjYYzaLra2tvXv37vy8b9euXa9XHAZoBAzD6urqy5Ytmzt3bnx8fGTksyb+uvPHovPy8sTFxRtcEkGhUKSlpWujcxzHS0pKWCxW814OKpUqLS1d+yWO48XFxfySi80gIiJSN4czhmElJcVs9s+SwDAMoWg5k4lz0Kr8fAKRADWaAUhUVJSfHbC2teLi4gaLn8Bkck1lBQPHRMtKKIWFUEPn0GiiEhL/b43D4RQXFze+6AQmEtmFBZUclESn0759g8lkbmVKHjExsboJwFAULSkp5nAa+HGIROL3gu9sdjNfIKDDeBDyQF9Pv17WD0AY6ejoXL585V3Ku5ycHDaLLS4uZmhoJLwZNLm7m0tL7927d/PmzYiICAaDQSKRbG1tJ0+eTKPRZs2aJSoq2vT7l76+fo8ePVJTU+/wEIlEIyOjnj178qdTVVRUWp6wuv0QZMTG4XCOHD0sJSl5585daWkZh2EOLBbL3d2dQqbMnDXj3v1706ZOE2D3hJSIiAh/JWYTJ6wlJCTk5eUWL1nM+7WufwmKcrp363byhBeF+iNNAIqi8+bP+/z5M4Hw1wM5KMqxtrY+dvRY7SAQg8GYPcfj69fs5rU2aOCggwcP1h6prKycPmN6Xl7+/1vDIc7HdIjFJnjMhCj/D4AabM1+iP2ePf/fKl9cXDxl6uTCwqIG+kYgYDm5GKMSOXkc8fP5NRBEUc6okaO2bt1aeyQ/P3/a9KllZeUI8vuRaQTBKyux0gIoNpIwbizEHcDjdpiDYi4uY9euXVd74tevX2fOmllVVdVQazCTwRxibwd1CGBGrSlSUlNSU1NRFIUh7koVhIBUlJfv3rN75YqVuroL//mLBPx7CIKYmZqZmTap8GA7FxERMWfOnI8fPyIIYm5u7uDg4OLiYmZmRiQS3759+7errWxsbF68ePHt27cXL17ExcUlJSWlpaVd5BERETEzMxsyZIi1tbWhoaGWlhYk5AQZsVVWVmZkZDg4DNPU1CopLuGmFeLdnwYPHqytrZ2exq0GA/zrOWsajXb1yrWq6iq4oZsjjuM0Gq02XOMX2Dl65CidTm/GnDiO4+Li4nXn7ERERE4cP8lgMJrXmoSERN0jEhISp0+d4S+D+HGIw6mYMAXLzxc/cZKg3KWR2pI4jtcrucabjDjPYrEa6BsC04+cZFy8JDp7LsV13K+BII7jdYcS+ZPXFy9cYqPsBp/nH2AYfZVctWgZsZsZ7fB++OdHQxzH6+3v0dDQuHL5Csrh3qEbbKmDjU//bVXQTuXp06ezPGZ+zsj88TWvDDwEQbp6Oj179hRs3wDgV2lpaR8/flRXV1+8ePH48ePrluVo3nwLmUzW5Jk4cSKDwcjIyPj06VNCQsLz58+Tk5Pj4uL445SmpqZ9+/YdM2aMtraw5ucXZMRGoVBERUUrKiu4bzL8oQLef9hsNpPJJHagkcx2TkFBQQFSaPr5rTsar6ys3FpNwTCsoqJS72AVVQQjkSW0tKEuSn/bWiMVftiycjUIQUxRiaCp2ZTWEARRU2tCdvKikgoSiSQuIaKnx53V/Q0CgQASFnZ4TfkYw2KxTp48KSYm9jTi6YsX0b6+vocOHa6prjl46GAfa2sLi/q16gEhlZOTU1xczK3s9POXAsdweXk5NTXhS1yqra2tp6f38ePHLVu2+Pj4jBo1aujQoRYWFiQSqeVrcKlUqjGPo6Mjf2AoLi4uODj47t27QTw4jq9atQoSToKM2ERERPr26Xv+wvmRI0f1suoFc4cLYDabffXalezsrz2a/F7Dz/pd9+MlzPMv+w4ICQ4HxXEMxzko2rqp6tgYB4UgNofTys2iKIrjEIZR2WzuOjagE2tKqq2qqqqPGR/d3d0HDRwkJSXlfc1bWkra1sZWQUFh9mwPR0fHXr16t0lngX+FxWIdOHjgyuXLFZUV3BQNP0M2NhudNm3agf0HhO6pHzJkyP379yMjI2/cuBEZGZmYmLh3796BAwc6Ozurqan9bUWE32EymSkpKdHR0a9evcrIyGCz2TAMi4iI1JuZES4C3nkwb9782NhYF5exlj0tP3/+fOHC+Qvnz8fExsyaNcve3v6Pl3Nzt/jfzsrKwussJOJgmNt4t/Hjx//jvgMAAPzARtGrVy6/iIlprU30BALy6tUr/g6YRk7jFmeEIHEx7q4UaSlpHMeysrIsLCxMTU0lJCQiIyNBxCbsAoMCd+/e1aNHD9fx47k1bX8uEOBwOBY9LCAhBMOwHs/UqVPfvHnj4+MTGhoawkOj0aqrqwsLC7Ozs5s0KfFfHA7n/fv3qamp4eHhT58+/fjxI380R19ffwCPra2t8E6JCj5i09DQuH79xqXLF4ODg2EYSUtL09XVPXzo8JSpU/+YGPDFixfjXF0KCwt1dXRFREX5LwyO4xiGlZWVttVPAADAPyUcg+X0mpqDBw++f/+hNRuFG57or0tMTExdXT0oOHjcOFdpaWlxCYm4+DhnZ+fq6uqy8nI6nd6a/QEEIT4hXl1d3eemr/BuDv0dIpFowbN8+fKoqKjbt2+HhoZCEPTw4cOhQ4fa2to6Ozv36dOHSqU20giO49XV1a9fvw4LC4uOjn79+nVhYSEEQeLi4ra2tjY2NtbW1vr6+q24/EaABJ98T0VFZeOGTatXreGnUSDxNOVCH18fDoY9eRxuZWVV70MtKNYEAEBbEhcX9/a+/vp1MnfQq5WWZOA4TqVSbW0b2/ZLoVA8ZnlMnTbVxnZwYEDQkCH2Xl5eNdXVnzM/Z2Z+tugB1rEJPXlZOQoP1HEpKSm5uLiMHTs2MzPT39//zp07MTEx79+/P3nypLm5+e7du4cNG/a7ax8+fLho0aIvX76gKCoiImJiYuLi4jJo0KB+/fopKCh0jAzDtdrLD0Pm+atLvn37ZmVpZW1t3cFeEgAAhA4Mw/zRgrZ/6JEjRgX4B0ZHR4mKii5auCg3J+f8hfMSEhLr1623tbFt+/4ArWvsWJf7D+577vVcvWqVuLhE3dSYBAKhI93+YBjW1tZetWrV3LlzExISAgMDAwICkpOT4+PjG4nYMjMzP336RKPR5syZwy32Y2Eh1CvVGieAFzslNeVFdPTo0Y6Kiop/PDnyeWTahw8eHrN//VaPHj0CAvxLS8vk5TtUIgMAAICmgxF4EA//y0uXLh85cpRIJDY9BynQnmlraw8aNGjnjl2XLl1UUlSq3U3JZqNuE9w2b9oMdTji4uI2PJs3bw4ODm5kzz4EQYqKigoKCgUFBRcuXHj+/PnAgQP79u1rbGzctWvXjpQ7V2ARm7iY+N17986fPz9i5IiJE9011DXqPa04jldVVYWHh1/zvvb+feq8efMbbGfSpEmPH4etXbt61arV3EwHP7MQ/dXUKgAAQEcCw3C9zIKAUAsNDfXy8tLvqt+tmzk3XPt5m0NRTheljrayrR55eflZs2Y1fo6Dg0NISMibN2/CwsKePXt2nEdOTs7ExKRfv378ulViYmIdI32EACI2dXX1W763Llw4f/7ChUOHDnXt2tXc3FxFRVVCXByC4bKy0tTU1KioKA7Ksbe3v+59o1u3bg22ExUVlZKSGv7k6dVrV8XFxclkMj/NB4Zha9asXbVSWBOuAAAA/K3371PfvHnzJesLTVRMX1+vp6WVzH9zOANCKvxpuKyM7L279zpewbHy8vI3b96Ym5vXm8e8ceMGm812cHBoykScqKgof0HC1KlTq6qqEhISnjx5Eh0d/ebNm4iIiJ07d6qqqvbv39/Ozs7U1NTQ0FCox54FMwVOpVIXLFjo4jLu4cOH9+7fvX///vfv3/lFEslkUteuXadOmTp6tKO1tXUjcbGysvI4l3EkEhHj1kr4mZANhzAcMzE2acOfBgAAQGA4HM7Jkyf27t37LS+PSCRwOBwEQfr163fwwKEeYOdBO1MvV0tTUodKSUqKiYspKCp0jFGiWtHR0Vu2bImJifH393dwcKg9XlVVtXfv3jdv3vTq1Wvz5s3Dhw9vYoMwDNdOp7JYrA8fPrx79y4iIiIyMjIgIMDHx0dWVtbAwGDt2rUjRoyAhJMgFy0qKipOmTJl8uTJdDq9uLi4sLAQh/AuSl3k5GTJ5D/vixk4YODAAQPbpKcAAAhMnfUOQANu3Li+cdPGYcOGzZgxs5t5t8qqqkePHh49cnje/LkB/oGNrwEC2gadTr9z987jsLDSstLa32Ycx8kUyuZNmw0NDRu5dsKECY+fPPbyOrlo0RIxGg3qEB49ejRjxozc3FwlJSUmk1n3WyiKOjg40On0uLg4d3f38+fPjx079m/bJ5PJZjwTJ07MzMx8+vTp9evXw8PDo6KikpKSQMTWfDAMi/I0I10eAABAZ0an072vew8ePPjqFW8KhbvdXlFRUXfefDNTs7EuY55GPJ08abKg+9jZ4Th+6vSpNWvWiImJaairE4jE2uyhVCqVwWA0fjmdziAghM2bN9+9e1dDQ6N2OANFUTtbu+nTp0PCprCwcNOmTbm5uePHj1+/fr2xsXHd70pJSe3du3fOnDk7d+68dOnSli1bevToodm0YoB8KIqWl5cnJyfHxsa+evUqLS0tJyenqqpKVFTUxMREIBu628UYW+1UpADl5ua+fPkyIyODg3F0dXS7W1hoqAtfnTUAAIBmqKmpyc3NnT5tBj9cq9WtWzdlZeWsL1mCfVYbL9jQSRQVFV29csXW1vbihYtycvUzG/xxk1xObk5NTY2JiUlFRcWb129qyw1zUI6ecK5sCwkJiY+Pt7OzO3369O92yWhrax85cqSoqOju3buBgYHLli1rvM3KysqMjIzMzMyEhITY2Njk5OTSUm4ifTKZbGho6OTkNHDgwAEDBqipqf1tHrEOErEhCEIkEVtet7WwsDA2Nrag4HvtEX6amcGDbf4YVj948GDturVv375FEO5qAA4H69pVf+fOXS5jXVrYKwAAgPaPQqFISUl9+PC+3vG8vLzCwiJZOVlIcGAYlpCUBPnMa2pqysrLPDxmNy/t/qCBg7oHBf96HMdxGk0UEjY4jickJMAw7O7u3vimZgkJialTpz548CAhIQFF0d9lnktKSvLy8kpJSUlPTy8uLuYfVFdXt7e3t7GxMTU11dfXl5UV5B9Cu4jY9PT0PPd4tnAbeVxc3IwZ0z+kpYmL/3/zLYZhVCr13NnzjUdsL1+9nD3HQ0Nd48b163379iMQCS9evDh54sTixYuUFJX69evXko4BAAC0f2JiYo6jHXfu2qmto+Pk5KSirMJkMj98+LBr9y4KhTx40GAB9k1UVPTsmbMyMjJQ5yYjI9O1a9e09GZWMBPhgToKNptdUFAgKiqqpaX1x5MNDAwkJSXz8/OZTObvIrbY2Njz589DEKSlpWVtbd2rV6+BAwd2796dRqN1sL0aLYrYSCSSlVWvljw2iqKHjxyqqq6+dPGilpZ27XAdjuMIgnTt2rXxy/1v3xajiV33vq7584Uf5zKuf7/+w4Y7+Pnd6tOnT8vH/wAAECyYX1e0HSzAaLc8PGanp6dv3LjBy+uEoqISi8n6nPlZXFz8xPGTf3wX/adgGAb7Hvj5YJctXbZm7ZojRw5PmOguXie7BAzDFAqlibeqioqKgoICERERGRkZ4Y3hYBgmEokYhnE4nKZf0sh39fX1N2/ebGVlZWBgoKOjA3VogtwrWlVV9eHDB9dx46ZMmdqMyzMyMrp166au8Z9xOCUlJVNTs6yvX9lstN7CDgAAgI5HSkrq9KnTjo6OoQ8ffvmSKSoq6jredZyLq2DDNaAWg8EIDQ1NT09ftmz5+g3raTQaP0TDcVxERMTX51bv3r0bf7oyMjIOHNwfEBBQWFhIIBDk5eVHjhy5ZPESYyHMY0UikTQ0NOh0elpamo2NTeMnp6enl5eXKykpNVJW1cbGxta2s1RjE2TERqVSpaWk6XR68y5XUFCIT4ivqCivOzPLYDCysrK0tbWJRELr9RQAAKD9IhCJI0eOGjlylKA7AjSAQCAYG5t4zJpNIBL4ad7/n92DTJaXl2/8WcvL+zZj5oyEhHjH0Y4WFhYwgnxMTw+6ExQREXHrll8384YzzLdnffv2JZFIt2/fnjRpkri4+O9OYzAYPj4+HA7HwsKikfKpcIeb+my/EdvKVat27dr1+EmYne2Qv73c0dHxmve1latWzps3T0tTC0GQL1++nD9//u3bN8uWLgPLXQEAAACBI5FIHh4ezb48MDDw3bu33teuOzs710YnixcvGefqcuzY0XNnzwvdzW7AgAEDBw58/Pjxxo0bt23b1uBq+Jqamn379vn5+WlpaQlv+rR2FLGVlpb6+d2aPn3G31bwLC0t3bdvb05ODkIg4DiWlfXF1dW1d6/esnKyCML9zcNxjEQizZs7r2dPy0baGThw0KaNm7Zu2xIYGKCupg4jcE5OTkVFxcYNG4cPH9bsnwsAAKCdw3GcwWA0njuDv0ZKgLdzJot54vhxJyfnDr+66J/6+OmjlpaWnZ1d3cEkY2NjR0en8PDw6urqeiWe2j9xcfGNGzempKQcO3bs9evX48aNGzhwoKamJoFAwDDs27dvz5498/f3Dw0NJZPJ69atMzAwEHSXhT9iy83NvXLlytixLn+7b5bNZr9LSfn48SOBQIBhWFFRCcOwrKysrK9ZvPTmEI5hZAqltLSs8XZIJNKKFSv79x8QEOiflpaGYZitrZ2Tk1PfPn2b/UMBANC+dKIZj7+QnZ09Zqzz+/fvf/eBGcdxEol07ar3sGEC+/jKZrH9/Px69+4NIra6aug1IlSRps/laahrPGE9qaquqheZFRcXSUtLU6lUSAgNHDjw8uXLy5cvf8ZDIpHExMRoNBqDwaioqGCxWBAEaWpqbt68WRhTBLfTWdFGppYbIScnd+niJRRFf3sGzn2bbmLeECueZnQDAADhAfaK/oe4uPgEtwnfv39HfjeEhuMIAfmrTPH/AplMBnv2+crKyq5du/b4SVh+fj6NRjMxMZk2bbpF9z/n3x83zvX+g/tbt25dt3adiooKgiAcDsc/wP/hw0ebNm2CYZgf35BIJOFa0WVvb3/37t0bN27cvn37w4cP5eXlpaWlBAKBQqGYm5s7Ojq6uLiA3TOCX8eGIMiveZ8BAACAJpKWll6xYiV4uoTF169fp8+Y/vz5c0MDA2UV5aqq6hs8R48cmzhxYuOR1ufPn0tLyx6Hnbtx47qurp6kpMT379/T0tJFRKgnT548deoUhmHi4uK+Pr5dunSBhIqWltaGDRtWrlyZl5f39evXmpoacXFxTU1NeXl5oa5M0DF3HgAAAABAx4ai6MGDBz58eH/l8uUhQ+zl5OTYbHZqauqWrZu3bN3cq1cv3caLTcGQrq6ujrY2tzIVxsFxXEFewdzcHIZgDof7Ja/4Aa15U17tAYVC0eQRdEeEgOBf45KS4viEBA11dUNDIwaD8fx5pKqqqqGhUYMnczichISE8vLyAQMG5OfnJycnI8h/Pp3gvAUchgaGYK0iAAAAIHBFRUVPwp94zJo9YcJE/hESiWRubr57154h9nYxMS8aj9j69e3Xt0+/xhcGcKs0CtWU6L+TkZHx9evXsrIyNptNJpMlJSW1tLQ6TDgo4Ijt48eP8+fPexb57PChw4aGRjU1NWvXrv3+vWDz5k2zZ8/59XwWi7Vr187k5KSYF7GhD0Pnz5sP/zdZNDfTDQ5t2bJ569ZtbfdjAAAAAEBD2Gw2g8FQU1Ord1xGVoZGo1VWVTX+tP0MxjpOQFZaWpqTk1Obl+6PunTp8sesdRAEvXjx4syZM1FRUZmZmbWNIwiiq6vbt2/fOXPm9OrVoipNnT1iwzDswIH9CYmJXl6n3Ma78RdnXLlyZdu2bZs3bzI0NOrfv3+9SygUyp49nlVVlfIKCo6jHQ0NDOB6IRtvjE1Lq4ME1ADQ6cEd6V4FdEKSkpJqamr37t+dMGGCqOj/a7eHh4cXFxX/YUq0I7pz587s2bMbz01TC4bhnTt3rl69upFzUBQ9c+bMpk2b+HsX9PT05OTkSCQSg8EoLCxM5wkKCtq8efPChQuFd/pY8FWqXr56OXHChFkzZ/GPwDBsYmJ6/NjxIUOHREY++zViQxDExORHXQ5lnjbvNQAAbQ3sFAWEl4SExPRp0xcuWjhmrPPECRMNDQ1LS8vCHj+6dOnygAEDrH9ToorJZHI4HCqViuMYk8lqcESKRCIJ4wp9MpksLS2NYdgfZ3L5q/T+WEQ1MDBwzZo11dXV48aNmzNnjo6OjoyMDD9iKykpSU9P9/b29vHxWbdunZKSkpsbd3hISAkyYkMQhEgkiojWfzHEJSVporTq6urGLy8uLi4vL9fU1Ky3ezw7O5tCoSgoKPyDLgMAAADA35k8eQqDwdh/YL/HbA8Wk40QYAkJydGjR+/auVNcvOH8t8tXLAsICAh/8vTjx/SZs2Ywmax6dzoWi+0xa9bRo8eE7sUYN26co6Nj089vPEt/eXn5oUOHqqurN/HUPVlERERaWlpHR8fBwaFbt27r168/fPiwnZ2d8GarEGTEJioq2r1b9+Dg4MmTpnTr9qM4GoZh9+/dzfySaWxs3PjlgUGBd4KDr13zlpSUrD3I4XA2btygrqGxffsOMJUCAAAACBwMw7Nnz3FwcPjw4UNBQSGNJqqurm5mZt5ILDJ4sI2srKyMjIyWtvZsjzkoB623BAjjcP5YQr59IvK0Vmupqalv3761tLRcunTp755P3vM/+/79+wkJCW/fvh08eDAknAQ8xjZ/wYKnEU+H2NuNGjVaT08P43ASEhNDHjwYOnTo8OENlxKrqqo6dPjQ16/ZKSnvPn36uGjxIt64MXfEGIbhmurqwKDAmTNncvcggL0zAAB0JnQ6nUKhgKS17ZO6uoa6ukYTT3YZ6+Iy1gWCIEVFRdNdpv+4a0IsKyururra2tpaRkamkdMkJSWtra2fPXuWkZEBIrZmMjUx9bt1e9++vUFBgWVl3LJUcnJys2fPXr16jbS0dIOXsNns+Li4t+/eVVdXVVVVRUY+q1s4D8fxgQMHTZk8BWx1BoAOAIyUN0VNTY33de/Qh6HfcnOpFKqhkeHkyVP6WPf55y8PALTA169fExMTq6qqtLW1e/To8cf1ag3iL6BqSrVMRUVF/iwqJLQEv2nC1NT02jXv0rLS3NxcHMdVVVR/F6vxSUlJ+fsH4Dh+/vy5YN6saL16ViQSSYDFjwEAaHVg50Ejvn//Pmcud8ZHX19fTU2dwaAHBgbeuHFj3979s2bNAm+GglJZWRkVFSUvL29ubp6UlJSTm0P470I0HIIIBEIf6z6NRxuVlZUF379jOF5n0ohXgBvHJCWlhHTFdnl5+d69e8+ePVtcXAzxnodevXrt2LHDxsbmb5vCeHtOG1/rxsc/h8PhQEJLwBEbf7cIDMPSUtLSUtL/OY7AcEMfsGEYplAoEAS5uo63tbWTl5cHb0kAAHROOI57eZ2Mioo6ffrMiBEjlBSVOBzO+/fvPfd67ti5vVevXrVLhIE2lpOTM3XaVFsbm9Onz3ju9QwMCPw1e6ioqEhoyMNfsyLUFfEsYsWK5SzWj50HOI5jGEYikhACwdXVdeeOnZAQ2r9//549eyCIW85BSkoqMzPzxYsXU6ZMCQ4O7tGjh6B7134JOGI7ceIEDEOLFi2ue7Cqumrr1i0jR4waNGhQI9cq8Pz7PgIAALRTlZWVoQ9D3Se6z5wxk3+EQCCYmJjs2b1n4KABkc8jQcQmKBoaGsFBQVJSUjQabcf2HYsXLfo1eyiBgJiamjXejqqKyujRjiiK8gYxYBRF8/LyoqOjJCUlLS0tISGUmZl59epVGo22d+/eadOmkUik3NzcZcuWBQcHX7x40cLCohmLmkhNHmMTaoKJ2MrKyqKjo5ks5m3/2xCEd+nShUAg4rypDwRGPmd+Pn/+vEFXg8YjNj4Gg4Gy2TQxMRiGK6sqqRQKiSR8+WkAAACaAUXRmpoaVdX6+fSlpKTExSUqKyrBsyoooqKi1j+XEvJSH/wh+8HvdO9u0b27Rb2DL168WL5yWVlpKSSE0tLS8vPznZyc5s6dy58i09LSWrduXURERGJiYnl5eb2VTn8Ew/CTJ0/4VVYbOScmJob/D0hoCSZiy/ySOX/BvO/fv/Of36kvp9b9LofD0dPV++NHQzab7ePjs2fPbhtbm+PHjkMQPGfOnMzMzC2btwwdOlSoXxUAAICmoNFo2traoQ9D5syZIyHx/8xez58/z83N0dPTA09jh9SnT5++ffp5X/d2c5vAXyYkRIqKithstoGBQd0VTVo8BQUFpaWlfxWxYRiG43goT1POB+vY/pqOts7Vq9dYLNbevXshCF+1cjWB8P/hYhhG1NXV//he8/jx4/kL5nXr1n3MmLH80eYJEyZs37592vSpPjd9Bg0S1oQrAADUAh+8GkehUKZNnT5z1ozRjqMnububmZlVVVU9CQ+/ePFiN/NuwpvFoIMJfRgqJSlVL31aVXXV/Xv3+/Xrp6Ki0ow2WSxWRUUFi8USuoiNxWL9OkdJJpNpNFpBQQGbzf6r1gwMDKZOndrEmlcQBJmbm0Odc4yt6ZVc65GQkBg4YCBvSJ8Dw/jQoUOb0UhgUIC6uobPTZ/aX/dRI0dZ9uw5YuSImz43BwwYCJISAUBHAXaL/pazszOdXrNz186FixYyGSwYgcQlxIfY2Xvu8WxK/ex/ij/+AXVW3LqWRYX0GvqBA/u1NLVUVFRqnw0Ygd+8frNk6eJTXqecncc00kh2dnbiy0SMg9XOG+E49Pbtm6tXr7iMdaHRaFBHAcNwM35bBvJAnUPzIzYikUilUlu4T3OYg0Ozr62oqNDV0eFnWKmlpNTF3Nz827c8FotFpVJb0jcAAAChMHGi+8CBg96/f//9+3cqlaqmpmpmZi7wN0AEQRQUFEhCWPiytbx69WruvDl0BqPg+/fk5OSo6CgM+3/EVlZaymQy5OT+EFVHRUdNmTIZZf83JwUMWVv3XrZsORiY6FSaH7Hp6ekdP36iboWoNmbQ1eDqtWsZGRldu3atPVhWVpaammpqYtoBdoUAAAA0qKyszMfnpn7XrjaDf+SvUuFpV0+XqKjoxYuXOtIg0N+SkZEZPNiGwaCHhoRKSUn27z/g/yNIOE4mk/sPGGBtbd14I0PshkQ+i8Sw/+djw3HuPJWurm7zUs62E/UKVVGpVARBarN3/SPv3r1DUVR4N1A3P2IjEAh1Q6Wmw3GcwWDAMEylUplMJoqiv57Df9kaH8Bzdh5z6fIld/eJ8+bNNzc3I5HJ71PfX75y+eOnT5s3bwFJ2gAA6KhKS0v3eO4ZO9alNmJrn/52018HY2BgcPTIUQiCNm3epKaqNnv27GY0IscDdSwwDEdERCAIUlthkk6nZ2dnV1VVnThxQk5Ojn+c/9/Bgwc3pYJqZmbmu3fvKBRKt27dfs38xWAwLl26tH8/N610Z4zYmi0/P3/YCIcuil3u3r23fMXyS5cukcn/GQ/DMIxKpZ4/d2H06NGNtGNubn7u7Pl169fNnuPB//yBY5CyivLuXbuGDxv+738OAAAAweB/4gUzCcJi65atIH1BvdWNj3h+fa4OHDhQ78j27dsbj9gKCwt37Nhx9erV8vJyGIbV1NQ2b948derU2mG8mJiY7du38zeTCt1GDQFHbDQazX2Cu4SkBIIggwcPpomKIv8dS8NxbkJnLW2tPzZlb29vbm6ekJiQ8elTDZ2upqrWs2dPAwODf9l9AADaEEjT83sgYhMWLZnz4Rc5+KcP0ca6du3a4O5OflBbb/MBjuMWFvXT0dXF4XC2bdt28uRJCILU1NTYbPbXr1+XLl0qLy8/evRoJpN58ODBI0eOFBYWEonEadOmjR07FhJaAojYJCQkVq1azf+3y1gXl7EuLWlNUVFx5IiRrdQ1AAAA4QDD8JvXr319fXHuLe6XHXY4hCBwv37929vitk4rLy8vMTHR1NRUU1OzoqIiOjpav6u+jrbOHy+MeBZx6NBBfhYxfpJYBEH48Rn/SxzDaWK006fO1NuH127152mt1tLS0vz8/ERERDw9PWfOnMlgMI4ePbpnz56zZ8/27Nlz06ZNFy9ehCCod+/e69ata3ziriNHbIWFhZcuXVyyZKlQjzECAAAIHRiGCQjh7t17d+/ea+S0oKBAAUZsTCZzj+eeCRMmdNVvzornjiQp6dWCBQviE+Jv+d7S1NQsLCxcsHABgsB79niOcxnX+LVUCrW4uDjmRay0jJSRoZGkpGReft6bN29ERES6detOQBAMx4gkUqfNovLp06eioqLhw4fPnTuXn9Rt7dq1YWFhr169WrNmjbe3t4SExIIFC5YsWSIsEe0/idjy8/MDAwNmzpzVkogtOTkJw3FjI+NmN1JYWPjm7Zvs7GwDAwM1VbWy8jJjo2YWAwEAABAOOMTBOI6Oo93dJ2F4Q1Nm3DE2xMqqFyQ4bDY7NCRkiJ1dJ4/Yampqduzc8TX7682bPsOHj+Dm99fW8vXx3bhx/YoVy40MjXg1rH5LRUWZQqEsXrJo7dp1crJyCIJwOJz79++vWLl80qRJdevJQkIiIiKirKxs9OjRrZKapLi4GMOw7t27k3/mkREVFe3Ro0dsbKy3t7epqemhQ4fs7OygDqH5ERsMw2RyS0fXTpw8cSf4rqGRQZ8+fYY5DOvRo+dfbQUPCgrauXPH+w/va6rpa9euNTMzXbV61dq16xbMXwCWeQIA0FHh3OU9uJGx8bhxfxihESwymQwShpWUlLx+/Wb27Dm1w2kIjFhaWh45csx+6JD4+PjGIzY/P7+SkpL16zbUDhERCARnZ+dHYY/8/W9PmzqdQhGyjHfv379fuXLljBkzNmzYoKSk1MLWUF66iXqJTvh5xwwNDb29vc3MzKCOohUi3JZYvnzFmrVrZGXl7ty54+TsZGRsOHPWLF9f3/fv3/MLWTQiMjJylscsSSnJy5ev2A2xw3Csf/8B9kPsN2/edOdOcFv9BAAAAAKA47hQV0jsPBAEIZKIor/kTpOWlhIREa2urm788tzcXCKR+GvqNUkJCV6VKiYkbLS0tCgUyokTJ4YPH37//v1/8RAIb/Ru8uTJHSlcE3zEZmRotGL5igD/gGcRkSEPQpYuXfY168vUaVOGDXeIfB7Z+LX+Af6ysjJXLl8d5zJOSkoKRVFVVdXjx08YGhoF3wnmNJTmDQAAYdTAyvpOD+Pp9E+DEJCRkTE1NvHx8cnIyKg9yOFwAgIDCwu/GxoaNn55164Gnz9n3n9wv/blxnH81atXAQEBZmZmwpig2N7e3s/Pr3///klJSa6urmvXri0uLv4XD6ShoQF1LALYK/qr8vLy3NzcnJzczMzPubm5BAJBXFycSPhD3/Ly8gwMDPhjqrWLLmk0mqGhYX5+PhtFCf9Nqcw/LSMjo7KyooVzpjgvhNfW0hYXF29JOwAAAM0gLS29ds1aPT198Oy1f1QqdenSZRMnTug/oL/j6NFaWlp0BiMmJubJk8eT3Cf9MTesk5OTf4D/1KlTbt640b17dxhBPqanPwh5oKKismTxUmGcdEYQxNbW1tLS8ijP3r17nz59umvXrpasNoP/e0/nfymMT067jtjCHofd9vNLS0vjJjuurjI1NZ08ZXKvXr11dXT/uMVJXV3twYMHBQUFysrKCA9/rWvm58/Kysr1KmDwhYeHL1q0sKikCP9Z3K3ZMAyfPm26p6dngw8EAADw70hKSs6a5QGeYWHRr1+/mzd9Dh48eOPmjYqKShiGlJSUVq1avXzpsj8OkikqKp4/d/7YsaP+/v4hoSFEIlFFRXXq1Gnz5s0T6i0dEhISmzZtsrW13bJly+PHj8eMGbN06dLly5c3r04GiqJsNru2ggJ/cVvdg7WIRKLwRnICjjauXL58/foNeQW56dOnT50yzcjIqOnXOjuNuXjp0oIF81euWlVZWVleXpacnHTj5o1XSa9mzfJoMJB6/eb1+/cfZGSk1TXUuaV0mz3Vwl33CykqKQjR9hwAAABAUPr27WttbV1aWpr7jbsuTVVFVUJCoonXqqurHzhwcMeOneXl5RQKRUREhEqlQh1Cnz59goKCLl26dOTIkR07djx+/Lh///4wDNcNs4YNGzZo0KDG2zl79uz9+/drI7bs7Gx+sYSTJ0/WNsX/x+LFi93d3SHhJOCIberUaSJUkfjEeF9f34iICG0t7V69e9kMttXX16dQKI3PXfbu3Xuf575169eGPw1nMpkkEikoKLC8vGLZsuVOTk4NXsKPrMe6uOzYvqMl3cZxnEgkdrxabwAAAMA/giCILE/zLhfhgTocGo22cOHCysrKzZs3x/DUO0FUVLSRiA3h5RPO5ql3/CNPvfNzc3MhoSXgiG0ID5PJzMjIiIp6npiYeNvv9rZt29TU1LxOnurXr18j1xIIhFmzZg0YMCA4ODgt7QOdTldWVhk5cuSAAQMaD/UkJSU7QCY9AOgMYO5YOAB0KDiON3stdUuubZ+SkpIOHDgQEBCAomi/fv169OhR+wPyR8UajwRsbW39/PyankDY1NQUElrtYg0WiUxSV1c3NjYpLS19l/KuuromOzu7vKK8Kdfq6+uvWrXqrx4ObLACACEDtooCQq6ioiIwKDD8SXhFZfm6tes/ffokJSU1fPjwJl4eFxd3+7Zf6vv3dnZ2NjY2z58/n+A2odnDde1EdXX1uXPn9u/f/+3bNykpqdWrVy9atOhvJ680eaDOQcARW1LSqwcPQqKin8fHxzMYDFVVVTNTs0mHJ9vZ2eno/KHgWnFxcXl5uaamZr1VhNnZ2RQKRUFB4R/3HQAAAAD+LD09feasmclJyV2Ulb59+zZrpsfbt2+OHT+6ffvOJYuXNL59jcVi7d3n6enpqaioWFpaJiMj08uq1+7du277+V3z9lZTVRPSFyAmJmbLli1hYWEQBNnZ2W3btq1Pnz7/+kEzMjIIBILwRngC3jFx9NixjRs3fv9eMGuWh9+t2w9DH/n53Z4/f76+vv4fF/UHBgUuXbqksrKy7kEOh7Nx44bjJ46Dz+QAAACAwLFYrD17dmdlfbnpc/P69Zvq6upEInH5suVTpkzbv2/f27dvG788/Gn40aNHPTxmP3oY5ubmhmFYz549T586k/o+1cvLCxJClZWVO3fudHR0DAsLk5WV3bNnz61bt/5puIaiaFxc3OLFix0cHPz8/CChJeAxttkes5cvW25gYFBbEeyPqqqqDh0+9PVrdkrKu0+fPi5avIhKpdbuEKmprg4MCpw5cyZ3M2fHmuwHAAAAhE5RUVH0i+hpU6eNHDHyy5cv/OVZ8goKq1auCnnwIDExoXv37o1c/uxZhKKi4sYNG+Tk5Mm8iu9kMnn06NHjHrlGRUXV1NSIiopCQiUwMHDTpk0QBI0cOXLLli09e/b8d4+Vk5MTHh5+/fr1iIgIfiGlpgcb7ZCAI7ZmhNVsNjs+Lu7tu3fV1VVVVVWRkc/qjsbhOD5w4KApk6d0sLWZAAAAgPBWp5DhrTlD6xQWExOjiYiK0OmMxi/ncDAajSYqyk3bVnd9vYyMDIqyhbFSGYPBUFFRWbZsmYeHR9NTnPwVDoeTkpLi7e0dEhLy7t07fh7jwYMHT5w4selrB9uhdrHzoKqqSkREhEAg5OXlpaeny8nLGRv9tjKulJSUv38AjuPnz58LDg6+ds27XsI9EokE0qQBQEcCqlQBwktaWlpPTy8oKGjqlKkiVCoMwyQSCYKg58+jvn//rq2t3fjlJsYmV69eDgkNGTtmbG321+KiooinT9VU1YQx34e1tXV4eLi+/j+p2JGfn//8+fNr1649fvyYTqdDEKSsrDyBx9zcXNgz3gu49zU1NYePHH7z+vWpU6crysunTJuSmJAoLSOzcuXKpUuWNjhOBsMwhUKBIMjVdbytrZ28vHyrx2ccDqe2zcrKyg8fPtDEaFqaWsL4twEAAAAIEI1Gmzlz1qxZMx2dRg8YMKCqqiosLCzi2dPz589b9rT840TT8OHDL1+5PGfOnLjY2NT3qXQ6/aTXSX//22/fvV27dq0whiDi4uKxsbEsFsvExKS12sRx/MOHDz4+PkFBQW/evIEgSE5OztLSMi4uzs7O7sCBA1CHIOAX++y5szt37pw1c6aIiMjhw4cTExPXr1+f+SVz3/69PSx6DBgwoJFrFXhatz85OTnnL5yPj49TUlSaN28+mUyeOXPGy5evYAQyNDDcuXOnk9MYMN0KAAAANJ3LWBcOh7N//76jR49WVVbv3bdXSkrK3t5+967dMjIyjV8rJyd37uy5bdu2Xr12tbCwEOPgcXFx+vpdvby8RowYKYyvQnh4+MyZM7dv394qEVtZWdmzZ898fHzu3r1bXV1NIpEGDhw4evRoV1fXvLy8IUOGdKR8XoKM2BgMxp07d8aOHXPs2HE6nf74SZiNjc2GDRtLS0vjExKeRz1vPGKrVVVVlZOTg2GYmppaS0qzl5WVLVi44E7wHf2ueokvX0bHvJCRkv6W923DhvUiIiI+Pr4LFi5QUupibW3d7IcAAAAAOqHxruPtbO1SU1NLS0sQBFFS6mJmZtbEVfA6OjqXL195l/IuJyeHzWKLi4sZGhp16dLl3/daCISGhk6ePBlFURMTE2dn56FDh3bv3p2/GyM/P7/pmXU7eMSG43gLQ1c6nV5RUW4/ZAgMwx8/fszKyho1ajQMw6KiolKSUvXSdjQoOzt73/59vr4+hYVFEA7Jysk4O49Zs2aNro5uM/rz+MnjyMhnh48cmjt3XmlJ6bRpU8MeP75x/Yabmxvv781t2HCHGzdv9OrVq5E6slVVVSkpKVXVVWQSWV9fHxRXAACg0+JwOB3sltkSsrKy/fv3b961CIKYmZqZmZq1dqeEXnFxMYqi6urqLi4u9vb2PXr0qI2DO97vXvMjNiqVKi4hzl9B2TzcyExKOj09ncPhxMS8YDAYFhYWEAR9y/tWUPBdTvYPiY/z8/Onz5gWFxfn7OTcr18/AoEY/SLa18cnNTXV56aPmtpf5xV8//69iorKeFc3KoXapUuX0aNHJ79+XbvxWFdP19ra+mN6OpPJbHBBG51Ov3r1yk0fn1evXlZWVlEoZCMjo9GjRs+bNx/EbQDQPKBKlfAiEAhaWloUSgepWd4SoQ9DpSSlevfuXfdgVXXV/Xv3+/Xrp6KiAnU+rbUCbzBvB+iDBw+2bt26a9cuKyur4cOHu7i46Orq/rE6udBp/lOmq6t78cKllmzNpVAobm5uK1eu/Jb3LTk5uWvXrr2srGJjYzZv2VJZWTlw4MDGL791yzc5Ofm23+2hQx34R2bOnDlt6jT3SROvXr2yfv2Gv32p+LsNanel6ejoDBw44D8/IAyhHLTBkcWysrKFixZc974BQZCxiZFyF+Wy8vLExISkV8khoSHXvW/o6jZn2A8AAEBIiYiIXLx4SRiXxrcWBoNRWFRIr6EfOLBfS1NLRUWldtQHRuA3r98sWbr4lNcpZ+cxUOeTlZWVmJj4x2EwHMfV1NQamQI2MjLy9vbOysry8/MLDg6OiYmJjo729PS0t7c3NjZGUbQj/QY2/yeBYVhJSamFD+8+0Z3JZPr4+PTsabV2zRppaZmLly6+//Bh9649/PG2RsTHx/ft08/Gxq7uwQEDBvTp0ycpOZnNRsnkvxv/MzE2+ZaX5+vrO5+352DwYBtr6z61C+PS09NjY2OHDnX4dYCNwWCsW7f2uvcNVTWV7du229kNUVLqUlFRHhsbu2vXzpiY2EmT3e/dvf+35dIAAACEmlBnK225V69ezZ03h85gFHz/npycHBUdhWH/j9jKSkuZTIacnDzUycAwjCDI5cuXb9682ZSJy61bty5fvrzxBjU1NVetWjVv3rz4+Pjg4GD/nyAISk5ODg4OtrW1FRMTg4ScgGNPERGRBfMXzJk9B+GBIGjnjl379x2QlJT847VEIpGNsnC8/ogXm80mkcjNGAq1tbUdOXzE8mXLL126tH37didHJ34akS9fvpw8eeKWnx+Hg7q7u/+6iO3ly8TzF84rKincuHGzf78fyxRkZWVHjBhhbm42ZsyYuNj469evL1my5K/7BAAAAAgnGRmZwYNtGAx6aEiolJRk//4D/h+e8EoX9B8woNNuZaPRaNLS0k2J2Jpe1EFMTMyGZ+PGjffv3w8ICIiJiUlOTnZyctLX13dycho+fHj37t3/UdreNtAuRgvrDlo2PWFHv379Vqxccfu2n6vreH4LHA7nzp07UVFRa9eua8YCOxqNdvjwEUtLyydPntRUV9ce//gx3fu6t4mJ2ZrVq3v3+s9CBL5r166hbM6kSZNqw7Vaqqpqa9audXEZ53vLZ9acOTQqWNLRtggEUKwMAACBMDAwOHrkKARBmzZvUlNVmz17NngharctTp06deHChU2J2GR55SL+iry8/LRp0yZNmpScnBwSEuLr65uSkrJvHze7ipeX14wZMyDh1C4ituYZM2bso0ePpk6beu78uT7WfRACIS4uNjw8fNiw4ZMnTWpem7KysosWLV6wYGHdg/37D/jwPk1MTOx3qXqjX0RDEOTmNqHB7/aytNLR1vyckvJh525zZRU2B4Ng7jAu97/cddVcPxZY84/zDnKv5J7z8zSEP2bIP403yPejEd63f5xZe87P5dr84cC6rf3/H/ym/n/wP8v+/t/azy/r/ffXf/z478+l4j9+uh//qnPyz5+x9pz/n1z779pGated122qtrV6D1TneO1BDoYz/lAEBgCAf4TFYhGIBALSyknOhc7WLVs72BL4lpOTk/tjvYcWIhKJPXlWrFjx5MkTPz+/p0+fFhQUQEKr+RFbfn7eyZMnN2zYSBXQuJGMjIyXl1f37t19fH2OHD2CYZiOju7GDRvnzp0nL9+izLr15j2pPNyScChaO3tbF5PJrS8rLS3dYGskHBdDCGUVlRUnvGpIVPaPjxR1Plj85zNGg8ebfvC3J//4Z/3PMz+/rj1eG+v8//2lTqj3/6AIbixOqnfCf0NA+Hfx338esfbgf2O+2vjy/1f9GrrVifZwCCsthbkjbfV+cECYgCpVwojBYGzctGHG9BlGv6862EnwP+1zOJzS0tLc3FxJSUklJSVB3TrbibasiCoqKjqKJzU1Vaif9uZHbIWFRY8fhy1dukyAP7+cnPy6detXrFhZU1OD4RhNlMZfefYv5ObmLlm6eMTwEdOn1x9Q7dKly8f0j0mvknS0dX69sKC8/GtxsYSsrMqiZRQxMSJ/qynOuwfxF+Fxoykc4q/H4/+bH19xz+Gexv/fj+P8q/D/nsz/7o81rfxz6rbA+zb/SO2j194E65zzw/+v/RnK1R7hf/2fExo457//rb3h/viyzo9T71t1Gvz/t2qjzTo/14+f5mf7dU/4pQ+Ihjqhqx7y9+PqAAC0BIqiUc+jnJ2cwdMIQdCzyGd7PT2fRT6rqaYjBFhLW3v+vHmzZv62FHpyclJmZmYjuT8xDNPS0u7WrZvQPb0/3r7/cbI0HMd/Hdc0MjKCOu1eUTL5X4VHf/WSkHn+9WPRa2piY2MbLFE/ZsyYyGeR5y+cd3Z2/nXm1NfPt7SkdOjECXqbN3SugZ7aP8i6IVTtH2r97/4SvdWO/NUdlfzPyXUHCP8TFP4/MOQdQKQloU4/LwMAbY9MJjcSc3QeERFP3Se5k0nkhQsWGhkbl5aUhISGrF27Njfn2549exq8f530Onn+3AX+EpgG4Rg0e7bHmTNnIWFDIBDIZPK/SLpRWlr66NGj6Ojor1+/MhgMCoWirKzct2/fIUOGdIysqEK8ju3EieOfMzM3b9osJSXVBg8HwzCRSGzw3WeM85ijR488DH24avWqbVu31SYEwXHs4sWLR44cIZFJc2fP6VzhWoMr3vhftdnjt9UDAQAA/E5NTc2hQ4c0NTRv3vRRV1fnH1y0aPGBgwf27983duzYBovBr1y5yn2iO/z7kA3HMWVlZWF82keOHPn8+XNVVdVWbJNOp1++fPnIkSPp6en1vnX69Gl1dfVFixbNnj1beHeJCn3E9iUr68KF87Nnz26biK0RampqBw8cnDFz5uFDh5OTk8eOHWNkaPztW25QcNCdO3dRFmvTli19+/YVbCcBAACAtldSUvIh7cPiRUtqwzX+ONPECRPPnj3z7t3bBiO2rvpdu+p3hToiOZ5WbJBOp2/cuPHQoUP83P4DBw40MDCQkJCorq7OyMiIiIhISUlZtWrVu3fvjh492pTcYe1Wu4jYcnNz61URhWFYWVm58bLuixYuSkl5d/jw4RXLV6ioqCAI8mMODIdIPK3bycZ3+jg7j0EQZOOmTU/Dnz4Nf0ogIhyUu2JMRUVl6dIlK1euat3OAEAnAapUAcIOQRACgcBiczeo1YVyUA6HQ+hAGfkFxcvL69ChQ3Jychs2bJg2bVq9QZyqqio/P79NmzZduXJFVVV127Ztv0v70P4J+HelsLBw+47tjx49YjDotW/NGI5RKJRjR48PGzaskWvfvH3zNSs7NOTh/Xv3VFR5ERtvAROHg832mO3h4QG1LUdHp56Wlo8ePnz46FFxcRFNlNa/f38Hh2HGxp19nxQAtFRHK+gMdCIyMjJmZmaXL1+yH8Ktm8T/8F9dXe3l5VVTU9O9yVsHampqcnNzmUymqqqqpKQkSBfC9/nz5xMnToiKip48edLV1RX6hZiY2PTp0/kZ2i5evOji4iKM2zUEH7HhOH7gwP5Tp045DB1qbGJMJPwYFcNwjEQk/bGUO4ZhGhoaXbvqoyj3k8qPNiEc4+AiIn+9fZXFYp07dy4pKYlAbCD6hmG4ory8qKgIbnQVrYqyyvTpM6ZNm87hcGAYFt5AHgAAAGgVVCp11crV7pMm9u3XZ/iw4YaGhqWlZY/Dwz6mfdy8ZYu5+Z+jh4KCgmPHjl65eiU3NxfHIXFxsZEjRq5bt97U1BS8Rg8fPvzy5cuMGTPGjRvXyLMxcuTIGTNm7N+/PzQ0FERszVFVVRUR8XTMGOfr3jeaMYnpONrRcbRja/2+oij6JPzJneA7RNJvwywEITQlewh/j0JrdQwAAAAQaj179vS75Xfs2LHHTx77B/iLiYmZmZqtubB2nMu4P36wr6ysXLxkUUBAgONoRxtbWwqFkvTq1S2/W0nJSf63A4Q9XUULYRjGHWchEBwcHP446Dh06NCjR48mc8uOs1t93VTbEHBggeG4ro5ue3juRERELl64yPRiNv6q02i0NuwUAAAA0BGYmZmfP3+BzqBXV1VTKBQREZEmfrC/f/9eeHj4xQsX3d0n/bg9TZ8xa5aHy7ixXl4njx8/0ZmnR9lsdklJiaioaFO2zXbp0kVcXLywsJDFYrWHqEPIIjYxMbHhw0dERT0vKChoejnRenAcLysvKyosEhcXl5KSanY6XxiGBb7nFAAAAOh4arO5ilBFRKgif3VtUnKynq6es/OYupGZubn56FGj4xPi6XR60wuldzwIgpDJZBRFmUzmH09m8ZDJZOFdsCTIiA2GYfsh9txS7uNdp0yeLC+vwM92hkM4AUG6d++upNSl8RbevXvr6en5IORBWVkZgUBQUVEZ4zxmwYKFOjoN1B4AAED4dN7hA6CDKC4u3r59u7Gx0ezZc5pxOYFA4K3V5lfF+W/NVgKhkycoJpFIGhoadDr99evXNjY2jZ/8+vXryspKbW3tf1cbqYPPivr6+nz9mv3hw4dnEc8QAsz/5cMwjEqlXrvqPWbMmEauTUtPmzBxwrdvuY6OTsZGxjiEv3375sKFCzGxMd7XroOgDQA6DLBVFBBqkVGRKakpHh6zmzGD2cvK6uzZMxcvnp8/fwG/OgKGYZHPIwMDAye6uwt1lcxW0a9fPzKZfOPGjUmTJsnLy//utNLS0mvXrhEIhP79+wvvPLKAI7ZZszwcHIbxhyhrq4zhOE4gEMzMzBu/9vr163l5eUFBd/r36197MDY2dvx414sXL+zYsbOTf/gAAAAABE5WVnbXjl1btm05efLk2LFjpaSkaisowxBMoVAav1UNHergOs51xcoVvrduDRgwgEqhJCcnhz0OMzfvNn/e/Lb6IdqvgQMHDh48+OHDh2vWrNm/f79sQyWkS0pK1q1b9+TJExsbG3t7e0hoCThiM+Np3rXv36daWVn1supV92Dv3r0HDBzw5s0bNpstvCOfAAAAQMfAYrESExOzMrMWLVp00usEN2L7OTpBoVCOHjnWeLIJKpXq6bnXyMjoytWrXl4nURRVVVWdN3f+okWLNDU12+qHaL/ExMS2bNmSlpZ26dKljx8/Tp061cbGRklJiZeiFedXGr18+fKzZ8+UlZW3bt0qIyMDCS0hTkKho63zPOo5k8WsW0YXw7CysnIZWVkh3QkCAAAAdDA4hFtZWZHIJDabjWM/VqThEN7EgugSEhILFy6aPWcuvaaGw+GIioqCydC6rK2tr1y5snTp0igeKpUqJSUlISHBZDKLioqqq6shCOrevfv+/fv79///jJwwEuKIbcrUqeFPw/fs2b1o4WJZWVkEQZhM5qXLF1NTUw8ePIiiaG1qNOGdtAaATg786QLCjkwmb9m8peVbTckkElmYa2L+UwMGDAgODr5586avr29qaur379/z8/P5T363bt3Gjx/v7u7+x7T87Z8AIjYGg/E86rkIldq3b7/k5KQvX77Um8XHcYhAQHr06Nl4hpWMjIzysvI9uz1Pnjypq6snJkbLycn5nJEpISm+c+eO7du3czgcNTW1U15eamr/r78LAIAQAnsPgE7K+7p3zIsX6zdsVGlCyrHOTE1NbfXq1UuXLv327dvnz58rKipERES0tLQ0NDQ6zBIpAURsJSUl8+fPU1ZWfvI4/MTJkxcvXIT/u+wSxyCqCNnb+8bYMWMbaQdBEGNjk+7du2M4hnEwHMIV5BUse1ri3NKiHAiHOBimpKhEJILpUQAAAEAo5eflX712xXX8eBCxNQWZTNbkgTqi5kdsOI5jP+fj/4qcnNx17+sUCoVAIKxetXrypElwvZANwhEEMTA0bLyd4cOGD3NorFQ8f1YUTIkCAAAIBIqitUkAOjkOh/Py1cv379+Xl5XLK8hrqKtbdLegivw5m+6MGdOTkl6eOHFcVkZWU1OTQCD82GqKQ0Qise4ybqBB/Ky5UCeP2MTExGRlZZsx2Egmk61+bvDsytO8DoBoDAAAoN0iEokWPXqIiYkLuiOCV1pWunnzpqtXr1WUV8AId+WPuLjY4MGDd+3abWJs0vi1Kampnz9nxsbGRUZGamhocCM2XsDGQTljxo5Zt3ZdG/0M7R6LxaqpqeFXAOMfiY2NvXDhwufPnykUirW19ZQpUzQ0NKDOGbFpampev37jH9XZzM7JlhCXkASrLAHgb6AompOTw2azfz+0jMMw0qVLl7+tbFNTU5OX9w3HcOg3LeM4TiKR1NXVwW4BgI9KpR45fER4KwK1Fg6Hs3///osXL06fPsPZyVlVVbWiojwqKur48eNz5sz2vx2gpKTUyOUYB1NUVHR0csQwjMNBa5d0cjgYqHPNx2Awbt68eeLEiffv36uqqnp4eMyfPz8yMnLatGkFBQX8c0JCQm7cuHHx4kVra2uoE0ZsMAy3yq8LhmHV1dX8rZ381WkVFRVLli4e5jDMw2N2y9v/2848fPgw9GEIg8EcOGDAmDFjazdRl5SU7Nu319ra2tHRqY17BQBNVFBQMNF9wtevX3+9TcIQTCKTEAQhEomnT535213uiYmJM2ZMZ7FZv8aCCMwt7YfhWJcuXQIDgv6YuTotLS0+IX6o/VB+NWEcx1EUrVtvJzg4qKCg0N3dnRdW8h+vNWfWEhMTP3/OGDrUgf+ZkHcj5NRuKkdR1MfHB4KgSZMmteKDdk5NLHbesRUVF9+9e9dtvNuJ4ydqD1paWpmZmY93c33+PHLcONdGLh/I0yY9FVZnz55dvnw5h8OhUqmZmZmrV6/Ozs5++fJlYWGhm5ubvb19SUnJtWvXXr9+vX37dl9fXwkJCUg4CfjPKSc3Z/myZQ9CHnA4HBKJxGQyYRhGEAKCwC5jx7VxZ9hs9o4d23ft3iUhIUEmk8+fP/fw0aMTx0+Ii3NH9aurq2/cvEEkkUDEBrRbFAqlV69eWlpa/w2bftR/i4+P+/A+jUIlN2MFqrS0dP8B/dls9L8BG0wkEOh0esSziO/5BfwcBH/MpRMdHbV6zer79x7wI7Z3796tXrNq6ZKlQ4c68E+47e+fkvLOycnpH5W4vnMn2Pu6d/fuFvyILTw8/PCRQzu277Cw6MGP2C5fvgTDMIjYgFbBZDCqqiq7d7eod9zMzExeXv7btzzwPLdEdnb2sWPHKBTK1q1b3d3di4uLN2/efPz4cQiCVq5c6enpyf/46uTk5OzsHBUVlZycPGDAACF9zgUcsZ08eeLRo0dz58zN/JL58uXL6dOmFxYV3bp1a8KECU5ObT2UFRcXd+r0qfHj3ZYvX04hU27f9vPc62lkZLRm9Rr+mCKVSgUfGYH2TFZW9vChI78ep9Pph48cfhr+tKtB1zVrVvfs2fNvWzY1Nb108fKvx3NycrZv385msQcNGrh+wwZpaem/DQf5M0Ru491qjxB4oLZSUFAQFRVVWlpWtwNgxxLQWuTk5KwsrRJfJmIYVvejVErKu5qaGlMz08Yvx3l+Hbrmb+noeL+oGIbx13U0cbvAu3fvvnz54uTktGLFCgRBlJWVt2zZEhUVVV1d7erqWvtOoqOjM2zYsH379n369KmTRmxMFpNCbn6ak6qqqsjIyKnTph04cDA+IX7u3Dljx7qYmJj069vv9JlTeXnfdHR0oTYUHR0lISGxdetWfT19CIIMDQ2/fft24sTxYQ4OfyxyWovBYKSmplZVVZHJZH19faEuiAF0ACiKBgUF7di5M+PTx0mTJm/YsKG10kiWlZVdvHhx3/69EA6tXr1mwYIFYmJidQsEN6LubQaGYRKJO10LtaG6HUAQhEQidbw7X3vAz4nVySvQiIiITHR3X7Fi+YyZM1zGuigoKuAY9vHTp717PTU0NDgcTnR0NIZhCgoKenp6v/4hRL+IDvD337Rps7S0dN3jZ8+eqa6pWb5sOSS0ioqKsrOzJSUltbW1+W9WwcHB165d+/jxo6ioaP/+/adPn25q+oeI9vv37xwOx9DQsPap09TUVFRULCkpkZOTq3umiooK/40LElrNj9hycnIOHTq4c+euZs9csFgsNputw3up5GRlMQzLyPhkYmIyfPjwk14nHoQ8WLRwMdSG6AyGhISEjPSPGItIJC5fvjzscdgJr5NnT5354x2FyWT6+Pp4e3snJb2qqKigUCjGxiaOjo6zPWY3WJsWAP61tLS03Xt2+/r4mpia+PndHjp0aGsFRk+fPt2xc8ezZxGjRo3eumVr44URgc6JTqevWbN63rz5zS4e3TEwmcwHDx58z/9+5fIVb+9rsrybXXFxMY5D0tJSbm7jeaNKqOs419OnT9cOLKEoGhcX973g+7NnzwIC/Lt27aqgqFg7rsagM056eWlpagppxIai6KVLl06dOvXlyxdpaWkXF5d169b5+vouXryYxWLxz0lMTLx9+/aZM2eGDWssjRebzeaHxbVH+ONzRCKx3lA9/8vaRfOdK2IrLS2NiYmh0+nNjthERUUlJSXfvnsH4ZCcnAKFQklLS+MfJxKI2dk5jV9eXFxcXl6uqalZ7yaUnZ1NoVD4S2T+ip6uXkFBQeLLRIef62kMDY0WL1qyZevm4cOG9+/Xv5FP4RUVFUuXLeFPG+np65qYmJSXl8fFxsXFxt2/f9/7mndHTegHtE9lZWVXr17ZvWcPymZv3LhhwYKF9T6gN1tWVtbRY0dPnfJSVVW9cvmqm5sbWCoANIjD4SQnJ1dWVnby54dIJI4dM7Znj54kEhHjJXyHIJhAQCAIxnGMH4RhGKajo0sg/P+OzGAw9u7zfBj6ECEgHA5n2fJldW9AOI6LitA8PDwg4XTq1KklS5YQiUQ9Pe5td9++fZmZma9evaLRaKtWrRo8eDCdTg8MDLx69eqiRYvu3LljZGTUeIOdZIy8RXtFW5iVjkqlDh8+Yv269TAE7dix08DA4PLly8bGJhkZGW/evhkztrGCBxAEBQYF3uGOoHrXTQLC4XA2btygrqGxffuOv30B7ezs1NTUZs2aNW3aNDtb2379+hOJxBkzZkREPF24cMHcOfNYrAY2yvE/Qm3ctPHSxctKSkqbt2wZam+v1EWporwiJiZm1+5d0VHRk6dMCg66A2ZIgbYR+Txy+/Ztz55FDh82fNOmTc1YtdYgNpvt7397x84dmZmZHh6zV65Yycvl0Uy17x78KbO6E2f/+WTM+4tr9Rysdd++6nWAQqEgCALyvrYK3nx3p7iVNoJIJNrb2//tVSIiItu2blu4cFF4ePgtX9/tO3YoKSrV+VOApaQkTU2FcvAyNzf3+PHjKioqx44d69Wr1/fv39etW+fn50cgEE6ePDlnzhz+acOGDVNQUPD09Lx9+/bmzZsbb7PumwaZTOana603Hd8BEs0IeOeBh4dHaWnpi+jo8vLyxYuXTJkyZeTIkRAEOTgMdXZybvCSqqqqQ4cPff2anZLy7tOnj4sWL6JSqbVjxTXV1YFBgTNnzuTmKPzLoFtRUdHrpNe6deuOHT0WG/s/9u4CLIq1bQDwzOzsLkt3IyEpDSqSBohgYaBYKGLAsbC7sLtFDFRsBFsRRLExQAEFA1FBlO7anvmu3fXjcAAXJHfhvf9zfT/M7sy+zi47z7zxPC+uRFyVkpKSlpYOCgpavGTxli2bqVRag9/jb96+CT4aLK8gd+Hihf79+vM2ilJER44caWFpMXr06GdPn1+8eHH27NnNOkkA0FRUKnXT5k2HDx1CieiaNWum+U4TExOryUhUQ1pa+m9vt3JycuYvmH/16pXuOt2DjwS7uw9GUbTOkREEqTNxpGEw584qOSmJNzzx7t07Npv9+fPn+Ph4XjL33NzcNr1j5gwq0WgJbxJ47f/8+TObzU5JSeGl8qEz6CUlJa3VJQkAzUMgEHjLS7W1tI2MDMd4juk0xTETEhIyMzNXrVo1ciTnKq+qqrpmzZq4uDhVVdVRo0bVPI1AIPj5+Z05cyY+Pp5Op/P/5+fk5Hz8+JF3ga6srKRSqUwm88OHD6WlpTXhwa9fvyAh18ERm7iY+IbADWVlpRSKKIlEunnj5ps3b0Qo5N69bP6UVJDJZL5+9ep9SkpVVSV37cLj2oEzjuN9+/ab7D25ed/4VlbWV69eS0lJQRCkZrRXXV3j1MnTr169jI9PsLauu0IbgqDz588z6cxJkybVhGs1tLW0ly9b7jVu3IWL56f6+LRRtgKgAwhk7Z38/Pxjx46WlZVLy0hdv3YtIjwcw/+zchPHOd0ehw8dtre3/6sjJyYmXg67zPk2rKrat3//zl0769y9sNmYmqrq5cucG2X+h8JxqKSkdM68Obw7YBaLVVlRtX3H9n379/GOWVZa3rOXdZv2cv36mT11qg+vqXQGg1pFXbJ0Ma89OI6XlZYPchvUdq8OAE2nx9WZzlhhYSEMw9ra2jVbjIyMVFVVUa7az5SVlZWWli4vL2cymX+K2HhfFCdOnAgPD+f9jON4Xl4ehmETJ05EUbQmYuMN0At197lApDeUkpLm/dCdi/+TpaWlr1y5iuP4iRPHuetKzklL/96dh0gktqTzU0xMzMbmdxGtGhQKpV+//v3qBWQ8T58+gSBowviJDT5qa2Oj003ja2JSqt8/ZrJyTHZzirECggUlsN4kQgi33IwgERMTGzlyZF5eHoRzSzrWfwaOo0S09izdJlJVVR3tOZrFYrG56j8BwzAlRcWmjCeampguWrSQxfp9EBiGEITAqVL8/x1xHO+uo9N2tzf29vYB8wNg+Pe7x80BiWAYu6bhOI6bNbZCDQDaU0lJSUFBAW8OHG8LjuMyMjL86yUIJnl5eQzD3r9/X7NFUlJy2bJlv379qvPt8eXLl5ycnB49evDpYBMTE1NRUWGxWDQarWajgoICb5ZU7XUGZDJZSUmJl2BVSAlExPZXYBjmvXljx3o5O7soKCh0+OA0nU7npcJq8FEyjEiSyWU0WmXMAwaZwvz75KWAICIQYAkJmPu9IDjk5eWPHT3eFke2sLCICI9oyjMbzcfWmwvqOK6ug1xdQRcaIBxwHD9+/Fjw0aPFxUWcJNX/j9hYLNYkb+9tW7dBwsbKykpLS+vEiROmpqaenp68RKdTp06t/RwMw9LT09esWVNSUtKvXz8+CWLc3NyMjY156bv5vy4vHOTl+BBSHR+xsVjMb9++V1VX/bsJhxAE1tTUqtN5VociF9ReaDTax48fFRUV67/fiopKaZ+/JCUl8ZLK1FFQWf6juFhCUVFj+zZReQU2iNg6BwyD5WTRXq0zqR/4E+53cFefug50ZdFRUUuXLevWrduIESPExMRr1h6w2Kz6w0FCQUNDY8WKFbNmzZo8efKRI0cuXrxYp0B7UVHR+vXrw8LCCgoKhgwZ4uXlxedoclxQ19DBEVtGRsaq1SufPnlau14hhmFkMjko6MjQIZxVCI3ipYTm/Qxz19Lw1om0blNzsrOn+EyZNHHiUm4JhNo4tS+ePgs5eaL2rMkaEeHhxYVFzl5ju0/2hiFI6BerAAAAAO3l8dPHsrIy4ZcjDAw4qd07B29vb3Fx8S1btpSXl9dfBUWj0R4+fFhSUjJ+/Pht27Y1aT1T19CRERubzd66dcv1a9dHjhppaGjEmXLIjbtwHCegBD3dxudavnz5MuJKRGZmJl6r44qNYeO8xvGPypsBw7CSkuKqqlp9gf/nOdpz//59dyPvrlixYu3atbUnCZ05e2b3nj0oivrP9AMdBQAAAMDfXXrYnHIIGhrqnem8oSg6ZsyYIUOG5Ofn1x8rk5eX3717t4KCgqWlZaOdL6mpqQ8ePGj6egJHR0crqwZWEAqFjozYKisrExISJkyYcPz4iWbsHhcXN2asZ0FBgW53XYqoaM0iEQzDSktL2qC9nMXGDaaM19DQ2LF958yZM7Zt25aY9HbsmLFGRkY5OTlXrnLQqLSVK1c4Ojq2RZMAAAAAARcVHSUtJd2nT5/aGyurKu/cvuPg4MB/ZpXroEHR96LjXsS5OLtAnYuoqGiDueXJZPKgQU2dafrw4cOAgICmv2hgYCCI2JqDTCbLyMo0O8fMpbBLbAx7cD+2d+/edcLwdl6LAMOwl5cXgiBr166JjroXHXUPJRI4S+FwSFFJcfXq1atWrmrP9gAAAAAdjkajFRQWUKupu3bt1NbSVlNT+3cCDwK/S34XMH/ekaAjI0c2MJ2mhpmpmaGh4YwZ02fMmGlsbIz+vy4ChrG1tLQbLbvZ6RkZGY0dO7b2ygMmk/no0SM6nT5gwIDaS855E6gsLS0hodWRfWwiIiIzps/ctHljePjloUOH1YRZvFOPoij/GojZ2dm9e/W2tbVtnyI5KIry754dM2ZM79697t69ezcqqri4WJRCcXJyGjp0mLl5U6vIAwAAAJ3G27dv/f/xo9Jo+Xl5SUlJz54/w7B/I7bSkhI6nSYv38h686fPnj55/KSgsGDVylUw8m9/BIvJ9vf3O3IkGOqkcBxPT0/PycnR0dFRV//joLAzV+0tLBarT58+BQUFp06d6mRz4Dp45UG/fv2Cg4+MHeulqdmtptgUb+XBtm3bXFwG8tnX2tr66tUrJSWlCgqt8JbgOF5YWFhNrW4wLIMhOCsri5PZhW/Qpqmp5e//z8yZfmw2mxd0trxhAAAAgDCSlZXt338AjUaNuhslLS3l6Oj072QrHCeRSI5OTra2tvwPYtunz6lTp3kdGZyiILWyBnbrpgF1XhiG7dix49SpU5s3b162rO6CPz6qqqq46R3x6upqqHPpyJACx/Fdu3c9i3vm6OSgrq6O///mA8MxEpEkISHJf/dJkybdvx+zfPnSJUuWcuob8paJchG5/qoxNBpt1epVMfdiUGKDI6owg07/mfWr0VxTvFo9/HsHAQD4S4KVqRgAmsLQ0HD/vv0QBK1Zu0ZDXWPmzJnNOG8qKqoqKqpd84SjKEomk0Hfh0BEbOXl5ffvx4zzGnc0+Fj9JOyNrhB59uxZauqH2AcPz5w9IyEhQSKReKPUGIYtW7Z8yeIlf9UYBEHU1NQMDAwIaIMRGydniLm5hbGx8V8dFgAAAOji1q9b36alcjslAoGwZ8+e7du38wr+Ah0csZFIJElJSRkZ2eaVo1FVVR3jOYZIRDnFbWrmc+KcLjoTY5O/PRqZTF63dl0zmgEAAAAAfNRMPqszSvNXqUOrq6t//fpFp9PV1dWlpKS6QghI4eroVgiQjozYKBTKP//M2rlzR0xMzMCB/KasNaivU9++Tn3bpmkAAAAA0DqoVOrNWzfvx8SUlJbUnohGIpPXrllrZGTEf/f8/PwDB/aHngnlVt6EJCTEhw4ZumLFSrBQtKvp4KnxLCYrPz9/3Hgvm942snJyvBsRHMeIROI//v/07NmrY5sHAEBH6/wdCUDnhuP4keAjy5YtExcX1+zWjYCiNdlDRUREatcvb1BFRcW8gLlXr171GO4xwNmZTCYnvn17OfxyYlLilYirPXr0gIQNjuN0Oh3laovji4iIIAhSU4K8M2n++cJxnM1mNz3RcIO+fEmTl1PA5fDMzMzMH5m8b2ccw0hkcklJaVOOUFBQ8O79u6ysLENDQw11jdKyUuMeYKoZAHQqLfuaAToMk8ls4TWiEygsLDwTGurs7Hwy5GT9ZBONLpK7c+d2bGzsyZCTEydO+j0SOtV3+vQZnmNGBwUdPnjwkNANj/748cPb25tEIm3fvt3a2rqFR8vJyUlLS6v9Mauuri4vL6fRaI8fP1ZSUqrzCezevbuGhkaXi9ikpaV1dHRaOMa8cOFCf/9/6n7gOLP8OcdvdPfr169v2rTx46eP1VXU5cuXm5mZLlm6ZPnyFbNnzRa6DzEAAEBnQiQSXVxcZGRkoa6turq6tKx0xoyZqqrNWfKZmJSkp6s3cuSo2hc1c3Pz4cOGv45/TaVSmzcRvAMxGIzv37///PnT09Nz8+bN48ePb8n1OjIy0s/Pr05YxpsvOG7cuDpHxnF8x44dixcvhrpaxKahoXHiREj9Gq5/RUpKWkqq8cisQU+ePJk+Y7q5udnp06HHjh3DcMzR0cl1oOtazjpqdQ+PES1pGAAAANASZDJ5w4aN4BzKysoaGBh8TvvUvFNBIBBYLBabXTexFIPB+FPhRAEHwzCCINLS0oWFhRMnTrx3796iRYuaPSdPWlrayMioTsTGOy289BF1ni8nJwcJrRaNIrcwXGuhK1evyMnJhp4+o66ufvnyZRaLpa6ufvDgoc9paTdu3hg6ZCgBJLAFAADoOGCsA4IgCQmJBfMXLFu+bN++veMnTJQQF699fshkMv+oy6Z372PHjp48eWLWrNm8ay6GYU+ePrl27dqEiROFNPMFi8UyMTEJCAjYunVraGjovXv3vL29p0+frqen97eHcnd3t7W1rV2lig8cx2ty9QsjIU7Kn5OTY2hoqKyszHsbeBvFxMSMjIxyc3OZLBaI2AAAAICORaPRoqKi0tLSFixYuHLVSjExsZoeIAqFEnbpcp0K8XUMGuQ2dszYRYsXhV2+7OTkJEImJyUlxdyPMTe3mPXPLEhoYRg2bNgwJyenbdu2hYSE7NixIyQkZPz48cOHD7e2tpaVbepguigX1DUIccTWrZtGZGRkfn6+qqpqTZkBJpP5/ds3VVVVkCUZADoB3l1zV5+7DggzAoFgbGwyY/pMAkqoPU7Hye5BIikoNFJXVEREZNu27T169Ag9cyYo6DBvNOkf/1lz587V0tKChBZvxaiiouKePXvGjBkTFBR07dq1Q1y9e/e2t7e3sbExMzNTV1enUCjggt4KEVtZaZmUdId1MI4cMerkqVOzZ89avGRJRUVFWVlpUlLihYsX3ia+nT59BniDAQAAOhCO43n5edJS0kI6ctdaiETijBkzWnIESUnJOXPmzvTzp1ZXs9lsUVHRTnZKbbmSk5NPnz79+PHj11y8KlXi4uKbN2+eNavx3sSysrJ3795ZWFhISEjU3n7u3DkMw9zc3BQVFSEh1/xJi5mZmUuXLa2srIQ6SJ8+fXZs2/Hs+bPBg90fPoy9ePGi66CB+/fv9/PzHzECLDsAAADoSFQqdenSJR8/fgRvQ6sgEYlSUlKysrKdLFyrYW5uvnfv3ujo6Hv37gUGBrq5uamqqtJotKqqqkb3ffr06ahRo9zc3F68eFF7e3l5+bZt26ZMmeLh4XH37l2oy/axlZeXv3//jkajideaR9meCATC9OnTnZycbty48fnzJyqVqqqqNnToUCcnJzDdFQAAoGNhGJb+JZ1KrQZvRB1NnCbfiTW4ipNHQUFhIBebzWYwGBUVFY2ucbx79+60adNycnJUVFQYDEbth9hstru7O4PBePny5aRJk0JCQoS6Q6f5ERsMw0QisY0+dk3/QOvr6y9Z8ndF3wEA4CVf4C2DF+Rbdt6XdU1ZRkC4oCjaxUOTGuXl5deuX4t9EFteUbZi+cr09HRpaenBgwc3Zd+fP38GBweTRcgrV6wkEAjHjh39/j1j1qx/NDS6QcKpZuo5HwQCoSl1RfPy8tauXZuTkzN+/PgVK1YYG/8nhb6MjMzOnTv9/f03btwYGhq6du1aS0tLTU1NSDgJ4soDHMc3btrQq2cvd3d+n+a8vFwajVMTt7W+zdlc/J9D4OL/nLy8vIrKCjKJLLyJlYHOgUanJScnV1ZW1r9qwhD06fNnNptdVlYWExMjJSVZ94aXW0fHwMBQTU2tTRvJZDLfJr5tsJEQDqVjaQiC5ObmxhbFNrg7juPS0tKWFpbCmJgK6CLS0tKmTZ+WlJikoqqcnZ09fdqM9+/fHTi4f8OGTQHzAvjPuv758+e4cV5JScmzZ//ODM9kMkNCTly/ce3ihUsWFhaQsFFWVg4KChITE2uVNZ6RkZEJCQmDBg06cuTInzJ3dO/eff/+/QUFBZGRkTdu3Jg3bx4knDo4YmMyGaGhZ+5G3WWxmCgBZTAZCIJgbE6ymcD1G/hHbNu2b09MSgwPC290rU0TnT17JuRkiAhZBIJhJoNRp88Wh3CMjc+YMWPKlCl/OkJ8fPzJUyEvXrysqCgnk8imZmbekya5uw8GPQRAh+ANFlRWVjCZrAZ7OggEwpf0L6NGj6yzHYcgAgITEHS05+gTx0PadPH83ai7vr5Ty8rK6t8v4RikYq9oE9gz7umz/RsP8qqh1P0noAQlRaWLFy85Oji2XSMBoNkYDMbWrVsyMzMuXrqopKQ8ZYo3iqILFywsLSvbuWPHgP4DLC0t+ex+7drVT58/BR8NHjtmLO+2ZNas2WZm5r6+vkFBh48ePSZ0vZji4uLDhw9vlUNhGBYfHw/D8MSJE/knWpOSkpoyZUpUVFR8fDyLxRLStYkd3OjToaEB8+bqdO9eVlZWWFhoampWVl6W9ilt6LCho0eP5r+vvr7+qVMnU1JS+vfv3yqNUVFRxTH8/v0HCAHu0aOHiIjIf4I2HGJjGJPJbHBfNpu9ddvWzZs20Wh0EQpZVVU1Ly/vY9jly2GXJ3lPPLD/oIyMTKs0EgCa7suXLyXFJUrKSubm5mw2q/ZDCEIoKy1NfpdMoVDMzMxIJFLtTzsBIRQWFb198/bjx08VFRVtGrF9+vSpqLBYTV3VyNCI24Jaf3RsiGCAYBgmL68wYMCAehEbjOPY+/fvf/3KTv/yBURsgGAqLCx8HvfcZ4rP0CFDMzIyeB3DCoqKSxYvucvpH4rnH7F9//5dR0dn1MhRNdO5YBh2dHQc7Tn6yZPH1VXVYuJiUFfFZDLz8/PFxMS0tbUbfbKRkZGkpGROTg6DwQAR21+j0+kREeEuA11DTpyIe/EiMHD9qZOnZGRkdu/enZ+f12hiYs/Rnm/evFm5aqW/n7+pmSmnH+v39z2uoqyipKT0t+0ZNGhQH9s+U6f6vHnz5uyZczo6OvWmRuIiIg2Pqe/dt3f9unUElDB/fsBoT09lJWXeYNOBgwfOnT2P4/ixo8e7TpY/QEAg3JtvT0/P/fv21+nBQhDkdfzrwYPddbvrXroYJi8v/5+IjUB49erV4CHu7XDzzus28Bw9ZueOHXX+3mAYfpUft/XdJltb+6UzV9bfF8OwadOnXTh/AQyJAgIL45LlFkdi1fozFBcXo4hSqFQa/91l5eQqKytLS0vqXEHKSks50wQRIetga10wDKMoimFYozOaagj1d0VHNr26urq4uLhfv34KCopGhkZsNjs7+5eqquqiRYs+ff4UGXmH/+7hEeEhJ0Jevnjp4+NjbWVtYWFhYcn7H8ugoMPNa5KUpJS7mzuCEMTFxSUlJaXqkuZN1q7jfUrK5s2byWSRY0eP7d27z8HeQVdX19raevny5eGXw7tpapw/d+HW7VvNaxIAtJCkhASBQCD9F4qiZDIZ5hIRESESibUfJRAIYmJi7VmGjtOGOk0kkXitgmBOBElqiAhXuzUSAJpBRkZGT0/v+vXrJSUlFBER3qI9bkKKZ3l5eTo6Ovx3H+gysLS0dPmK5e/fvy8vL6dSq7OyfoScPHE5PHzAgAFdvCOARCJpampWV1enpaU1+uTPnz+Xl5erqKg0eB0XCh05Ksq7ZlRUVPA+0yiKZmZm8qYlykjLJL97N27ceD67Ow9wPnPmDEJAOH0D/96bc34zMzNrdquse/acPHlynRR8/IVfDistKfX2njRlik+dh+zt7ZcsWTp3ztxTp06OGeslxLE90D4QBPrDovdmwzDsT9txCEcQhHf9aODR1m4JH396LRiGcfYfEwHwyREAAAJCTExs2rTp06dP8xgx3MnJqbKyMiYm5tHjhydOnOjVs5ednR3/3Xv16rVs2bJVq1ZFR0d369aNSCQWFBR8//59wIABM2f4tdc/QnDZ29ujKBoeHj5hwgQxsT8OEFOp1LCwMAzDLC0thXdmeUdGbBISEtbW1iEnQkyMjV1dBykrK9+8dWvw4CFZWVnfvn9zdHLiv7sBV6u3ysrSysrS6q924XUHTp3q2+CjQ9zdt6govX/1KnVdoKGiIusPl08AgFEi63MaTqVCbTyV+OfPnw8ePAiPCK+uqs7Lz3/48KG7u7ugTexgMplxcXEnw0PeJr3LlylWG93NZeDAtl64CgBtwXO0J5vN3rlzx/79+ysrqrbv2C4tLe3q6rpl85ZGC2giCBIwb36vXr3Pnz+XmppKp9P19PTnzp032XuytLQ0eL/69evn6OgYExOzZs2adevWNTifqqqqavv27REREbq6uk3MqCKYOvg7evbsOa9fxc9fMP9edMyE8RP8/P36D+hfWlpKJpNcB7pCggTHcRaLRSAQ6o+Cl3O7Cf9U4k0MJSpLSv7IzSvcf4hKJDNBlwDABwHhdCuJisJtFj89ffZ07tw5yUnvOH//REJGRsakSROnTJmydctWsQ7Khl1fRUXFsmVLz5w9W1VZhcBIHl7gc3uqpbXlwQMH7e3sO7p1APDXvMZ6uTi7fPjwoaSkGEEQZWUV3oqfJu5uZ2tnZ2vHZrPpdHoXHwmtQ1JScvXq1R8/fty7d29iYuKYMWOcnJy0tbU5eScwLDs7+9GjRxEREffu3SOTyStWrNDX14eEVt2rQjuvetXX04+JiUlNTVFRURk/YQJCIESEh4uJi/lMmWpjY8N/30OHDn77/n3tmrXtc5+RnZ0dMH/ekMFD6velSXOD+m/fvzW4XKWSycwtrxCRlpaf9Y+IrBwKIjaADxyHCATSQGfO8GgbiI9/7e3tnZmRSUARXlIAFCVUVFYcPHioqrrq2NHjgjBewGKx5s6dExp6BkY4MSV3vi2nhHbim0TvSd4REeFWVtYd3UYA+GtycnKOji3KQUMgEEC4Vt+AAQNOnTq1cOHCR1wkEkmMi0qlVlRU8Kog6OjorFmzxsen7swl4fI7OEtJSYm4EpGUlFhWViYuLq6mqu7k5DRkyJBGF2y2nLi4uI1NH97P48eNH8937lptGZmZISEnZs6c2T4RG7W6+uXLl8Y9/pNPmcd14KD4+DehoaHOA5zrPxodcy8nJ9fVzdVg0wYSBLXfXG4A+C8Mww4cPJCZkckLg2oQCAQMxs6dO+fjM1UQcmQ8e/bs3PlzCAGu3Z/NWRRGJHz//v3goYOnTp7u0AYCwF+oqqqKjo5WUVWx7WMLTlwbcXNz09fXv3DhQkRExOfPn8vKykpKSggEAplMtrS0HD58uKenp1D3rvGgNBpt376927ZtKysrV1ZWlJSSYjFZT588PXr0qKWlxc6du5ydG4hCBMHcOXNTU1P27t27aOEiNTU1BEF+L0DAISJXW6wibnBh8PiJEw4FHbp65YqDvcPMmTNrP/Q87vnmzZshCJruOw3EakDH+vEj8/bt2wihgUlyCIIw6MyzZ88KQsQWeiaUzcLqhJU8MALdvn07KysLFBQBhEV5efnKVSvNzc1tL4GIrQ3p6OisXr16yZIlOTk5mZmZVCpVQkJCS0tLQUGhPZe9tyn0zJnQtWvX9bHtM3/+fEMDQ0lJSRaLVVBQ8PTp0527dk6fMe3qlWv88/v9LRzHaTQaL6cAnU5nsf6T2JMHhmEymcx/gObd+3c/MrOi7kbfuX1bTZ0bsXHr6rDZ2MwZM2fMmAG1F319/ZUrV65YsXLBgvnJ75KnTJliZGiUm5t7KexScHBw9q/s8RPGDR06rN3aAwANyuB+i/HJkP7zZxaGYR2brwjH8R8/OGvGGwTDMJVKzcjIABEbICwUFRW9vb0vXw5LTExs3YspUL8QOZlM1uKCOiP00KGDfWxtLl++rKykXLNVS0urF9eYsaMPHT54NPhYK05uy83NdR/ipqKkcuvW7YWLFp46dYpE+k9/GIZhIiIiJ46H8C9kgWGYpqamgYE+i8WqyZ7HqyVFobR+iiY+1zkiSly6ZBmGYZs3bQk6HHQi5ASZRGKzWNXVnNSIvtN89+/b12g5WwBoa6KURiYsE4nEDk8vCcNwozfEYCoPIERgGLa0tLx+/fqIkR4eHiPU1FT/P5kZR1Gi11gvcPvREg8fPgwJCfHy8ho2rPN3i6D5BQVz582vHa7VcHR0dHcf8uZNQmlpqby8fGu9pJiY2MTxEyWlJBEE6d+/v5ioKPLfvjQcx4goUVunkaITHsM9PIZ7QAJj+bIVTk59wy5dun3ndlFRkbi0tMeI/uPHj3dxdgHhGiAIDAwMtLW1P336jKJ1e695Wc3sbAViGaaDg0PU3eja9801MDaupaXdFml9AKCN0On0kJCQ9+/eE0nosWNHa/Ij4jhOoVBsetuAiK0lPn/+fP78eUNDwy4RsSEIoqXZ7U8P6+joPH78iE6nt+JLSkpKLlmylPez52hPz9GekABgMBjHjx9PTEwk1LuY8W6SyrmVT2G+PRC8Bdjbtm3HMAyGYQqFInQ1eoFOTEpKytd32tIlS+sHQ2wWpq6hNnnyZEgATJnsc/jw4Zzs3DpT2Xhh5fTp08UFJgsJADSKQqGcOnmKt2KxDhiGJSUlwTlsCQK3x0cQFrm3AxSG/7Mgq47/Tw7r/Fgs1oPYBzdv3GxwvjMPgnAWnjR6KNCjBgis6dOmJyUmXrhwkfMdhyK/axtgkIKiwt69+1RUVCABoK6uvnfP3jlz5hQWFsHI7zqAbBanZ8J78iSfepVFAEDANSMsu3b92qtXr3j1smEE5kUkbDanAAjCxWQwe/XqOXLkqLZpMiCIOLPT+Cyr5DN9jZdRtoUlYsrLy5t9h1FWVpafn//fngLOLziOy8nJNZpIug4KhXIy5CQ9iM6/V4xPEQwAEHwyMjLHj4fo6ulev37j48cPTCZLXl7OprdNQMD8gQMHQgLDy2uctLT0/gMHXr9+VVRUTCKhpiamI0aOXLZ0GSgkKkSYTAanFlrXxmKxfv78KSpKUVRUavpeL17EnT93npeggMli/vqZzfn7lZWmUCilZaXVlVQpaakFIguEMWIrLCz8/v27mpqaqqoq/2cmJiZGR0f369evT5/fKcD+pNWzQwgmlMFg3Lp16+vXr/WLDyII8urVyz/1wMnJyfXs2bOFEcz27du+Z2T4TJni5NT3b7+Ir1+/vmbNmpouMRzHMQwjEokEAjpn9uy5c+f91dFgGAYVP4CuQFSUErh+g99M/5SUFCaTqaAgb2VlLWglqiAIGjTIbcAA57dv3xQWFpJIJBMTUwHpAgSaiEQijRnrpaT0F2FKp1RQUDB5ymQbG5udO3Y2fa8F8xf6TJkKwzCNRlu/fp26uvqcOXP19fQpFEpZWdmlS5ci795pNM+8YIqOjg4ICFixYsWiRYtqNsbExERFRU2aNKn2ctrnz5+vWLEiMDCQf8QGw/CDBw94HZB8nsZ7dMCAAUJ63jgRW0VFxa5du/k8Q1tHq3ah9Rqqqqp79uxt4eCxjKzsmbNnw8MvGxoaTpw40dV1kIW5RRNXq+noaI8cOeJ3A2CYxWL++PHjyZMnurp65uYWLWkVAHR6qlyQYCMSiTXptQGhQyKRFi5Y2NGt6HhSUlKKioqxD2NLSkpkZGSauJcKFwRB4RHhX799PX/+grmZec2jvXr1+vnr5+nTpwe6DBS6KVw0Gq2oqKiysrL2xidPnuzZs8fc3Lx2xMa7k+TffwZzh8WiuJry6ps3bxbiiO3qlaucjGh/GArEcVxCXFxOTq7BR1v+QVm8aLGHh8fLFy+uXru6devWvXv39e7da4zn2KFDh8rIyPAfoHR0dHJ0rFst/m7U3fXr11dUcgp9AgAAAEDHEhUVXbZ02eIli/39/Xx8pqqqqdb0gcAI3F2nO/+hqhcvXoiJienp6tXeSCaTzc3M7kZFVVVVCd3aBd6VvU7XDC+caEZ2IZzLysrK1NS0/lBh/SdbWAhxhw46ePCQjm2Bnq6enq7epEnev379unX7VlRU1NKlSzdt3nTq5Cl7+7/ONeDu5n7mzJmLFy8Mch0kgAM9AAAAQJdCpVJ37Nzx5PETCIIuXw7nTrfmwiERCjk66p6TU92uh9rk5eSzs7M/f/5cu/OprKzsxYsXKsrKYFonj6en54oVK6DOTlBiGhiGlZSUbGxsvqanP3ny+OfPsoKCguYdik6nMZmcnLogYgMAAAA6FolEmj1r9vBhw3+XUvx3khFOIBAMDQ357z548OCjx476TJ3i7+dvYWmJwMiXL2nnzp17+erl6VOhnab+EtA6ERuDwUAQpH70g2FYXl5ey+cC5+XnvUtOfvDgwc1bt9K/ftHW0h492nOM55j+/fvz3/Hr1/TExMTanagYjr96+TI6Onr+/AXgcwwAANCBMAzLzMxQVFTq4kvsCQRCv379mr27hYVFUFDQ6tWr5wXMYzHZEAyJiIjo6esdPhw0cuTIVm0pIOg4cdjbxLePHj1iMBgO9vYODo4Yhr1//z7zRya1mlpSUvz58+elS5fVj8wyMzPXrl0TFHREQkKi2S9/JDjo4MFDX9PTCShh4EDXVatW2dnaaWs3Uu2A505kZMC8gDobYQRydx88Y8ZMkLoWAACgA9FotMWLF69YsbJnz57gjWiJIYOH9LTumZyc9Cs7myJCUVBQMDY2VlZuoFJRF8Tm1qhssEB558OpBD8vIKCstAyCOGPq69cH/szKCj4azInluYx6GNaUKKitsrLy27dvdDq9JRFbauoHcXHxTZs2jR49WktL+69mHY4dM9bayrrO4gRpaRldXV3QwQYAANCxMAzLzc1lMFqzZE6XpaSk5Oo6COpE6vSq8H5tcCN/qqqqdnZ2nbX0ex3o7j27VVRUDuw/IC8vH3ElfOPGDSwWa6DLwBEjR8rKyJDIZGVlZQUFhfp7wjCMopySCS15+aVLlsrKyjav5owyV0teHQAAAGg7BAIBDHew2ewnT59mZmYQ/t8lAXNxisUhiIvLQCVFxS74IWSxWLUrd/E6yZhMZv2N/Lm7u/fr16+LrMBA8/Lytm3dzqsnaGNj8/btWyaDcfLkSWXl9khW2a3bH0uaAgDQRqqqqp49exYX97yaStXU1BwwYEAPox4CeLZTU1NjH8b++PFDTFTUnsNBVFS0oxsFAH+HwWAEBx+5cf06kcSbDg4zGHQGnUUkod26ddPtrtuUiK2kpKSgoADD2LzSPrxEFTIyMsLbbXH8+PE7d+7wstrCMJydzSnqsHHjxqCgIF6SDgRB8vPzGz0OkQvqGlACgaChoc77RVxcXEtTi0qlKigIR8j/5cuX4OAj2tras2fPhmFk2/ZtTAbD3/+fBjsFAQCAIOjjx4/z5wc8efqERv09XNVNs5ufn9/yZcubkQypjbDZ7C1btxw/djwrK4u3hSIq0tep3/79+/T1DTq6dQDwF8hk8upVq/1mzoS5f18wBNEZjMTExJMnT7q6uhr3aORmCcfx48ePBR89WlxcxOmW+3/ExmKxJnl7b9u6TejeDN5axmyuOtu/cdXZyP97qaSkpOZboilUVVXl5eUh4fSfFaAwzCk3y+uthQReamrKmLFjcnPyVq1eybvtqKyqPHTgYFRU1Nmz53R0dDq6gQAgcNLS0saNH/cu+R1CgGsqvP3I/LFq5aqqqspNGzcLwhgWhmErV67YwS3pU9NIOp0eFRU1bvy4y2Hhurq6Hd1GAGgqBEFMTU3rbBzkOsjc3HzRooUfP33q1asXn92jo6KWLlvWrVu3ESNGiImJ1yQHYbFZQpq7v3///hEREZzoswnfNjiOGxsb83nCtWvX/P39mx60bNu2rXZ1LOEiKPnYmuHCxQsFhYUXLl4Y6DKQ98avW7vO1qaPn79faOjpwMANHd1AABA4+/fve5f8riYM4kGJBAzD9u/fP8ZzrCAkBE9MfHvg4AGEANe+t+bdaSe+TTp06NC+fft4GzmzgTBu/nT8j3fhMCwoHYcAUFsva06glpCQwD9ie/z0saysTPjlCAMD/c5xAjW5WutoJBJJRkamKfEfrzoChUKBhBYnYiOTybxfSCQSgUBoMPuaAPryJd2mt03tqmpElDhkyNB+/folv3tHp9Nr/l0AAEAQlJ2dHXElAiE08L0GI3BVZXXomVBBiNhOnjpFo9LrhJU8CAKHhV+aEjBZRoHzHQ3hOFOWIaktUUIszqj8Xv8+G4bgSmZFzUASAAiOd+/f5eXlNXq1xdiYoqJizeSlriY1NZVOp1tZWf3pCePGjRs1alTTDyjUk95QKpUafDT4XkwMjuMYG3uf8p7JYK5es5oXrmIYJi8nP23aNAGsXKagIJ+Q8KZ+VbWK8goymSw4M3IAQEB8/ZpeVlbW4J0oL6b5/PlzE4cq2g6O458/f/rTozCCFJUWLbu1SNlCEWNx4rPKflV2fXo9FX8YH/+iwYitnFkOcwoCAUDHYDAYu/fsfvEijoj+GyvQGYw3b96Iion2se3Df3fXQYOi70XHvYhzcXaBOpfv37+npKSQSCRLS0vFessv6HR6aGjotm3bpk6dyidiQ7mgrgElosQrEVdqvqMJKOe+ds/u3bxfWSyWnr7e2LFj2yhiq66ubvbiryGDh549e3bd+nV+M/3U1NRQFM3Jybl27erT5882b9os1HE0ALQFAqGRdDwEAtLh89hg+D+DofXgMIRIichIk2VxAmeMo7qQSiuly4nKy5BlMbyBOtDSZGlZslw3cbAsHegYOI7n5+dnfM+oE1j0tLaePWeOqUndKW51mJmaGRoazpgxfcaMmcbGxijh90EwjK2lpV1/hpxQKCws3LRp0+nTp3n3kOrq6mvWrJk6dWrNKXr16tWGDRsiIyNrDwM2qLCwkMlktrz8klBAr169ymKx//Q1jeO4qCil7RZW7Ni5I+tH1iTvSXa2dn87iOns7BwQMH/nrp2XL4dxIzZiTk52Rkbm+PHjJoyf0EYNBgDhpW+gr6iomJWVVTORoAavd0oQhkQhCLKysoq5d7/Bh9hsrJtKt50eu6VkpCEcx3Bs0aJFkZfu7ds3cZzrOF5SgLpwSIwoRiZ0iXRNgAAik8mbNm5au2Zt7essDMNSUlJN2f3ps6dPHj8pKCxYtXIVjHBS3PG2s5hsf3+/I0eCIWGDYdiGDRsOHjwIQZC6ujqLxcrKylqwYIG8vPzIkSMZDMbevXv37NmTn59PIBCmTJkyZswYPkeLjIzcuXOnmZmZo6Nj//79tbW1O3EKfdTe3qEDX55MIt2+c/t06CkTY2OvceMHurhYWFg2sXuMTCZv3LDRydHpUtil9PQvdDrDwtxi9ao148ePB0mbAKA+eTn5SZO8t2zeAtWbIcZmY7JyMj5TpgrCefOdOi04OLi8vLxeZMmpoj3Ze4qW0r+F7BAqgV7MEMVEpYky7d9UAGgKMa7mnSvbPn1OnTrNm65Qu5A8juPdumkI4/lPS0sLDw8XERHZunXrjBkz6HT6gQMHNm/efPz48d69e69fv/7EiRMQBPXu3XvFihUjRozgfzQikZiWlpaSknLhwgUSiWRqatqvXz8nJycDAwN9ff0OHzRoXR08+rt4yZJhwz1ev3p14+b1bdu27d27x9LCcsSIkSNGjFBVVW3KEQZysZgsBpMBAjUA4G/OnDmvXr18cD8WgiGUOwUCx3E2C6NQRDYEbujevbsgnEB9ff3A9RuWL19Go9EJ6O+BWhaLDeGQq+vAWf/M+k/XIPcL+d/rGAAIqsrKShRFRUREWCwWlUptYoFHFRVVFZUmXQ2FxdevXwsLCwcOHPjPP/+QyWQxMbFly5bdv3//7du3K1asOHv2rISExKxZswICApoy1jl48OAHDx6kpqY+e/bs5cuXSUlJb9682b17t6qqqrm5eZ8+fVxcXMzNzZsdMQsUftPz8/Pzbty4Hhi4vrCwsI1enogSTYyNfX19r1+78fHDxx3bd0rLSG/YEGhlbenrOzX6XnR1dfWf9s3Ly83MzORVgUWJKAjXAKBRKsoq589dmOo7VU1NlcVks5hsHMd79uoZHHx09uw5gnMCAwICDgcFWfe0xnGc1051dbXpM6adO3e+/gxlABBwxUVFy5Yu1dPXjYy8A0FQRkaGnb2d92TvL+lfoK6nqKiIxWJZWlrWTIWiUCjW1tZ5eXlnz541Nja+cuXKtm3bmjg1TUpKysHBwc/P7+zZs+/fv09MTAwODvbx8VFWVn7y5Mm6devs7e2NjIx8fHxOnz799u3bqqoqqDP1sTEYjLeJb69ERERFR6W8T9Xprj1jxsy2bgcMw7Kysrq6uooKikwWs7Ky8vqN61euXrG1tdu0cVPPnj3r77Jt+/bEpMTwsHBQ4QAAmk5JSelkyMl3794lJSXR6HRVFZU+tn3k5QQuCbjvVN9hw4a9ePEiNzePIiJiYWEhpJOsgS6OxWLt3LVz34F9EydOsrKy5hTFVlH29vbetWvHjx8/wi+HN+8m5N27d8XFxf369YOEDa9aaJ1KoNLS0hAEGRoanjt3rtkTakVEREy5/Pz8SkpKvnO9ePHiyZMn58+fDw0NVVBQ2LFjh4+PDyTsERuGsZOT38U+jI2IiEhKSoQgyMjIaMmSJaNGjWrTymU5OTmJiYn37kXfvHXzZ9ZPXV1dL69xY8aMsbayjn0Yu2zZ0hUrVty4caN+F5q+vv6pUydTUlL69+/fds0DgE7JjAsSbAryCsOHDe/oVgBAixQWFt64ecPHZ+rR4KO8LeJi4kuXLDUzNZs4acLTp09Hjx7N/wj5+fmv419XVFT8rh/P7eM4d+48i820s7PrHBPteZMfJk6c2Frrn2RkZMTFxUVFRREEIZFICIK8evWqoKAgNzcXElqciC03L/f2rVvXrl97+fJlcVGJpJQEg8FYuGDhihUrZWVl2/TlDx8+dPDgwa/fvoqKig52H7x9244+ffpoaPyeTTnCY0Ri4tvr169XVlbWj9g8R3u+efNm5aqV/n7+pmamnEnK3KksOISrKKsoKSm1acsBAAAAoFFMJpNGp5uZ1r1Bsra2VlJS+vXrF//dCwsLZ/rNuHH9Zp3tRCK6dcvWTpbHquW1EDAMKykpefbs2aNHj16+fPnp06fS0lLOuit5+eHDh7u4uAwdOhQSWqif/8wbN24WFORraGgMch00YuQIJUXlMWM9tbS02jpc49QtSE9XUlaaO2+ux/ARampq9Zd1DB0yrHcvG2kZTn9pHeER4SEnQiAIevniJed33q7coG3t2jWgShUAAADQ4aSkpDTU1B8/eTRjxoza/WGpH1ILCgoana116/atuLi44OAjWlpaCxYs8PP379Onz5kzZ1I/pI6bMF5410LWaTnv12anvi8tLf3w4cPbt2/v3bv34sUL3uR7KSkpY2NjOzu7vn372tnZSUtLC3tqffTY0eOycrI7tu8YMWJE9+6c+sofPnzgzPbljjS3tWVLl8nKyvLJxMan4JrzAOczZ84gBIRbrKZmM+c3wR/uAQAAALoCCQmJCRMmLFq8aPLkyRMmjNfS0qLSaC9fvjx8+FC3bpp2dvb8d09NTTU2Np42bToEQdo6OpUVFTa9bUyMTby8xp46dWr1qtWQcGKxWEwmk5cJEoZhXshRe2MNFEX5RFopKSlHjhx58+ZNcnIyjUaDIEhLS2voUE69SjMzMwMDg860KhEdPNg9Lu7Frt27UlJTPIZ79Olji6KcxOiNRu4YhtU/s3+rJXmKDbha8uoAAABA22EymQ2nNe5KYBieNm16aVnZgf0HwsLCYBjiXTZtbfvs2bNHTa3xzB0UEQovN6GioiJveamYmJitrW3sw9hFCxcJaWnzkJCQ6OjomogtKysLgqBNmzYFBwfXxBW8H+bMmePt7f2n48TFxQUFBUEQ1L9//8GDB/fv379Hjx5Cek4ahYaHR7x98/bmrZthl8POnz9voG+gb2BAraY2+memoqLiOsi1iRllasNxnEaj8T8+DMNkMrl+ZnYAAABAKJDJ5BkzZqr/f15yV4ai6LKly4YPG56cnJT54weKonq6en369GnKKlE9Xb3w8MtPnjx2dHTSUFePvhddUlIiIyNTXFJSVVXVPqNhrQtBEBRFf3LV2Z7OVef5dZ5WR02cQKfTi4uLCwsLqVSqiIiI8I4X88FJY+bg6ODg6LB69eqo6KjLl8OeP39eWVl1JPhIZVWVi4uLhblFnVW4PAoKCuvWrm/GScnNzfUYMfzDhw9/qt6KYZiIiMiJ4yHDh//FMrEOr2ANAAAA1CASib6+vuCE1DDi+tsTMnTo0PMXzrkMdDl39vxAV9cjwUd8fHxU1VTPnz/n7T1ZXFxc6M5w//79L1++3PQBOhMTEz6Purq67tq169mzZ2/evNnKJSMj4+Dg4Ozs3LNnTwMDg7Yrs9n+/o2ZJCUlx44ZO3bM2JSUlEePHl28dHHNmjXbtm8bMnhI0OEgOTm5+js3L0ISExMb5zUuNy/vTyPTOI4RUaK2zr+FaPiIjY29fv3at2/fxowdq6+nl/zu3aSJk4TxQwwAAAB0PlVVVdHR0SqqKrZ9bJuxu5qaWujpM2FhlxQUFOxs7VavXrNj+47SByWDXActXrhIGPspNLla62gaGhqLuNLT0z99+vT48eMHDx5ERkbeunWLSCQaGRn16tWrH5eSkpKwL61toJfLhGvmzJlv3rw5f/7c12/f6HR6K76kpKTkwoWLWn6cqqqqlStXHj9xTE1NLScn19TUVFZGdsmSxQ8e3D8afKwdFroCgPBK4kik0eiqqqq2tn0UFASxkEBeft7LFy+yc3IoFIqVpaWZmXlHtwgA/lp5efnKVSvNzc1tLzUnYuMsONDWXr58Be/ngHkB03ynsVgsSUlJYV/52Lp0uYYOHcpgMNLT02NjYx8/fpyYmBjCJS4ubm1t7eLiMm7cOF1dziLLTlVXlEQi2XIVFRdJSkhCgufatWsnQo6vWrlq0iTv+Qvms1gsZ2fnQwcPL1y04OzZMwEB8zu6gQAgiHJzc5evWH7vXnRONieTJEKALS0t586ZO2WKYOUBDzkZcvjw4aSkRJw75VVNTWWQm9vWLdtAlSpAuCgqKnp7e1++HJaYmGhpadnyA4JBJP5IJFIPrjlz5hQUFLx79+7Vq1d37959zIUgyMqVK6HOWgleTraB8VDeKtzMzMxWLB3NYrH+NLOtQTH371laWi5YsFBUVBRFUQzHRUVFp0yZcv3G9WfPn836ZxaxU2SCBoBWlJOTM2nSxNjYh5xK8MTfleDfJLz1/8e/vLxi7ty5gnC2cRzft2/fipXL6TQGpxI8gTPu8ys752TIqawfWWfPnFNSBvmxhQCGYR8+fuymoSEpKYj3/O0Ghjk3RdevXx8x0sPDY4SammrNUkgUJXqN9apJGt9FfPjw4f79+w3OY4NhmEgkysjIKCkpGRoatiSbREFBAa9KVVJSUnx8fHJyMm+IT6hv+X5HSEwmMyEhIS7u+c9fP0lEUnfd7v369tfX1+ezZ0ZGxtJlS0+fOt3Cv8aioqJz584+iI0tKysVF5fo0aPHuHHjrLnF1/hjMllSUlK8hIS133tpaanCwiKsZWlHAKBTOnjoYGzsQ16sxgPDMEok0Gj09YHrBg8eXHMPxluBxXn0b+6jai/dara0tLT1gesZDEbtdqIoAYLwmJj7QcFBgesDW/gSQDugUqlLlixev269jY1NVz7hdDo9JCTk/bv3RBJ67NjRmjwJOI5TKBSb3jZdLWJ7/PhxQEAA/+fAMGxqajp9+nR/f/8mTj5js9mVlZXJycmvX79OSEj4+PFjWloaL0ObsrKym5tb3759LS0te/ToAQktznfxs2fPAjcE3r9/H8IhEQoZY2MMBlNMXHTC+ImrVq360wxBKpWan5fHYDBa8vLpX9OnTJmckJDQvXt3OTm5wsKCC+fPHz0avCFww5w5c/lfKiwtLXfu3BEX99zJqS+CEHjXiaysrPjX8c7OzsI+wRAAWl1BYcG5c2dhpIGpygQCUlxUEnQkaPHixTiGwwicm5uLYRiDwfj58yedwfidQqoxMAIXFRU1e1kSz8nTJ8vLymuHazWHh2Ho7LkzAQEBsjJgoqqgw3G8oryczRa+9BOti0KhnDp5qsFrJQzDXbAD0tDQ0MvLi81mNzgPj81ml5eXZ2Zmvnv3bt68ecXFxatWreITDOTn57969SoxMTEuLi4xMTE/P5+3XU1NrX///jY2Nv3797ewsJCQkBDGVRp1oPdi7k2aNLG6mvrPP/6uAwfJycuxWewfWT/Cwy8fP3788+dPZ86cbTBog2GYQCC08BQc2L//8+fPISdOurg4y8rKMZnMjIyMvfv2bt+xvWfPng4Ojnz2HT1q9LlzZydOmjh1qm9mZgadTt27d8+FixfKysvGjRsPpmQCQB1f0tLy8/ORhiI27p8zcuLE8fv3Y3iJcqhUamVl5feM7+MnjENR4u8CcI2B4d8RW2lpabMT7iS+ffvH4yNwfl5+WlpaH5s+zTgy0M4QBOkEl8mW64JhGR/9ufg8gc1mZ2Vl3blzZ+3atQcPHhw4cKCdnd2fnhwZGTl16lTez2JiYnZ2dv369bOzs9Pj6mQfP3TFiuUkIunijUvOA5xrPzB+/PjDhw8tW7Z827atBw4cbIsuq4qKirgXLzxHe06aNIm3hUQiGRsbb92y9dWrlzH37/OP2HR0dM6ePbdu3dqgoMPFxcU4Bt2Pud/D2Pho8FFb22YuyQGATozNZvN7GOYM3+Tn5/MiLRaLheM4m8UuKixECISmJ0+CYVhKSrJHD+PmfVfiOI5hjbwWm8X3HwIAgDAjEAhaWlqzZ8/Oz8/fsGHDnTt3+ERsZDK5T58+5ubmTk5ODg4OKioqnXiEDU1LS9u+bXudcI2T/BAlzp0zNyEh4eatm/MD5hsYGrb6a3PnGKJi9XKniYmJiYqKNnJ14TIzNbt0MSw1NTUnN4fJZMpIy5iYmDSYOg4AAF1dXSkpqcLCwvqxFDc4w6ZMmTR//nyIG7F9/PjRz99PWUk5KChITl6+iaOivPnm1dXVzc7EAcOwoaHhg/sPGnwUx3EpKSk9PT3wbgJCB8fx6urqkpISWVlZIldHt0jQubi47Nix48OHDwwGgzdnvT53d/fBgwdLSUlBXQAqIyMzcKBrg48RCOjw4R7Xrl39nvG9LSI2cXHxSRMnhZ498/btWysrq5rtV65eKSsrd3Nza8pByGRy7X0BAPgTFRXVMZ5jDh8Oqj97BMdxMXHRgHkBpiam/9/GmfZAoVDMzS1kZGTa86z6Tp0aEnKCwWDUn9uAY9CYMWOFerUX0DU9fvw46EjQo0cPWSz2hfMXHj95VF1dvXLFKvBh5kNBQUFCQqKsrIxPxCYtLc3/zFdXV4uIiHSOiVKcKlV8krvIyMggCKGqurqNXl5VVa2osHDkqBFOTk56uvoIAfn8+fOtWzeVlZVv3759N/Iui80yMjTy8WkgU1RGxncIgrW0tNqobQDQ+QQEBDx//jwpKRkhwDVfYSwmG4Kh+fMXmJrWhGuc9eO8SK6Fq4uawcLCMiBg/vZt2zE2u2b9AYZhGBu3sraaO0cgUpAAQie+4DUKo5bylpwZAO3r9u3bvtN85eXkhg4ddo9b/ry7dvf5C+cX5BcEBx9ttDw3nU6Pj4//+jWdyWTWdJBjGGZk1MPBwQHqvNhsNi/tV1NWoH/+/DktLa1fv3415/P58+fHjx//9u2biIiIu7v71KlTGw3vBBxaVlZWUFDwp6wnWT9+4DguI91Wd9ivXr2EcM4H8OHDh8+ePoNgTlY2GRkZjI2FXbqE4ziTxRowYECDEduNGzdXrlo5auTIMWPG2traKigotFEjAaDT0NPTv3TpUsD8+U+ePKZWc9a9QxCkpaXl5+e3dOlSAZmliyDIls1bxMXFjx8//iPzB2+jqBilX99+e/fua8UckEDXUUovDf5wmEwgbem9Q5rUrn3GFRUVe/buMTIyvBJxtaqq6uXLFxAETZs+HSWiAQEBcXHPBw3iN6BUUlIya/asS5cuiYpSSCRyzRogJpM1bdq0zh2xpaamlpeXq6ur/6mDjae4uHjjxo3Hjx8XFRV9+vSpgYEBBEF37tzx9fWtWToaExNz9+7dU6dOqampQUILraiouHIlwszMrP5jlZWVYWFhKsoqurpt9RUZEDB/yhQfBIFrT5KB4X/nzOA4Ji7e8P2H6yDXtLS0mzdvXA6/bGRk5ObmPmH8eGNjk5angwKATszAwPDqlavP457HxcVRqVRNzW79+w0wbINpDy2BIMjqVatHjRr16NHDHz9+iIqK2dvZ2dnZUyiU5h2Qt3LiTyEpjuMsFotAIHSOoROgPiq7moUzMTabhbV3tpHS0tKMjO9z58yVl5cvKyurWcTj6jpIWUX5y5f0QYP47X7t2tVbt27Omxfg4TGczInYfsMwrCUJZgVfTk7OsWPH2Gx2r169+FzW2Wz2+vXrDx48SCaTra2teV8ROTk5gYGB+fn5Tk5OCxYs4CXljomJ2blz5549e4T3zxzt37//jp075eTkfHym1l6BnPkjc+OGjfcf3N+4caOGRrc2enkVrubta2RodPjw4c2bNz948ODqtSvh4ZeDgg736WM7aeJEF5eBqqqqrd1YAOgkREVFB7oMHOgyEBJsPYx69DBqhXSXnFvwTRtNTEym+U7jXerSvqThOG5oYMiL4d6+fbts+bKVK1cO6D+gNRoOCByY0xXA+a/9X5pIJFIolJLSUm47OA3gfeoYXERiIxmq36e819XVDQwMlO4sk+vz8/O/fv36p+w/GIZRqdSvX7+GhITEx8f37Nlz+PDhfI726tWr06dPq6qqnjx5csCAAbz1HLGxsfHx8VpaWocPHzYxMeF8mfToMXTo0PDw8JkzZwpvEl1065ZtOdlTAgLmXwoLc3Rw0OjWjclgpKWlPYh98CUt3cdnyuxZcwRkrKRB0tLSo7l+/sx6+PDRwUMHp0zx2bxl88oVwlo4DACA1lVdXR0ZeYdOp/MiNiaTuXbdWgadcSXiCu/evays9OXLFzUDKADQiuTk5Hrb2JwJDXV3c+fO3oF500NPngopLS1tdFW1nJw8DMM4r7xupxAVFTVr1qya2g91YBhGp9N5PxsaGu7atYv/OGZsbGxFRcXSpUsH1eqrfPz4MQRBzs7OxsbGvC36+voDBw4MDg5+9+6dEEdsJiYm16/f2H9g/9WrV/fu28NkcHJqiIpRevQwOhx0eKrP1GYPQzRdcnLy+5T3xUXFsnKyGhoaVpZWjc7ErK26uvp9yvvXr17funXzw4dUPT3dP9VpAACgC+IVK6ydNr2ivJxOZ9SMT/GKcQnvWAkgyIhE4uKFi5OTkga6OltYWObl5e7atXPV6lXv379bsnhJz549+e8+YcKEBw/uBwcfmTs3QFxMDBJ+4uLi3bp1+1PEhiCImJiYioqKg4PDhAkT1NXV+RyKxWJ9+fJFRESkdiW00tLShIQECIL69etX098Ew7Curi6O4zk5OZDQ4nyFqaur79yxc86cOd++fistKyUQCPLy8oYGhrKybV4Hpqq6etu2LUePHi3IL4QRzvQ1MTHR3r1ttmze0qdPIznNGQxGUlLSrVs3Y2NjP3z8QKPRXJxdjgQdsbe319EBc5MBAPgjhAucIKB9GBsbX74cHnIiJCrqLoqi71PeGxoYBh8JHjdufKNZ2aoqqxAYWbt27a1btzQ1NbmLDzhYLJaLs0tNun8h4urq2rNnzz+NiiIIIioq2sTwg81mV1VVEYlEsVqx7Ldv3zIyMqSkpOpM0Od1qDc9GbgA+vemU7Obpma39u6aOnH82PYd2yeMnzDOa7ymliaVSn396tWBgwdmzJx+/dr17t11+ewbGnp65kw/UVGKuYX50qXLPEd7du/eHXwLAwAAAIJGt7vu1q1bAwMDeRk6SCQS/8LZNX7++llVVWViYlJeXv4u+R1vJhyv8oeeLr9LpMAS52qVQ6EoKiYmxmAwKisrazYmJCSUlJTY2trWTv6F43hmZiYvZxkktJr0iWkjVCr16tWrbq5uR48cJYuI8DZaWVrZ2PQZOWrE7du3AwLm89ldTk5+4cKFHh4e1tbWteNrAAAAAGgQAiOFtMLLXy/YKzuay1m281kicf3VLv369rO8fqP+dk7WazFRqGsjEAi6urp0Ov3t27eurpxaACwWKzY2FoIgW1vb2tOrCgoKHj9+LC4urqOjA3WmiK2ioiIhIaG6ukpNTd3U1LTtkmUwGIyKqkp7e4eacI2nh1EPNTW17MYGm0eMGDFq1Kg2ahsAAJ1MTZcGmUzmjYrWbPnbiyggvFCEmFT45sr3cDbObp+IjU6nh4VdkpKWdnRwbMZcIwoX1AXk5+fn5eXVrKXFcVxVVbXRspOurq579uwJCgoyNDQ0MzO7f/9+ZGSkpKTk4MGDa0Zd6XT67t2737596+TkZG7ezAJ6gpKPLeRkyKNHDykUir+fv4mJ6Zw5c8LDw9lstpycrI+PT2DghjbqwRIXF7e16fPu/bvKysrafaSf0j4VFRWbN5QirraaAdDKysqfP39iGKahofFXSxbaQmVlZXJycmFRoZiYmLmZOcjrCwCCAIbguLi4rdu21sxWZrPZmzZv4gRuMPL1azqntIMQz28BmgqGIDbORhEUa6/3G8fx6zdu3Lxxw8zcbPiw4ePGjdfX1wcTeNhs9rVr1+7fv7948WJd7vDuxYsXd+7cyWazeYsSEARxdHQ8duwY/0IF1tbW06dP37Vr19ixYzU0NDIyMjAM8/f35+UWLi8vv3Tp0s2bNyMjI0VERObMmSPUZQ/QVatWHjx4SEVNBYbgly9fWltZP3z0cN68ubq6uvcfPDh46KCGRrd58+a1RYIPAoEw1svLz2/mVF+fCRMmqqqowgj8I/PHzl07KBQRKWnp58+fYxgmKytbs0C3jqysrB07d4SFXSooKIRwSE5eduTIUcuWLdPlOwGujRQXF58OPX3q1MmPHz+y2RgMQ2pqahPGT5w5cwb/CXkA0P5+/fqZkpLCYDIV5BWsra0Fsyg1g8l48+ZNYWEhiUQyNTFtdpJFGIYpFEpCQkJi4lveFs71EoY2btxQ8xzuYlKQfBtofSIiIocPHx40aNDNmzeCjwbv2LljQP8B4yeMd3BwbPrc8cLCwvj4+C9fvtAZdC1NLQsLCz09PeF9t/Lz8xcuXHj+/Hneik5exFZWVvbr1y9paWleatj8/Pzw8HA7O7v58/nNj0JRNDAwUEFB4dy5c9nZ2QYGBh4eHsuWLSOTOUs0CgsL16xZk5+fr6qqumbNmjFjxkDCDI24EjFy1IgtW7YiMLJly+bQ0DOzZs/as2cvBEFTp/oOGTrk+vVrvr6+bdR3dfv27dzcvM+f0q5cuSInJ4cgSFFREZuFSUlLTp48GcPYTCZr0CDXKxFX6++bm5s71dfn1atXI0eMdHBwIBDQ53HPwy5d+vDhw6WLlzQ0NJrejNLS0vsP7lOrq2G4geVjvBoMRCLRxcXlTz20JSUl02dMu3b1OoRAJsbGerp6Obk5SUlJO3bsiIm5d/p0aINVJQCg/VVXV2/duuXGjZsfP31gMdmycjI2Nn3mBwS4uvLNvN7u7t69u//A/vj418VFJSiR0MPIeOTIkcuWLWvGCJGcnNyhw4fLy8uRmjtP3g+1Vo3BMPKnO0OgE6tkVl7PuGIqa9amI6Qqyip+M/1mzpj5/v27Z8+eXb16NSAgQF1d3dnZefGiJY2mkX/+/NnixYtfx7/m3WywmGwtbc1Vq1ZN850uyNlS/wTDsM2bN58/f15FRWXu3Lm2tra1H124cKGXlxcEQffu3VuwYMHJkyfHjh3L/25NVFR06dKl3t7e+fn5srKcHGE1D8nIyPDKiQ4ZMqR23WQhhTKZzIkTJhkacGrUTJ3qGx4R0afP77wmFArF3s7uUtilysrK+hHb7xLRLetXHjpkiL6ePkpEcRzH2BgE4QhCQBAYwzDeElw2xu6m0fBdyOXLYUlJSRHhETVF2aZNm+YzxWfipAlnzoSuXLmq6R/lrKys2bNn5ecV1H8IIXASNbHZbAqFEnPvfoMRG5VKnTN39rWr1/X0dbdv3+E2yI1MJrNYrNevX60PXP/gfqy396SoqOjOXVEEEAolJcWzZ8+5ePEip5MbRQgoUlJScjfybkJ8/OGgw2M8x0KC4dKli3PmzikqLIYRTjtxHH/H9e3b14MHDkr95bgGmUzu3at3mzUW+CMWi4UJdjKFj6WpF9PP/VLpbyJrRoDbtpMVhmEzM3MzM/NRo0aFh4dv3LRxz+69w4d58L80fPv2zf8ffxzDjx87PmCAM5lMTkx8e/TYsYULFyrIK3p4eEDC5s2bN2fOnFFUVLx48WLfvn3rPKqqqqqvr8/LOxYZGRkdHR0bGztp0qTmlVCSkZHZtm0b1FmgJBJJWvp37QsJDnERkX9vYUUoFBbr96ByHWpqal7jxklItqjvrW/ffn379mvevq9fv7a3cxgwwKX2RicnJzs7u8SkJCaTRSI1daBHU1Pz7NlzNCqtdpCHIJxY7efPX4cOH0pKTNLR0ZGXl29w91evXkWER6hrqF24cKmntTVvI4lEcnBwPH/uwqjRo+Kex124eGHRwkXN+5cCQPPwPs+1P9UnTpy4ePEiAUVqNnKWFhGggoLChQsXOtg7CsJ9xc+fWQsXLigqLEaJ/15BUSIBx/GzZ89ZWVnNn7+gQxsINImIiMjixUu0tbUF+XwxMSYCI2yIxekjaOPuqvKK8rjncbdu34yLi/v+/buysrK/v3+j+fdv375VWVl5JeKqlZUVb4uKyhB7e4dRo0eeO3d2yJAhTcwSIjiePHlSWlq6aNGiOuEa70uJzWbX9Jx5eHjcvXv35cuXEydOFMbexFbHeadrf3fDXE3ZU1ZWdj7f7BttDUVRJotRv3YHk8kkEkl/9eZKSkq6DuQsDK4jMjLy2LGjv37+nD8/YNGiRerqDY+0hoaeZjCYU6f61oRrNZSUlFasWDFyxMjz58/5TvUVF5foTMVGAEGGIAiTxSl6zWKxeJN5S0pKQk6GcCss1v3zIKDIz6xfZ86ELlu2HOpop0NDc3LyCGjdKQq8Zp8IOfHPzNlkUc7qTs63FYuzkYAL2UWrK0BRVHCW85MI5AaLivI2tmm9UQzDnj59evHixbtRkT9//lJXV3N0cApcv6H/gP4S4o13eWT++KGpqckrjllDSkqqTx/bhw9jaTRaa+U2ax8Yhn38+BFFUUdHxzoP8WK1mogNgiBLS0sxMbHv37/T6XSR/+aU6Jr+E7HV/x5vh6j2TwmIG31pBweHRYsXRUSEjx3rxbvJYLPZN2/efPbs2fLlK1o4k/rz508bN20KDw+3srQ6c/bsINdBfNqT8IZTEGPkiBENPmpibKKqppL64cOQoYPFxMRBxAa0DwRBMjMzCQTkypUr796/wzCssrIqPT29wfn1vI933IsXgvDuPH/27E/fAAQU+fr964bINeom6jgbxyG8wqbETNo4QepF+YdisNhT4MCQgLwp1azqSmaFGFEc49wzt2tvDZ1O37FzR3RUlOugQYGBG+zt7fV0/2LRgKyMTH4eJ+1F7elZbDaWnp4uJSUlQhayOIbJZFZUVFAolPpTjHr27Dlt2rTa00klJSVFRUWrqqpY3JtPAKXRaAcPHbx58xYO4QUFBRUVFadPnXr+7DmGsRGE8PLVSwRpww/30aNHY2MfEP5/CeHc/CMwhHN6+/6ZNauPDb9CVaNGjb53794UnynHTxy3s7VDCIRXr17Gxsa6uw/2bsKY95+UlpaePHlyx47tGIavXbN2zpw5UlK/R43/hMlgcj5bf34agYAyaIwXL16Cbl2gPfG6zDN/ZGZkZnDujjBOxMPn+UwmA8Owjs07wJkgy2T8+XGYjbEjv96RE5fBWJxLr7iRmL6FzueqT+++JbXzlRgQHjgCIyIECgqjTIzZzp8SFCXMmT1n+7ZtRkY9mpHf1N3dPfho8LyAucuWLtfV0yVy5+qEXQ67c+f2nj17UaKQ9S4TCAQymcxkMqlUap2HhnLV3lJdXU2j0cTExIRu5LeNoAQC4fbt27xfeKUz7j+4fy/m3v+fABsZGbZdT1vmj8y3b9/yPnMwDFOp1NzcXBqV3qt3T14YxIesrGxQUJClpeWlsEv79u/DMKx7d93Vq1b7+/+joKDYvPY8fPQwcEPg0ydPhgweunbd2p7WjdTo5VFVVf38Oe3169fdG6pnWlFRUVhQoKauum/ffjlZWcG44QQ6P5izOudy8NGj48eNmzFjJgThxcXFvtN8q6qq/vQXra6u0eFpomAY1tT8Y8oDHMfERCWXD1gloyqDc9YrYWfOnXn27Lmvz1RHR0dwIy5oSGQyi8n8U83vdgPDSCmj5Or3cAqBQkJIePv2+xGJJHd392bvbmlptWHDxsWLF8XGxmppaaEENDsnp6io6B//fyZOmAgJGxRF1dXVaTRaenr6wIED+T85NTW1oqJCW1ubl6oDQONfJ/ApjIrjOJFEVFJSqv8QnU5PS0szMTFpSTy3IXDDurVra+6McRz//v371q1bKiorDA05y1f5k5dXWLFi5aJFi6urqzHOV7lYs9/XzMzMAwf2nzhxXFlFJfT0maasTKkxfvz4hw8fHT0aPGzosPpTCk6eCqmoqBwzdoznaM/mtQ0Amufdu3cQDuno6PTv35+35caNG2fPnqs9o58HwzASmTjZe7IgnOrJ3lPOnDnTYG8fxsZHeoz06jW+Zkt42tWsu790x+o7qzQwFRXoSDiU9DZJV1dPXKrjqwgW0Qrv/rjD63buqDa8e/cuJeV95o8f0lLS+vr6vXv3bkraLBiGp/pM7d2r9+XLl1NTOTkU7e0dhg4dOnDgQCGdjN+nTx8URS9fvjxp0iQ+Z6CqqiosLIxAIDg4OAjpv7TVoXxuZ/nLzMxcsmRxWNjlRgcN+b08V+0tRkZGW7duGzzE/caN69Onz2ijSm11ZGVlTfKe+OzpcwsLM3//fzQ1uz148KB2IItzeiMRa+uevMx+dbi7D9bT133y+OnSpUu2bdte8xwWi3Xs2NHg4KMkEnHatOktaSEANAOTyemort3zNHfuvCdPn2ZmZNZeLspms3EM8p7qXScxUkdxcHDwnuR9+nQojrNrRpFwHGezMB0d7Tlz5tY8k9PNRuCmAYL/na0MCIiq6qr5iwK2bt1qa2snCGtCcQivv8IAh3AWxmLjbfv5YTAYO3buOHjgQH5+AUoksNlsAkoY6DJw187dja4V5TE2Ng4MDIQ6BQcHBysrq0ePHu3atWvVqlV/unwfOXIkKirK2tp6wIABrfjqLBZLeMdYm99uOp1eVVXFuyS0Ljk5OVFR0fT0dKi9FBUVJSYmQhCUlPRu1uxZGLuBTkcRCjn2wcMGL2nq6uqHDwVNnuJ95Ehw3Iu4yZOndNfRKSouvnTpYsy9+yQSaefOnXYC8J0FAL169Tp79uy8uXOTkpJrzoakpISPj8+WLVvbrojwX0FR9ODBg6KiomfOnq2sqKzZbm1tdeDAQSvL3zkOAAHHCbJrrfsTTGpi6gbShgZSRijSVldxHMePHTu6ffu20aM9faZM6dHDuLi4OCo6au/ePXPmzA4Pj2i0dGYnIysru3LlSm9v7w0bNqSkpMyaNcvExKRmKK+srOzTp0+nT58+fvy4iIjIypUrFRWbOc2ptrKysri4uIsXLzo6Os6Y0aTOIAHU/M8oDMOcinwt66uk0+lMJrP2QZgs5pWIK58/fx4zpv2SeWppaZ06eYpKpXFXNjUQruEQRESJfKqCDBw4MPR06NKlS5OT39XOu6auobZq1Wq/mX5t1nYA+DuODo63b9+Oibkf+zCWRqVqa+sMHTrE1tZOoO47xcUl9u3bP9bL686dOxnfv1NERZ2dnV2cnVVV1Tq6acBfEPzBLE1xrTVWG8SJbZggo7S09OLFC6NGjgo5EcK7KVJUVDQ0NNTX05/iMzkuLm7YsGH196LT6Ww2W0REBMcxOp3R4OQlIpHYwvGljjJ06NB9+/YtX7786tWrt27dMjY21tDQoFAodDo9Ly/vw4cP5eXl0tLSmzZtavDk/JWsrKyIiIirV6/GxcVhGGZkZAQJrQ7+jp43b+7JU6eItVa7sNlsBp1pY2szwqPhZBltQVpauuUBoqvrIEdHpzuRd+7cvl1WVkYik/v2dfL0HKMgr9BKzQSA1qGmpu7D1eErQ/kgEol9nfr2deoryI0EOgE5kbbt4qqoqMjNy5s2bUadPmzrntZycnI/fvxocK+FixZcvXo19sHDL1/Spk33pdMZdf4KGAzmjOnT9+8/AAkhAoHg6+trbm4eFBT04MGDJK6aRxUUFEaNGhUQEODk5NTsl6BSqS9evIiIiLhy5Up+fj5v+M7R0bElx+zqEdsgNzd5efnaH0QYgZWVVQa5DtLR0YGEDYVC8RztCVYYAMJCKCIhoWgkIGTDtTiLm5itPVAoFAkJiU+fP9bZ/vPnz5KSEjn5huPF/v0HyMnJycrKauvozJzhx2Kz6pS9xtjsPn34JcASfNbW1iEhIZ8/f05LS8vIyCgrKxMVFdXQ0NDT0zM1NW32JI38/HxeoPbs2TMGgwHDsImJyfjx411dXa2srIT6+6SDI7ZRI0eNGikoSbEBAACAzo2NsVXE1DTFtbXEtdrnFeXk5IYMGRIcHKymqj54sLuSkjKVSk39kLpu7TpFBUV7u4anONfc/CspKZluFvoS5nwYcLX8OHQ6PSEhITw8PCIi4tevX9xsEvIlJSUjRowIDQ0VE+v4BcstJ0AzV5oBx3HBnycBAAAACAgWzjKUNtrQc4ssuZ3m+yMIMj9gQXp6+oKF8/fs3a2goECj0r5+/6aspHzkyBENjW78d+fNYKt/pfvT9q4Gx/GSkpJbt25dvHjx0aNHdDqdRCK5uLh4e3uLiIjMmDFDVFS0c4RrghKxVVZWUigUAoGQk5OTlpYmryBv3OPfOhV/cujQwW/fv69ds1ZaWrpdmgkAAAAIPRiC1cTU2/MVFRQUzoSeHTvGK+Z+TFbWDwkJSW/vyV5eXlpajffzPY97fvXKlTVr1srIyNTefuzY0arq6oULFkLChs1m/1WWCSKRyGeENDY21t/fPz09HUEQCwsLd3d3T09PExMTFEV5c+P4ZJwVOmhT/jFtF8VXV1fv3bf3XXLykSPB5WVlk30mJ8QnyMjKLl68eH7AfP6vm5GZGRJyYubMmSBiAwAAAAQZmUwezdXE57NYrFevXuXl5z1+/Pjq1SsGBgaKSko1/Wo0Ku1wUJC2lpYwRmz37t3buXNn0ythzJw5c8KECX969NOnT+np6ZqamvPmzfPy8lJT+3c5eVtkH+tYKGcRCo3OqebJK+sJw5yklP8v4oGxMRUVlVWrVsvKyrbFyx87fmzTpk3Tp02jUCh79+5NSEhYuXLl94zvO3Zut7ay5r+mY+6cuampKXv37l20cJGamhqCIL+bjXNC8hZWggcAAACAjkKj0bbv2BYdFY0QEDabvWDhgtpdGDiOi1LEhDSvWFZW1sOHD5v+fP4ZdHV0dLp37/7169d169ZdunRp+PDhrq6ulpaW/HvmhBR648aNqqoq3uoJXmYNIunfOgQsFltPT3fRosVt8do0Gu3mzZujR486cOAglUq9/yBmwIABq1atLikpeR0f//TZU/4R27v3735kZkXdjb5z+7aaOjdi4wRsOJuNzZwxU0g/ygAAAABAoVAC1wfOmTM3Njb2cljYho0blZWUublBeWBpaSlTUzNhPFHu7u63bt1q4mAljuP8y0K4ubndvXv38ePHFy5cePr0aXx8/LZt2/r27Ttq1CgVFRUYhjtT3Ib+yMyqOXGPHj+cMGFCUNCR2rnQEAShUCht8dpUKrW8vMyVWxzty5cvmZmZw4YNh2FYVFRUWkq6oqKC/+4YhmlqahoY6LNYrJrM2jiEY2ycQhFpiwYDQKdRXV396dMnBoOhqKigo9MdElRfv34tKCggk0mGhkZt9EUEAAKIQCBYcst7aGtpGxkZjvEc02mqoWtwtdbRYBjW4/Lx8UlOTr506VJUVFQkl5iYWFVVVUFBwc+fP9XV23XmYhtBa6+hoFBEeclj6pczbwucyExaJi0tjc1mv3gRR6PRrKw4H9DsnOz8/Dx5OXn+u3sM9/AY7tEO7QSAzgTH8ZCQkLCwiympqUwmU15Orm/ffnPmzjU1EawMAsnJyYcOH3zy+ElRcRGJRDIxNhk3bryvr29HtwvoGM+fP8/NzXFzc+ddszAMY7PZKIryxgppNNr58+elpaX/NFEMgRAWxiS0WSmqtsMLRzq6FUIARVFrroULFz579iwiIiI6OhqCoMjISFdXVxcXl5EjR9ra2oqICHGHzn8+vrzOtnZbWEEmk8eNG7d48eLsnOykpCQDAwOb3r1fvnyxdt26ioqKvn37tk8zAKDrqKqqWrd+3e7duzmjK5yJq1BRYfHnz19iYx+GnDzp5OgICYaHjx5Nn+b77dt3blZtTum4nOzcB7EP0r58Xrtmnago594S6FIuXrzw6NFDO1s7XsR248b106Gnt2/bYWhoyIvYjh49oqWt86eITZ4i30fRTgSlSBAloU6hqKiIwWCoqKhAwqaoqCgzM1NVVVVZWbktjq+iojJmzBhPT8+vX79evXr15s2bL168+Pjx46FDhywsLLZt2+bq6goJpw5O/jtxwsTNmzdXVVX37Nl7545dMjKyJ0+d/Pjp05bNW3n9bQAAtKKLly7u37cPQWCUSEBRAoFA4PxAJKSnp/v7zywtLRWEs11UVOTnN+Pbt++8tnEaiXJ+gCBo96494eGXO7qBQAfgLImr1ZmQnZ0dF/ei9uQZzgflzzOWEJgw2zjA12AGmSCUY4vV1dWlpaUlXKVchw4fWrVqpTAuh7x37567u/uFCxdqb2QymdXV1TUTnFoOhmFdXd2lS5dGRkbGxMTMmjVLRUUlMTHx9evXkND6T8TG615uz4x8FApl9qzZD2Mf3rxxw8HBAYKgTRs3p7x77+Pj08TZgr9+/bp58+bevXt37d51/fr1zD/UaAMAoKqqKigoiMVi16/TQkCRjx8/hV0Kq9lCgklsOoYzcDLStlc4Asb5S0fY/zbp4sWLX9LSCWjdRiIIwmKxDgcF0el08G52NZxEBrWuTQiC1AyJNv0IyH8LPQkFOp2+desWLW0tJWVFTa1uqmoqSsqK6hpqGwIDES5I2FRVVeXn59eZqn7w4MHu3bvfvHmz1V9OUlJywIABhw8fTkxMPHbsWO/evSGh1ZGjov824v9LUyEIUlRUbPqOkZGRy1csf//+PYJw/pjZbMzAQH/Tps2gsicA1JeW9vnjxw/1I6Hf92k4FHz1SIVtKQRz8uSUlJYYLdCliIoe+rZPJLsNZ3586vbJarn5T6OMXcnbIJjTlDNXz3H/fwMXY4QAf/yY+vnzZzMzoVwlB3RlOI5XV1eXlJTIyso2PQXV4yePd+/Z3b9f/26a3c6dOzdu3DhVVbVr166JiJBXrlwljAsheVFmnVizrKwsNze3srKy7V5XUVFR2JNIoP7/+NPpdE7AgyA52dl0Oj04+EhUVBTOzW7HxjBlZeVlS5fVybYsCN68fTPTb4ZmN80L58/b2zsQUEJcXNzhQ4fmzZurrKTM67EDAKBGWVkZn7MBQ/CP4ozbmdchBIZwHEWJKoOU2GwstjCGm+uyjbrecVF50e4jNEuqC2//uMGZWIfjWcU/4D+/HI5DpaUlbdMYAGgrjx8/DjoS9OjRQxaLfeH8hcdPHlVXV69csarRToonTx5raWkdP36CIkJJTko2NzOfPXvOpImTfH2nxse/1tHR6RzvWfsP8QkjNCzsUk0+NgRBREREXrx48ezZM97DLBZbX19v7py5AhixXYmIEBcTP3/uvJa2Nm/LGM8xjg6O7oPdwsMv29nZCWN3MQC0HVVVVQKBwGAwGvxaxCHctrvdSpuVLIyFImj6t/St27bIycotW7ZcVkaWjbXa/JLaUAS9cev6uTPnh48YPnHiRBzHCTAhUGfDveSYP/31EolENbXOsFC/K2jdERsYhkkkEu9n3pBoza9kMlmQv/Bv377tO81XXk5u6NBh96KjcRzvrt19/sL5BfkFwcFHJSQk+OxbWVmloqwiLS3NZrEVFBU/fPwIQZCurq6dnV1YWNioUaNBuviuA03/8pX/HxWBQJCSkqq/HcdxBoMBdZyvX79aWFh00/xPXTZlZWVTU7PMHz+YTBaZ/PuPGQAACIK6d9d1cXG5cf1m/UsbhmMElDDHZ56d0u/Oackc6fzHhSIaog5yTjIKbXjD9rIkPvtprlRvWQel3xmz5/nOi7kRg+N4/cgSY+POzs6dpl+h08O5CwZa5VAwDFdVV72Ofy0vr8D5/v/2lclkJCUl8SY1VlRUlJeXC2YPTUVFxZ69e4yMDK9EXK2qqnr58gUEQdOmT0eJaEBAQFzc80GD3Pjsrqyk9OjRw5ycHBWu1NQUDMMQBBGXkMjOyaZSqSBi6zpQOTm55u3ZrVs3f/9/JCU7bKW0oqLi6/jX5eVlteuK0mi0zMxMHR0dFCU0ZdocAHQdBAJh1j+znzx5WlJcwlt6yYPjOMbChw5zH+D8bzUYJs5ESAhMhBlY296YYQin9w4n/Ftk0GXgQE4e88goAsqZr1GzncVky8rJzpo1SzAvzEAdFApl/fpAPT39VjkzOAR9/5Yxbvw4Xl8ajUajUemz58zifZ9jGF5eVm4ikDUASktLMzK+z50zV15evqysrCaEdXUdpKyi/OVL+qBB/HZ3dnY5HHR45MgR+/bt79mz59mzZw4dOqStrRUWdklbWwekle5Smh+7SElJTZkyBeo4Hh4eZ8+dXbxk8T///KOtpY0gSEZGxokTJ96/f7dg/oIG52Py/lQ+fEi9cuUKhmE15VObg1O9FLWzs1dSUmrRPwMA2pGrq+uxo8cC5s/L/pXD+R3+XfZmtKfnwYMHa8aYOhaZTD5xPGTOnNnXrl2v3Uh1DbWDBw4N6O/c0Q0EmoRAILg4u7TWyXJxdkEJBE7la+6vvLnXGMbmxT+czwiOC+YyQCKRSKFQSnipc2rN1mJwEYmNXIV79eq1f/+BXbt2fv2aPmzY8Js3b86fPx/H8W6aGnPnzBHeDrY6Lef92mnqOrSR358VGo3GZrN5mQlxHP+R9YNEJAl4ar6+ffutWb1mfeC6a9eudtPoBiPwz58/y8vLV69aPXiwe4O7iJA5S95u37pz+9adVmnD+sD169aua5VDAUD78PT01NfXu37jxr1792g0qra2zhhPT1fXQbX7qjucqqpqSMjJsV5jr0Rc+f79O0VUdNCgQR7DhwtpIUWg5UZwCeOZlJOT621jcyY01N3NXUFBAYJg3pyik6dCSktLzczMGz3CqJGj3N3c2GxMXFz8SNAR70neVVWVxsYmxsbGkHCCYfj69evZ2dk1W3hp0k6cOPH06dM6nSweHh4uLq0W+gs1lEqlnjp1Kvho8OTJkxdzK77DMHzwwIFjx455jfNavGiJgYEBJJCIROKiRYsdHZ2uXrvy+fNnDMOcnV1GjBhhb2f/p12GDRv6Oe1TTk4OgrR4RTSOk8lkN77zDwBAENQfQzQzMzczM1+5YiWGYUQiscFBxnYeeaz/cjIyMuO8xnuNHcdkMnnJtxrcC4yQAgKOSCQuXrg4OSlpoKuzhYVlXl7url07V61e9f79uyWLl/Ts2bMpB+HVkOT9XQwZMgQSZpwBLhx/xVXnoXtcdTbKy8s3I2LDG5oIK+zQffv2rl6zxtzc3NrKumbriBEjMjIyTp48GR+fcP7c+dYN5IuLizdv3vQjK4tAaHhpD47hRBJx7tx5Nr1tGj1ab64mvrS6usa+vfv/sr0AINzYbHb92d8wDNfEQA0+2uBebYH3rcpkMht8udrrAes/gTMBj8Vqh0YCHY777uPwn1Pg8j4JgjlN2djY+PLl8JATIVFRd1EUfZ/y3tDAMPhI8Lhx4xsd1uRVUK3/NN6SC2EcRrS0tFy+fDk3Z1Dd74EGvwSaXrKypKTk3r17z58///HjB41GI5PJqqqq9vb2AwcO7Bzzl9ADBw6MGjnyyJFgefl/K687ODja2dnfuHFj+oxpmzZvOnXyVP3iqVQq9d275F69ev/tmmo2m/3t+7f0L+l/Sv2H4RiZRK4o/09CZJ6srKywsEuWllaWlpaysrJ/9boA0NWwuCVfwiPCc3Nz63w/8kcgEDIzM4sKizU1tdo6bqvi5sw8c/ZMbm4OgiBNfzkYhhlMZnQ0Z4HCX/3rgPbBYrMePXxobm7BHQpsqRMnTnz4kLpmzVreN39eXt6vX78MDAx4k3kqKioWLlygrKKyccNGSCDpdtfdunVrYGAgk8nk3Yc0Mbi8HxOzeeuW8ePGT58+vWYXJpMZEDCXRBY5sP8AJGx49dpb95hUKvX06dP79u1LS0ur81BwcHC3bt3mzp07c+bMDlwr2SpQFps1f/6C2uEaD4IgI0eOfJv49vjxY+np6SYmJnWekJmZuWTJkps3b/3t9Bc5OblTJ0/zLx8Gw5C4eAMpashkcvrX9JOnTkpLy/Tq2XPw4CH29vbi4uJ/1QAA6CJ4f5sZ3zMzvmf+9c6cOvGwgoKCpGQDyX1aEYHAuQgVFhZeuHCxGbsjBFhMTExNTa0Nmga0CI1KWx+4fsf2Ha0Ssb15k/Dw4cMli5fwfr1z+/aOXTsvXbxoYWHJ6whISkrULi8X8PeMxPVXuxSXlDx//iwuLi7zR+aa1WtERX8Pj5aVlZFFhK+oaFugUqmrV6/es2cPL1Nd3759DQ0NJSUlq6qqvn79+ujRo9TU1CVLlqSkpOzfv7/BbGXCApWVleWT3MjRwXH//r3fvn+rH7HxCtA2o24rgiDNnuOsqKgYfORoUVHRgwf3o6OjV3Lq4DIcHZ0Gu7tbWFqqqYJvbQD41zivcWw2m06nN2MVEY7jCILY9LYRFaW06TkNCAiQkpZkMBgqKqrN2B3DMFUVVSen37ncAIHCDftbZy4RiqK151zS6LTi4mIm898xcRRFhbFkU6MwHNPR0TEzNd+7d0/6ly979+xT1+BkkObWFO1s87SaJygoaM+ePfLy8qtWrfLx8akTYFRWVoaHh69ZsyY0NFRdXT0wMFB4Pycoi8XixV4NYjIZnDmCDY04tOmcX/5zBuXk5MaO9Ro71uvXr59v3r69Gxm5fPlyMlnE3MLMbZCbs7OLjIxM55tyCAB/S1paevas2QJ+3sTFxefMntvRrQDaRNt9D8MwTOAm+4AEVUFBwalTp0pKShDujG0CQkA46Ug409IgCEYInGgLRhCfKT5aWv/JA18HhmHiYuLbt21zdHRYvnz5r1+/goKCLCwsBfnf3p6+fft26NAhUVHRw4cPjx07tv4TxMXFp06dqqCg4OPjc/LkSU9PTwsLC0g4oQUFBa9ev+rWrVuDDz9//pxIJGpoaLRnm3Ac37hpQ6+evdzdB/N/ppqaupqa+vBhw8vLy589e3r79u1du3evWr3K03PMurXrhHFKJgAAANAJlJWVRVwJ//UrGyUQUBQtKCyoKK8koIiCvAKGY/n5BRAOGZv08BjuwT9i4wVtJDIpIGC+lpb23LlzPDw8du/eAyI2nujo6IyMDF9f3zFjxkB/NnToUF9f3507d0ZFRQlxxKakpLRp00ZDA0NTU9M6jz14cP/UqZP29vatlbS6PiaTERp65m7UXRaLiRJQBpPBuQthY0+ePglcv6HRiK2GpKTk4MFDBg8eUlBQEJ8Qn5+X34zhWgAAAABoFd26dTt/7gI3Nw385s2bwA2B3t6uI0eOVJBXwHEs/evXHdu3q2toaGlp8j8OjuNsNpvF4lzRPDw8lFWU58yZM22ar5iY2LDhw7v4m4VhWGJiIoFAcHNzazSEHTRo0P79+5OSkphMppBmHkbXrlnr7+/v5u42Y/p0Ozt7SUlJNptdWFh4L+ZeaOhpeTn5NavX8K9T2xKnQ0MD5s3V6d69rKyssLDQ1NSsrLws7VPa0GFDR48e3YwDKigoDG5ynAcAAAAICxiGa7IW8Oa01QykiIiICFoleBKJpKenx5vzvXr1aidHp8OHDtc8amFhqaykNG68V1xc3JAhQ/kcR1RUVElJqWaVqE1vm6tXri5ctCAi/ErHlvYWBEwms7i4WFRUVFW18VmwKioqEhISBQUF3FITwhmxTZw4SUSEsmHjhsDADTACiYmJsdlsajUNgqG+Tk4bNmy0senTRq9Np9MjIsJdBrqGnDgR9+JFYOD6UydPycjI7N69Oz8/708LOlgsVqMr+QkoShCwv14AAACg2WAEzs3L27lrp4SkJAzBL1+9qKysOHrsKG+ZMI1Ky/zxQ1NLWwDPcE5Ozpu3bxYtXFRnu4GBoYSEZHp6Ov/dB/QfYGJsUjudmIaGxonjJwYOHKiu3q4TlgQQgiAkEonFYvGy0/HHKwtGIpGEeOUBgiBjxowZNGjQkyeP37x5m1+Qh8CIurq6ra1tnz62bVpnsLq6uri4ePz4CQoKikaGRmw2Ozv7l7Gx8aJFizxGDI+MvDNu3Pg6u9Dp9JWrVsbExPBuOAhc3KmcbBziLG1DEITJZPnNnOnn5992LQcAAADaE5lELi0t3b1nN+9XbllR5MSJ4zUJ/DA2JiKQc5cpFIqkpOTr168xDKvdEZiQkFBQkK+uzln4yYcMV52NUlLSM2f4tU17hQmRSNTU1KRSqcnJyQMGDOD/5OTk5IqKCh0dHeGd4/67o1VSUnLo0GFDhw5r19dGUTKZXFHByZQrIyODomhmJidrlLKysoy0TPK7d/UjNhiGFRUUtDS1UCIBJaBpaWkJye+UlBUNDAzExcWzsrLev08xNDRUU2vkbwAAAAAQIn5+fu7u7rXmKsHc8u+ciV6833Ecb16CmLYmKys7auSo7Tu2oyg6YsQINTW18vKK58+fBR8NNjUxc3JqakJ/oEEODg4kEunChQuTJk3ik/mvpKTk7NmzBALB0dFReBdtoPv27xsyeHDbrS3gQ0JCwtraOuREiImxsavrIGVl5Zu3bg0ePCQrK+vb92+ODSVYIpFIS5cu491UpaSk+E6bumFj4OxZcyQlJWEYZjKZ586f27lzB0iADgAA0Jno6el3yHWq5QgEwsKFi6qqqk6dPn3q1Gle2mcpKemBLi4bN276U5CRmJj469dPJ6e+lZWVCW8SMDZWJ8zAMExbW0d4lz22lr59+/bv3z86OnrZsmU7d+6Uk5Or/5zi4uIVK1Y8ePBgwIABrq6ukPCSlJS4du0q/vfev3/v5ORYWFiIt8DntM99+vRR11D78OHDuXNnxcRF9Q30FZUUNbqpv3z5kv++ixYvcnC0r6ysrL0RwzAPj+ETJ07glSkEAAAAOkRFRYWjo0Nc3HNw/nmSkpPCwy+HnAy5fv1afEI8g8Hgc2Z8p00VExdNSUmJuBJBInOmycPIf/6DIGjmzBng3OI4HhcXx8uQ4uDgcPz48a9fv1ZVVVGp1Orq6l+/fp06dYpXmVRVVfXJkydCfcZQCoXSgbPw9PX0Y2JiUlNTVFRUxk+YgBAIEeHhYuJiPlOm2tg0Ugb+x49MMTGxOqXZYBgWExcrLy9ns9mCWRIYAAAA6ILMzczNzcyb+OSlS5ZN9fHV0tJSVFKMuRfDHVn6TycbjmNNWSDZFdja2oaGhs6fP/8Zl4iIiLS0tKSkJJ1OLywsrKqq4pWf37lzp6OjIyTMODFNx87CExcXr1mOOn7c+PH15q79iYmJ6b59e58+fers7MwblsYw7MmTJ08ePfadNq1N10wAAAAAQNsx4IIgTgIHBTDXrTFOTk43bty4ePFiWFjYhw8f8vLycnNzeTOpLCwsvLy8Jk6c2M61ANqqEnxMTExZeTmL9W+Btho4hktISjgPcK6pPis4Jk2cdPPGjZGjRri7u/cw6oHj0PuU93fvRvbubePrO114pxYCAAAAnQaO47m5uRWVFch/rkqcdRMwjKiqqlIobVu6t4vQ0NBYunTp/Pnzs7Ozv337Vl5eTqFQtLW1NTU1hXdxaB0og8HYtev3eukGaXRTj3v+ok0jNk5OZ06ptX/BnHprCP+oS0dH5/z5C3v27r5169a1a9eIRKKOjs6ihYtmzvT7U9EtAADaAoZhFRUVDeZQ/JqeDiOIjo4OOPNA10Sn09etX3f37l0i8fdEHd7aOBKJJCYmduzo8V69ejXlOLyZTO1W3VuI4LUKkZNIJC0uqDNCOasvly3t2bNng+srcRyXlJBocPFFq6iurg6PuHw38m5RcVHtFyWRSCuWr2x0yNnAwOBo8LE9e6oqyitEREQoFEqnCaUBQLgcPHhAU1PT23tyzRYqlXrx4vmNGzetW78eRGxAl0UgEGxsbETIIijKnTIOw9VVVakfPiQlJY3w8FBrwly05OTky5cvf/2azmQxuUlNONhs9qBBbv7+XT3z6MOHD0NCQry8vIYNa9f0ZB0CRQlo/3793NzcO+Tljx0/tmTxYgVFBR2d7ihK4N0/4DgndsS4/9sUYqJiYqJibdtQAAD+jJu5mrlg4XxpGZlh3LSOKakp69atu37tWg/jHibGJuDkAV0WkUic5jutzsaqqqp9+/c+ePAA+2+3WX0fP36cOHFC6ocP+vp64uISNd1sLCarsKiwzVotND5//nz+/HlDQ8MuEbHhOM5kMjvktSsrK8PCLjk7O58+HSonJ1end1d460gAQBc0b15A+tf0mTOn792zv6CgYNPmTXQ6ffHixYsWLVZUVOzo1gGAYBETE5vq4xsaGhob+2Dy5Cl8nnn9+rXcvNxr1667uw2CeVk9/k/QSql2CAI3VOgiAQOKYVidofF2w0mfxsYsLS2VlZWbd4Tq6uoXL15k/sjEaw3pYhhubW1tZWXVei0FAKARcnJyBw8c8vPzm+rrw2azB/R3Xr1mtYO9AzhxXVlHXVyEAp1Op9HoZWXl/J+Wl5/XvXt3V1dXMlmkvZoGCCh03fr1PXoYN2NPGIYZDEZLpj1KSEi4ublF37v3Jf2Lnq7e3+7+48ePGTNn3Lt3T0xUlMjJ5cGtV4LjbDa2auVKELEBQDuTlZUNDQ2dNWtWZOSdufPmgnCti4NhmED4PdelK2Oz2a9fv/756yehVpcYjUa7FBZWXFxobNzI9dfMzPz+/fvZ2b90u+u2fWOFFZHISTLc6cHNvgeqrKx88OD+kCFDW5KotrCw0Mtr7K/s7H59+9UsNMNxjEgkjh8/3sTElM++W7dtDQxcv3z5in59+xKJv7Ov4dz/09TU7ASZVwBAwJWVle3bv/fb128E3pRq7jBNXl7+nTu3NTQ0BvQfAMEwAsPTp8+wtbXt6MYC7Q3DsIQ3b/R0desXMu9SqFSq1zivWzdv1dkuJi42f37A6lVrRET4dZ6VlJbMnDmDxWKtWb3W0NCgdh5dFOWsHYS6tuPHj/v5+Q0aNKhfv3784xneowMGDGg0P7/Aan6wJS4u7uExooUvf/vO7fiEeBiGo6LvIv8focdwjEwmOzo68o/YEt++dXBwXLF8BVgfCgAdgslkfv70+X1Kyu9FcLVWxrFYrKTkJBzHEQQpKSkGb1AXhCBI76blrejcyGTyju07li1dWntICkEQVVW1piSiev3qdVJSUvqXrzdv3pSUlKwJ0ZgMpq+vL//kXF0BzD2rUVxNef7mzZuFOGKj0+nc8cQ/DW5yUvwRicS2SPpSXV0dEnLC2MR4147d3LnJ/4+OcQhGYGVlFf67Kygq1s4JAgBAO5OVlT1y5AiTyeL//SAhId6OjQIAwYIgiKGhYbN3l1eQHz5sOBvDOCl3a3UiYWysiYncOjecy8rKytTUtMEkZXWebGFhAQkt1NauT3V19Z+WnLBYbG0trTNnziopKbX6a7PZbCqVOnCgq729fTN2nzZtmr+f39mzZ6dMmdJFxrABoOWqqirTvnxhMVk6Ojq8VItUKrWouIjJYFKp1e9TUgb0H6CgoNCUQyEIIiUl3f5vCpVKFRERAblDga7A2sra2sq6o1sh6Dw9PVesWAF1dqisrJyoqCifiE1GVqaNlhCLiYm5DXKLexGXn5/fjPX/1OpqFps1L2DO+fPnVFRVSSQi5+4DxzEcHz1q1IgRI9uizQAg1FJSUlasXP7s2TMWm2VibLJl89by8rK9+/ZmZ+cwGPRqarUIWeTRw8dNjNjaCJ1Oj4m59+79O2kpaXf3wdra2uXl5UlJSYVFhTQqNfNHJoIQFi9a3EXW8wNCCsMwOp3Ov9cHhmERERGQpANoIvRu5N2mrPepv72qqup53HPnAc7N/t5EEMTNzf3q1StjvcZO9vZWUFDkfXBxCCcgCDfrB7+B0cwfPzA2bmholF9QkJ+fD8Mwb7EoG8P6CO0oNQC0HRqNtmrVyph7993c3eTl5J7HPZ/iM5lzUWFjllaWYlw9evSQl5dv9ktkZ2dXVJTXmv7LmXGhqqoqKSnZxCNUVVUtWrzoaPBR3q96+rqrVq4KORny9MmzmufMmDkDXOQEH4vFvHHjpq2drapK42n9O58vX76MGOmRlZX1p8V5OI5TKJSrV67Z2dk18ZhsNpvJZPJfqQB0YmizxxMzMjLWr1/Xq2evlqwDunw5LOvnr89paY8fPUYInFqivFsTERGRs2fOjRo1is++HsM9+vfr3+DIiLg4mDcDAHV9/fr15auX8xfM37Z1GwRB7969GzlqBI1GO3v2bMurnhQWFm3fvvXWrdtUWnVNIR1OvT8E3rtn38iRTe3zjo19cP78OU9PTx+fKZWVlfv27fvnn39IZNLceXN69ewtJiYqQqHo6+mBIVHBR6PRdu/etUtlV9eM2GRkZCZ7Ty4pLf3j3QWOE4lEFZVGZmzzPH786Nz5c58/f2axWKqqasOHD/ca6wVW3UHcKJZ7e8CCugA0Nze3eQlscRwnosRGJ/rxN336DDc3d14vXc2UShzHCQSCmZk5/315XQIteXUA6FJyc3MwDHN0+F2ut0ePHqampqWlpY6OTi08Mo7jhw4f3Ltv70CXgaamppz8iLyKc5ylS7COjnbTD/U6/rWsrOyu3bs0u2lyFzfIDR7iPnXq1AP7D7awkUC7g1EU7bKxtaKi4ooVK1t+HDabvXffnrVr18rKyOob6FMolNSU9zdv3oiKunv4UFAXz5wCQZCqqqqdnV1nLf1eBzpk6GA9PT1HB8d+/fp37969nbtbzbha95g4DnXVrwgA4IfNxmD4d092zRwaEonU8sT0NBrtwf37gwcPvhJxtYXLgEpLSmVlZWWkf1+HNDU15eTk9PUNWthCABBSL1++2L1796SJkxYuXGRgYADDcHZ29pWrV9asXn3K+tTChQuhrs3d3b1fv35dZKQYRVHi7Tu3wy5dJqCIgYFBX6e+jo6ORkY99PT1xURF2/S1MQz7+esnESUqKyu34n3YseNHYRiaMX1ml723A4D2x8Yw3e56LV+1zbnjqpVsCEEQAoEAI+BvGRBuOTk5CQkJpqamWlpa5eXlz58/1zfQ767TvdEdY2JiFBUVN2/erKDwe32eqqrq3Dlz37xJiLx7Z/bs2V18bJTIBXUN6O1bt79nfE9P/xL/Ov7Fy5ehZ0KDjwYrKCjo6HTvY2Pj1LevvZ29goJCW0Q/VVVVs2b9o6ysEnQ4qHmJmyPvRp47d66iopxEIjOZDBznvHnPnz8fOnTIdN/pMFhKBgD11PytEbgQBGn5N76IiMiwYUPv3r3b7FkWANCJJSa+nT179uv415fDLmtpaRUUFMyeMxtB4K1bt43xHMN/38qqKmkp6fppdFRUVL98+cJisbp4xNaloApcvXv1njB+IpPJLC4ufvP2TXz86/j4+NOhp/cfOGBubhZ5524TZ0f+FTExsW7dNKOjo7JzsrU0/3oQ+snTJz4+UyQkJFAU/fbta48exjAEJye/MzUznfXPbASEawBQD5vNTkpKolAoOI5jGJafl19eUf74yWMKhcIr8SZCJpuamv3tNQCGYRfngZfDLo/2HD1lio+KsvL/x145cxQszC3U1NSafjQEQTjt4eLlXes699BA51NdXb1x08YfWT8uXrw0ePAQCIK0dbTDLoWtXr1y0aKFPYx68C8tqqere+nSxbi4uH79+tVszMnNffgwVk9Xr+YvBegK/rPqmEgkysvLG+gbZGdnp7xP4XwRc6aOtknBA9738ry5c79+TZ8zZ/bMGTO7aWpyXog7owaG4W7duklL80vOeePGDUVFxatXrjFZzMnek9asXefk6HTh4oWbN29Ky3RAVk8AEHAwDFdUVKxatZLISV7I+UujUWk4hI8Y4cGteoKz2WwNDY2Ye/c1NTmz/v/K1atXvn79WlVdFfc8rmbdN69K1elToRMmTGh6I3/8+LF69WoSmQTDcHFxcVlZ2c0bN3JycnhtZrPZvXr2GjFiBJj2AAiF4uLi5OR3M2f61XSnITDSq1evffsOuA4a+Pr1a/4R27Bhw0+dPuU92XvGjBlOTk5kEjk5OfnM2TPpX9I3b94C0tx0wYgN//Lly4cPH588fXL/fkza588yMrI63XWmTZs+oP8AW1tb/pFTS+zZs+dedAwEQXduR3J+50WGOEQiE8+fu+Dp6cln36ysrN69euvr69NoNAlJyYzv30d4jJj1z6x70dGnTp7cuHET+EIHgNp0dLSXL1vBYNBrttTk0+H9imG4tIx003On1ebtPdnR0anOum9eBPZXq4soopSKioqDhw78rloHcybbPn369PHjx7wnMJlMn6lTPTw8wB84IBQQBEGJqGi9zjAZGWkKRbSqqor/7qqqqieOn1ixYsXOnTvXrVvHuz726NHjxIkQ5wHObdlwQOCgu3btevb86Ze0tIzMTAUFhX59+y1auNjU1NTAwEC0jVceQBA0depUR0cnBEG4AzK/N+IQjhIIvXv35r+vKPebnTduIiUp9S3jO+9vQ1tb+33KewaDAUb3AaC27t11N2zY0EbnpAdXy4/jN9NvyODBMPzHOisYhqmoqoCuBUBYyMrKmhqbXLp0aeTIUd27/15qwGazr167VlCQZ2Rk1OgRTExML4eFJyUn/fz1k8VkKSoqmhibKCm3fulIQMChK1YuZzHZLgOdt2/f6e7+OzVau7G1tbO1bWq65zocHZwWL1m0f/9+b+9JRkZGt+/cTklNERcXf5v4VlVVDXyhA4Aw6s7V0a0AgFYjIiIyf/6CCRPGOzo5egwfrq2tTaXRXrx48eDB/UkTJ/Xp06cpB6GIUmxtbcG70sWhzs7Or1+/TklJXR+47uq1qwP6D+jbt6+KisqfCmsIjlGjRj18FLtm7WotLc3Rnp6hZ84MGTIEQTi51/1m+oGpygDwt0pLS5OSkiwtLaWkpJryfBzHaTQaDMNkMpnJ1cCTYIhMIgv+9wkAtB0HB4eLFy/t3r37wsUL5eUVMAwpKysvWbJ04fwFjeaBT3iTkJGR4TrQtXnTFYDOBL196052TvbjR48ePHjw9u2ba9euMhgMa2trV1dXW1s7QwPDv1rk1RI0Go1IJDa9k09GRub0qdB3794pKiqoq2tcvHAxJORENZU6etRoLy+vNm4sAHQeFRUVCQkJUdF3L4ddpjPoz54+b2LElp+f7zHCQ0JcPDw8Yvv27fsP7KuTpoe38iA4+KjX2Fb7k2Sz2UVFRW2UcggA2oi9vb2trW1JScmv7F8oiqqrqTcxArt540bw0eDo6HuWFpbg3eniUBRFu2l08/ae7O09ubCwMC3tc1JScuzD2MOHg3bs2KGlpT2gf//16wPbbvEBlUq9eOninTu3s7NzSCSikaGRt/dke3v7JrbeysqK93M/rjZqJAB0Pmw2+8uXtCtXrsTcj4mPT6iuqjY26eE71ldRqanzY0RFRb28vMhkEplMtre3Z7NZdbPq4JwqVQb6+q3S4Pz8/Nu3b0dEhBsaGe3csbOdp3AAQAshCCLH9Vd7jR49+tatm7dv3TI1MQV91V3cf4Yq5Lm66+oZ9TCysrQ6dvzo+3fv8/PzFi9e0kYRW2Fhob+/381bN3V1dbtpdKMz6Ddv3Tx3/ty2rdtmzZoN5qIBQFv49PnT8+fPL18Oe/L0Ca2as3R0kJvrsqXL+vSx/av0ThISEgvmL+D9PJSrLVqbl5ebkJBw/fr123du5+bkSUtL2dnbgy8HoIuQlZW1s7PftXvX27dvrXtaE4lE3lJsDMMsLS3d3dw7uoFA+0ZsTCazqKjo7ds3L1++THiT8PXr1+zsbDqdrq+v7/+Pv+tAV3l5+TZ6+aNHgx/EPjh44KCHxwhlZWUMwz59/rRj+/Zt27fb2PTp1atXG70uAHRBVCo18m7k9evXHz58+OvnL3kFuTGeY3sY9ThwcP+AAc79+w+ABAmDwXzzJuHK1StRUXc/fPiAY5CTk+PqVavt7Ox79OgBhkQB4ZKdnf3y1cuS4uKaLTiOoyjRzc2Nf5mQuBcvzp47i2FYVHT0ncg7NdtZTLafvx+I2LoUdOnSJU+fPU1NTa0orxQVpWhqaVpaWs2dM69v3776+vptmiCDSqVGRUd7eY3z8/PnbUEQpIdRjy1btrwe6BIb+wBEbADQil68eDFp0kQ2xh7pMXLUqNHOzs7y8vLp6enHjh9lMBgCcqppNPrHTx9iHzwIjwh/9eo1ihIsLa169uz58+evPXv2Wltbd3QDAeCvRUdH//OP//eMDClJCRghcHJYcSM2CoViYGDAP2IbMWKEs7NzTfar2kDBg64GPXj4oJSk1CDXQU59+1qYW+jp6bVbWUAGg0GjUVVVVetsl5aWkZSUrKysbJ9mAEAXQSKRREVFq6upLBaLk/Wwxes3OWtF6TSM/TsBb8P+cq3o0aPBW7dtLSzMNzExW7VyZf9+/a179rx06WLghkAwcQ0QRhUVFbt274Jh+MyZM1qaWjUD+jiEExAC/4IHEMT58yHLgcqhAAd6LyrG1NRUUlKy/eeFiImJaXbTvH8/5p9//lGQV6jZ/vTZ06wfWbq6euAtAoBWZGdn9/jRk/CI8Js3b/r4TJGRkfX0HG1k1IPBYDQvG05+fv6YsWMSEhJIpIZ3b8Za0U+fPubl5tn06b108VKXgQN56+lYLFadUgoAICyKi4u/fEnz9//He5J3R7cFEG6oo6Nj8/bEuVr02ijq6zttwsTxoz1He0+cZGpqSqVSHz56FHIiRFdP130wmFAJAK0JQRATrnlz58XHv46IiAgLCysqKsLY+JMnj/v17WdlZfVXoZuoqOgYT88+NjZ1l4i2YK2ov78/iUy+cjXCe4q3oaHhIFe3SZMmMplMGEZAkkWhg2EYiLNFRSnS0tI1teCagU6nx8fHp6ens1jMmhmcGIYZGfVwcHBovbcLEHi8wIvNZtPpdN7POI5//Pjx4aOHSclJTCYT/4MPHz7Y2dkWFxfjLXP5cpipmSmJzLlOwAgkISkxYoTHx48fW3hYAAAalZubeyT4yLDhQ+XkZBECbNPH5uDBg1VVVR1+6goKCkJDTw8ZMlheQU6EQlZUUpCTl7167WpHtwv4C5WVle7ubi9fvgRn7ciRI/YOdq9evWrGqSguLh43zgtGIHEJMWkZaWkZKd5/YuJi8wLmgXPbpcAVFRUnQo5H3omcPXuOh4cHi8XauXPn4aDDRUWF4uISI0eO3LJ5S4NrRaurq1+9euXk9Lv2c0vk5OSkpqbm5+eTyCR1NXULCwsREZEWHhMAgCZisliJb99GR0efO3+usrLi2dPn2tragnD2MAxLTk6Ojo6OuBKRkvJeSkrK1tZ2+HCP4cOGt90CdqC1YBj28eNHDQ2NLp6sn8lkhoScWLN2DYIgvXv1lpGRgXlzkHCcRCYtWbxUn28ndEhIyKJFC+fMmePiMrB2NzOnwK6Kiq6ubnv8GwDBAPv5zzwafMzUzHTP7j0uLi4RVyK8J03qrtvdy2tcZmbmhQvnZ82atW3rdpC4DwA6vYqKivfv35uYmAjaJZZOpz9//jzs8qV79+5lfM/0neZ74vgJkOADEAp0On3Z8mWPHj2CcJxTyY0zqgn/XisqInLs2HH+K6AXLJj/9NnTxw8fi4mLt2OrAUEEy8hKjxw5asvmLUpKSiwWa9o036vXrt24cWMANznT7NmzIu/efXD/gY6OTkc3FQCAru779+8PHz6EIHzKFB+wdBQQCjiOl5aW8irw/nc7hCCwrKws/wmamzdvCo8Ij419KCsj2/aNBQQarK6hdi86xsjIiLfyy9llgJSUVMy9+7xEL3fvRo4bP+5KxFUXF5fWekkWi8XL0PvnW2QchhElJSVxcEsBAG2ssrLyzZs3FRXlqqqqZmbmoDcdAARKTk7OtOm+Tk59586Z22jZeKBzQ+Vk5ZRVfidg+/HjR2Zm5vRp02vy8knLyBAIhNKy0lZ8yaKiwqm+Pp8+fUbRBibAkUgkGIZJJNKunbvd3Nxa8XUBAKiqrAw9E3rv3j0ymezn529lZTV37pywy5eZDKa0jPSUKVMC1wc2sQx8O6NSqSBlKNB1hJwMefgwlkBACQRCYWHhmjWrb968oaWpRSSReE9gsVguzi5Tp07t6JYC7Qel0qg0Go33y/uU95WVlT17/lsbqqy0jMViiTZUarC8vDz6XvTIESP/9qacRCL3tO6ppKRMIPwnAxzCFR8fn5rygUQmtmQtNAAA9bFYrLXr1u7Zs1dZRYlAQF+9etWzZ8+Hjx7OnDnTuEePR48fHz58SFVVZemSZR179qqrq1+8fPEzK0ujWzdHB8eioqKNGzdcu36NRCI5OzsvXrSENyYACDgmk3n27BlnFxfNbppQ11NRUfHs2TMFBQVzc/PExMSfv34S/pv0FIcgAoFgZ2vXYG34zMzMhPg3BG6/BpFINDU1Ky8vT05Ohv4/NsVmsfXAsoOuRlJa8sKFC7wEH5MmTZSWkU5MTKxZSjovYJ6ikkJqamr9Vabv37/v08emqKiotZat0un0Xbt3aWpp6ujoHD16tKy8rLWODAAAjuNpaZ+VVZSHDhvy8eOHtC9p06b7QhA0fcY0XtIsOp3u5u5mY9O7oqKiA09XeXnZ7DmzeRcqEQp5+fJl/v/4oUQCt/Bpf5RIsLe3y83NBW+o4KuoqOjTx+bZs6d4l/ThwwcFRYVx47xKS0tHjhrJS19V+z8IhkTFKE+ePGlw99Ky0uzs7Jw/y87OLisrbfd/FtCRUHMz839m/fPk6ZOqqspLYZc8PDz09PSYTGZqauqtWzePHTs6YcLE7t27NxjtkUikVsmOyGazI+9GbggMTElJnTBxwqqVq8BCBwBodVlZWVRq9cQJEw0NOX1UPlOmXrt2rad1T96MUhKJ5OjocOzYsdLS0g6cQhp59+7x48c9hg+fMGHihw+ph4MOFxcXb960eeHCRRAEnb9wfu7cOdeuXfP3/12MGBBkRCKx/avpCAhNTc0b169LS0uLiYlt3LBx3ty5MCdM+w8CATE1NWtwdylJKSlJQZyfAHQgNPhI8Lr16y5dvFBVXd2vX7/A9YFiYmI/fvyYNm3q27dJ7oPd1q1d16b14L9/+75l2+bz587r6+tfvHhh2NBhhBaXOwQAoD4Wi00ikiT/fxkQFxeXlJCoXUyaTCaz2WxeSaim4BQpefiwsLCQz1UZQWA7O3stLa0mHvPt27eysjLbt+/Q1dUdPXp0RmZGZGTk4MGDebMvBrsPPqinl5ycBN5fQMCJiora2trxfuYWD22kfigANArt0aPH5bDL5eVl1dVUeXl53jJjcXFxPz9/FRUVZ2dnUdG2WpxSUVFx7vy5LVu2VFZWLuBYCLJiAkDbgjkTRnk/IggCw0jtJdt/22NeVla2Zs3qt28TG3gdhNO/whtvPXXydNMjtsrKSkVFRQWF34WGdXS683opeL+KUEQkJCUrKys56b//uNgcADoVFov56tVrFovl6OiIIEhCQgKVSrW1tQUru7sazm0rDMNSUtJSUtI1W2VlZWfO9GvTF37xIm7jxk33H9wf0L//unXrbW1t2/TlAAD47f+BTv2I529jIBkZmb379pUUFyPIv+u+YRgiEkllZaXHT5y4H3NfTUNVQ0O96ceEIZiAEGpaQiKSuCHm/xuGc8JKzv+AiA3oGmg02rp1aw8fDnIZ6MKrInrhwvnjx49PmDhx65YtsrINrFoAOqsOGH+k0Wi79+zas3sPm40tX7Zs+vQZkpKSBQUFdabESUlJteloLAB0NTAM02i04OAj0VFRnPyLBfnFJSXnz59/+zYRw9gwgrx98+avDkgmk50cnepvf/Xq5cGDB+Pj48eN81q1ajV3SOjv2lmTU5TbEfjvr0QiEXStAV3KrVu3jgQfmTxl8rKly3hZo1euXKWgoLB58xYNDY3Vq1Z3dAOBTh2xFRYWHjt2rLi4RFJK4tbtW9dv3MAwdu0nYBhGJpO3b9/hOtC1/ZsHAJ0ViqJEIvHu3Uje3REv8eHjJ49jH8bWPEdbW7slIVF2dva+fXuPHj2qoKh46NAhz9Gef1sjGIbhsrKyu3fvioqKIgjy6dPHqqqqBw8eKCsr4zhOpVYXFxf9VacdAAi1+PjXmpqaGzZskJf7XUtXXl5+xYqVX799e/DgweJFi0EZ7q6jAyI2UVHR4cOHZ2b+gGGIxWTVnzmD4xiJRBJrs/lzANA12dravn3Dyd3D5zkElKCirNKMg9PotGtXrwYGbvj586fvNN8lS5ZoqGs04zhsjP3167fRo0fX3ujj41P7VxMT02YcGQCEEUokkslkIlq3kpWCgnxqagqTyQQRW9fRARGbrKzswQOH2v91AaCLExER0dRsk1ymKSnvAzdsuHH9es+evfbu2+vu5t7sQ02cONHUxPTfbj5uj1/tKBPHISMjIzA2CnQR1lbWx48fuxx+2Xeqb00t3bS0tDt37lhZWYG6VV0KyKMBAEDzFRYWngg5sX//PgQmbNq8ee6cubXThTSDvZ29vZ09eEsAgMfNzc1tkNs///hfv369d+9eIiIi3799v3X7FgzD//wzq8umu+uaQMQGAEAzlZWVBcwPuHD+gkY3jdmzZ9v0tnnx4kX9+nImJibKyr+LFwNAV8NisTIyMhQVFSUlJZuxu5iY2L69+/T09EPPnI6KuothuIgIuV+/fitXrLTpbdMG7QUEF4jYAABopqqqqjcJCZxqCj+yVq1ayWY1XAv4zJlQb+/J4CwDXRODwVi4aOHHjx8nTpjo5uZmZWVF+n819yaSk5dfu3bt4sWLs3OyKyoqlBSVlJSUakZIga4DbUqZKTBlBACA+mRkZHbv3lNUVATD/5lqVgPn5lezt+ckkQKArolMJk+ZPDn4aPD2Hdv2H9xvYWY+fPjw0aNHa2h0+6trq6ioqG533bZsKSDo0GnTfGl0GlKv3hk3azmMY7iyivLKFatkZWU7onkAAAguCoUyZMiQjm4FAAg0AoEwerTniBEjMzIybt26eTfq7q7dOzdu2jho0CDP0WNsbW1VVVU7uo2AcEBj7sdUV1fXmb2IIAiBQCgpKaFR6eoaavMDFoCIDQAAAACah0AgdO/eff78BfPnL3j//l1UVNSu3bsvXQwzNDIYNmz4jOkz9PT0/rQvnU6Pj4//+jWdyWTWdMthGGZk1INXBQHoItDPn9L+swGGUAJaUVERFnZp0+bNbAm2n5+/nByogwEAQF0sFisrK0tERERFpeEUbhUVFR8/fdTR1gElgwGAM+MzKys5Ofn+/Zhbt2/R6TQHRwd1NbUrVyIuXDi/f9/+UaNG1x8nLSkpmTV71qVLl0RFKSQSmTvXgIPJZE2bNg1EbF0KKioqWmdTUlJiYOCGyLuR/fr1X7tmjb09WGkPAEADSkpKZs+eZWFhsWXLVt5N/5UrV6qp1ZMmTuJNi05NTfUaP3bH9p1eY73AGQS6rNL/tXfncU0cfQPAs5tNCBAIJIAccigE8EIRLCqnBaUgqIDI0Vq0WquilVbQ9m21RbEeiIpW8XzqU61WQbmE1gNb8MBqUS5PLFpQOQU5AoTs8X5CfNIUKIWAAub3/UczyQ6TyR6zMzvze/Ei42JGakrK1ezsR4+KdXV1/fz8vL1n2NrYcjic4uLi9+a+t2//Pg9PTxXl9lfkxMTTqakpH3+8YubMGUriFttLJEn+050SUIi5opWVlXv3xe3YsUNVRXVbTMyChQtZSj2LMAMAGFzS09Mys7LCwsLkCHVAEERpaamBgYHkJUmSR48eqX7+PDAgUNJiw3HRi9paoVDYmxKSJPn8+XMURblcLsyCAoOOUChcvPijEydOGhjo2zs4bNgQNdVtmoaGhvQDw4cPd3F2/rOkpNPpOwWFBWZmZpGRkRoczustOBjALba0tLR169f9/vuNoKDgL7/40tLSsustqTavvoQAgFcoOzs7bu+euXPnyhecCsMw2VUG6G2kLxEEodPpvWxm1dfXrwhbMURHZ/PmLT1dFgH0L4Ig4DJBUdSECROcnJzeftvN0tKi04oKDV2OILSOHWzipT14WgiCUFTnS+cAhWuxFRUVbYne/N13340aNerkyXhfH9/unGGZTGa7kzUAYNDBMExJSWkg910RItG9e3cbGxvg2j+4oCiqp6cHjWwWi/Xppyu7PsQMDP5xumhwcHBGxoW9e+OWL1/BVoVw2woNO3Bg/5boLRUVFeHh4Ss+Duv+uLiJicmW6Gj5FnEGAAwQOI4LhcIB3RhCELg5HIyUlZWjo7fq6Oj0d0H6X6fNNZIk09LTxlqNNTIy6mJbQaMARdC1a9empqYaGxu3TT4Qw3HczdVt/vz5r6zUYMDBwj4JaxI0Ozja0yhabOwOEY7Lvk2SpLa2dujSUE6HEXQlJSVbG9vXW1oAQB+zs7Nb1LyIx+X1/mrUxX/6wsDtBQSdQhBk2LBhUDkSubm5Dx48IEgCoSEURdHp9MrKyk2bN27ZvCU4+N0uaunJ0ycCgWD06NH19fX5efm0/x1TBE7wzWBBXcWCsdlsFEVv3bx148aNjvfZOE6Ym/ND3g/p2GIDALwBvLy8vby8e5MDQRAikUhy0y95vLX1f6tGiUR/uwOUjzqHE7sjVonFYjAYvc8NgNcvNTV18ZKPnj0te/kaeblGxxir0VZjx3a9rYuzi3VScsd0iqJUVTt57g28wbDCgttdD4jQ6XRNTc3XWCQAwKCBIEhiUtK9+/cll5C7d+/gOO7h4d7WYkPq6uoaGhp7+ScYDMakSZP7qLwAvG6NjY07d+00MTE5eSL+TFpqRkbGtm3bKysqtsbEzPD2HjliZNebK7d5XYUFAxqmra3d32UAAAxKGIbx+fxGgaCyskKSMmTIEARBqqqqpJ+xtByhqQG3fEBx1dbWlpT8GREeYW9vjxN4cnKy7hBdB3sHNltt1eoI7xkzRo0c1cXmZWVlBEEYGBgM5OlBoB/WY+uR2traU6cSQkLmwVAFAIqJx+MdOXKUJP9l3QE4RSim1tbWXd/umjlzpoLHL6coCkEQNltNfMhwea2traWlJWZmZjY24+l0+tWrV7tusV385WJY2ApXVzd/f/+JdhOlyx8CBdRJAPhuevLkyaFDh+rr6/u0PACAQQNBECaTyfo3sAaQYmptbU2Ij68of9n/qrA0NDR0dXVPJ56qr6/n8XgsFuv6jRttMdwa6+rqWppbut58ot3EOXMCLl++HBQU6Or29tLQJZmZmb1clRoMUlhmViZBiGevdPo2RVEqKirW1tZKSn8Fx5A9Wb+WQgIAABh8GAwGiir6WJ66uvqiDxctWrzI3X1a/Ml4J0fnmJiY8vKygvyC6urqcdbjut7c1NR097e7N36zMTMrMykpKTMz8/vvv7e0sAwIDHRzc7MeNw6mUSsObNasmQKBAEU772wTzxXl88+fvwA9sQAAAIAcAgICuVzerVs3Vdns1atXV1ZVxsXF6WhrR34dafeWXXdyUFdX9/by9vbyrq6qvnL1yp49u1dFrNLQ5Dg7O38wf8H06dOhJ1sRYJ9//n+i/03F74gkSS6XC8vkAgA6qqur271n9+NHj1E62jblvP2sc4qioQgyf/4HdnbduiwB8Eai0+nvtKHRaJqamidPnKyrq2Mymao9iWHQ1NRUUFCQnX019Uzq9evX+eZm48aNq6ionPv+e76+vrE7dsKV+o2HrYpY1d9lAAC8Jt2JbdD9KWkCgeCHo0fv3LmrxGKqqKggNETYKiQIQvbPoSjq7OwCLTYApFAU7f6aWTiB5+fnp6Qkn79w4XZhYatQ6OTssmvnLnt7Bz6f39TctGfPnrVr14S8P8/FxQUq+c0m/1xRAMDgUlhYGL01Gv+HPnUERWgUjcvlrlmzVktLqzsZKisrW40d+0dxsY6Oto+Pr6urq7W1tb6ePo7jkhDgkgYii8XqfiHLy8sFAoGJiUmnozw4jt+9d1eZxTIz43c/TwAGr5SUlHffDabRaNbW4yMiImb7+ZuZmUmPDhVlFde3XU+c+JGOQYxvmqK32Gpra/Pycm1tJ7DZ7NdVJADAK/H8+fMLF85VstQ7AAAQIUlEQVQLhcJ2LTYEQTGMXltb29Is5Glzw8I+6WaLTVNTc2fszgUfLDh3/tzp06eOHPnezMzM0cHRz2+2jY1Nx+lK3REXt+fylcvxJxO4XC6NRvv9998vXb4UGBiopysOeVxfX//JJ2HDh5vujdv7T0/fAjAQNDQ0XLlypam5SXK4dZzeR9EojE6fPNmex+sqRpympmb4ynA3t6k2tjZs1U4uxObm5seP/zjUYGhffwMwSFpsdXV1OTk5aWlnEk4lIAhyKesytNgAGOwcHByKHjxsl4hhmEAgOHHixMZN3zQJmpYsWTJkyJDu56mtre3W5qu1X2VnZyecSriQkbH/wIGhQw1m+/mLe93GWXM0ehDjrqqqqqSkRLrG27Vr2Rs2bHBwcJC02CiKaqhvaGzsbRwFAF61p0+fLl7yUWnpEwYDa21tpTpbtZCOoRkXLjo7O3eRj4uzyxSXKV18QFVVVcFXvFPQFhuO4/fu3Tt9+vT5C+du3rzZJGgeM2b0e++91/UdAABgUKDT6Soq7QMRFhQURG1Yn5SY7OBg/3VkpKODo3yZq6qqSppulZWVt27dyriY8eOJ47u+3TlmjNXGb75x6Ha2dDodw/46L6EoSqfTZTsF0TbyFRKA10a801I0kiD5I/mzZvmMHDlSVUUFRekiUSshuSGhxHv7qFGj+uq5UvDGe3lmvHv37qVLWQmnErIys4TCVhqN5u3tFR4RMcF2AkQ0A+CNVF1dffDgwS3Rm1ksVnT0lgULFvZo5to/0dHRcXd319bWVmaxdn276/KlyyWlpb3JEK5YYDAaNmzYnri41JTUGzk39u/fZ2Fh6evr+7bLlH8N/d6OUChsW9ZOfJciEDTdvlPY0txi3OaVlR0MUFh8Qnxi4unMzMxnT8u0dbSCgoMsLUZs2rzR4x0PJ0en/i4eAOCVOHvu7FdffXXj9xsB/nM++/xzqzFWvc8Tx/GioqLk5OSfz/50585dgsDd3Kb6+Pi4ubr1RZEBGEyYTKanh6enh+eTJ09ybuacOXNm8+ZNG6KizC3MXV3dfH18R40a1XUAt/v378fGxpZXlO/+dreent6jR4/CI8IvXDgvEokMDQ0jIlYt+GAB3M8oFGz+/HkiEe7r4+PnN3vKlCk8Hq+oqChm29ZWkbinDQDwhikuLt4cvenw4cNmpmY/HPkhMDCwlxniOF5YWJh1KSsxMfH69d94PK3x462joqK8vbx1dXXlu6JIt3r51PbfXwIwiAxtM3PGzBcvXmRkXEhKTopPiN+5M3b06DG+vr4h74d0+tzRnbt35vj7//FHsZe3F4ZhOI6vj1p/+tTp2f5+1tbjf/75p5UrPzU2Np7qNrU/vhPoH5gyS5kkm3AcpyHiMfV+KgYA4JVrbW09cvRITMzW0pLS0CWhK1eG9zKWiVAoPH78eHxC/O3CQkGTwNHRaf/+AxMmTDDnm/cmW4qiRG0kzUEajSZ9KRKJurOkHAADkIaGhp/fbD+/2UUPiw4ePLh9+7Yrl6/YjLfpdObB4cPfPXr86MCBA/7+/kpKSn88/OP8+XOOTg6HDvxHnaP+bnCw+zvux44dc3N1g9sYxYFlZFw8efJkWtqZd98N1tLS8vf35/PNCZzourcWADDoXL16ddmy0JZm4eTJkzAM27VrlwgXN4OkKJLU0NRYvuzjbi7vWVtbG7szNvdWrhnfNMArQEdHu7Sk5PHjR7gIJyXtKopCUMTXx8/KqtujrghSXFzs4+vDYDAQBHn27Gltbc3SpUvV1NQoisJxUX5BvrmFhRxfH4D+JRAI8vLyLv5yMTk5+eHDInNzC3t7+2HDhnX8ZGNjY1bWJU9Pz+DgYMkTbHkF+TU1NcuWLVfnqNNoNCMjY0dHp9zc3Pr6eg6nB3OxwaCGWbUJCwu79tu1U6dOHTlypK6ujsDJ8xfOv2VnZzXGCsK9A/BmoChKVVWVwWDk5efl3Mzp2FlFEIShoeH7c0O62WJDEERVRYXFYj179uzAwQMkSbbLUxLzgG9m3v0Wm4G+/vBhw2trayQvGQwGn89vbm5qahJIUgwNjYyMjKBfAQwWIpGosLAwMTHxQsb5e/fu0+mop4fn6tWrbW1sTUxMOt2koaGhvq7ObIqLdFp0fn4eg8GwGT9e8hJBEB6P19wiPjCgxaZwc0W1tLS8pnt5TfcqK3uWlJSUeuZMVlZWSspbdnYT54XMmzt3LswYBWCws7e3v3P7bh/Gz+HxeMeOHW9paem6/dSjBd7CwyPCwj7p+jPt1vsAYAASiUT5+fm//PpLYmJiQUG+vr7BBFvbsLBP3Ke5/2sbC2NgdIze0NAgeSkUCnNzb2lpaVlYWEo/86K2loFh0KWi0Cvo6unpL1mydOGCD3Nu5aSnpx8/fmzjpo0enp6GQ2E9ZQAGNyaTqaOj04cZYhhmZGTUhxlK8pRdjw2AQaq0tPT9kLl3bt8dO27s0iVLx1lb883MUBS9f/8+Rb3sjUZR+ogRI9TU1Nptq6mhaWpq+uuvv/7555/GxsbFxcU5OTfHjrXS0xOvI02j0Z48eXLp0mXLEZYaGhr98eVA/+j8zMhgMibaTZxoNzF8ZXhhYaEm7BMAAABAt7W0tJSXl0sGNO/fv0cQhEiE0/7+JAJLmXn25/NOTu0X0sIw7KNFHwUEBvj4+kybOvXSpUvPnj6N/DoSw7Campr8/Pwdsdsf/vFw3bp1MF9QofzLvay6uvrkyZM7fYuiqI6PrQAAA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hYXF91/8ODWzVsCVzggEFzCKgn/EcqQZlDIFAzFuCgvxSUgKiiOppZ/G6Q5xFDaSCQHlJaWXrZ0+VTXaQiC1F7thOO4jo4O1GakpqYmJCYMGTyktS8EAJoLxFiA6FVUVAQGBo4fPwHEWH8Sm81+++5tYOC9Bw8eJCcnYyiOkGArK2tzczMLc0tbW1sLCwsZGRkqldrwY2rr6AQFBXG5nF+TY8EkuCS1NG7nF3MLC8cuNj2de+ro6HK5XBzDwGrl5oIRJlp5+qtPJVpJI9EgEREXFx8/fjzU5sXExly+fBnEWEAHAGIsoEWIiYmBlv1jSkpK7t67e/XKlZevXnI5KFWMYmdnN2TIEOeezmZm5oqKik0+sp2tnaOj48sXL/kT3mvgOE4iIY62XRMTEp9EPnty4Zm1ZfCIESOmT5+hq68rinv62zFRJp1Mr0T/b/3BXwJkuwU6DBBjAQ3CZrPz8vIwHOf3ZhAQAUOwoqIig8EALdiKviZ8vXXr1sWLft9SUiEIsrG1Hj1qzKjRo4wMjRrVX1UfSUlJTw+PpKTEn1nZJPI/Q4YYxisnPH/+3AP7D5aVlT14cP9OwJ3Hjx/HbI89cvzIkCFDZ82a1btXb+FJ1ADhMAIj/tQct9TU1M+fPw8ePJhMbiufCCDMAjqGtvIXBbRBBEHcv3//zZvXK1aszM/Pnzdvbl5+PkHgFAqFTOYtPduze2/Pnj1b+zL/Uvn5+b6nfH19fX98/yFGow4cNGDWrNm9nHspKSmJ9kS9evW+fOny1q1b371/h6IoDMMqKipz585buXIlrdr06TNcXF3fvn1729//2vVrV69cvXXr1tixY1atXGVnZy/aiwGaic1mh4SEfE34isAITuAEjpPI5NevX//48aNnz57S0tKghQFAhECMBQiGoujuPbs8PD0629mvWLGyqqrq69evVlaWklJSYWFhbDZ7185dVlZWoPn+vMLCwlu3bu4/sD8l+ZuEpPis2TPnz3Ozs7Orr7RR8/Xu3cepR4+IiIiU5GQpaemujl1VVFRqP4BMIvdw6tHDqceaNWuvXLly5uzp69duhISEuLq4Llq02NTUtIUuDGgUFEW3bvU6cPCAvLx8Xl6ejIyMOEP8R9YPcXGJDes3SElKCdmXw+GUlpbKysrW6esqLi4mk8mSkpLguQCAX4HOfECwp0+f7t+/32WK66VLV5SUlHAcp1Apq1atDrwXFBBw18DA4OvXr3Q6HTTfH/bo0aNhw4e6uy9ITU0dOWrkgwcPz54516VLl5YLsPgoZEr3bt2nT58xetToOgFWbaqqqqtXr37w4KGnpweVSj150mfAgAE7d+1gsVgtenlAQ6Smpt6+c3vRosUPHzwaMWLEsGHDHjx4eMr3lIGBvpOTE4wIS8QVHx/n5j4/IyOjzvYdO3ecOHECtD8ACAT6sQABuFzupcuXtLS09nvv/2fsieDhf1L27NHTa4vXwoULRowYOWjQINCCf0Zubu7efXuPHz/OZrF79+m1auXqQYMGtc05T7o6ulu2eLm4uB46fPCi36WNGzY9f/5827btXR27tval/dV+Zv8kcNzVxcXc3NzOzv5teLhxtaSkpKNHj3Tu3FlgHcOQkOCwsPD0jPQXL17s2r1TRVkFx3kT8mAEZlaxLvhdmDJ5svDzVlZWslhMOTn52rOsCIIoLCyUkJCg0US2cBIA2hoQYwECFBcXf/36tatj15rJPTAMk0nkmrfIbt26ycjKRkREgBjrz3jy9ImHx+Z3b9/Lycvt2b171qzZbX90xsDA4PixE2PHjN20efOzp89jooev37B+gfsC0P3ZWshkMowgKMpLQqukpJSTm1NSUiIjI2Nra/vgwYOCgoJOnTr9utfbt299fH0IAi8vLw8ICKjTY2pqYjLpdzFWYFDgo0cPfU761g6nysrKFixYMHXa1OHDhovuFgGgbQExFiAAl8thsZiSUv/NzzA0Mrrg52dpYcH/UUyMJiYmVlJaDJqvpVVWVnrv9961axebxR4ydMj2bdttbGzaUbP36dP3ebfue/bsPnzkyKqVqx4/fnzs2DEDfYPWvq6/kZ6unri4+N59+7Zu3aqnq5eXl/fy5Yu+ffpGRkZyUW59w82enp4bNmx8+zZ8s8emo0eOm5iY1P4tpZrAHTkcjp/fhbS09A8fPnz+Er9p0yYxMSo/dxqCIDk5OfcC7w4ZMrhl7hUA2gQQYwECiItLyMvLJyUl4jjOH42SkZEZ0H9AzQPy8/MLCwvl5eRB87WogoKCZcuWXrlyVVZWxsvLa4H7grbWfVVVVfXw4UMqlSpk2T+CIN26dWOyWJcuXXr86PGoUaMWLVyop6fPH3JqMoLAKyor+vbpBwrtNVCnTp1WLF+xcNFCKpVy5PBRS0ur+fPdNDTVP8d/mT1ntry84D9nCoVKoVAdHBxP+Z7R19dv+NAeiqLBISFv3rzhcjlsNtvv4oXaY4UIgowYPqJ3794NvXoAaIdAjAUIIC0t3bdvv8OHD925c2fcuHF1fktAhJ/fhfLy8m7duoPmazmfPsUuXLQw9E2YkbHRKd9TbTNNxsZNGw8fOgzBv83kBFOpFA6HA0HQl89fFi5aKEYVwwkcRdGmJYUnCIhEQgicmDd//skTJ5t28X8hFxdXBweH/PwCWVnZ48eOe+/3TkxM2LBxg7u7u/BlExISEubm5o06F4PBuHnjJoZhZ8+dDQkOvnjxkoTEf4UXYRimUqktvVYDAFoXiLEAAWAYnj1zdnBQkJubW+b3jMmTp8hXz1fFMOzHjx++p3xPHD/u4urStSuYwtxSHj957O7unvottV+/vsdPnDA0MGyDr9ScnOxnz56SKaR+ffvJysryKkMLBUMwQkJ+fP8R/jacxWJ3UlXp0aMHr9ZhTQHqBiORSBnpGaGhYVWVlc24g7+Rvr6BfvVYrYaGBi8+bgyCIPjTuWqcPnOKy+EuXbpMSL2HiRMm9u/XT1FREWQWBf42IMYCBNPQ1Dh37vyKFctXrli1ZcsWPT09Go2Wn5///fsPGIbnz5vn5bUVLAhqIbf8b7kvcC/ML5w7d86+fd5tNjPkg4cP4z7FDx8+7ObNWw2vnoSi6PXr11etXpWTk6OoqLh79x4JcYkm9Gbdvn07NDSMQhU8GQgQuZcvXxw9djwnJ5tCoWAYiuO8rsTomKgpk6YI31GpGnhGgL8QiLGAellaWt665X//wf0H9+9/TUgoKSlRUlLq36//mDFjevXqXd9EV6CZ7gXec3NzKyos2rLFc93adWJtdWU7hmHnz5+DYGjatGmNirYpFMrUqVOVlJTc3OYfP3YCQZCDBw41YcyobeataPtQFP3w4cPbt2/FJcSHDRuWmZFpY2Pz22cwNfXb4iWLWUyWrq5u+Ntwe3t7BkM8LCzU2sp6xcqVDTlvbm7uy5cvkpKT+vXtLy0tTSKRjIyMRHRPANBGgRgLEEZWVtZliovLFBcOh1NdBpgEQqsWdcv/lpubW2lp6bZt2zZt2tSWX50vXjx/9/adpaXF0KHDmrD7wIEDL126PMVl8tEjx3Cc2Ltnb2NrXzZtItdfLjk5ecnSJaGhrxGYZGhkaGtjO2fubAMDgxPHT6qqqgrZMSwsvLKy8t7dQH19/REjho8aPdptvtuLly88PTxKS0uFnxRF0QsXLnh4bGaymFVVVTLSMiiK7tq9a99eb1dXVzAlC+jAwBdBoEGoVCqNRgMBVosKDg52c5tfVFjk6em5du3aP/bSxHG8qqqqsn4VlRVMJrP2LgRB+F28yOWiM6bPbHK+KycnpwsX/LS0tY4fO7523VoMa/SsLKBRysvL16xdnZSUcPbM+fUb1pPJZHV1dS+vre/evjtwYL/wfQuLCpWVlfX09Oh0urKKSnJyMonEm4enb6B/+fIl4fs+ffZ0/YZ1g4cM8fe/3aVLFxRFx40fP2TIkE2bNsbGxoInEejAQIwFAG1CeHiYu7tbWWn51m1bN2/a/CfD2aTkJDNzU3kFOSVlxTr/qnRSVtdQU1VVHTV6JJvNrtklNjb24cOHOrraI0eOaM6p+/Tuc/nSJQ1N9WNHj+3es7uZ2RwA4RISEj5+/Ojh4TlhwgQdbV0Igmg02rix49zd3Z88fVJUVCRkXzlZudLS0rz8PAiC1FRVk5OT+NuVlVWSkpKF9SkS0P2QEP78+j69+0hISOA4rqGusWvnbgaD8eLFc/CsAR0YGCsEBGOz2VwuV/g6IBqNBvr5ReJH1o9Fixb9+JG1fPmydWvX/eEXpYyMjKvr1NLSUgRG/m9pvRi1uKj4wcP7P75nEQRR+8UQEHCnIL9g4sQJurp6zTy7k1OPkydOTps+befOnfp6ehMnTmrmAYH6MJlMEomkra3Dr5fF78KEIEhbR4fD4QivKdmlSxccx11cpnh777eytr546eKVq1c6qXQKDg7q0sVByBsFAREVlZUqKioSEhJMJrMmjJaVlVVUUvztOCMAtGsgxgIEQDFs+YplZ86c+bU3BYZhEomEIAidwTh/9vzAgQMFtiCHwwHTZRqorKzM3c0tOjpm1OiR27fv+PMDsirKKtu2bvt1e1hYmKenR2lJ2ew5s9esXkOlUvnbCwsL/S760ei0ObPniOQChg4dtnvXHnd3t8WLF2tqaoGcIC1ETV2NTqc/ePDAuaczlUqBYZi/GvT169fS0tJSteo6/MrY2PjA/oPbtm/9FPtp4sSJIcHBU12nEgShp683e/ZsITvCMGxoaPji+fP4+HgzMzMEQfhfzBISvqampk6bNv3XXXCclzhNFHcMAK0MxFiAAAgM9+zRk4xQENL/jSaTKWQYgiI+RLx+9QbHcTJZ8FowSUnJmTNnKisrg8ZtiE2bNwUHh9ja2Rw9fKyx875bSG5unrf3vrNnz6qrq509d3b0qNG107j73/bPSM8cMXK4paWVqM44Z86cpKREb+/9Cxa63759R1eHN5IFiJaWlta4seMOHDxYUV5OoVB49QfvBoS+eXPjxvXt23fUThAq0JAhQ5ydnblcroyMzNGjx8aNG19VVWVra1unus6vRo0cdfnypYmTJsyaOauwsDAxMdHH5+TJkycVFRX79+v/6+M1NTSdezo3714BoG0gAKDBsrOzN27aKCsnY2Nj7X/bn5+kG2iOixcvkskkNXXV6OjottCSbDb78pXLxibGMrIyq1evysvLq/OAsrKyHj17UKiUgLsBoj11RUXFxEkTIQgaN34cl8vrBxXO398fgqDZc2YRHVE5p3xJmLvLs/EZ5ekiPGxlZaWHx2YdXW0KlRc0k8iIhobGzp07mEwm0ZLev3/fv38/GVkZ/ueOhKR4r97O7969q+/xOI636PUAwJ8B+rGAhsbiAXcDtm7dmpyctMB94bJly9TU1EDbNdO3b9+8vDxhBN61c7e1tXVj022TyWTRJs6Oi4vbsXN7wJ2Abt26+fr4CqzeExYWFvH+vY2Nde9ev6k0h6Iof2S5gWcXFxf39vaOjo7yv+U/aNCg2bOEjUABTcNgMLy8tk6dOi3lW0pVZRWNRtPT0/sDeaq6dOkSEHA3Li4uNzcXx3F5BXkrS0tp6X9Crl+BjPBAxwBiLOD3vnz5vH3Hjlu3bjo5Od0Pue/s3Au0WvOhKLpx04Zv39Jmz5k1derUBu5VWlr6+PGje4H3srOzlZSURgwfOWjQIFlZ2WZeTEFBwYUL5/d57xOjih04cHDOnDn15W0/d/4sm81xmeJaX/Z5DMNevXodEHDna8JXOo02YOCAYUOH6TRs7E9dTX3P7r0uLi7btm3t3LmzpYVl824LEEy/2h9uHXFxcUdHxz98UgBoZX+ovwxonyorKw8cOKCqqqqkrOjtva+4uKi1r6jjOH/+PAzD+gb6mZmZDdwlOzt7/PhxUO2uKxgaMnTIz58/m3Ml2dnZQ4cNgSDI1s720qWLX75+if0UGxMbUyM6JjopKYkgiM+f46WkJDupKmdnZws8FIfD2bRpo7i4eO03GVMzk/fv3zfwYjgczoKFC3iTeEaP5HK4Qh4JxgoBAGjjQIwFCIbj+NOnT3v37k1n0CdNnvQ14WvDW4rL5b548ZzJatkZHu3a14Sv2jradDr99m3/Bu6CouiYsaOryyEjZAqJ/y+JzFuUMHLUiIqKiiZfTFx8nLgkLyqCEYgqRuElcID//18I6ta9G4Zhq9eshiBozZrV9R1qz97d/OPUXCGZwhsrNDA0SErkRWkNkZeXZ2FhDkHQSZ+TQh4GYqx2pKCg4Omzp4WFhTiO3717d9bsWVu8PNPTBU81Ky4u/vbt2x+/RgAQPTBWCAju3Txx8sTmTZu5KHfJ4sVjx43DUCz2Uyz0b6JBAiIQBNHW0ha43rusrGzTpk0XL10Cq8Pqc9LnZHpa+qzZs4YPb2gOz7DwsPsPHsAkCEb+68iCYRghwY8fPX716tWQIby+qCZQU1M7fvR4ZWUlL5wSlHKDwAlNLc2MjIx79+7JycmOHTtW4HGKiop8fE7CMFRnDhaZQkpOSr7lf3PDho0NuR5FRcWtW7dOnDTp2LGjw4cOU1NXb9p9AW1Edna2m7vbx48fHz58mJScNG/+XIIgWCxWaGjYpYuXVFRU6jw+PDzc/7b/ubPnWul6AUBkQIwFCIDhWHh4WHFxMQRBBw8d9N7vjWH/n4CbgBji9Bs3bg4TVKuOX9kQR0HObsGio6PPnzsvryC3bu26hmfDCgoMZFWx+N1CtSEIwmSynj172uQYS1ZGdvp0AWmK6vDxOZmUmDRu/LjOnbsIfMCbN69//Miqk++jRmBQ0MqVq+qb5lXHsGHDR44cceum/9nz5zw2ezRkF6DNunnzRkTE+9OnTpuZmq1ctYJOpz95/KSgoHD0mFFPnjz5dTIii80SnnQeANoLEGMBApAQ0ty587p17Y4gMK+789dHEASZTLEwtxC2LEiUK946DhRFDxw8UF5WvmHDegMDg4bvWFZWJuS3deoJihyXyz13/hyMwDOmz6hvzVdVVVW9+8NQeXlZw0vlkMnkVStXBQcHnzx5YtrUadra2k28bqC1EQTxKS6uS+cuw4YNLy8vDw9/29Wxq4GBobo6U09PLyUl5dddGrUcFQDaMhBjAQLAMNzLuVcvsH6wBbx8+cLf/5ahkcG8efMbtaOOji5cHfIKDHFaOjv8gwcPoqKiOnfu3K9fv/oek52dg+P11K0jeNffqIvs0sVh+vTpPid9Dxzcf+jgYQQBxVVbWWlpaXh4WHp6BofLqfkKheN4165dHRwchOxIQhD+yyI9PT05OcnVxZUftbNYTBqtQf2aANBOgRgLAP6ow0cOs5jseXPna2lpNWrH8ePH7923p7ioRMBwIQn29/fv37//sGHDoRaAouiVK5cxFJ8xY0Z9g30hISH7vPcSOP7rWCG/J3TC+Am1k8U3hPv8BYGBgdevX589a46VlchyygNNUFJSsmLFcj8/PwIiaj+PKBfz8vISEmPBMOzo6LjZY/NJnxORkZEQBDs4OHC53KtXrqSkpJqamoKnA+jAQIwFAH/Ou/fvnj179tsSbwLp6emtW7tus4cHh83hLSeEYejfPi0EQX7+zJ45a+bRI8cmTRJ9TeWoqMjHTx4bGhkMryeGCwkJmT59WmFhUU38x4urqq+Nt0IVIyZOnDBiRENn99ewtLIcN278kcNHbt66CWKsJistLY2KikIxtL7RexwnlJSUhGfBffny5Z2AO2vXrp09e668vFztGQR0Ol34BYwbNz46JtrTcwuO4e5ubtbWVtu2b925Y6fr1Kkg2R7QsYEYCxCAIAje2FB0VH2zIgicoFApo0eP1tf705kM27UrVy4zq1iurq4yMvVmuBZi+fIVVDExb2/v7BxeeioEhlEUI5EQGIbJFFJBQeGCBe4QDE2aKOIwy9/fv6S4dM7sOeqClviFhATPmj2rsOifAIuf+INCoXAxDCIIKUnJsWPG7t27r2m3PGP6DF9f3ytXLq9auar5qVb/TolJiZOnTCorK6tvvJXLRYcNG3bb/7aQg2RkpCsqKC5ZsvTXZYC/JSUltd/7wIzpM3ACsrSwoFLF+vXtZ21l3bdvv/oy2QJAxwBiLEAADMeCQ4LPnj1LoQh+heA4Li4ubmFuDmKshktJSbl3956yitLYMWOa9rKjUCjLli6bMsUleNPmjEtX1CdPDIeJixfO8+ItBCGTScXFJfPnz6+sqJg9e46oXtk5OTmXLl+SkBSfJai4TUhI8PTp02t6sAiCwFDcffHCfroG8dt2MIwMhp4+ZWJm1uSzW1lZDR406O7dezdv3ZzfyBlsAJ+hgeGli5dRlPtPrrNfEATx2wruWlraJBJSVFTUhBgLgiAqlWpnZ1/zY09Q8hn4O4AYCxCAhJCWLVs+ceJEhJePUgCCIEgkkomJCWi+hnvw8MH37z+muEw2M+Ml2GwyJUXFGXadmQHB4l27ubhMFqfTjx87DkE4L8yikMrLypYvXw7BsKjq/V2/cT0nO3fS5InGxsa/7cHCUHzuvDnee70ZicmDjpykmJhTmhFg8YdBXV1d7967d/PmDZcpLhISEs27m7+RjIxM//79m3mQvn372nfu4rV1y1avbVpaWrUWXhAkErmxM+0A4C8B/jAAAWAYNjQwMGxMZgFAOBRFz58/hyDI7Nlzmr9Ejo2iLIJA2BwGnX748BEqhXrk6BEc54VZJDKpvLxiyZIllZWVSxYvaeaJiouKr127JkYTmz6tbsqGkODg6TPq9mAtXLTQe583jUZDOWwWQWAYRkExiNysdfi9evfp0qVzWFh4xIeIPr37NPOOgKZJS0vLyEgPfRMWGBioqqpKpVL5U7JQLrp8+fKFCxeBhgWAX4EYCxAMRVGCIFo6I8DfIzo6+uvXBAtLc+Gr3JuAhCA7d+6kilH27t3LD7PIFBKTyVy3di0Cw4sWLW7OwV+Hvo6Kiura1bFHjx61tweHBM8W0IM1d++evTQaDRIpeTm5AQMGRrz/8PLlSxBjiQQXRaFak9afPXv67PnzrV5bhcxep9FpnTt3NjMzh2HeHHleNo5qGIprNnKFLAD8PUCMBQiAYZjXVq/v3zNPnvD57aIhoCHuP7jPYrKGDR0mzvi/eskiQaPRdu/aQ6VS9+zei6JchISQSAiLzVq1elVlZeWaNWvryxoqHEEQZ8+cQbnotGnTa5d5DgkOnlF/DxbUAkYMG7F7967goKBNGzdRqdSWOMVfIikpydt735evX0kkEu+JwzAymfzt2zc1VVUMw4TsaGhgeGD/wT94pQDQEYC0foAABESkp6clJCQ0PDE3IERlZWVYWBhVjNKte/eWa6jNmzw2bd4IIzD/w5JEInG5XA8Pz7379jbtgNHR0c+eP9PS1hw9ileLmi84WMAcrHnzW6QHq4aFpYWhodHnL5+/fv3SQqf4G1RUVKxfv+72nTsyMtKfP8eXlZWqKCunpaVSyORt27aDuW4AIHIgxgIEI1VrWv8HUEdKSsqHiAhDA8PO9p1brnEoFMrmTR47d+ykidH49SURBEFR7saNGzw8PFBUWC/FrwiCOHf+bFUlc+aMGfLy8vyNwUFB02dMy8vLJ5Nr92AtOnzoCIPBgFoMjUYbPnw4h80NCgpqubN0eIlJiTEx0UePHgm8F+Tq4mpvb+/vf/v5sxe6ero5OTktd142m11VVSWwKBcAdGwgxgLqheM4m83mCMLfDnq5Gigi4n1JSWkXhy6Kioot/YJbuXLVjp07KRQyP6hCSAhBEDt37dy2zatRz1dqampwcIiikuLIfzuxeD1Yc2YVFRX/0oO1p+V6sGo4OzuTSMib0DcsFqulz9VRlZaWUsWoVpbWCIJoaGqmp6ejXFRfX3/E8BGXLl2srKz87REKiwqvXbu6es2qJUuXHD12NCEx4be7EASxf7/3zFkzhRfcBIAOCczHAgSjUCixsbG9ejnDiICuLBzHGXTGvn37evToCVrwt16/eQNB0IABA/9AW5FIpOXLllOp1HVr11VWVZJICIIgOI5v276tsrJyx46d9RXDqSMw8F5GesbUqS7WVrz038F/fA5WHeZmZvoG+l8TEjIzMw0NDf/AGTseGSlpHCPS09PNzMzUVFXz8vLyC/JVVVVVVFR+Zv8sLi6uPevuV6GhoW7ubsnJyZoaGiQy+eJFPw+Pzdu2bZ8/b76QxTEwDFOo1KdPnySnJNvXSpEFAH8DEGMB9aKQKdIyMvy5sXV+heM4nU4ng1WHDUAQRExMDEKCbWxs/tirbYH7An7CUiaLSSbz4iyCIA4cOEBA0O6duynU3ywXZbFY58+fR0jIzJmz/52DNVPAHKy9LTgHq45OnVS1tXWePX36/ft3EGM1jYGhob6+/uKli8vKSo2NTUrLynx9fYYNG3b58mU6nS4pKSlk36ysrOUrlktISPjf8jczMyVTKFk/fpy/cN7DY7Oent7gQYOF7Dtj+oyvX75s3Lhx1cqVpqZmtWcgyMnJ/bGXEAD8eSDGAgTjcrlm5mZBgUFCvtrWV2kHqC0jI+PHj0xdXd1OTUqQ3TQwDM+bO0+MSl26bFlZWSl/ah2MwAf2H6iqrNy//4Dw6VP3Au/Ff/7s7Nyzd+/eIfdDps+YXvT/PViLFi/at28fTezPfTqSyWRTU9NHDx8lJSX27dv3j523I5GUlNy7d+/adWtDw0LHjRs/e9bsXbt2bd26TVpG2tvbW3hZm1evXuXl5d0NCLCxseVv0dTQtLa2SUlJuX3bX3iMde/evZu3blRWMB8/eswrtVmNIHi1pW/d9G9CIUsAaC9AjAVAwjr5KZQmZHAmCILD5YAprnxxcZ/Kyir69u3357NgTJ8+g0KhuLm7l5eVkym83iwYJnx8fCEY3u+9v74wi8ViXb16hcCJefPmP3n6ZNasmUU1PVg4gWG8Hqw9e/b8yQCLj18WOiYmhvi3GDbQWGZm5ncD7paUlFIolHVr13Xr2i0rK8vY2NjO3k74jgWFBTIy0jo6urU30ul0Y2Pj7z++C9/Xsavj/v0HYV4ln9rvCrwCUJaWlr8+HsdxFEUbeWcA0BaBGAsQDMMwfhrSJjQQnU63tbUVPvTw94iNjcUx3MbGlkxuhYSuU6a4UKhUdze3oqIiEpnXm0UiIz4nfaoqK48ePSYlJfXrLh8/fnz27LmNrXVVFdPVxYW3irCmBwvj9WB57/Nu4KQu0bK3s6OKUT5GfuRyuSBLVpORyRQFBQV+DcF+/fo1cC91dfXCwsIPHz7ULstTUJAfERHh1N1J+L7mZubmjakfJSUlpaGh0fDHA0CbBWIsQAAYhs1MzaSlpZtW9UVCQmLP7j3i4qC0HE9ScjIvhWPrTdMeP248hUKZPXtWUSFvSSA/zLp48RIEQ0cOH/11hOj69WtVlZXS0tJeXp7/BVj/9GDN27NnT6sEWBAEaWvrKCoqpqSklJeX16STABquorz8W2qqqqpqE9a3Ovd0NjUxnTtvzuJFi/v168+gMyKjIk+fPpWd/XPixImifRa6de1maS6gfwsA2h2QuwEQgISQVq9ec/jQ4fqGt8rKyt68efPjx4/6mg8EWHxsNjs/P49GF1Nq+awNQowaOerixUvKKkool5fQ4Z8wy+/SbF4uhqLaj/z+/fst/5sICfnw4cOPHz/q9GAdPnyYQW/BPFjCUalUDQ0NFovVosmcOrC4+LjBQwZfuXqlCfvKy8sfO3bcysrKa6uXja21kYnhjJnTC4sKfX1Ode3aTbTXKS4urqyiLNpjAkCrAP1YQCPms2MYlpiYePvO7aCgwKTkZL8Lfurq6qAFhaioqCguLpaSkpKRkWndhho6ZOhFv0vTpk/Lzcmt6c267X8HhpDjx48rKChgGAbD8MVLF/PzC3mleFgs/mugdg/Wn5+DVRuJRFJRUUFRNCcnx8zMrBWvpJ0yMTHt6ugYFho6a+YsgcPEwhkaGl6/diM6OiojI5PDYauqqpqbW3Tq1KmBu6elpT569OhrwlcKmWJhYTlw0EAV5T+3CgQAWgWIsYAGSUj4GhoWdvu2f2hoKJvNNjI0nDN7to31n0tG0E6VV5QXFRZJSUnJysq19rVAAwYMuHbt2owZ0zMzvvPDLDKZ5O/vX1hUqKSk9OPHDwaD/vnzZ/6D+ZPKW30OVm0IgnRSUcUxAvRjNQ2dTh8xYoSHp+e48WOHDRsuIS5BVJd2xjFcS1trQP8BDTlCt27du3VrXEkoHMcvXb64evVqJpOlpqaK4/jxEyfU1dSOHT8+8I8kjQOA1gJiLECY0tLSR48e3b5z+82b19k/eQM0xiZGe/bsdXRwVFJSErJjcXGxjIwMWPxVUVFRWFykraXV6v1YfL179b586Yqrq0tmJi/MgmCITCG9eP6i5gEICSaR/l1d/28P1t49e1s9wOJTqR5CyskFY4VNUVBQcPTYsfy8vLy83OfPn9esaMExYtjwYQ2JsZomLDxs/Yb1ffv0dV+wQFtLG8Ow5OTkvfv2Ll26NPBe4K9TFXEcJwgCpIYBOgAQYwECEAQRHRN98eLFu3cDMjIyVVU7de3abfjw4Tdu3OCw2YMHDRaS1pkfmU2bPvXkiZPq6n/74qCKiorS4hJpC8smDM20kB49ety4cWPqtGkpySn86Vb8/1/Hvz1Yi7337WsjARY/EykEQdk/s1v7QtolFRWVoMAgDodT58sPQRD1JfL48eNHQkKClZUVlUqJjo7hcuvui+O4vr6Bru7/5XSoIygoUE1VzcfHt2aBhY6Ojp6eXr/+fV+8eP5rjBUaFvr40ePt27c39UYBoK0AMRYgAIZjhw4dvHTxsmNXRy+vrT179tTR1oEg6MmTxz++/2CxWMJjLC6XW1pSymSCunIQm8XCMFxcQliJkj/P0bHrtavXxowd8+PHj5peqzoInJg7b87e1ltFKJCcnCwviC8rae0LaZdIJFLDp0/xPXz4cOnypdevXldWVnKd6lJYWFine4nLQbds8Vy/fkN9RyAIIj8vX0tTq84KVn4Nn7z8/F93yc/Pj/8c36jrBIC2CcRYgAAwDFtaWCorK3/6FPvw4QNxBgOBES0tLX4qh4aMAFanuwRZIiEM45VhboPJnOzt7RUU5L9/F5w9kiAIqhh1/Ljxfz5vqnD8D3guFySobAocx4uKisTFxes8rRUVlVwuW+CUwQEDBvjf9LfjZSaj+l3w43A4EC+V6H8IghCelwSGYS0trZu3bmVmZmpqatZsj4+Pz8zM1NLS+nUXBEHAQCHQMYAYCxCAhJCWLl3Wt2+/J0+fXLlyxd9/spamVu8+vRO+JkhISoC3v4bDq2OsJuTKb2nl5eWZGZn1hcEwDLOYbIF9DK0LQXgxFopyW/tC2qWioqIlS5e4urgOGTKk9vYbN6+/e/fulO+pX78XaVbj/3ffvg1NWFrH6NFjrly9MmHieHc3d8euXbkc7qtXr46fOKahodmnd5+m3g0AtANt7q0faCMoFIpNtSWLl7x9G3712tUXL158S0mVkZX22uo1dOhQGxsbCZBl9LeqP7Oqq4i0LbyORuQ3V9W0DLQtrHqadlOqD/zVoqKiAu7eKS4qfvbsaXl5efjbMH70D8MwTuCB94KkZaSFdzxzOJzS0lJZWdk6XxiKi4vJZLLwog5WVla+Pr7r1q9zX+DOYrFgGKbRaE7dnfbu2weSvwAdG4ixgN+g0Wi9e/fp3btPRkZ6aGjojZs3Dx8+dOTIYQcHh4MHDlqD9A0NCFO4ba/fhU6n29nZPXr4GBJU1xtDcUUlBQN9faiNwfHqfkEKeONqnKSkpDNnzrLZrPLy8levXkZEvK9ZVEgQhJKiktv8+cKPEB8ft2Pnjr179unp6dXevmPnDkUFxbVr1wrfvU+fvvdD7sd++sRLbEsma2ho2FjbgHJbQIcH3qqAhtLS0tbS0p48eUpSUtKNmzeePXua3/bGktoapHpGOZfb5mIsBEHmzJ779MkzHCeQXzq0CILo06ePnZ091Cbnt7VK5cd2bdy4cSNHjvz58+eceXNmzZw1duzY2n2BJBJJyMqGkJDgsLDw9Iz0Fy9e7Nq9U0VZhR/pwgjMrGJd8LswZfLkhlyDgoJi3z59RXM/ANBOgBgLaBwEQYyNjT09PJcvWw5mtf+WGFUMRuDKyso2+DobNGjQrNkzT586g+MQmfxfdxbKxYyMDTdt3NwGn9/SUt6KwraTCKO9IFfT0tI6fvS4srJyowoivX371sfXhyDw8vLygICAOtMxTU1MJv0uxsrMzPz5M8vBwbH2KwrH8Xfv3uno6DR2qSMAtCNtcL4F0D5ISUmBrv7fkpCQkJGRListq6iogNoYCQmJo0eOrVq9UkFBgcD/6dbAMKy7U7fr166bm5tDbc/PbF5mrE4qoAZLU5DJZFNT08aW0/b09Pzx/Yf/Lf8uXTo/fvQkPS2j9r8vXrx06u4kcEeCIMrLy0uKi69du7Zi5Yrv378XFxfxFRcXf/nyZdacWY8eP2rSrQBA+wD6sYCmwzAMrDEUTkJCQk5OrqysrLi4WEJCoq292sTExPbt9S4oKLxw/gIZIfGTa69Zs67NTrPjV9FRBjFWk2AYlpeXV18OUsV6ypZTKFQKherg4HjK94y+vj6N1tCalSwWa/mKZR8/RBYXFxWXFI8YObxmFQUMw+VlZVk/f8r8f9IsAOhgQIwF1KuoqOjlyxffUtNUlJX69OmrpqaWlJiYnpHOZLHYbHbkx8iBAwf26QOWXgsjIcmLsTIzM4uLizU02mjW+9rBHwzDlLaXaYIPx/Hs7J8ICQb9WE2Tk5MzZOiQT7GfENI/MRaCINXrBOHBgwfxCoTXPzosISHR2K5NBEF0dfVYTFZCYmJlVaWJiSn139zFBEQgCKlb164DBrRUAR8AaAva6Jsp0OpKSkoWLlpw/doN/o99+vWZMG78wYMHk5KTCN6EV0hcgtGrd69Wvso2T0JCQlZOLj4+vqSk7aYm509hrlGz4qytwTAsNzeXTCYrK4OxwqaQlZXd4rmloKCAvxQDIoicnNyQkOCCwoIZ02f+dvodhmFPnz0tyM+fNGkygiAPHz1AudiQIUPq68wWExPbUJ3/PTAo8OnTJ0cOH23SVQNAOwZiLECwwMB7QUFBixYtHDNmbFZW1o6d2xcsWGBkZLRv7z5NTS0Gg9GpUycTExPQfMLRaXRFeQVmFaugsAC0VTNxudzv37+LiYmBWdJNw2AwRo8eXWfjwkUL3dzmvXr1cujQoUKG/plM5ubNmw4fPjxx4sRJkybDMPwh4uOu3bvGjhlz6NBhBQUFIecdNnTY0MH/l/UUAP4SIMYCBCAI4uPHjwYGBlu3bpOV5VeIK12+bNnmzZsnT54CmqxR+PmEkpOTQbs1U+b3zNzcXENDQ7CuUIRkpGUG9Bt45OiRoqKi+qZk8eo0h4b6XfRbsWLFokWL+aHYggUL1NRUV69ZbWtrt2LFCiGn4E3DEpTPNj8/n8FgiIu3rWqeACBCIMYCBMBxvKyiXE5OrqaumbaWtqSUpMDiYoBwVlbWCILExESjGEomgb+4pouKjGKzOPb29m2w/mO7lpSSzOIVL8eEPCYxMUFaWnrp0mWqqqr8LQoKCrNnz3n95s3LVy+WL/9NJhcWi5WYmMhms2EY5g1GwzCzqmr9+nXTpk9zm+8u6hsCgLYCvOMDAhC8f/5vUg4M82ZDt9WJOm2apaWlhKR4bGwsk8mUlBBWcgQQLjY2BoIgayvrNpi4q10oLi4+fPhQRmYm+d8xQQIi8nLznj17Nn78eOHjfeLi4jiOV1VV1dlOEMRvn46ioqK169YGBQahGJdEIsEwjKIol8sVExNT7aTW7NsCgLYLxFiAMDXvnvz/AJ9tTaCjo6PaSTU5OTk/Lx/EWE2GYVj8588kEmIMZgE2FZfLjYuPT0xIrEk5y1vfB5Ncp7puWL9BeOVyBwdHEkLa4rVl06ZNerp6FAolvyD/8aNHDx7cX79+g/B3htu3/e/cub1gwQIOm3Pt2jU3N3cSmXTp4sVBgwYNHTq0ybcDAG0fiLGAehEEgaIo/52XP46AVfu/usKgR+F3SCSStZV1QkJiTGysrq4ueME1TU5uTnp6mrKKsoZ6G02B0fYpKCicOX0GRdHaGykUioyMzG/3NTExWb9+/fIVy1+9eqmjo0OliuXl5SYmJg4YMMBlistvJndGRnbr1m3b1u25ubmPnz5x7OrYp3efLp27rF27Jj4uzsraWhQ3BwBtEYixAMEQBImOih4/YRw/kMrLyysrK1u3fq2cnBxBEDiO02i0devWd+ncReDubXb9f6tw6uF0/caNp0+ejPllVRfQQAlfv6Ykp3R36g4mBTYZgiD8JSxNAMPwrFmzzczMLl66+OlTXFl5mZqa+uxZs2fOnPXbJQhsNps/m57OoNPExJKSkvr07tOta1cJCYmnz54KjLHAGwjQMYAYCxAAhmB1NXV5BYXk5GT+mx2CIPr6+vn5+bm5udWT4gkGg15ZT30YXolZmhhIAV/DwcFRQlLi7bvw4uIiWVk58Jprgtev33A43O7dnRiMRtTaA+qDYRiO42QyuVFd0Q4Ojg4OjiiKstgsCfEG1S2AYVhbSyvgbkBGRoaqmpqysnJUZCRv4BJFmSxmSWmpwF3AuwfQMYAYCxCARCJt3uyxYcNG4a1T3/IuGRmZY0ePaWpqgsblMzIysre3ff8uIjIyql+/fqBZGovD4QQGB5IppOHDhoPWa6aY2JiAO3fCw8PV1dVXrV4dFBg0cOAAGxvbhh+BTCZLkBtRGGrM2LHXb1zv0bO7v/+d/v0HeHp6yMjK5ubmxsfHr1y56tfHd+ncRQWkmQU6BBBjAYJRqjWtdWAYNjQ0Ai1bQ1JSslvX7i9fvA4PDwcxVhN8/fr1y+fPhoaGlpaW4HXVHHfv3l2wcAEMEzIysqVlpSgXDbh7x/eUz5XLV7t16/bb3Ssqyt+EhsZERxsbm9ja2hYUFtjZ2v12L0sLy6tXr92+7S9GFZvqOjUxIeHYsaNUqtiiRYsHDRz06+NVqzX1FgGgDRGQFw4AAJEbNGgwVYwScj+YyWSC5m2s4OAgDps7bNjwhhckBn6VlZXltXWLvb1dVGTMhvUbSCSSpqbmbf/bykrK+/bt5XK5whvtxYvn3bt3nzhxwvbtO4KCAhMSEgYPHrR+w7pfEzr8ytbGdsf2nVZWVlJSUkeOHP2e+SMjPWPXzl1tsFA6AIgQiLEAwcrKyoqLi+ubeVpaVhodHV1cXAyar4G6dOmir68fFRkdExMNGq1RSktLHz16RCaTevfqDZquOVJTUwsKC9zd3JWVlXmzLquzDaura0ybNi0pOamoqEjIvt++fVuydImcnNxt/9sTJ07gcrldunRZsXzFiRMnAgIChJ83PT09/nN87SXJ8vLy0tLS4NkEOjwQYwECoBi6avXKcePH1nS6BAcH+fj4sFgs/o8REREjR40IDw8HzddAYmJi06fNQFH0zJkzoNEaJTT0zdu3bx0cHBwdHUHTNQeZQiaTyPg/X5yI//LeIQhRTci+r1+/LioqOnjwUP/+AxSVFDEMk5WVXbNmbS/nXkHBgUJ2JAhi3769Y8aMLigAJTuBvw6IsQDB2Gw2k8msedu9d+/e0WNHKisr+T/iOM7hcHAcF7hvVVXVpk2bCkEV5P83YsRwlU7Kjx8/TkpKBC+7hrty9SqKYuPGj29IGidACF1dXSUlJR8fn4KCAgTh5VtHECQnJ+fa9Ws6OjpycsJWvFZWVUpKSvKnSdX0SCEIoqWtVVJSKiQ+g2F40KDBMAS/CX3TwGfn69evN25cB08l0AGAOe+AYHC1mh8pFIqYmFjtLUKWfFdVVT17/mz69Ony8sKqc/xtjI1Nhg0ddubM2YC7AWvXrGvty2kfviZ8Dbx3r5OqyhRQjLzZlJWU161dN3vOnB49nVRUVL5//7502dLwsLCKyopLly4LrwKpq6NbVlr24uWLiRMmkklkXpnn6uI879+/t7K0Ep4AwszMrHOXzkuXLg0PDzMzNeNV5qruR4MRuG+fvr8mPPvy9cu169cnTpzU/FsGgNYFYiygRYhRqSAF/K+mTHG5dPnS5cuXFy5YBGb7NsTFixcrK6vmzZunpKQk8lfpX2j06DGysnKnTvuGhYWVl5c/fvzIqXuPZcuWdu/uJHxHJyenLg4OixcvTkj4mpKSUlpWeuXK5StXr3z7lrpzx07h+z569Ojevbs4Thw7dqymD4wgCDKZfOum/68xFoIgID8W0DGAGAsA/hxnZ+du3bq/eP7iypUr8+fPB00vXGJS4rVr16SkpSZPngzaSlR6VWMymTiOIwhCo9Ea8nVISkrq6JGjmzZvOunjk5ebS+DQmzdv9PX1jx8/3rfvb1K+ubq6DhkyhD/1q86v+PnfAaCjAjEWUC8YhmuGD/gVdWoyZgkvHwvUB0GQZcuWvX796sTJ48NHDFftBJIACXP69OmM9IxZs2dZW9uAF5Vo0en0xu6ioaFx/ty5uPj475nfOVyOpKSkqYmpmprab3eUrNbUKwWAdgx8UgKCwTBcWVUZFxfHYNAhCC4qKmKxWF++fK5ecQ2npaXxJrw3oggH8I8B/QeMHDnyzu2ACxcubFi/AbRLfeLi4k6dOiUnL7d61eomp8MFRAtBSFaWVlaWVqBhAaAhQIwFCEYQUExU7LDhQxEYgWCoqLCIzWGPHj26ukMLqqziAXVbm4BGoy1ftuLhw0fHjx+b6jpVQ0MDvAQF2n9gf3lZ+arVq4yNjUETNQeGYyzmP1lXBOJPjWrp/K65ubkvX75ISk7q17e/tLQ0iUQyMgLVIIAODsRYgAAIjPTr15dSPSDIX5NNIvHGCjEU+3eJNsFgiOto64DmawInJ6fJkyadPXvOe/++QwcPwTBIoVLX48eP79y+raevu8B9AXiNNdPHjx9HjBheVlbGXwxYG4IgFAoF5aKDhwy5cf1GAw+Iomidg/x65DqPv3DhgofHZiaLWVVVJSMtg6Lort279u31dnV1BdPbgQ4MxFiAAAiCuLpMdXWZClqnhSxevOT+g/vnzp4bOmTogAEDQTvXVlZW5uG5uby8YvNmDx0dEMc3l7KS8owZM1lMZu1oHkZ4sy3z8/KCQ0KKi0oaMOsdio2NPXHieFJyMoaiNfMEMBSfO3fujBkzhOz49NnT9RvWjRgxcsqUKVu2eKIoOm78+NhPsZs2bbSwsLC1bUQ5agBoX0CMBQCtwMrKat269UuXLF29ZrW1tQ1ITFADx/Fdu3e+fxfRr3+fRYsWgVdn82lra+/ZvefX7Y8fP/b09EBRdMnSJStXrBR+kJSUlOkzpmWkZ1pZW0lJS/3Tv83LR4oLT6wFEdD9kBANDY3Dhw6Li4t7e+/DcVxDXWPXzt29wp1fvHgOYiygAwMxFgC0jnlz5z169PB+yIPde3Yd2H8QPA18z58/P37shEon5W3bdjRh7RvQEJmZmTt37bx65aqJqcnlS5eHDBny213ehL75+fPnuXNnR44cJXxksA4CIioqK1VUVCQkJPgJI/jbZWVlFZUUS0tLwVMGdGAgxgIEIAgiOjoqNTVV8Jtp9bgCmUTu0qWLiooKaMGmodFoe3bvjY6OOeV7qmcP51GjRrVWS/6SHqnV1osWFBSsXrO6vLx869atjg6gOqHoVVZWXrlyeeeuXVWVlatWr1q6ZGkDazNXVlTIycn16NGzUQEW/9VlaGj44vnz+Ph4MzOzmvyiCQlfU1NTp02b3tRbAYB2AMRYgAAYjh07fuz8uQu//oq3yhCG8eq57wEBAa0YGXQA5ubmGzduXLxo0eo1q8zMzQz0DVrlMupMYW7I1JyWwOVyN2zcEBMdM3DQADc3t9a5iA4tIuL9tm3bHjx8OGjgwC1bvOzt7Ru+r719ZxqNFhkZOXBgo6cPjho56vLlSxMnTZg1c1ZhYWFiYqKPz8mTJ08qKir279e/sUcDgHYExFiAACSEtGLFyvHjJiLI/xUopFAo2dnZ586fffb0uZ29rZ6eLmi+ZnKf7/4hIsLP7+LcuXP8b91WUPjTFR4vXrwYGHgPrn6iYRhGuaif3wVHR0dZWdk/fCV79u4+feq0gaH+gf0HWzqPwN8mOzvb19fn8JHDCgqKZ8+edXVp9Go+MzMzBwfHpcuWLFywyMTEhEwm8ctA4ziup6erLXSJsbGx8bmz5zdt2rh9x46S4pIPER8lJMXt7e1379oD1jQAHRuIsQABYBg2NzM3NzOvs/3JkycnT574FPdp0eJFK1es1NbW7qjNV1JS8ubN609xn2xt7QwNDctKy2xsWiTVOEJC9u3zTktPf/Xy9arVK0+fOvMn821euXJlwYIFlVWVZPI/n7gICblx4yaJTD5/7vxv5jKL1M1bN7dv3yEpJXn82HFTU9M/dt6/QVpa2vQZ0968DnXq0X3JkqUWFhafv3wmcKL2lClpKWnh4U785/jQ0DcpKSlLlixhiNPJZDI/PR7KRT08PNatWy/8Grp06RIQcDcuLi43NxfHcXkFeStLS2lpGdHdJQC0RSDGAhokKTlp3759ly9fsrKyunXTf8CAAR214QiCuH8/ZMXKldnZ2VwOZ8GCBRXlFfPmz12zes2KFSvFxMREfkZFRcXTp08PHz7M78JFXV29zZs2/5ly2tnZ2d7e+yorK8mU/7o0YBgmkZFr165NnDBhxIiRf+AyePOp37xZsXw5RBDe3vv69++wL63WkvUzKzQ0FIKg8PDwiIgILpfL74L6DwENGTokJDhEyEEMDQz27tnLRVEYhgmcIP5dWIjjeANjYnFxcUdHMMcO+LuAGAv4DTab7efnt2v3ruLiok0bN82f7/bnx7P+pLi4uEWLFpmamfn4+Bw/fozD5fTq1WvBggUHDh4wMzMfMWJES5zU0MDwyOGjLi5Tdu3cKS8nv3DhQqjlvX//Pj4+nkSuO4W5+kMUv3rt2p+JsT59+jRv/tysrJ+r16yeOWPWHzjj38ZA3+CU72kOl8P7QVBxBgInfjtmJy+vMHTosBa7RgDomECMBQjz9u1bLy+vp8+eDhs21NNjSwuNl4lcfn7+yZMnCouKEBjBcZwgCBiG+VWAeBU8jI27d+tmYiL4y/fLly+4KPfI4SN6enrXr13DMExRUXGLp1dYaNjDhw+GDx/eQp1MAwcOPHTo8Pz585cuXQLBxAL3hS3dm5WVlYWiWO1OrNpyc3NQFG3p4t9RkVFTp7smfE10cXXZ6rUV1CVsCcrKynPmzIHaALxarQ0wv4BEK14SALQoEGMBghUUFBw+cvjM6TOSUpJnz56dMnlKO/r8Y7NZ796/f3D/AQRBKp2U5eXlS0pKsn78hBFIRUWluLhISUn58KHDo0aN/nXfiuo16vykoBiOkyBeCEKhUNTU1UpKS/nhWgtdtqurK5PJXLZs2aqVq2EIXrCgZXuzpKWlhPyWQae3dJGTT58+uU5z+folYYrLlGNHj4F57m1fRUVFQUEBh8Op+SsgCEJBQUFOTk74jg8ePLjgdz4nJ5f4t5Y8QUBkEmnbtu1OTk5/4tIBoDWAGAsQAMOxbdu3HTl8RFJKcsyY0UVFRYcOHcRqfQElCIJCoYwaNUpfT//X3WEY5nCqByZaiaKikqWlBZNZtWnj5q5dHUkkMoZhwcFBmz02r1ixsl/ffus2rPPa6tW5c2c1NfU6+xoYGGTnZIeGhg4ePJhEIvGzAeXm5n6K/TRkyJDGJgdqrLlz51Kp1AUL3JcsXYph2MKFi1rujF26OGjraqenpddMeK9txMiRLdrB8D7i/axZs75+SXBxmeLre0pcXLzlzgU0H5fLPX/u3I6dO77/+F57O4FDW7Zs8fT0FLLv48ePps+YJiZGMzE2popR+VO5CIggkUgCO0pxDOdyueBZAzoAEGMBAhAEweVyaDQaQeBnzp7BMKzOA3AcFxcXNzExERhjSUlJLVm6tBXTk8bHx9+8efP48RN9+/at2ThhwsQPHz9eu3Zt9szZHps8xo4bExcX92uM5ezcy9LCcu78OYsWLMrMyKDT6ecvnL/o51dSWjp6zJg/cPHTp0/ncDnLly1bsWLlz58/t2zxaomJ9hAE6evru0xx2bF9B4ZhNV1WBEFgKG5jaz1u7HioxYSEBC9ctDAjPdPFZcrx48dBgNX2ffz40WOLh4GB4Zo1a+Xl5WpmdREEYWlpKWRHgiBCQkKkpWXu3L5jYWHRkHMZGBi00MRHAPjDQIwFCHpZkMhbvbatXLFKSE8GDMPKysoCf0WhUCZNnNSKLZuTk1NRUaGkqFhnu5KiYlFRURWzSkFBgSZGKy0r+3VfJSWlU76nNm7cuP/ggYL8AoiAHj56aGxsfPLEiT+WeXzunLnS0tJLlizevXtPyrdvhw4eUlNTE/lZEATx2OxRVVnp4+vLrGJCZATCcQiHejr3OHH8pLy8fAvlOz1y5LCn55aKiooFCxd47/WmM0DBnHYgMiqSSqWeOnXKxNiksfuWl5cbGBg0MMCCIMiyWuOvEQDaHBBjAYIpVGunraOuoU4mk2/evGlublHTCZScnHzt+jULC3MGnfH06dPS0tL6YkQ9Pf1Lly7HxcVlZWVxuVxpGWlzc3NlJcEPbiETxk/opKKycNEi/1v+mZkZvr6nrK2sRX4WKpW6Z8/e4SNG3j5/PunOHRll5cHr1g4eNryF+iDLysq8vLYcOHBQjCa2/8D+RQsX/ckUXEBz0Gk0Op0u0/iMVjAM9+jR8/iJ4xkZGVpaWuBZAP4qIMYCOiBTE9O5c+bu2r3r9evX3Z260+mM9LS0R48fKSgorFm95uWrl9NnTBs4cKCtjW19R6BQKLbVoNbTo0fPwMDAhQsW3L//YOjQoVu9vKZNmy7ylQcUCqV3r17O8oqFbyOpFubSc+ZCLSMyMnLt2rXPnj3T0FQ/euToyJGgClN7MmDAwOs3rl+86LdixcrGvgh79XK+fOXS1Kmu893cOqmowDB/iiEBw4i5uXn7/S4HAL8FYixAsLKyMgzDZGRkBA4XlpaVpn5L1dbW/vMVVxqCQqGsXbtOTU3dz+/C6dOnIQjS1NScPHny/PlupiamL1++XLZs2by586WkhC2sayYcx5s/XV1bS/vy5SsenpuPHz8+Z87cly9fbfHaoqerJ/KJ8ARBkKs/+ggOBxZt3xKZxEXRo0eP7Nm9Jy8vr4tD55MnfFo3eAWaAIZhBQXFrdu2Pn361MjIiEKl8lYG8gZ/sWHDhg4cOEjIvq9ev/7y5UtOTu6b0FAJCXH+Wwp/3cyli5eHDh0KnhGgowIxFiAAiqGrVq/89u1bUGAwg8GAICg4OOjHj6wZM2bwF9hHRETMnj3r5Akfge+PXC73wYP7/fr15+/bKhgMxrx582bOnMlf4Ugmk2sGDZ2dnXv16lXn8ZUVlWXlZULmnxEEIS0tLfyOKioqYmNjIyIi4uPjy8pKaXR6J5VOFpYWVpaW5uaWtYs/NpysrOzRI8d69ujp4el5+fLlN6Fvtu/bN5zFEm2YRVSnpvw1O2UzkUnkyIgIz+3bQoKC6Qz6+vXrV69eJSv7m3X+QEvLzs5JS0utqqqSkZHR19eXkfn9CGBOTvbPn1k6OjqZ37//yPoB8RMwVE+wMzY2Fl4numePnidOnOS/Yv/LEU/wZgQKjLYLCgry8nJNTc2afIMA0EaAGAsQjM1mM5nMmqTQ9+7dC38bPn78eH6MheM4h8P5/3SC/ykrK9u9e7eZmbmenl7rti+lWp2NAgOpa9evHTx4AOalKeWVvualn+BycAznJT2HCAqFSiaTli9b4eLiIvBETBbz1q1bZ8+eiY+LZ7KYSkpK4gxxNoddVFRUWVmppKzk0NnBzc29X79+TbuR8eMn2Nt39vLa4ud3ceqUyYfNrWcgpJbOX9UcZAqFTCZHx8ZMHD3qx89sWzub7du2Dx48pLWv62/H4XKOHz9+9uyZnz9/cjgcOp2hp6e7bt26USMF5IqrzcLC8urVa//8ydcKxnm1DqWlhe+rW63hFxkeHn79+rWrV681fBcAaJtAjAUIBler+ZFCoYiJidXeIrzLh0qlCira0Xapq6t1696dnwg+Li7u3ft35mbmpqamDIZ4TnZ2aFiolpaWpqbGrztiGBYeHrZ127bv37/37NljyeKl3bt354+x8vIgYNjP7J+hoaEP7t93X+Dm5OS0aePmpoWeOjo6Fy74DRw0yGOrV1JSIklW6dmzZ0rdHews2twKrNz8vPCAAGcUTU1NrSI4y1eu2Lhhg7xciyxUBBoOx/H9+723b98+YMCApUuXKSspp3xLDggImD17NgTBo4TOkBMTE1NTFf3iVoFQDGWyWH/mXADQokCMBXRYTCazoKCAVevNmj/eJ3A54aBBgwcNGszP+zBt2tStW7bOnTtP8d/sD3cCbnt6ehaXlPy6Y35+/pmzZ/r27Tt+3HiBwZOBvoGBvsHMGTNjY2LOXTh/+87tNavXNPmmJk+a7NC1W5bXNvjpy8DAe3dCX06fPm3enHn6+gISlf15paWld+8GHDx2lBwd272TlpGhYbD37q4gkXfbkJGRcfny5YULFu7atbumE3TO7LlTXCb7+voOHjS4gZnY2Gw2fzZVo3pSc3NzX758kZSc1K9vf2lpaV5VKyMjgY/kV75q+JEBoM0CMRbQAeE4HhQUtHHTxq9fv9TuTiNwaNr0aefOnhPy2XDz5o3M79/d3NxrlwcZM3rsxYuXAgIChg+rW69QQUHB56Qvnf77JE9W1taHDx2uHfM1ja6WloZjV/aj5/adO99I/rpvz74zp04PGz586tSp3bt1b605cLGxscEhwX5+F5KTUiAIcnfsSsouMDU1FQcBVpvx/Xsmi8UaM2Zs7de/lJTUiBEjjx49Ulpayi8hVR8cxx8+enjt6tWY2Bg2m62npz98+PDJkyfLyvxm4QuKohcuXPDw2MxkMXmTwKRlUBTdtXvXvr3erq6ubXnIGwCaCcRYQL1gGK5JX1RdUJk3Uemf100LlwpupvT09HXr15IQ0r693iqdVOB/5+cSBKGrqyv8K3JlZSXK5aIoKvC7+6/1CsnVGn5tIqnKh6Iom8Oe6uJq4Wh/6dz56zeuXbp46cqVyz179pw4YeLw4SNUVFT+zEdXZWXFmzdvrl+/cf9+SH5+AVWM0q9/v/kLFg6QlcdnzeNN30ExSFCtHuDPo9MZBEHk5GTX2Z79M5tCpvw2V9mxY8c2bNigoCjfs0dPGp0WHR29ZMnisLCwo0eOCq9X+PTZ0/Ub1o0YMXLKlClbtniiKDpu/PjYT7GbNm20sLAAi0yBDqxNf1ICrQiG4cqqyri4OAYvDTdcVFTEYrG+fPlcPb8VTktL4318tmA5u2ZJTErMy8u7cf1Gv379G7uvvX3nPXv3eO/f5zbfXVNTE4bhrKys6zeuf/gQcejgod8OYWRkZLx7/y4vLw/HcX5shxM4TUxs2LDh6up16/Y0E04QXWxsuxy1Xbt27dVrV/39b7188erli1fr1q/r4dRj8OAhXbp0MTc3b4layykpKZ8+fXr0+NHjx48y0jMIAtLQ0pg3f97MGTPt7e3JZDIeGVXCq6gNtCFGRkampiZeW70kJCTs7TtLSUnl5+c9e/7cx9dn6lRX4asLIyMjvfd7z507x8PDk5+xhcvlBtwNcHd3u3b92kIh9csJ6H5IiIaGxuFDh8XFxb299+E4rqGusWvn7l7hzi9ePAcxFtCBgRgLEIwgoJio2GHDhyIwAsFQUWERm8MePXp0dYcWVFnF02ZntdPEaDQaTaZJubt69Ojh7uZ+6PAhf39/dXUNGIJycnMyMzPd3dxHj/5NvcJPnz7Nmj0z8mMUiYzURGP8NGPGxiYij7Fq2l9dXX3N6jWzZ81+/fr17dv+z54/Cw4OCQ4OkZGVtrG2sbK2traytrOz09HRodFoAvu3+F1xvGUO9aSXZLPZeXl5sZ9iIyMj4z59ioqOSktN53WNMGg9nZ1HjRw1ePDg2tNr6ltzCrQiKSmprV7bps+YPnrMGENDA0lJyYL8gpRvKf37D1i2dJnwfaOiohh0+sqVq2pS4lEolAnjJwTcufP69SshMRYBERWVlSoqKhISEkwms+aFISsrq6ikWFpaKtJbBIC2BcRYgAAIjPTr15dS/bnL/xgnkXhjhRiK1ZSCZTDEdbR12mbz2djaOjn1uOjnZ2RoJCkp2ah9aTTazp27unXvfuf2nczvGWJiYv0tB4wcObJ/A7rEzp0/l56efv36tV69eouJidXEQDAMS0hIQC1MXl5+9OjRo0aNKi4pfvni5aPHj969e/fy1csXL17yyuaIUZSUlGxtbU2MTVRVVZWUlWVlZKWkef9QaTRqZqY4QbBYrPykJC4MVZRXlJaWlpWV5eXl5eTmfPv2LTo66tu3b1VMJlT9EamhqT5y5Ih+/foPHDhQW1tb5NnngRZia2v35PGTa9euh78NLy0tsbWzW716zYQJE347oZDL5ZLIpF/HE2l0mvA4CYZhQ0PDF8+fx8fHm5mZIQgv6QgEQQkJX1NTU6dNmy6K2wKANgrEWIAACIK4ukx1dZnaXluHIFRVO50+ffpj5EcrSysanf5vTmrUsWvXKZOnCEk8wf9UGD5s+PBhwxt5TiIpKWlA/wETW7UeNgzDcrJyY6rl5OR8+folISEhNibmY+THlJSUoKCgwHtBNQ9miNNlZGTINJoVjJxCSQlfPrsPHVKBcivLynmLKGt1U4rRqOpq6tbW1ja2tmamZsYmxsZGxq1zh0DzqKh0Wl6tUXuZm5uXFBdfvnx5yZIlNRMQ374Nf/LkyaKFi4TvO2rkqMuXL02cNGHWzFmFhYWJiYk+PidPnjypqKjYkK8uANB+gRgL6IDKykqTk5K1tXWKiopevHzxb300XowlLiFBTKo7b10kYBg2MjRMSEjgcrgUapvo11Gp1qd3H/5gX0lJSWxsTMq3lOzsnNycnPz8/JLSkpKS0ioOm4RiEPrPKgdpcXFNdXUZGRk5OTkVlU7KyspamlqWlpaamppiYmJgUf3fqWvXrq5Tp63fsPb+/ZB+/fsz6IzIyI/3Au/Z2Fi7uv7my5ixsfG5s+c3bdq4fceOkuKSDxEfJSTF7e3td+/ao6PTRvvCAUAkQIwFdECqqmqnT5/hrQ3kxVL/lO7gTw2REJcQHiXwxsvy86qH+WrHYbwNsrKywksczpw1a+7cOd77982bN19CQrz2ESgUSutGJ2JiYsrKygMGDBwA/Vf3hMVilZWVsVEuHPeFsni5qaFB8JH9ZAZdnCEhJdW4MVagzcJwjMVk/aZaJZksfG0EhULx2Oyhqal57txZL68tKIqqq6vPnDFz+fIVDZlo2KVLl4CAu3Fxcbm5uTiOyyvIW1laSkv/voYPALRrIMYChMnKykpKSnRwcMzLyzt0+FB5eXl1ekAYxwkEgd3mu7fNNUFkMrlTp05N2/f58+djx49hMdk15QVJJBKZTIFhaNeu3UsWLxGy76dPn7KysjZs2LjPe5+igiJcfQQcx6WkpI4fO+Hg4AC1MbylAfxP1uKyIhim0WiK2toQSP/YsXz8+HHEiOFlZWW/RvkIglAoFJSLDh4y5Mb1G8KPIy4uvnDBwrlz5lZUVHC5XGlp6UYtWRUXF3d0dGzSHQBAewViLKBez58/W7psaVVV1YvnL/MLCi6cP48TOIZhVZVMGl1syuQpjZ1O3i5YWFicPOGDVfeBwRCMYmhSYuLtO7eNjU0GCa98C0HycvJDBg8lU8g4jtcUWcZxgkGny8j8pqZb6+LnA+Ol/0JR+Hd5koD2RVlJecaMmSwms2bQnDe0jfDGhfPz8oJDQoqLSho+eE6lUoVnwwIAoAaIsQDBvnz5Mt9tPgRDW7duU1NTy8nOptFohw4d6tW797lz544dO2ptbW1gYNCmmq+wsDA2NkZXV09ZWTkyKrKqqoqXZ6IWHMfV1NRNTU2FzMfS0NCYMX1GnY1Tp05zc5//Ke6ToaHg6h98g6s1+z4AQJS0tbX37N7z6/bHjx97enqgKLpk6ZKVK1Y25FC5ubklJcUGBoYIgqRnpFMpVFVV1d/u9fr16zt3bsMIQhAEP3cDwiuWAxMQJCUpZd/Zvlu37vIgbgM6IhBjAQIQBHHB70JVVdWd2wH8ES5eDwfEq/SsoqyyYf0GGIaOHTvaq1dvCwuLttOCUVFREydN2LzJY/SY0fPnz/v2LZX8/xnGuRx0+vRpJ0/6NDYHupWVlaam1qOHj8aOHscfAQSA9iszM3Pnrp1Xr1w1MTW5fOnykCFDGrLX3bsBmz08jAwNr1+/gSCIr6/PvbuBq1evnjZtmvA/qPz8vHuB99LTMnirU9XVqRRq1s+sstJyKWkpCoVcXl7er18/X59TIk8gBwCtDsRYgAAlJSVhYaHOzs41U4hwHGez2TUVZlymuJ4/f/7p06dtKsaytra+dvW6oaGhspLyieMnK6uq6kRDvATTGhpNmHteVlb+/XumkaFRnZnwAnE4nMTExPz8PBKJrKGhoaur29jTAUALqaysvHLl8s5du6oqK1etXrV0ydLqyg2/FxMTs3zF8k4qnWbNms3P3TB2zLjUb6nLlvOOMGaMsPS8llZWWlpao0aNXrRwkZqaGgzDhYUFO3buiIj4cO7suR8/fixcuOD48WM7duwEq1aBDgbEWIAAVVWVxUXFPXr0qNmiqqrq7uZeM1ImKysrLS39I+t7m2o+RUXFgf9OmXJ2dm7aQT7FfTp58gSXy/2nyiEv8yr6NSEhJjZm7px5NRPh6xMVFeXp6fEx8mNFRQWCIPLy8sOHj9i8abOCgkLTrgcARCUi4v22bdsePHw4aODALVu87O3tG77vhw8RKIr6+vpaWFjyt9jb21+44Ddy1Ig7AbeFx1iXL1/mcLg7tu+oKViuqqrm6bGlT9/er1+/Xrhw4dSpU1+/fl1eXt7AgA8A2gsQYwECUKliDHFGbm5ezRYtbe1du3bX/FhVWVVRUdkShfBEAsOwoqIiKSkpMTGx2tvLy8v5lW2E7FtaUvLx40c2m80rIlSNgAgajb596/bJkycLP2/853gX1yk4js+dO9fa2obFYr16+erypcv5+fmnT50WFxcXxc0BQKNlZ2f7+vocPnJYQUHx7Nmzri6ujR0uR1GUwWAoKCjW3kin0w0MDFNTU3+tlV6DIIiM9HRxcXE6/Z8Ai09cXJzBYOTm5vJCLjW1yqpKNpsNnlqggwExFiCArKyshYXlq1cvExISjI0FpPN+/eZ1bm6OuVm9A4UcDqcVqxnm5GQvXrJ45YpV3bt3r7397NmzaWlp3t7eQmq/ODg4Prj/sM7FMxiMhkRI165dwzAs8F5QTaNNmTzFuZfz6tWr37x5M2jQoGbcEwA0UVpa2vQZ0968DnXq0X3JkqUWFhafv3wm8P9e4QRESEtJC08HamJiUl5WzisC7eZeE06lpaW9fPliQP8BQhaRwDBsYGj44OGDV69eOjs78x+JYejt2/4pKSk262y4HG7omzeyMrI1vVw4jnP/nZYAAO0aiLEAQS8LMnne3Ln3Q4Lnz5+/f7+3vX3nml+hKPr4yeP1G9aZmZn169dPYPPR6XQnJ6dW6fYPDw8PCQ4qLC5++fIlmUx58PA+jvHWMcEwL4fCjRs3jYwNhQd/VCq1yeN68fFxzj2d60SlgwcN3rNnd8q3lKYdEwCaKetnVmhoKP+vIyIigsvl1v0LIKAhQ4eEBIcIOYijY9cxY8YsX77s+fPnTk5OdDo9JSXl9m1/CIKnT/9NzcHJkybfDwkePnzYoMGDjI2M2Wx2ZFRkaGjojBkz+vTps2Ll8lv+t3xO+tTU9JSXkzMyNATPO9ABgBgLEKyrY7ddu3avWLFi4KBBPXr0MDUxEaPRCgryExIS3759a6Cvf/DAIUXF/xs4qCEuLr5z566aomZ/0pcvn31O+VbPUi97/PjRy5cvan5FEISamvqc2XN/rWsrKpKSkjm5OTiO1566W1xcVFVZJf7vd3QA+MMM9A1O+Z7mcDm8HwR9wyBw4rc1bWg02vbtO1RVVc+eO3v79m2I4JWwdO7Za8uWLdbWNsL31dXV9fO7dOTo4fv374eEhEhJSRkbmxw6dNhliou4uLiurp6v76nJk/4biO/atZuNzW+OCQDtAoixgHrA0KxZs01NTQ8fPhwWHvbkyRMulyMmJqai0mnevLnLli3X1NAU9sJqjQALgqAZM2ZOmeKSnp42e87sjRs29unTt85V1RdgpaenJycnQ/9MdK+L97FEQEZGRpqawu56+LDh893m79q1c/LkKZqamlwuNzExccfOHSQyqXt3p2beGgA0jbKy8pw5c5rfejIyMhs2bFy2bPmPrB8V5eXKysoqKp0aOK9LX1//yOGje/fswzCMn1y+5i3i1+rUYtWaf8EA0OpAjAUI4+jY1dGx67dvKdk5ORwOh0FnqFdrs61Grqavb3D61BlNTc2aGR6/dfvO7c2bN8HVfv0tLz0YQezds2/RokVCDjJ8+IjIyMht27edPXdWXV0d5aIp31IIgjh27LghGPsAOgQGg2Fo0MSBvDa7SgYAWgiIsYDf09PT19PTb0ctRaVSzc3NG7XL6FGjTU1MhT/GxMRE+AMYDMbevfv69OkbGBSYmvqNShXr07fP5MlTzEzNGnUxAAAAQAcAYixA9AiC+P79u4aGhpDVRn8Gl8ut/WNQUGBUVPTmzZt/HYnQrSaSkw6qJpJDAcBfCMMwHMeFLP4FgPYCxFiA6JWUlMybP9fX55SWllZrtW9c3Kf9B/YnJ6dQqis0YxhOJpMTEhMsLSxaMakEAAC/9fzF86CgoCOHj4C2Atq7RhcVAYDfwjCMWcWs04f0JxUVFa1cufLRo0eysjKfPn1iMllKiopJSYlysrJeXlt/OymEy+UGBQX5+9/CMAyCoIC7AY8fP+LXsq3v8Ww2myAIFEVZ9RCyOwAAtZWXl2d+b1s1JACgaUCMBbSI1h0l/PLl8+cvn8+eOXfvXuCIESN79ux5+/adJ4+fKisr5+bw8koLUV5evnDRwrFjx7x89ZK/5fXrV8OHj1iwYEFpaemvj+dwOcuWLe3br8/Pnz/PnTtraGRoamZS+19jE6MuDp0jIt63zL0CQEcDwzCp8UVFAaANAmOFQAdUUlIiISFhZmpKQkiaGhqf4uJwHDc3N+/dq7ef34XBgwcL6cp68vTp9evXPD09Zs2azV+XvnbtOm0tna3bvOzt7ebMmVvn8QiM2NnZKSgq0ul0PT39EcNHkEj/9/GA4wSdQZeXB/UKAQAA/i4gxgI6IGlpGTab/SMrS0tbW0NDIzgkuLy8XFZWVlVV9U7AnaqqKiEx1tcvn1XVVBcuXFxT1lBFWWXp0qXPnj8NCw+fNWtOnbLQZDJ51qzZ/P/uW62Fbw4AAABoH0B/LNABGRsba2pozp07Jygo0NjYJOvnz7Pnzrx///7qtatysnLC0xtKSkqiXJTJZNbZjteq7wYAAAAAvwViLEAAgiDCwkIfPHiA/luZlclkVlRU1KzI+5b67cCB/UlJSW2z+RQVFffvP6Cmrv7+/XtbW7vp06Zv2rjJ0dHxy5cv7u4LhFd37ta9e1UVc9u2rSkpKfzbz8nJ8fX1ff/+Xfdu3ep0YtVRUVFRWFhYZyOO4wUFBRwOW0Q3BwAAALQPYKwQEADDsWPHjyUmJvbo0YNfqPX48WPxn+OPHD4qJSUFQVBiYuK27dt0dfXabPryzp07BwcFV1RUiIszvDy9+vTuk5eXa2pqZmdnJ3xHayvrtWvXbtq08f6D+1pa2hQKOTs7Oykpady48ePGjRO+77Vr1yIjPx47drx2KaG83NyFixYtX77MyalHY+8Cx3E2m00mk5ucK6ioqOjNmzfFxcU2NtZWVtY128vKyoKCAm1sbExBflQAAICWAWIsQDAxMTE6nV6zPDAxMfHjx4816RhIJBKNRmtgqbLWUlP1jM6gNzwpKJlMXrpkqY219eUrV75++VLGrNLV1V28ePG0qdPrq8zDZDLPnjvzM+tnaOibjMzMDRvWUygUfp8fgiDp6emPHj2YPXvWb09dWlr6+MnjlOQUPX29QQMHJScne3ltif0U26lTp4kTJs6aNVtaWrpRLRAaGrpgoXvcp3gSGaFSqcuXr/D08ORXbMzPz1+3nvcPiLEAAABaCIixgAahUChUKrXV87b/MT17Ovfs6cxLfMVhS4jzevKE4HA4AQEB0TExHDabw+Fc8LtQ+7cIgowdN87W9jf9Z6WlpStWrjh39hyJjCAIMmXKlKRqvXv3zsnJWbN2TVZW1u7dexpebLu0tHTDxvWVlVXnzp1TVe10586dgwcPaGtrz/1laSQAAADQEkCMBXQchYWFsZ9iMRSrLxTEcVxNTd3U1LSBwSKl2m8fJiUlFRJ8H8fxw4cPvX///ty587XXLcIwLCYmhvwu38/jx49v3ryxY8f22bPnvH7zesmSxTiO37rp7+zsjGHYtu3bfHxOurpOtbb+b7xPuLj4uKSkpEOHDk+aOAmCIGfnXlVM5r69e5x7OvNHeP+eiBkAAKBVgBgL6Diio6MnT5lUWVlZX0DD5aDTp087edLnt6Oc5eXlBYUFXA63diCiqKhYk9ChNhiG+UHVjBkzxowZKysr24TwJSo6Sl9ff8mSpRISEuPHjb8bEPAjK8vR0ZHXqYUgkydNvnz50ucvnxseY5WWltJoNH09Pf6PNBpt3dp1gwYNPHXa13vf/qYFWFwut2YZhGAwJEb9fUAJAADwNwAxFlAvBEFq0hyQSCR+fwz/x7ZZrtXKyurK5av8AjgC4TiuoaEhPAJgsdgnT57Y570vOzu7Jg7hza0ioAMHDyxftlzIvp06qXbq1MSLR1G09hQ3M3NzGVnZmnamUqkUMqWqqqrhB1RTVUNRNDomxt6+8z/HNDNbuGiRt/e+4cOG6+vpNyHMOnb86J49e2g0GgzDXC63TuVHDMPk5OQvXbz024UFAAAAfwMQYwGCwTDy8+fPU6dOiYnxpmF9/vy5sLDw7Nkz4uLiMIzEf47jzX9vY2NNioqKAwYMaOZB3rx57enl0dWxm6enp7SU1L9RBO9/7X43p4qfYj4oKEhTU9PZ2bmysvKW/y0rSysbG5vf7mhibHz27JkXL14MHDiQRCLNmzsfxbg1s6/ev39XWFSkr6/f8BsxMTHp1q3bxo0bs35k9e3bx9GxK4VCmTtn7suXL+bNn+c2351XQrGRYdaggYO/fP5y8dJFCQmJfv36Mxj02mnDcByXlJSUkWncxHwAAICOCsRYgGAUCjn1W9riJYv4P/L7PJav4PXiwDAvIae4uHiHHBL68CFCXk7+zOkzGhoajd03NTV11uyZHz58PHBgv7OzM45jV69eWbxk8VYvr0ULFwvv/BsyZMj1G9fHjB3du1fv3bv3WFlZ8be/e/fOz8/v6rUrPXs6d/63R6ohxMTE9uzes379+iNHDt8JuP340RMVFRV5efmTJ04uW75s/fp1bDanTkfUb5mYmPj4+HJRNDo66tDBQ52a3GsHAADwFwAxFiAACSEtWbx01MjRNcNJ1f8LExDvn2oEmUy2tv5990wrqqysfPbs6fv3EaWlJVra2n1692nIGBaDR1xSUrIJZ/TzuxAfH3f2zJnBg4dUp4yXOnHi5KFDB729vR0du3Z17CpkXxWVTmfPnD1z5szbd29LSkpqtoeEhFy9dmXy5Clr167l5yprOB0d3YsXL8V+imUxWbKysjUbr1y+GhYWGhkVZWtj29h7JJFIXbo4xMfHQy2DzWbvP7D//fv3lF9WUBIQRCaRYASWkpLy2OzZNgesAQAAaoAYCxAAhmHzau23dRITE+e7zQ8NDdXQUKfT6QUFBZs3b1qxYuXGDRuF53kfMmToLX//a9euubm5NXbGUnRMdN++/SZNmlyzRV9P32Oz54sXLz5++CA8xoIgSEND08trK4Zhtc+7qlpjM2PVoFKpv/Z+SUhIDBw4aODAhuYMq2PwoEFamppNviThcBz//j3z65evZPL/rUuAYZhCpebmZOfk5InRqEuWLK1Te7uNKy0rff7suYGhgbkZ78+KIIiKigoqlVozxzE4ODg3N2fy5Cn1pWEDAKDdATEW0AGVlZVVJ5T64efnZ29vLy4unpuTExBw9/iJY5qamm7z3YTsSyKR5GRl165bExQcqKujS6FSeZ+H1f83evToXs69hOwrJSlVXFKC43idUdRGDcnVWfPYQqFMc+hUa6GD02i0nTt2sTazageaVAqVzWEHBwft3LlTUkpy8eLF2lraKcnJUPvx48ePhYsWLFy4iB9jFRQUuC9wHzJ4yKxZ/ySnDQi4HRkZNWLESBBjAUCHAWIsoCmSk5P9b/uPHjXa2NhY4AN486lbT/zn+IiICB8fn5EjRvK3qKup29nZ/8zO8ve/NW3qNCEfY1lZWbn5eZqamt++fUtLS+NlI+AhCILgjaw5CzvvgAEDlyxdfOTIkYkTJ6iodCIIIj09/cSJ46WlZTWL+5rmfcT758+ezZkzV1FRERKFvLy8c+fO9u7dx8HBQSQHhCAoNjb2/v0QFxdXTU3NJh8EhuGaYc0aqamp23dsv3nzuqNDtwsXNjs7854GDGvN11hjIQjCYDBqxjdZLNa7d29NTUxqHkCh8Pq0QNIyvsbOFASAtgnEWEBTpHxL2bt3j4mxicAYi0KhSEpKtuJ0meLiYiqVYmRkVGe7uZlFTExMTUUggbp06XLH/w7vLR6ungFUi8DkWLWNHj0mLDx03fq1p075qHRSrY6x0n7+/Llp02Z7e/um3w8ERURE7N6za8TIkSKLsfLz9u7by2CIizDG+hT3ac/ePT17OjcnxqqDxWKeOn3a23sfi8Xy9PCaO3fub5+FdoGfCaXhWfv/KgiCgMl2QMcA/sKBpkAQREi9QikpqTNnziorK7dW46ooK+MYHhYaamz0XwjI4XDehL7WUNeonYT9VzQaTV1dvWnnlZSUOH7sRJ/efQPu3snIyCAIwtGh66TJk0aOGPFvf1gTkclkflYqSET4eVNF+xnPr2IpwtWmr1693LZt25vQ0BEjhm/x9DIzMxPVkYG2rHv37o1KUwIAbRaIsQDRg2G4dVf1m5mZ9x/Qf/369enpGcOGD1OQV/jy9ctFP79Xr175+vrWzDJuCWQyeWI1JotJEASDDuYvN0VOTs6hQ4dOnTqloKh44cKFcWPHgY6Nv4eCvIKCvEJrXwUAiACIsYAOiEaj7d69B0GQ4yeO79y1gyAICoWirq6+Z8/ecWPHC9wlLT0tLTXNysoKhuHomGgcx2t3GfHGDAnIyMio4aNgdBpdJPfyt8Fx/P79kPUbNqSlpblMmbJq1WptHR0MQ7nMf0d4CV4QT6e3y+at6TjkV1iv3Y/42/pOAAC0OyDGApqi7X8eKCkq+fj4uru5p6amVlRUKKuoGBub6Na/Gu7WrVv79u29cf0GDCMTJoxjMlm1x7x4M94JYu+efYsW/ZOUVYgfP368fPkyIzNj0KBBFApFnCGu92/RwCYTebrXlngGRXJMFot1+PDh+Lh4Gl0sLj5u1uyZKIZVp9n/B47jMjKyp31PU6ntLz9WeFiYjLQMQeDFxSVlZWUfPn48d+4sjhMwDMXHxYEJ7wDQwYAYCxAAx/F79+6+fx8hMAURiURK+ZbCZrOFfCSw2ewWHZJrCDKJbGdnb2fXoMnmY8eMtbaytrTk9WNdu3q9uuhh3bszqbUKTCAWi+Xr67tj53Yul8vhcNTV1NPS006cOH7yhM+YMWOFTKbicrnnL5xP/ZZaX4N//PixehZ+I+ZjPXv27OmzJwgs4IAwAufnF5SXlzdqfheXi968eT0uLr6+i/wU96n5a/1IJFK37t0RhIQgMIfLy0RfZ5QQw3A6jQbBteOudgDm9b7Bt2/fuXsvgH/lMAwHBQUGBt7jPwDHiG7du7XyVQIAIFIgxgIEwAn8wcMHp0+dIVPq7ZmQlZUlUwS/fiorKzdt3rR+3XolJaX20r561fj/PWDAwKYdJCQk2MNz04wZs0aOGLl23RoMw6ZPm/7p06cNG9ebmpoKCdG4XO7Vq1devXxdX4PDMKyqqtqofo7QsNA9e3gDpvXtJSYmRqVSG35AFOXevnMn4E6AkFeFikqnZvZmiYmJbfHc8tul+wiCfPjwAWo/NDQ0zp45W1FZ+U+gzPsf3srVmhslCFxOTl5KSqp1r7MtiI2NifjwYe6cua19IQDQXCDGAgS9LEjknTt2rV2zTsiHOgzD9a0cZDKZ79+9Ky0tbcUYC8fxDx8+SEhImJmZJScnnzlzurSsfOyYMX379m25MosBAQHW1rb79u6DYZhBZ2AYpqOjs2/vvoED+4eGhQqJseh0+tUr15hMppAGJ5FIqqqqDb+YJUuWTHWdKvwxCgqNmFlMo9FOnjjJv7v6HoOQEBVlFah5eB0+oltB2UaIi4v37Ck0uxrwr5Rv34KCgkCMBXQAIMYCBFOo1uTW4U/pba3GxXH82PFjXlu2rFy1SktLa/WaVffv31dUVAoIuH32zLlhw4a10HnLK8q1tDSpVGp5eXlNB4WSkpKUtHRZaamQHfndVKK9GFkZWVmZusk8m4MfVbdiSg7gLwHyYwEdRnsq+AUADZSUlHTo4AFXV9fFixdHR0e/fPXSe5/3169fu3Tucuq0L5vNbqGWNDU1e/v2bWpqKp1Or1k1FhMTk5eXp6amBp4+AACAvwqIsYDfwDC05r+/fv164+aNsLDQysrKttxw6enpKIbNmTNXUkLy/ft3YlSxAQMGSklK9e3bNzMzs+Uufvy48SiKTpg4/vixY6VlpfGf444eOzJ7ziwtLS1noYUOW19Np6Oo1hvWHPD/SzuLUMcbTwQAoIMBY4VAvd69e3v+/Pm09DRHR0d3twXBIcGrVq4sKyuHIKhb926+Pr7m5rzqtm1Q9UTvfz7l34S+MTIy5ue1qqiooJApLZd4wtbW9sJ5Pw9PD88tnqWlZbExn6SkJR0dHfft3SeqpKx4djZvvjT/FmAY+5aGyMvBMk2vG00wmXjWTwhFeTOwSSQ8JxdCUZJW04vhEGVleGERhPPSWEEIgmVkwlQq0qm5k7RqKykpyc/P4/83iUTKysrCMEyEBXwAAABEAsRYgGBxcXFTp09LT03T0dV5//59WFhYampq7z59ZkyfnpSUvM9772aPzVcuXWGIt8U85oaGhlJS0vsP7O/q2O3NmzfubgvEaLS4uLhr16/Z2tiKi4u33KmdnZ2DAoPi4+Py8wtwHFdWVrK0tJKQkGj6EQmC92/1PH2Cyaz02oFnZCIaGjCDwX32gn35KnXMKMbKZf/1GzUEitV0L7EfPGLu2E3ubA+L0fCcnMplqyAuV8LnKKLSmKgIRaF/02kyT51l3/CnDuwPUyh4dk7F7PmwqqrkWR+4GfUrMQyrvUDy2PFj58+dMzc3h2EoOjp69JhRKiqdrl652qx2BgAAEDUQYwGC+fv75+flXb9xY+iQodHR0WPHjWEwGEcOH+H3FpDJ5P0HvL8mfLWzs2uDLaitre3h4bl586bb/ndsbW1mzJgRHRU1cNAAJUVF9wULWroQr5SUVLdu3UVzLIKo2rUXz/opcWAvJCYG02gkHW3OnbtwcgpEIqHvP0BkEklXp1EBFjc0nHnwCGPdanJn3nNHUleHWGxO8H2YRiNKS7EvCWITx8GSkg0/IPvOXfa1mxL79yCaGrwD6usRhQXsS1cgEgn7mgCx2bQe3eFm9B3m5+cvWLjA0sJy48aN/DWhhgaGP3/+TE1NI1NIUVFRGIqvWLGcwWiL4T4AAH8zMB8LEADH8e8/Mo2MjAb0H0Cj0bp27dq5c2ddPV3Ff3MxWNtY84rK5ea02eYbP278/ZAH9+/fv3btuoGBgYqK8sEDh+7eDezW9TdpHqOionbs2P75y+fqNKSN8+3btw8REXU2crncsLCwgoKCxh7tn90jPnAC7qGJSbwfYJi+dBHdfT7BZkM4DlEpjB1eYqNGNOqAWFIy9+VrzsPH/B8pXewljh9G5GQhLpdAUerIYeLbt8CN6erDEpK4z55zHj3h/yg2agRj6xaITocwDMJx6qzp9FXL+f1wTVNQUBD65s3lK5eyeeOkPOPGjTtx8gSdTsNxAscIN/f527Zta7mUHAAAAE0D3pUAAXACx3FcQkKiJsW2jIwsnUbnzXKqRqFQYBjGm53Uu0Xp6uo6OTnxJ0Kpq2tMmzbNyMjot3uVlZUdPXbUzs524KABZ8+eSUhM+O0uBEGUlZUVFxefP39u3fp1P3/+LC4u4isuLo6Kipo1a2ZExPum3AMMUzrbExiGRnz8ZwONhujrwRQyxOHADDrJQL+x4QvZxhqWleZ+/MgL1KohujqInBzvgARB0tGBZWQad0BrSwiGudEx/20xMuD1hHE4EAyTTYwbFbH9SktLy9jEOCMjIyUl5Z8LRhBTEzNxCQkcw0kkxNjImMFowfFfAACApgFjhUC9YBiumR7OTwtZ86PACi0dg4OjQ3BQyJs3r+/evbt4yWIlJSVHx67jxo4bOHCgZD0jaBUVFW5u8798/VKQn19RWTlk6OCaPhUYhouLikvLSsXFmzhViGxrC3FRNCoagmZCBMG+c69q606IRCH3ckBfvalYskLy6EFyZ/tGHNDYEFFQwBOSiKIiuFMnLC29Ysly9EsCpUd3PDWVefIULCFOX7Kw4aEboq2FqKnhqalEYREsL4fGxFYsW4VnZ5MdHfCExKot2yEymTZxfONmjNXCYDAsLSxfvngV/zne2ZmXxjMi4v0UlykF+QV9+/V9//7d+vXrxcUlZs2aBbqyAABoUzrsJyXQfCiKlpSUlJeXV1SUc7ncWj9WVFZUtMFqcWVlpZGRkR/q9z7ifVpamvA6LXQa3d7efvnyFc+ePY+KjF60cFFZWdmq1as6d7Fft27t+/fvfh1DRBBET1/f3NxcXl6BJkYzMzO3MLfg/2tmZubcq9eBAwcdHR2bdlMkXW1YXQ1LTsFLSggOh33tOsRkMjw3Sp71pbnNxZOS2YHBjTsinU62tSEqKtDoWN5YZPhb7svX1FHDJU6fFD/ojchKs67fxLMbMQpM0tQkGehj39LQtDT+9CzsawJtuqvU9UuMLZsIFGVduERwuVAzdO/eHYahsLAw/nN3y98/9VvqosWLAu8FHjl8hICg02dOtfF8IgAA/IVAPxYgGAFB796+GzxkcPVyLjg5ORlD0cFDBvE7tEpKSoqKCgneo9qQDx8+Tps+tbKyCkEEd5lwuehUV9ejR481JH0DmUw2NjaWk5ejUClfvnxOTEg6kHrg3PlzvXr19vTwMDP7L2+FuLj4tq3bIAi6du1qdHT03r37RHhTiGonsoE++vkznvKNbG9HX7caYjIpTt0hGGasWUnubE/S/6fMYsOR7e3YN26hkVHUIYOo/fpKXvGjOHVD5GSRXj0lL1/AS0sR5UYUQYIlxEmGBtznr/CUb5C9HW3GNEpXB4pzT1hMTGzieERVFRKjwo0pjPgrBwdHOoP+7t1bJpPJYDDmzZ3n4OAwZPAQBoMxc+YsbW1tMoVSXy8jAABAawExFiAADMNWFpYZaRk4jvHDKGtrG7h6+jb/R2VlZQN9g7ZW8llDQ2PO7DlsNru+7JQYhnXu3Pm3I0oYhsXHx7+PeH/3bsDr168lJSXt7e03b9rct2+/sLCwbdu2rly18uaNW7+W7504cdKECRMhkYIlJUkmxpznL7HEJLK9HcW+1kJOMTHqoAFNOCbJ3BRmMNC4eILLRZSVxEb8V1yIbG3VhAOS7WwgBo37MVJs4niSrg5vqeO/KD1EsMRSVVXVzMwsOiYmISHB1tbWoFrNb3v37tP8UwAAAIgciLEAAUgIacmSpQsXLhLSOjW1YtoOQ0NDL6+tzTxIXFzc+g3r3r9/X1RUZGtr6+Hh2a9vPysrK37Xl7a2dnZ29gW/86Wlpb/GWDXRG4ZhXC4XhnldOSL4K7WyQBh0NOaT2OSJzVmgVwNRU0P0dPGMTDwzk6SnJ4IrtLVBxMXRqGiCzYZpNEjUKBRKt67dPkR8DH8bbmtrK/LjAwAAtIS29RkJtB3katDfJzv7Z1ZWlouLy4TxEzvb21N+GeTq27evgYF+fQWzS0pKrl2/FhgY+O1bCpVKtbGxmTxp8sCBg5qTXJ5sZwtJSnI/RhIsFiyKLFCIijJvdO9eMPYtVSQxFklTA9HWwlK+4Zk/SIb6UAvo2rXr4cNH3r17t0ho6A8AANB2gDnvQBOxWKyWK67cihwcHB89fHzo4OFu3br9GmBBEGRjYzNy5Cg6nf7rr4qKihYtXrh48aKCgvxevXrZ2tqGhYZNmDDh2PFjzbkkREsDUVfD0zPwn/8kiGommEQim5kSGIp+/iqykNzOhmAy0cgoqGUYGBjKyMokfP1SWFjYQqcAAAAQrb+xowJoDjabHR0d/ejRo/sPQjw9tgwZMqSDtae0dNNr/12/fv3+/ftXLl8ZM2YsP7VYSUnJtm1b9+/f79Tdqck58WESmdKlMyv+C/dDZBNmuAtEtreDJSXRD5EQlws1o8pN7QNCvme4H6PEJk+AWoC+vr6JsXH85/iUlGR5efmWOAUAtFNVlVUVlRW8eaj/LEMieFVNee8dEINBb3LiGKD5QIwFNDjz+/fMu/fuhoTcf/fubXlZhaWVhbKyckdtPhzH6+RoOHTooKys7Jw5c4Xs9frNq/79+k+cOKlmi4yMzIoVK+8/uB8VHdWcukO8SeU+p3i9RCKKYMjmprCMDBYXh5eX8xKQNhtJTw9WVMCSk4nyClhS9O/pUlJSJqamb9++S0hIdHBoYiIMAOiQgoMCL/ldxDAMRVH+rFCcICgUCgLDCIlkZmY2xdXF3MKitS/zbwRiLOA30tLT3r19e/v27SdPn5SVlktKS7i6uo4dM9axa1cGXfDcIARB+DO+22PjEgTx6NHDkz4+BQX5FAoVRVEIIhAEiYyMXLRosfB9ORyOpETdDAJUKpVMIqPNSxBFMjRAFBSwhESiohKWEEFOc1haimxpzn32Aov/gvR0av4BEU0Nsr4+lpaGpaeTLf5LbCFC3bp1O3f2XPjb8GnTprXTVxfQEDiOc5v39/K30dTS4qJo1o8fdvb22traJDIpPTU9LCxUTV3NxMQ0PDw8LDTs6IljllZNWTUMNAeIsQDBmEzmq1evbt/2f/b8WVpquoyszODBg79+TVBQkD986EhNjR2BJCUlN23erKrKK2LT7sR//uy+wF2cIa6iohLxIcKhiwOZTH4T+sbZ2XmB+wLh+3bp3OXosaNhYWHdu/+TsADDsKvXrhYVF9XOp9UEiJoqYqCPZ37H0tJEFMHAZHs7TsgD7sdIikhiLDlZxECf+/Y9npoGtUyM5ejgKEajvn0bzuVyqFQRLNgE2iYzMzMXF5fWvor2hMVi02hih48d7d23L//LB0EQly9evHLl6opVK+kMhvu8ef63bplbWIBaCH8YmPMOCIDh2MZNG4cNG/bw0UNHB8fz589/+fzl2tXrFhbmKBdlsVjCW41CoQweNJheTy9XG/f69SsEQQIDg27fvmNtbT1t2rTg4JDLly5XVlRWlFcI39fVdaqhoeGQoYOnTpt6+MjhvXv3DBo8cM2a1S4urk3O886HyMmRjQ3xrJ9Y8j81+5qPbGUJkUhoTCyveLNIDmhjDVEo3KhoqGWKAOjr6+vq6iYlJaWnp7fE8YE2wtjIeKKo88x1YBiG3g24o6ys0uffAIufW2fEyJE4hr1+9bpTp059+vZLTkpmVlW17qX+hUCMBQhAEERVVSWGYTQarU+fviNHjuzUqRMvvzt/HmWbV1paGh0dXVxc3IR9C/LzdbR11NXVpaWlpaSkU9PSSCTSyJGj5OXlb9y8LnxfdXX1i34XZ82cHRYWumrVSs8tnkVFRfv3H/D08KQ2L9E572/Vwhwik9G4+GYe578Daqgjujq85YqNqZwjBNnWGpYQRyOjm1k5pz5UKrVr125sFuft23ctcXwAaI8IgkC5KLOqqk6VsMrKSjaT+W/WGIKntS7xLwZiLEAAMom8aePmAwf3a6hrrFy1Qt9Ab8bMGcEhwUXFRSQyqe3nzfr48WPvPr2CgxtZyK+avLx8Xn5eaWlJdXrxTokJCfwvhbJysskpKTiOC99dQ0Pz4MGDXz5//fE9K+vHz7fhvHxO4uIimEFFsbeDpSWhD5Gi6nYiaWlSjY2wtHQiLUMkBySbmZLVVLHEJCIvH2oBMAzza0KHvw1rieMDQHtEJlO6dOkSExvje9InPS2tvKyssLAw7tOnXTt2ohjW2aFL3KdPIUHBenp6tBbIDwwI19Y/LIHWoq6uvnzZivnz3D58/BASHHzz1o1r166iGKqroxseHu7k5CSSDOYtxNzcvEuXLs+fPxs/fnxj31a6de++Z+8eF1eXvXv22tnZeXp63gm4I84Qf/HixaiRoxo41ZpWDRIpsoE+oqT07tOn8mvXKXKy3bt1k5GRYTKZERERpaWl/ywmwnEFBYWuXbvCMPzjx4/Y2Nia764YhllbW2tpafFj0J8/f0JUihqG6rHZiffv63dzoJJIpWWl79+/Z7P+KUaE47i6ujo/r3pycnJCwlcY/u9bWefOnZWVlXEcDw19U1paxt9FS0pKIy0djY6hqqvl5+e/f/++5vE4jhsZGRoZGUMQFBMTk5mZyb9mgiDExMS6dOkiIyODoujTp0+4XLTmAlRUVDp37gzD8M+fP6OiorJ//iSRSV++fCkvLwcFCgGAb9TYMZ/iPnnv23v54kXe3xGG5ebmUsjkzVs8tbS0Frq5cbjcKa6ubf/rcccDWhwQhsFgOPd0du7pvHHjxsePn9y5czssPGzAwP4WFpZTpkyePm2GwPQNHA7n5s0bo0ePEUn/TRNISEiMGjlq1+5d4yeMGzRwEIPBwKtDDRzDjYyMevToISRUsrWxPXjg0P4D3p+/fBk9avT9+/fHjh0LEZCFpbmr61ThMdbNmzfKysunT5sufE1AE4mJIba2L2Ojog4eoOnpGBkZysjIVFZW3gm4k5aaRiLzRgQwFLOwtHBwcCCRSKmp386dO8vreKu+ZgzFFixYwI+xnj59Eh7+FqKQu1ex9MTFs4Lva21YS5WULCosunLlSklJCT/6wVCsZ8+e/BgrOjr6ypUrvGLbvBw8vMZUrobj+O07d9LT0hESgiPIEFblFC6X+yGSOnzoz59ZZ8+dqc7UUx0wYfiECRP4Mdar16+ePX3Gv2Ycx6WlpbR1tGVkZLhcrt/Fi0xmFT+Yw1CsS5fO9vb2MAynpqWePn0agiEZGenk5ORv375ZW1uLvpGBNiAnJ/vHjx/29p1b+0LaDSkpqV179gwcOOjVq5cFBQVSUlKGhoYDBg3S1NTkcrlz583X0tFWVVVt7cv8K1UP0gJAQ8XFxR0+fNjBsYu4BCMwMFDgY/Lz87t2dUxKSmqtZk1OTjIxNaYzaGI0KomMICSY/y8EQdNnTEdR9LdHKCsrKy0tJQgiLy/P39//6tWrDbkd16kuqmqq+fn5RMtgXrxcIKdS4blNVAdEs3MKTa1LunTHy8pFckD22/cFmvql4yfjTCbRAnAcnziRlyHs5q2bRIdWzilfEubu8mx8Rnk68Ze5E3BnzLgxrX0VACACoB8LaBzzam5ubp8+xSoqKtX3MCqV2ooZjLS1dZ4+efZrji6CICQkJBpSOrBmHEpRUZHXj9Uwq1etycjIOHX61Ly58+oraNgcZFNTWFwCj4sXVXJ2kooy2cQIjfiIJSXxqiI2/wp1tUkG+lhqGp75nWRoAIkaDMNdu3a9cePm+3fvxo8bL/LjA20EgYP52UBHAGIsQAAcx/1v+xcWFs6eNVvggjgqldqWe/LJZHKrdIynpacWFBRu2rTxxo3rykr/jKLiOC4uIeG1xav5Y1uIWifEQA/LyMTS0kUVwZDt7bivw9CPUSKJsRAFBbKuLvvuPRFeYR1du3Ylk0nh4eFcLrdFxmSBNgDkmAU6BhBjAQLgBB4YeC85OXna1GnNTzrQ7pSVlX38+KGwsAgn/l1FyPtSTdjY2BoaGgrZsaKiUk1VTUdHm8Ph1pTiwavr8ojkwhBlZZKRIed2AJryTWQxlq0NhGPcqGjavyXOmneJCMnaEgq4i8Z+og7sD7UAM3NzVTXVT3GfcnNz1dXVW+IUANC+fP78OSYqunavPT9IRRDEuXdvFRWV1ry4vxuIsYB6XhnV2nXrVFZWPnv29P37iNLSEi1t7T69+zSkYmBeXt7yFctu3fLncrj/xRzVAxf7D+xfYbhCyL4uU1xcprRkfmoYJpubcm7645+/QEMGieSQJC0tRF0d/5aKFxQgiiIY3yTbWcPi1VmyUBRugZcQg85wcHD0v+UfEfEexFgAwMuc/PLl3t17eCkMq0MrgiA4HA7KRTupdtLR0wMxVitq3x+iQItCEIROp7fTRk5MTJzvNj80NFRDQ51OpxcUFGzevGnFipUbN2wUvtoxJCQkICBgw/oNI0aMYDBqp6onlP4d/mtFZFtbWFqa+yGSzuFAouhiRDTUSIYGaGQ0npommhjLzAyWl0fj4vGSElILTEqDYdjJyenWzVuhYWFjxjR0qhwAdGDTZ8wYw5s2yssSDUMQi82O+xR37coVQyMjc/MWKWwFNBCIsQDBqhf/p65Zs1rglBeCIKhU6hQXF+PqpfhtTVlZ2Zq1a7Kyfvj5+dnb24uLi+fm5AQE3D1+4pimpqbbfDch+/78+VNbW2fVqlUSEhJNvgAURTEMI5EQMlnEE4bI5qawnCwW/xkvLUcU5Zt/QJjBIBsZcJ88w5KTyQ4imGMHM8TJlhbcp8/wuHhS715QC7Awt6BSKZ8+fWKxWCCtIgAwxMUZ///VUVNTU0dHe9GCBb169+7p3BM0UWsBMRYgGIlEys3JO3/hPAzDv5ZgwHFMXFy8u5NT24yx4j/HR0RE+Pj4jBwxkr9FXU3dzs7+Z3aWv/+taVOn/X8H1f+xtLS84Hc+ISHB3t6+CafOzs6+fPnSo8eP8nLzpGWkLS2tRo8e3btXHxJJNDUVYAkJsoUF99Fj9FMcta9oIhiSnQ3EYHA/RolNmQRVZ8ZqFgQmO9hzAoO47z9SWibGqi5cqJOQ8DUtPc3E2KQlTgEA7Z26piadRk9OTAQxVisCMRYgGJfLNTM3PX7sBJ1OJ/jTkWojeCOJenp6bbP5iouLqVSKkZFRne3mZhYxMTFcodX0BgwYMGL4CHd3t0mTJmnr6Pz3C4KwsrLW19cXsm9mZubsObNfvHhuY2NjambKZDKDg4MuXrzo6eG5YsUKUVW8J3e24wQGoZGRooqxyDY2iKQ4Gh1DsNgwQwSjw2QzU1hMDP38mcAwuAGZMhpLVVXV0NAoODgk9VsqiLEAAK1Wpx1ev3iRkZEhJS0F2qcVgRgLEIwgCCkpKUdHx/Y4811FWRnH8LDQ0NrdbBwO503oaw11DeGjS6WlpekZGR8/RsbHx9Fo/8SXvIo0BLRr127hMdYFv/MfP34IuHN34MCBFAqFn8t09+5dBw7ud3R0dHJyEsndka0sIAoFjfnEK1woigiGpK6G6OhgXxOwjAyyiQg6JhEtLURXF09Nw7//IGnzMsuLFolE6ty5S2Bg0IePH4YOHSry4wNA+3Ll0qUTx47XLCeEYZjD5Rbk5dl17txdRG87QNO0v49P4M/AcZzL5bLZ7PYYY5mZmfcf0H/9+vXp6RnDhg9TkFf48vXLRT+/V69e+fr6Cq+0GBh479Gjh1u3eTl170EiIbXHSX/bb8erRd2797Bhw2re6WRkZFasWBEYFBgZ+VFUMRairk7S08UzMvC8fKSTKFZlk0jkznZodAwWEyuaGKtTJ0RfF338DM/KaokYC4Kg7t27k0hI+Nvwljg4ALQvBgYGw0eOqH7b+WctNAxDKp069evXT1VNrbWv7q/W/j4+gT8AhmApKSk5Obl2mgmQRqPt3r0HQZDjJ47v3LWDIAgKhaKurr5nz95xY3+THDw3N1dbW3vF8pVNKLaopKiUV8ArpFO73XCc4K3QrH8GWGOR1NVIujrcl2/Y/nfExo5GVDs1/5hkK0sIwzghD0lmpmRLi2YeDaaQSYYG3OD7nHtBiKJiSyQjtba2lpKRev/uXWBQYM8ePWVkZER+CgBoL7o5OXUD/VVtkmgmiAAdDIIgK1es2r//QPtdtKWkqOTj4/vk8ePr166fPXM2IODukyfP5s6Z+9uo0cHBEcPxuPi4Jpx0xowZ3zMyz58/X1VVhWEYjuPl5WVHjx6hidF6ODmhGG/OBK9Ic/Ow/C6jsZ8IJrNq287yqTM59x8284Bo3GeW32WIROY8fFw2ybVq6w6isrI5B+S8es199AQik1lnL5RPnsY8dhJq9l3XVl5evmWLZ3lZRVlp+cgRI0eOHBEbGyvC4wMAAIgE6McCBIBhWKf2dO/2iUwi29nZ29k1bnmgjY2NtaXV/PnzFi1cpKOjSyaTqocLCQKCDfT1Nf7H3lnARdGtYXxmtgNYuhukQxFFDMQAsRu7W7G7u1vBjs9WVGxMwgJFGpXuzoXtmrm/3fXj8lEioqKev9/1wuzMmdmz686z73nf59XXb+TYsvJyHo83bdq0bdu2Wlpa4vC4pKSklORUUzOThYsWSiQSsVgyfNiwefN8mv2kBA8ecTdthSlk4pCBkEAoCg7hLFmB6Ovh7ZrpgoMWFXFWrBJHxRBcOiJ6uuLw91JJRKNSFy+Urjd8O5L0dM7i5VhRMaGnO6KgIHr1hrtjN6ysTB47CmoJMAzbvmPb4cNHDAz1O3funJ6e8fLlq2nTp967d19bqwVCegDA70JiYmJJcXGD3xsxCMEhNjY2SiDK++sAGgvQGOXl5QUFBaqqqnKnYBRFBQIBhqESieT9+wgNDQ07u+9dV/oR8Pn8iIgIa2trVdX/OEilpKSw2WxHR8dGolmxsTHh78NzsnNmzJhJpVHwePy/DdShnTt3zps7r7Hz8nimpqaWlpbS9jmyPxYWFtbW1hiKSSQSAp4gxom/J78NEwiEAXcxgYCybhVl6mQIRblbd/IOHxXcuNlsjSV6+04cEUX06En3PQwzlMTh76smThVc8ydPm4o0qyJJEHAPzc4lTxpH3bYZJhIFN25ylqwQ3rlLGjwA/vbl17pUVFScP39eQYF++dKVLl26lJWVjfQeERwcEhoSMmrU6O8fHwD4LcAw7NTx4/fu3muoayeGYSQS6cTpUx1dXH761QG+ADQWoH7EYvFR36O7d+4qKCqk02k+PvNHeY/as2f3q1evqlhVHA4HhpFr1661No3F5/N5PF5aetqs2TM3rN/g4eGBotIwFAxLV6v27N1TUJB/0/9WI2nv1tY2Bw8cksWtYAyV1RPKwSC7ryUqjRzpPXz4V/K9YOQ7Utw4XKyoGFFXJ3bpLP0VQQi9e/IOHUEzs5s9JJqfD6Eo3qUjzFCSfiK4dMDp6kjS0iFWFdQsjYVm5WBCIaGnOyyzoSe4uiA6OmhJKVZZ1SIaq1SGlbWVvIZAVVW1a9duQS+Cc3Jzvn9wAOA3Ysr06f0HDIQbNoVBENjCsjVaGP49AI0FqJ9Xr15t2rTR0MBo/IQJObk5J0+euHbtamFhoWsnVwNDQyqFoq+v365tu9Y2fQF3Anbv2ikUiTMzM9esXbNr9y5pAEoGhmHJSSnDhg/FNep3oKWlVe1c+q3AMNz44N8JrECHtbXQiA/CkJcUE2NpV7KHgdIVATOTZo+JGBhACCx685bkPQJRZojC3kmyc2FtbVhJKrmaAc7UGCYQhI+eELp2hYkE0cvXaE4OvmtnWFUFagk0NDQ0NTXTUtOev3jerWu3kpKS4OBgCIKMjX771W0AoOnAMGwjA0xaawZoLED9PHn6RFVV9dr1a5YWlhiGrVq9ctfO3du3b1u2bHlrdnNQU1W1sbVjs1k5Odn6+vr6ev9Pn8IwrE8fr4kTJta9frkOa3oRpXztsKU8Rb8BAoE0eqQo9BVv+y6puhIIJB8/IsaG5NHezR+yUweCWzdRUEjV8FGIqookORXjcSiTFsAKCs0bkDhsiMD/ltD/luTTZ4hOl8QnQEQiafQouFHLjKbDYDDmzJmzZvXaESOGW1tbFxcXp6akufdw7+bm1iLjAwAAQEvRem+WgF8IiqLFxcV6enpGhkZy8eHSsZMiQ6Fz5y5NFFhCobA6gPQz6d3bo3dvj7KysqXLlsz3WdC2bdumHCUUCg8fOayupjZihDeN1pjJAofLCbh9OzEpcfmyFYqKv8BAmdjDnbZlA+/AYUlUtDRoZGVFWb38e8wREDU12o4t3PWbRW/C0LR0mMGgLFpAnjCu2QPi9HRp+3Zxt+6QxMRBKApraVHmziINaEmn0Pk+C7gc7pGjR96+CcPhkd4evY4cOaqhrtGCpwD8cnM+8BI0kdzc3Iz0dDV1dVNTU2JL9IkHtCBAYwHqAcWkSds1l72IRCIBT8DhmvSGodFonp6eKiotszbUDFRUVE6dPN30ZTsikWhra7tj+/ZDhw+NGTu2W5euhoaGqqpq1cmkJSUlaWlpb968vnTlMpFIXLl8pUJzwzzfD8l7BN7RoWrwCFhFReHaJeS71+Bw5mb086fYU2cKQ1/R9+4kenl+54CEjh0Ur12uHD4KTUyiHz9KcHaCWhQ6nb5167Y2FhYTJ0wcOXLkhX8utubYKuBb0dTQbOK3o78cgUBw8viJUydOlJeXE4nEDh07rNu4EawetirABxOgiciDUk0KTVEolA0bNv7CmYVhuN6bLpfL5XA46urqdff36uPVrm27S5cunjh5Ys/u3ZqamsoMZboCHY/Hc7m8kpLivLw8Go02Z86c8eMm6OjoQL8UabIUAsMUMkyhtMyAJBJEIsE4XLPTsGoPSCbDVKrc6h76MdBpdLmgBwLrD8PFxaV5Hdn/NkKDg48cOtTe2dnD0zM3N+fq5Su7d+z0O3G8Gf7JgB8E0FiABkEQhET64kEqj+j8XoHojIz0kpJSGIaltYHSMkH4+vVrnxMT/W/4U+tzXdfU1FyyZOnUqdOCg4OePX+WlJRcUlIiEoroCvR27dqtXLGqd+/eampqUGtAbukprXpsoQXZ6qFayiy0xQes5wz/tpIE/FngZfzqq/gNCAoK1tHV3bVnj76BNPGUwWCcO3suNTXVwcHhV18a4AvgfQyoHxhGMjMzDx0+iMfjERhO+JjA5/OvXb8aEfFeZmiA4Qn4Pn285AlbrZBLly5u3rKpooIpb8eHohKRWCwUCMeNG9u4UmQwGEOGDB0yZCgEQVUsllgkotPpv5e4BAAAfzwYhlUyK4yMjNQ1vgTmrW1sCHh8JVP6oQdoJQCNBagfMomUkZ6xYsVy+a+wDF9fX3nYAEVRGo1mYGDYOjVWenrGtm3bzMza9Ovb99jxY7a2dj3c3QMfP87Ly1u+fEXTvyIrfmPS1dOnT1NTU+fMmVNzI4vF8jvmN3DAQCsrq28aDQAAABqn5qcZDodDcKA/XusCaCxAPeAQ3Pz5C4YOHfZ/OwNY2s9dtjYj/Q2DMBwOZ29nX+/0oSj66dMnKyurH2oW1QhpaalcHnf7tu2Ojo6JSUkSiWTGjJnjxo4fM3b0TX//FStWtuzpxGJxfHwch8O5evVKdEx0mzbmsjVW6UwhCJKYmLhr104rS0ugsQCApiAUCgUCwS8sK/mNQBCkujRHqrfg/6guwC8HvBiAeoBh2EpG82aHyWQuWrTw5MlTv6rpoVAoIJPJDFm2ta6OTlBwEJ/Pp9KoPXv29Pf3nzNnbst+fLPZ7JmzZkVGfsDhEAyD+vX/j0+BWCy2s7MzNTVrwTMCAH8wL4JeBATcPnni1K++kNYODMNsFispMYlEIkIwnJOdIxFJcnJy0lJT5bmKMALr6OhSWqgyBtAMgMYCtDwoigqFQolE8qsmV1tHh8fjBQcHT5gwQV9fPzMzs6ioyNDQkC8QMCuZYrG4ZU9Ho9H27d3HrGReu3o1ISFhw8aNpH/ztzAIQmDE1NTEwgJ0tAAAmgSPxyspKQWT9XUwLCwsbPKECdIFBxjm8/hMZsXObdtJZJJ0rQHDiETigcPSwkMwmb8KoLEATYLP5wuFAkXFphb2N90z/UdgZWnV16vv9BnTCgryBw8egmLYPJ+5Tk5Op06d6u7WvcULmwkEQteuXWW+PhqZmVlDZfnyAACgecAw/AuaKPyGuLm7KygpyfI4/p03HIJK0OqSWzyBoKz8y3wKAUBjAb4Cn8+//+D+wwcPUtJShQKBsrJyu7btvL2927a+ToU1oVAo27Ztt7K2VlRQtLCw2LF9x8oVKwIDA93c3FasWPnjigQ7dOjYoUPHHzQ4AAAAVAPDsPfo0d6jR4M5ac2AOBagQT5+TFi0eNGzp8+VVRgG+gYkMikzMyskJOSor++iRYtWLF9Bp0tNIFsnqqqqC+YvkP88YvgIrz5ePB6PwWBU54cCAAAAAPBDARoLUD+FhQWzZs/68OHD+vXrBg8eoq+vTyKRmJWVSYmJBw7u37Z1G5lMXrN6ze8yfXQZ33qUSCRqyDK+GrFYfP78uczMrMWLF0dGfrh161atakoUQykU6qyZs9q0adOsawcAAADAbwnQWIB6wDDs9JnTUVFRfr5+kydPqd6uoKCgr6fXvn37adOnHT16RNp/pl1rXDRMTU29eevmwAEDra2tm3G4SCR6/vzZvXv34hMShg8f7uTkFB4WPnHiBA0Nzbo7oxj68dOnhASpR2tOTm7oy5d4/H81lgRVUFQY5T3qO54QAAAAAH4/gMYC1AOLzQoKCnJx6TR69Ji6jzIYjPnz54eGhrx+87p1aqyCgoJ169ZSyJRmaCw+n79t29b9Bw4YGBiwqqqys7Is2lhs3bblzdvXJ0+c0tDQqLU/AU/YsH6DUChSVVXx9vb28vKqle+PYRiCIMrKyt/9tAAAAADwOwFqNwD1wGaxioqKHOztyeQv/QprYWFhoaamlp2d3Tqnr0OHDitXrHzw8EFUVCT6jf3yQkNDjhw9sm7duuio6D5eXgKBwNPT89bNW+Hh4devX6u7v6zrMUNDQx2Hw9FoNG1tba3/oq2trampCbrxAAAAwN8GiGMB6gVGYKQRHykURSUSya+ycf8qFRUVuXl5L1+G9vHqY21tI9U3smJmsVjSx6vP0iVLG6kMj46O0dTUnDZ1mlxfYpA0CtWrV+9OLp0io6IwDPu1thQAAADQEBiGisUSUNnTegBxLEA9MBgMfQP99xHvK6sq652gmOjoktJSUxOT1jl9EolYLBa7u/do164dDoeTiMUSGaiMxo8lEPEwDMsNZmoCw/C3hsQAAADgZ5KZkXni2HEw560HEMcC1AOVSu3Xt9+SpUt8jx5duXJVrahPdnb2zl07VRgMNze31jl9urp6Fy9cbN6x7dq2KyktPX3mtDTcBUvjeRiGvX79Ovxd+JLFSxoPYl2+cvnUyVO46rasMIyXdmnFkcmk9es2tG3btnmXBAAAAE1BLJaw2WwwV60HoLEA9TNu3PjgkOA1a9YmJiaOGTvW0MCQSCJVMpkxMTGHDh1KTk7y9fX9I/vDuLq6Tp86bePGDY8fB5aWlpHJJO9R3k+ePG7v1H7UqK/Y/SEwgpMi01iwtD4xJT09IyPTvUd3aUMxAAAA+MGAZIZWBdBYgPpRUlI6cviomqr6+X/OXbl6RV1dg0gksFisinKmkbGRn5/f+PETfou5E4vF0p4SeOkKYFP2J5HI69dvsLCwvHDxQllZKY/HY7FY06dPn++zQFdXt/FjR8uo/hVFsaysTF+/o/n5BerqtQsSAQAAAPBnAzQWoEG0tbWPHz8+Y8aMwMBHnz594vF46hoaHTt27Ne3n6ZmPU5RrY33Ee8Dbt9+9/69lZXl7Flz7t67O2TIEGurr7s5UKnUyZMnjx8/XigUYhiGky721V9f2TgIAhsbGy9dsqy3R6/Hjx+PHz++Wc8DAAAAAL8lQGMBvkI7Gb/dNF2+fGnxksVEIpFGo8MQJhIJL1+6dPXalcsXLzs4ODZlBLyM778SAoEgkUiKiou+fygAAAAA/EYAjQVoDAzDSkpKaDJ+o5lKTU3dtHlT7169jxw5cu3atWvXr7VpY3H//oPBQwYdPHTw9KkzX3WdyMvL43K5ZmZmMAynpaXR6fSmhO7S09OSkpLgf0sEYAgSicX37t0tyM9vY27eQk8OAAAAAL8HQGMBGuRt2Ju9e/cmJyfTaPT+/fvPmzdPmfF7mJWnpaUxmcy5c+cpK6vI07BQFDU1NR09avTNW7dYLBaDwWjoWAzDrly9snXrVlfXTieOn8Tj8Xv27nnz+s3atWu9vb0bP6//zZtr16zFE74IOBiGRSIRBEGzZ83u0aNnSz9LAAAAALRqgMYC1E98QvyECRNKS0sdHByZzIoNG9bn5uYcPnSERCI1ZcpQFK1rMfXTwBPwOBxefgHyv+VKC0GkRgyNHxsWFrZo0SIHe7vx48bL1wrHjh2bk5PjM3+esjLDw8OzkWO9R3o7tXOqmVyPIIi2tnabNm0acT0FAAA1wWSAOQH8AQCNBaifgICAioqKs2fO9e/fv6qqauWqlTdv3pw7Z569vf1Xp4xIJKqoqjQvT7xFMDU1VVZW9vU7amtriyAIDMMIAmdnZ/vf9Le2sqLT6Y0cGxb2lkwmnTx52tjYWL6la5euDlccPPt4Pnj4oHdvj0bqE41k/IAnBAD8RRAJRCqF+quvAgBoAYDGAtSDBJVkZma0MW/j6elJJBLV1NRGjRp18+bNvLzcpmgsRUXFixcuNS5lfihGhkYrV6z0mT8vPr6zkqJSTm7OrNmzQkND8Xi8j8/8xjPZxWKxooKiiopKzY2KiooGBgblZeWglw4A8KPp1q2bnZ0dmOfmAUKArQqwfgGoBwzDUBSl0qjVueEUMplEktbHNXG+FBQUfq0V3vjx469fv2Fu3iYzK7OioiIoKKhrl27Xr91wcXFp/EAbW9uCwsKHDx/UXKz4+PHjhw8fzMzNv7rkx2QyL168GBoaCkEQh8M5/8/56OjolnlKAMDfgaKioqGh4a++it8SBoMhEAjKy8t/9YUAvgDiWIDGqNZJ8h9+IwdhGIb7ePbx9PDk8/kSVIJDcBQKpSkHunVz69ev37Tp0x4+fNjRxYVEIn3+9Mn/pr+KiuroUaMaPzY9PX3K1MkRER/279/n5uaGopIrVy77zPfZvGnTvLk+oFErAAD4oahrqGtqaER+iOzt0RtMdWsAaCxAY8j7KMtz2OV/1+yLjMCI1J+gFQPDcBOlVTUKCgr79+0zNDC4cPHClatXIQyi0ig9e/bauGHjV3sH/fPP+YSE+DOnT3t59ZUNpejnd+zgwQN79+51cenUyaXTt14/iqICgQCPx3+nPqt3iRNFUVjG94wMAABaFb09PS7+cwForFYC0FiA+kEQXGxM7NhxY3A4HAwjpaUllZVVu3bvunDhgnQlEUPJJPKSJUudnJzqPZzJrGQwlFrD5IrF4pq/IjIaP0RNTX3Llq0rV67KycnhcDk62jqamppNKQyMjonu2bNXzbaGZqZm69dtCA4O/hAR8VWNVVlZ+fTZ09SUVFMz0z6efVJSUjZt2hgbF6utre090nvKlKlKSt82pWKx+Nmzp3fu3mVWVDg7O48ePaa6HVBhYeG6dWuHDRvWp4/XN40JAABaM6ZmZjQ6LfLDB6f27X/1tQCAxgLUBwzBmhoaZAo5IiLiyxYY1tHRyc7OzszMlIdAqFRqBbOi3sNZLNaKlcs3bdyopaX9qyY4MzPT1/doVHS0SCSs3igRo3379V21clVTBBONRrO0/Lam14oKihVMJoqitcZvShZqZWXl4iWLz545i8NLVeCYMWOSZbi7uxcWFi5fsTwvL2/nzl3fZD1/8tTJZUuX4gl4RUVF/5v+j588uXTxkpaWFgRBbDb7wcMH9vb2QGMBWhsRERFv3r5ZuGDhr76Q35Xu7u5BL4KAxmoNgJx3QD3gcLhNmzenJKekJKfK/0tOSvmY8CkpMVn+a1pqenxcgnt393qnj8/nJ8THs1jsXzW5ZWVls2fP8vM7JhDwFRQUFav/U1T81qXDb8LDw/PNm9eHDx8uKMiX1w2kp6fv3r2rsrKqfXvnxo99+vTpjRvXt23bmpebf/nylSdPnqSlpfnfuHn92o2gF8GrVq2+cPFCQkJC0y8mOzt73/59Hp6eCfEJyUkp16/diImJ3rJ1s9wWFYZhAoHwVb97AODnk52dHRQUBGa+2djY2nK5nMyMDDCHvxywVgioHyKBCBGIzZsd+f37Fyb6xCfEv3v/bufOHTNnziISm/QsHj95/DgwcObMWTAM+x3zE4tFcI1cM0wWihoxfESPHj0aGWTIkKFv3r5euWrFyZPHtbR1MAzLzMzIz89fu3Zd+6/F7aOio8zMzObPX0Cn00cMH3EnICA3L8/FxUW+uDl61OhLly5+/PTR0bFJzRYhCEpKSuLzePN9fPT1DSAIGjFiRFpa2r59e4cPG+HuXr84BgBaAwgOAQUi3wOVSrWxsQ0LCzP61+QP8KsAGgvwB8Lj8kgkUvfu7k0UWNKvzlnZb9688fYeBcPwmzev+XwBgtTQWDKR1anTVxKqFBTovkf9erj3DLhzOysrC8Mwl46dRo0eNWjgQFn3wsYQi8VkMrk6sGRja8tQVq6+0xCJRAKewOVym/h05AuUeDyeRPq/E+zMmTPv3r2zZ+9uV1fX5kWwUlJTUpJT5DNTd/0TwzAikdi+fftGWhUBAICfQG9Pj+1btw4cNOj3ajX75wE0FuAPxNLSUl/fIDw8rOlOhmPGjBk0aCCDoQzD8MMHj+oW4mEY1pSUczwe7y2Dx+dhGNZ0u2orS8szZ04HBwd7enricLgZ02eKJaLq7Kt378LLysvNzMyaOBoEQebmZjgc7tbtW+3atZN77isrKy9fvmLK1MnHjx8f0L9/M9r73Lt7b8XK5RIxisNL3fNrPSqRSFRV1e7fu/9VEzIAAPBDUVJSsrS0DAkK6jdgAJjqXwjQWIA/EB0dnf79B2zfsb24uNi5QwcigSAPuqAoqqOjY2lpWVcf0GXIf5ZnhTeDGzeuV7FYEydMJBAIFPK3JX717dv32vVrQ4cNce/uvnPnLgcHB/n28PDwf/7558rVy926uTl/LamrJsbGJtOmTd+4ccOb168HDBywYP5COp0+cOBAn3k+69avDQoOYrPZ37qe6+PjY2houGTpYhiGV61cxVBWrpnOj6EYiUwyN/8GIQgAAH4Qbt27X7xwobeHB7FpTWYBPwKgsQB/IPn5+U+eBMoTochUEpFAlEsBkUg8YcIEP1+/RlbKhEKhRCJpXmr8/Qf3g4KCBw8arKam9q3Hamlpnzl95vTp02HhYUwms3r7w4cPr1y9PHr0mBUrVnxre6KFCxZqaWqeO3/u6dOn06ZOp9PpOBxu1apVqqpqhw8fYrHZuG+pUpQvWQ4fPjziQ0Rg4KNhw4Y342kCAICfg4GhIYlE+vTpk2PbtmDOfxVAYwH+QDQ01Des38DhchEEwWTIt6MoamRk1Pga2YsXL9avXzds2DAPD8+2bdt+U6Rn2dLlWVlZJ0+dnDF9RjP0h76+waZNmyUSSc2TLpXxrc5YcqhU6pQpUydMmCiRiInEL99lKRTqggULpk6bmpycrKGu0Yxh2zu1T0pManpjJQAA8PPB4/Hd3NxCQkKAxvqFAI0F+AOh0egeHp7NO9bIyEhLW2vzls37D+zv0KHjiOEjBgwcoKL8nxbRDZGRmV5aWrZ27Zrr169pamjKN6IoSqPTN23c1MSSwFoxtuapq5rgZdTaSKfR27Vt17wB+/Tp07FjR1VV1e+8MAAA8ENx7tDh4YMHeXl51ebDgJ8M8McCAP6DlZXVnYC7sTFxy5YuY7NZS5ctdXCwX7ho4ctXL1lsVuOTxWZzdHV0vby8NDQ0JTVAvzvkIxAImExmC4aOJBIJk8kUCATNOFZBQcHAwKCubhMKhUxmRS1jfQAA8KsgEAhdunQNfPgQvAS/CqCxAH8sAoHg5cuXe/buOXf+XF5eXlh4mNx+86vgcDhzc/Nly5YHB4W8ePFizpy5jx4+7NPH8+bNm40fOHbM2GfPnj188OjZ02cvXgTJ/wsODrl//0HTfa3q5eHDh6PHeGfnZEMtRFZ21thxYx48eNBSA0IQFBwSPHrM6M+fP7fgmAAA4Htwcm6fnZ1dUVF/Tw7AjwZoLMCfSXx8fB8vT6++fbZs3nLp4sXs7KzRo0dPnTalrKys6YOkpqakpqQmJn4uLS1hMBhyB4RfQn5BflhY2Df5YzUOl8sNDw/Pz89vqQEhCCouLg4PD6+qqmrBMQEAwPegoaGho6PzIeIDmMZfAtBYgD+QsrKyRYsXFhcXX71ydcHCBSiGmpubb960+VHgo2PH/Ro/FkXR7Ozs4yeODx4yqFevnmPGjE5OTtm4cdPTJ0+HDR0G/SJwOByJRGpB63wYhkkkUsv20pFfZDNstwAAwI+jt6fn61evwAz/EkDOO+APJD4+PiY25uzpcwMHDiwqKkJRlEKhTpgwISoq8uHDRwvmL1RQUGjo2JcvXw4dNoTFYllZWY0aPWbE8BEODg6NdPZAUTQhIaGyqsrZqX1hUWFySjJS27wUwhPwjg4Oyk1LnAcAAIAWxNTUlE6nRX74ALpE/3yAxgL8gfB4PCKBaGhoKO9RI1dCEASZmJoEBQc3npVFJBLHjBnj1advhw4d1NXVv3oukVi0a/fOyMjIp0+eBQQErFq1Ek/4zz8riUTCYDCuX7vRrVu3Zj+jFg8O/Yhu0CCCVRMMw2rWKMj7Trb4nAMATaG7e4/gF0FAY/18gMYC/IHo6enh8fjHjwPlISgYhskkkkQiefnypZaWZuP+op06dXJ1dW36uQh4wtIlyyorK9XV1QcNGmRhYVG7CQ+EEfAEW1vbRgbBMIzFZoml4q+e1UAEQThsNvSN8GTU+xAMwxUVFTUt2psChkEcDlsoFDR0keyv1V3+2eTIyMrKysnNKSosLCgsLCsrkwt6AgGvpKikqaWlo62to6NjZGSsp69vWF9tJgDQECiKCoXC6pwBkUiEIEgTvyzZ2No8evggMyMDdIn+yYB/4YA/EAsLi8GDh2zbvq2kpITD4VRVVV33v/706bNnz54dPHCocY1VUyGJRCIYhhu/ESII0vZfG2UTGc24YIFAsHDhgg8RH3D4ej4xEQQpKCjg8wWQNBjXVP75559jx/yk/ZvrZHHBMMzlcgsLijDsG0YUCgXr1q978fx5QxdZXFzM5XK/Vbr91ggEgsTEz/cf3A8Pf5eelpaZlcnj8r88BkN4PE7+dpLHtKonG4dHjIyMjI2NnZza9+/fv61jW9C4F9AQycnJz549ffX6VVFREQIjZApF+paCpZ9OYrGESqVYW1t7evTp3LkzqeGeOVQq1cbGNuztW6CxfjJAYwH+QIhE4pbNW0hE4vUb1wsKCsQiyZQpk3V19Tdv3jJ+/PivHi4SiZ4/f3bv3r34hIThw4c7OTmFh4VPnDhB419b0RYHhmEFBUUVFVUcvr7lJAxSVlZRU1NVUGwwjawuFApFRUUFlvZuhusd0Fh6lzf+puuk0+mNXCSDwVBVUVNWVob+AmJjYx8FPrpx4/qnT5+EAmmwSt9Ar71Te3Nzc2MTE20tLS0tbTU1VQKBCEtvh+LyivKiQml4KysrKyk5OSsr8/nzF8+fvdi7d4+JicmQIUMHDRrk0tEFrCcCar7HDh85fOXKZRUVFTNTMxwe/+btGwFfWL2DrZ2Nvr7BgwcPDh48ZGdrt3TZ0mFDhzWUPNrb02PH1q0DBw8Ggv5nAjQW4Ifwy4MZSkpKe/bsnTZtWnp6Bo/HpVCpbczbmJqafvVAPp+/bdvW/QcOGBgYsKqqsrOyLNpYbN225c3b1ydPnNLQ+ErzGSaTef/+fQMDAzc3Nw6H43/T38HeoTrQ1RAkEunggYNfnbRvugFPnDDxq4LymwYkkUibN21u/CKlQTOkxYofWycvX748e/bMo8BHJcWlODxiaWnZv3//bl3dTExN9PX0m3IDEwqFslXFzLDwsHv37sXFxe3etdvX96iHh8e4seMGDRqMw+FaodgqLi5msVgGBgaNlIAAWorTp0+tXr2GQMTv2bO3S+fOBAJx586dqATt5tZt7py5MTHRh48egSB4woQJbdu2TU5OPn369IQJEx48eHDgwAF1tXoSSZWUlCwsLUOCgvoNGABepp8G0FiAlgdBEBRDW8NNwsLC0sLC8psOCQ0NOXL0yLp16xYuWDjPZ55AIPD09Lx189a48eOuX7/m4zO/kWPT09OnTJ0cEfFh//59bm5uKCq5cuWyz3yfzZs2zZvr0/idSRpuajlrBtmIEAK38EvQ8hf5W/H+/fsjR49cv35VJJToG+jPnDljwsSJ7dq2a8g4jc8XiMXSEBcOh6u5Qk0kEk1l9OjRc9nS5cnJSRcvXrr/4F7A7TsBAXf6eHouWbzEpbtLvWuyv5AjRw/7+/s/ehjYvAXxpoOi6O/SLaCgoCAlJSUlNSUuNlZBUUFBQZFGpdKoNAqVQiKRCAQCkSTtSU8kEb8g/1m6mUSQ/kIkEWtbqAiFwpWrVp44cXzSxMnr1q3LyMg4feb0pUuXCARCNzc3JrPi3PlzbBbLytKKy+WOGTPa1tZ2yOCh69au8x45csHChcOGDj19+kybNm3qXq1bd/eLF/7p7eFBbHhVEdCyAI0FaHmUlJR27tilo6PzO05udHSMpqbmtKnT5DdODMIQBOnVq3cnl06RUVEYhjUiMv7553xCQvyZ06e9vPrKes4o+vkdO3jwwN69e11cOnVy6fRznwqgxSgtLd27d++JEyeYTKaBof6cOXMGDxpiYWFRcx8+n5+TmxMVFfXp48fc3NyysrLKqipZzjuGx+MV6ArKysq6urqWVlaODo6ycnq6XG/Z2trt2rVr3rx5j588Pnr0yOPHT4KCgkeMHo56iUh6hNYTFxSJRHw+/yeEqNs6tqWQG0uabA3EJ8T7HvV9+eplQUEBm81CEETaNkv8/wRHEpkoj0fi8XgCgYCX//n/j//+jidIdReJSCKRaTQqjUbPzs4MfPTE3sHO0NBw2fJljx49Ki8r19bRXrJ4sYKiwsEDB9kUFl/Ap1KoW7ZsuXbt6oULF6uqqh4+ejBzxswLFy7Mmzdv9JhRly9dsbSs/fXSxNRESUkpKSnJzt7+p0/YXwrQWICWB4fDde7c+ZfPLIZhpaWlHA6nWhWhGKpAU1BTV2vkKAIRD8Nw3RsJDMNyA4hGiI6J7tmz16hRo6u3mJmarV+3ITg4+ENEBNBYvynPnj9dsWJFdFSMuob6ylUrfeb51Pz+kJOTExkZGRT84snjJ9k52Xze/1tA0uhUafAShsQiCZv1/8pQAhGvra3dq2cv9x49OnbsaG5mLk3n0tefPm2690jvU6dPHT9+7PI/VyiPyR2nO6N2raWGAIOwr/4TaBGaXTvyc6ioqNi5a6ev71FNDS1PT88+ffrY2tooKipVVFR8/Pjx+fNnjx8/ycnNnjB+wqTJk/E4HIvF4nC4sj8cDpdb528Ony8QCgRsFruwUCwWi1gslq2dLQzDJ0+eYHPYGIZSaRQ+n7djx/YKJhOVYDAiLfKFMCgyapiOjg6JRCwqKsLj8bPnzHZ1dTU3N3vy+OmYsaMHDRxEplCoFGlgjUqlkkgkMokkEAqvXL48kMMh1kQWWqvmRxi7/LUAjQX405CH1l07uXp6eu7Ysf3Bw4coKkEQHJFIhCF4yJAhGzdubGQds13bdiWlpafPnF66ZCkiTS5CMAx7/fp1+LvwJYuXNL5SpqigKP0QRGuvk/7y7DRA85BIJNu3b9u1ezeHzenTx3PH9h2O/6bWYRgWnxB//tz5wMeBiZ8TIQgiU0kmxiZO7ds72NsbGhoqKikpKijKNZZELGGxWVVVVXk5ufEfE6KjoxITE8+ePXf27DkjY8M+nn0mTZrs5OSEx+MVFRWXLF4yZPCQjZs2XLl05eW215uLNu3fc0BJSemXv4gMRYaujs5ffgNOTkmeO2fOy1cvly5dOn3aDCMjo+qH1NTUzM3NBw8enJKScvLUicOHD5eWlfn5+mlpaTVlZIlEIpTBZrEkKCpBJQIeXyQWsdkcHp+Hx+H4fIFAwJdIJHw+n8vlCQSCpOTE06dPe3p4Zmdnx8bFenp4pqWn5ebmtm3XNjY2Ji4uTlVVlcViiUQiFEVhGCYQCGQSiUwk/3PxAoKT+j5Io2rS0BpBFmz7EmAjEgkkGTQaXRpak2o02f/RqBiK9ezZ08amMScaQE2AxgL8UYSFh02ePDk7O9va2hrDsPSMdC6H07Vb14SEhIT4j8NHDB89enTjiWKurq7Tp07buHHD48eBpaVlZDLJe5T3kyeP2zu1rxmgqhcPD8/5C3wOHz7s7T1SS0sbw7DMzEw/P9/Kyqr27Z1b+rkCfixFRUXLli+9eOGSsrLy1oNbZ82cVZ139SHyw/79++/eu8Nl8xSVFPoP6NfdrXu/fv2NjIxIJPJXM9aEQmF+fv7z589fvJAWFx4/fuLM2TNu3bovXrLYq4+XPJBz9LQvz5J9/2Dg2VPnstKzjvr6Wn5jZmGLs3TpskWLFpFIv6xr5y8nJiZ62LBhGITdu3ff08Oz5kNCoZBIJMp/Njc337N7r2unzvPmzfXw9PC/4V9rWble5El7FArlm/S0na39jRvXDx06NGHiBCqNGhQUPG3a1F49e40YMWLLls0HDxwaPHiwTJNJ4XA4fD4v7G14cnKSe88eVZWVX2Jr8pDal9gaV8CXUlXFkhVlSy0ipP8TS/+XlZU9fNiwCxcugrqHpoIBAH8KTCbTvUd3ExPjhw8fcDgcHo83aPDAkSNHYBiWn58/Z+4ce3u72LjYr47D4XDOnj3b3b27ppaGopKCeRuzJUsXZ2VlffXAqirWjJnTSWSilZWFew/37u7djYwNiSTC5i2bhUIh1nJI8vLLrR2YPTxRNqdlRkTRqsnTywzNha/etMyAIjFzyMgyYwtRYjL2Y7h58yYEQVOnTfkRg2dmZrp1d4MgyNLS4unTp9Xb8/Pz58+fr6zCgCBIV09n5aqV7969Q1G01uEol4ey2SiX99UTRUdHbd22xbyNdLmQSCLOmj0rJycHwzAuyl0c4dP3dG+7DjYQBFlbW7179w77reByuSEhIXK325p8/vwpLi6u7qS1cmTxIUdbW9v4+Hj5Fj6f//jx41mzZvbu3atzF1cPj97z5s17/vy5QCCQ7xAREWFkbNi1a5e6k9AUSktLQ0NDz5476+fne+XqlcioSDabXWsfkUg0YcL4NWtW3/C/geDgy1cuxyfEO7Vv9+bNm779+lpbW5WWltYddvOGjZw6Q9UdmcPhVFRUFBUV5eTkpKWlJSYmrlm7mkajJiYmNuPp/J0AjQVoefh8/pGjRyorK3/y5N69d1dFVfnSxYvyX7lc7sBBA4YMHSwWizEMq6ys7OTqMm36VPmvX0X+EcNms3m8r98pax517do171EjXTp17OjSYdSoUXfu3sGwFr6dAI31QzVWWlqai0tHWQeS7snJXzQiiqI3b920spYGkzS1NFevWZWbm1v7SLFY+PoNe/mq8vau5Zb25c6urEVLpbJVJGr8jJWVlUeOHtHT05MFsYzPnTtXzilb9G7exFejo7OiJoyTenCYmpm+ev0K+7lIJJIDB/e/fPmy1vaIiIh9+/exWKx6j+LxuOXl5W/fvm1jYX7//r2KivIyGeXlZSUlJWPGjh49elS1EKlLVlZWcHAw1prgcDgDBvZX11D78CFCPi1Xrly2trYiU0i2drZ9+vYZMXJEH68+NrbWJDKxXbu2t2/flh8YGhqixFAcN37cN32MpKSm7t27Z9asmVu3bvG/6f/o0aMLF/9ZvnLFvAU+Z8+fq6yqqrlzTk6OU/t29+7dGzN2jIVlGy6Xe/DQwQEDB4SGhlKp1P0H9tcd/9hR36dP/v/Noenk5OSoqavOXzC/Gcf+nQCNBWh5SkpKOnVyqb45/TQ2bdpobm6ampoq/5XL5Q4ZOnj4iGHVomrN2jV29nZ1v9j9CLg8aY7rDxocaKwfp7EyMzNdOkkFlmcfz8LCQvlGNoezYuVygqwT5ciRI2JiYuo5Uizm7NpXamheqq5bZmFX7uRSZmFXqqFXZmjO3rId/ZrMwjDs48eP48aPk68wjBwzYlyA98RXo/N5eWwWe/qM6TKZZfLu/U+KZpWXl79+/erx40ALyzZz5815/frVy5eh8v9ev341ecqUNhbmubnSkFtdTp0+5eBgb21tRaVR2liYt3Nq27ado/w/ewc7Mpk0Z85sqfF9A9y6fWvwkMFYa2LFyuU4PHLD318eL583by6RSOjfv//9B/er3yQSDMvNy70dcLtnzx6KSopr1qxmMqXhq7Nnz+AJ+G3bt0kkElQm1htC/iXt6dOnU6ZOvnXrVgWTWesy0pISDx08MHve3M//fsrJuXT5ct++Xo8CHyko0k+cOiESibz69jl16uTUqVNMzUzqfuKlpqauW7u2GfMgkUhWr1mtrMKIjf36ggAAwzCQjwX4IUgTzH+6kRKbwyaSyNVJMyQSadWq1TAEVydgMZSUOBw2n/9vt5MacNicKlZVI9eMYZiSkhKVSm3ixbT+4nNAXcrLK6ZPnxYe9s6zj+eli5fU1KQlqDm5OT4+8+7euaelrbVx48YZ02bU46eAYdxde3lH/BAtLfKShcRhgxFlZbSiQnT3Af/0Of4RPxhGqEsXQo36EllbW1/458LAAQM2b9l844q/cpySx5oeaHuURqcdOXwEgrBTJ09PnTLl1q3b9boftSzv378bNnyYfI07PT391KlT/30cnjBhPINRv6e/hrq6rZ1dVVVlVnaWoaGhtrY29G/VBwZBA/oPmDp1WiNpka3Nhu3ly1BfP99169aPGD68oCB/1KhRsXFxO3bsWLhwkfxZoJ8S8w4fDWVXPSUgeARhKCuTSaRt27bfuXvHyam9RCJRV1fbsmVTTEw0Hk9oqAIGljZfIuTl5SYkJDg6Ot5/cP92wC1ZAQ0uv7i4s7KKTwVbh0abraP9Kid/+/Bho2fN8bSxxVRVYBVl72HDLly9wuZw+w0adPjw4bGjx/r4LDh86ODKlStv3b55/vy5JUuW1jyXqampAl0h8sOHb+0SjSDI3Dlzr1y+vGfvnnNnz4GGm18FaCzAn4O2tk5ZWWl+fp6urq7848D5v5nmySkpCgoK9eqkq9euHjiwX9p5BpJW38AwLBQJUYm0GEfa1JlAxONxixYuHjt27E98QoCfikQiWbly+bNnzzu5djp75qxcYKWkpkydOvXVy1f29nYnT53q2EEa4qqL+OMn/pnzsKoq/fB+QtcvxiU4CgU3ewbOzoYzfwn/7HmCR0+C81duaTAMjxgxsn175ylTJ4cEh4ZsepVulq7bXo9EIu3ft7+qinX92vV5PnNv+t9SVFSEfiTt2rW7ccOfw+GsW7ema5dugwcPkQkkKZj0KwTZwcGxIVP7gQMHDRw4qLCwcPnyZatWrbaysvrWs7cejSUQCPbu26unq7d40WIOlzNj5oyPnz76+/v37tVbvgPGZLLWrld8HeaKx4VqqaSqqeAhyKm9E4/HCwsLk607u9jb24eFhT158qR9+/b1WsNIb8Z4fHx8vIqKipOTk0gkys7OgmFYIpHExMQwKypDYEhJVWMWQ40bGdUBg9SF/J2zZuK19bvo6AkYShRt7WHFZZcO7J/drfuAy5evX70yYdz4Q0cPl5SVDR4x8uTpUxMmTFRX/4/5e3f37sEvgr5VY0EQpKOjs3DhwhUrVkydOrW7W/fvmNq/AxDNA7Q4JSUlbm7dUlJSfvLcxsTGaGlrjp8wTt6ZuBaRkZE6utrz5s2td5EiMPDRtOnTps+YNmv2zM5dXHEExMHRfqT3iEmTJ/Xp40lXoNnYWr98GYq1Dn6jtUJxZjb2Y7h+7y4EQRNmTmupAfft2wvBkIm15aeMdPmW1PQ05w7Sm1C/YUMz/10Sqhf2uo2lKlqcfYfqfZRz4HCpmi571VqsyYneaXmp7fo4Si3WzM3evn37/1V4VxcIgmbPmd1IPlPLcunyxfrXRr8GiqJy14BvPfB2wO2hw4ZirYOAOwEIAl+7dhVFUZ/586hU6p07ATV3EDwMLDO2KDM0K9cyYK9aKxIKRbISPKFQ+M8//1ColFWrV4rFYl9fXwIR9/TZU1mFnqjWf9Jsv5s3lyxZzGKxqncQi8XJycmKSgp79uwZO2GcdRtz4edE4as3/Ft3JMdORi1eOt7SKrZ9J7Zrd6aJZbqaTicYua6lO4BKbaeqIpgy46xXv4EevYNOniTgcNdvXK/1vDgczsb169PTv7zVv4mKiopOri42ttbV66SAhgBxLMCfg52t3fTpM7Zu3SIUCpcsXmpnZ4fD4VAU5fF4gY8DN2/eRKVQp0yZWu8iRZ8+Xn1kZfOFhYUTJozfvHHz9Okzqr/53Q64tWHDhgom86c/p98ZDIVEIu7W7TgDfQhtYYcwGIEtk1O2MtTsPqXytmzHvm98EgK/rSjfdvGcAp6ww8iszRV/kVicI+BPe/IwIjKqp7q6r5ae1qlzXFRSveb1HzBU+OgJrKpCdOtS//iDBvAP+4revoNQFGqav5S2jk6XpZ0KxYWpz1PHTxh/9+5dG2sbNTW1Y37HBg8ZfO7sue5u3UeOHNn054iiaHl5GZMprUT5ctWY1IBeT0+v2nSgXsaO+ZIi9q3AMFy9liTvjYPD4VpPgKopsFisbdu2uXXvPnTosOs3rh87dmznzl0DBw6quY8kJQ3jcGEqBYMRND0TLxBAMgd/HA43fvz4lNTkvXv3duvqNnXq1LPnzuzYsaNnj544pPZ7IC0t7eGjBzu27ZC7/1eTnp7GZrGHDB2ipKT09MmTXCrZuIur/KG2EDR5UP9Tly7t8FlI4/NoFczB1689ef26j7Hx2g9h7x4F9oKRE0W5ZckZziTS5a3bhhSWQh074G2sYCoVgmEqlWrj4BAeFvatjeGlSRcMxqFDhz09PVasXHHq5Cng49AIQGMB/hwQBFm1chUCw/sPHLhx/YaJqYmGhiaHzc7Lzy0rrWjv7HTk8JGvtme+ceN6dk7OrFmzVVRUqjcOHSK1hAkICBjQf8DvdZP4ZSAwoqEu5nKF/rchBK5fmnwfxkTiahV1QXo2Z//h7xkHgaBSAn5FRVG5WLyUTPP6EMMK+8Aj4JdWloYI+N0RnB9EUL1xiy1qrIMeTCHD6upQAy0pEQ11iEjEOJymayyJSIIoIO7Lu7G1eXcv3p83b97dO3cVFRUdHBw3b948ccLEVatXurh0NDAwbMpo2dnZq1avDAgIqJmMiKGQto7Ws6fPbWyk9hCNw+Fw0tLTxGKxuZm5UChUVVVtynkxDAp/F3bz5s2oyEhnZ+cxY8Y+fPRg5Ahvc3OpV0Xr58mTx0lJiTf9b/J4vA3r13v18VqyeEmtfdDSUuk7XKqqELSsDGWzkX91EgzD69auDw19uW792tev3ixbumzGzBkvgl5UrzN+GQFFT546OX7cBM06bqUZGZnq6uo0KlVbW4uAx+fl5BjXeMXdu7mFh4U9SkkaOXQoBEEDDPUepqfM2LqdMtr7RffuG3t4dLv0z4e09N56Bn7xcYlbthtQqaiGBsHZCd+xA97KolfbdjtOnhzI59MaaLjZCM7tnffu2Td9xnQnJyefeT7fevjfA9BYgD8KCoWyceMmD0/Pe/fuhYeHFRcXEwjELl26enr2GThwkG4TWihyOBy5416t7dVLM0BjNQkEoa5YTujdG0ZR6AeIUphI/PD27V5fX49u3abMnIkJhc0eCk8kHT97KuzevU7O7ZcvXkbB42Ec/oDfkYDnz9u0MTu2ZoM5lSZEUUJDzwKGIZGIf+KUJCsHq6+cQnoTzc6G+HxEX1e6c5NBxSiOhNuwdWN5WkVIcMiWLVv27NkDQdCYUWMDAx9fvXJ12/Ztx4+d+OobEkXRQ4cPBQQETJ8+3aldewKRIJe8GIZRqRS5YUQjSCSSS5cvnjh+IjMzS09P19fXb9fuXW0dHZctW954AAyCoJMnT6xes1pRUQGH4BSVFIVCwanTpwMCAq5cvvoT0va/E4lEcu/+PT1dvZ49e+3atTMnN/fixUvfOgiRSNy0cVPPXj3Onz8/YcKEVatX3QkIqKWxQkJDpAlS3ZuT2zRl0uQ1a1b3dHNTVVW1MG+jqKBYUFrq4twhJD9XMGlsb0PdA9u3rZg9x3fG1NftHacpKbNi4oR37wuuXIdVVciWFkZc9vOz5wZNnAjRmlrNU8348ePfvX+3csVKFWXlsWObGez882lwFREA+N3ysWohEgllfsXS7hNNP+rp06dKDMVly5empaXJLI7FWVlZu3bvUlVTuXjxAtY6+A3ysX48N+7K8rFmfG8+VkpOtpFFGwUFelBwkHzLs1cvGZoayirKoSEhTRyEs+dAqZoOe/X6+h9dt6lUVZuza2/Tr4olZM1/M3vsixFFosKYqBgdXW08Hnf+n/NfrjklxdjEiK5ACw39+hWy2eyOLh2mTJmMfTsSiWTfvr0KSvShQ4dMnz7dzs4mIT5+7do1Cor0nTt3NG419/nzJ11dnekzpldVVe3cuaNfv74cDichIcHCso2Pz7xGjm0l+ViZmZlKSor79+/LyMjQ0tb0me9T727cg0dLNfTLjNqUaRtVeY/D6niGSSSSSZMn6hvoMZnMZcuWGhjq13RW43A483zmfvr0sd7BHz8ORBA4NS315MmT6hpqaWlpdfe5dPnSvn1f3lq7du9asGD+jRs3CER8TEwMh8Pp3sP9TXh4x04uI0Z5C7lcSUGB4N4D9pr1lUNGVFrZf1DTWalrUOTSlbtyrSDwiTi7fjOOhuByueMnjMcT/v/OBNSisaYiAMBvDR7/petW481zatG1a9fZs2YfOXKkV++ePXr26NHDvbdHrw0b1k8YP2HIEGlAHtBKQEQiaX/l7+5SfOrIkcyk5GHDh3XpLM2mqqyqWr1kCbOoePny5d3cpFbvTYE0bDCipia47i+4ebvWQ4KAe/zrNxBNDaJXn2ZcHp/Pd2jrsHPHThRF161bm5SUJE2ENzObNnUam8XZv1/qMPn1Ji1kCkO5fp+FxikpKTlz5syokaP9/W+OGz8OweEoVOqWLVunTZt29erVwsLCRo799OkziqGzZ81WUFCQB9tQFLWxsRk4YGB8fDyb/f8m2a2TBw/uYxDUv3//m/43+Hz+gvkL6t0NZ24K06gQhsIYipgYi0kkyX/BMGzGjJlcLvfixQvjx0/IyckJDQ2pfjT8XbiigqK5eRtJfZiYmNIV6AG3A0JfhqqrqxsYGNS9AC9Pr4zMjMLCAqmpm4dnTEyMqYmpirJqUFAQlUq1tbJ5//btmJGj37x6VVZRhWhpEQf0o23dpHj5ksLVyza7d1ItLRILCkTn/mFNnMoaO4m9YKnw8VOMw23KFFEoFN+jviNGjJwze/bZs2e/e8r/QMBaIQDwH8hk8vbtO1w7d75963Z2ThaJROpt7zFo0KBa4X3An0FKasqJkydUVFWWLlkmT931PXo04n1Er949Fy5Y2PRxcMZGlNXLuRu2cJavFoWFkwYNhJUZWEWFMPCp4Lo/JpFQN6/A23097akhxo0b/+79e9+jvnv37fHzPUYgEGbNmn3x0sXAwMDHjx97eUnLNRqCTCZPmjzpxIkT0THRbR2/ko9Yi/LycmYls08fTwRBBHyBXCdJW3P29ggIuFNRUSH3SakXPAEPy1qqV7dFlystBEHkpYZQK0YkEl24eKFXz55qauqXr1zp49nH1NS03j0Jri44R3vodVgZHrfjycO0yDBcnacGwzCfz9+xc0fAnQAajbZ8xfJ/Lvwjbx6fmZlJJpMjZPbxdQeXSCQIgixbtgxG4KNHj9brR6WiqmJsZPIhIrL/gP6WZpZ4HD67JNuunW3gi0f9pnmZdjJ57P940MRB+Xn5z+Of2JHt8DCBgBAoBBrd3kjRwdbL2vrNnYBu1nbc4BBRTIzw0hXhrQDE3IQ0aAChuxve3g5q9DuqgoLCmdNnKBTK9OnToqKiNmzYUMsk4i8HaCwAoDYwDA/oP2BA/wFgav54Ll64WMmsmjNntjzvOy0t7cyZ0woKCmtWr602s20i5HFjIBjm7donuHhFcO0moqyEMSsxgQDR1qYumEueKO2H02xgGPaZ53Pv7t0b1/2nT5vRoUMHFRWV2bPmLFiw4OKlix4eHrhGU+mVlBhFRUWDBg3s1rWbmroaLEuRQ1GUwWDMnj1Hq06qdTUKCgpkMiU1NU2umeQ2TlJf1pwcBEFIpMbysWysbfAE/LHjxw4fOowgCAzDOBwuOTn54aOHrp1cFRQUoFZMalpqXl7+hPETUlKSY2Jit23f3tCeMINB37op7/DR11VMDoJpSNC6+XEIgnRy6fT8+QsbGxtra+vY2FgSiUSn05lMJgzBtja2ErSeo+T069cvPy+/e/fukyZOqvuoCBUJUYFxR6NLly4Utckr5heXK5X6vTxcrFycEZyx5t0KpqgyKiO2MquMyCDsvLvdCGeAl+CJOCIFR1EgKioRGVQ8LaIyTreds8OgRVo5PELMR/RuIBQTL9yym3/yLL6jM7GvF7F3T5ih1Hg0y9rKesPG9RGREUcPH3V2/o8x4d8M0FgAAOA35psWgmtRVFR4+/YtBUWFyZOnyLecPn06PT1jxszpzUlAhmHyuDGE7t2FAXfE4e8wPh8mU/DO7YnDBuP0v5JX3hQsLCwmT5myedPmAwf3X7l8FYbhQYMGHTp86OmTJ3HxcY0HqD59/ESl0iQSScSHCORf4wCJRKKlpTl+/IRGDtTS0urdq/eBg/sNjQzFMrOr/Pz8lJTk/Qf2Ozs76+o29rxMTU1XLF++fPmKqKhIPJ5QUV4+bfq0oKAXioqK8+b5NC4KfzlxsXECAb+Ta+fDhw85Ojo05D0rB2dtpXvsiDeKjW/g3QjDcEFBgUunjs7OHbp27Tpp0sS5s+d59vE8feY0kUBo/CWQv1I1I1hsETufm5fLyUlkfkpmJhVw84WYIKogLjskQ9lCSawpyk8r0DbXSn+aqViq3MbUIp2UZa/oWGXNQVPRzppduQKuSCLkirlVoqp8Th4bY1dqV+05s1lngDadwDC2MzVt52aa00X7RZx6VAYcGMR7/JxvoEcYPJA4oC/etv5YLJlMXrJkibNz+3k+87q7u82aNXv6tOmWltLmnn85QGMBAIDfEvnaSlZWVljYW5EsN+ubwOFwL168+JyY2N7JicmseP36FZPJ/OfCeTKZ1K5tO2n35aZleqEopq6hbm1lLV8Iw+npUHzmQHNmYQI+TCY3vs7yrcycPvPs2TP379//EPnBub2zoaFh3759jx45ev/+vcY11uw5s6XZVDCCQdI/1eBwuMZXdvB4/KpVq3JysydNnsRQUiotLR07bkxpaamlheW6teu+2lpq5vRZ+voGJ0+cjI6JYrFYoaEhXl5ePj7z7ezsoNZNXJw01KSjrf3mzet+/fp/1asCByONi0YtLS1PD8+7d+7MnDmTSCRGx0R79vHMSE8fNWr0VytD8Xi8BJMUcgsSyuOTmJ+z2Jk5nOwyfikBIZLxZEWCkgXDUq2bFqWCNslh4vvC9wGX7yz2XDzp3KQeaO8xXcZkmOf2VepP66AQGBi4ym4diqEiVMSTcFkiNltYxZawc7Ryrp68rCHSKIfKYgrehUtCETxBb5ixfncjyyw9u4hyzdef4YO+kis3EM+exDGjCI729b6xu3Vzexz45NgxvyNHj1y/fn3ixIkzZ8zU09P7ni9CvztAYwEAgN8SPF56T3v65NmLFy+acbi8KR4MQR8iP3j19cIwDIfDicViFMV85vvIs46+ivwoKpUWcDvA3d39/w/gEKnTY0ujo6szdeq0TRs3Xb58Wd4nauKEiX5+frdv3169ak0jzeOUGcrKDfQW/CqGhoa3bt6+d/9eaGhoaWkpiUTs1Ml1+LDhTUm7weFxA/oP6Ne3n0AgkKcfUSi/QR9PHo8X8SGik0unjIwMNofj4iL11v9OYBhu7+wccCdAKBAYGhjGxEbn5uWKJRJ9ff1GjhKj4nRW2qeKhDeFr9OrUjkSjkgiVCGp6tH0O2l2tlSytla20aRqERBCAhJ/45p/O+X2ah01bpz0N9Uyo5ApCXHx8BjY2soqKi7K2tbmytXLycnJbdq0IeFIJByJQVSGZM2QnNU6ltiUGGEmXbt1Ta9MS2R++sT8mMnKeIsUvG2Do5uSLId0cA4psogs0b58A715V9DTjTh6BMG1U903uY6OzpYtW6dMmbJ///4zp88cOLC/R4+eQ4cO7diho4mJyW/x6rcsQGMBAIDfEmfnDnPnzsnKzkLgb/6WLM9BDg4OJhCJPXv0wBPwQqHo3bvwqqoqV9dOaqqqTdRYODzu/fv3ebn58qqun0C/vv2OHDn89OmTvDxpX05rKVbJyclxcXHt2rX7QSclk8kjR4wcOeIbbOVr8rtIq2oqKysjIyO3btma8DFBKBDUanvabOzt7AkEQmRklLu7+917d+NiYwkEAoPBqLunBJMU8YrCi97ElEUlMj+XC8rIOIoOVdddpaelsrU+zUCHpqtA+E9Cm7aWthgVlZeXGxgbEInECmaFlZVVSmoKBEGWVlYBt2/36tUbh8cnJMSbmZnJbQVq2u4PGjL47Okznp6etip2tirSKGMeJy+HkxVfFvuuJDwGy3/vhem46VgmMpwjWVbBTxWeh4id2+PHDCf286rb6dzY2OTIkaPTZ8wIDgry9/efPXumpqa2rp6urraOhaWltZW1uro6giAEAl5aACFt0vCffH8EwfEFfBtrax2dBisqfheAxgIAAL8lurq6R4/6SiSS5h1+5+6dZ8+e9fX0vHXzFh6H+xAZ6eXVx8bG5sb1G5qamk2seoNheO68OU0xAv1WEBiRZ6bXUpBOTk4uLp0ePXwUFRWlq6tLpVL79eu/a+euwEePamkssVgcHR2Nomjbtm0zMjKysrIQuR35v2AYRiKTndo5NdTaWV5eV1paqq2tXWs7k8mMjonu4NyR9u3ela2fgoKC8rIKGxvbq9eu6OjoNlRR+K3Y2trSafT379/16NFj/4H9b16/trGtvWaaycpIZH56W/Tmc8XHSlElDsaZKJh21+7hotnZWtmajGtQqmpoatJotIyMdGktApn0+HEgDoePjYtdt25tWnr6mzdvxBIxi8XauXPHlStXOFwOhEFKSkoqKirKKsrq6up6evqpaam3bt5s7+ysp6eHw+F0abq6NF0XDddxbSZGl0a9KXydUJkQ1Jb72l5Ra4hSt5fMjm8jdOeGCS9eI06fTOjhJl0Z/y/2dvb2dvZz586TFjo8fBAdHZ2Tm/Pp86eLFy5UMCvkXWVpNBqRSKz5rxiPx/N4PC6Hp66hduzY8WFDh0G/M0BjAQCA35hmp06Hhb1FUcyjt4fcrDwyKrK8vGLEiBF19cQPuoDGqRQwBRKBGJMwBUw92v+XkxAE6dHD/dHDR8EhQQMGSEtfO7l0ghE4MjpSIpHUvBgul7ty1QoBXxAQcOf06VOHjxwhyAoDqxGLJbq6Og/uP7SysmroMjgczspVK6dMmeLW7f9WYRER71evXs0X8O8E3KursSQSyVfT43A4XGtucpeVlUWlURAcEhsb27lz55Yalk6n29jafkr8PGjQYA6bGxMbO3bcl2pTgUQQUxYVWhASVxZTyM0n4cjqFA13nV7t1Z3NFNuokP/f16sm0o7UAkFxcXFcXGxsXNyDhw/u3b+HQ3DJKcmBgYEioRhGoK1bt0nfNjj4xvVsHB6JjIqKjIqSJ0hJvbtqhGtxOOTJkyeKygx9PT0LS0sHewdHR0cLCwsqheqq2cVVs0uhsCC2OOZlQcgn/KeLQxVDuii6RHK7P4vSmh0t6dwZP2MSoVuXunlaeDxeFm21lkv2wsLCu3fvbtm6edGixQwlpU2bNy1cuEg6yf+6ezx+8vjs2bO7d+8pLyvzmTfXoo2Fra0t9NsCNBYAAPjrEIvFCQkJOBxObtmAomhwcBCMwB4eHrX2lCSniJNTIA4HotHwlhY4s9ohjRb3eUqvSnuR9zS0IJgplPYg3xy1rpOGa09dT3tVB/kOnh59VhJWPnv6TCwW4/F4MzMzLS3N1NTUoqIinRrdoihUyrat2yUSiZKS0pQpU93de9QKtmEYRiaTG88HolAoYpFoypTJVy5f7dixY1l52Ynjx3ft2kUkktauXaOoWI//wtOnTxYvWczj8RrKdBaLxBMnTdqyeQvUWsnKytLQ0MAhuIyMjNGjR7fgyG0dHQPuBCgpKdLo1Lz8PGtraxZa9TTrcWhBcBYnQ4iJDOlGQ3SGd9ToZK/iQIRI9a5jZmRk5OTkfP78KTY2NjomOisri8vlyVfbcHhEXV2dQCAYGhqqqqjGxcctW7pMU1PT75jfjBkz9+7d09ax7dKly/B4PAxDTGZleXl5RUV5SUlJbm5ueXl5empaWUXZi6AXz549l7l14FRUVOzs7Jzat+/cqbO9rb2niZennlcyK+lh1r1w/Ht/NSzE1ajrW5bryzfGE98QevYgTJtAcHWBGuifRSAQ9PWlATNlZeXoqCgDQwNPzz6JiUnr1q6r3ufEyZMjR3rPnTNXquY/vPfz8/XzOwb9tgCNBfghCL+jfxwA8KMpLCzIysrS0dWWW2gKBIKY6BgqldK+ffvqfSQZmfwTp0TPgyRpGdJ8EQzCWZgTerhT5sxEmuDFkJycfPPWzazMTASH2NnaDxs2TFNT86tHxZRG7Y/fXcDNVyWpmSiYITBSxi8JzHn4uujVLKu5vfWkTvHGRsbGxiaZ2Vl5eXmGhoZGRkb6+voJCQkFhQU1NRYBT6hO1raS0YyJIpFIu3fvmTptypSpk3185t+4cT00NHTQwMGrV6+uOVc10dLS7uvVTygSIg2sn0okqL2dfSMnRVG0GYWiLUh2TraamhqMwCUlpepqGjweL52Tei/tTsHrooK3hRJIUktDkEhEGILltqqYNDTU4MJxclJiekbGkqVLMAzLyMgYOWIkpTex1LQQ5WIKXEULga0F1dKgyrAiszIIC8Zkve4QBKmsrIQgrLy8/N3790mJialpqaUlZfIByRSSnp6eg4ODk1N7VILm5uXOnTv3pv/NKlbVgP79PTw8Jk6caGJiejvgdnc394CA23Q6vWvXrg1d3rWr17Kzszp2cklJTomNjYmOif78+XNISMiL50HSN56JsaODQ9du3fp49JnbZsEAQVZIcdCL3Oe3+2CvO1CdY3nuz4KMJr0h9/EgzJuJa1N/2+/CgoIH9+9jEDZ9+oyIiIikpOTy8rKsrCxDQ2mv65SU5NDQkNu3AmJjYw0NDUeNGrNr187yigqVZnUpaA0AjQVoeeh0+rBhw1TVvlLtDAD8KnJzc3NycpycnOQaKzc3Nys7y9y8jbb2F40iTkrmzFsojorGmRiTxo1GNNTRomLRmzDeydPi2Dj64X04M7OGBi8pKVm1euXNmzcrmVXVG7du2zJnzpxly5aTiPUEJ+QkMj/vjdtVLigbZDR0iNFwDYpUk7FEVYHZD29m3PD9eJiMI3fV7k6mkB0c7NPT0uLj4w0NDWk0mpmZ+ft3Ebk5uU7tnH5E3tv5s+cnT5kye9ZsI2PDf/65MHbM2Ebyz9rK+M4zurq6Qr+OrKxMDXUNNouFopIF8+fv8t1hME9HyBDw1PgcrpDGoWHw/4OXODwu8kNkVRVLutSFSBdza4c2iUQYjyfCMF6mvTgcdlhYGIqifD7/4aOHihl0/a66nE88blpaNJaAYgESVFx9PAxBLDarqqoKhmGJRIJKMC1tTSsrKyMvYztbW3sHKVqaXyxks7OzT546aWtjm5SUdO/eXSUlhlgsyc/PNzExpVCo+fl5BvoGeXn5bDabTqfX+8T79eu7e9cut25u8qVhkUjEYrE+ffr0Nuzt69evY2NjAwLuBATcWUVeaWVl1d9rgHtPd2fzjrGS6JCC0EcqeW860l3esXo9vWf2IoQ8fVKqk8PNVy8hDINhqQCVrxFnZmbm5Obo6OikpKaUV5TnZGdXVFSsXLXSwcEBw7D4+DgYho/6Hrl167a1tVXPnr2KioqWLVtqZmb2TZmXMAyLRCJZvhdVUUFRXV1dicFQUlLS0tLS12sscNviAI0FaHlkfnRLwcwCWi1MZiWHzVVTVZPfbJKTk0RCkZ2trdz+AC0t5azZII6OJQ4dTF22uPobufjzZ96eA8J7DzjL1yhcPg/XVytXXFw8c9aMOwF3VdVU5s/36dy5i0DIf/To0a1bt9etXc9isbds3iLPAKsFiqEPs+8V8QqHm3hPtZiOR76kK6mQVMeaT1AkKvl9PHQ7w7+TVhc8Dm9tbXPT/1Z8fHzPnj2lNWWyHLKCRmsbMQwLDw8PCQ2pKC9XU1NzcnJyde3cULmfrKW69BYl/1VNXf3IkSPTpk1hVla2d2ovNSOVxVd+UE5Vxw4dOzh3gH4dOTk5lhaWZWXlFAqloqxCQZkGqeoQURKiiZtxdPZoo3Eo9P88puLiYs8+HvFxCTAMu7t3r2uiwQm4ww58eprHCmNVoiKx3O9eJP1BurRXHFVSGFmsQFfAE/HSia8TBGOz2WKRpNZLw+FwPkRGRnz4gMfjhALhyJHeI0eOZDAYxUVFEARpamqWlZURiUQyhZSfnw9BEIPBKCsv09PXj42L4/P5DWksBUVFLS3tObNmWVvbDBs+TFtHR0VFpYuM5cuWJyUnffz4MTQ09PnzZwkJCTHRsdt2bu3UsVPPHj379+xfoV3+hvk6uA8xxoHW4zXL4eTBGXklUVXSrxmqaioEAgGTiS0Omy2RSFgs1t69e2AYrqqqEgqFDx7cDwkJlq+E4nH4q1evUijk2NjYtLQ0kUjk73+DRqN906I8DMNSuxAJisPj2LIzUqlUGo2uoqKspallbWPTycXF3b2HdEX4B3vhAo0FAAD+8+H0N0xHBVOa6qSm8cXhKa+gAMMgPQMDeXhGFBIqfvmK0KM7ffd2uMYiBd7Kin5gD6usXBT2Tvj4KWnIoFrDYhi2ZeuWOwF3O7q4nD51qjpXd9zY8c8mPZs6bcruXbutLC0nTZpc95IKuQVhRW90qLreJqOrBVY1Xvr9QvODkiuTYkqj2qt3MDSQLqxs37Ht2HE/+W1YGgZLTGzo+TKZFatXrz51+pSCggKDwRCKhKUlpR2cOxw9etTe/kuaV01SU1Nnz5mVm5NbLRfweHxZeVluTl43t64aGhoiodjFpeORI0cVFRUbOmlpaenx48fGjh1nbGxcc/vt27e4PN6Y0WMaStj617nsl8Fms5WUlErLSjU0NPg8vrIZA8EjqPSWLclmZaE4FAf9/8YcGxuTkZkBIxCGYqWlpY4Ojv8J4UfHcl+Hwxy+IY641bEtG4cLe/PayMiosrKqspLZWdqGXNbPEW1MQcg6EUn1FyxLVBdLxBUV5TCMVFVVfYj4QKaSnj572qaNuaNjW7kPGUNJiSNr6sxQYpSVlUMQRKNSeVyuuro6iyXVNA2dKC017fatW4mfPz+8/+DRwwcnT5/Wq5GuZ9HGwqKNxdAhQ/l8/sdPHx88ePD82bP3Ee/fhoXR9lMdHR1d+7pSzChMvao7I8lnMW7Ccfb+lcs3nzixdu26mTNmygdZtmypr6/fuXPne/XsBUHQwkUL37x57drJ9eDBgzCMeHuPFIqESUlJCxcsPHHyhKeHZ1ZWlqmp6eZvz96TajLplMFCobC4pLggvyAvPy8uNi4uPvZlaOiVK5cFAkG3bm4DBw7s3LmzXZ0Cz5YCaCwAAFDjg4kvwHi8P35GivJypZlDyqqQ7MkW5eRIv/0rK0M8HiYWC+8+hElE0thRNQWWHFhJiTRxnFRjPXpC7N8X/jeQI4/oFBQUXLlyRUlJsabAkosGDw+P3bv3jBkz5sTJk2PHjqsbAcpiZ3LF3I4anRikelJP8AjeWdMltjw6tTKlvXqHdu3aWVlbZmflVFRUwDAsd/MqKJBGLOrl5MmTFy5eWLNmbV8vLxUVFR6P9+nTp63bti5YsODGjRvq6hq19qfT6Z1du5SWltb8lo/IQFEJimISiaRNmzYNuZ7m5GRnZWWlpaf7+h1VUFBs397pX78xWCwW7d23T0NdfeSIkfXG8345smo7TGqZJhAQ8EQJWYJXxMvjVgiMVAor+SIurYY3VXZODofFRXAIBmOZmZmFxYX/11gYxr33gJebB5NIlkTi/RWr89q3s7UwmzfPJ/LDh7dhbx8+ePjV60FRDIalbyF5HKjmQ5cuXZozd7bvUd9169ddv37d0bEtgUgUCoXwv34feDxentmGIIhEIiHg8dIFx4a93x4HBiZ++kyhSqOb8bFxz549mzzlS5upmpBllh9O7ZyWLF4aFRX5/Pnz2wG3wt6HvQl7q6amptdex2CoXk5qpZ6Nbv9ZUx9HRoe9fVvdYb2ouBiCIHMzM3kM1UBfP4ZGLy8vJ0ghVlZVikRiIpHYpWu30Jcvs7KzNTQ0mEzm9/irUalUBoPRxrwNBEFjRo+Rhx5TU1PfvQu/e+/eggXzVVRUe/boMW3a9C5dujRi5Ns8gMYCAABfwLhczsIlEIn4X0fAPwpY2vYELi7MhXAw6dJV3tMQGILy8zIhBKKePMu9eV+Aolh5OazEIHSpv2gfZ2ON6Oqi+XkYiw2rKMuXMGLjYrV1dO7dvVteVj55yuR6q82HDB7i4OAQFRX54UNEp061841EEiEGYXR8g1ZVNDwVxVAxKoYgyNHRMSoyWnY3hWAYef782ZAhQxvyYuXxeA8ePhgwYMDGDRurN9rZ2WtpaY0aPSoiIqJv3361DtHW1t60aRPUXC5dvrx27Vo8Hoei6LLlS2sqAxRFKWTKpk2bWqfAktecoiiKw+FkXQJxiKSh3P0v8Hk8mfqRTj6fzxeLpS+QHIzHEycmwTgchCDiKpb442ecSwcCniCVO0RCE31uq13N6sb2Xr16aWNt07//gCdPnrx89VLe/EAsFsP/XjIOj5NrLBweJ5ZICASiWCxpZNFN3mjp/2Lua8tzdDqtm4xVq1aFh4fdvh0QFBIU8zgu9kU8BEE9e/fQVtcxMDSI+BBRfQiPxyVTSIR/X30ajQbDEF/AF4kkBAIkFonEYgkMw3Q6XVlZOScnR0dXh8PkyJsEQC2EhgxXV1cfn/lZ2VkXLlwIuH27d+/eXbp0Wbx4sZeXVwsqLaCxAC0PiqJhYWEdOnRozRY4gP8AwwSXDqL3HyCJBOL+8XEsWCwSQTCEE4vlQTvpfRGGCGKRNKz1ZYmh4eIwqa6RrfDI7kDyj/4tW7bu2bNHLJbezxoquCOTyc7OzrExsbm50ihaLVTIqjgYl1qVimJovWoptTKFgBBVyF9iJGQZ8p/lXuEi2dnrgmGYWCTW0zOotd3IyJhMJssXlVqWEcOH29naZmVnb926xcdnvoN0OfLL3RqTNvZhtG3bmCU9h8Nhs9lNKcP8QUilBgyLxOKy8jKhQMgoV5S/ICiGKhIUyfj/xFTodDqMyIoKMYxOp5Nrmp4LhFhZGSSPBcKQpLwM5fNhBMGkzuYt4PqRk5OjqanJYDC0tLTevH0j2/Ylu1yuyaRKEf1/LhdOpnobOa+Xl9edW7eTkpJgGLazt+vVu3cTr4RCobi793B375FXWPgmJMT/8uU7jx4JqviQBMMTCP+tEm1MsWIQjMouGIFhBJEFaH/k9z08Hm9qYrpp46a5c+YEBQcfOnRoxMgRnp4eq1aucnHp1DKnaJFRAICaVFRUrFu39vTp0yYmLeOPDPgJkKdPJY0f+9Vvrn8G1O3boG3bSYvnU2U2POSli6FjJyib1lO9R1HEYvYsH9Gr1+Kwd9I+IXWQfE5E8/Px7RxgBWni8MiR3pkZmQKhAEFwaWlpaalpXG79qgXDMBaLBcEQsb7SQjOlNqaKpslVSe+Lw100a0e5MlkZbwpfqZHVnNU71nNJspKrhuJYVCp16NBh9+7fzczMNDIyqt7+4MF9JSUlp/ZfL0Xk8XnpaWkGBoYKCgrl5eWlpaVt2khXXhrCzMzczMyczWYTCcSBAwZqan2bWgoJCfG/6X/+3HnoV4DD4aRLohJJVVVVWWk5EU8QFgjlpX44BGfMMMbB/7lvmpqZKSszKioqMBQyNTVVUfl/MhYsW12V1Pg3JdW7UlcznFgkbsFs6+oTyGJv+C/ZXbD06y4OkZ5F7k8rkUikUbGGRY6pmdnZf87f9L+JIMhI75E6sqrbr5+dz0dLSrDCIjQvXyM9fUhymldxBRNPwAmFKIdbWlqqpfWl8lH+3YDPE4j+zQnjcDgYipFJJDxe+u4lSLtaCaTuPwIhj8cnk0lCgYBEIv/ortIaGpqjvEcNHjT4ytUrBw7sd+vutnjRkiVLlqipqX3nyEBjAVoeDJOma8i6UAF+H2C43kK5PxKirHuMCJYKEOnnPl2auM1FJRCVCkMQcWB/4bPn/MvXCF07w//N6cZYLMGFyxAME/t4wrL1jm5du3Xr2k0kEuFwuICA28NHjHhw//6SxUvqruwUFRWFhAQrKSnWu5JIxpF763kdjt9/OvG4AlHRRvn/+2Szs3w/HqoQVgw38Van1NOJWSiUxgkaCRvb29ufOXu6X/++vXv3Njc3l0jQmJiYOwEBjm0db9++LQ+puLm51VvNl5SUtGLl8uTklCuXrzg6On74EDF7zux+ffttWL+xcX8WOp0+ffp06NsRCAUyRyjol2ksGBGLxAYGhto6Wgf2HlA317hUeS5TlCEuFR/0O3KGe16+piZXUSxWFZPJlBumJycnjxw5QqpyMAyFYZJYtDirsCMeL18+xKmqQdJ8KYG8e8z36wZ9WZ0gs7KysKBA11CqnkUSCYFCwRBEHsWS6jnZuwJFpd0JRUIhDodvvL+ngaHh4qVLGnxYVtYIcbmSrGxJRqYkLQPNzEQLC9GiYjQ/HyurgIgEmEolKyt3NDU9m50V9/ljXFzcsKFDa16zNAKXm2tpKTVsKygo4PA4mlra8i8e6mrqIrFIVCFOz0jPyEi3trYuKiqy/WEJ6bUgk8lTJk/p69XX75jfnj27nz1/dmD//q5du33PmEBjAX4Iv7YsCABoHDVVqTgokaXfymrdpUnfRQWF8l8JPdzwnV1Fz55zVq2lLFmEM/lSFidJTuXtOyB6+QrfyYXoJbUDrUaub/p69bW1tXn95vXZc2enTplacwehULhz546iwuLxE8Y11P/OQ7dPLjv7dubNDR9Wd9N2b6fmhINxnys+BuU/L+IVddNyG2U65kv9V1ranj27YQTG4/EIgpNXFDIYDfo0vnn7hsvhiUTCG9dvSKvoIWn9P41Oy8rMPHz4kFQQoCidTq+rsXg83spVK8PCwtauWScvD3R0bDt+7PgjvkckKHrgwEHiD8gHgKXrRD82btH42ckUMpvDVlFR4fP57Ts4GxkZqZar3EsLyP9UmI3lomTJ/0NBGETR0Bw0cFBScjKdRtM30OfzBfK1ZgyDECqVq4fAmTkQDOMVFPA2VlWVlewqjrKyShWrCpFFmJq9YgjDcNeu3S5fvXr30OE3b996O7Xnvw2Hy8pwKamslBQSDMHMSrFIhJfNpEAoJCsqcktL8QQCIktpbxy5kEKrqrAqNsaqwqpYaGkZmp+PpmdI0tLR3FyMy8OEQkggkLqkqqgiWhr4du1wRobSbEVTY5xYMvj+/cMH940YOqSQWZWUlLR4yWJUIkFwuKioKBiG9+3b9zjwsUgkehH0Ijc3N1ohaumypSiKpqWnsVis4uKijZs2pKamIgiSlZVVWVW5dOlS+UJ802dHJihxqmpqaqpq0hVVZYaOto7cT67xQ7W0tDZv2tyrZ8+ly5Z69fXatnX7vHnzmh10BBoLAAD8dciXAAoLpWZCcj8h2a9fNBaioUHbtok9d4Hgqr84Kpbg6gJraaIFheLXb8VpaQSndvRd2+D6eiFTqNQli5fOnDVj8aJFZaVlU6dOZTAYGIZlZ2fv3bf3xIkT2jpac2bNaeiqiDjiZIvpZDzlSW7gw+y7dzJvSoMfMJ5BYngZ9J9iMY1B/KKiHjy4f+LEyf8fKbvl0+gNtmeeOWPmsKHDZMLlyz39329B1bd4TKu+Ro15eXkREe9XrVrl4+Mj36KhobFx0yaaAv306VO5uTkmxiYNnTQrK2vR4oUVFcwvGdiwdDWTQCSIxZJ+ffstWLAAaq3o6OiUlpapqaqWl1WUlZUaGRnZqtjZqthBzhDUQIgnIyODTqfVrdBEP0QyJ02HCguj+NxtG9ZWYhiMwBs2bigoyBcKhT16ujc73o8gMKeKzWGx52zcQICggRxR2vsxNB6bN2ZiBp+tUFbKX7GWVVlJuHhZFJ1QGhpKKSotZlWSWSzR3oN8RUX035dEml+ISRfnpDXFfD7E5WA8AcbnYWwOVlmJVVZhzEqUVSV1XSUSYBJJaqmqzMDbWONMjHEmJrCBAU5DHdHWQjTUpUYJQSHCqzfEL1+bFBVv0tbbJ+Ra2VilZ6QnpyTLl7N5PB4Oj4SGhpQUF1exqoqKilAUzc/Pf/r0CYzBLDaroLBARVklKjKaQiUXFRWVlpaSSMTy8vJv88eCpEPx+Xw8Hl9aWioUCmk0moqKqqamhpmZeV8vr969e6urazQSC+jWzS3wUeCaNWuXLFmSlZW1bdu25tU2Ao0FAAD+OpSUGAiClJeXy+uVDA0MYAROT0urLl/C21jTT/rx/U6KgoL5Z89LO91KJIiJMXnieIrPbNx/DZ9qMmnSJBarasmSpStWrDjqe8TRwZHP50sbTpdVaGlrnjt33qVTY7m0JBxpUpup/fQHvioMyWJnYhimSdXqquWmTzeozqPBMKlHAARBM2ZM7969OwRBZ8+dff7shbWVtPdivejIaMZEoSgKw7DOv/b31VhbWwuEQg6H08ixUo9NBCdbepNeO4ZhFeUVsXGxysrK3iNHQq0YI0OjyKhIhrIyhqGFMlfPr1LLA6wapL0TaeumqkePXvPYZFZVUVoqnU5TVFBISWHjcDgFBYXvSYBUUFSaYW4mwLD+CkrOBPKb9FS1/DxES7MguVwFhkWlJRyBQKugSFgUXFVcoFBSmSnkKWMS6NgpPgLXME2XlxCikDSLC4MJeIhEgclkmEaFlZQQQwPEXhFWVkbUZULK2AhnYoJoaUhdS2oU30mSknm37whuBaBJyZhAiLO2ogwbvGDokFmmxrAsv616z7y8vF69ekpQybJlyyOjIiMiIiormVevXpOL9cSkRE9Pj0OHDr16/dqtWzdmJfPAgQNPHj9RU6tnibxxqrP7RSJRaWlpVnZWTExMZGRkUmJiYOAjoVDYt2+/cWPHurl1V1JSqncEVVW1Y8eOWVlZrlmzNi097dzZcyoq9TfnbgSgsQAAwF+HqqqqqppKYWFBWVmZurq6paUlnU6LT4jn8/lUWYaW9MOxjTn94B7xx0+SpGSpTQOdhrO2wltZfnVwH5/5pqZmZ8+fDXz06OEjqQGSiorKnDlzJk2a5Ozs3JTLU6eoDzUe0dCjQqEwLj6OQCJMmjS5k0yxXb9+HYIgvSZ0UfxWNDU19fT0bvj79+njVW03yufz79+7p6KsrN7onc/AwNDfXxqKq6aysvLZs6e+fn66ei1/qS2IgYHBkydPpC+cqkpOdvZ3jkYbPIA2eIC86fGuXTsvXrp05PDR7j3c9PX07965B7Uc7If3tdIyyBMmVG7doikSCTu5QqNHG+7fLVFRh5ctMly0uHDfXg0qVXWODxFGUAyVldDK1JU0iEqCySRpmIpEhElk6Q9UCqyggCgqwooKDVkTo8UlwmcvREHB4ohINDcXZjDwnTuRhg3Bu3bCyd6NlDqHGBsb9x8w4MmTx5cuXzQwMNDU1NDV1bW0+PLPyt7Ovlu3bq9evzp08DAEQYMGD+zSpYuOTpNS7xuCQqEoKiqamJi4d3eHIKiqqio+Pj4s7O2FixdHjBjp4Gg/dfLUiZMmVVfp1gSG4QULFmpra0+eMmXKlMnnzp1TVv42mQU0FgAA+OswlJGSmpKbk6Ours5gKFtZWcXExCQlJdXqtYe3scbbWH/r+H379u3Tp09mZkZ2dg4ejzM1M9PWqmclrnmwWKzo6GgVZRUbG2ngqqioKDU1TVNLQ/f7bkX1oqSktGjhohkzZ/Tq3at//37a2jplZWWBgYEREe/379tfs16siaMNHz7i1atXx44dc+vm9j3Gkj8UQ0Oj4pJiiVhiYGCQnJLSgiPHJ8RraWmy2CxmRWW7dk7p6ekmJg0utn4rebl5Gvp6EIPBFIvN21jkk4hKDEVGZ1cmgsDKDI0hgwv37Grj6EgfO/o7TyTJzZPExAqfPBOFvkJLSiCJBGdpSR7QlzhkMMHRvmZ8qxZiibiwoNDchV+lRwABAABJREFUzOz6daZTu/ZKSkpXrlxZumRpSEhw9RK2kaHx2fNnLC2sysvL3r9///TpM6hFUVRU7Cxj3jyfFy9eHD9xfNHiRWfOnl25auXgQYPrTQQcOdKbSqWOGzd+/PjxFy9dUm448bEuQGMBAIC/DmVlZWNjkw8RkTm5OW3btSMQCB2cO7x/F/H6zevv7GdcDYIgJiamP8K+JCoqqqKc2at3T3lgKTMrMzcvx8bGRlv72xRPExk+fDiJTN6ze/e2bduEAhGMQJYWlgcPHKy3I1BTIBKJZaWlfD6/1WosAwODSmYVDEO2trZhYW9baliRSBQbG9Olc1cej0siE21tbOIT4ltUY+U6tZMajzHLy1UYjJyMDDU1NSqekJOTA6EYLBSxKyvVvn21qxqMwxGFvxc9fip6FyFJTIRwOERdnTRsCMGzN76tI06vfokvFotTUlMePnwYHR2VnZNTXlbGZrE5HM6WrVukjmI02sFDB/ft31ftP4En4Llc7pw5c9Q11Hx9/X5clxsymdyvXz8vL6+nz57u3rV71KhR48aN3bJ5i65uPUHW/v0HnD13duzYsQsXLjhz+mzTTUqBxgIAAH8jbdu29b/h/+7du4EDB8Ew3N3d3c/v2IsXz2fNnNXKvXNvB9yGIGhA/wHyXz99/FTJrLK0tGykrvB7QBDcoIGD+nr1LS4uLioqpNHphgaG9S6s1ILNZr9//15qd/TvShOGYenp6VeuXunVq9dXy7t+IXp6ehQqOT0jo71T+0ePHhYUFMi7bn8niYmfy8srpD60cXEGBoaunTvHxsYMGli762XzKC8vF4pEenr6GAaVlJZqa2u/j3ivpibtep6Xl6fMYFRWVqIoqqFROyv/q6Dl5ZLPiaKQl8LHT9HMLIzDQQz0iQP6EXq6E3v1QNSlqe71HhifEB8SHHLj5o33795paGjo6elpa2l36dzF2spaXV0dh8NJM/ZwUp+LWgciCMLn8+3s7HSbZtD1PSAI0sezTw/3HmfPnd20cWNoaKivr18fz/9UDcsZOmToiRMnpkyZYmBguHnT5ibWzgONBQAA/kZ69uiJJ+ACHwdu3LiJQCA4OjgaGOpHRkamp6dbWFhArZWSktI3b14rMRS7dOkq95YMCn4BwVAXaXfhHwiBQNCV0fRDcnNzJk6aWFxcVHP9hc8XODo4zPdZ0Gp76ch989u2bRsSEjJ2zFg8nvAh8kO1ov0eEhISxGJxly5dFy5aYG9v36Vzl7i4WJklaQvciOUFehoaGoWFBVwux8rK6sDB/WpqamQyOTk5ycjYuKSkFEMxjTqVj/WDYVhVlehdhLQ/enSs5OMnjMeDlZTwnToS+3rhOzjhrawa6R+flZW5/8D+G9f9mZUV7u49/PyOdejQwdTEtDrZsbVBJBJnzZzVyaXT0qVLvEd679q1a9asWXV3mzB+QnJy8u5du22sbUaNGtWUkYHGAgAAfyMODg7W1lYfP0o9Ep2cnExNTbt06XLp4uUnT5+0Zo0VHh6WlJjk7u4uv8jy8vKnT5+qqqp4eHhCrQx9fYMrly/L/VGrodPpVlZW1enzrRM6ne7s7PzgwYPNmzZTyJR378Ib11gYhrLD3uVWVmbU8oD/L/fu3ZNIJNHRUTExMV26dElISEhPT798+ZK2tGyzkfJCmMfnqaqqdnbt3EjsJDU1VVdHB4fDffz4kUwmqaiofPr0SR6j/fjpU69evZKSEsUSsYVlo0UbKCpJSRV//CQKfSV6/QYrLsHYHERLE9+hPb6zK8nLE2dm2ki6ldxT9PiJY0cOH6FSqZMnT5oxY6a+gQHu17mdfRMODg4BAXeWLVs6d97cvLzc9es2EIi1Q9prVq+R2X0tcmzrWJ2q3whAYwEAgL8REonk1advXGzCgwf3nZyk/WTGj5tw5cqV8+fPzZo5q3VGWcRi8aVLF0UicW+P3vK1ttDQkOKikr79vJoeYUJRVNqT+FvWQyUScejLl69fvy4qKtTU1OrWrVuXzl2+Gn2h0Wjf6ZH9C3G0d7x08RKLxbKzs3v16hWLxVJQUGhoZ8GV6+x1GyvY7K1iboxYhNRZ/IKlQBw2l0giTpk6RSgUPnz48PHjx0Kh8M6dO3Jf+LrDygSVtGcfl8OjUClnzpwZParBdPXwd+HyZceUlGRDQ+OU1BQej29vZycUCjMzM6ytrK/fuE4ikayspO7q/wHDMA5HHJ8gehsmiY4TJyaiGZnSukJlZYJ7d0KP7ngHe5yVBdyE1eFXr17N85mbmpo6Y8bMmTNmyJ3cfy/odPqhQ4c1NTW3btsKQfCmTZtqZcFTKJQ9u/d07dplzZo1Vy5fIdVsT1kfQGMBAIC/FK++fY8cOXrnzp3Zs2ZraGp2797dpWPH8HfvAgJue3s3aSHgJxMSEnLr1i0zc9NJE6X55kKh8J8L/0AQ1NDVlpQUp6Wl29jYyPUBj8u7dfum/82b5WVl1jY23t7e3d26f9VRvaioaMnSxVevXtXW1lZUVKysrNqyZbP3SO9DBw833kvnt8bO3p5EJr1//27WrFkDBg6Mj4tz7dy53j3RsnL+qbNkvsCOQLzQs0eJzyy4zpQiCO7ly9CVK1f6+folJCScPXf24oWLWlpaWVlZ165fW7K4od41sEDAX716dQWzQk1VbcuWzQMHDKw3jy0rK6u8vFzuDJKUmOTg4PDx00cUlTg6ti0pKREKhRQKJS4uztGxbbUmwCqYkvR0cWKi6O07ccQHrKgY43AgIglnbkYaPYrQrTO+axechvqXhtZfg8/nHzt2bN36tVbW1sHBIfU2ZfpdIBKJGzduwhPwmzZuIpFJa9esrbWDkZHR7j17JkyYcOHiP9OnzfjKcPJu4QBAC1JSUuLm1i0lJQXM6g9Ckpdfbu3A7OGJsjlgkpsNl8vt7dELwSHXr1+Xb7kgkyydu3QuKytrbRPL4/O8+kp7VB86JO1+g2HY27dvFRUVLCwtcnJz6j3k+o3rhkYG7969k7ciXrtuLR6PNzDUd+3sqq6hRlegHzt+rPGTisXiBYsWqKmrHTl6OD4+Ljc3Ny4+7uDBA+oa6suWLROJRI0fzufz09PTw8PDEhISqlhVTXymtwNuDx02FPul8Hg8G1vryVMml5aWGhoZ+syf19CewqCQMkv7MgOzMl3jqt59sZLSencbM3ZMO6d2pWWl3qNGOndwrt6+ePGi5OTkhgYvLCxU11A7dswv4E6Auobaq1ev6t3t+PFjFy9ekL6leVxPT483b95s3LhBV0+HLxQGvwztN3hQSkaGvoH+1vXr0LgE3ulzLJ9FzH6DysxtSpU1y3SMyiztK0eM4R48Igx9Kc7NbcZcTZs+DUHg2XNmFxUXYX8EYrF4+fJlRCLh6tUrdR8VCAQjvUeYmBrnfG26gMYCtDxAY/1ogMZqKS5eughBUI+e7kKhUJbmW9mzZw8Igo4ePfqdI4vi4rlH/dgr17BXr+f9c1GcnvGdA968eRNPxDu1b1dUJL2NoSg2e440LXf1mtUNHXLp8iVVNZU3b95gGBYeHq6sojR79ixpAZpQWFhYMHnyJGMTo8+fPzVy0pycHDNz0z1799TavmPHdhtb66zsrIYOzM/P375dug+BiJe2bMHB2jpa06ZPi4qK/C00FoZh69ev09aWhppWrVqppa1ZWlq/eOJfulqma1xmaF5mYFZu5SBOqkcwJScna2ppbN26JTMri0IhH/X9/7vrwYMHO3Zsb+ga4uLiIAh6/fp1fHy8nr7u+fPn6+7D4bDnL5iflpaGYVhSUpJL506pmRlDhg7p7eWJcbnL581dM3xE5LYdEAzdNW3DMrEs1dArVdEqt3GsHDiUvXIt/+59SUEh9jW53BBVVayx48ZSqJRTp09hfxYikch7lLeikkLE+/d1H42Lj1NiKK5dt1ZuKN8Qv0cmGgAAAPwIBgwYYGdnGxwUcu/+XWlzEgXFxYuX4PG4Xbt2pqY203wSLS9nL1nOGj2Bu26z4MJl/rl/OIuWsUZP4O07iElqtDD5FphM5t59e8RC8cyZs+Tl97Gx0ZcuSSXUpImTGm+uDCPSvJ73798rKTEWLFigrKxMIBA0NbVWrZKKs9jY2EbOW8WqEgqFNta1u/TY2trxeLyGeukkJSeN9B6xevVqGIanT5u+edOmpUuWWVlanT9/rm+/vv7+/tDvwMiR3sUlJa9evRo6bDifzz91qkaDyBpgAgEmlkiTp2AY4wsgcT0v8ZlzZ4RC4ZgxY/xvXKfSaJ41ChRcXFwyMjPz8vLqHZzL48mThGg0mrzZX919Xr0NY2hqGpqYQBgWEhLcRk2dFBXzITzcKa+wavzkd1evOj8LerlzlxIeZ4DDIw72FJ859HOnFa5cULh0jrZjC2lgf0RLs/FM9obg8/k+8+deu3bVz9d32tRp0J8FHo/fv2+/gYHh4qWL2Wx2rUftbO0mTpzk63s0IyOjkUGAxgIAAH8vSopKy5Ytw+Fxe/bsZTKZ0iQtL6/pM6bn5OQuX7Gcy+V+64BoSSl7wWL+uYswnUZZMJd+7DD90D7ShHFYVSV39z7upm3Yt48pEAhWr1kVHvbOvYf7+HHj5W6Wu3fvZlWx58yZa25u3vjheNyX26eSkpJCjYI+JYYSlUqtrKpq5FgVZRUFukJIaEit7aGhIQwGQ5nBqHtIVVXV8mXLYmNijxw5HB7+3tfXb9269bt27Xry5OmzZ89VVFQWLV4YHRMNtXrMzMw8PT2O+h5t7+Q0ynvU4cOHU2SNjWsBU6kQgSDrS4NJO4XXqURLSEjwPXJ0zuw5enr6/1y44OnhYWRkVP2oqqqqu7v75cuX6r0GBToNgqGKiorKqkoUQxWV/2uBxqysSvh489gxbyJFcugo32fxo23bXd5GRPoszM8v6JVb+OHdOwke33nosFtUYqfOXcyeP6Zev0Rdu4o0sB/e3g5W+K7qTrFYvGjRwhs3/M+dPd9sQ9pWjo6OzoH9ByIiIvYf2F+3LmHB/AUEAuHY8WONDfEjI22AvxSwVvijAWuFLQiLxXLr7gbB0IEDB+RbcnNzbGytEQTetn3bt42Fouy1G0tVtZmDhos+J9Z8RPgiuMK5c6mWIf+a/7deoZ+fL5FIMDYxjo6Kkm+5d+8elUY1NTNNz0hv5MCLly5SaZTjx48VFxe/fPXSzNz03r171Y8+fhyorqF2v8aWukgkks1bNysqKsydOycoKCgtLS04OHjmrJlKDIWdu3ZKJJK6hwTcCVBQpDc0dSGhIeoaqgsXLqj32Fa1Vohh2MmTJ+kK9KioqKzsLFU11TlzZtfdR/jqdbmVQ5m+aZmuMbf/EIzNrrXDqNGjrKytWGzWixcvVNVU79+vZ8KXLF3y+fPnutuZTKauvu6evXuuXr2qpqb69vIV8fMg3tl/2Bu2VE2eLhw47FAbq510pSpVHaaGfry2YUcK5VPn7mN09Rws21Q+eLhzzpx5s2ampKZq6Grt278Pa1HOnjuL4JCDhw5ifzqLFi1UUFRITKz9AkkkklmzZ5mYGhcUFDR0LNBYgJanuLi4S5fOjSRyAlpGY/XyQvkCMJnfz7PgYAqdqqqqGh0T82VLSDBDTYVIJl6/fq3p44hzcsutHcvt2olT65E+/MDHpTpGzH6DUcE3vGpBwUGKSgpkCunOnTvyLQUFBTa20haKx48fb/zYp8+e2trZ6unrqagqGxjqE4j4tu3alpaWisXik6dO6hvod+3aWZ7d1QhsDnv9hnVaWlp4Ag5GIDwBp6OjvX7DOh6PV+/+a9as0TfQS0+XpgfVRSwWDx4yqHOXzhUVFQ2d8dbtW4OHDMZaAfn5+eZtzMeMHY2i6O49u4kkQvWrUA1aWcnsM7BM27BC2yhs8LDr/v43/+XW7Vtbt24hkggjRg6/HXC7d+9eSgyl8+fPVe9QvZu0Wd7gQbdu3bx56z8PXb161am9k4GhfofOnRxxuBJji3I901JN/VKGZpWuUZhJm4n6BhljJ3JXrJacOXdi7rxhgwaW5uXpGeitXLVSgmG9+3oFBQcfPXpUTV21rkT4HiI+RKioKk+YMF6eyPhnk5ubo2+gN2HChLqpV+HhYQqK9OMN144A7wZAy0Mmkw0NDVtzr4zfHgyDYAQtLBS9fw8r0CG0EQNDwNfppaIyw6vfIX//NUsXX9ywWZlO76WqvmnsuMW+R+fNn6/A4Xo5tReLxV+ZZRxO+OgxWl5OHjsaZ2pc93Fidze8vZ3k02dJ/Ee8U5O6IsbFxfrMm1dVydq4aeOgQV+armzbtvVjwqeBgwZMnvyVBRq3rm4P7j8olVKSX1CQlpYmFAhxOByPxzt37qy5mdm+ffu/2lyFRqVt2rh5xIiRqamp5WXlKqoqbczbWFs32Ce7glmurKysolK/rQMOh9PT1c/IyODxeIz6lhrlHyANPfST0dbWXjB//pIlS2fOeDl71uyQkJDpM6YZGBq0dfz/ywcrKpJ8ZnNWrEnmsqcFPf14/7Y8BYdAIAj4QqmjEpX86NEj/xs3IQii0ihTp02tu+qEx+NhGL5z5y6egJPfm6sfIpPJKIYJqljH2jrR9IwkejqIvh7RyKiMSDh99vS0BQuMevaUGnOgaECA/8xp019GvONwOP379X/z+pWAzba2stq3b4+NtY1FEwwzmwiTyVywYL62tvauXbtbeeOpFkFXV2/u3Hk7dux4//59x44daz7UoUNHJ6f2N2/enDhxUr0NpuB6rc8AgO9EKBQSiAQYalJHJ8C3ghaXMLv3hioqIBKpkY4WgCaCh+FiFB1TkBUhFC5Q19ispIZKJBCCbC/O38OqVCXgT2jpe5Iooq/KLBTFhELanh3kcWPqfZy9Yo3w8jX68SPE/n2/elWvXr2aPGVSWmr6pMkTfY/6yfuQnDhxYp7PPG1trSdPnlo11+NRIpFUVFQwGIwW6eJSi1WrVly/ceNl6Cs9vXp662IYNnrM6KysrAcPHqg2oMPk2fRqampQK4DFZvXo0YNKpbx4HlRcXOzZxwNF0Xt375ua/qfbN6+wsKyKxcMh0iZ8MEQikiI+RMyeNcvE1OTwoSNkMnnY8GE6OjqHDh5SUFBAUbTecx0/foxCpUybOl0q6GvcmsViEUNRSYOhDOEQaXI6DHMlkrXr1nZxcRn6b7vDx48f79i5/f69BwsWzg8Pf/fp4yfvUd493Ht4enpa21gdPnxk+rTpLTUnh48cXrZs2ePHj927u0N/B2XlZY4ODoMGDz586HAtS7nz589PnzH908dP9WZGgjgW4IfQOm2y/xgQVRXytCmSqCgMCKwWQh9BtrPtvZ89PlpS3EZHd3q79kKxeC0Ci1MSD4S9nZmfudPWcVxbV4ksCaOBVwVBMzIlySlSL8f6wTA2W/q9o05adF3u3b83e/as/LyCiRMn7Nu7Xy6wgkOCV65agUOQXTt3N1tgyYNJP07B2NraHfX1ffrs6ZTJU+o+mpj4OTw8rEePngzFBiNVFBlQ60CBrrB82bLxE8dfvnxp4sRJ/5y/MGz40N4evf38/tM5mKKlpaelVf3rvfv3Fi5cyFBmnDt7vk2bNkeOHM7NzTly+IidnV0j51q/fsOmzZvu3L0zb+68Rtrm5Obm7t27x8bGdsiAgdUbT585PXr0mLLS0ls3b23YsDE6OjonJ3vs2LGbN29WUlTq1bMX1ELk5+cfOLB/xIjhXWUdM/8SVFVUx44de+bsmdWrVuno/KengouLC51Oe/78Wf3VJz94HRMAAPwwxGLwX0vOgEjaqYZKo6ppqN+9fUs6wxKJhMfbuHEDnkTEEQkb16+tkmcRNTCC4OnzMl3jyiEjsfoSuiUFBeUOztJsrezsRl9V8cmTJ2l0qahatWoln8+Xb4+KimzTRvohvnnzph/0hqp7JdHR0RkZX5y98vPzT5w4sWLFcl8/3/T0BnPtCwsLO3dx1dPTvXO3durS58+fe/XuxVBWCg4Oxn4fJGLxqNHeamqq4eFhGIZ9+vTJvYcbmUJas2ZNXFxcrZ2joqMWLFxAJBH6D+ifKvOsCgp6QaVRpk+f3pRzCYXCw0cO+cz3ifk3NbDWo48ePZw0eVJg4KOa258/f9apkwuLzZoxY7q+gV5eXt6kSRN3796VkZGhpq66YuVyrIWQSCRr1q5RVmHE1nd5fzZxcXFUKvnkyRO1tnO4HM8+Hr1696zXKAtoLAAAAPiCRCLZsnUzBEGaWppPnj6Rb0RR9PjxYyqqKhAE9e3fLza+9m21GpTDYfbuW6pjxL9cJ1NeLJaWHKposxYsaWS6k5ISx48fByMwgUjYvmO7fM0Iw7D4+Hhra2ngatLkSVwu9ye8YBkZGWPGjFZTV9uzR2pAmp+f37ef1GUeT5A2V3Fycvr0qUHz0pevXhqbGFNp1KHDhu7bv/fq1SsnTpyYNWuWvoEekUTcu29vI0WFrZOc3FxHRwc7e9tcma93RUXFylUrKVSyto5Wv359V6xcvmfvnqXLlnr28dDQVKcr0DZv3sSWFRgmJSaampl07uJaUlLS9NO9ePFi8ZLFCxctvH371sePHzMyMiMjP5w6dWrmzBkbNmxISf1PCw0mk9nd3e3M2bNJSUkqqso7d+188OBBx04dS4pLlq9Yrq6h1ogg/lZyc3PVNdTmz/fB/j7YbHaPHt37ePWp+9DadWuNjA3rrS4EGgvwQygoKGjc/RYAaJ1IJJJVq1bBCKylpXk74Hb19uCQ4HZO7SAI0tBS37FzR0PV2vw798qMLcrMrLmHjogzMqQCTSgUJXxkLV9dqm1Y7uQiiouv98CKiop9+/ZqaWvKnJlML1++XP3Q+/fvbWykOeZjxoyW37l/NFwud6T3SBqNtmDBgo8fP2IYduDAfgiGFixckJ+fHxgYqG+gN3nypEZqyhISEiZOmqClrQX/m7uiqKTQvbvb3TrBrbpIJJKvdun5+URGRWppaXr28azus5Senr5l65Zubl1tbG3M25jb2tm49+i+a9fOnJwvrY0KCgq6dOlibGKUlJT0rafj8/kxMTF+x/yWLl0yd96ctevWXL58KSsrq+7n6pq1a0aN9sYwqe+/ianx+/fvO7m6PH32NDs7W0VFec3aNc17vmKxmMvjMpnM4uLi3Nzc9PT0pKSktevWUmnUem0m/gY2bd6op69bV7PeunVLW0crKCio7iEg5x3Q8lRVVc3zmbtzxy4dHR0wv4DfDoFAsGnTxh07dioxlPbs3j19+pe2rwUFBfv27T185LBIKG7bznHWzNmjRo1SrOHqKQVF+ZeucjdtxZiVOCsLnLExJhZLPn9Gs3MQY2P6ob2ELrVbC/P5vIcPH/odOxb0IghPwM2YMWPxoiXVKdUPHz6cM2d2dnbO6NGj/PyO/ZyCu/fv3w0aMmj2zNnr12+QWp4KhSO9R0ZGRb5+9cbAwACCoLXr1t7093/8+ElNO826fP78OSsri8VmEYlEHW0da2vrppQbh4WFBYcEr161Gmpl3L17d9Rob9dOrsePn6hOvkFRtKCggMfjUanUmp94cXGxs2bP+vz5s/+Nm716tVg6VC2eP3++Zu2am/43c3Jz+nr19Zk/r6ysHI/H79u7b9acWQ/u3X/2/LmJsQmLxeJyuRwOR/6X/I/sZ+mmLz//+zhfwBcIBEKhSCwWiUQisfSPWCz7KzMza9iwoRcvXPobygnrEhQcNHrUqBMnTgwePKTm9pSUFJdOHbdv2zFz5sxah4Ccd0DLIxAI0tPSG+qzAQC0ckgk0vbtOxQVlTZv3jxj5szPiZ/XrV2vrKysra29d+++fv37Hzx48N7dezNnzty9d9f4ceO9vPra2dp9SdNGEPKEsXgTY8F1f9HbcNGr1xCC4HR1SPNmk8eOQSz+nxUrXwF8/Djw0uVL8XEJEAR1c+u2evXq6kYrAoHgqO/RjRs3slns2XNm7d2zT575/hNIS0vD4/AD/k2pLiktjY2L69Cho76+vnyLg73D6dOnS0pKGtdYVjK+9ez5Bfnh4eFQ62PQoEF3A+7Onju7d+9eO3buHDpkKIlEQhBEV/c/SdBcLveG/41Vq1apq6s/DnzcsaNLUwaXRTwbQCQUylWPSCQSCvl8AZfHFfAFRUWFfsf8LCwsDh466O/vLxQJbt++nZycbG9v79jW4dPHzzg80rmzq0AgkBdqEAgEPB4v+1v6l/w32c/yTV/+RyQSSESSAl2BSqPRaFTpH9lfNBoVQ7FevXr/nQILgiBHR0cUQz99/lxLY5mamiopMT5//lT3EKCxAC0PDMNyuxcwuYDfl5UrVxobG8+f73Ng/8HY2Lgtm7e4urpCEOTe3d21k+ujR49Onzn17NmzjRs27d9/oG1bx65du3Z27eLo6KisokLo4krr4gqlpUPMSgiBIU1NSEcbk3masNnsj58+vn716tXr11FRkUWFxTg80qVr5wkTJg4bNkxFWeXfb8bJ6zesv3b1OolM2rdv77x5Pj+zVpfH5+NwODKZJP81PT2tsLCgfXun6n/UOJzUo+AHWf8gCNJq7+Ienp6PHgYuWrRo0qSJp0+d8h41qn+//srKyvKFobKyssDHj/z9b4aEBHdycV2xYgWRSAwODpaFi77EjP4fTZL9zOZw+Hy+UCgQCqSBI7FYBMOwdJ2OyxUIBHKjVxiGUQnK5XFZVdKueRQqWYKiQpn5lrGJEZPJ9PU9iqIoHo8XCkVTp07Nycl59DCwu7tb3779iASiVCNRqWQymUQkEYkEIpEk/R+RKP+ZWIcf4ejxZ6CirGJkZPzp0yeJRILDSRMT5SAIYmxsnJeXJxaLa80emEoAAACoH29vb0NDw1WrVwW9CIqIiFixYsXkSZN1dHRIJNKQIUMGDhwYGRl56dKll69CX4a+DA15CSPS9r0mJqbGxkaaWtpaerpkKhWGYAGPW5JfWFxclJmZmZySwmJVScRShyQzc7MBAwaOHTu2s2vnalVRVVV1/cb1zZs35+bk2trZbNu2fWCNEv2fg7qaGo/LS0lJtbKS5oFFRERgGOZYw3gzLi6WTCYrq/y3fd7fgYWFxf379/39b/gdO7Zq1cq5c+eoqanJAkxCHo8nFn2x9ngb9mbUaG9p9EgWO/oSPpL9H04eOiJIg0jSx4gEEokkjxnl5Oa8DH3VrVsX75HeIpH48ZPHr16+MjI2XL1qjbOzc+jL0NOnT/fu1buCWfHp08fdu/Z07Njx0OFDK1esVFFhjBzpvWXLVolEMmjwQHt7u0sXL9cKsAG+Hztb25SUFB6PR6fTa27X09PNyMgQCARAYwEAAEBTcXFxuXXz1v79+w8dPrR2zdobN64vWLBwlPcoKpWKw+E6yCguLoqPT3jz9k1UVGR0dHRi4uf4+DhUUjvGAyPS262KqqqTU/cOzh26dOlqZW1tXGOtTSwWP3r0aN/+vS9DXyEIPHXalPXr1hsYGP78V6udk5Ount6WrZtpNBqBgD93/pyRkZG1TG9JJJIPHz78c+EfR8e2uv81Cvp7wOFwo0aNHjp0WGRUZFJSUkxMdEpKijJD2dTMTFVVhUqRyiUSiUwg4IkkkjRaRPw3YESQbSD8u0H2c82gHYtVNWbsmMgPkRYWFgMHDprnM+/woUO79+zef2C/a6dOZApFIOCfOXsGw1AHewd//xsHDux//Pixc4f2K1esGjp0aFZW1thxY1NTU2/fCgAC60egraPz5u1bgUBQS2Pp6uq9e/dOIBDUzjj8Kcn4gL8L0BMa8Ofx6tWr/gP6yTsXOHdof/z4sdTU1Fr7iMViNpudlJz0/MXzK1cuHzx0YNfuXTt37dy/f9+FC/8EBgbGx8dXVVXVLZorKCi4evVqr149EZz0BK5dXAPuBGC/lCdPHpuZm8qrAukKNLktUH5+/oSJ42k0qrGJYZjMLOpH0Hp6QjcdsVjcUpXUZWVlw0cMI1NIe/bslpeRPn36VENTg0anTZ029e3bN2w2u6Ki4p9/zlvJ7DwWLlookHXAfPnypY2NtZ6ebmhoSItcCaAufn6+DGWl/Pz8WtsPHz6kqq5St9wYrBUCAADA1+nSpYuz861HgY/27N4dFhYe8f6DqZmJl1fffn37dencma6gIA9v0Gi0NuZt2pi3acqc8vn8yKjIwEePHjx8EBsTJ00St7ZcvHjJsGHDlBm/eBnOw8Mz8NHjqKiokpISW1vbLl26SLO5eVw2mzN27Lhp06Y5Ozv/2itsVdTMzvlOVFRUzpw+u2bN6pUrV969d3fN6rW9e/e+c+fO/Pk+z58919bS1tLSioyKOn36dFFR4e49u33m+WRnZ/n6+p49d87czOzKlav29vYtdTGAWigqKXE4HLFYXGs7mUwWCoR1uyQBjQUAAABNQpqGNXhIX6++z58//+ef889fPD965Kiv71EDA4OePXq5dHIxNTE1MDBQV1dXUlKqdwQ2m11WVpadnZ2Vlfk+IuLFi+dJSUkSMUokEz09PcaNGzdw4KDaZhC/DjMZNbeYGJtcv3Yd5ET/aBQVFY8cOdq3b7+t27b2799PV1e3f//+bm5uV65c3bp16/4D+/h8PopivXv3ysrK6tvP6+3btxrqGgvmz1+8eEkraaf9p4IgiFj0n26SX4BhgUAANBYAAAB8FyQSqZ+MyMjIkJDgR4GPwsPDz8qAYMjE2FhDU4PBYKioqKiqqhIJRBiBRSJReXlFeXkZk8ksLSlNz8gQCUWyoYhO7Zy8+nr17NGrY8eOrb/Lp7xk+Fdfxd+Cl5eXq6trqJSQoOCg3NxckUikqqYCwzCVSpVIJG/fhkVERHTt2nXf3n29evW2sLD41Zf854NDcFB9JfN4PB5BkLrV9OBfCwAAADQHJxkLFizMysp69epVZOSHpOSkrKys5ORkJpNZN+cdgiAlhqKKiqqraydz8zZt2zp26dzV0tKy9UsrwK9CSUlpoAyhUChN+cJQWJ4SKENu60ChUBDkXzd9wI+nIVeiel8FoLEAAACg+eDxeFMZkyZNkkgkOTk55RUVVZWVVVWVlZXS9HYIwvAEggKdrqSkpKikxFBi6OnpkclkMOmApiN3rgIz9tsBNBYAAAC0DDgczkgGmFAAACANboFZAAAAAAAAAGhxgMYCAAAAAAAAaHmAxgIAAAAAAABoeYDGAgAAAAAAAGh5gMYCAAAAAAAAaHmAxgIAAAAAAABoeYDGAvwQ5O1RweQCAIBmAD49AH8GQGMBWh4cDkcikwkEAphcAADwzWBAYwH+EIAHKaDlUVJS2r17t46ODphcAADwrTg7O6upq4F5A/wBAI0FaHkQBGnr2BbMLAAAaAZ6MsDU/QQwDBMIBAiCgEY9PwiwVggAAAAAwN8Ik8lctmTJyePHf/WF/LEAjQUAAAAAwN8IiUTisDkvnj/n8/m/+lr+TIDGAvwQQFkQAAAAtHKoVOqiJYuJROK2LVs+fvxYXFxcJKewsKy0FEXRX32Bvz0gHwvQ8vB4vH37986dM09ZWRnMLwAA+Caio6PfvQufNWs2mLcfjUgkvPjPhfCw8NDgkIv/XMDhcPLtEonE2MTkmv8NTU1N8Cp8D0BjAVoeNpsd+CjQe+QooLEAAMC3kp6R/igwEGisnwCC4AYMGmTvYI/D4WSGhl9MDTEMU1BUUlBU/BkX8UcDNBag5YFhmEAgwDAMJhcAAHwrCIIAd72fAw6H69qta9duXX/S+f4+QD4WAAAAAAAAQMsD4lgAAAAAAPzVsFisjIyMqspKCoWib2CgoaHxq6/oDwFoLAAAAAAA/l6ePXni5+eXlZnF53KJJJKautqoMWMmTpoEVmy/H6CxAAAAAAD4S3n+7NmK5cuNjIxnz51jbGxcWlISEhxyYO9+Po83e+7c6kpDQPMAGgsAAAAAgL8RPp9/9fIVO3v7o35+CgoK8o3eo0fv3b3n1s2bgwYP0TfQ/9XX+HsDct4BPwQYhsEXIAAA0AzAR8dPg8Wqys7O7u3hUS2w5J/efbz68PmCosLCn3cpfyggjgVoeWAYrqyqjI+P5/P5dZ2CMQzT1NRUV1ev3oKiaGZmJpfLbYbdA4Zhqqqq2tra1VskEklGRgafz2/eaBoyqreIxeL0jHShQNi80bS0tNTU1Kq3iESitLQ0sVjcvNF09XSVGf+3dRUIBOnp6c32YtbX11es4X/D4/EyMzObNxoMwwYGBnQ6vXoLm83Ozs5unt0/DMPGxsYUCqV6S1VVVU5OTrONAExMTEgkUvWWioqK/Pz8ZgyFYRiBQDA2Nq7ZQLesrKygoKB5LyiRSDQxMcHj//85XCyjeaP9j727gGuqawMAfmM9RnenSoMtKhiUrdjd3V2v3d3d3YqFgIidKEhJI90wxjaW997vt00REbDmp8D56/d+eLf77HAH27MTz6HRaBYWFpUTlNzc3OLikl8ookIQBJ1Ot7CwQJAvn8Ozs7PZbPavtY3JZJqbm1ecSxBEVlYWh1P2bTAymRL34QOfz//pRgM/j0Qi02i0/Lz8KscLCwtxHKPSvvzWAL8G5FiA8rFYLBtrm61bt5Ap5M817b7AMMzPz2/GjJkVR7hc7tKlS3Jyc0k/P/YvlWIeHu6rV6+pOFJUVLRw0cLi4iIU+eloGIZ37dplwYKFFUeysrLmz5/H4XB+LdqAAf2nTJlacSQ5OXn+/Hn8cj4C/3QXMobho0ePHjlyZMWR6Ojo/5YtFYlEvxANx/Fp06f39etbcSQsLGzt2tVSKfazb6KE/DleMH+hr69vxcGnT59s3baVIAgY+sloBIGgyIrlK9u3/1KzJzg4eN++vTAC/0I0MoW8YcPGpq5NKw7evHnz5MmTKPrzF43A6TTGjh07GjduXHHwwsULV69c/bVoLBZr7559pqamFQdPnDh+717gL0TDcExTU/PQwcOVP70cOHjgyePHv9AthOGYnp7esaPHK+fNu3btfP36DYn087+kGGZqYnL8+ImKOdRSqXTL1s1RkVHoN9FgCBYKhZ06df7ZRwF+gZqaWnt398sXL1paWrZt305HW5vH48fGRO/cvr1JkyYWFhbgqv4mGOwrB/wJ5eXlAkG57AWzOiyWKoXy6dVWgVtWJhaLoV8pW0qoqLAq91JAEMThcKRS6c+HUrSNVbmXQrE1PYZhvxZNVVW1ytocNpuN41hNV6Z2ampqlfs8CIIoLWXLe55+OhoMQ2pq6pXffXEc53BKfzUarK6uXrnPA8MwDofzSy8vBAwjGhoalVM9qVRaVsb5pU4xAkHQKvsNSCSSsrKyX4hVbTSxWMzlcn8tGolEUlNTr3xIJBLxeLxfigaRyeTKHZOyvkmhoFzWIfQrPU9UKrXy+NF3f6lrD0ej05lMZuVjfD5fKBTUEI1QV9cAI4b/H0WFhYsXLnr86JGZubmWlhafz09NSTExMdm8bZuTs9P/qRF1x+XLlwcPGfQxNa3yRyPZp6OTJ6ZNm5qYkGRkZFT5OOjHAv4IhtyP31+5mzaoqakpMZq6+lfvgr9JifsLwTCsoaGprGgIgigxGoqimppKi0YikTQ1tZQVjUwma2kpLRqFQlFiNKqcsqLRaXQ67cuQ6//5l7p2TDllRQN+mbaOzu59e+8FBLx49jwvL8/U1LRnr169+vQGJbKUAuRYAAAAANBw0el0v759/fp+mTkAKAtYVwgAAAAADRSHw+F9M9gtFotLSkp+eT0NUAHkWAAAAADQEOE4vm/3ngvnz1c5Hhsds2DuvKKior/UrvoDjBUCAAAAQMOSn59/5dIlLpd7//59FZYKh1MmX4sjgyDo+/cRcbFxUonkbzezzgM5FgAAAAA0LOySkuvXrrHZbD6Pj6JoTnb219XRGEOHD6tc2w/4NSDHAgAAAICGpVHjxgFBQWKxeOWy5Xp6ejPnzKqoZUjIVxkrcX1rQwZyLAAAAABoWBAEocnNnDObQibTlFfjA6gM5FgAAAAA0ECZmZn97SbUZ2BdIQAAAAA0XNlZWefOnE1JSZHtcZmTc/HChcrTs4DfAXIsAAAAAGig3rx6PWTQoO3bthXLKzVwubyD+/b39+sbGhLyt5tWH4AcCwAAAAAaIqFQeOTwYRqVduDQIWcXFwiCLK0s9x86ZGVjs23r1sKCwr/dwDoP5FgAAAAA0BBxy7ipqal9+vq1bNVSsZCQRCLZ2dvNmDWzsLAo7ePHv93AOg/kWAAAAADQEJFIJDqdzufxqt5AELK/wG8DORYAAAAANERqamqtW7e5dvVaUGAgh8NR7FSYEB9/6MBBbR0dcwuLv93AOg/UbgAAAACAhghBkdHjxsTGxsycPsPaykpdQ10oFH1MTSUIYs369Tq6On+7gXUeyLEAAAAAoIEyMjI6eOTwjWvXnz59UlxURCKRvX19Bw0epJgCD/wmkGMBAAAAQMOlpqY2aszoUWNGl5eXk0lkMoX8t1tUf4AcCwAAAAAAiMFggKugXGDOOwAAAAA0dDiOSyQSAiwnVCrQjwUAAAAADVd2dnbQvXsvX7wUi8XzFsyPCA83NjHp2KkTDMN/u2l1HujHAgAAAIAGKu5D3JQJE7dv3Zabk5MQH18uEMREx8yYOu3a1Wt/u2n1AejHAgAAAICGSCwWH9i3j19efs3fH8exGdOm06jUNevWERBxcN8+t7ZuhoaGf7uNdRvoxwIAAACAhqiMw4mLi+vdp3fjJo1hRJYPEARBpVEHDx3K4/OysrL+dgPrPJBjAQAAAEBDhKAoiUQi8Krb5sAwTOAEgeN/qV31B8ixAAAAAKAhUlVVtXdw8L/pn5SYBMshCCKRSG5cu0an042Mjf92A+s8MB8LAAAAABoiEok0bvz4mdOnD+zf38nJqaS4+NCBgzk52fFx8YuXLjUGOdZvA/1YAAAAANBANbFtsv/ggV69e2VmZkqk0ufPn9NotM3btg4ZOvRvN60+AP1YAAAAANBwWVlbr1i1SiQSYRgGwzCFQkFR9G83qp4AORYAAAAANHRUKvVvN6EeAjkWAAAAANQ9ZWVlQqEQhmqoxi4/rK6uTib/0B7PGIZBn9cXErKlhRDozfp9IMcCAAAAgDqGIIg9u3aFhjwgkUgQDJPJZIIgFBsOypIrGKaQyVQabfmqlc7OzrXEEQgEVy5dfhgayufzKw5iGGZoZLRqzWpNTc3/y3dTb4EcCwAAAADqHktLy7IWHBQlwTD88uXL7KwsB0dHU1NTBEEyMjIi379v1bq1Vq1JEo7jRw4d2rt7j6WVlb6+PiIvQ6o4zmAwwH6Fvw/kWAAAAABQx8AwPHjo0MHy1X/h797Fx8fPnD3by9uLwWBAECQUCk8cO37n9m2hUFRLEA6HExwY7OXtvXbDeg0Njf9j8xsKULsBAAAAAOoqHMfOnT2nqanZq3cvRYIFQRCNRhsweJBYLH7+/Fkt50olUqFQ0KJlS5Bg/SEgxwIAAACAugrHcYGgXCKVVDkulUikUgn0zT45lalrqDdv0SIyMhKTSv9wMxsoMFYIAAAAAHUViUR2dW26b8+ec2fPent7a+voSMSSzKzMY0eO8PnlzVo0r/VcUpduXVcuW75owULfrl0qusEIgqDTGfYO9hQK5f/1fdQlNc1U+/Y4yLEAAAAAoA7r26/v27A3q5avOHnshJaOlkQsycnJEZSXz1u4wNbOrpYTpVLpg/sh+fn5ly9dunH9Oo1GUxzHMMzCwuLk2TO6urr/r2/i30XIKb7GcAzHCEwu4v375s2aKboSMQyTSqUYhuE4rtj5UXF/uOJMAAAAAADqonI+/87t248fPS4pKVFhqdhY23Tv2dPOvrYES5EcREVF5eXmoij6OZH49D8mg9GiZcuKrKshe/To0YsXz1GUhKBIXFxcQMDdcePGU6mUkJAH/fr2FQiFCAxHRUU9CH0wZswYBoPZuFEjP7++inNBjgUAAAAAAFC99PT03NwcGEEgAoIRGEVQDJPCMJyWlj5z5oz9+w8YGhrAMIzIj+M4rqmp2ahRY8W5IMcCAAAAgDpMJBIRBAH6nP7PpFJpVlaWubl5LfcBORYAAAAA1FUYJt2xbXt+Xt7qdevodPovRcDYJSU8Hp/4spkOQaZQ9PX1ZUXkgd8ALh8AAAAA1FXyOu/I40ePs7OzrK1tfvb0lJSUDWvXPXn8WCL5Uv0BwzBLK6tLV6/o6ekpu70NC+jHAgAAAIA6rCC/YM3qVYJywbgJ4y0sLT8dJWT7OqtraNRSf0EsFi9esDA4OHjYsGGNGjcmkUif5r0TBFOF2a59ezD+CEFQaWlpSUkJgsiWCqIoiUKhiMSi7Kzsy5cvTZ06jUqlYhiGoiiFQhEKBThO6OvrV3Qogn4sAAAAAKjDbt+6FRwYxCktvR8UTCJ/elsnCIJKpR4/dbKNm1tNJ3I4nPcR74cNH75w8aL/Y3vrmAehD+7fv08ioRAEZWRkPH/+vGfPXqosFplMae/erotvFyaTmZKaEhYW1rNHTyqNNnHCxIp9uEE/FgAAAADUYbExMZHv38MwXFF8QQFFUY+OHfX19Ws6saSEPXzw4J69e0+cPOn/1di67caNG359/fLz8nV1ddPTM06fOfnf0mUwDJ89d3b8+HFZmdlaWlqV7w/6sQAAAACgDrN3cLB3cPiFEzU01P369n3w4IGvr6+ZRW3r4wAFiUSCILBQKIQgyMzMdNl/yysdRxTHKwM5FgAAAAA0RDiOa2hqpCQnjRg+vEWLFqpqqory5BiOa2vrjBw9isVi/e021m0gxwIAAACAOk8ikaSmpBQVFZPJJH19fVMzs++eguN4QkKimpo6ThDh4e8QBFEcxzDcxMRk0JDBIMf6TSDHAgAAAIC6LTY6evu27dFRUTweHyWhaqqqXj4+02ZMrzI9qAoymTxpyuSRo0d92l/v8956hHy7aA0Njf9T6+svkGMBAAAAQB2WnJQ0e+YssVg8aMgQe3t7oVD45vVr/+vXCwsLNm3ezFRRqeVcDbn/Y2MbFpBjAQAAAEAddtP/phTHjp44bm3zqQZprz69W7d1W/Hff+/evXP38PiRIFKpFMMwBEHIZPIfbm8DAnIsAAAAAKirpFJpSkqyq6trRYKl4N6+va6u3sfU1O/mWNlZWVevXn3x9Flubq66hrpr06Z9+/V3cnb6ww1vED5NcAMAAAAAoM5BYIROZxQXFRMEXvl4KYfD5/OYTGbtp6empE6fOnXfrj0kCtm9QwdDQ6ObN/wnjBv3+OHDP9zwBgH0YwEAAABAXYWgSIeOHVb8t2zPzt29/foYGhlLpZLU1NT9e/YiMNKsefNazsUw6ZFDh9hs9qXrV52cnFAUJQg8Nyd36eIlO7Zvd3Ry0qx1yjzwXSDHAgAAAIA6zMvbOyY6Zu+ePVeuXDEwMJBKJWlp6QgMr1i9ytzCopYTORxOZGRk/4EDXV1dFUdgGDE0MpowadLsmTMzMzJBjvWbQI4FAAAAAHUYjUZbtGRxu3Ztg4OD09PSqVTVNm5te/Xu1ahx49pPxDEcwzA67dMGxhUoFDIEEVJM+idb3SCAHAsAAAAA6jYYhtt7eLT/sSWEFVTV1Bo1anTL39/bx9vI2FhxsJzPv3r5sqqqmpGR0Z9pbAMCciwAAAAAaIgoFMrY8eNnTpvWt4+fbxdfKyurosKikJD7GekZy1et0jcw+NsNrPNAjgUAAAAAdVVOTk5yUlKz5s0VSwhTU1OfP33aqnXr7w4UKri4uuzZv+/o4SN3b98pLi5mMpmOTk7bds729PL6822v/0COBQAAAAB1D4Zh169e27Bunb6+welzZxQ5VnFR0c4dO3lc7phx46ZMm/ojGw46OTvv2rtHKBBweTwGXfYHRdH/y3dQ/4EcCwAAAADqnpcvXqxeudLWzm7m7Flq6uqKg/YODvsOHrh04cLhgwdhGJ4zby6J9P03ehiG6QwGncH4861uWECOBQAAAAB1DIZhF8+d19PX375zh7GJScVxBoPRunXrFi1aqKtrXLpwvlv3bvYODt8LJU1NSdXV1VVTV+fzeLl5eZYWFgjoylIGUOcdAAAAAOoYdklJUnJSew+PyglWBRRFBw0eDMFIRERE7XEK8gsWLVg4asSI6OhoCILS0tImjRs/b87crMysP9b2BkRp/VhSqZTD4RAEQafTFaPCfD5fIBDA8Kc7EASkrq5OIpEIguBwOFilwhsIgir2/ZZIJFxuGYETkPwsgoAqopXLVY6mpqZGJpMJgigrK5NKJRXRUBRVU1OHYVgejUvg+M9Gk0gkFTcpMRpBQCTST0eTLa9V/U40qVRaVlZWORqNRlOR77UuEAj4fH7laCyWKoVCIQiCy+WKxeLK0VRV1RAE+TYanUZjKi+acttWYzQCUmGxqFRqlWiK51QRDcMw2Q9tddGEQiGPx/uRaAiCqqqqoihaXTSqigrr22gEAbHk0SAI4nLLRKIfikalUhVTK34hGo7jpaWl1UYTiURcLrfys8BkqtBoNHk0rkgk+rFoFBZL9WejsVgsEokkj8bGcQL+qbaVcUXiytEQFktV8fLCZpcQBFFxcSgUiqpqNW0jCIjJZNLp9G+vGwwjqqqfopWUlMie/s/I5OqjQQTEqDYaAcHIl2hsNrvyhidkMllVVe170Spdt2+i4ThecRaJRFZT+xSNx+N+uWqyvo0filbxnFaJxuVx4Wqj8bgiYeVosKqqmiKa7DnFqosmFvG4X9pGyL5T2RgVBEE8Hk8oFFZ6umE1NVk0nCA4paU4hlVEQ0kkdTXZ0JhILJZH+/J0M+Rqi4bjHA7nq2goSV0+0CYWi2Uvy8SXH8Uv0fg8oaByNEhNTfZ2huN4GYeD4VjF8SrRZFHg77btUzT5+yZPIBAgCKKmpl77pCiBQCASiTU1Pg0RfktdQ53JZBbk59cSBMOw/Xv3BgbcGzNuXBNbWwiCTM3MhgwbdujgQT6fv33Xzu9uxQP8n3KstWvXZGdn0xkMz86ePXv2hCDoQeiD0NDQip8SqVQ6e9Zsc3NzgVBw/MTxzMxMBJH1ouEYpqOju2jRIgRBPn78ePLUSaFAAMtvEovFnp6evXr2giAo9GFoSEhIRTRMKp0xY6alpaVQKDxx8kR6WpqiYxPHMF1d3fnzF5BIpLT0tJMnTwrKyyuide7cuXev3hAEPXr8KDg4uHK0adOmW1tbC4XCU6dPpaamopWizZ07j0KhZGRkHD9xvHK0Th079enTB4KgJ0+eBAbeQz+PeWMYNmXylEaNGgmFwjNnziSnJCuiYRimp6c3e9ZsGo2WlZl17PjR8s/RJBJJB48Ofn5+EAQ9e/YsIOBuRTQcwyZOnNSkSRORSHTu3LnExATFTYpoM6bPYDKZWVlZR48eqRzNw92jb9++EAQ9f/78zp3bX6Lh+Phx4+3s7EQi0fnz5+Lj4ytHmzZ1GovFysnJOXz4UOVo7du379+vPwRBr169vHnzZuVoY8eMdXBwEIvFFy6cj4uLqxxt6pSpqqqqeXl5Bw8eqIgmlUrd3NwG9B8Aw/Dr16/9/W9UjjZ69GgnRyeJRHLx4oXYDx9IFdF0dSdNmqyhoVFQWLB/377K0dq0bjNw4EAYhsPCwq5dv1Yx84DA8REjRrq4uEil0kuXLsbExipuUjynEydO0tTULCwq3LtnT+VorVq1GjRwEIIgYW/Drl69WjnasGHDmzZtimHY5cuXo2OiK6Lp6OhOmDBBW1u7uLh41+5dFT8hmFTaokWLwYOHIAgSHh5+6fJFEunTbvYEjg8ZMrR58+byaFcioyIVG93jGKatozN+3HhdXV02m71j547K0Zo1bz50yFAEkX0wvXDxguIU+Ws3MWjgoJYtW+I4fvnKlcjIStG0dcaPl0XjcDjbtm2Vfeb5HK1p06bDhg1HEOT9+/fnzp+riAYRxIABA1u1agVB0JUrV95Hvv8UDce1NDXHjRuvr6/P5XK3btta8XuKYVJnZ5eRI0YiCBIVFXX6zGkKhaIIBUFQ37793NzcIAi6evVKxPsv0TQ1NMeNG2dgYMDn87du3SqUvfHL3nMwDHNydBo1ahSCINEx0adOnaocrY+fX7u27WRtu3blfaVo6urqE8ZPMDAwEAgEW7ZuFYtE0Odo9vb2Y8eMRRAkNjb2xMkTFdEICOrdu7d7e3d5265FvI+oiKamqjZ+wngjQyORSLRl6xaJWKyIhmNYE1vb8ePGIwjyIe7D8ePHv0QjiF69envIqxNdu349PDxcEY3AcRaLNWHCRCMjI6FQuG3bVqFQWBGtcePGEydOgmE4Lu7DyZMnP/0uyKP17NmzQ4eOEATduHH9XXi44ueNwHEmkzlp0iQjI2OhULhjx3a+7PPYp2jWNjZTJk+RR4s7dfokAiOyByIInCB6dO/RqVMnCIL8b/q/ffu2IhqdwZg8abKxsbFAINi1exe3rEzxnOIYZmllNX3adAiC4uLiTp85LXsMRTQc79atu6enJwRBN2/efBsWpmg2geM0Gm3KlKnGxsbl5eW79+zmlHIqoplbWMycMROCoPi4uDNnz8g/SH96grp16+blKVvCduv2rTevX1dcBBKZPH3adFnbysv37d9XUlxcEc3UzGz2rNkQBCXEx585e0aeMMmjSaVdunb18faBIOjO3TuvXr6siIag6MwZMxVtO3Bgf1FRUUU0YxOTuXPmyqIlJJw5e0YqlSouqVQq6eLb1dfXF4KgewEBz58/r4gGQdDs2XMU0Q4ePpSfn1/xdmZoZDR/3nwIghITE8+cPSMRiyveMrp27drFtwsEQYFBgc+ePq38Ij9v3nxFMaqgoKDHT56w2SVNXZvOkn+PNWEyVeg0WmZmpjwprJwDf8IuKeFwOBXztKrFKeW8evVq4KBBs+fOURxhsVhjxo3V0dVZs2p1akqqo5NjLacD3wVXfOD7TePHj5s7d56hoSFVTvHpRywWV9yBIAgmkynfDokoLy/H8S8f5hAEUSTLUqlUIBQqfoIVp9QYDYKYDIYimkAgwDDs22gYhgkEAuK3ozEYDBiGv41GoVAUH6lF8nCVf8bpdLriw5zSo0kxDP6ZaGKxWPbuVeeiCQVSyadXOkU0Op2OIAiO4+Xl5TVGk300/BKPTqcp0ppygUAq6//7rWg0Gk3xrikQCCQ/Eg2CyCSS4uO+RCKR9+nWEE0qgT9/poYRhPGb0WpoG7+cX9Ed82vRYBhmMBgIghAEwePzlBmNx6v0UwCRao5GpVIVac2fjiZbWoWg30ZDUVTRFfFz0eiyhVpVrtvX0aQCoaDy70Jt3ymdjsij8fn8yi/gldsmy+R+LFpF22qKJntZFghqjCaVft3FxfjlaEKhUCyR/Ei0r94yKkUjIIhKoShe5GuJVtsbUOVold4y/nw0JorKUjGhUCiRSGJiYvxv3ti0cTNUC4JYsnhJ0L3AQ8eONP9mU0KCgDZv3Hjm1KkTp0+1aNmyphhFhUVDBg3qP6D/+IkTKx//EBs7ZuSoHbt2tWkr+4AEVLh8+fLgIYM+pqaZmpp+OQpBJ06emDZtamJCUpXCrUrrx6JSqWpqaope9Iojip+nKmAYrqn7kUQiseQjNdXGryma4lf3WyiKKsZ9GnI0ilzdi0ZnQFV3d5BBEORno8lev+h0SP4uq5RodLmfikaWqzEapNRoNbSNJR+1VEo0GIaVHI3VYKLVeN1IZDLrZ6Mp8Seklmiyl+UaLkL1sX41Gk3u/xCttjegvxqt4iY1NTUqpZp3gSqPPXDwoPtBQQvmzp03f75Hh440uiwmjuP5+flnT585fvRoj549HZ2caonBUmVZWVkFBwX36tNHV1dXcRDH8QchIQiC6Onrf6cNwPcoLccaOHCQYrgdAAAAAIBfpq+v371Hj+/ezdnZeeOWLWtWrpw4frypqZm5pQWFRC4uLk5JSeHxeD169liwaFFNyZwClUodOXrUzOnTBw8Y0LVrN0MjQx6f//L5i+fPno2fNMnUzAw8if9KjtW+fXtlhQIAAACABktTU7OlZo0DfJV19uxsZWUZcDfg+bNnmekZYrFYVU3Ny9vb08urY6eOirVKtWvdps2u3XsO7N9/9MgRxfC3gaHh7Llzho0YQSKBSqT/TI6VkZFuYGBYUwc1AAAAAABKZ25hMWXa1ImTJ0mlUoIgEAQhkynVTYKvUWu3Ni1btyopKcnPy6NQqYaGhmA54T9XH2v//v3FxcXKigYAAAAADVNGRsb5C+d+6hQURalUKo1Go1B+LsFSQBBEW1vb3sHBxsYGJFj/Yo7F5XIrr60AAAAA6pnnz5/t3LkDk35ZK61YhLtt29awt2F/r131DYfDUVQEBeo6pY0VKqqDAAAAAPUMjuMxMTFlZWVXrlwOCg5q0sRW3tUhK6aAIEhmZua69euYKswWzVv87ZbWE/LxPjDxpj4A+xUCAAAAtREKhfPmzX3wIBQlySqQ9eotqzJdAcMwc3NzZydncBEB4E/lWGKxWFnlTAEAAIB/B5VKXb16zfQZM+7cvv3o8aM1a9YyP9fDI+Q1osxMzezs7P52M+sPQl5P/2+3AviXcqzmzZvXUI4OAAAAqMNQFG3dujUEQWamZu7u7gP6D/jbLarnSGSSSg31S2snFovLysq0tbX/QKOAX6G0SVTjx0/Q1NRUVjQAAADgX+Pk5DR06LC/3Yr6z8zUbMSwEb9wYnZ29pVLl/9Ai4BfBOZjAQAAAMA/pKYtj75LIpaUlpb+gRYBfzvHevr0adOmTUFdDQAAgPotPz//8eNHCYmJnTt3VldTRxCkSZMmf7tR9QqO41KptKYtU2sBwzBY418/xwovXbrI4XCUFQ0AAAD410il0uPHj7k2dZk4aeLatWvC3ry5fz+4vXu7kydPYthXRbOA35GYmLht21ZwDesBpeVY8C9UlgUAAADqjtDQB4sWL/L19b129Xqrlq2kUmnfvv16dO/537IlERERf7t19QeGYeWC8r/dCkAJwHwsAACUA8fxygVcvgxbEBCGf9XJgSCI4lPZt2vUK276OhoMQQSKorU/UC3RfviBvhpt+YUHkp/x5SYYgmHZLX/igb46RbH6r3K0in8qUUBAgJGR0a6du1ks1rZtWzEcNzY23rBhw4sXzx8+DG3evLnSH7HBAt0W9QPIsQAA+C1FRUXp6WnW1jYHDh5ISUkhkWSvKlKp1NzMbPq06apqaumZ6du2bZOIxZA8OZBKpe3btRsxYiQEQY8fPz5z9syneSfyjGHIkKHt27eHIOjwkcNhYWGKmwgcZ7FY06ZNNzMzE4lF/y1dyuXxPqUa8gKY8xcsJKFoXFzcvn17ZUmJ4oEkks6dPQcNGgRB0K1bt+4G3EHRT694Eol4xvSZTk5OGIbt2bP7Q9wHxU0EQdDptNWr1rBYrJycnH379hUVFSLyZEUiEbs4u0yZMhVBkHfh744dOyZrsPyBJBJxX79+Xbp0gSDo2rUrwcHBJEWRboIgkUlTp0xr0qSJUCjcvXtXUlKS4iYMkxobmUybNk1TUzM/P3/NmjUYJlVEwzBpi+Ytx48fD0HQi5cvjh87RqFSFdEICOrfv3/nTp0hCDp27OibN28U0QiCoFKps2fNNjc3FwgE69atKyjM5/P4S5YutbezV+LPN4/P19PTY7FYQqGwIvlTV1fX09Mr5YCp1gBQFahBCgDAb8nNzb0bELBg/oLJkydLJdKKfiMS6VONHyNDo5UrVirKVX5KCGjypAGCWrdu7ejo+PkjuyzHqlg3M3TI0P79+ldEQxCEJY9GIVOWLFmKEzj8ORqJRCLJ0yAbG5s1a9ZWfiAajaaI5uXl1a5du4q+AYIgFNFQFB0zZqxEIvn0QBCBwLCiDXp6evPnz8cwrKINFApF0b3k5Oi0bu26yg/E+FyTs1u37p06da70HcGKB6JSqZMmTf7yQPJmK27S1tZevXr1V9dHkVRBUPNmzZs0blIRjYAgJuPT9Rk8eIifX9+KZsMQrKqqCkEQjUabN2+eInfMyMhQbo7VqFGjkJD70VHRjk6OCIIousriE+KTU5IHDx6ixAdq4EAN0npDaTnW8OEjNDQ0lBUNAIA6RDG2paaqVu2tJBKppuJ5NLlqb1LkH9U+Vk0vNWQyuaYHYshVe5MiNfkWiqLq6urV3kShUH72gWAYruWBaopGlav2JhW5ah9I0exqb/1NvXr1OnPm9MDBA8eMHlNUVJSYmHjw0MGDBw9oamp5eXkp/eEaLAaDYWJi8rdbAfxLOVa7du2UFQoAAAD4Tc4uLoYGhsq9jI0bNT5+7MR/y5au37COXVL65k2YCovRtGnzTRs3WllZKfexGjILC4txY2WDxUBdB+ZjAQAA1ENenn+kY6lFixY3rvtHRUfl5+fjGKalpe3k5FRThx/wa2AY/uUlC2Db4PqZY508dbJXz15guBAAGhocxyUSyd9uBfD/w2AwWreSbV8I/CE8Hi83N9fGxuZnT9TW1hIJBAUFBbq6un+macBfqo/1+tWr8nJQzwMAGhwTE5PevXr/iUoBwO949eplckoyuIZ1UXp6+pkzp3/hRA1NTWNj43dv3/6BRgF/tR+LRCKBeh4A0ABpyv3tVgBVPX/+3N7BwdrK+vcvTVxcXGZmJoJUX2hath4Shp0cnUDfiRIRvzro593F9/DBg17e3ooqKsDfBZ4DAACAeqiiWunvO3Bg/6HDh8nk6t8vFHUozpw+27NnT6U8HPA7NUhNTEw0NTXfhoW1btMGXMn6k2NVqTgMAEADkZmZ+fZtWI8ePcHn5vpqwoSJvr5dannXh2G4adOm/99GATXq1LlzwN27zVu0AL+S9SfHIpPJYKwQABogNpsdGRXVrVv3v90Q4E9xkAPX9/+GIIjf2WO7ia3tTX//9LQ0K2sljBQD/8Sc9/nzF+jo6CgrGgAADWGdOfDnSCSS33mfBv4ibW3tdm1/veQklUpt2qzZ0ydPldoo4K/2YxkaKrnYHQAAAPDL+vTxq6my/G8qLS0tKSmRSj/tmyTPsyF9fYM/UVm+YdLX1+/SpevvROjYsePqlavKysr+0M8A8P/ux2Kz2eAzEwA0TGA65j/IxsZGT09PuTHLysoWLV5kYWlhZW3VxLZx4yaNGjdp1KhxI1s72/v3g5X7WMDvYKqouLi6BgcFgctYT/qx9u/fP378eLB2FwAaGhiGwdTafxCOEzD868vTqnX16pXdu3f16NnTx8ubwWB8XulEwDDSokVLJT5QA5efnxcR8d7X1/d3gri1dTtx/HjXbt1q2qkTqEs5VnZ2Jqj1DAANkLW19dgxY8lk8t9uCPAVf/8bZmZmzZo1U+J1efnypZOT04ljxxkMJrjcf05hYdHTZ09+M8cyNTdnsVgx0dEtW7VSXtOAvzRWiKKgBikANEQ0Gk1PTw8sK/7XfPyYUlBYoNyYdAZdRUUFJFh1Yh0JDEHuHh5PHj9RUqOAv5pjAQDQMEkkkjJu2d9uBVAVgqAIouRX+AEDBpaVld286Q8ud53QomXLMg7nY2rq325Iw6W0sUKpVArmvQJAA5SWlhb6MHTM6DFguLDeo1FpJBJp9JjRHTqcMjY2QeU5HAERCIqOGjHKycnpbzew/lDW+6m7h0fgvcDJU6coJRrw13IsaxsbKpWqrGgAANQVAoEgNzcXfMT61/yJZyQ5JVkgEBoYGMTGxsbFxcnHoxR76aBdfbso/eGA39esRfOnT54UFBSAFWl1O8eaMnkKjUZTVjQAAOoKUIP030Qmk5VeG7Z7t+5t3drKvoLle0FXgCFtLW3lPlZDZmpqOnzYCKWE0tDQMDU1fRf2tku33yq4BfzlHItOpysrFAAAQJ0jEokyMzOzsrKKS4oL8gvy8nKLi4slUqnsdZZEUlNV0zfQN9DXV9fQMDYyNjEx+dMVO0eNGq300VsVOeXGBL7FklPWlfHp2uXg/gNePt6gxkodzrESEhLMzc3BcCEANDQEQUjlmUQDhON4SUnJgwcPHj95HB8Xl5aenpaeRmDfGaQzNjEyMzOzsbFp69bOx8fHwMDgT7z5KfFNGvg/IwgCx3FldUMaGxtraWqGhYW1adNGKQGBv1KDdN/ChYvAjjoA0NAwmUxTU9OGVrshNzfn4aNHN27cePz4UWFBkezFlIJamFt4dvY0NDQw0DfQ09fX1tYmk8kwDEslUjabnZefl5ubk5ubl56WFhER8fzZi5MnTqmpq7Zu1drPz69Tp87WSt3Bl81mUygUJlMJhazS09Py8wtqeYphGLaystLQ0Pj9xwLkdTc+hjwImTB+QsXVyMvLS0tLEwqFDAadyVQRi8VcLpdGo+nq6hoaGlIolNqvWydPz3t377Zo0QJ0Zf2+miY6VjsDUmk5FthIBwAaJnNz8yGGQxrOosLU1NTTZ05fv34tOipGNt9FU72PXx8fbx9bW1sTExNTU9Pvdj9kZWVlZmYmJyc/eBASfD84KEj218LSomePHiNHjnJ1dVVKO2/cuG5tY+Pe3v33Q+3atevo0WMkcvXfl3zOO+nE8ZPdu3f//ccCIAgqLy/PzMxQbA154cKF4OCg5JTkvLw8kUhEpVJpNJpUKi0vL2cymerq6pqamq1btx49aoy9vX1NV8/WrsnNG/7paWlWSs3jGyCxWCz7rPHNxw2RUITjfzLHamifYgEAUEBRtIFMx/z4MfXkqVP79+8rKiym0alduvoOHDDQx8dXV1f3pypRGcu1adNm+PDhbDb7yZMnFy9eCL4fvGvX7iNHj4wcMWry5MmOjo6/2Vo2m11eXg4pQ/v27UkkMopW/z0SBISgiLmFhVIeC1BM4JNKpcePH9uwcVNBQb6zs3O3bt2Tk5Luh4SUlJQYGBiUlpZKJFJnZxdPT8/Y2Njr167v27dv5MhRCxYssLSw/PYaUijUps2aPn3yFORYvwlGYARB4G+SLBRFKBRZp3WV48qfBAAAQIPC5/OLiopMTEyUXvHy3yEWi48fP759+7akpGQWS2Xc+LEjR4xq1apV5d47DMMEAkFiYmJsbGx2dmZ+fkFBQYFYLJa9/pJI2tpaOjq6JsbGDo6Otk1s6XS6YtRGQ0Ojl1x4ePiVq1dOnDh+4MCBGzeuT5o8ecb0Gb8z+iZ7J1DSR98+ffz69PFTSqh6CcMwefeGrDg7IvebV57H492+fftD7IcBAwbMmTvXytIqICDgxo3rZZyyHj17TJ82PTk5eePGDW/fvnVwsF+4YAGFQg0JCVmzZtWjRw8PHz5Sbedlx84dV69cVVZWpqqq+jtta+B4PB6Tyfy2r1osFpMplG9fA5WWY0kkElAgBwAaoI8fP968dXP+vPnfnRRSR8XGxi5avOjO7TtkCmngoIHz582vvAmgQCB4H/k+LCwsOCgoIiKioLBQKqltBQCJjGppaTk6OrZp49apY6fWrVsrqt40lRs3dtzOnTvOnD27csXKe/fubdq4ycPD4//yXQI/rbSUHRb2Nio6KjT0QeT7SAaDoaOro6WlpaKiQpOh02l0pgqDwWAwGSoMpuwLKpVKpSh8/v+v0Wi0zMyMOXPm5OTkXrx0qX279hcvXRw1amR8fEKHDh16dO9xN+DuoMGDCAK3s7Pz6NDh9KnTJ06caN269dgx40JDH82cNaN3r15Hjhzp27dfldYymSourq73A4P6DugPnuxflp2VpaOj++3yvrz8PC0tLTKF/KdyLG9vH7CMBQAaIIIg6vF0zNOnTy1ZujQ7K9vRyXHd2nXdunWr+KhaXFx84eIFf/8bL1+9LOcJIBhSVWU1b9bM2dnZ3NxcT19f9por7+iSSqWcUk5BYf7H1LSI9+GxsbEPHz4Muf9g06aN7u7uPXv06t+/v76+PgRBVlZWe/bsHTp06JKlSx6GPurZq+fCBQsWLVr8C32EUqkUx/E/cEkAWWJ94sTxo0ePxSfEkUgkG5tGhgaGpWWlMTExZRwuBEGaWrKqVAROsEtlI7Z8Pl8ikeA4DsMwmUwmkUjy/yq+rPw1mUqlZGdnZ2VmM1mMS5curVmzOiY6Vj7tT83Ozk4gEAgFQgcHBwyT8ni85s2a6WhrHzh4IDcvd+v2LQ72jps2blq5cuW4ceOoVJq3t7eiR62iX61d+/anjp9UTOoCz+KvycnJ0dXV+fYCZmdn6+noUilVj8Og8wkAgN8RHR3tf9N/4YKF9awfi8fnbdy4cf26dShKmjp1ypIlSysqZaelpZ04eeLEieOZGVnyLijX1m3adOnSpVXLVmpqarVfB9n2jmVlsbGxwcFBgYGB796FQxCkq6vTp0+f6dNnVExb5vP5e/bu2bRxY2kpZ8TIEVs2b/nZOt1Xr14xMzNv0aLFb1wDoBrv3r2bNm1adHS0j6/PiBEjOnXspHjHxXFcIBA8fPjw/IXzQYGBTZs13b5th6uri0gkxnFcLBaXy/Hlf2R5lzz3+vw1n89T3Mor45QRECQRizllHFyGEImE8onwAh6PC0MwiUwSiUTFJSU8LldFRUUkEkkkEhqNJigXMph0dXX1nOxcFRbTwcGRLutMozOYDCaTyWAwmQxm1PvIZi2aGZuY0Gg0Bl3Wr6boU6NSKORK3WtkSkV/2yf1eCbAT3Fr28bU1OzsmbNVVmj6+HqrMFUuXrxUZfUPyLEAAPgt9TLHKi0tnTp1yvnzF3R0tTdu3DRm9BjFcaFIeODAgUMHDyYkJNLo1O7dug8dNqxd23ba2lWrnBMikeT5SywhAUZJaHNXsosL9M27VGFh0fMXz65euXL7zu0yDtfQ0HDWrJnTpk2vWEMQHBw0fcaMxITEDh09jh87blHddOaaYBim6MP4vSsBfOXK1SvTp0/X0dHZvHlLF1/fmq78nTu3582fL5GID+w/2KXLr+8ypJjkJxaLpVKpWE4ikYhEIrFE9icnN2fFiuXNmzen0eiHDh2aOHEChUI5ffp0//7979y9W87ndevWQywS8fl8niyjk+VyOI4XFxaViwSV+9VkSLI/ik61z19//kr+R554USgkyoiRwxvs5DwOh2PTyHr69BnL/ltW5SabRtY+3r579+79U2OF9+4FtGvXHgwXAkBDU/9qkBYXF40bN87f/6atXZNDhw63b9decfzVq5fLli0PCQkhU0hDhgyeNWt2s2bNqk1ixPcfCLbvwhISIcWVoVLJbVrRF80n2dlWvpuOjnbvXr179eyV+jF1965dR44cXbBg4c2bt5YtX+bj7aOYg3Hr1q2JEyY8evh40KDBZ86cadSo0Q9+F0rfSAc4d+7syFEje/bstXfvXkMDw1qufK9evR0dnaZOm9LHr/eFCxf79O7zU1dPIBSUlpYa6BugKFp7YX1DA4P58+dv3botKSkp/F3EzZs3yWSyVIrt3b135KgRjo6O8+fNh2FZZ4qsQ0w+rL9uzZrBQ4YYmxjzePI+NNkfWYda9V8rRjrL+bLETix+/ep1UXGBp6c3i9UQy/1HRUXKCmE0sf12TmpxcbHd17/dnxBKMnHihKysLGVFAwCgrsjKzrobcFcqlRL1ApvN7t27l2wEsJlrTExMxfF9+/dpa2tBENSmTeuAgAAMw2qKIAy6X+LYtNjQotjMpuJvkZ4Ju6O3JD6hlocODg52d5flczQ6bcnSJeXl5YrjeXl5XeWbzbVs2SI1NfUHv5Hk5OT8/Pwf/r6B73j69Km6htqAAf25XK7iiEBQ/ubN602bN02aPGnM2NFTpkzevn1beHi4SCRS3KG0lO3r66NvoBcREf5T1zchIWHN2tVPnj5Zt27dpEkTl/63dPr0aXv27omL+/DtL9qGDev79vV79uyZurr6smX/lbBL2ri1vnL1yoIF89XUVRMTE6vc/35w8MH9B37t+b5w8QKKok+ePCEapA0bNxgZGSYmVv0tvnnzpr6B3v37wd+eorQca9q0qdnZ2cqKBgAA8P9XxuMNGTZUlmA1b5aYnKQ4WFJaOmXaNAiGGCrMxUuXcD6/xVYLKyoq9elepG9abN6oyt8iHaOyKTNwsbiW0wUCwdZtW/X0ZFOvhg0bWlRUpDheVFSkSLPau7cvyC/4ke9lx47tQcFBP/PdAzVKSkqysbFu06Z1UfGnZ+Thw4dTpk5euGhBUFBgWnp6QVFhWlra3bt35s6dM2Pm9OfPnynulpGR4ejk4OrqmpmZ+ePXNyEhoXuP7ouXLH748GF2dnZJSUlKauo1f/+5C+dn5VR9n+XzeF27ddm9Z/fSpUu0dbSys7NDQx+0at3y2bNnhkaGU6ZOqXJ/Npu9bOl/v5Z/s9lsJ2fHrl27KCoJNCjl5eXevt6dOnf69qZVq1aamZtW+xSD+lgA8H+HYYRIVG+uu6wcH1z9PhJ1C0FAB7ZuuXPpsnOjRif37bcxMSXKy9ls9vz5889duGCqq7N9+3bFkniiXABB1X+/ktDHWFw8XN26LZhGkz5/gSckoQ52NbWBRqPNnTO3datWo0ePOXv2XBm3bO+efSYmJlpaWidPnBwwsP+jh4/nzJt94vjJ726KohgbqulWPp9XWFikqOr0+dsntLW1NTU1aw/75TuVSBAEaQgjkmKxePacWUKh6NDBQ1qaWhKJeP+B/ampHydPnuJg7/D5ThJcQ9PMzKxr127h4e+OHjuWkJAwbNhwExOTo0eOdenaZf6CeWfPnENghIAIWE7xHqw4W3FEMeMnNDTU1NTUxcV5zeq1FW3QYKlaSqR+rk0JVfXnjx4VlJX17tYNll98BpO5dMWqhfPnrluz9ujxY7v37N64YaOzk/ODByGTJk3atXPn9GnTmzRpUhFKXV3d1NT0XdjbLvKs/aeoq6vPmC77ExgY2NDK+qelpb188WL9uvVVjguFwrCwMDMzs2r3ElTanPdp06YuWbIU7FcIAN8l2LtfuPcgRK4Pn3AQCCrEsRSptBmFWqffbBXvcKUcDo7hdBqNqcJUzAiWSKSlpaUoglCoFDU1NYlUWuN2ZXKy7FksgWooQUnwy1mnj1F8vb/bnpiYmImTJrx4/rJlq5ZnTn+ahpWSmtKta9eEhMRVq1f9t/S/2uez79ix3c7eXjGvqzKpVHrixPF169ZlyHdr+dI2HFq+fPmqVatqbxiPxwsIuBtwLyApKWn6tOksFisjI2Po0OGqqvV2C+rTp0+PnzDu3Nnz/fr14/F4a9au1tPTnzplasUCftH1m4It21KNjbIG+HX18+NxuUeOHLl+/aq6hmbPHj3Hjh175uzpKVOmjB49ppGNjVAo6t+/n41No+D7we/evkNRBMPwFi1aeHp6RkZGTpw0QUdH18baOicn5+LFS2VlnOMnTpSJhI0iY7xehMkyWhqtlErZXZCj26zpjM7eJBNjWFubrKszZMG8Np0757PZRw7sf/MmjMvlTpo4cevWrQMHDujRo+eunbsqZ8NZmVkH9+9fuWb1L2xfKBKJOnbsgCBIcHAwg6GE3TDritWrV23bvi0qMtrMzKzy8aSkxDZubv8tXTpr1uxvz1LaqzxYvQIAPwhLTsGLi2FdHbjuL8RDYThPIHnALXXRNSTBcB3ty4JhWCwWczhlMARpaWvDCILLUg6IXcIWSySqqqoqTCYBQxIch77bbSORfPfBfqRJDg4OF85fHD9hXHDQ/bHjxl66eMnQ0NDK0mrv3r1DhgzZunVb27ZtO3fqDP28d+/eLVu+3Mbaev78+VpaWhUZI0EQ393Ap5TNnjd/3tmzZxs3aZybk5ufny8QCOfMnRMdE71505baZ2fXURwOZ/OWTR07duzdu7csc9253dzMfPLkKRV3wDIyyrfvhGHY5H0ky60VgiBkMtnTs7OHh/ut27fC3oWNGzdu0MDBJ06cCAm579fHT4WloqUlW4VqY23DUlGBYYQgcAMDQ4lEcvLkiSFDhrq1cYuPj+fz+fLFEjS3Nm0EItHZiPe65qatGUxRXr4Gj7eUprI29NG54NABVAbGZFD19IYI+Rsjd6xp2fpQCfvwps3rNm4yMzEOexM2YfKUzZs2zp49x8ryy6JUYxNjLW3tsDdhbdza/OwFoVKp//23rFu3bmfOnJ04cSLUMHC53BMnT/bv19/Y2LjKTWFvw9glJT4+VT/MKDnHGjNm7I93MgNAgwbDEIIwN6yheHlCdZ9qTCzrzi31OXPrbu0GiVgyccSw27duT5w8cevmbQiK4Dg+b968gwcPurq6njp1yvCHd9IVBwTy5yyUjSR+m0thGGJogBob/WAoU1PTc2fPjxw1IuDuvUWLFx49coxCoXh6ei1atGju3HkLFiy4H3y/llfdmmqQvgt/RyKRDh48VMsWwjW5fPXy9RvXjx073qNHj4EDB4jF4hEjRsAwPHfubF8f3549ZWsF6pmDBw+mpn48euQoiUQ6dvyYVIpNnDip8h0kz15AHI7KhTPly1cbJ31EcJzJZLq6NpUXTmu2YsXy6zeuDxwwcMXylT169MjLyxvhPUJxooVcRZzS0lLfLl0U/Y7GxsYkkiybF4vFycnJAwcOwnD87evXnWbNoWNSgs+H8wv+S0pKiYuj8gRYTi5eWNi6pEQ1Kz0uILAPmXr+yOFZj1+MICGrw8M3Dhi8icu9feH8rCX/Vd5kr1PnTgF3A1q0bPELXVleXt5jx41dtHihi4tzq1atoQbg1KmTJSXFw4eP+HZw/MyZM27t3MzNzas/889PFAMA4CvcWXOLdI1FgfVkPnJUdPTqtWtEdXkO7IlTpyAYatSkccWE4sNHjyIkVFdf99WbNz8VCisuLvXtWdOcd+7UWbXPef9WYmKipZWsB2Lrtq2KI+XlfC9vLwiClixZXMuJz58/+3ZNGUEQx48ft7ax/oVl4DiOT5gw3t2jPY7jIpHI19dn0+ZNsp9nLrdFi+YrV60k6p309HRzC7Mx48ZIpdLw8PCpU6eUlZVVuQ9/7UZ2i7YEQfD+W1HatRdWXFL51qKiovHjxyUmJkqlUr9+fjaNrNls9rcPVFBQULEasbKPHz/OmzdXIBTk5OTMmTdHNsPua/FpaWwOBythEympp7Zs7uva9MrkqZoM2jULm6JGDl4M+jFVjZ5UagtdHd6IMfytO8TPXuAcDoFhIoJYvW59cnLKr12ZgoICJ2fHps1cC4sKifouLz/PppFNv/59v53pHxERoarG2rlrZ03nKq08nWIls7KiAUD9V29+X+Trk6E6u21Lbm7Ols0baVTq+rXrjORFj969e7dyxXI6lbZ3955WP1knHdHUpM+bhejqQmLxpyujWL8tEKDOTvSZU+Gvy0B/l42NzYH9B1RVVVetWnnr9i0Iguh0xsYNG7V1tI4cPRIe/q6mE93c2trY2Hx73MvLy9zc/PTpUxLx94Y1v6aoV1nxybzycdkM7jr7A1CLW7dvlZSUzJ45myCIU6dPDRs+/NsakASHA2uqy556HR2Cy4PEXy1n0dLSGjR48LHjR2EYnj5temFh4W35k1gZn89ftWpVXl7etw0QCoUIitCoNH19/amTp347zBzx6sXxY0cRDXXI0sJ75KhCDTXjkcO1jI0f+XbWun/Pa/SYNyZG3h4dUkpL3965K924lTtkRGlHb+7EqcjZ844Q9OR+8K9dGR0dnUMHD6ckp86fN08gEED12r59+7Kzs5f9t6xKn5/8p+Kkupp6X7++NZ2rtBxr//79JSUlyooGAADw/3H6zOkPsXE+vj7dunVTTOldtuy/nOyciRMn+NX80lkLSueOzB1b0GaussLuihyLQqZ09VXZswO1+dExx8q8vb1XrlzBLeMtXLCgsLBQsYH0iBEjCwuK9u7d97PRYBjW1dVZu3Ztl25dpk6bMnvO7NmzZ82ePWv69On37t2r/dwWLVvGxMRcuHBBKpXKisjDskHV23duJyYlOjh8Zy5XnSMSCW/e9G/q2tTBwSE09AGTyWzevHk196NQCKEsr5L9l0z6tpp/+3btJRLpy1cv27q5WVpY3Lx5UywWV77D5SuXrW2sTU1NK46w2ey3b9/KZvOQSCiCKkr2W1aaUFWhZ49eyUlJsR9kexrq6+gY6unFxX3w9fENffaMo6XuOX58krFBq3VrqZoaz7p5M9esJLm1IURiSWBw2cy5zQ8djz54JG/VWunzl8TP50mtW7fevGXz2XNnFy5aWOU7qk9evny5Y8f2qVOnfPsTnpWVde3qte49enw7SesLZXWmgRqkAPBzY4X3AuvHFWOz2ZGRkbXU5PyXZWdnGRjqM5j05y+eK44cPHQQgqBmzZqWlHw16POzcJFI/Pip4PAxwfGTkveRxO9dH4lE0q+fLOFbtWqV4khmZqaRsSGdQX/x4kW1pzx9+iThm2KJBEG8fffWo4O7vYNdo8aNmtg2bmLbRPHX2sZ69+7dtTeDzWYPGzaUQiV7enU2tzB393Dv2asHjUEdOnRIaWkpUb9ERERAsKy2u1AonDhxQk3VX8v3HyxxaoZzuWXjJpUNHo5/rhxb2fv376dPn0YQxM6dO9XU1eLi4ipuysnJGT9hXF5+XuX7x8bGLlv+n6ImU0KC7En88OHDiZMnqm3Ao0ePVqxYrqhNeurUqWHDh90PuQ/DUGhoKEEQ3j7egUGBPXv17OTrzRMKCYkUKygUBQbzV68r9xt4tLH9CW0DnpkNu30n/so1ogehWO5XLfmuPXv3UKmUqdOmCgQCot4pLi5q0bJ502ZNiz/XRatsydLFLBbrw4cPtUQANUgB4P+tnuVYddrWrVshCBo8ZLDinzk52c7OTiQyesP/BvGPefL4sbq6upm5WUrKpzk0q1fL6ixMmDih2vtv3rwp4F7At8dFQmFWdlZGZsanv5+lZ6T/SJ5UXFy8ffu2Vq1baetoqaqxHBzt16xdU1hYDyflzF8w39jEKC8v78GDkHXr19V0N/GzFyVOzXjLVpW2aMtdt1ExcU0sFovkxGLZhtAEQcydP/ft27Dk5GQVlsq2bdsUO1CJRKL8/PyXL19WbHSjOCsiImLpf0sU8SUSCZfL3bJl8/nz56ttgEgkSv5cLzctNd3NzS38bXiTxo0V0/VWLF+xZOmS06dOsVRVkj//5HwikKSHPF7Ry6+gux/bxr5Ix6hI37S0kw/vv5XisLfEj00cxHF8584dZAp55MiRRfVubtb4CeOpNMrDhw+/vSkxMVFLW3POnNm1f7ysDxV6AAAAfgGbzb50+SKNRq3Y8vnM2bORkVF9/Pr8zj6+f0h7d/c+fr1PHD958OCBzZu3QBDUr3//g4cO3rlzOyFhTuPGjavcn0QiVVtSh0KlGhn+6NrGb2lqas6ePWfatOmK4SESmUSlVFNwta7j88tv3b7VxbeLnp7evn17fWvY/hmCIHLrluTOncT7DmRpaaaqMrtiWHFR4bmzZ7lcLgzDDAZz7FjZonsURubOm+vl5W1kZHTu/Nk5c+YEBQW9efMakUHlu+50iYuPu3zpEplMzsnJUQwKczicHTu2hz582LJFizFjxlbbAAqFYmVlXVRUpKLBhNUJmirlZfJzEzuTew/vdSh0R+yIwEMBsAPB5fKOPj7kirqQcDKDRFchq7KoaurtLaEwx4S2HduZWmOBweJnz8Xv34v2HRSfu4i6OFH8epLbtEHlSy5qAsPwzJmzVFRUFixcGBMbvXv3Hrc2blDdR8g3KTp+/Ni+vfs6dOhQ5VaJRLpx4wY6nT5t2rTaC1cpLccCc94BoGGSlT9+9bJ/v/6/sAj873ry9Mn7iEi3tm3atJFVCeJyuUePHqFQybNmzfo384bZs+dcuXL15KmT48aNb9SoUZPGTbw8vU+dOhVw7963OdYfRZaD6q/Y2OgyTll7d/ei4qJSTqmjo1ONd0VR5oqlUq/O2iwVFTNTEoKoq6l3795DKpVAEFyxqfPgwUOyc3I6degokYgP7D+Qnp7u6upaVsaJjIwcOnSYlpZsK0wTI5P+/QcgCJKUlPjw0UNZDXcGY9CgQT169GjcuLGKStXp9iJMlC/Iz+SnxeXE+R+4ZTvKhgfzclm5+x/tE6mIMhOzNz5dJxVJPxZ9DM27zzRgXAu9+t7orVQixQmcgAgGiaHB0OBplr+/8e7luPZm3awte40zzRQxXkbit4OQd9GiJy+E1uaktm2ovXqSW7WAqtu9QGHs2HG2tnbTp0/v0aPHihXLx4+bQKfTobrswIH9q9esmTVr9rhx47+9NTDw3rlz59dvWGdhUVsCqswcS1dXt37/ygEAUC0OhxMXF1dtKaZ/GUEQd+/ekc1z6tufyZSVq77p75+UmOzt7dWubTvon+To4Dh27NhdO3cdP35848aNMAyPGjXq1OlTV65cnjVzZsWuOApVFnpnZ2fHxcU5OTlRqdSI9xGSSrvoKOA4bm1tbWlp9d1mpKamoihqZmaGYVhycrKenp66umxhXX0SGRUlEglbt2r99MnTRo0af7ucsDJYTY3cxcfg8z9pNNq3Ka+LnEQq7dq126FDh169ejlw4KD8/Hw3NzcHh08b8qiqqTqoyb5GEORN2GtFLtukiW3lOKXi0hx+diYvPbY0Np4dWyAokBASCSFJKEsqf1Nm52FnbGlUnFTSvF2LW4G33aTt7VrYbVHf1sOgD9mFxsngTLWfwRPyBdJyjphTKi4pE5cxbPmRL6LuvLpBNaBSUBqdyjJqY2jf3qtxPF//YaxuVCZx6hL/yg3ExYk6ZBC5ozuip1ftRXBzcwsKCvrvv6WLFy0+cfzEgoULe/boqfjNqlsIgti9e9f8hQvGjR23ft36bwti5eXlzZk726OD+6SJk78bTWk51pQpU0ENUgBogBSFraG6hsfjyTYDYdIVw4ISieTSlUsQBI0aNfpf3rXCz8/v6NGjj548YrPZGhoazZo1s7KyjI6OSkiIr/JmjCBI5SwqKChwxswZ586eNzQ0HD58WFFRUZU3D4lYunz5sqVL/6vl0SUSyV654cOHrVy5SigULlg4v6CgYO2adZ07/0rR+X9W5Pv3Ghoa1tbWJ04cHzRosFJiNnVt+vZt2Nix42g02vvI935+fTOzsrp1q2bXP11d3Z49vhR0xQk8T5AXXhgWV/ohk5+RxcvkiDlUlEpH6SYqphYsSysNq9SeaZkJWUsclrwuer0vat8Cz8Uh2x5YlFkPth32qMkTE6Gpe7OOZ06f8tHsSqZ/+W3lSbg8Ke8R++Gr6JftPdvHF39IKUtJK0n+gEdD2qjxaBPTbAv7dIumT/I0IqPh1xESR1u0VzfqgL7VZlra2tr79x/o27fvli1bR44a0bpV61EjR3Xv3kNHR6dKQv/Pkkoly5Yv375t27jx47Zu3vptXWWpVLp06RI2m71xw0YGg/HdgMrsx1JWKAAAgD/t5cuXGRmZHTp0UNTajo+Pf/36dRPbxu3bt/+XL76ri6uTk8O7dxHR0dHu7u4qKipdunTdu2dvwL17VXKsXr16V97cxsvL+8rlq02bNqXRaCdPnBLLyjhV7cdS7IpYC39//5WrVvj6+vbqJcsAGAzGuHHjN2xYP37COP8b/k5OzlC9wOVyw8LC3N09JBJJfn5+5Q2Vf4ezs/Ply5fU1NRsbW2jIqNycnKsrKyq3eRXU1NTUT89jfsxvjTuZf7zWHY0T8KT4hIdup6Vqo05y8JOw95W3U6Lpk1GZDlTrnvOAyxUm6zT0rnVFsFWhAyrqqm+jXg7Bhpja2cXERXeslUrkVgUGRtZuQKFCpmlQmZ179Az+V1KR4ann2k/MSbJ5me9Lw6PZcemcVNfquW9ckGuOTEc85o1f5BtHZOuu3aL9PgZtF9vSq8epG92N0cQxMvLu1Onzrdu39q9e/fceXNnzZ7VrWu3Xr16WVvb6OvrGxgY/LP7iKekpixcsCAg4N6KlSsXLlhYbTt37Nxx6tSp/fsPKEr5//9yLDabraqq+s9eOwAA/hDF2qI6d3kfP35M4ISPt4+i1+rtu7eFBUU+Pr6GRtW85/07WCxWB4+OL1+8Dn0Y6u7uDsOwe/v2e/fsDZPXo6/cW1B5nxbZXB85xde/1uekKBNgbW197OhxRfYGw3CP7j0c7B28vD0fPAitNzmWvBxJ1PTpMxISEkxNTZW1SZSWlhaFQsnPz/Pw6LBv314EQcaOHUshVw1OEESJqDis8PXbwjfxnPhcfg4NpenSdTsadnbSdDFkGhkyjeho1dlOBsaGw4YPk1UH1dVRVVXNy8tzdHD8+DFVKBSam5s9evSwTx8/BEGiY6KbNGmiqLPAYDBQOYYKw9DU8E3YG98uvlSUaqlqZalq5WfRP4efk85Le13wIqzozTO94icjGGb5DLtEUcsXJTb79uOXriPenSjjR5G+GRhFUbRP7z5du3R9F/7u8aNHl69cuTZyhJa2lpam7K+pmZmenh6fz5dtD6qlpSieXnEuDCMkElpYWNimjduoUaOg/wuCIC5fvrx4ySIul3f8+LGaei5v3ry5bNmyqVOnjh1b/fqDP5hjrVmzev78BQYGFUPSAAA0CGQyWVVVtY4MBXyC43hUdBSMwK6uLp+zh4cwDHt7eSHwvztQqNC7T5+NmzYGBt5bsXwFDMONGjXW0dVOTEosLCysPJ6gKBOq3M+9EqlEU1Ozyt7PhoaGenp6xSXFUH2RlZUpEolcXFwiIyO/27f3UxwcHMPevm3VstWSJUvCwsK8vb0r51gFgvxYdsyr/OeRJe+5GFcikZixzLub9Wql09pZy5VJ/s7cpmfPnuE4jqAIn887dvxoVlZWfEJ8hw4ebDY7JzfnXfi7oqKiadOmzpw5Q1EqgkalaWpqamhq6OjoMuh0kUCYk5ttYGBgbCxLx9XV1Q2ZhoZMwzZ6bhxJ6cv8F6/yX8ajCXe0Sx621G/8Udvzfonj1UusO4HoQD/K0EFoo6qbClCpVLc2bm5t3ObMnZeUmBAeERH34UN8QkJCQvz58+dUZPthw5zSMnsHexKJRMg2YZclWGKxKD4+nslk+vv7x8TEbNiw4U9PRXj16tW2bVuvX7/Ro0f3jZs2NWlcfbdlyIOQMWPH+Pr6btiw8cd/rZSWY4nltTSUFQ0AgLrCwsJiyOAhJFJdmpJVUFCQnp6mq6tjZCSrYiASicLDw2l0auvWsgWG/7hGjRoZGBgkJSUVFBTo6emZmZmZmJikpKTk5uZWzrFu3LhuZm7eskXLaoPk5OQEBwfFx8dTKFRra6sOHTpWrjNeLRiGnZ2c7ty5/ejRo8qr2Z+/eJ6UlDRxwlc7Jddp6RkZqmosGo2WlZXVtl1bJUa2aWTz9u3bfn374Ri+a/euZs2aqaioYASWWpbyMCckvPBtCjeFjJKZkIpeicGYjuNs1Bvp0fWrDSWVSgUCQWJSYuT7yMjI98nJyeHh4eWCcqFQKBZ92iWJREYj3kegKCqVStlstiwDQxB1dXUqlQrDcGlpaW5eblZ2lkQiwTBchc64ffcuBEF6+rrm5uYWFpaOjg4uzq7Ozs66Orq+xl19jbumCT6+ywt7kBMS1Sg9xlLHPlWjw2NOsxPHVO4Ekfv2JI0ejlbXz0KlUBwcHCvqpJ85e2bZsv8mTpioraOzbevW0aNGDR8+QtEXjsDIocMHT585ferkaU5p6eixYzp37tSlS1clPgWVL+Dbt28PHNx/0/+mto7OkSOHBw8eSqfTqr3zo8ePhg4dYm9vf2D/gR+ZhqX8HKuuzGgDAEC5aHJ166pmymtv2tvbGxvLhs/yC/KTk5ONjY2/m2f8uOLi4idPniSnJJPJZAd7h3bt2inrKjEZzGbNmt0LuBcbG6tY09e4UePwdxHZ2dnOzl9G69LS0lRqWA3nf9N/5owZ+QX5urq6JJRUXFJMoVCWLVs+ccJEas3r8+Uz7vve8L/Ru0+vgQMGOju7QDAUERF+9erVZk2b+Xh7Q/VFRnq6rq4uDMNSTKotr6ogm6QlKWORVX8zsqmJycOHD7W1tVVVWUVFhWZmZoll8acTTsSVfigVsXXoup6m3m4G7ah59HuvA9oNca9yel5eXurH1OSk5MioyMj372NiY4qLi6USTHYbDGlra6mpq7vZ2WVnZ2tpaVtbW50/f/7ateuWFpZjxo7esX3nmLGjWzRvsXffPkVnLYZh5eXlbHZJYWFhdk7Oh5jYx48esdRUM7MyZdMTX725eEEWlslkWFtbe3b28nD3cHJw6ms5wM+i34PckPuZQVGUD7GWWpbe6p2Di5udPKx59SZ51FBy395IzQPuUonkzu3bVCo1NDSUpcpycXENDAqaO3ee4laBQBB8//7kSZPd3GRFtnr37n3o8CHl5lg4jkVFR4eHR5w9e+bp0yfW1tYLFiyYPHmKhoZGTacEBgaOGDHczt7+3NlzPztYV8fq2QAA8K/BcVwqlSprzsr/B5tdWsbh6ujoqKmpKSa8i4RiJ0enKt+FrBT346eioGCIXQprqFO6dyO3aS3bk+57bty4vmHjxnfv3uKYrHefwaR7uHusWbOmWbPqNryrgQQXExBERsjw15PTyWSyvb397Vt31m9Yd/OmPwRBcfFxsswgM+NHapDGx8cvWDDP0sry4KGD5mYWKIoUFBSeO39u2bL/DA0N+vXtX0uTDAwMjh45tmXL5itXrx4+cgQiIDV11d69+yxftlxPv/rulrooIyNDW1sbQZCioqLMzEwzU/MHhfeDcgIYOSqdWd7e3t4hD0Lu3LlDoVAwDOvZo2erVq1WrV6VmZmhrq5Bp9M9PT0NDQyCgoOjo6JIZJK6hubgoUNV6PSb/v6vXr36mPYxPy+PzqALhcJ1a9fdlwTijhI9sv44+0m2DPvytHKakJ6QFJ+blyeRSBS1svLy8sIjIl7I+wuTkpIE5ULZnCcSoqqq2rJlSxcXF2dnF2tr66LCoveREevWySpnxkTHDBww8NjR46Ympo0aNaLT6TiOm5iYcso4VAq1YqiLyWTq6Og0aiSbUEX0IzZt2DB48BA6k6Eo/R8TG/1e7sOHuMj3Udu2bbO0tHBydvZwd+/q022B3ZIEYVxQdkA4JfLgGG2bDA33Z2Vtdm3VvHGbPG4UpX8fiEIRy0uEIAhCQLJfBBiCk5KTQh+GamhoHDp0OORByNmzZ0pLS1++fNmypazDNSIiPDkpqVWrVlu2bG7ZslWPHj3mzZubmJRoZWmliPCDYAjGcQzHZTMUFdXzs7Oz37+PCAsLi4yKTEhIKCwsbNu23dGjxzw9PWsvyXv69KlZs2Y7uzifOX1G0e39U0ANUgAAfktcXNydu3dmz5pdh9IsxaYx2lrain9mZ2URBGFqZla5Px7PyuYtXCp9/oIQiyEch2BEdOU6uV1bxpb1aK35xLVrV0ePGc0t46EkhESWZTlCofDevcCk5KQrl6+6uMhmgNUCI/APJTEPc0MSSuMxAjNnWXQw7NRUqxkF/dLDZGUp21v6QUjog5DQioNxcbJM67tevHjO4/G3b9vh6uqqONKoUeNWrVplZKRfvnylr1+/2gclzM3N9+3bv379hszMTKlUamxsrK396TLWG2mycWRdnMBPnjxxYN/+lj1aGIzVZTFZ6dR0T3NP2QpBJ2c9XT1Z6kAQxsbGc+fO2b//gKyfr6/fqpWrUBJ6Pzi4oKBATV2dQqH06tGziZa2/7OnbHapjq5ubl5emzZuCYmJbHYJp4yjlqmhjql52HYYbD1MwBPsfb5XIpHk5Obk5+cjMIKiqP/NmxcvXEhITBAKROYWZm5ube1s7RwdHezs7B0cHBQfEhR4PJ6pqSkMwbq6enn5DxhMhnxHzmw7OztVlmpBQYGpqcmHDx94fJ6a6pezKsAw7ODo+OjRw5GjR+vq6jZv3tzPzw/HcaFImJSYFBQc9OzZs8jISP8b/v43/BdSFzo5OPXz69/J3aeDVedXvBdv6OHHzckhndW73M1pvfw/jTuBt1s6bbhwToVOp9PoUkyqeAg2m83hcGAYnjptSllZWXJyMo/HGz9hnIGBAUEQeXl5IrFo7LixCfGJ6hpqDg4O2dnZAwcO0NbW/qmFNQiMcMo4fD6fSqUVFOQXFBQQBKGpqamrq2dqajJv3vyePXqYm1vUXjaZx+OtW79248ZNI0eO3L59u6aGJvTzlJZjOTo61vW6rgAA/AIcx0UiUd26dAUFBRAE6X9OlfLy8+X//FLyhygt5c2aJ33xEqJQ4IrhM4KQhDzgL1iisn0Lov1pCKmKvPy81WtWc8t4JPKXWbHy/VKg5KSUDRvXnz1zrpY5vAREXE29dDnlfDlWjsIoDMHpvLQX+U+9jbpMsJ1ckWb16NHj0qWLIrEYhmASCX3x8sWe3XsVm9tUUMxr/vYhpFIpk8nUN/gqTSSTyZaWlsnJyVUWJ9ZETQ6qp3Jzc11dXalUatu27aLfRxfTCxupW61wWLP+/epkLMkL8tWRU9w5KSnJ/6b/3Hlz3717KxaLrK2taTSabaU6GqL1myWrNhg52TafMrmxtfXYcWOePX+Wk5MjkUo8PNw3+GyI+xB34eL5OXNmExBkbmY2e/bslJSU2XNmzVswD0WQpOTkRYsW6+np7tu/v6Sk2NLSksFkGBkZtW3bNj4+fsXKFerqar169nJ1baqiotK6tazig76eHpvNRhBUVY2VnZOteL7Y7BITY5MnT54IBcJqcywIgjp26rR+7doyDkf185OLIAiDznCWWzB/QUJiQmxs7OPHT+7fD34f9f7tu3cMJqNd67ZtO7Xt5+6XqB4fQ/9wfAIlrK2g8Y0XC+ec5NEofKHY08vTwMAAxwkEgQsLC6USrHHjJlpa2hoaGrm5eQKBQPHLSBDEx48f1dXVMzOzbBpZ5+TklJcLWCwWQUAG+gZSTD4k+sOYKipkMklPV09bW9vAwFBPT9fA0NDM1Kzit752kZGR8xfMf/z40fLlyxcvWvzLA/1Ky7EmTpz0LxfuAwDgTyGRYBSF6tRGOsVlpRAEqet86oApKJatidPW/zLTQnTdX/LiJUyhQJUTDhiGaDRJcIj4fght8MBqI4fcD4mJiUFJ1bwYwggc+iA0KiqqWbNmNTXsTvqtM0knYAimIJ86BSkwhYCIu5m3aShtdJPxKCxL3fT09AYM+NIAPT29Pbv3stnsyqE0NTWrrbLt7u5x4sSJ27duT5gwoeJgSmrqyxcvhwwZ+oMv47hc5W8ORb8qeVp3ybfNFjEYTBzDjY2MS0qKeTocLaqWCcvUmGmSzcsWYSJqpT7F8PBwiVQ6YvhwC3OL9RvW5eblWph/qZohunGTf/I0qqfbKOgBa+w4jCB0dfXatW1XxuHExMa2bNkKJaGW1pajRo+Sp8SEYja6qanp+nWy7fAUfT8WFhZkMrlp02bFxcWKoXnF5CETE5OpU6bm5OQcPHRozeo1urq6x44fGz1qNJ1Ol33sgSEVpgqPx1NsUikSiVTV1AQCoaJLqVpMJlNbS3venLn2jg4+Pr5NbKuusGvcqHHjRo39+vgJhcLw8HfXb1x/+PBR8IP7wQ/uq7FUW7q1NOtgWt6Ym9CafjM2r/wd7dL+g1OXrWjbtu3KFSsJeUG2CRPHR0VGr1+3vn379rKtsufOCX340NXV9djRYwiCdOnaRTFCum7Nus1btzRv1oxTVqanq7tjx86fWlIHy39EZcsUf/5nklNWdvLkiVUrV2pra1++fKVXzy/FYH+B0l4WQYIFAH8cQWApqVhOzpeelb+NhKDSpEQ8I0P64hVCJv/UnIm/BUEQw8zsVmSKcXYe8TYcgmGTnLzmCGqYmU28DZfiGCQUia75wwjyVYL1GUwiif1v0Qb0g6pbvx0X9wHHCMUQYRUoihQVFWdkZNSUY5WKS0Oyg3ACV1SV/PKIEIzC6OPcR57GPuasr6peKSj6q+Qb5H3Rp49ftaO3WpqadnZ2S5Yuvh8S3LxZc3V19ZzcnJs3b+XmyvYh3rZ9G4ZJ9fX0/fz6VqnRoBAYFHjyxIncvDxC9h6meHSIhKKrVq1yd/eA6j5MtvkuTkJRCIYkYjFCQkgMVIMsy2k0qJolZUliXFw5x8rPl10KQ0MjCwuLoqIiHpdXOZbk0RO0sQ1z03pixFjau3DYwY5Op1tZWWlpaaEIougMYzAYNjZfVYig0+nfjil/23dYUFDw/MXzUSNHPXv+LCoqytPT89mzp0MGD4EV9UcICCXJVhQqfvYwDCORSDiOyfYqrEFsTMyd27cTEhLuBQRcvnjp3IXz5l9XWatAo9Hc3Nq6ubUtLCoKf/cuICDg5q2b94NCoCDI0NLAsJN+SSTb3MXK2dez6fWbr169UuQ9EAQVFhQiKKLoTIJhWF9fn0ajstklYrGYRqPxuFwpJiWRSE1sba2trbOys01NTUo5sk9E8J/PSXAcv3v37oaN69+8eTNm9Jj//lv2+4tglJZjhYe/s7WV/fQoKyAAAFVgKanc0ePxzKx/58qQYZgvEgoEPO69UAoM14EMS64vBPUzMoeu+LMv34AgaDQEjTG1go6eYh85KbtZMcRW04geguBp6QSGyXrvfv6VHUZqfLNILI1P434kIdW8LKMwWigsiC6JrDbHUkxhrtKNVNMegh/T0yKjIqlU6tOnT1+9eoUgCCbFcAJnMpgXLp7HMVk3iaOjo7e3z7c51v3790eOGEGmUuya2FKoFEVGTUAEiqJ1cT+laslTLByR9cshJDIJRVFcSohw2Wi4CBOSEBL6dQU1RX8eiqIkMkl2rrzOkwJRLsBTUkhOTiQ7W4ilgiUlk+WXC8OkCIpieI2DX7K6DOXlLNXvLGNMSkrKyZYNBdo2sc3NzZFXSaAq+oEUPwokEkkikWXesmcZx6lUqlQq2xC6poAh9+9/+PBB0f2ZkZ4eHBQ0YdJ3SnLoaGv7yK1Zs+ZBaOgN/xuPHj16ezQCgqAmnWzV6Wq6errPnj2tuL9EKqFQyBW/Jop+O7FYoriMGI7JkkJClsOpqDCLigoRBJVIJDiOIcgfrHDO5/OfPXu2d++ewMBANze3m/63unXrppTISsuxDh48uGLFyl+YdQ8AwI+SSHAeD6bT0ebNZMNY/0BFOhICq/K4ZkUFFBNzMoz8/Qb9ABiBk5ISP3yIc7B3sLG2hmAoJjY2MTHR1dXV3MxcNmIjFmMR7wkuF6opYZK/MVR7i4OjI4ksK6j47R0wDNfV0zE3N6+pYTwJT4gJaWj1Mz9kBY3En0YDcRyPjY3Ny8uTz/RC3ryR7R9cZQJvWVkZmUz+9nOvvZ396VNnMAyDYVjRASZvqex/in/KK4DTtT7XLKgsIOAuS5V1/dr1elPSvVqw/MnLzcu9d+8eu4RtYKabL5LN2MvmZ2vRtWlf11jX0NBEYKSgoCAnO1tDQ7ausOImQiLBy7hk+ZA0zGTiXO7n6W6frnxN0tPTA4PuTZ0yrfZ28nhcPfm+gZ06dSovL/888+/zIj7Z4C2syF0Uj4YonvGaH5lKpSl+bBXNo9N/ohCUqqpqn969+/TqFffyZejpMytPnyTDCErIGlD5g0dFkxRkXxNf9tb8VAEYljVAca0IQnH6HxmGJgiiqKjo8uVL58+fDw8Pt7GxOX7iRJ/efartwf3LOZYiG1VWNAAAqkGhwGQyoqOjsmMzovkri1z+BEecsMcxFCX9mZfBP+LVgf3Tpk1f1GbkunXrIQh6uHnTksVP13Vqt2jhYtnNBMFbsER04VL1Y7JiMdnDvaZers6dOrdo3vzly1eV57wryLbu8fF1cnSqqVUMEoOKUAmIqFKs4dPpBMEifxoqCg0NHThoIIdTiuOyZE7x2lvlbfvUqZNNbG29PL2qxGEymXZ2VbeZ+xEEQXC5XBsbm/qdYJHJZBiRjazxuDyJRNq2dVszO5MyAedo/MECUV4Hk45VdgJo2tSVRCaFPgx99uxp48aN9PS+TKlGGAwynUHI53RDYjFMIcvzHVnCIJVIGDVnMAKBICdH1i9VOwqFIhDK6jioqakrui1nzpyloqKCY7KSITAEYxiuyLzlA4WycUMEQWt5p+7avVto6IPnT54iKNqiRQsvn+/VPJNieFEhXliEFxXhH9OkH+Lx+ASTrOwJQtFDAi7ML+SWFGdlZ1taWlacocpSFYskillisioqpaVSDFNhMhX9oBQqRShfQFNeXs7hlDEZTB6Pz2QylTsZqby8PCUlJTw8POBeQFBQIARBbd3anj59unv3Hkofi6tL01QBAPj0gRRFa+xi+b+DEQiF6thGpdp6ejgE5RYUKC6jroGB7J/5n/4p+9A4sL/41h1IJKo66UoqhTQ0KD271xhZW7tTp04vX76SSjAElVUG+jz8BDk6OS5dsrSWdwtrtUZGTON0XlqV+Vjygg6YOkXdXsNB8c+UlOSS4hJLK4vmzZsTOBGfEB8dFWNpaVX5FPkIizL3kYRhuL17+z179qSlfTSvNK27nkFkaQgilohtbGwGDBqwY9sOHMHXvF1xNe0Sng1xSnk8dd7ceXNFQlGbNm2GDBly9dpVoVC0bNl/ZRxuv/59SzmlM2fN1NHRmTVr1uG9e9unfWxrbkpweQSXixgYYDBM4DiKohKppJa38x/cBKlNGzd7ecp+7doVQ1NTt5atGsm3DiTIZJiEQhQKJpWS5Z8TcFnNd4pIJEJJJKTm5SmmpqY79u6VjSCjaJu2bfUrf5AjCEgqJYQiPCcHS/2IpXzEP37Ec3Px/AK8oAAvKISkUphGg2g0RFeX3LJ5hyKrRSH3g2/fehsWNnfO3IpFr8byTTOTkpJsbW1xDMvMzOCUlurp6+M4LhaL9fX0pRJpcXFh2NuwhIQED3f3hMTENq1bV1kz+yMU62oRBMFxXCAQ5OXlZedkR0dFv3v3NiU1JTs7Oz8/38nJaf68+Z06dW7VqtUfmlMOciwAqIP+gVHCClwuNy8vz8rKqg4tfFFXV4NhuLioSDEeYWJkDCOyqkgV4xrkls0Z/y0uX70eEpRDFTPHJRKIQWcsX0puUePCwLCwsEuXL9FoNHsHu/j4eD5PNoKjqaXh6em5YsXKxt/snluZNk27s5HX8YQjVbqyCIiQ4lJ3g46Wqp+yqJTUVAiCZsyYOX3adAiC5s2fFx0VIxv3rORPDCx4uHc4e/bs8BHDJ02cZGBg8GluNUTAMGJvb19RzqCuU1VV5ZTK+gjpNLpEIqFSqbMd54cXvbVqaa1L06PSqKtWrsJxnMFgMJnM2bPm+PXpu2rVSlMzs+XLlquqqq5ftx5FUU1NzWlz5yEsDeHFK9jWHahQRGvrxubxYBhWU1Vjs9m1LxCpvXSTgpaWlkpyasaW7YEvnk1u17749bsD794sGjSkMCmRXi4g3r8XCwVoQSGU+pGXn08XiUsLi8goAgsFkEgkewlRjBErfkykUkgihaQSIwTt27KV7A4ZWeLIaKKEjRcUEPn5eH4Blp2Dp2cQPB4kEhMiISTFYHU1RE8PtbAgt26NWFmSHO1ROztIKMDevvO5fHUXjz98+nSIgI4eO3L+/DnF71pxcTFKQubOm7N27RqCIDKzMnk83uXLlx4/ekQQRG5eLoZhZWVlixYt4HJ5JSXFZWVlH2Jj/W/61zJV/1swDPP5fLFErMJUKWGXFBcXwzDEYDA1NTR1dHWsrKwHDhjo4+NrY2NN/mZP7n80x1LuByYAAOqKtI8fb/jfWLRocR2qQaqpoaWuoZZfUFBaWqqhodHEtgmdTouOila8oSruQxsxFDHQFx0/KXkfBWEYjCCk9u2owwdTvKuOvlXIy8ubMnVKclLKjBkzFi9e/OHDh48fP6IktEmTJq1atvqRpKeneZ9iYdHdzDtiXKyo8C7BJTAEtzfwGGYzQlG4QSIRx8bGkMkkRwdHRUaYnpamKMIO/WFPnjyJiYnJy89/9uy5igqzYoySRCadPnm6R4+eUL1gbGpSWFiI47KBNg6Ho6urq05V72Qkqz6qULnGkmyUTl39+nXZ4gmFiidCW1MTHzq47MFDyaEjL3Q0tQiptUj07NmzmNjYN2/eiETi06dPjRgxMuJ9xMGDByViMY4TRsZGixctkkgkgYGBH1PTEEQ23rdgwQI7O7vjJ44/efxEvkIQ9/LyHDp0WGRU5JUpU1LjPrjQGNZ5/olCYUF5mfDmvVRcokpggjkLSzlljFNnxMEPi5PjaB8zsvk8ZkmJaMaccjpTNrFcMRcPhmVfSqWERCz7FCEUEbK/QoLHIzgcSCyRbWwg6xiT/5fJRO3tUEsL1MoCMTdHdHURHW3EQB+W98lJo2KEJ09JHjzEEhJ16Ixj7Tue0lajGxmRUdLnlQGyiWtXrl7h8/l9/fp+/PixhF1CIpHatG4jW8BIEOkZGSH373u4ezx69MjcwrxZs+YPHoR4eHTQ09PFsJ/IMWBYNiAIwbCqqqqaqqqBgYG2jraaqrq+vr6pqWm1NU3+9RyrZ89eqt9bBAEAQD0Ew//OwOUPMjE1MTU1TU1JyczM1NDQ0NHWbtSocXx8fGpqqq3t5+qRMEzx9qR06oClpePsUkRTHTU3r7ZegwKXy502berbsLfdunddv2E9k8H8wWqHlVEQynjbyQ6azvez7sWwo6W41EHDsZORVwfDThVz4cv55VGRUSosFXt7ewiCSkpKUlJTNbU0jIyMK4fCMEzpH33btWu3f/8BRWJH4J+nTxOy6dU/tU3QP87c1Ox+YqKsiAaZXMYtq7zT9s9CTIxZRw9i0TEdWjZH1NUy0zMcnRzHjB7r5e2pqaHZu7cfBEF2tnZr16z5PAsAZTCYLBZrwICBQwYPUQRRzLXq17df926fBqkV44xNGjeZf/e2NDmZWVRC5vFKw8L0kxMpDi5FTx9r87i4qbk4O9XYzFxMZ5ZDhBYBZZQUa+EQJTlVAsGYrHtU/gQqpm6RUIhMkWVRNCrMZMJamrCKCqKmCuvoIHq6slxKTxcx0EcMDWEatcpkRCw9Q/o6THT1uvTtO6K0FDExpg7oR+nVw929vTuFXOXFgc1mJycnFxQWMJkqKiwVJ0enwqLCo0ePamrK1lhkZ2d7eLhPnDRp3rx5dnb2V69dTUtLO3HiRB36/PanciwfHx9lhQIAoG6pO5PdP9HW0jE3t4iKjMrOyXZycqJQqE1dm0a+j3z58sWXHEuBREKtrX5kutnadWuvXbvu7Oy0e9ceJuPXPygjMNJWv52jptPiN/PYopLJ9tMtWJZfFTH6EJudnd2qdWvFe39aWlpWVqaVlVWVfixra2s93S+V65XCUg6q70xNTYuKigicIJFQLpf7m9FQM1PUzFSRI3C5XBWmir6+fnFxsZGhkaLGApVK1dH5Ko0zNzefOHEinfbVhC1VucpHqFQqVV8f+pzKl2upm5S2pAweXLZyhR6ZXO7mhgbeMd66SaKlhY4YZrZ5W/7M6UZ6ujprN6LyhXufphwohuBkOZa8s4pKheV/ISYDrrUeB1FWJnn8TBwcIn37FktKgakUtJENZfYMcqcOJPsaF1VoaGj06dPn5KlTbHaJq6vr/fv327drr0iwIAgyMjLq2rXr6dOnbt+6U1ZWdu7c2b59+9XdBAvMxwIAoCFCENjZyfmm/83w8HddfLvAMNyxY6fjx0/cD7k/cuSoH5luXMXRo0e2bN6sb6B3+PARpWQhKIySEbKsRBNc9ZPwvXv3CALq0kXWbAiCEhITiotKfH18q+wb2KtX799vRsNkZmZWWCAbK2QyVYoKC5UYOTs728jIKD8/TyKWzl+woKZBKxRF6V9XiPgR3by8FWtL2QX5pi4uGVnZGloaLCOjYpEIolI1nBzzuWWu7dpRXGpc2foj8KJiaXS0JOShJOQBnpVDCIWIpQV1YF9K1y7kDu5wzcNwBQUFeTK5Yok4OzsrKzurqLg4JCTEyspq0+ZNmHyrHBKJxC/nh4SE9B/QTyAQEgQxdsxYqC5TWj/W6TOne/boWVPVOwAA6iuCIBSvj3VLhw4d1q5bGxQYuGjhYhRFmzVrZmCo/zYsLDMzs5YSVtV68CBkwYIFVCp1y+YtLVu2VErzPg/kyL6ofJzP5z96/BhB4Xbt2ikmwj5+/BiCIMVGdb8w510qlf7gKrZaFBYWKiaAQ/WCqamZSCQuKi5uZGOTKl9eoCwf4j54uLsnJibT6FRHR0epVFpt7VY+n19YWPhTP4c4jnO5XEUh+FJ2qaaGZnJSkraWDoNGy8rMIKGoVCQrFqz9qzVfCJFYlloFBEpevJJGx0BiCaylSfbsQOniS2rWFLWxrqlV2dlZN27cCAwKzMnOKWGXlJSUSCQSVVXVJ0+eEARhYGB47dq1yoPaKIrq6OgEBQU1b9b8/LkLigJgdZfScqwXz5937tQZ5FgA0NDo6Oi4ubn95pv0/1/Lli0tLS3evnuXlJTUpEmTxo0bt27d+sZ1/0ePH40yH/XjceLj4yZMmMBml65fv27YsOHQH/bi5Yvw8HctWrR0cZbttVJWVnbvXoCqGqtLl65V7pmYmMBSVTX4vAkjhmGRkZFqaqpWVp/eDiMjI48ePRIVHcVisbp26davX78fmXgkEgnjExJEQtGnEqYwLBQIFi9eNHTo0ClTpkL1gr6+vq6ezrNnTwcPGhzy4MGnKUu/DcOwpKSk6dOmX7q8xNa2SVFR0e1btxYsWPhtNpyenn75yqWVK1b9ePD8/Px9+/bOmzdfRUWlsLDQzNQs9MEDbS0tFouV9vGjjo6ObCWjbLfEn5tbRpRypAkJ0tdh4ntBWFw8weXJUiv3dmT3dpQuPqiJSU0zFEtKSgLu3b1w4UJoaKiqqqqdnZ27h7u9nb2dnX2TJo0ZnwfTK6q7ffWgcjQaVVZ1r44jKbNuG6hBCgANj4EcVNcwGAwfH599e/ffvXu3SZMmCIIMHjT4xg3/kydPDB82/AdTxsLCwukzpqemfhw+YvjcufP+fKuhGzdulPMF3bp105R3SLx+8zojPdOjg7uV1VfFsSAI8vf3d3B0NOjy6anh8XiTp0xu167dtq3bFCcOGzYsMzPD2dm5qKh4xozpdwPuHDl81NDQsJZHZ7NLFi1adPPWLalUqtgEWiqVKhZjGhrWn00+1NXVmjVrFvrgwfx588vKOOySUg1N2X6Fvyk7O1tHR4fBYDx//tzW1r5J4yZBgYE8Ho/FYlW55y9sTJSXlyuRSNXV1RITkyQSia2tbXxCgp6+HplMTkhIsLG2ycnNwXH8B39VCS5X+jZc/PAxFh4h/RBHlHJgNVW0SWNKN1+yWxvUwb6WLVPFYvHVa1d37NgRERHepnWbTZs2tXVr5+LiUuc+hilFnU8SAQAAfgEMw127djt65Oj1G9fGjRunpqbWrVt3e3u7F89fhIY+8PL6XoVr+XvJ/AXzQu4/6Ny505bNW/4PM3NjY2PPnj2rq6czdMhQRb/IyZMnIAgaMGDAt3cmk8mV39UIguDz+SJ5EW2JRLJ121ZMKn386ImrqytBEAH3AsaNH3vq1MnFi5fU0oDr169fvXp18pTJUon03PnzkyZOJFPIp0+f8fL26t69xrqsdQ6VSmvRvMXBQweFQmHjxk3CI8I7d+5cy/0JLld83Z9LpeTa2do7OJSXl79//152qWHZyFeL5i2YTOa78HcBAXcFAsG1a1czMjIGDhwkFotTUlMvX75sZm6uo63t7OzM5XHfvH4Dw/DHjx+zs7JlJUNRNOJ9BIfDsbK0sqhhe2aFyMhIefU1OC7ug7q6OkEQqamp7u3bKxZJjBo56kNsLIZhDvYONX4XEgme+hFLSBQ/fip59pzIySXKy2EtLZKLE6lZM7K3J9nZ8UutuBo8fPhwxcoVr1+98ujgEXgvqEOHDj9S6KseU9o3X/vuSwAA1Fe5ubkxMTGdOnWqc59T27dr36x5s7dhb58/f9a1azcGgzFh/MSZM2fu3LWzbdt2DMZ3Nmvbvn3bqZOnLSzM9+7dV2XWCMFm4zw+rMJENJTQ/1Fhx84d3DLuhAkTFNPqY2NjQ0NDTcxMfLx9f+T0il3hCgsL30dEjB07tlWrVoqb+vTuExwc9OTJk/nzF9T0pkgQxNt371q3ab12zbrCwsLg+/dbtWrt6enZsmWrBfPnR0dHu7q6QvWFo5MTjuMRERHt2rW7d+9e7TlW+dYdooNH+ZikeNI4zNFRKBR++PCBx+chEESiUBwdHZlMZmJiYkhISPt27e/evSsSiZo1a1ZaWqqmphYe/q6MW2ZhYeHs7CwUCCOjIkkkUnZWVgmbrZgql56enpWZeeXK5ckTJ7vUfIVZLFbTprLSuElJyVZWVgkJ8VKpxMnJqbycn5eXZ2ZmHnDvnrq6RtU5XjhO8HjSqGjJsxfSqGgsIQlPT4dIZFhDndSuHaVzB5KrM9qkcS0z2StgGLZ9+/a169Y2btT44sVLXbt2rSg115CB/QoBAPgthYWFz1889/DwqHM5FovFGjJ46IvnL48eO9qlS1cYhgcNGnT23Jl7Afdu3b41aOCgWs49d+7c6jVr1DXUDx8+3KRJk4rjkrC3ootXJCEPIKEIotPI7u2pw4eQWyihdtSLF89vXL9uamYyaeIkxZGLly4W5BdOnzHt24HCmihKW8kmuSOo7td5oa6uXnR0tFgsrqXjQSQSKYq502VoiUkJnp6ebq3dWKqskJD79SnHcnZyptFoL168mDp16sWLF7OysoyNvyo/VgFLSRXfvUedN5MSEaWdkUMSCrW1tSdMmFDlbm1at3nz+vWqVas3bFhPpVKdnZ011DUOHjhYeY6Njo7OnNlzFNnzuQvnFGsI7GztfLx9wsPDb9z0ryXH6tu3nyIPjouP69SxY0xsLI7hLi6uuXl5sk5NCjkqKqpVmzaKX1I8Lx/PyJDGJcgmsL99SxQWEXw+xGCgNtbUAf1IbdtQPNwRfX1ZQYcfk56eNmfunLt3AyZNmrRq5SrF1HtA9hunrKswefKUavdpBwCgfvv9VWl/Uf/+/c3MTe/evfvo0UN5nqE7fdp0AoLWrlmTn59f01lhYWFz580Vi0QbN270rLTpsigwmDd2ovj8RaKUQ4hEBLtUfOUad/R40a27v9lOgUCwfv36khL2yJGjrOV75qSkpBw9eoSpwhw1clQt+7VV/JMgCKlUmvoxNT4+nkajubi4PH70SDF0qFjI9uLFcz09PRrtU6XTb8EwbG5mHh4enpaWRqPR9PT0wt+Fy9JKqUQgELBLOVA9YmFhYW5uHhr6gEqlWpibv333tqZ7SuPiIQyn+vqQPDuJ4xPwouJq7/b8xXM7OzuCIO4F3mvRoqWGuqyDE4bh5OTk+Pj4KnfW0tJq59ZWMR59+szp7Ozsdu3aJSfLJlpVG/zu3TsZGRny+ltlycnJtnZ2Hz7EMlVZFtbWUTEx+oZGKE7EfIhtzmBK9h7gjp/MHTaqbPAI/qx5krsBhEhEaufGXL1C9cIZ1rlTKvt304YORoyNfjzBSkhI6OPX58mTp8ePH9+5YydIsP5IjmVtbV2nC4UBAPCLFB/E6+aSF11d3dlz5ojFko2bN/HLZXsLDh4y1K9v39jYD8tXrBBX95aWlp42fvy4/Lz82XPmTJwwseK4NDqmfMlyopgN0Wiy2taK8vc0GlTKKV+yTBoV82stlPVzENDGjRvu3g1o2sxVsUEhQRDbt28vLCgaOXKEYoToW+3atbexsan4J5lMdnFxiYmOcfdob2vX5NHjRxcuXrh69QoEQdHR0cNHDH/+/PnAAQNr33SyT58+EomkvXu7d+/eeXl5+9+8OX/B/KlTp0ZHR7u4OEP1CIlEGjVy1KNHjz98iO3WvfvjR49qKppP5BdCOI4YGSIW5kRREcTnf3sfkUj05MnjXr16vXv37sXzl5VrPhUUFJw8eaJK9RN9ff2uXbsp1o2iCKKuro6iqI+3j0Ag+DZ4QUFBwL17FHlynJiUBJNQbUOjyMgoV2sb9H3knVOnWuQVZi5cwi4usb12S7h6nfjmHbyUQ2rqQps2WeXwfvXQYNXTx2lTJ5HbuaEGP70zQVxc3IABA8rKygLvBVYUpgeUP1YokUhIJBJYWggAQN0ydMiwM2fOPgx9dPXq1ZEjRpBQdPXq1VGRkWfOnG7VquWoUaORSukjv6xs2rRpkZFRffr5LV++onIc8e0APCdHsXHbV8hkvKREdOUqydH+5zNRmEaj3b1zd9u2bTo62tu2blcM1b14+eLc+XOGhgaTJ02p6cyKuVYKTCZz967dBQX5hUVFRYVFHz+mfkxLU9TXfvjw4Zs3rzdt2tyzZ6/aW+Po6Hj+/IWrV69SqdShQ4YmxMfv27eXQqFMnTq16zfFI+o6X98udMaia9euLV++gslkPggN8fKsbiUEIU+PUJKsigGOV7tf+63btyzMLXR19VauXGllbVm5mFnTpk0vXboYERHevHmLamIThEQqVRSOGDFiZLXtvHkvwM7OTl9TExIIAq5cccYgyc69b968WaqunTNkRFxy3GgN3btCvhGDbuLuTnNrTbW3Q01NEFMTuOY+yx+UlJQ0eMggPp936dLlZs1q3Ci9IVNajrVu3bopU6b8zr5OAAD8CQS/XHjmHBYXB7NY1b4B/A4yggryc0WJCeV8oRQl1cW1L6pk8i4dg+eMj9D6jWUfEkkk1IZEOmbZ6FVBiWTl2uKoDyoqKjiOIzCMIciil8/uhoS4qKlu1TWibNnOl0plIWAYkkrFQfdrWtAuq3EQ/h4vLka+LsX+XSQSKSI8fMb06eXlgm3bt3fo0EHRt7Fo0UJOKWf+vHkODjUuE/u2Ddpy3940cuTIUaNG/eCGs64urq4un2YF7dy5a9my5SQSqV4ODxkYGPTu3fv0mdMLFiwcPXrM5s2b2rR2U1FRqXI3WF0dgmHZlKa8PFhNTdZz+bXi4uL79++vWL6iuLj4bsDdPn38Km9kSaPRBg4cdC8woHKOVVRU9OHDB3d3dyaT6ezsTJL/Zr14/brt5+SM4PHwoiKisKgsMyvu0JH5Lk3L+g+WpqU/SYobR2GERESKuFyvRvYvMSnT2sp52oxJG9Z17NDd6uhRkvLmobPZ7NFjRnM4nOvXrru6NlVW2HpGaTlWYWGBVPFyAwDAvwRLTxfuP0gUFNayn/EvE0OQHkT0IghpUpqS9x/+fxFCkCOJ5KSmJeWLJGfOQWSyUCp1QdFmmjoikYi4dFWIoCQSSkDQPnbR4TK2EQndzNTQvRXAw7GveqVQtMYrDMOQSCSbBf8zYAQWiYTLNi5LTf84ZuyYcWPHKY7v3LXj2dPnbdu5zZgxs5bTg4ODDQ0NfyQJ+50MqR5Pw0UQpGePnpcvXwoICPDz82vUuLG//41vy8yiVrI1ntK3b6Wvw6iWFt+uJL1y9UpTV1cjI6Njx47xeXxF3Y3K3NzcjE2+mlDPZrPvhwS7u7szGAzF/RPj406vXt2sd18sKwvPzSOKivH8fLSELS0qnkpCaZl5EJUaC+E8Br3juAlDL5xp52TncOLkhT27PfT1Y9u0zheLvHy8lJhgQRC0evWqN2/e3LsXABKs/0eOVfsoPgAAf4usc4XBQExNadMnI2pqsuEM5SEgSAWGTWFYghOfd5ete2AEYbPZW7dtTU1N7dmz1/BhwyQSiVQqDfT3v3zlko627rSJEzJKitfs2UViMXYuWurl5CKWYpSK71fWj4UJDh3B4hKqnymM47C6OqxatdRkLVAUJaPk/IL89xERnTt2WrtmrWJhwc2b/tu3b1fXUN+yeeu3tSsri4x8j+HYj3d0Ad/y8vJydnbZum2Lj4/PyBEjFy9Z5Ojo7Oz81X5/JCdHkrNj+bJVonJ+Xr++Dqqs8rKy5y+eCwUCEolUUFgYHRW1deu20NAH23dsV1FRycjM0NbWtrCwSEhIiP0Qi8AIQeDm5hZlnDIEgZNTUnAcz0hPz8jIEAqFJBLp+fNn4e8j4h897vTslfhdjEQsgigURFuLamT8jM/V8Gjr0sGDsLSg2No+OX6saUkRf9yomFNHF/r5SUxNn7x5c+jAgRs3blBIJF9vHyU+xWfPntm3f9/6dRs6d/IEPzm1aNDFwQCgQUAQGIJgNVVKj27In9lRFIegur7gRReCWqiztg0aFBh0V2fsqC5dfSkQ5OPV2R+XHD1/4enFsyKhUEQQ6/5b3m/BQqi67xcrLS1fshwmfTMfSz6ASvZoD//YYJxCRIRs+R6BEz169Ny5dJeiPHdsbMyMmTM4nLLt27d9u0FhFSQSSVkffc+dP/s+InLOnDmpH1PPnztHQARcaW8ZAiIQBB03dpyLi2x7n/qETqcv+2+Zj6/PpUsXx4wZO3nylJ27dqxbu+6ravgoyvhvSfnmrVwatby7r2L9ZmFBgUQiSU39eDfgzoXzF+h0+uHDh5MSE1etWlVUVKSYus7n8/JycxEUxTGMxVKlUCgHDh5o3ry5hrp6ofw+spWhOF5cXCKR4l4dO/s4NSWrqlFNjGFdbYqOzru0tMs3b6xYv4EsH/8t5nBuhz7Yt2fPg4cPJSJR165dr168YGRgYGxsHHAvoL27u66u0jb+y8hIn79gfo8ePaZNm6asmPUWoSRTpkzOzs5WVjQAqMe4s+YW6RqL7gX+7InS5JSS5m1KvbpixcU/cVbqR3ardqWdfbGCAuIPSE5OPnHiuEQiIeq+rVu3kEiopZXFq1evFEd4XO7QYZ8Gdzw6eMhGD2uAZWVzevUrNjArNrMpNm/06a9ZoyIDs1LfHlhe3o83IzgwyMre0m1XiwGBvePyPygOZmRktGgpq7M1afIkRV2G2m3fvi0w6Kd/xqq1fPmytu3aJicnX7121cHR3t7B3sHxy197BzsnZ6eQkBCiPhKLxQMHDjC3MCssLJQVxA8ImDJlSsG3v0oYVuUpKSgomDJ1yvPnz+Ul1z+amplMmDi+9sc6d/7c4iWLuFxucnLyipXLa7lnbFLSqLFjoqKjK44cOnyoX/++fD7fx8fL3b29UCjs1LnT3YC7r1+/Vky6J5Rn6rSpWtqaKSnJSoxZXymtH0tXT6+Bl8wHgIaJz+enZ2TUtLK9bpk6dVpySsrBAwdHjRp58eJFZ2cXMoWCop96g96+DZszZ/ayZcurVHVXQIwMmVs38GbNw6JiCFnRB1jWxYOiJFdnla2bkOpO+VZJScnWrVv27z/Ak5YZk/VZLJaiEGVOTs7wEcPC3rz17eK7ccPGH1nBrXiJh5Rhzpy5U6dM09TSNDQ0bCuv21TlgWAY1lBqRft/B5lMnjNnjo+vz8ZNG7du2dqlS5fycv7iJYunTJ7StGnTKr3FFV68fHH06JEB/Qe4ubnhOL5hw3o+nz93znd2tBw0cNApoTAjI4NMJtdeJL0oJ2fsqNGOnweCBQLBxYvn581bEBER/uBB6OXLV4KCAhEE8fL0GjCgv4OjvVsbN0hJ3r9/f+7c2RkzZlpYyCaiAd+hrGRNLBb/yEcrAADqWT9WVFTU6jWra+ngqVv4fP7w4cMgCLK1tX358uXyFctlVb9dnNeuXWthKduHxN7B/uKliwKBoNrT8bIy4eUrZWMmcgYOLRs7UXDuAs7l/cjj4jh+/fp1Z3mVKS0trVWbVk55PH5Y6MA8cW5WZpZHB3cIgjp26pCTk/OD38iuXTuD7wf/zLcO1Gjt2rUQDB0/fkzxz4iIiAkTJ+zdtzc5uWpfTnx8/Pbt26ZMnRIXF6c4snPXThRF9+zZ/YPXF8fxyMjIlatWZmVlVbkpIiLi6LGjbDa7yvFDhw/5dvGVSqWenp3buLXJycn19Op89erVp0+fqLCYBw7sV9ZTKxaJBw8ZbGFpnpubq6yY9ZvSep5+YZ9wAACAfw2DwdizZy8BQWfPnO0/oF9RUbGBgf6e3Xvat2/fq1evFSuXX792Y9DAQd17dJsxY2bHDh2r9N/DLBa1fz9q/36ESFRTKYcqMAyLjo7evWf36VOnMQzr1r3rimUrnFu6LHg5G4WQ169fr5+7/vWbNx06epw6dVoxMetH9Onjp+gD+30SiaRKkczvbkFdz8ybN+/Dh9hZs2dZWll5uHu4uLhsWL/B3//G3n17CRxv1KiRurp6cUlJUmIiiUx2dXEdO3acohbG3bt3Fi9eNGHC+AkTv5SrrR0Mw/r6+ibGxus3rKdQKIMGDmzVqnVgYKC//w1VVdVWrVpXKfedkpKyf9++AwcOPnr06OWrl0cOHzl37oyKikrXrl1HjR5pZGQ05JuVjL8sITH++vXrmzdvrlx+AqiF0nKs5OQkU1MzUOodABqgulgWqxZqamrHjh7jcstu+t+SLS7r79WuXTsIghwcHK5cvnrq1Kl9+/feuX333r17HTw6jBgx0sPD3czMvJrlnN+TX5D/5Mnjs2fPBQUFioRiSyuLhQsWjh07DkVRAS5AUbS0sHTq8qlZkdk9evY4dPDQjydYEASZmJhASrJq1crTp0+TyDXuFU0ikfbu2efjo8yVa/8UKpW6e/fujMzM0aNHnzt7rk2bNpqammPGjC0vL09PT0tOSeFxeZYWlj4+PibGJvTPdWgfPXo4ZuyYDh06bN26jUL+iWUhurq6Y8aMHTBgYEpKiiJXa9So0dy588zMqr7JikSiJUsW+/Xt26ZNmy5dfJ2cnHR0dHft2nXhwsXIyPdXr149cfLkdyuf4Tgu/kQkFktk/5N9If+f7OtPX4hF4stXLmtra/Xv1/+XrmJDpLQca/+B/fPnLfiplwAAAOoBBEFqnztSF+Xl5WVmZso30yWdO3ceRuCVK1aam1sgCDJ69OiuXbteuHD+8JHDDx6EPngQ2qixTfPmLby9vdu1bWtkZEyhUGpa0KeYVlFcXPzy5cv794NfvX4V+T4KgiAzc9MhQ4aOHjW6YvebgsKCsrIyDodTVsaZOnnq2nVr1TV+bk0ohmEwDCtlaaGjo1PPnr0q5qV9+00hKFrvX/y1tLSPHT02YEB/P78+u3fv7t9/gKLX09bWztbW7tv7nzh5Yv68eY0bNzlw4BCDwfipx8rLywsNfTBkyFBn5087FFlafjX5STEOJZVK9+/fX1hUNHnS5KNHj9wPCdmwfv269et8u3ThcEpnzZllaGCIwMjly5d5PF55eTm/nMfny/6vvJzPL+fz+eVCoVAskmVQEumnP/KiJRVfy/5R8bVst0QCnjVrJig2/uNgZX0AnTZt6pIlS79a0QoAQHV4s+eJzl9inTpK8f25z/1YSmrZoGGIhgbr4hlEU/NHz/qYxh08HFZRYV04jch3YlEuDMOkUml9SrNK2aUDBw8IDro/ZOjgXr16r1ixPD4uwcLSYs3q1X379qXRPvVS8Pk8f/+bV65eefnqZUFegaxmN51qamrq7ORibm6mp6evp69Hp9EgGBaLxIWFhQUFBWnpadHRUSkpKXyebG9EFRbTzc2tX9/+/fv3V/9cVkO2rjAoeMWm5eS+MMuA1VXUY9rgGZVKJfyoU6dOWllbt2sr64EDlCU7O3vWrJnXb1yfMH7itGlT7e2rKT/2/v37PXv3nD93bsTIkTu27/g2wcJxQiwWSSSK9KZST5FELBQKpRJpYmJiUHDg0CFDxRKJUCDg88u5PG55OV8oEJYLBDzZ1+VikTg7J/vNmzATE2MVFZXU1FSJRIKiqEQsZTBlP6LlfIGamiqFSiWRUDJJ9odEJsv+o/iaJPuaQqFQqBQqlcpgMJhMFab8/77+r+L/P33NZDJ19XTJJDA16P/ejwV2KgSAhgmVg+oLHMcXL1kUHHS/detWW7dsMzAwaN6s+YoVy8+ePTds2PBz587Nmze/Q4cOCIIwmSpDhw4dPHhIbGxMuGw9V8i7t+8+pn1MTEyqpRorlUbR19f39Wnu6eXl6uLq4uJSOT19/z5i2/Ztly9dkaBi9wFuerq6fZr7/UKCpdiPRQ9MmlE2IyOjk6dOtWzZcvOWzf43/T083L08vezs7IQiUWFhYVJi4vvIyCdPHhcWFrZt29bE1GTrtq08Ho/PV3Qg8QVCgSKvkncYfe4ukvUVfeo04vK4uBRHUEQkEt24cQOTflqua2CoT6FQioqKUJRka2dLJpFiomPU1NVnzJghFAovXDgPwwiDTh8+YoSvT5dr16+ePnVmydIlXp5eZDJZlkVRKLL/p1LJFDJVlljJciuynNIvEVAZqLYAAMBvEQqFHA5HV1e3fnzQ2rFzx8GDh8zMTY8ePaYY/7K0tDx9+kzXbt02b950715gyIOQnj17jR07tq1bO1VVFoLAjnIjR4wUCoV5eXmxsbFZ2Zn5+QWFBQUisYggIAqFrKWpraurY2RkZGtrZ2ZmRqVSK4/iSSSS169fnTl79tKli5zSMmtrqwkzJny0S+ZhZd+dbF4TBEHqxzPyr2EymPPnLxgwYODhw4eC7wc/efK0uLhILJIobkVQWRkLExOT4uLic2fPIiha0XVElvUjyTIddXW1z31Esg4i2R/5f1RYrKioqF27dro4uDg7O8+YMfP8+XN79+2j02g7d+x0cXGNi4tbvGSRWCTicsqcXZw3b96iwmBu2baVW8Zr0qTxkiVLhw8fHhER8fDhowEDBixftrw+9S439BxLUYFQWdEAAKgr0tLSAgMDp06dQv6ZWb3/pps3/VeuXKmqprpr5y57e/uK4zAMDx40uFPHThcunN+5c+e1q9euXb3Wrn1bvz5+3bv3MDc3V/QH0Gg0c7kffDgMw/LycoOCgq5eu/rw4UOhQKSlrbl06dLRo0ebWZnNezkTF/yLVcc+fPhwP+R+dlYWS1XVwd7Bw8ND84dHrusNMzOzdevWL1y4MDklJSc7RyAUoAhKoZCZKiosFRaZIvtDkf3vc7eR3Hf7jYYMHsJkMlatXEWj0Zo0abJ27TofH5/p02cMHTrU0clRR0fHwMBAR0e2kyafz58/f15KckpeXt70GdNnzZxlaWl59+7dMWNGW1habtu2DSRY9SrHatu2nbLWCQMAUIeIxWJOGacefMIKDw+fPGUKn8fbs2dPr169v72Dnp7erFmzBw8ecvHShUuXLj17+vzZ0+dL/1vaskVLX19fFxdXY2NjU1PT2pdxCQSCjMyMrMysDx9ig4KDnz17winlQhDk5OzYp0+f4cNGWFlZySbtSWRVtX7n21FMi4aUSiQS7d69e/WaVRAEaWtr4zheWFhkYmyyfcf2rl26NsBuM1VVtaauTZu6VipG+tuW/becQqEuX7asb1+/5StWtG/vHhAQMHz4sMdPHs+dO2/6tOnGxrINpO/cuTN//jyxWLbWz6+PrML7pk0bV69Z3bFDx8OHj4C50fUtxxo+vOpu5AAANATKWrz2d2VmZk6bPjU3J3fqtCmTJk2u5Z56enozZ8waNXL0s2fPbt+5HRwc9PTZk8ePn8gmzRjoW1hY6Orp6eho6+sbaGtrUyhkGIIlUgm7hJ2bl1dQUFBUVPgxLS0jLUMRTd9Ar1vX7j169vRw91Du0jwWi0X/PD1fWYKDg9ZvWNe//4DRo0fr6ephUmlGZuaOnTumTZt66+YtR8evNksGftnsWbONDA3/++8/H2/vocOGDh405PjxEytXrdi+fdvbt2GenT1TU1P9b97U0dY5e/Zcs2bN9u/ff/LUiYiIiMmTJq9atbq+1tyvi8B8LAAAGrpyQfmsWbNevnjVq1fPtWvW/cgUfjU1tW5yfD7/5csXDx8+io6OSstIj4mNKXvxspYT6QyamZmZj6+3ra2de3t3jw4eGuoaf6IHaPToMUoPGxQUZG5uvnPHzoq+Ols7mU6dOwYGBYIcS1koFMqwYcM9vby2b9t29eq1AwcOGBgYaGpoUqnU0AcPQx88lN0JhlAUGT9hXF5eHoPBaNWq1b2AQE9PT6U1AvincqygoMC2bdupqKgoKyAAAHUCjuOywjl12dq1a69fv25nb7tz566KGgo/iMlkenp6eXp6QRCUm5ublZVZUlJSWlqan59fXFwsloghAiKRSWpq6gb6+hoamhoa6kZGxibGxvAf7vz7ExvISqQSbW2dKoOhurq6Oro63DLZiCegFFKpVCgU6uvpb968ZdKkyTEx0a9ev05NTaXR6ZqamlpaWuXl/IKCAqFQqKOju3Dhoqauri1atKxPy3vrDaX9Et66JesoBjkWADQ0GhoadnZ2dff1/eChg1s2b9bT1z165NiPT1evloEc9G/Izc2l0+k/mzLWrkf3HsuWL3v69Gn79u0rDj558qSosMjDo4MSH6iBS0pKunrtyrL/ZHtlWsr17NmLIAhFBSwURXEcxzCMIIh6Vjml/lFajlUPJmQAAFAZn8+HERj+XnUmHR2dXj17icXiOnf1CIJ4/vz54sWLYATZuWNnmzZtoHrkxo3rjZs06dypsxJjmptbqKtrDBk62NfX197egUImJycnX7l6VU1V9dXrV+/fR2A4Zmdn38W3C3jj/x2KzW2qHIRhuGIjHUTutx4D+L8A87EAAKjGvv37li9fxmQyf+SlHIaVtmPE/xMmxQoKC8Ui8eo1qwcNGgzVL0KhUOljuO8j32dlZmIYduf2naCgIBiGJRIJAiPlgvLDhw8ROCGRSPv27evt5Q1yrN/UABdp1ksgxwIAoBphYWElxezy8nIymVxL/gTDMCZXRwtGUyiUyZMnzZ0zF6p3YDnlxuzapYuLk7O8Z/NTVi1/BLhiW3CCIDQ0NOroDwMA/Ls5lkgkqosfZAEAqJaampqs6PmOncOGDqul1DiKolHRUXfv3p09cxb580BG3UHAMFJ7OSugMk1NLU1NLXBN/jSCIH65vj9QP3OsSZMmNcBSvwBQvzGZzO8uZFFTVZPNrdbQ+BML2YBfJpFI/tz7tGIjcARBQJfVn6DCUmnUqPEfCQ38fyntNbFp02bKCgUAdZ1AIKDTZeUfRWJx5PuI0tJSXV1dB3tHEvk7v3GFhYXFxcU6OjpaWl96CwiCSEtLo9Bo+tD/2490TuM4ThAEjv+Lu740ZHZ2dn+i2HdRUdH58+cD7gXkZGezVFn2dva9evX29vYGyZYSmZmaDR8GynrXB0pbmABeYQFAUSiuR88eHh08Zs+e9fHjx5UrV3h5efXo0cPLy2vylEn5+fk1XSWxWLx7967Onp28vDp7eXsePHiw4ndKIpHMmz9v1949hGz6C1hMBPyQ7t17uDi7KPdiFRQUTJo0cdbsmXl5ubZ2dro6ug9CQ/v3779mzWqRSASeGGWpH3snAMrsxzp06OCAAQMrf/gGgIbm0aOHw0cMV1FhNbKxuXb92uMnTzIzM/z69u3g4REVHXXk8BEGk7F9x65q86RDhw7OXzC/ZcuWbd3+x95dgEWxtg0AntqEpbtLGkQJpVRssLAb1GN362d3d3cfuxsVuxUVEKVLQuncnPiu3fVwOAa5S7jv/Z3r/2XYd2YYdodn3nge74jIyOkzpomTOI8aLe1MyszMVGmoY/F/QA5SoIrOnj0Tej/0+LETffv2lS6G4HK5O3bsWLd+raenp79/ALiSMlFUVPQl7YuD/b9VyYFGSmaRcmRkJJ/Pl9XeAKAxOn36tJaW1s0bN2/fDjly+GhqSoqbm9vuXbuDg4dt3LBp6tSp169fz8j69vMTanFx8fETx7t06XLr5u3du/fcunU7sEfg6jWro6KipC9oyJkGDQwMOnXq1GBPT2G9f/8+JSVFhjukKOr9hw/Ozs79+/en0+nSvhZlZeUJEyZYmFu8evVKhsdScCkpKcePH6vvswAaUj8WiqIgnwegyAiCiIuPb92qta2tLQRBHh4e9g72tja2TCZT+oLWbdocPHwoIyND56cV9Xl5ebm5uaNHjZFOMFfhcFasWNGhY4dt27fu3rXnd6MG2dnZ796FkSQlTk8Fif/3X+KvHZycjOQ86KAtIddDADXw4MF9ewcHU1NTWV09GIa1tbXi4uJ+mKUnnowHkWwlJfBrkhUEQcrSjQKNGlgHBACygSAIi8XKL8iXfkmj0Xr0CDQ1MSl7Abe0lCQIFMV+nkbOZDIZDEZObk7ZFgsLywnjJ65YuXzggEFt2rT55QNMZGTkgIEDCvILUQz5+QXSP4Q79u4b26mzNIsRoFDkkR9rQP+BDx482LFz+8i/RrHZbBiG+Xz+7j17+Dy+n58fTuAQBVKQA4AcYiyQHAtQcDAM+/n5LV++bOfOnR06dLCwsCjLbInjeGJS4p69e42MjC0szMWP/f+lraPt6em1d+8eWxsbd3d3XV09DMOGDRsWcidk6rQp27fvkB7gh1atW7e+dfP2rNmz3r9/N2vWbHs7e4Ist1afoiAYdvdoQeHET11cspSRkREeHt6xI0jt/ecTV7kWiqZPm7F582Z7e3s6jR6fEP/5U7SJqfH8+fNIksRxokP79rNnzwHLDAFAljEWnc4AY4WAghs6ZOjLly+nTp3i3NT5/LkL5ubm0sePefPnnTx5srS0ZOvWbRrKnNKfYiwERmbOnBkZGTFw4EAbW5vDh440a9ZMQ0Nj44aNQ4OG9u3Tt7CwwNre/odWKIq2bNly+rTp48aP7dC+g5eX1y/PikhKlo4byklOTs7LVy/btWsHpmT98fh8nrGRkYmJMUVShLgqMWFpYWltbS3+UpKLC0fxRpiKtsEByVD+GDKLsRYtWgTSJQMKTkdH58TxE6Gh9+Lj48un7qTT6J06dRoxfIS3t7dkntQvIh47W7ubN25duHD+06dPLLY4txYEQY6Ojjeu39i/f/+DBw8sLS1/eVAbGxsnJ2cUq3zKOSyuK8d79uxpYUHBL+d4wTBMkpSampq3t7e4GHTVwDAMso8qSA7SgIAunTv7V/wakHeg9nR1ddu1ay+DHQF/TIylpqYmq10BQOPFYDACArqU3wLD8IoVK6rSVktLa8yYsT9sNDAwWLx48fz584UiEZyRSVHkD7GPlZXV/n37dXV0K90/jKJZubmTp0yO/hT983dRDCFwcQebhaX540dPQadUY+fvH6Curi7bfcIwDN4YdUBbW9uvjV9dHAloLDHWt2/fNDU1weMsAPxOaWkpQRCc6lfHoyiKz+ej2K/r7NLpdDMzs5+3EwRRXFzMUmLTJCV8xfshcD0dnQP7DhQVFSPIv6EagsAoin348GHX7p1JiUmtW7fhcJTJ6pQfBdMxGyAnJ6e6OVBxcfH79+/MzM1NjP9d4QEAgCxjrN27d40bN15Xt/KHaQBQTNt3bI+Kitp3+AhSzVztfD5/0uRJVra2c3r3rXqe99TU1ImTJgwfNbqPq5t0vjxFUUw6XTpeWZ5IJNq7d8/27dshiNqxY8eQIUM4HJWqDzOBvg3FTVYSF3fhwvkbN26ER4QfPXoMxFiykpGR8fr1q8DAnjLbI1BPZJY4JysrC8dxWe0NAP488fFx7969E1fIqeaKepIgPrx/HxsXW61WXC735cuXGRkZFR/u7t277cULwWa3auV79+69cePGczjV62kzNzcfMngISOcje3Ct5jbdun0rPCIckoOYmJjDhw9179HNo4X74iWLi4qLRo8e7eYKStbKTF5e3us3r2W3P6DegBykAFBXHzYMq3EgQqfTab8ZK/wdGIYZDEYFs2fS0tI2btp48MBBE1PjEydOdO/eo2Zj/UoSubm55bu+UBTV0NCAYVgkEhUUFJQfTGQwGKqqqtIosKSkpPyuVFRUpClbCwsLy9e/g2FYXV0dwzCCIAoKCwj83wPRaDQ1NTUYhoVCYUFBQfm9sdls6cqDUon/HEhVhckQH6igoEAoFJY7bURVVQ3DMJIkc3Nzy582nU6XzjoVCASFhYU/XwHpqBmPxyv/LTU1NTqdTlFUfn5++adQBEE0NTWl16ewsLB8vdey60MKSF4+P/tbNl2JIf0Wh8OR1hovKioqX1dDcn3UMIxGkmRBQYH0QM+ePvXy8m7q3BSSkcLCwrt37168dPHRo0cZ6RniuYBNLNev3+DZsqWubt3XK/+TgXUkfwyQgxQAFA6Px7tw8fzSJcuyc7InTJwwbdo0HW2d2uwQx/ENGzdkZmZKO10oktTW1l6+fAWDwUhJSdm0eSOPy4Ml3yIJskXLFuPGjoMg6OnTJ6dOn4Il3TXSb40cOdLHx4eiqJMn/3716jWCSvZGUXQabcmSpfr6+gUFBZs3b0pLS5d+iyRIa2vradOmsVis+Pj4TZs3kQRRtrfOnTsNGDAQgqD790MvXLgobQJRFIIgo8eM8XD3IEnywMH9HyOjvu+NJLW1tKZNm25gYMDlchcsXCASCsv25uDgMGPGDARBPn6M3L59h3hCGwxLcpxT3bt379WrFwRBly9fCg29X3YgCIJmzZptZ2cnEom2b9+elJxUdn04HM6mTZsxDPuS9mXr1i2FhUXSb5EE6dHCffy4CQiKFMQUvbsUsUZ3jTKNI17MT5BBwUFt/dpSFHX23NmnT56WXR8mgzFnzlwzM7OSkpItW7akpqbCkvl2VlZWMnnDhIeHHz165MrVK4mJSfr6euLShJ0Dbt668e3rt65duoJpuADwW5SMjBkzOi0tTVZ7A4A/z9hxY1yauZQIhaXTZ+foGAlu3a5iQx6X26KFx19jx4jiE/LdvQs6BBCSLpaKRUdH6xvo7di7h0pLy2/pW9CuM5GVRZLkhw8f+vbrq6ys1Klzp2fPn/2u+eQpkyEIOnrsaHV+REBmioXFU16MD3o64Jvoa71f1uEjhovLQ7VwP3z4cEJCgnTjXyP/8vBwLy4uru+z+wN9/PhxwcL59X0WgAzIrB/L0dGxrC4bACggkiCLiovKD/qUB8Nw+cGvH4hEopKSkl+uzoNhiFvKFeGin3P88vg8Hpf3u8Pl5+f/sEMEwzKyskaNGfXm1RtrG+sWLVq8evXqyZMn5V9GkqSenm7/fgNrPA0IkBVxYk8BIR4T/DfVWv1wcnTU09P7+PHjzVs3WSwWgiBmZmbSYWiQeloeYBiu7twAoGGSWYw1btx4cFMGFFlaRtroUaPE42XSoaL/gmE4ISHxl0kWxFNnnj+bPXuWQCD4+UMEQzBJkh8/fnRxcy+/UdzJdPTo7l27vg9a/XQ4Lpf7NfPbf8MsGCcI8dASk5mW9mX16lU/R4QETjZ1cfbvHICCGAv4x8SJk/z82t6/H3r8xPGg4KFGRkatfFvFxsWhEuA6yZypqenQoUHgwv4BZDnnXVa7AoDGCEVRVTU1cZz0qxgLoiB3d3cHBwcUQYif+qtoNJq6uoZQKCyftqqsIQRDfn5tXVxcfvgOi8USzysX14P+RSt1dQ1zM3NzcwuK/H44CscN9PQuXbgkEAh+1/1AURSDwdDV1cVlnSIcaLxoNJqLxIQJE1++fPn3yb8fPngQFxevospZtGhhly5dXV1dyxc2AGpJSUlJWokLaOxkFmO9f//ezs4ODBcCCsvQwPDUyVMVv0YcDcFwCfVj75GXp9etm7cqaYsgZEKiNM87BVEwBAUNDRo6ZGjFrRAEEdcrlER1FERhCGJkZFSVHwekFQV+xmAwWkukpqY8e/bs/IXz23ds375jh5ub65bNW1xd3cBFkwmKEtd/BIsJ/gAym3Jx+PChvLw8We0NABojpDK/6z2SpkGqpG2NWtXBTw0oIBMT04EDB507ez78Q8SCBQtwHP+WlVXfJ/XnSEiI37VrZ32fBdCQ+rF+N9UXAAAA+CMhCGJtbT1/3vxJEyeBye8yxOcLsrJBzPonkFmMBT5gAAAAikml+lU4gQrUJr8/0KCA3yIAAAAAAEADjrFEIhGYJAsAAAAAtSRO6w+m3/wRZBZj9QgMBN3FAAAAAFBLDAZdQ10DXMY/gMzmY/l39pfVrgAAAABAYVlZWU2aJC5mBTR2oCY0AAAAADQgMIzQaGC29J9AZr/FCxfOFxUVyWpvAPAHQ2AYkax7r3ZDSRtx8+q3hat5ROlKYbBeuL6IM6KJf9NgfZki4nK5Kakp9X0WQEPqx7p7927Llp51NiVLXJe+pJjP4//ubwCHwymfdJ7P5xcXF9fsWDAMq6urly8WVFxczOPxavLnh4LoDLqKikpZW5IkCwoKcByvwd4oilJWVmaz2WVbRCJRQUFBtc9KsjMYRlRVVWg0etkmLpdbUlJSsxOj0Wiqqqrl/6jnF+SLhKKa7Y3FYnE4nLItOI4XFhaSJCGJHKpNRUWFwWCUfcnj84qLi6UVAOvivYGipdxSAUly8/LpeXnQPyVrpEVsKnpvoCiRk1MswhGBgJuVjRA49E+RnErfGzAECwjiW3YOAlEVtCr/c3G5XAiCCgsL8/LyCIJQU1Oj0Whyem8UFBQIhUKZvDcIgsgvyKfE84Vl8N6Q3DeKarQrCkFQNTW18u+NoqIiPv+3t6zyYAguERVzc7k8AT87K5ulzMZomKqqatkLanPfkJZqKX/fEAqFhYWF38s2VRcMqaupl89IXiohk/cGRVGFhYWyfG/8VCi9xu+NCvYm+SzTlZU5NS4xl5KScuHi+QXzF9asOfAHxlg0Gq0uH3k/hIcPHjyQw1FBf1UbjiDI5cuWdezYqWzL7ZDba1avgZFqP5eTJMXhKB85fMTQ8HsFEpIkt2zdcu3qNYxW7c8PLiJ8fHxWrVpVFv/l5eVNnDQhMTEJw6q3NwqCSJwcO3bs8OHDyzaGh4dPnjKJon6uEVwJgiCUOZw1q1a7u3uUbTxx4sSBAwdq9mNa2zTZtXOXisq/fxVmzpwRGfmxuj+mJKIiunbtsmjh4rItX76kjhs/Lj8/vwa3MJIkly5d1qn8e+PWrXXr10uizOpdNYqilJSUTxw/oaenV7Zl46aNN2/crOiiSYrbUCV56PIl8M5tkDhSlPyYIsLL23P9ug1loUx2dva06dPi4+K/7w1GKB6PSE6AUQwZOgim0aQVcn4Jx4mJEyYEBQVLv6TRaG9TUxf+NVxahKcK4JSUZBRFtm3bevLk3wwGc+OGDc2bu8rkvWHvYL9p4yYNje9TegmCmDVrZnhERM3eGz2695g/f37ZltQvqaNGjSwpKaluVx9FiR8zFi1c1Llz57KNt27dWrtuLQzX4L5BqqupHz58pOy9AUHQuvXr7oTcqdpFgwkKTyv5glP4SKWRNIru3sJ929ZtZaeRnZ09ddrUhPiEmvwKcGLSpEnlqzC9efvmf/+bKymXWe2LhqLo7l17nJycyjYeP3H80KFDNfltiggHB/uN5d4bfD5/7v/mvAt7X7N3Wu8+vefMnlO25cuXL8NHDKtimPvzjzl//oLy045TU1OHjxj2u9KfSUmJGzdsHjRoEFQjJEkKBIKatQUaFFhWCRcmTZr4v//NMzAwgOrEvXt3ly5beuL43797gZ6eXvlnDi6Xm5OTXYOflaIoOp2uq6tb/s95fn5+YWFhzR6tOByOpqZm2RaSJLOysvgCfnX7UaSPnJqamuVLsQqFwq9fv5JUFf+Olt8bhWGYro5u+b6K4uLi3NzcGj9B6urqlt+YlZ3F5XJr0F1EQZS6mpqqqlrZFoIgMr9mih/ia9RX8av3Rk7NPggYDdPX0y//lykvL6+oqKiii4bApUtXCK9cV964lubXBvpnhfZv3xtlfxJgmEhOKZk0FVFVVdq+GVFXryDGoiBKW0tbSUlJfLmSkksGBQkZDO6W9ZCGuvitUykYWrp06eFDhzdu2tindx8ERXR1dMr3cdbqvcFm6er8572RnZ1dyi2t4XtDVV1VTfU/743MTKJGBa1hGNbR0WUy//PeyM7OrsGuxHEtRtM30C9/iSp/b5RTipduCF+dL8if7TLPgG2orKxc0XujOiiK0tb+/t6QEggEWVlZNUsWgKKoru5P94283Jr8NimKzWZra2uX/VAUReXk5NS4V0xdXb1851+t3hsIrKOtU35spIK9wQg8bdo0L0+vGTNm1OBYEARFRUWdOXt62dLlNWsO/IH9WHWfHEtZWdnU1LSKL2az2SYmVX1xpdQlZLIrBEHKP+nWEp1ONzExkdXeOBKy2puOto6sdoWiqNE/3Yq1J3lvyOyiaUhU/Bq+qpoAQTn6+oixcfXeGxRUzGAiLLaSuTlUnXF58eAFjaZtagpV+X0r/eOkq6v7y4sj2/eGtra2NqQts/dG1YpeVwWbza76TUYm740yfIqvmquK84Sm5qYGTEO53jcYDIZxhW/FapHhewOGYfF7Q7shvjcq3puxsTGYy9hYpKWnvXzx8uvXTIIkpc8GFETRMJq/v7+5uXlDibFqPPBcYyDlKdBI4SSJQxBOEP/2C1UNgeM4RSEUReI4UoOshtVpJe3VqNlDP1B7OI6TOEkSFI7j4Ho2OrX84JAkKRKJZHc6wG/FxsYOHzH8+bPnKCZdUyRGkqT42dvUpAHFWBMmTCjflQ0AjQIpUX4LiqLgARQAgHqkrq7u6vrv9Mc/mFAozM/PJ0nqd6PBFEUxmSw1NVU53ZaPnzgeFxt79uzZ1m1a02n0sr4bGIbLj6fXf4xlbW0jq10BQB24d+/ekSOHv6Slideg/fPhpSho6ZKlbdu2Bb8CAADqi5GRUR+jvopw/SMjIydOmlhYWIAiKIqiGIaJRCLpglnxLGFx5xLaoUP7FStW0unV7fevktjYGG9v7z59+sgphpNZjMXjcZlMFugAAOrM7ZDbCfEJgwcPVlP7dzp8FT179nRo0BAEhu0dHMTz36n/zP2X/bkCAAAAP1FRVWnZokVJSQmKotk52Tdv3tTV1XN2ctLU0iopLn71+lVxcYmZmZn8JiPZ2tqFhoaWlpaWXz0mQzL7c7Jr167g4GFaWlqy2iEAVOzpk6c7d+3w9fWtQYx1/fp1Npv994mTLVu2BNcZAIAGJScn53P0Z18fX+hP18SqyebNW6T/njJ1SmBg4PJlK6ysrKRboj5FjRs3Nj0jQ+bTr3EcJwgcguDBgwY/e/p03bp1kyZNUlHhlE8RR6PRapDtWV553uPj40E+D6AujR492sfb++DBAxkZmdVtW1xcZGFh4ebmLp9TAwAAqLmvX7+GhNxWqCv49u3bc+fOjhj+V1mABUGQg71Dv779Ll++lJubK8NjEQSxZOkSBweHpi7OPXsFfoz6uHz5cmubJs7Ozk1dxP85OTu2aOnx6PGjBtSPhWFYXQ4UUhSFgxVPii0lJSUnN/f69Zt37t4xMjSCEVg65EdS1Lx589r6VTSnyrdV6xcvX8XERDs4ONTdGQMAoKiLaaoFrlG9rEaNz+cLBIKfV9HyBXxK3Isly34sGIZtrG3a+PlJc5iL61bBCEmSkt4y8YFIkmLQ6ZpVzrRSgcY69cTa2iZoaFB9nwVQn3g8nrqamn9AZ0mvLwH989kUf1Aq61j29fE9cuTIX3+NmDBhgqGhIYIg/7SgHBwcdP6bIRMAAKBaunXtVmeV5f4MlpYWhoZGmzZt1NfXt7axZjFYefl5z54/2717d4cOHTU1ZJm1AEGQoRKQ/MksxpIk7qm7NKSmpqYgxlJwHSVq1vbpsyeRkRGZmZlBwcHKykqSGEv87qUo6sjho71795b1yQIAoEDKV2QCqkJPT3/RwkUTJo7v0LG9lZUVk8ksyC+Ii4/38PCYPWt2+UICjYvMYixjY+PGexUARdOyRcsdO3aKU/rCEEWW64imIHd3MEkLAID6RJKkUChUqN8BDMN9+vRp0sTq+PHjkR8jSZJycnaeMmVqnz595LTir7zEpEQMRU1MTAmCiI+P09c3kFU3pMxirHHjxoOuUaBelOVEptFpCFylSQwmJqYyrK0EAAAgQyYmJoMG1rCedKPWtKlL06YudXlEgUCwddvWvXv3DhsWvHDBIj6fP2PGjIKCguXLV/j5+TWgGEtW9fsAoOq4XO7lK5fPnT0bHRMNw7CtrV3/fv279+jOYrJ++frY2Ni0tDQPD4/i4uKoT1HUT8WzKQhydnLS1ZVZJTgAAIDqUlVVdXZuCq5bHbh06dKSJYt7Bvbs0T1QWqJ05KhRq1evGjNuzOWLl+ztHRpKjJWenq6rq1tn+Rvj4uLu3bs7btz4ujkc0AAJhcIFCxbs2LnD2tray9OLpKhXr14FBwdNmTp1xfIVvxy5PnDwwMGDB548fhoRET56zGiCIH5YDEtR1NEjx/r06VOHPwcAAH+amJgYJpNZm4Li4ifAOlyqr7Duht5t2rTpnj17pYXMYRgO7BHoYO/QpVuXe6GhDSjG2rBh/ezZc/T19aE6kZSUeP7CeRBjKbJbt28dP3Fszeo148ePZzKZ0tW/O3ZsX7V6lZ+fX+dOv5hzOnzY8Hbt2pmYmKipqZ09c+7nVRoIijQFj48AANTO7j27zM0spkyZUrPmqampT548GTx4sEL9HkQi0cuXL6Ojo3k8XtlGkiStra07deokp1TvuFCkra3DYv1n6MPY2FhLUzMvL6/2+5dZjCUSiepyXSGCIGCKvYJ79uyZvb392LFjpQEWBEFMJnPUqNGXr1x+8uTJL2MsOwkIgpSVlQ0MDH5+QVFRkfyKNgAAoCAk+WR+TPVUdUVFRZ8+R0GKBMfxDRs2rFy5opTLpdH+jUxwEdG3b5927drJ6c7cvHnz1WtWv3j5onxW/cePHyUnJ1tZ/psNtf5jLNCrCdQxkVBIp9N/+OBhGMagM0RVWJIjFApjYmN4XC4MSxI3wBCfx1+ydHGAf8DMmbPkeeIAAPzhYInaNFe0h734+PgdO7cHdOmycMFCQ0PD8lePTqeLq8rKR5++fS9cvBgY2KNfv/5Ojo4QDL8LCzt3/pynp6dMEnA01hykANDc1fXU6VPXrl3r1auXNCcySZI3btwIjwgfN25cxdenpKRkztzZly5eEoqECIIiCIzjBI6LEAQZO2YsuLYAAAB16du3bwKBYOLEiU5OTnV5XEMDw6NHjq5du+b8ubN79uyBKEhVTbVPnz4LFyySSf3lxpqDFAB69Ohx/fq1oUFDTp0O8Pb2pkjo2fOnt2/f7tmzZ+fO/hVfn2vXrp45fWbEiL8YDPrhI4fHjB7DYrNPnDjRokWLXr1AAlIAAOqZov091dHR0dDQyMrKqvtDm5ub79mzd+3adV++fMFxkZGRsUyiKxnHWC1btmSz2bLaGwBUSoWjsmP7TgcHx5Mn/75+/ToMw2ZmZgvmLxg9ekylOevevHnj6uq6du3a/Pz8u/fuNWvWvGvXrl6eXlOnTnn3/p2Huwe4/gAA1BcEQeh0ukJd/yZNmgweNGT7tm0G+gbNmjUrK9dIQRSKoHUw/VpVQua7lVmMFRw8TFa7AoAq0tbWXrRw0ZzZc4qKimAY5nA4VRy2FwiF6hrqMAzT6XQVDufT509du3Z1dXXV09e7ceMGiLEAAKhHVlZWkyZOVqhfQX5B/qfPn549f+bbysfQ0FBJSUnakycS4V0CAjZs2CinoPPx48fv3r+bOHEihv4bDvH5/J07d7Zr19bFpVkt9w/mYwGNHoPB0NbWrlYTU1PThw8ffo7+bN3EWkdHJzz8AwRBBEHw+YL8/Hy5nSkAAEDlaDSampqaQl0pDMNsbW3++mskgiAkSUoSQosROGlv71DWrSUrJEl+/BhZVFR09uyZe6GhNtbWHA5HGtUhCJKUlLRm7WodHZ0GFGM9ffqkeXNXMFwI1Bkej1daWqqhoVH+40dRVF5eHpvN/iHfyQ969ex1/PixNm1aXzh/sX2HDrNmzZw2fVpxcfHz58+GDhlSJ6cPAADwa0KhsLi4WFNTU3EukLqa+tIly+rscHw+f8rUKY8fPUYxlKKowJ7iJO9lcBxv0qSJnb040U9DibGOHz9ubm4BYiygzty9e+fc+fPbtm4rX8eppKRk+oxpnTv5Dxw4sIK2VlZWf584efbcWQaD0a9vv8iIyL379qAo+teIvwIDe9bJ6QMAAPxaSkrKjZvXp06ZBi6QnDAYjJUrV+Xm5l65cuXp0yfLli5XUvo+oZyCIASGTU3N7O3tG1CMRafTQYosoA6IRKLTp099/hz9IfzDu3fvFi9ZJO7jJb/38WbnZJ89e861uWul+3GWkP5748aNCxYsQFEU1DUHAKDeCQSC7Ozs+j6LBiExMfHTp08dO3aU7XwsFEW9PL3EKd2NjP38/Pr16wfJB5iPBTQyuEh09+6d69dv4ATO5/NPnjxZfqwQQZC2bf38/QOqsis+ny+tTwDDsHTdSnFxMZPJBCUEAACoRwqYgxSS3JBv3Lzx+fNnFEVJkqRICqNhjx4+/Pot08vLS0NDQx4HdZGA5AbEWEAjw2Kz9+8/SBDEmTOnT546uX/fAR0dnbLvSpcKVnp74nK5m7ds3r9/X2ZmZvk8NBRF/X3ipPyeaQAAAICfiUSiJUsWb9u+TVND81vWN3U1dRablZaWxlFWWbx4kTyyKtQNmcVYipYwDahH0gQN3bv3aNnS08jICMOq/Ta+eOniqlUrfX19x40bR6cz/lnCIn4jy/WZBgAAoFIUReF4zcsdNkbJyclnz52dMnnK4MFDFi5aoKmpOWP6zOfPn+/bv9fT00u2vXoURZ04ceLjx4/Tp8+IjYv++8TfP+yfpCgGnf7XXyNrn3ReZjFW//4DFG2tKVC/NCVq1vbF8+eOjo5/nzipUCt3AABoFJSVlZtYNYEUSaZ4SIEcOGiQo6Ojq6tbWNhbGxsbOzu7mJjobdu2Hj58RIbzsSiKiomJefnyBY/HzcjIfPz4CYr9JzcESVIsJjOwpwzWP8ksxvL1/bdmNQDUGZIkCYIo+1IoFG7YsN7Ozq5fv/4VtNLV00MQVNEyKQMA0CiYmpoOHRoEKRIMw2AYIXDxzVxfTy8tLa2wsFBdXd3Vze12yO28vDw9PT1ZHQtBkFmzZk2ePFlDQ0NHR6eVb6sfVuxJJ+mWX7FeY2A+FtBYkSR5/vz5I0ePFhUVYBgNx3EYFj9/hIW9XbliZcVtBw8e/Pjx46XLlgQHBauq/qf/VUtL63cpSAoKCmAYbrwzAwAAaBRgGK7BFIhGzczMTFlZef2G9UuXLLWwsExPT3/69EmbNn5hYW9JkpR51oKy2ziGYXLNOSWz3+L+/ft69+4jp5n/APCzV69eTp4yycDAUFlZKSzsbatWrQQC4YsXz7t37xEUVMkjoImRsbGx8cYNm/7+++/yY9wURW3auDkg4NfLEi9dupSTmzN61Oj4+LhmzZrLPPVw5cpuNNW649SsFQAA9aS4uDg9Pc3WVgY5MBsLfX39mTNmTZoyic1irVy5qnnz5qNGjzYyMoyKiho7Zqz8JnUkJCQIBHwrqyZyGtaQWYz19u3bgIAuUF0hSVLRpgQCP7h167aRkdHNG7f4fH6v3r0mTZrcvl3742LH+HxBxZfrxN8nLl680Nm/s72dvSRU+j7pnaIoAwODn19PUVRScpJAKDh//tz9+6G2trb29g4Vp5L/JaqgAKLTIWlhLBQlc/NgjjJclc82SZJ5+RBBiOMkBKGEQjInB6m0ODxFkbl531vBMCUUVakVAAC1Q0nUuHlqaurZc2fqMu95vYNhOCgoyNPTMy8vT1dXd9fO3Zs2b/z8KXr+vPnjx0+QX6/evXv3Jk6a4Ozs3Klj59atW9nZ2ZuYmMhw/401B6mOjm7tCwkBjVpeXq6lhaWOjk5RURGHo5wQH9+5U+c+ffr8ffLEpUsXJ0+eUkHb12/e2Nranjp5Wk2tSgN/IpFo3bp1L148//jxY7NmLnt276lJgFVUVDpvESUSUQWFMIsluHaTt2kbc/BAxpCBlZ9AeETp7HmYgx2MopRQyFuzgUxKVlq7ErWxrrgVd/Z8xN5GHJbhOG/9JjIxkb1mJWZnW92TBwCg6lgsVhXr0/+OpGafwmnS5PtMfxMTky2bt9bBEbt27aqiqvLo0aNLly/u2bvb0NDQycm5TZs27du1NzU1rf16xsY64tu0aVPHWi+qBBo1DQ2NiMiI0tJSZWVlLS2tz9HREAQpKSmpqanFxMRU3NbczPz9+/ck+e9k+YrRaLSNGzaGhNzesnWLjo7uxo2b1q9fX+k9lIhP4G7fyRwykObuLv4axSAEFl66CnOUIQwTXblG4Tg0asQvWpKk4PhJ4ssX1rTJsJKS+CGPyaSysgSfPsNsNkQQwk+fEUd7iMn8oZ3wyjXRy9es6VMQbXFnFcxikTnZ+Lmo760+R6N2tvBPrQAAkK0Z02fUMpUxqJtSNwwNDQcOGDhwwECSJJOTk0Pvh548eXLypMnKHKVTp053aN+hlvuX2YSSOg66xVMCFS8NLlBe27btYmNiBw8ZFJ8Q7+zkHBJy+86dkAsXLjx//vyX433lDRw4kM1mLV++LDMzk8/nC8r5ZeAFw7CSklJ2TnaP7j0OHTw8ZuyYqtxA8chI4amzwrMXIcmnA1ZisxcvoHfvCuG4+D8UVVq2mNGt6y9akqTgzj3e3gP4hwjpBszOVnnHNsRAHxIIIBxHbW2UN65DTX/s0xaGPuDt2it6+fp7Kxtr5R1bUUOD762smyhtWoeam4E3EgDIlZ6eHsgL01hQFMXlcsPCwi5duvjw4UMel6vMUbK0tJRJOiqZ9WOpqKjUwxRgQIG1adNmxcqVe/fuSUxIDA4edi/0XqdOnSEI8mjh3r//gIrbfvoclZmZ+eD+w0OHD+nq6qKouPS69MO2edPm380sHDH8LwRBUBR1sHeoyhliTo6IhoYo7B3F40m7oxBtbVrb1qLQ+5BIhJia0Nq2gWi/+gxiGGpnI7x5i/j0mebt+X2bhyvm6ChKv0NREOruhjn/oh8Xc3KEmQwiPALqGgBJhu5pbs2xps6CLzchCEbdXLGm30s0AgDQYJEkKRKJ6vssFMKrV6+2bdv6Nuwtl8s10DewtLIKCgry8/OztLSSSVE1mcVY48aNB2E7UMdG/jWyb5++KIoqKyv/feLk02dPEQRp4dHC1NS04oYcZY6fn1+bNn7/TE39d867tva/lXl+UN2PHGpuDhsakIlJ5NdvqKUFRFGC6zd5q9aJ65FaWRJRn0qmzxZ3R1n8omOJ5tJUoKwsCo9gEgSEolRJCXfFGuGtENTUmOTxhCdPc7W1xCOJ/z0lrLkLrKyMv3tPiYQwnU6VlnJXrRVcu4maGJF8geD0OURbmz1jinjePQAADZWurm7tR6mAqnj56uXJk6eYLGbfvn1Gjxrj4+MDyZTMYizZTsWvlFAoLCoq0gIrpBSYQCggcKIszYmRkdGAyrqvynh5eXt5edfyBAiCKL90CIZhBEH+M4sCRWlubvyoT/ibMNTSgiwo4O/cQ+bnK61cSg/ozJ2/hH/qjNDnMmvG1J93jrk2g1VViLfvKC4X5nDw9x/4e/ejzk7KO7ZQxcUl4ybx9x2kt2+LNf/Pyg/UwR7W1sajPlG5ebC+nuhDOH/vAfHA4s6tFI9XMm4yf/8BWoe2NDfXWv7sAADIj46OTtu27cAVrgM9uveAYTgs7G1CQsLQoCEcDsfXt1UrH187ezvrJjZMFrOhxFhCoZBGo9XZNL33798fOXJ49+49dXM4oAHatXPnixcvtm7dpq+vX5fHJQji+Injly5ezC8o+LcDjKRUVFW2b9thYWFR/sWYe3PowEFR2DvGgL6IMoc5cRwMUfQAfwhB2GtXoN6etJYevzwKoqeHmJsT4RFESgrm6Ija2SmtX415tsQc7MWlNg7uIz5Hi/vG/gtmMrGmTsLrN/GISLq+HmZro7RmJdbSA3MUD25yDu7BP37CmljJ7doAACB26tRJLS3tDh1AX1RDZ2ZmNnnSZAiCCgsLY+Niw8LCbt68ETw8WFNT8/jxE2392tZy/zKbQbVg4fxv375BdaWwsCAuPq7ODgc0QGy20r3Qe58/f6rLg1IUdPDggYkTJyQmJSorK6uoqKhwxP+J/w+H8/NCX9TGGlZXJz5HU1wuRMMYXQPoXbtAkpmLiJYWa0QwZv+bNIMwTGvpTgkE+Ku3khdrMkeOkAZY0llWzKGD4F9lnKe18ID4fNHrN+JWmprMkcOlAZZkJLEZM2jwL1sBACBDj588CQ//UOPmX79+DQkJUajfCEmS2dnZfD7/h+0lJSV5eXm1STZWFV++fImMjAgLC3v69MmHDx+UlZSbNGmiwlGp/Z5l1o/FLeXW5dJCBEEUrdQA8IP+/fuHh79fvny5QCBwcnIum7cOQZC6unoN8ldVBY9XevnKFR8fn+PHT2hraVf6ekRfH7VuQn5JIxOSUKcqzZQvgzVrBolw/N176K9hVW+F2tvBLBYR9YkSiX6YrQUAQN3AMKw2qZVycnIePX7YqVMnSGHk5+ePnzBuzKgx7f/b+Xfy1Mm3b99u3bJVTrf0R48erVu/Nj4+PjMzE8NoXl5ec+fMdXV1s7OzU1FpSDEWSOYB1LFbt2/9ffJkUWHxw4ePyldNJ0ny779PDhxQeWLPGsBxgsstbd7ctSoBlrT/CbOz4b9+S8TFVTfGQi3NEUMDIi6ezMtHNKpanRQ1NkKsLImkZCL1C/bTYCIAAA2fQtUrDAsLu3DxfHFR8f37D0Qi0cPHD0nie38NDMMXLl7U0dEmiKrmMqyuhMSEL1/S2rVt16FDB1/fVhoaGrLNkKAov0Xgz+Pa3HXD+g3/5Fz4dzsFUe5ukpyfv/fgwf2wd+8CewRaWFhU6xOloqLStm27V69eFhUVVfEpB3V0gBAEj4yi9wqs+oGkfWBIEyvi02cyManqMRaiq4NaWQpv3CKTkiEQYwEA0LDFxsbs37+foqiiooIHDx68ePGibESCoihdXb3Ro8fIr2xzYI/AwB6B8iu1LLMYS35hJgD8krVEzS5OXl7eqpUrFy5c0Kljpz59+3p7eZubm1fwepIkwyPC8/PyEARxdHC8fPnS8OHDgoKCJGGWeJ0HBVF0Gq1Zs+ZKkjxY5WHNm8NqqqK3YRSPD1dnlQqsooLZ2YoePCRiYzG35lVthmGYk6Pw8lU88iO9fW0nbAIAUC/kPQOp4ejbt1+PHoFfv2YGBQdNmji5W/du/ywlEkNRtJZViSomv+hKxjGWubm5nMpWA4DMde7sf/36jcePH1+4eGH06FFGRkaeLT0HDBjYunXrXz4wCYXC+fPnP3z4UDLLAiVJ8v27D1euXil7MUmSmpqat27etrf/Pi29DGprjWhrEdExVF4ebFhJAvofYM5OCIuFh0cwBvYX13WuYqtm/2TJwnFYYUYcAOCPAcNw7SvlNRaYhImJ6Z49ew0NDNkseXVZVYDH49FoNAzD0jPSX756aWhg6OHuIZNBQ5ndf6dNm6447wmgQUlNTcn8+tVA30BFRYXBYDCrUI9PSUnJS2LGjBnR0dGXr1x68uTJ6DGj1dRU+/bt17VL1+bN/9NvRKfT5/3vfyNHjpTOOxSnwoIRiqJI6p91HpT4NUZGRj8fC2YwsGYuwguX8Pfh9OrGWG7NIRUV0Zswcab4KveWY02dxIsZP0RQRUWwnJ/SAACQORMTkyGDhyrUhcUwzNHBse6Py+Pxtmzdcv78uWNHjyspK/Xu3TsiIgLD0ClTpi5dvJTBZDSUGEtxJugBDUdsbMy6deuePHmSnZMzf/58HR2dM2dOL1my1M3VrYp7oNFoTk5OaupqKIJFRER8jIyKiVm+a9eurl27zp83v2wAEUEQHx/fGp8n5u4qOHVG9PYtvat/tRoiZiaIoSGZmEhmfv05G9bvwKqqqL0d/vgJ8SkG8fleigcAgMZCWVnZykoR89iJRKI3b9+8fPFSmaPcJaBLSkpKc9fmTIYcy9jfvHVj9epVY8eMMzEx2b1nd3x83N69e79mft25a0e7du0aUE3oT58+CQQCWe0NACqVkpIyePDg+/fvd+/e3dTUtLSkxLqJdVpa2vDhwxITEyttLhAIwsLebtu2tW1bPxsb6917drVq1er4ieOxMbHLly8PuX17wcL5IhEuk18E5ugIs9lExEeqmjXIYBSjubtSfD7+JqxaDWktPShxlqzvxaEBAGhESJJUwL+nsbGx3Xt069Ch/dKlSw8fOiS+mY8YNmTIYLmm3gwJCWnRosXy5cvZbKXbt2/7+viOGD5i6tSpenr6b2Rx/5RZjLVr167c3FxZ7Q0AKnX+/Plv376dPHlq/foNNtZNRCJRixYtjh45VlxcfPXqlYrbPn/+3D+gc4cOHWbOmikQCtetXX/jxs2zZ84NGTzEzMx81MhRgwYNiomJEQp/TIgn9e3bt4MHD759K84Omp2Tfejwoejo6AoOhxiIVwiKs2Qlp1T3NyseLhQI8LB31Wvl7AghCBERWd3DAQBQ71JSUo4fPwYpkqKiolmzZsbHxR87emzu/+ZCsHjAdMXyFc+ePdu8eZP8sm8WFxfr6ekzGIy0tNTExHh3D3HhDQRBWCwmjsvgGVuGeSAUZREE0EAkpyRZNbFyc3MTCoVly1ptbW2dnJzi4uMrbpuUlFRUWDRq9KhXL189fPhw4sSJzk7O5V8QGBi4dMkyxq/6qD9+/NjZv9P06dNSv6SKh/O5vP379/n4eh8+fPh3S4EQHW3Uxpr48gVKqLyD7QcMeztESwv/HAP9lAG5AjQLC8zCnEhMItMzqntEAADqV2lpaWJSte8VjVpsbOyLly+WLFnau3cfczMziqTodHrfvv1G/jUyJCQkLy9PTse1t7d///5dRGTElStXSkpKPSQx1ps3b1JTU41lUYUZ5CAFGistLe3s7Jzs7Gx9fX1pPWbpvSnrW1alcyd79uzZq1evChIHe3p6/XI7juPbd27Pz88/8feJtn7ioq1GRoaHDx1ZtnzZ0mVLfHx8mjRp8otmKEpzdMg/dyHxwQOmkYG6mpp0djyPx0tKShIHiNIlg5R4Nr2pqSmHw5HW08jKyUHy8jT0dVmpqbEhd5CmzhYmJgginm4fHR0tfsz6Z60hRUEG+vrSKukFBQVfsr6paWoqR30iEhORak60BwCgfilUDlIpHp+HIIiZuZn0NluWvcLS0pLL4wmFQkg++vXtf+nSpW5duxUWFni08PD28j527Oj8BQu0tbXatGlT+/0r1m8R+JP4+/vv27t35qwZU6dM4/MFxSUlMTHR+/bti4uPW7NmzS+bxMbGJicnIwiMoCgMwQTxY1cwBUHOTk66unq/O2hpaWn05+iAgC7dunaXbkEQ1NbWdtHCRf4BncPDP/w6xoIgpmuzJI7y/IP7sRfPOncJmD1rNoIgX758mTNndmlpKYxIkmyRFIZhS5Yu9ZJEeNevXz9x4gRMx6YXFbbPLzi8cFFOa59t69ezmCyCIObPn5dfkF+2upggyLFjxw7oPwCCoFevX63ZuGF4TmEgl0d8jqH5+tT0GgMAANQFA30DNlvp1s1b3l7eNBoNhmFpWqxHjx5pa2n9nHdQVmxsbC6cv3jmzBmKIgcNGqyiolJYWNimdZuZM2eam1WUNLGuYywcxxUnZxrQELi7uS9evGTe/P/du3uvpLTk6bNn58+fy8/PnzN77u/WAB48dHDLli002m/f9hRFHT1yrE+fPr97AYZhSmw2l8v9qSEpef//NoUV5WBvr6F5lMFQPXCAaWgojY0sLCyOHTtOiRNA/NORBcHKHGVpk8GDB/Xs2RNCUfjvU7zlq2cGdMXmz5EuscEw7ODBQ+UaituyWd9vQ21atxHPKrh7H58xB3n/ASIICORVAYDGg6IoRUvrbWpqOqD/gK3bthQWFaAIWlJacvHSxWdPn164eGHlylUyKR34O+bm5nPnzi37cvz4CZMmySwRlcxirHbt20sHOACgbsAwPHr06FatfM+fPx8bGysQCg0NDHv37u3t7f27JsOCh7Vu1bqstqb4H9L/SW5q0ocEFxeXCg6qpKTUtl3b9evXHzx4sHv37tra2iKRKCkpaf369RAENW3a9Ldny+EwnR3pd+5xvmUh/6SnxzBMXf23RXJYLDZLko6PaN2qcMt2+ufPHAazLBNpBQ0ZElSbVgUqKuL88qVcWAV8NgGg0WAymXp6v+1N/yNhGDZ//nwMQ48dP56RkS4S4n/99ZehgeH//jdv9KjRdVkQWbaZPmUWY/Xp/dtHfwCQH1tbuwULFlbxxXYSP2ykKKpaH+ARI/568eLlhIkTtm7bqqOjLRKKEhITCgsLV69eY2lpWUFDzN2Ve+0G/+VrdjUH71ArK0RHR/QpmszOrvrkKlhLS1wc+t17IjEJc/nPjH4AABoyU1PToUOCIAWjpKS0bNnyoUODEhITuKWlTCbLysqqxgXTGggwHwtQUHl5eWfPnbl65eqXtDQOh2NrY9OzV6+OHTpWWhtLQ13j+LFjZ8+du3r1Snp6Booibdu2HRY8vG3bSooDYi5NYQzD34dXe/COycCaNRNevIS//1CNTPEwTGvhjj9/KXr1GsRYANCI0Gg0NTU1SCE1kajlk3DDIbPcDZcuXSoqKpLV3gBArgoKCsZPGDd+wvi09DR7Ozs9Pd2nz57279dv/oJ5/CqkSGCzlYYFD7t44dKD+w/uhz44dvR4pQGW+MNmaIhYmJOpqWRGZnVPGPNwpQQC0dvqZSLFmrlABIG//1DdwwEAUI8EAkF2drZC/Qpy83KfPn368/Z79+5u3ry58WZklVk/1p07IR4eHnKdmFYeRVEyyQ8GNGpfv3598fJFRno6ThDSaVWSeeNU586dbaxtKmh4/sL5kJCQvXv2BgcNo9FoFEUJBILdu3cvX77Ux9s3MDCwgraFhYUURUmfMstqQuM4np+fr66uXsGKa0RfD7WxFt67j8fF041/UdmwApiDvThT/McoSiiC6bQqtkLNzRBjQyI+gczOQbTFaR0AAKgDhESNmyckJJy/cG7RwsWQwigtLZ0xc/rYMeOGDx8u3fL169dt27dt2LC+R4/AiRMnQo2TLOsV1mVXnqOj45TJU+vscEADlJb2ZfiIEffu3kPQ/9SoJ0lSR0en4hjr/ft3DvYOAwcMotPp0snvLBZr9OjRV69eefzkccUx1q7du4qLi1atXF1+Y3x8/Ow5s5cvW17RtHc6HbOzFV65RkTHQG2rl3kFMTAQZ4pP+UKmpKBNqlrIDDEwQK2s8IgIMikZxFgAUGdcmrpo62jXuDlFUaJq1t1q7HS0dXy8fWfPmcVms/v27Xvnzp0FC+eHhb3r17fv/AULaLSqPlg2NI11Ppa+vkG3biCzokI7c/bs27dvtm7b0rtXHyUlpfKpQypNpqKtrQ3B4mis/EaSJCmKVFb+ddu8vLwjRw5nZ2eH3Anh8/jSfKHSgyIo8unT59DQe3PmzKn4uGjzZrCKirgwjkgEVeeugejqiPvALl7G4xKqHmPBHGXUzkYYeh+PicU8qlonGwCAWho1alQt99BIpx/VGJPJXLlypQgXTZky+eTJk/fv3zM1Nz918mS/fv3LsgAqdIwFkmMBdSwxIcHZ2XnM6LGVzlL/2YD+A+7cubNj5/aJEyYpKSnBMCwSiQ4dPvj167eAzgE4gUOUuGRV+c92UVHR2XNnY2Pj+HweSZIHDh4ov0MGgzEseNgPBXl+hjV1hlU4+IcIspSLqKlW44wRBHOwF567QH76DAV0qno7rKkzwmbj4RHQ4AFQY75VAUAjomgRkkwwmczNmzbTMGzTps1du3XZv/+A3u/TQctWQUFBbm4uQRDlM/vo6+vXPvcpiLGAxsrC0vLN27fFxcU1iLGys3NEItH8eQt27dplb2fPZDGTk5MjIz4aGhksWrKIJEkcJ1r5+i5cuKisj9rU1PThg0ckSS5YML+wqHDb1u3lb6MwDDOZzEpvrIi2Fmprgz9/ScTGIdXsWMJcm8PifFdvWUIhJBnirAqamyvE4eBv3lJ8PvzP7DEAABoyxclBWlhY+PHjRxwXSdMpoyjSsWPH58+fh4dH3A8NNTIyks79sLW1k1NvVmFh4fIVyw8ePFBQUFh2/6ZIiMVmnjlztlvXbg0lxho/foKmpqas9gYAlRrQf8Dt27eXL182Z85cDQ2N8vENhmEV55Hj8XkG+gbdexhQJEWQBIETpiamFuYWZbc2HMWx/6aDl0ZREARNnToVx4kaP99gbm6ih4+Jd+9p1Y2xHO1hDQ0iMoricuEqx1iIsRFiakLGxJJfv6EWMigNAQCAvKmqqjZ1rigZ8h8jKipq8JBB+fn5KPL9ji0tLFZcXDxq9CgGgyES4r169dy3b38NnqWr4uzZM1u3bunXr1/7du1ZLJZ0ygkFURiKNm/WvPb7l1mM5eDgANWh7Ozs6OjPvr6t6vKgQIMS9SkqPf3Lvbv3Dh85rKuri2GYdMCaIqmNGzd2rfD5o0P7Du3btf/5wUgyJev7vK6yOtM/MDExrc1p01q48yBIGPqQ1qEdamlR9YYwh4M6OuB37wkuX2X0CoSruIYXRWnubvyISMGFS8wRwQh4EAIA+cvNzcUwTFW1OvMByjE2NpaWjf/j2dra7t93QCQS/TAsIJ3tSlEUSZIGBgbym/P+6PEjT0+vvXv2KSt/L2ImWzKLsQiCkG0G+oqFh39Yv2F9yO07dXZEoKHhcDht2vi1bt2GoqTTAb/HRiRJ6ejoVtxW+hmOj4+7HRLyJfULR4VjZ2vbtm1bdXWN3zURCoUURdHpdBzHf9mND8MQnc6oeLiQzMkRnD4L02iiJ0+LBwbR+/RkTZoAs8TdY5US3rlHRkdTOM5dukJ46SprxlRaq8rzxYtevRG9eAmRJH/7LlHoQ9b40fTuXatyOAAAamzX7l3GRkbDhn1PQ1ADCjKjS0NDo0OHDvV4AmwWW0WFw2Kx5LR/mcVYW7ZsDg4epqUFcvAAdcSzpadnS8+atcVxfMfO7UuXLhWJRNI3bXZ2toGBwZo1a3v17PXz3U0gEAwNGlJYUHj27Llt27buP3AAw/7zREGSpLq6+pnTZyuo/EDxeKULlwjOXcLsbFBzM/xDBG/DZogk2bNnVDobHX/1pmTaLKikRBxXiUSi12+JqTM5h/dhTSuaZU/ExJZOmU5+ScNatoAZdPzl65JZczkcDs2vddWuEwAANZGZmcmu2rPTL+Xn5ycmJrq6uoKrL29DhgydNn3qzVs3az/1Sr4xVkJCQh1nYlWQMB+Qh4cPHy5btiwgIGDsmLG6uroEQWZkpG/dum3SpIkW5hbNmjX74fUIgnh5efO4PBqN5ujo2L1bdwSVzBr4B0lRykpKFZdFx8MjRNdv0ZwdlXZtw6ybiJ6/LB4zXnDyDHN4EKJbSccb/+w5KjuHNWUCa+okCMe56zby9x0UXLqKOTuVVYn+meDaDSI+gTFkEHvxfJjJ5O3ex1+/SXDmPM3XG/p9rlQAAGoJRVHknwlGNZCWlnbuwlkFjLHCwsLevn3bt29fDQ2Nt2Fvoz9/7t69h1xzm0vWKiHDhw9v07q1gaGheDiOokiKYtDpwcHDaj8JSmb3WRRFQdAD1IvU1JTMr18N9A1UVFQYDIZ0ZnrFbt2+ZWxsvHHDprLi9nZ2dra2dgEB/pcvX/45xqLRaFOnfM9527Nnr549e9XgPMkvaVRxCeblidmK86PSfLwwBwf82XMyI7OSGIskiegYmMVkDOgHS+ba03v2EJw6S8TFUTgO/36mAhEdCzNZjF6BiLq6+G7Sv49g30EiNk6cLB7EWADQUCEIQqdVdV3Ln4EkyQMHDsycNcPO1q5bN3GXUkpy8sSJE/fs3bNv7357e3s5HTc+IV4oEOrp6UZ+jIz6FCVd3khRJJPJ9A8IcIAaTIwFAHUvNjZm3bp1T548yc7JmT9/vo6Ozpkzp5csWermWsmSPRwXaWpqamj8Z/aVpqamvoF+YVGBnM4W1taC6HTiczSZl4doaBBJyWRSMsxmw5WOsCMIYmiIh70XPXmKmpuJz//FK6q0FNXXhyucBIkY6lMCvujFS5qPF4QgoqcvyJISVF8P/u+SSQAAgPqVkpKybsO6Du07rFixUvro27mz/+nTZyZPmbR27dr9+/dLa3LIXPdu3X19fCWjAdQ/c3rFYBiWSaoEkB8LaKxSUlIGDx6cm5vbu3fve6GhpSUl1mD0l6EAAQAASURBVN4+aWlpw4cPu3L5qoVFRUv2unXt/uTJkwcPHnTq9G8+z5cvXyQnJU+aNLmChhRFnT17Nj8/z83Nzd7eoaxeYVXQnJ1pfq1EDx4VB49Eba3xN2FESgojaAiiX3mePUa/PqI793ir14uevxTPZA99AKuo0gO7VzyRix7YXXj2An/PfiI5BVZSEt24BcEwo1/vaqWYBwAAkLe0tLSiwsJJEyfZ2dlJtygpKXXu3Hn8+An79u3Ny8+TUz5SZQlIbmQWYzFZzEad8B5odM6fP//t27ezZ8+1bNlywIB+IpGoRYsWR48c6xHY/erVK1OnTqugrYmJiaam5oi/hnfq1NnJ0ZHJZCYlJ509e5ZOp4d/+BD9+TNBEtZNrLt16/7DalnpasTlK1aoq6taWVm5urr7+/u3bNGyKou0YQ119tJFXN48/N0HPOwdTKPRA7uzZ8+oyrAdvbUve+E87uZtous3pU9YrDkzaV4tKm5Fc3Fmr1zGXbFKdOU6BVGwigp77kx6546VHg4AgPqlaKVTWCwmiqLFJSU/foOSlC2DGiuZxVgrV6ySU1ceAPxSckqSVRMrNzc3oVBYlkzB1tbWyckpLj6+4osWHhGempIKQdDNmzfu3bsLwzAuEkEwjCLI3n17KZISiXD/gM4BAV1+zkgyZ87coKDgZ8+ePnr06O3bt1euXEYQxNfHt2OnTt27da/4kQiztVE5d7J44jTh5SvsJQuZI4dXtb4Njcb8axjq6FD812hEVVV5/27M/vvTXkVghNGrB2JuWjJ8NMJgKO3eRmv+41QzAAAaGn19/S5dFCvHShOrJna2dmvWrNbV1XV0dGSz2cXFxW/fvt23f5+7u0cFWXVqgKKoz58/5eTkuLm55+Xlffr8CflvFEdR4inmzk7OWtpaDSXGklMOVgD4HS0t7ezsnOzsbH19/bJ8oaWlpVnfshwdHCu+bu3btbe3K5tEKRmG/+czJllTIv4Qqqqq/jLxHYZhxsbGAwYMHDBgYEFBwZMnjw8ePHj06LGz586+ef228nUoDAaiKl4mgxgbVbeAIKKjLZ6/payMGOhXo5WGBsxiwsrKqFmtsqcCAFA3NDQ0WrZoqVBXW1VNbcmSJcNHDPcP8Le2bqKszCksLPj86bOZudn06dNl24NDkuTWbdvuhITcuXv30aNHEydMxGg/5uJhs9nHjh0P8A9oKDFWWtoXXV09+SVjBYAf+Pv779u7d+asGVOnTOPzBcUlJTEx0fv27YuLj1uzZk3Fl0tdomaXlMvlJiUlJSTEP3n65OnTp6mpqdraOj0Cu3t6ehoYGFRpF9JRAJKs9rFJUtyWoqrXtqyVYlRAAwCgMWrVqvWdkLuHDx9++epFYWGBsrLylClTRo8eXcvSGj9DEGTihIn9+vYz0Dfo2KHjxYuXfh6MRFHUpZkMyhnJLMbatWvXlClTdStL8wMAsuLu5r548ZJ58/937+69ktKSp8+enT9/Lj8/f87suT4+vhW3vR1ya+OGjQRJwJKVuhAs/kTRaDQcJ+bOmevn51dB2527dmzZvCU/P9+lmYu/f4CPt7eZmbm5hfn3XQEAANTOly9fnj1/OqD/QEW7kJaWlitWrIAgqKSkhM1my2mSNwzDTk5O0n8rKSmZmJhAciOzGKuwsFBB6oQDDQQMw6NHj27Vyvf8+fOxsbECodDQwLB3797e3t6Vt4VgBEXE/0/yPxwnUlNTY6JjnZs6sdiVFFUQCoQlpaUsJZaJiamJsYmGpqamliYIsAAAkJWCgoLw8HAFjLHKyHWtX12SWYwFFhUC9cLW1m7BgoXVbdWpU+dOnTqX35KRkX702NEnT57o6VYy1WnChIkdO3aKjv786NGjjZs28Pl8Q0OjJlZWXl7effr0qTjVOwAAQKUQBFHkiTdCoZAkSUyibo5IEARZbgKGQCBYsWKFr69vly5darlnkIoQAMQMDAwnjJ9448aNU6dP/m/u/yq4KGpqau4SQ4cGFRQU3Llz59DhQwcOHDx56qSbm1tZFzQAAABQLW/fvj1y9Mirly/z8vOMjIzatm03LHiYqakcF+sIhcLTp0+fPHmypLQYw2g4LpIsM8c/RIRbWVnVfv8yi7GEQqGi5fMA/jAYhtFotIyMjIpfJhKJvnz58uLFi2fPnkZGRmZkZnC53M7+nQP8A+R6LwAAQEFQFFW+W0VB3L59e+Sov7hcrp+fn7uHe2xs7KpVK2+H3D5y+IiNtbj+mDw8eHB/8pRJdnb2EEVFRUX5+voWFRW9fv06OCi4V6+a1EyTV4zVvLkri1XJRBYAkJWsrG8RkZEe7h48Hm/jpg05ubmIOHsDDFGQQCgYM2asl6dXBc3T0tKioqLETwXfp7xDBEE+evzw9evXAwcOqvjQK1auWLFiOZvNtrCwaNrUZfTo0W3bttPT0/s5kxYAAEANYBimJKlMqjiysrMWL1nk7OS8Z89eIyMjBEFwHH/37t3QoCEbN27ctXOXnMYNr9+44ejoeOP6zYyMjKDgobNnz2nZouXOnTvu3bsnkynmMjvpMWPGyGpXAFCx169fT54yKT4+/vGjJ3Q67fjx4yXFJRAMlRSX0hi0nj0CK50Udf9+6PgJ43EclyYQhmGYEA/IE7179u7dq3cFDSmKMjUxXbp0mY+3t729g46ODvhlAQAgW6ampkOHBCnUVU1MTExLS1+zek3ZKj8Mwzw8PEYM/+v0mVMFBQValdZ1rZGcnGwnRydVVVWCIFAUTUlO8fH2CQoKPnfu3M2bN4KDh9Vy/2A+FtDIJCYljhozqiC/YNWq1ZaWlsnJSUwmc+GChf369T916uT6DRscHBwqzUHaoUPHq1eu/Tu6LVleqKOjY2NjU/FUUxiGhw8f3phLOwAA0NCxWCwjIyNIkRA4AUMQ86dk5mw2Cydw+Y2camlpxcfFC4VCVVVVZWVObFyMdNItk8lMSKikXkidxljPnj1r1qxZtUrk1gZFkSBVhGI6d+5sSnLyhfMX27VrJ03IK6k0Q9PS0po0aTKNRl+xclnnzp09PCqq5acvUbMTAAEWAAAVq+XkZJIU/4FTqKWFpqamampqBw8dcnJuWpa4ISUl5eSpk44OjmpqanI6bocOHY8dOzZy1F/Ll61wdnY+e+6sX5u2qV++RH782KvCMY0qklmCr9Onxb15UF1RUlLW05NLFW6gIcNxPDQ01Mfbp1WrVtItFEUJBAIcx6Vf9uzZU0tL++rVa5XuqqCgIPR+aE5OjqRq4c1Ro0ctXLgwLi6uKqeRmvrlwYMHAokDBw8MHzF869at0l0BAABI5qzXvOslLi5u0+aNCnUZjYyMZs6ade78OV9fn4WLFu7ctXPK1CnePt5ZWVnTpk6TXzXkAH//5cuWx8cnpKSkjB0zVlmJ4+fnFxwU5Ozs1K1bt9rvX4ZjhXW6qLBZs+Yrl6+syyMCDQGXy83NyXX3cC97wtPU1Bw5cpSTk7P0S2VlZT1dvdRUcb3nCuTm5o4fPy70fuid23czMzNHjvpLKBQRBB56P/T8ufMVl8SJiooaNixYKBI9vP/g1u3bEydO0NLSOnv2TERE+M6du5hMpux+XAAAGqVhwcFsds0nreM4XlJSAimYoUOHqqmpbd++fdu2rSUlJVpa2m3btp0xfYabm5v8DophtMmTpwwdGsRgMNhs9rmz556/eE6n073EtdEMZbB/SGbqdIYKi8UyAevkFQ+dTmcrKWVnZ+M4Ll1moqurt2zpsrIX8AX8wsLCSnMoXLx44fGTxzt37HRp7rJgwQIMw27euElSVM+egVeuXB43bvzvGhIEsXPXjtLSkqNHjzNZrL9P/u3q6nr50pW79+5MmzZt5MhRnp6eMv2JAQBofNzdPWq5BwWck4AiaGCPwK5du3JLuaWlpSoqKmw2u26uQ1n5WjMJGe5ZLsWAAEBOmEymh4fHo0ePwiPCf/mC9+/ff4r+1Lx584r3E/Ex0qWpS79+/Xg8/uvXr1xcXJybNrW3s7e3t4+JEc95/J3S0tLo6JiuXbu5u7t/SfsSFRXVoX0HbW1tz5ZeampqSUlJtfv5AAAAFBqGYioqKvr6+kpKSn9AoAlykAKNTHBQ8PlzZ8eOGbtx48ayWVnSiVlPnj6ZPn26sbFJly5dK94JiqAURMEwkp6WFh0dPX78BARGRCIRn8dnMH9c2FIeDIvTcFGSkfGoj1F5ebmekkRcfD4fx0WMnxbFAAAAVJdi5iD9QW5uLo/Hq4P1ld++fXv//n1RUeG/E54oCkUxLy+viueN1GmMNWjQYPnN/P8liqL+gCAXqC5nZ+fNm7eMGzeua7eurVr5Ojg4KCkp5+XmxsTGPH/2Qt9Af8+ePZV+LD1bep4/f27Lls0JiYkFBQW+Pr4ikej8+XPvP7wfNWp0BQ2VlJTc3dwvXrzg5Oh88tTfurq6Tk5OpaWlhw4dKikpbdKkCfiFAgBQSywWy1AWk4Eal4KCgj179+jp6g4bNvx2yO3Fixfn5+V36dJl0aJFZWN5MhcbGztm7OjHjx+TxPeU1GIUxGQxzp4914BirNatW0N16NOnqMtXrsz737y6PCjQQPTq1dvc3GLb9q0PHz589OihUCjCMExPX3/AgAGzZs2qSpGp7t27v379eu3adUKR8K8Rf7Vo0WLjxg0LFizo2bOnv79/BQ0RBJkwYUJMTPTUaVNZLNaihYu0tLSChwVduXxl5qxZ9vb2Mv1BAQBolF6/ea2spFzjG4KFhcXo0YqV1lsgEMyZO/vc2XNr167NyclZvHhxXm5uGz+/v0+e4KhwlixegiBymdp0+PChD+/fb9+23de3VblkGeJRDkPDhjXnvU6lpaWFht4DMZbCatas2eFDR5KSkzIzMgQCAYPBNDQyNDWparlAFou1Zs2aIUOGiHCRk6MTnU739W11+syZtn5tK31gMjIyOnr0WFRUlJKSkoODA0VRgwYOHj5seOvWbeqsSjwAAA3Z0aNHLS0sahxjwTCsaLW54uPjb928uXTp0lGjRofeD/38+dOe3XsHDRqkqal569bNqVOmamhoyOO4Kakpvq1ajx8/QR47l2WMdfz48W7dutXZcCGCIAqVnw34JXMzc3Mz85pdHBqN1qxZs7Ivvb29q96Ww+G0bNmy7EuZpFEBAOCPIS6eWoupLCUlJV+/fq1Kl/wfIzs7m4IgX1/xFNuXL15wOBwPD/HaTDtb28uXL/H5PDkd18O9xfHjx9LS0uQ08UtmMdbz58/atm1bx1OyAAAAAOAPk5qacubMmaXlstL88VRUVSAISk9Pc3Jyevzksa2trXSoLj4+ns1myy/vYHDwsGfPnwUFD+3bt5+uru73AmsUhKJoixYtalwORPYxFoZhYAY6AAAAANQSRUEkpVjrCps0adKypeeMmTOOHjv25MmTFctXEASxe8/u3Xt2Dxo0WEVFVU7Hzc7OSk1Nef3qzevXr8sme5AkyWazjxw+2oBiLAAAAAAAZELR+iw4ypy1a9euXr361atXY8aMGT58RGJS0ooVy1u3bjNj+gz5TXXdf2BfQnzC7t277exsy6VSp1AUtbOTwRommZ339x42AAAqw0BRCoLp1Z9QiNLpDHF+LgSpTiIuaStxOzpI3wUAQANlYW6xf99+oVAorU7IZDBevXytr68v1+n/6enp3t7eY8eOldP+ZRZj0Wg0RYu7gR9kZGTcvHlDKBT+/E4gSZLD4XTt2q1sbUhxcfGlSxeLi4urtSKXIEh9fb1u3bqXlQj9kvbl1s1bOC6q1tuPIAhra5uOHTuWbQkPD3/27Gl1Hx9JkvT09CqfVv7ho4eRkZFYBTcFBBW8f4sLShlXLmFJCRBJSDcHBHQpKwEkFApv376Vmpr6n5sLDJNZ2fzsTKi0kLlnNyKuhvafBxuKohgMZp8+fVRVv/erFxYWXLtxIz8+QZiVARUymHv3ICoc8ThEJT8UpaOjU1ZmW5qj79q1awKBAEF+/s1SHI5y587+Ojo6lV4uAACqgqKo8h9AhUL/597OYrON2Gx5H87Pr+3ePXuSk5NlW0JH9jHW9BkztLS0ZLU3oO5RFPUx6qOWplaNR6AvX7m0ZfNWHx/vn8MmgiQ01DXatPEri7FKS0vfv39fWFhYrRgLx3FzC/POnf3LPoc52Tlh78JEIhFSndhIJInJysdYX758ef3mDYoicHUqb+IEYWRkVD7Gio+Lf/P2DR37fR8VDIuyvpGEiJYQjwgFkh5gCobgFi1alo+xoqI+xcRE/9BDThUXC3mlMCGihX+Af+qUoiCKyWQFBASUxVglJaXv373LTUkluSWQUECLCIerMHWUpCgDAwOC+B78SWK1wjdv3/zyIlMUdS80lMFg9u/fv9I9AwBQFVpamt5e1VjpDNSYn1/bY8ePDRs+bPTo0Xq6uuIyHuI6HuKxQkcHR01NTaiWqMbp7t07nTp3rO+z+NOMGTvm4sULNW6+fv262bNny/SM/kzk7Pml2obU3dBqt0zP4Hl4Czp3o7jcarTK/Mr3bCXo0IUqLq56o8lTJovT/Bw7WukrhwYNPXbsWDXOB6iCYmHx5GfjBof2TSlOBhes0Zk4aeKmTRvr+yyAyh06fEhLSwtBYRiBlDlKKqocjoqykjJbW0fr5q2bVK3JrB+rsLBQWVlZ0dKm/Rm4XG5sbAyXy8vK+hYTE/Pm7ZuyMSiKouh0urW1NbsKfbYwDCts/3a1cHERn6IwgeB7X1yVETwejyQRgsB4PITFqlYrmJS0UlauwQlXsn+CAPMEAABojFr5ttq7dy+KiUMXipT0Yf2Tu6GZi0vt9y+zGGvXrl0jR47U1taW1Q6BOpOamjp+/Pis7Ky8vLzXr98cPnKkbKIPjuN6evoH9h+ws7MDvxEAAIA68O3bt4iI8A4d/p3MAMiJpYS89i7DGCs1NUUoFMpqb0BdatKkye2QEKFAOHPWDL82foGBPct/F0GQqnRiAQAAADKRnZ398NFDEGP9AUAOUkDcKarCUSHYhJKSEofDKZsxDQAAANQ9BaxX+KeSSyFroDFCEGTGjJlt2vjV94kAAAAAiqW0tHTt2jUR4RE/bA8NDd21e7dIJIIUvB8Lx3GQhrRRg2HYwtyivs8CAAAAUCDfvn2Ni4v79i1r566dXB63uKSIJMvqCMFbt23Lyvo6dMgQWvWTNv9RMZalpSWjOrmngYavuKQ4MSGBoihLSyuhUFhpphDpUlV5nAlFUXwBX5yVjlnVxXRAnZHf7x0AFBNFUeUT1P3Zbt++PXLUSBiGKYpavXr1mjVryr4lzn2A0SZPniy/mtCNJsYaP348E/z9+1PguOjo0aMHDh5MTkoyNzfftm37qtWrWnh4TJs2vSz558/oDDqdLpdHDR6PN/d/cygK2rRxUyN9mvmDsVgs+VUTAwAFZGpqOnRoEKQY2rZtd+nS5dycnEWLFw3oP6BVq9ZlC9spCuJwlF1cmjXe277M7oxscWUP4E9AUdSGDRtWrFzhHxBgZ2v74cMHZWUl6yZNlq9YjmG0GTNm/K7hoIGDS0tL5XFKdDodJ4iQ2yGzZ802NjaWxyGAGlu8aDFYeQoAMsThcGxtbBXkkhpLiEQigiRbt2ot10wKPxMIBARJsJgsOSX5k9mc9/j4+LrM3UCSJEgVISeZmZnHjh0LDg4+e/rswIEDMRqmxFZavXrNsODhp06fzMrK+l1DLS2tsmowsoVh2KwZs+zt7WbNmvnixYuMcjIzMxvvdMg/g4mJCaijBQDlEQRRblJRtSnUWKEUjUYbMXxEHQdYEAStXbtm5MiRRUVFctq/zGKsHTu25+TkQHXFyMi4fLE5QIaysrJ4PF6H9h1hGObzBdJqgzAMt23brrS0NCcnt16u9uHDh27dun3mzFkvLy8TU2Ppf0bGhg6O9lFRUfVySgAAAL9koK9fVpu1BpKTkw8fOQyubR1gMJk3b95ITEpqBOsKoTpkL1GXR1QcqqqqGJ2WmJQo7UCCYRiTVDhOT0+TTL6pn5UN/v4BBgaG4oKd4nqd3zdSEMWgM8DoIQAADcq4ceNrk+CqtLQ0KVl8B1Yc2TnZs2fNSkpORhFJ1w8MwTBCo9FIgvTy8pw3b76cpmSNGD486uPHBfPnTZs2zc7OXlITWvwHBoZhdXX12s+1l1mMBQqW/TFMjE18fXw2bNhgYmxcXFyM43h6RnpERMTWbVs9PVsaGdXPdChPiXo5NAAAQLVUugq78hykiMLlIIURBEVRaYxFQVBRUWFkZCSKou3atRXHXPJx+fLls2fPCgTCmzdvodj3kT2SJNls9unTZ7p26VrL/YPVQMCPUAxduGBh2pe04GHBHGVOXn7ewIEDsrOy7R0c5lf4MHHnzp3c3NyBAweCa6pQzp07Z2lp2bx58/o+EQAAGittLe1DBw+V31JSUvLy5cs1a1cbGBjSaPKKVTw9vbZs2YqgiCQJzfeNFERhGObk5FT7/cvsvEUiEciR88cwN7e4fPnK1WtXHz16lJ+fR6fTvb19+vbpW/EMg/cf3qenp8s1xuLxeDExMbm5OQwGw8jY2MzUTH7HAqro/IXzXbp0ATEWAMgQ+HuqrKzcvn379+/f7di5vUvXLupq6vJ4gzlKQHIjsxirXbv2ysrKUF0RCAT5+fl6enp1dkRFw2azB/QfMKD/gKo3wVCUJpm5JSdPnjxZsWJ5eHh4SWkJjUbT0NAcOGDArFmzVFXV5HdQoFKS3n1QlQsA/kWSJCxRs4uCIAjI6S3FZDHz8nK5XK6cYix5k1mM1bdvX6gOvXr1cvv27efOna/LgwL16M2bN0ODhiorK02cONHRyamoqOjBgwc7du7IzsnetnU7uB8BANBw7D+wX1dHNzAwsGbNbWxsZs2cDSkSPp//9u2b4uISGPknMKWgb1nfdmzfYW5uoaqiKu8TSEpKysrOMjYyZktUkG1bIeZjCQSCwqLC+j6LP9nHjx+fP3/epUsXQ0PDyMjIDx8++Pv711caJIIgDh85rKmpcfHCpbIUXEFDgzw8PJYuXfLXiJEeHh71cmIAAAA/Cw8PtzA3r/GVUcB+rNzc3ImTJkZFfcKwfyf78/kCKyurmTNnyXWULDIycs3a1a9evS4sKly9crVIJLx169bqNWsc7B1qv3OZ9fCH3AkpKSmB6goMw2B4Qn5Onz7dqrXvjp3bpXnbv37NnD1nVtu2fm/evIHqA4/Hi4+La9OmzQ85Trv4B6iqqiYkJNTLWQEAAPySeH1cLXI38Pn8r1+/KtS11dLW2r17z62bt65fu1H239MnT1+9fNWhfQf5HTcq6mP//n3fvXvXp3dvHW1tPp9nY2P7Ofrz6NGjMjIyGlCMdenixcJC0LH0J8jNzV27bm2zZs1OHDthYWEBQZCvb6tTJ0+jKLp8+TIul1f3p4SiKIvF+vb12w/bc3JzeVyukjKo4wQAwJ8jJSXl+IljkCJh0BmeLT3bt2/frhxvb+/apHKtijNnzpRyuefPX1yzZq2JsYlQKGrbtu2xo8e+fPkSEhLSgGIsGo0GUmT9GdLS0vLyckePHuPctKm01i+TyWzTps3UadNi4+KkmUjrGIvF8vf3DwkJ2bR5U0pqCkEQJaUlb9++nb9gnrq6upubW92fEgAAgJyIRCLQZ1E34uPjmjdvbmdnKxAIysofNW/uamJimpKSrLjzsQD5YbFYNIxW+tPIL0VScFmG9To3ZMjQd+/f/e9/c3fv3m1goM/n8+Pi4jkc5d07dxvoG9TXWQEAAMicwk6GKSoqunfv7vv37wmCMDY28fX1lWtiBQiCdHT1nj59UlRUrKaqWnbZCwoL8vPzlGQxCUxmMRZI5vHHMDU1dW7qvHnLFktLK1dXV2VlZW5p6YfwD7t27WzSxNrIyKhezkpZWXnXzt1du3S7dv1aakqKhoZmgH/A4MFDrKys6uV8AAAAABl69+7d2HFjwsLe6enqMpnMouKi0tLSMWPGLF60RE1NXgl6unXrdvTokblz54wZNVogFBQXF0VFRW3ZuqWwsLBVq1YNKMZSzKD7j8RgMObPWxAcHBQYGGht3URFVaW4uDg6OkZNTW3Tps0sFqu+TgzDsO4S9XUCAAAAdYAkSZFIpFCXuqCgYPacWfkFBSdOnHB0cGQymfkF+Xfu3Nm4aaOGusaCBQtgWC4xRivfVosWLl66bMmVK5cLCgqioqL27N1TXFy8csVKmcxCkVmMFRw8TF29UaYIA37m6uoaEnLn8JHDT548zs/PZ7FYo0aNGjVypLW1TX1drqKiIoIgfniP4Tien5+vpqYmp3KhAAAAdU9VVdXBQQaJAxqRmJiY9+/f79i+Y+CAfyuFeLh7FBcVXbh4cdy48XLKHESj0aZNm+bn53f58qWExEShUGBuZtG7d293d3eZ7F9mMZarq6usdgU0BIaGhgvmL5AWjWIymdLJ7/Vo77692VlZ69atL78xJSV52vRpixctAW8/AAD+GCYmJkMGD4UUCUHgGIYZGRn/sN3a2vrK1avy7tVzkZDHnmX2h5MkSTBc+EeqyxJJPysoKDh8+HBWVtbd0LvFRUUoiiEILJ38h6BITEzMvXv3ZkyfUY9nCAAAANSSnZ29h7vH5SuXW7RoUZZjvbi45MaNG95eXvr6+o30Csssxtq9e9eAAQM1NTVltUOgjlEUJRQKEASl0WhCobBsFWt5CILIqsJAFRUXF5+/cO7z52g+n0eS5MFDB8p/l06nDx06tGlTuTx/AADwxyNJks/ns9lsCILC3oUlJSW5ubnVe7H5goKCxMREhaqzzmQxPTw8tm3fFhER4e3lra+vn5+fd+/evddv3gwaNHDT5o0EQbLZ7F49e8kj3iooKMjNzSUIoiwFFQzD+vr6SkpKDSXGioyMDAzsKau9AXUvJiZm4KABnTp1Xrxw8YBBA96/f1++poF48pMI9/L2PnzocF1OezcyMgq9d58kySVLl3z7+nXnzl3lu0thGGYymSAxGwAANZCcnDxjxnQUxc6ePXvq1Kkx48YI+AIdHe1dO3d369atHi9penr65SuXFCrGKigoePrsKYPBjIyM+Pz5E4qiJEniOK6hoR4SEnLzxk2CJLQ0tTw9PWUbYxUWFi5fsfzgwQMFBYVlJbwpEmKxmWfOnO3WtVtDibFADtLGTkWF06lT56bOTVEMbeXra2xkjKL/WcdBEKSNjXUdT8ySRlEQBE2aOEkoFNbvwKXMSItsVH+ePkynQzAsvigMurxbSSuBgMUEwJ+KIIiVK1e+fPVq86bNpaWle/butrezW7hg4d59e1evWeXr6yu/fAHAz7Q0tbZv2yEQCCTPzN+TQUmfn//JDEVhGGYq6y7GM2fP7Ny5Y8iQob4+vnQ6TXooCqIwFG3eTAYxLshBCnxnYGC4ZvUa6b9nzJjZ0K6LsfGPcyEbHYrLJaJjIVxEfvsGoSjxORpXU4VVVVEb60rbkhmZZFoakZ4JCYUUlyt68QpRUUXMzRDtitbakJlfyS9fiMyvlEAIITzRi9eIujpiZoroaP+uCUEQkZGRRUVFaV++wDAUFRX15PFjFpvt4OjAYtZb2g4AkLnMzMxXr19OmzqtX79+r1+/jouLnz9vfpcuXREEnThpgqIN1dU7Go1mbV35nVDmHj9+5O3lvX3bdunDvMzJLMYiCAKkIQXkDcfx8m+z7Ozs1WtWBQcFu7nJZp2tXAnOXeSuWgujKCUUwkwmb9de/q69EEdZ5cJp9L+1rn9AEWTJlBnEh3AKwyCBgCouLpk0HcIJepfOShvWwL/rWSTJkhlziLB3FAyLI7OCgpKpMyGRiN65g9KWjb9r9eLFi/4D+hUVFeE4jqDI5s2btm3bCkHwwYMH+/bpK5sLAQANAJ/PJwjCyMgQgqDw8A8kSUjzIbFYLARBFC09lcJis9g0Ol1+HfYyi7G0tLXrfXk/IBMCgeD161cmJibV7ZWlJOT0W+ByuXv37rl2/ZpIhKMoKhKJUBQtLS35/Plz9249oMYANTeDGQwqN1f8BQxDOAGpKGOennBlQxIwimAtPYjoGCg/X/w1RUECIaSkhDo5wNJhx19CEMzeDn/2HCIIcRMEgUQi2MAA83CvoJWRsZGurm5Geqb0Sy7OgxGoTes2Fubi6uC/RJJy/L0DgJxo62hramrdv3/fzd392vVr+voG9vb2EATdfxAKw7Curm49XnkFzEFaHo7j5b9EJCD5GD16zKTJk27dutW1a1d57F9mUdH4cePBosI/A5/Pnz1ndta37M6dOw0cOMjDw6OKawlVVFWLiovldFanT59etGihu4dHYWFhZmaGr69vRkbG58+fp0+f4e3tDTUKbDZFkTCLhbXzg0Qi/PkLiiCYfXoiqqqVNqV3bC84egJiMjHPloiykujhY4rAURMTcaz2e7C6GkWSqIE+5u1FpKTir9+gOlr0zh0raKWhriF9pPNt5ePk5Hz9+rXU1C+eXp4VZCBTVeHU8WpTAKg9VRXVUSNHzpw1M/R+aEZGxtIlS1EMHT9h3LGjx4YNH16/kxMMDAy6dVO4ghYZGek7d+589fq1UCgo20jgZNu2fosWLZZhVxNJkmfPnX327BmGojAM83jc4SOGtWndxsDQAJFkkycpikGnBwcPq30mWJnFWHp6elDdAo/OcsLhcBYvWnL6zOk7d+8ePHjQuWnTwYMHt2/XvtJ3W3BQ8A/PH7LC5/Ov37jmH9Dl5N8nHz9+PGPm9A3rNxobGy9cuCA5KbmxrCsUnDlHfc1iLZjDmjQBoij+keOlCxbzT52heXtClfUBC86cJ79+Zc2cxp4xFYJh/skzpXPmCU6eprdp9bu581RJieDoCZjFUtq1jebWnCopLZk+W3jxsjD0AXNg/98d6PKVy69fvenYqcP5cxc4HM7gQYO7B3Y7fer0XyP+srCw/GWTFStWghgLaIyGDg0yNDQKDQ21tbXp168/j8cTCUWz58yZNHGSdM1HfdHU1PTy9IIUSXFx8cRJk27dvNmseTN1dXUY+n5XJwhS5ivZKYr6FBUVcjsExVAYFk8F09XVjYiM+Bj1EZIcl6JIJpPpHxDgADWYGKuoqEhZWbnO0pDCMFK/n4E/GIIgnSVSUlLevHl98dLF1atX7dq1y8PdfdDgwf6d/X/XkCEhj1MSCoVFhUVt/NpgGKavry8UCtMz0i0sLIYPH9G3X5+XL1/4+bWFGh7hrRAiOpY5ZiTMFt8jyLQ0mMnAWvmKh+0giObjBauoUBkZlEj0w+woqrCIt+8g1qwpvf33n4tMS4fpDJqvj3RNorgth0NmZFA4Dv8TY1F8Pv/QUURPl9ErUNykoIAqLED09WnNXMSfGGVlrJmL8Pxl6ltW+WN9+vRp7749kydPsZSEUCkpKRAkHhzkcDjS9Mc2TWyiPn3Mzs7+XYylrf3bGfQA0MC1lZD+m06n7927TyZ/xXCJ2u9HccTExDx+/GjR4sXTpk6T0/TzMiiKTps6fdSo0d+/FodV4sWMULkpDzAMy2RoTmYh0dKlS759+wbVFRcXl3n/m19nh1NMpqamffr0Pfn3qQcPHrq5up448ffy5cu5XG7dnwmDwVBRVU1JThYPZmloMJnMuNg4CILU1NRgBE5KEm9vgIRXrnHXrBO9fCX9ErWxpvh84fmLVHEJxeUKLl6BCgoQKytxboX/IlJT+bv28HfuoYTCcm15wktXqKIiis8XXLgEFRaiTazKd2KRX7/xDx3h7dhNZueIP9uaWrCeHpmSIrwZIn4uy8gQ3X8A0TDE1KT8sV68eL5t6/Y9e/ZIv3R0cIBhcW9WYmIiBEE3blz/GBWlr29obPyfVgDw54FhWFbdBK1atWpai9osGRkZl69cghQJj8dDUbRNmzbyDrCk1DXUjcsYGRsbGYn/bzlGRkYy6T+TWT+WQCCoy8E7TU1NHx+fOjucYiopKXn16tXVq1efv3iW9iXNuanTkCGD5dRTVTEGg9GuXbsFC+YrKyvPnDXbwsLy8JFD9g72z589S0lJ0dWrz9mpFUAsLSAhTnz+DLVtI/4pevYQXr7GP3Kc+BQNYSj+8g2kqcno3fN7uqzyDbU0EXMzIi2NTElBmzQRP2H36Co4f1Fw4iQRGwvRGfir15CKCqNv7/IdYIiWJmpmiodHkElJiLYWzGIygoZwFywunTVXcO48mZ6Bh0dgrXxprXzLH8vc3AJBkXfv3omEIhqd1qlTZ28f76dPnnXt2sXM3OzFixdFhUVzZs82MDCoq8sGAHUqIjLi8ePHQqGwT+8+6enpdnZ2tc+MVb6wcQ3k5eW9fv06sIcCpfW2tLRs0qTJixcvPFt6Qn8QmcVYjWVODFApgiAePXp0+crlGzeuf/nyxczMzMfbZ8Xyla1atao0rqcoSk7vhOHDhmVmZj54cJ/H5U6dMnXY8GDPlp4wAvXv19/bq6I570KhMDw8QldXx8SkrntiMNdmsCoHf/sOEokgGg1r6qy0ZQN/01Y8PAKiKNTBnjVlgngy1k8QXV3U1lZ44SIRlyCNsTB7O+WtG3kbNuORkRBBojbWrEnjaa1blW8FKyuj9nbC0Ad4dCzmIU5mwQweAomEgmMnRQ8ewcrK9G5d2QvnIpoa5VtZilnExcUmJiXa2Niw2ezDh47Mm/+/2yEhnz9Hm5mbTZkydfas2fK/WgBQ17Kzs+fMnX3+/HkUQVVUVTxbei5avKiwsPDwoUMODo71+PuAYVjR1ulra2v3DOy1bdu2gvwCb29vBoMu7bQhSVJXV9fe3l5OM5EeP3787v27iRMnYui/F5zP5+/cubNdu7YuLs1quX/F+i0CVVFaWjp79qyPUVFdu3ZZuWKlp6eXaYXZm8pcv34tJyd32LBh8rjObLbSiuUrcnJyOByOlVWTK5evvA0L01BX9/Lyqvihk8/nL168KCY2pn379gMHDGzZsmXd9EWLP11NnWFVVeJDBFlSiqiLT5LephXNxZmIiaMoErWyQrR+M96PIJijnfAsiUd9ogd0lm6j+XhhTo5ETIx4qaClBfKrWVCYS1OErYR/CIeGDIQQBMYw1tjRdP/O4qlgSkqovd3P45KGhoZ2dnY3rt+Mj4+3sbGBIMjKyurvEyc/hH8oLCw0NTVtYiUO8ipw5OgRWxvbli1b1vAyAUB9IEly9epVV69eXbt2HZvF2rRpk5KS0uJFi0ePHrVw4cKTJ0/V2Y0CgCAoJzfnxs3rX79+Xb58OYNJZzAY0pExkQjv3avXwYOHZDuEQpLkx4/iZMtnz565FxpqY23N4XCkR0QQJCkpac3a1To6Og0oxgI5SP8YNBpt4cJFjo6OFhYW1eqUioqKysjIlFOMJaWl9T2tub29g719lVZ8KCsrT5486cSJEw/u3z927KilpeWggYM6dOjg4tJM3oViEE1N1M4af/KCiIlDWn7PkgqrqWEtKs+YijVvDquq4G/DIKEQ+icwglVVpB1Uv0NzbQapcPA3YRSPDyuxv8/lMjVB/zsH6z8HwjBXV7erV66FhYV16dLl+35oNPcqp3W9ceMGDMMgxgIal69fv965e3f0mDHjxo578+Y1KlnG7+PjM2/e/EWLFsbHxzs61mdXlqItnFdTU5v3v3nFJSUogkgy7n3/8UmSNDIykvm9ms/nT5k65fGjxyiGUhQV2FO8TqgMjuNNmjSxs7er/YFkFmM5ODjUZdT/5cuXV69f9endp86OqDhYLFaPHjXJ6olJyOGMxBF8QkI8BMNNrJpUdyxSskzSv3Nn/9TU1LCwsJs3b+7dt3fvvn3NXFw6+/sH9giUa9oRzM1NFPoIDwuj/RNjVbWhgz2srk5ERpGFRRUXzCkPMTJCTYyJmFgyLa0qJXqkWrZogWLoy1cvcByvwW+QRqOBRb5AI83zbm5qLp1RINkm/rtuYmKCoGhx7VL9ff36lUaj1XhhmgKOFbKYrPbtO9TZ4RgMxsqVq3Jzc69cufL06ZNlS5cr/fNQSkEQAsOmpmbSnLS1JLPf4rhx4+sscYNknWf0vn17QYwlV8UlxYkJCRRFWVpaCYXCeswxKxAIps2YXlpSeuvmrRqv9TCR6NmzZ2xs7Jatm/fu3XvlytVFixYOHDhwzOixMvk4/YzWvDkPovCwd+JM69WJDmGOMubsKAq5i0d+pEumzFcJimLubnh4hOjN26rHWO7uHhoa6q9fvy4oKCjrKQSAP5u2traOjs7de3eCg4MZDCYMw3S6eDTq6bOnEETp6OjUZucbN20wMzWbMGFizZqbm5v/NWJkbU4AqBiKotIMZMZGxn5+fv369YPkQ2ZRUV0GWPV1RMWB46KDBw907Nixc+fO48ePj4mJGTV61Nq1a/552qtrLBarW9euWVlZ7969q/FOSktLQ0Juj58wvl//vmfOnHFyclq6dMnUKVOvX7/er3/fjx8jITlATI0RY2MyKZnMyq5uW8zdlRIIxMOF1Wrl2hwSCvF376veRE1NzcXFJTc3LyIioronCQCNFIfDCQ4KunHjRlDQ0Bs3rpeWloaG3ps/f966desC/APMzKpXSewHPB5fIPg3WXl1sVgsIyMjSAGQJMnn86WFaAUCAf9X5FpWyMXFZfCgwfLbv8z6sT58+GBrawsmCf4BKIrasGHDipUr/AMC7GxtP3z4oKysZN2kyfIVyzGMNmPGjLo/JRiGvVp6Xbp4MSh46JDBQ0zK5uBTFJ1ODwjoUkEfG0EQz58/O33m7I0b1zIyMkxNTdu0brN2zbqyZZKBgT392rb58OGDo6OTzM8cMdDH7GxEL14RcfGIbvWejLGmzhANE09gJ4if8zv8DtrEEtHRIaJjyaIiREWlKk1gGG7l2+runXtPnjwuy8cIAH+8YcOGC4XC7Tu2X75yWcAXTpw0UVtbe+jQoYsXL6nl8DcsUePmOI7z+XxlZWXoT/c27O2IEcOHDxsxZOiQoUOGRMfEYNh/rrxIhHfr2nXLlq1yLSaB43h0TExW1jcERgwNDZtIVnM3rBhr1+5dixctNjQU1zAHGrXMzMxjx44FBwfv2L7z3r27H6M+KrGVVq9eU1JSeur0yaFDh9ayF71m/j518vGTpzAMrVq9iiRJ6UaSpNTUVJ2cnCuIsbhc7tJlS589fda1W9e+ffq1aNHih2WSurq6/fr1M/99zePagFksxMaauhlCxMbRfKpXHAMxMkIsLMiUVDI9AzGpavU0xNAAaWJJJqWQSclIU+cqtnJ1dZPe76p1hgDQqCEIMnbsuK7dukV/ji4uLsIwzMTE1NnZud5TEaWkpITcCRk/bjz0p9PQ0PD3D7CxtWEymW38/GxsbBHkPxcfxwlX1+ZyHbb6GPVxyeLFz188Ly4uhmFYQ12jc+fOixYtlklSQJnFWAw6vd7fl4BMZGVl8Xi8Du07wjDM54u7uwmSgGG4bdt2offv5eTk1kuMNXfO3PHjxkveYuXfZhSCILq6FU1ap9Foc+bMtdxraW5u/su3qIaGxtYt2+T3GaY1c+ErK4kH74KHVL07SvwHQF8Ps24ivBtKxCdUI8ZSV8dsbPjPXhJx8eKesKqxtLQ0NjGKiYlJTUn5t5sQABSAkaGRkWHDGpjj8Xjp6WmQArCytFq/br303/P+N6/uTyAhIWHIkCFFhYXDhg13dXXFRaInT5+cPXMu82vmsaPHVVVVa7l/xVq5AFSFqqoqRqclJolLqWAYJlnhIl43K/3Ms1j1kOddXPpAogYNmUxmhwqXq9SyV79S4pxVqir4+w8UlwdzqtH5D9NoqL0ddOUa/jmaVvVp7xCENnWC6TQ8IlKcRL5qP5qJiYmtre3Dh4/i4uNAjAUoFGm/OIIgJEnK+25QRTAMg7W6deP8hfP5+XmXL11p1ux7Kqz+/Qd0aN9xwsQJ9+7d6927dy33D2Is4Ecmxia+Pj4bNmwwMTYuLi7GcTw9Iz0iImLrtq2eni2NjKraoVK/eDxe2LswHpf7uzsmSVGqKiqurm7yXiONGBkiZmZEeASRkoI5OlQ7U7yKinhZogiHaFU9T8zVVZIl6y0lEMLMKsXETCbTxaXZ3Tv3IiIi2rVrX62TBIBGisfjnTx58tbtm3Pn/M/Nze31m9fbt20LDAzs3r1HvRQNA+peZESEp6dXWYAl1aFDByMjw9jYmNrvX3Y5SElCVrsC6heKoQsXLEz7khY8LJijzMnLzxs4cEB2Vra9g8P8efPlnbezYsnJyQ8ePMjITA8M7CngC7S1tY2Nfx3zffv2bfToUYmJST/MoCyD43jz5q4ht29zOFWaGF5zMIy5ueJvwvC3YdWOsZydxTHWh3CSW4pUudcatbJA9PSIuEQqKwuu8iBjixYtEAR+8fLFZIIAz9CAIti1a9fc/81t06a1tI9cU0MjOycnKCh4xYrlM2bMrMcToygKx/F6PAHFoaKiEh0Tzefzy6/YKygoKCoqUlJSakAxVrdu3VSqtogJaPjMzS0uX75y9drVR48e5efn0el0b2+fvn36amj8p9RdXeLxeOs3rNuyZYs0XZadrd2jx4+vXLm8d8/eTp2+V5spT0dHZ9fO3dzf92NRFKWqqspifc87J1c0dzf+9l2iN2HMYUHVzxRviz9/QUTHIlXIDi8F0+mYa3Nh/DlR2DtGlWOsli1aclQ4L168KC0tBZ9l4I+XlZV1/MSxQQMH7t69m80W/zVt0sT66pWrc+fO3bd/X79+/X/3/FYH2Gx23ddXVUxdunQ5efrk8uXLhg0bbmZmRpJkbGzs+g3r+Xx+mzZ+DSjG8u8cIKtdAQ0Bm80e0H/AgP4DoIbh5Mm/N23aPGH8eG9vn//NmwtB0ITxE6KjP8+cNdPR0ennBa1sNrtNm2rMYZIrzNIc1tUm4xOg4mKIw6lGSxiiubuKHjzEw97RqhxjiQsjergJjp7A371j9Kxqyn4DAwN7e4dXr17GxMS4u1cvKz0ANDrFxcV8vsDHx1caYEkxmcyePQOv37iWnp5ejzGWiYnJ0CHVex4DaqZ9+w5TJ09dv2H9ib//NjExJkkyMTGRz+dv2rjJyUkG2XzAfCygEeDxeFeuXmndutXKlatycnKYDCZFUdbW1qtXrenevdurV6969eol1xOgKKqgoIAgCAaDwZEESQKBoKSkBJZW35C8hM1WZrHEvc2lpaV8Pl+6VfwCGOZoa2G2tsTn6Py3YaRLU+if3BMoiqqoqCAIQhBEYWFh+QpldDpdWVkZhmGkWVOYongvX3H79YYQBKIoNpstzewlORCvbKElDMMcDkc6mMs1MoRUOIIPkYLMTIrBQGBYTU0NhmGCIIqKisqSX0CQOMGYdLSUIAg3V9cXz188ePgAxFjAH09dXV1NTfVD+IcftsfExJAUWfsFZbUhv7pkwA8YDMaSJUtbtWp98fLFxIR4FMF8g3wHDBzo0tQFkgWZ/Rb//vvvLl26qKmpyWqHQB0rLi568+atQCD4PrgGS/73T2lSGIZJktTQ0HBzc6v7yTo4jvO4vCbW4uIwAgG/LBbR1dFRVVEtLCys4n5EIhFFUahEtU7g9OlTe/fthSi4RcsWa9eshSAoNPTepk2bxGciuVq4iBg/flx/Sbffvv37rly+jErngUlqX23ascPG3o54+WrX/AU3lJgoJQ5xCJwwNTNdt3a9rq5uenr6hInjS0tKYUluGAInfHx9lyxegmFYskhEYCj85s3S/v2/whSEk8NHDA8OCoYgaO/ePVeuXMVo4gNRJEWj05YvW+7h0UJEkisPHegPUTrRMcsGDoxHETUO58SJv5WVlZOSk2fPnpmfl4+g4lwVuIho2bLF2rXrIAh68eL5w4cPIQh69epldX9BANDoaGho9OrZe9nypQw6vX//Afr6+oWFhaGh99atW9e6TWtLS8t6PDcul5uTk6NQw4UlJSWxcbEmxqZaWvVQtK2thDz2LLMY68mTx23atAExVuOVnJwy/K/hXzMzpSEISZI8Ho8iIRodExc6ICG2Etu/c+fjx0/UuGJgjbFYLAtLy9evX3379o3FYpUVTH33/l12TraRUeWZb8PC3h4/fvzly5c8Pk9fX79lS88B/QfY2tpW8QSuXL3auVPnHj0C2ezv87c8Pb22bv232gZJkvr6+tJ/9+/Xv0P7DuXngZlbWsFOjkIY7mtrFzB9MgSL4xuKohgMhnSKm66u7rq168u6lyiKUlFRkQaCRm6uJR4eyIfwpcEjRB6uEI7r6upKXzZgwMAOHTqWZfaCYVh6U8YQZNzCRWxyJe1WyOypE4Xt/TBKPHgqSQVkuHrVGpFIJD09iqKk3XIQBDVv7rpixcoRI4bHx8V/+/at7CgA8KeaMGFCfn7ewUOHNm/ZgqIIQZAYhgYEBKxcsUquWcUrlZycfO782cWLlkAKIyoqqrN/p1UrVo0b/0dlXpVZjEWj0RpCWhGgxszMzI4ePsIXCFAEiYiI2LhpY4CEro6uQCC8dv3a9evXOnToUC/lkjAMGzJkyLVrV/v07d2je4/ikuKwsLCEhMSt27Y2dXFxd/eouPnde3dHDB9eWFTYokULCwuLr9++bt686eTff+/du8/Pr0qzGkmSNDMzs7Ozq0q+LgOJHzbiLs4Uh6OZkWnWxBr6aVk4g8Eov/PylLS0YNdmvCdPLSCI9t+g8JcHkg5QWlhY8L08S2/eNuHymDb/tmIymTY2Nr8+kJJS23Zt7ezt3r17Fx8fB2Is4I+npCSuYNG//4D3H95nZGSwWSwHB0cvL696L2KjgOsKra2tW/m2evDowdCgoHq//jIERnyB7zgcjnQZBUkSe/bu6d9vwPr168vmBHTv3n369GkXLl4YMGCAqmo9jAj7+vju37d/xcoVS5ctKykuWf5phYqqSvv27VavWlNx72lBQcGaNasNjQxDj963sLRAEZQgiOTk5FGjRy5ctOD6tRtV6XwN7BH4uxioilArS8RAXxQdS6RnoBbm1WvbzAVWUhK8eUMbMlA8Jas6ubWEr14zhUKoag/lykrKzs5Nnz559jEqytvbp1onCQCNlIsE1MAoWp8Fi8Xq0aPHsuXLevfp1aVLV46yMimZE0ISpKWlRZs2fnItp9MIYqzy03WBRu3jx6h3794PGTy0/KRLFEVbtWp9O+R2RkZGvcRYkkW2Xb28vCMjI/Py8iAY0tPVdXFpVmm/WnZ2VkJCwpw5c60l07mkvWJWVlbTp80YO25MSkpKVWKsQYMG1fLkYRTFXJsJPkfj795XN8bCXJrCHI44UzyPB1c5ZQtqZ4toaBBRn8iCQkRHu4qtPNzdd8HQ69evRo0c1UhvagAANDq5uTnbd2zPysr+9u1baGhoWURBElSfPr29vX0aaVZYMFYI/IjFYlIUGR39GYJ6lt/+IfyDZFXdb7OgkRJyvaDq6uqtWrWqVhM2W0lNVU0kEv2wnSQJOp1el0OfNA93wcEjoldvGH2qtwoSNTRELMyJiEgiKbnqWUxhJSXUpano5i38QwS9Y7sqtvL29mazWU+fPuPz+WWTzypGkiR4xAIAGVLAsUI9Pf2bN24JhcIfOvAoilJSUqrf6XENIsYaP36CpmY9LAcAZM7MzNzXx3fDxo0QDHfq2EldXT3za+alS5f27ds3ceLECkqRa2trCwTiGtINip6e3tCgoDNnTru7u7s2d8UwjKTIL6lfdu3e5ePja2xsjBM4DMEIglTQOb937x4Xl2YtWrSozZmg1tawmhoZE0txuXDVwpfvEBhza46/eYu/fVetTPE09+bCi5fwsLCqx1hmZuYWFhYxMTEpKcl2dvZVaaKlpVUvs/QAoAby8vM2btxgbGQ8cuSoPXv3REZGYv9dZUyQhJGh0bRp02WS5rtmNDU1PVt6QooERdGyZUN/EpnFWE2aNIHqEEVR8u4yUVg0Gm3FipUiHF+5cuW8efMQRBx/6OrqjRs3du6cuRWMHw0dGiTXX0psXOzbt29zc3LLek0oiGIyGL169dbW/u1YmEgk4paWRkVFtWrl6+jgaGJqUlpaGh4enpOT6+7uFtizB0GIO7QWLVzs6fnbm9rde/eUlZVrGWMhhgaorQ2RkkomJqHVLKpDc3Pj47vwsDBo2NCqt0KdHGEGAw+PpHAcrlq6HQzDfH18P0ZGPXn6tIox1upVq0EuH6CxEPAFr169LioqJgji48ePjx89lmY/KYPjhK2tbS27kSiJGjfX19fv1q17bU4A+NNiLJFIhGFYnU3TU+Zw9PX+wJi3gTA1NT1y+MjbsLcJ8fEikUhHV9fKysq+sr+4Ncg7VXWvXr0cPmL450/RGA0te5uRJKmmptaiRcsKYiySJAVCoY+XD0bDCILARTiTwfT09EIQcUJOkiQxDKPR6BXPPaLT6bX/0RANdbSJFf76DZ6QWN0YC7Ewg3V1iLgEqrAQrnJ2RMTICLG0IFNSyS9pqPm/mSYq5unpuXv3npcvXoweNboqry/L/gAADZ+Ojs6pkycxjEan01evWs3n838enKLRaLUsJ4XJ82b4B+Pz+fcf3H/x/EVefq6xsXGbNn4tPFrUQVyRmJh4O+R2bEwMgqIuTZt27uyvo6PTsGKsNWtWjxkzVlanVakWHi2aN2teN8dSTEwm08fbx6dhLC4TiUS7d+8uLeVeunzJy9OLTqeXPSMiCFLxQl82m71s6bJKnilhCJHkrJIvBMGaOglOnSXCI6DuXaHq3DhQI0PM1gb/HIPHJ9Bcq/rOR/T1UOsmwlshZGJi1WMsO3t7ZY7Sx48fCwsL6zfbNQDIHIqi2trf/079Lv1K7Y0bN57JrPkc7ZycnOiY6AZy+60zSUlJEyaMD7lzx8jIUElJKS8vb9GiRePHj1+2bLnK7+cB1xJBEEePHZ07dw6fzzcwMCAJcs+e3YaGRjt37OjYsVPt9y+zvytfv36tyzl6CII00lUGQA3webyU1BT/zv6BPQJ1dHTU1NSk6anU1dVVVVUrfV5EEAStGPJv35hcp3VjLi6wigr+7gMlEFarIayiglhbU9+yxEUPq94Kw1B7O0ggwD9FV72VmampjY1NQmJCfHx8tU4SABoRgUCwfv2648eP5efny3znNjY2pqZVfar5WWZm5o0b1yFFwuVy5y+YH/Up6uCBA7dvh9y9c+/WzduLFi46duzovn375Hfc58+fz5kzu0OHjjdv3roTcjck5M6li5eMjIxmzJiRmJjYgPqxwDJvgCRJgiCk9fJki8lkmpmZ5xfkUxRV437jb9++JiYl4SJcVVXFzMy8WmMBbDabJouFLai9HayjTXz6ROXnw/p61WpLc2kqYDLw9+GM/n2r0cqtOZ/DEb0NYxEEVLXBCy0tbSdHp7C376Kjo11dXat1kgDQWCAI8unzp/nz5+vq6fbr26979x7u7u5VXEsrbwiCyONG2pDFxcc9evRo3bp1gwcNlm4xNDRs1qxZdnbOxYsXRo4cqSafnEGXLl80NzffuWNnWRIfczGLLl273L13d8zoMbXcP8h/A8jM5SuXDx0+JI8LSqPTR48anZAQv237tsLCQsF/VdrDJBKJtmzZ3K5d2y5dArp17+of4N++Y/vDhw8TBFHFE5g7Z27r1q1r/4PATAbm0pQsKRU9fQZV+ehSmHtzREVF9OYtmZVVjVbNm8FqasT7cCI9o+qtWrRsCUHQg4cPeDxepS/es2f306dPq75zAGgIaDTamtVrr1y50r17j9OnT/cI7N7Zv9OGjeu/fPkCFlTVvcL8QgSB7X6qb+bk5Ci+5/PltWL9a+ZXK6smP2RJNDY21tLSzMnJqf3+ZRZj1fGbUlxNj1/53R+oS3GxsZ+iPslp5x8+fEj7kjZ1ylRLKwvnpk5NXZybujg7N3Xy9vGOjq5oIIwkiS1bN8+bP8/ExHTBggXbt22fOnWqtpbWlKmTt2zZXMX3rbW1tbZWVdN4VgD/GEWlpMAwXDp3QdHgYaLXb6vYkBIKhY+fUjhOxsQW+vfgrl5HFRVV3owkhPfuQ0IhlZtb1LVnyf8WkFnZlTbKysp+/uwZDEOHDh1093A7ePBAxVcp9P79hMRqjGACQAOhq6vr7x+wc8fOT58+Hzp42NzM/Nix455eLafPmMbn8+v77BQrrbe2jjaKoI8fPy6/kSCIR48f6evryy+PhpWV1YcP71NTU8tvDA8Pz8zMNDE2bkBjhZqamnW5fjs8PPz0mVNr16yrsyMClcIk5HShtLS1uvfogaGoeGIU9f1PPklSbDa74jnvWVlZJ0/+3adPnwP7D5Ylsps6ZdqsWTP3H9g/YMBAQ8PKS0oLBAIURWv50xFJySXjJ5Nx8bCODkSn4w8elSQmqRzaW5U1hvwjx3jL10A0DDY0oPILeJu2UoVFSsuXQLSKTklw9UbpjDkQQcAGBhS3VLD/MJWTq7xxLfz7cVKRSDR23JhLFy9xVJTV1NSiP0ePGTuWJMlRv19jSKPRwBIqQFa+fPly7NjR4uJiWAbLUCgURQMDe7q5uVX8OlVV1Z49e5qZma1bv/bM6bOh90K5C7m1yfp2+/ZtNTXVlrXKcaVYtXQsLS27d+++fMXyr1+/du/eQ09PLzY29sSJ49dvXN+yeYv8Khj26tX72PGjAwcOGDNmrIeHB0HgDx4+2L59u6GBYfv2HWRwAEpGhEKhdF5w3QgJud22nV+dHQ6oig0b1k+fPr2hXauYmGhTM5Ojx47+sP3+/fuGRgZhYWFV2cnYsWMuXbpYyzMpXbM+R0O/aMIUMjePLCwqnjM/R9Og5H8LKYKouCGRm5fn5pVrYSu4dpPkckVh7/O9Wuda2glfvKqgFckXFHTokmNoxjt2guRy8ZjYgs7dcvRMBTduV9Dq1q2bKIbY2tlERESUlpbu27eXxWI1dXH+lvXtd00GDhp4/MTxKlwAoBqKhcWTn40bHNo3pThZoS7cgQP7IZnq17+fSCT63eGys7NDQ0P/N+9/jk4OLDbTuanz5CmTHz9+XMs/Z+MnjN+wYX2Nm+fn53/48IFSMLl5uRMnTdTU0kRR8TpvGh0zMTXZunUrjuNyPe7du3fcPdwYLAaMQAgKKysrdezUMTwiXCY7l2UtHagOKeCUwDrD5XLj4uN0dXT19Ko3Kbth0tbWsW5i/fnz5x+2x8REq6urGxoaVWUn+QUFVZmZVDE8IhJmMVnBQ2EN8YpxVvAQ0cXL4tFDgQBmsSpoSCQkUnl5WPNm9K7+kilWLrR2frzN28nkFKilx+9akbk5ZEoKamHBGNAPptFQ6yb0rgH4qzdEXBwE/XZNcljYOwInBw8e7OTkBEHQwAEDDx0+9Pnz5+SkZJ1/VrwDgPx0797j6FF6Kbe0llmRaBgWHh6+c9fOkpJiafrGH15AEMTmzZuOHj2akJhAo9ECArosWby0RYsWRkZVuidUDJGocXM1CUjBaKhrbN26bcTwEYmJiYWFhTo6Oja2Nk2s5J7evH37Dk2buoRHhGekp6MYZmJs0qxZM1n1nMksxkpITDA2Mm68RYWAMikpKV27dhk1ctSiRYv/gMuiqqoaFBS8bPlSBp3evn17DQ0NgVD4/t27devXdejQITMzPSMjHUZgczPzCnJBVVxpp4oQLS1KhOORkZi7eLEe/vETxeUhmhpQZUOQiIY6RKeR6elERiZqoE/x+WRCIsxmwSoVJf9ElJQgZSUqO4dISMRsbcR/UmJiIRiCK7x3i1PcwdCHD+EEQaAompiUlJ6eoaKioqYGEmUBdUFbWzsoKEgmu3r+/HkFq3BEItHbt281NDXHjBkT2LOnoYFhneXQBn4HgeFmElDd0tbWbt+uvTz2LLMYa/euXTNmzPwj6w0pGnNzc782fs9fPM/NzW1oNSiTk5MfPHiQkZkeGNhTwBdoa2sbVzYtkcfjPXr8MD0tfenSZZs3b9bQ1BAIBF+/fkUQ5LoESZIMBmP/vgMdOshi9P336F39hRcu8zZvI5JSIIIQ3b5DkQQtoDNcWY8sam5G8/IUXr1eOmka2tSJiEsQ3X+IuTTF3CpKRgqrqtL9O/H37C+dMh3z9iLTM0W3Q9AmVjRP8ZrB3+nSpYuxsdGF8xf69e9rZGj85OnjL6lfhg0PtrCwrOnPDQD14+dK8OXRaLS1a9fq6ek3wFSLKSkpjx4/Choqm1gTqEcyi7F4PJ5MkjQC9Y5Go3Xp0nXBwvm9e/fq0SNQVVWVkqxwIQnSwMCgU6dO9VKcjsfjrd+wbsuWLdIZ6Ha2do8eP75y5fLePXs7depc6Y/T1LkphmGS2jkkDItzPcOwuJaOZMQcQjHUysqqgp1Iq+7U8kegt2vLmj+bt20Xf+9+CEURDoc1dRKjZ4/KWyIIe+E8iscX3X8gev4CgmDUxpq9fClSWVkF1pSJVG6e8OoNPOKjOFYzMWEvX4JaV/STGhgY7N2zb/KUyRcvXJJu6dI1YOWKVaAiIfCHQVG0NmlC5aqoqOjzZ3mt0W6YSktLd+zY7t85wLmpc/ntoaGhMbGxo0aOlN/soLT0tJcvXn79+pUgCViy1ICCKBpG8/f3Nzc3r+XOQQ5S4EelpaXbd2xLT0tPS0t7+uxpWehMElQbv9Z+fn718uf25Mm/N23aPGH8eG9vn//NmwtB0ITxE6KjP8+cNdPR0amCtYF0Oj2wR2Atj25jY6P1+5KIVYUgrHFjaC1bcpevFD17wZw2mTVmFIRUaXgCNTPl7NwquHKNu2Y9oqWpvHMr5lB5wWZEW1tpwxqslS9vxWqIw1HavpkmGaasmL+//23r2xMmTgi5HTJj5vSFCxaBijrAHywiMuLx48dCobBP7z7p6el2dnb1PhdKoSYcf/v2NS4u7tu3rJ27dnJ53OKSonIPtPDWbduysr4OHTJEThckNjZ2+Ihhz5+9QLF/p9CRJMlms01MTRpQjAX8MTgczvlzFwQCwc+lUpksJqvC2dlywuPxrly90rp1q5UrV+Xk5DAZTIqirK2tV69a0717t1evXvXq1UuuJ7Bo4SJZVTLAmjVFraxET56hFuZVDLCkYHU1Wjs/eOduWFkJMa7qtFxYSYnWyofP4cAcZdTKooqtLC0tHRwcQm6HuLq6gQAL+FNlZ2fPmTv7/PnzKIKqqKp4tvRctHhRYWHh4UOHHBwc6/vsFMXt27dHjhoJwzBFUatXr16zZk3Zt8Tr8jDa5MmTa5NHo2InThyPivp4+PDhTp06sVissj4FGIZlkpRLZjGWUCgEY4V/BhiGG9qKQhzHeVxeE2tryUAhv+ydpqujo6qiWlhYWEFbkiRzcnJ4PN7PISODwdDV1a3KRFcZd91JM7zXoL6nUFLlkKSq11bcioKo6rWSlh+teEYLADReJEmuXr3q6tWra9euY7NYmzZtUlJSWrxo8ejRoxYuXHjy5Cn5/V2vlDj3St2m9a5Hbdu2u3Tpcm5OzqLFiwb0H9CqVeuy/KsUBXE4yi4uzeTXqxcTG+Pr2zooKEhO9QBl9pfD09NLfplYAQXHYrEsLC1fv3717ds3FosFw7A06Hn3/l12TraRUUVJREtLS4OCh4bcvoOg32MpGIZpNBoMw02bNr1183ZVxgXehr3V19OvSrZSAABkhcfjlXWcR0dHJ6ckq6io2NvZy2Qs7+vXr3fu3h09Zsy4sePevHktnaPp4+Mzb978RYsWxsfHOzrWW1cWnU5XUxNneFEExhIikYggydatWlta1unyGhtrm0ePH3G5XDmlOZVZjDVs2DBZ7QpoCEiSDHsX9uzZUxqN3qN7j9TUlKZNXeorjMYwbMiQIdeuXe3Tt3eP7j2KS4rDwsISEhK3btva1MXF3d2j4nrS06ZO692rD4KKH1NgCM7Ny7139+6nz5/++uuvKn6u1q5d2zMwcNA/xUoBAJCrmJiYdevWffwYaWxsMmvWrNQvqTNnzkhPT1dSUmrevPm6tevd3d1reQg+n08QhLmpeMKNUNpDLOk+MTExQVC0uLgYqj+mpqZBQxRrUSGNRhsxfMTP2/l8flFRkba2tpwyawwZMjT0fujatWsnTZqkoqJS/ig0Gq32nVtgPhbwC6mpKTNmzLh5+xaGYibGxh7uHlOmTlFVUT1w4KCZWf2sxPH18d2/b/+KlSuWLltWUlyy/NMKFVWV9u3brV61puKHWhqN9vPCwymTp8yZOzv03v1BAwdXZRxQJh82AACqIjMj86+RI6I+fnL3cIuO/jw0aIhQKDIzM1u4cGF+Xv6ePbsnTZ54/doNLS2t2lxPbW1tHR2du/fuBAcHMxhMGIbpdHESh6fPnkIQJU4UV38YDIaOriKm/E1JTfn29Zt4bpZ4egMEI/C1q1efPX92/twFdXW5dOxFfYpKT8tYsWLF9h3bdHR0UBSVDtSy2ezNm7f4tfFrKDHWvXt3W7b0lF9RIaDOiESiBQsWPH/xfM/uPQX5+ceOH9PS0ly6ZNm48WNXrVq5a9fu+lrG36VLVy8v78jIyLy8PAiG9HR1XVya1WzOBJ1O79a128hRI5OTk+3tK1+gBwCATFAUlZKSkpiYiKKIlVWTX46/hz4IjYuLO3Bgf+/efTIyMvr265uUlLhr5y7pPHQHB8eRo/56/PhRr169a3MmHA4nOCho0uRJQUFD7ezsSktLQ0PvHTt2dOeuXUFDh9bXw6QUQRACgYDNZkOK5Pz584sWL8zOFtetR1GMJAkcxwUCYc+egfKbG6eqqtqhYwcajSatniTtyyRJikGna2po1H7/MvtjeenSJXt7BxBj/QGSkpKePHkya+bsoUOGhoTchmEYRdCAgICpU6btP7AvLS2tHu8+6urqrVq1ksmuYmNjS0tLCen08zom7RJD0Xo4NADUn+fPn+/YsePmrRtFRUUwDGtoaAT2CJw0abKz839SIiUnJRkaGHbsKK74ZGBg4OXlCVGUkdH3bMOurs319PTi4xNqfz7Dhg0XCoXbd2y/fOWygC+cOGmitrb20KFDFy9eUr9lzmNjY89fOL9wwUJIYWRkZKxYuUJPT2/ihIkHDhwwNTUNCOgSGnovOib6f/+bJ7/17G392rb1ayunnYP8WMAvSJfgmZqZSqYpiJeVkZR4hYuZmRlFUlwut3FdNT6fv3v3roiIiPLdbwUFBaH37zdv1szExKQqO5FmK5XJ+ZDfvpFp6RCC4J8/i3MxKEwWHEDBXb58eeTIv3Jz8/T0ddu0biMUCV+9en3gwMGQOyEnjv9d/tmJxWJxedzS0lIOR1wtysvTW1tbp6xQm1AoEggEMulNRxBk7NhxXbt1i/4cXVxchGGYiYmps7NzvRfVIUlSKBRAiiQlJSUvL2fHjh0+3j5p6elpaV9GjRoVFBQ0bFjw6VOnly5d2khna4D5WMCP9A30OSoqd0JCAnsEMhj0smkKT54+YbKYmpoy6D6trviE+LS0NB9vn6ioj3v37RMI+DAszhdHEASdTps753+mpuKI8JckZfpi3vyfvbMAi2Jd4/jEJizd3Q0qYaEo2IqNigEqdndjS9jd3V3YelREDGxFUbq7l102J+6zrJfDMagNan73PF4Y9vvm25ndmXfe+L/v3pNI/z6Y4gDQu3evZcuW11L8ydfX18baRtK3gWH8K9c4m7bhxcWgggJv1z7hs+eKwetJjg6SzkxA0Lh5//7d+IDxLBZr6dIlc+fOE2c7ZWRkhISGHDl8ZOw4/8f/PKnstdCuXfstW7esW792yuQpVlbWQ4YMEW/HcTwvL+/QoUNFRUXt2ldX6VInDA0MDWvXG16eNLidJ2cEAgGFQlWvSLoy0NePjHzOZDJVVFR69+lzYP/+efPmNbbGbrWEsLEIfkVbS3vM6NFr160VCoWamppsNvv+/fvR0dHHjh9bsmSxtraOnA/ZlatXlixZrK6uHvn8RWpq2vHjx+h0Op/P53J46hpqfmP8qg/VKygobNq4+f91Qz+BYVi9LrH2oUOkoHEqiIgsX7kW4PEqm0Aj7z6Uz1usdO08pFK7WnQyGQBB0X91ar7+76g6+MyQiqdGrIph+lcgqMa21gR1hkxByBCC1O2sNVoOHDzALGUuWDA/JGQj9H/pXVNT0z2795SXs8+fu3Dy1MmgDUHi7e3bt589e86GDevDwsL27d035P/fvsuXL69dtyYpKWnqlKntqq0mJmhy6OjqoCj65OlTGxtbIyOjzMzMnJxsFRUVPo9Xyizl85uqV09qV0Y+n09okDYb5s6dB4LgocOHMjIyBHzh5KmT9HT158yZs3D+wmqerkS9AKWtmxf+LHzatKmWllYrV65UUFDAMFRbW/vkiVPm5uZ79+25dOmSh0cXHZ3qzD4QBBuFUjmO846dAMrLgcoGtCAIUqlobCzvyAlKn14iZdHqAQEsIwsQCnEuD/38BVNR+b9QX02jsrJxgQDg8dAvXzE1tdqMAkHAuLikDYWqnpaJfv32tzApWOERREtK0JRU4FsMUuNbIKgdogOLcozjSlUE5RA1BlUobrrNYCEITMrKevLokY6e7rRp0yoNLDFUKnXGjFl37ty5e/fu7Fmzxd9lCoUSuCKwV69er1+9+k9LQRBwdHRatWq1j49PZeiwrqAoWlxcjCDo365kOI6TyWQNDY0G9CThON4wqaINh7mZ+dAhQ+fNn5eTnT1hwkQFBcU5c+Z09vA4fvxY69atG7y7UcPbWJMnT6mTY4CgMUOlUhcvXjJs2PCEhAR2OZtCJpubW9RYf2dkZCTdRFEURQ8dOqSpqXnh/AVzc1EfGBzHK2KXFFNT082btvB5/KDgoE6dOunp6QGyZO++va4urh07dqz3DDiXi8b8+IO/h0Ti7T/EP3lGJGlcPSAoKnfh8fAyFnvqTNGvtbKx/j+qtJQ9bbaoe0/tLLNxfP4oXSP6ibNlZy/9bW3iW5Bmdhr4+Rvv/BUu2lKUqeUADgDjUD4O4BR4cRkI1fzxaKxQISiRXVaUkdXey1PvT15wB3sHExOT7OysUmZp1eeltm5t27r9RwTLd4Sv7whfCdeTn58XMGFCenoaDMEgBFEoZEQo+h8IiPQCIAgmkUjW1taHDx1uwGczBoNhaWkFtCQoFMqqVastraxAADQzM9u0adOiRYvWrVvXsUOHlYGrmm6JpdRsLMkV4eoEhmFElw9ZY1ZB7V8/YoSvdP1YOTk579+/8x3hKzawKkuaxU94EASNGzf+6rWrUVGvK6MJfyMmJobFYnXo0KGoqOjwkcMJCQndu3UfOnRoLctVnj17pqaqKomNJaoi/MuTN6SpARkbAzUeOggUebDiE0ASCbawEEUAa3PfFY9KSARhWDSKUqtRIAhmpKRk52RbmRjpaOtUf1rX2dpAACDAcaJOUlqAIIhgSH55OoIJjRgmFFjUoBNomkAwTC4sgDJTeUIh8icrnMfjCgQCGIYhsFZJzQKBgMMpZzCU6pf2TqXSXF1cjAwNIRjicLi3b9+iUqnOzs66uroCgfDLl88/fsR3796NWulvrhcSOvVNTEzGjR0HtDBUVVWnT5su/rm/d38vT6/y8nJVVdV6+yyblY0ldjAA8sLKynoMIbotGzAM43K59ZB0F2WhS7X0o6SkhM/nV9Zsi8/75MmTDQ1/JqhqaGgoKiqmp2dUP8/9+/enTJ3i7u5+5vSZHTt3hIaGGBgYXL58KScne+HCRbX53FIoFAlddCCVSu7szj93Aaxq1eE4gKL05UsofXsDNTqBIBBNSmGNnwipqiru3w2pq9fSxkJTUtkBk0FFhuLeHZCWVi1trDNLFu/ft+9w0Joxo/3wau8W4sPXVE2ARgkIgmwB68zHVcX8ojWuQVoMk6ZrY4EQ1Kog37hvn8+fP8fFx7Xv0OGXF0S9iUpNSXXv5F590L+Sp0+f7t6za/OmLfXrdaOurh4cHCL+effu3TnZ2aEhG9u2++kjyMnJmTt3TnZWtoSPi0ZGRppaWvUeDlYAtGwUKwCaOFKzsQ4fOTx82HC5hQsrPCwT5bOvlkZZWdnoMaN0dXR9fX3btWsvI3Xd2qCoqAjDcEFhfuWWNhVU/souZ3M4HLpCdb6o0tLSLVs229nZbdm8JS8v7+rVK+PHjd+9e09wSPDRY0dHjx6jr68PyAX6lInIm7dYcorIoSUO4QkR6oB+lH59wNo9NIOKCqKBEAQyFMFq3/V/RylWjALrNIpPJnEAAKFSATqtNhf7ln5DkDpUnK9A4kIwwFAEFOhN+vBqGxsPHTZs/foN69avO3PmXNXa5PT09I2hG/l8wfBhw5WVlWszW35+XlRUVFlZmYSrys7OPnb8aMD4CZUGlqiqWk9v4sSJM2bMiI2LdXF2qffki2r38PY3WCxWZmamnZ0d0GJIT08/f+F8n959ql7h5UlKSkp+Qb6RoZFCBdJynknN6/Dl82culyut2QgaEAUFBTfXtg8ePBzqM7RHj+5r1q6Jjf3RIE3g9fUNLC2twsJuiZV/f+fJkyfl5eUO9tVpHxQWFmZkZgSMDzA2Nv7+/Xtubu6AAQMUFRW7d+vO4XDy8vNqs5L/SwBLBGxjzTiwl9yzO0AmiSKDKiq06ZMVQjfU0sASr+PXH2Q2Cqx4v+J/CRoADAMxHMLwup3rxsrkyVPatGl9//6D4SN8rl+/zmazS0tLz547O3zE8Ddv3nTv0W3UqNG1nAqGYSqVKrnLnM/n83i833NOeDye6PsuWQEHiUSSxPOdlpZ25uxpoCVRWFS4bt3a27dvyX/XX79+HeM3umevnv0H9L93796FC+eHDfOJ+R7TuGwscdNyac1G0IBQKJT169d///795MlTNjY2Z8+ead+h/aDBgy5cuJCRUV1UTiAQSNfOptGo06dP//79+4yZ02NjY6v+icPhXLx4ISQkuFfPXs7O1T33gBVSWmIL6c2bKAUFBacKUWkulyNKnyfX6mFFSUlJwvwMMSQnB6Xjhyl9euMcjuLqFYqrVohCfk0ccXuvhl4FQaPG0NDw3LnzHh6dw58+8xnmY2hkYGxi7O/n//bN2/79vU8cPyn/wjFdXV07W7sTJ44/efqkrKwMx/EyVtnLly9DQzeaW5hbWTVkyjkIgg3VsqyhaOXUavWq1U+ePnkdFYUgiNz2GxPzzdd3+MePH4f5+GhrafF4XBsb2x+xP6ZMmZydnS35/C3rLBLUHlVV1eHDhg8fNjwzK+vVyxcnT54c4zd66FCfc2fP/c3auHHjRn5+/uzZs6V4nAf0H7Bm9Zq169a8evnKo0sXKysrCIIK8vO/fvv69s3bLl26hIZuVFCoLmavo6NjZ2d36PBBHMfPXTjv7OxsaGCYm5t7+MhhDQ0NXV3d2ixj6ZKlUouZwrDYcQU22UqZX9i5c2ebNm28vCRtnkrQvLG3t7946dKd27cvXLzw48cPGIbd3d39xozp18+7Tkkm0kr6pNPpy5YtHzdu7NChQ62srJSUlNhsdnJyso6Ozrbt22oZuCSQFmVlzPSM9Ldv3/bv38/R0ZFKpYkzRxEE9fTsunz5CrJsWmJcunSpnMO5d++Bg739ly9fBAJht27dTp867TvS9+HDhwEBAY0o5x2QI0wmMz093cnJSZ47bYEUFhYmJyb9iI1NTU2lUekqKtVdd9LSUrOypGD4V4VCoSxbtqx1m9YHDuyPjHx+61YYiqI0Gs3Y2GT58uVz5syt8erMYDACA1fOnTtnxswZ+vp6CxYsZDKZ3t79UtPSdu7cWUvt4EoFaukg/rI0lzDcq9ev1BtC/Z+gyaGvpz9lytSAgAniCB2VSv1jQI3NZld0kvlDYASCIDaLLa31dOjQ4dGjf06fOR31+jWfz7ewMB8zZvTIkaJsVCl0JINAGlVWnYybHyiG8fmCLl26iuwqoRD9vytLFrKLVUlMTHBxcbGzs+Xz+ZU7cnFxNTY2SUtLlXx+qdlYFIqo6QogLz59+rhj586wm2Fy22OLgsVivXz58tatsBcvXyQnJ4t8WsNHDBwwoE0b52pCZjAskpaRxXr69unbu1evhISEvPx8FEEVFRVNTU3F7ThqQ1u3tjeu30xISNDV1bW0tGSVlS1evMTUzLR9u/a1nIHP58vu3TV1yGRywzbQJWhakCv4218FAkHgysDwp0/hP/UYgCAoLy+PJT0zy8TERBatlw8ePKCvb+DrW081rxaoQaqlqXX82HH571dbR/fFi8iyMpaqioo4sURUKcUsLSkpVmQwJJ9faveMwMCV8gyoC4VCLreJNSduKpSXl/v4DP3nn8eGhgbundxXr1rTs2fPBpdKhyDYxsbWxsa2fsN1KhD/rKSsPHLkyDoNnzlrZr++fYcO9anf3gkICGoPg8FQV9eASX+KCeKAqqqamMZ8SOMTEiQxkrS1tbt5dZfqigj+zIABA06dOrls2dKpk6fwBXwWqywmJmbnrp1MJrNqn/KGt7Hk3K+x0t4kkDoYhrVp4zxkyBAvr262tvW0aZoZ5eXlTbdhFgFBE4JCoQRtCKo++aTxy0dJWFeora3dvXvLtbFQFMUwjEQiyeEsd/HosnrVmnXr14aF3SwtLY2JiTl46CCLxQoOCnZzc2tENlZ+Qb66mjoRTGkGMBiMTZs2NfJLmJxp/Nd0AoJmA/F1a7F8/vzp2vVrr19HmZiYLJi/IOxWWL++/WSqmEUmk+fPn+/l5XXz5o2k5GSBgG9mau7j4yOt1jVSs7EO7N8/ffqM2qfIEDRaxMYEiqLh4eEvX77IL8jX1dXr2rVr506dCd8hAQEBgazJycl+9+7dwIGDWtShvnHj+uw5szAMV1NVLy9nCwSCa9eunjhx/OyZc+3b1zZ3tn78om4tRaQWbsvLyyMaCDYbsrKzR40e2bdfnyNHj4SHhx88eKBnzx4TJgYUFRfXb0IURbOysphMJtCUfdcNvQoCAoIWQVFRcdSbKKAlkZmZuXrN6rZu7b58iV6+fBmO4SYmJjdvhKmrqW/dukV2qRp8Pp/D5chOGIHQICX4FQzDQkKCnj17tmvX7gcPHj569M/9+w9CQzbevn1727at9TteeXl5ARPGX7h4QfyrQCD4+jW6ekXTWiIf/QMHBwed2ilpERAQEEhIC9QgTUtLy8vLmzFjppamljiWgmGYkZGRn5/f9+/fS0pKZLTfTZs2Tpo0SfLWTH+jZZ1FgtqQlp72+PHjFcsDZ0yfId5iaGDYyqkVi80S+XJnz9bT1avrkRQIBLGxsXl5PxvXFBQU+I/179evX0hwaL1Pyrt3765du5qVnd2mTWufocNMTU0BmRG4IpDIxyIgICCQESQSCYJhsT9J/K/4kgvDMCZLKUEqjXbv3t3klBRn2cQKpWZjCYXCptsZnqAqzNJSDMPs7H6tKLSzs7t8WcgqY9XDxgJBsKqKEo7jAoFAkoYJ5y+cnz1rdnFF7PLsmbNnzpw5f+6Cvb29jE4lof9EQNAsQRCksLCQxWJVbsFxnEqlGhoaNuy3vqXdT01MTPT19Pcf2OfW1g2CIHHdQ25u7oWLF6ysLGUnHjQhICDm27eVgSvmz59vZ2df2XgNBEE1NTUajdZYbCx7e3vJV0PQGNDW1qZQKJGRkb1796nciOP4i8hIBoMhLZEOSUqHsrKylixZXFZWtmDh/Hbt2p87e/b27TsrVwZeunRZRv0W3r59q6enZ2RkJIvJCQgIGoQvX74sXLQgMjJSIBBWXo1wDHB0coh49rxOHX6kHyuEW1aUSVdXd8XyFVOnT+3UyV1HRyczM3PuvLmvX7/i8fjr122g0+ky2u/NmzcvX77M5wvu3btfKcmGYZiCgsLFi5f6e/eXcH6pncXp02e0tPhxc0VPT99n6LCdu3aw2KyhQ30MDQzT09MuXrx4/sL5dWvXy1kI7Y+EPwvPzs7x8Rm6bet2AADat2v/9du3t+/fpaSkWFtby2KPmzZvGjJ4sJ+fvywmJyAgkD9cLnfdurWfP39evGixvb09CEHi7E4cx9XUVBnS0PiuNyYmxv7+Y4EWxrBhwzQ0NA4dOvQ66lUZq+zJ48ceHl1mz5nduVNn2e20Y0f3nTt3QTAkOvH/dx3iAE4ikaTSrE9qVpGM/AcE8gcEwSVLliCo8MTxE/v27cMwDIIgPT3dpUuXzZjxM0OrflRa4eLOS/V2xYsC0xjOUPx5EaTRaBQKmc/nCRFREzRZQKVSiUcIAoLmRG5uzreYb/PnLwhcEQg0MhQVGebmDWnkNRReXl6enp48Hg/FUBiCaTSarBNhHSuQ3fxSs7Gio6Otra2JcGHzgMFghASHjho5OjEpsaS4WEND09rG2s7Wrv4zVnxNoqKijh8/BgBAcXFJaUnp58+fjx8/LtZEwHFMQ0Ozf//+FAqlxsk6d+qsrqF29eq11m1ad3LvdOTIkfi4hB49u1uYW9R/hQQEBI2JlNSUN1FROI537OhetaIlOTn55auXvXr2quyOVT8oZAqdRpdnC7i69itsmc91IAjKLjIof6R2Co8ePbJs2XJ9fX1pTUjQ4DhVIJWpQEDktQq7GXb79q2fW0Aw91Huo0cPxe5ZDMVbt2nl1a1bbWwsKyur1atWL168ZP68BWQKSShADAz1165ZR5j4BATNAAzDzpw9vWjR4uLiIhzHtbW1d2zfMXLkKLFL49OnT8uWLrWytJLQxjIwNPQZNuzOndv9+/U3MTUBGhPJycn3H9ybNXN2Qy+kBZGSkpJfkG9kaKRQQW3uRHK1sQiFRoJq0NLWOnrkGLucDYo9WqL/A6uWzuA4pqyswlBUrOVhnD17trm5xfnz5zKzMl2cXQMCAmTabwHDsJZW5kNA0FBER0evWrXKydFxzpw5MEzau3fP/PnzTUxM3d3dpbgXFEW1NDXfv3vft1+fDh07qigr/9yOoYYGhjNnzlZUVAAaCC6Xm5ubC7Q8+Hx+QUEBl8ut3ILjuJKSkq6uruyChl+/ft24KfTNm7fMMmZocKhQKLh//37oxo0O9g6NyMYi1IOaHyw2KzkpCcdxCwtLgUAgSbY7nUaXSg/zSiAIHjBgQP/+/REEkUMu4OhRo62srGS9FwKCZg+Px3v37l1Obg4EQYYGBm3btvs9LzMiIgIEwX379tvZifITXF1d+3n3DQrecP3adRqNLq3bDYqiX7991dXVQ1Dhy5cvKxuFoShqa2s7Zco0oOEAQbClNS7Dcfyffx4tW7Y8+uuXqi4bHAN8fIaeO3eeSqXKYr8xMd98fYfjADDMx+f2nds8Htfe3mH7ju1Tpky+cvmq5KG5lhjuJagRBBGeOnXq6LFjqSkpZmZmu3fvCQkNad+u3fz5C6TlQZUKYtktOexo4MCBQCMAFB98EPz5AwFBk+L6jev79++LfBEp4InKUxQZCl5eXvPmzeverUfVl5UySzU1NQ0NDcW/6uvrL1u6fOasGTdvho0cOVLsCpccMpm8bu16Lo8LgRAuqiT7z5+UlZWksxuC2pGbm7t06VJ2eXloSKiBgQEI/jQxcRw3NjaW3XX+0qVL5RzOvXsPHOztv3z5IhAIu3XrdvrUad+Rvg8fPgwICJBwfkKDlOBXcBzfunVrUHBQ33797GxtP3/+zGAoWltZbQjaQCKRFy5c+LdDhlbwxz8VFxdv2bqlU6dOYrkRHMfLy8vJZLKMHk0kJzEx8datW926dZNpCLJOYHl5/Hv3gTIWDsHCN+8o3TwBGVfc1BIURYlAKkFN4AcOHFy8ZFE5m+Pi6tymdRsMx96/f3/n9t3Xr17v339gxIgRlS81NjYuKCiIi4tzc3MTbxk8ePCNm9eDQ4K6dOkirbRLEAS1tLQa7Ylrad+ppKSktPS0Y8eODxk8RJ77TUxMcHFxsbOz5fP5lf4zFxdXY2OTtLRUyeeXmjdywIAByv+PZ8sBHMeJDDAZkZOTc/r06XHjxl2+eHnUqFEkMklRQTE0dOP4cQEXLp7Pz8//20Bra2sbG5s//qmsrOzs2TPv378X/1pYWDht2lRxjWHj5MrVywsXLhwwcMCuXbuEQmTfvr0vX75owPUgn7+wJk7jrA/F+XwsJ6d81jzO9l24BEL5UsTK0kpVpTEWZxE0Hp4/j1y8ZDGKolu2brl/78GxY8dPHD95/96DlasCi4qK5y+Y9/Xr18oXe3l5qatrjB8/bteuXTExMTiO02i0wBUr2Wz2hInj3755I/XUFKFQyOPxhEJZib/UFRKJpKIsK2XzxgmFQqHRaGqqanLer7aObkZGRlkZi0qlVoZoS5mlJSXFitLQSJOajeXt3V9JSX7OVQqFokBvsITE5k1+fj6Xy+3ZoxcIgjyeqNs5iqEgCHbr1r28vLywsOhvAwcNGjx16tQ//qkiukWpLEXm8XhRb6MSkxKBxgqPyxO1gs/InDdv3lCfwSdPncz9f7NF+YOVlJQvWIp++AiSySLfFQzj7HLujt38C5dqNV582EHw5w+1A4Uq2rLWQsNsbVCQ94ABtZ+ZoFaQSCgMonDdzlrjBAWAffv3lrPLVwauWrRwkba2tni7oaHhhvVBs2bNzM7KOX78WOVjs6mJ6d49e5VVlFesWBG6MUQgEAAA0KpVq+PHTxQXl6xfv6G4RNRESyokJSWtWr3Ky8vTwdG+s0en+QvmV7X26g2CIH9z6tcGKyuruXPnAS0JBweHXr16nz17prS0VJ77HTBgQFJS0rJlSz99/MgX8FmsspiYmJUrVzKZTKnkEDfVb6+zs0tQUHBDr6J5oqKiQqKQk1OSxY9TFR3gRbHwrKxMUfY6nSp5exwQBKmUxq3qWfFGfH1HZGRm3Ll9FwCAZ+Hhffv0VVBoAMtecO8hmpQEUKn/ZqKQYBDBeSfPwCbGAIUKVBNWgCAsOxsXCgEOF3nzFlRTA7CaYxAQBFrkFXWkULUSkvF37xGkursFCIIYAKAtLLQhU0SHFOFYxBZrCVgw+gFVyMbwf7OAmxYkGI7LSH/1/LmRidGoUaN+f8G4ceMvXLjw+MnjvLw8Pb2fvVA7d+589869b9++MRiMylwcL0+vsJu3nj+PSElJqXylJER/jfbzG5OUlOTh4dGrVe/s7OwTJ07cvHnjxImTnl09JZl56JAhShIEdqAKgJYEjuP6evp79+2Jjo52dnZWUFQUX9YQBHFxcfH3Hyuj+0UXjy6rV61Zt35tWNjN0tLSmJiYg4cOslis4KDgylC1JEht0Tdv3ujWrbvcwoXKysoy1WZtyRgbGXt07rx161ZjIyMWi4UgSFZ2VnR09K7duzp27GBo2IJ69nl6evr7jw0KDjp44ODevfu+fvsWGhLasWNHOS8D/f4D5wtA+n/TUEgkLCGR5T+hVllZIIgDJexpdZDbGQ+A4/VN8BNnSk6cqceaCSRnvOgfEAcWMZvy0aSCYCqnvDg/r1OPbrqaf8h/sra2NjA0yM3NLSsrq2o5qampeXh4/PJiPT09X9+RUlmYUCgMDQ2t6MT6slWrVjAMYxiWnJIyceKEdevWuobdliQy07NnL0nWxuFwiooKjYyMgRZDeXn5j9jvxsYmZayyiOcRlTnvCIKAEDRmjJ+M9ksmk+fPn+/l5XXz5o2k5GSBgG9mau7j49O2bVupzC81G+vBgwdt27aTZ0oWgYyASfCqlasyMzLHjR+nxFAqLikeNWpkQX6BvYND4IpASeo7Kou0yWRy7XvpJCYmnDl7NjU1xcHeYcwYPwMDA0BeCIVCRUXF0JDQXj17BQYGRjyL8Pb2njt3zsKFi+TZzgxUYoiaqf0CjgM0Gsm9AyjyMv7dhwSCeDkH+fhJdLhdnEFRkUHNDicQAL/FfEtKSnJxdjE2Ma4+91FcltXSUnRlCgiACIb8KP0uxAS2qvYKJIX/lL01KUgQpJCfR7l/u4zF5gsFv/uB2Ww2l8slk8m1vCDk5+enpCTb2dlLeLvJzc2Nifk2depUZ2dn8RYIgiwtLObNnbt4yZK0tLQGfIxPT0+/dv1q4IqVQItBU1PzwP6DopQ40UPjv593HMAVFBRkXT/epgJZzCzNfoWERFazwczM/ObNsFu3b0VERJSUFFMolE6dOg8fNrz6RvQcDkcoFKqo/DVVMzc3NzY2VvyDWGsuNjb2//dmnEqlmZiY/HKdvX///pSpkzMzssS/Hj9+4ty5s66uUnDh1gkvL6/7D+7v2rlrx47ta9eue/z48bp167p16y6fvVN69eSdOA3weEAVSwvn8ahDBjE2hwA13ZnQlFTWmHEgg8HYGgrVupDq4vx5e6JenBwz3K6mTtgCgUBuIhotB7aQfend0iJeYXC7tdqMxqVCXldaFRdb9k39+Onjxy9funfr9stfw8OfJiUm9enTR1dXtzazPXnyeMnSJVevXGvfvr0kq0JRFMOw36sUqRVbkAYtKEEQhMv7V4ezJQDDcC0/AE2LRpwQQ9CgKCgojPQdObIubvlr16/l5+cvXPBncQcEQQ8fPnzt2lXR1Q1B8vLzc7JzHty/j1XYWCiCOjg6Xr92vaqJVlZWtmTp4syMrImTJvbp3efCxfPXr91YsWL5rVt3qFSqHBwnVR8bVJRVVq9e7enluWb1mmfPng0d6jN79qwFCxaqqcm8EIbk3JrmP5p78AiIIACFIvJgcXmwrTVtykSgNpZNpREGw1WttOrBKrKscAiqcci2nTvc2rr17N6zljMT1AoYxmAQg8E6nbXGibqmps+w4e/ff1yzZrW1tZVRlXyD7z++B4eE4AA+fPiIWvqGMQwTdYWX+Ouvo6NrYmJy4fz5Pn36Gf7fO15aWnr61Cl1NTVj44aM04kK3P4fLGuBoBXmrzgbWD57LC0tLSoqQlFRdZd4CwiCenp6irVuPSJzG0vOkYLk5KTw8PCJEyfJc6cE1ZOTnZ2dnfPHPykpKY0bNzY7K1ucPFRRG0fCcQxFfwahMBT9XWju5cuXP2Jju3X32rtnL41Gc3fvmJCQ8CwiYtjwYepqarIT7wAhMDo6WuyZ++VPXTy6PHz4cNOmTRs2bAgKCk5MTDh9+qzMXTggSF+2GDI05F++isbGgRQKqW9vhXmzYRvrWg2v0rGoDvus9ZCPHz8SjUqlD46DuCgbq05nrdEyedLkR48ehT8N9/buN3vWHGdnZxRF37yJ2rV7V3JSyogRw319fWs/m1RuvXQ6bfGiJaPGjOzSxWPIkCHmZmbZOTm3bt3KyMg4cuhw9T77GomLi6PT6Q1rqDVFPn/+dO36tdevo0xMTBbMXxB2K6xf334yFSlkMpkbgjYcO3a0tJRZ+bHCMYCuQLt06fKA/gMai41Vy1C6tEhMTDx/4TxhY8kCBEHevn3DZJZBECTKsqm4xIuLXGAYMjU1NTUzI8F/+OTAFfxxTnV19fXrNtR1JXw+H0cxZWVlsT+fTleg0+kCvvDOnTuAjIEqlAvKysp+/xObzS4sLBRbeAYGhvJ50gJJJNp4f5KrM8s/ANLQUAxZD8nef1ZLap9JQ9Bi0dDQOHP6zKRJEx88eDhlyhRlFWUMQ9mschACR47y3bd3P50uapIjZzw9Pa9evrZz145Tp06WlpYyGIwOHTpu2bKll2QZ6wAAHDiw38zMrN76C2JfHdDCuHHj+uw5szAMV1NVLy9nCwSCa9eunjhx/OyZcxLGhavh0uVL+/bt9fPz9+jsQaGQxU80OICTRPmrLpLPLzUba9q0aZL0s6srEAQR+R8ygsvlBgUHRUQ855RzSGSYwWAIBAJOOZdGp8EwJBAIPDy6hASHyO5DX0n79u0MDQ3u3rm7ffv2jh073r596+2bd3b2tuvXb6DT6bJznUIQdPbsmQvnL1YK+VTy8OHD5cuXf/r0ydDQcM3aNQHjA+RpXoAMhihW2Jg1LwgI/oKBgcGtW7fv3bt74eLF9PS0igRzyzFjxnTv3qNOOgXS/cZ16tTJ3d29vLycxSpjMJQUFBSkMr9IHUsCfSw1NbU2bX5m4rcQMjMzV69Z3dat3eEjRx4+eLB3714TE5ObN8KGDfPZunXL2bPnZNQU5PnziE7unfbs3iOt/gG/ILWLtZ2dvbSmImhYFBUVBw8eEh0d7efn17dPHzU1dYGA/+jRo+MnjgeMD2jVutXu3btnzpxx585dWaco6unpL122fMGC+QsXLlRQpHPKuSqqKiEhIYMHybzZgliSvqqPislkbtsu+l95eXn/Ad7BQSGtWrUC5AyGiSJH4v8ICJoaZDJ50KDBgwYNZrFZEAj9MdkFw7DY2B+FhUViX/IvwDD8I/YHjuNS9B+DoKggRLqVwrUXC/wjhoaGviPqEDxtBqSlpeXl5W3ftkNLU0t86DAMMzIy8vPzO3jwYElJiYxuNwp0BTKFIjuXjdRsLB6PJ5ail9aEBA0Fm826fv3auLHjgoNDKjf27NkLgqFPnz6Fhm50buMycOCAyBeRw4cNr+vkGIZ9/vL527eY1NQUEgk2NTF1cmrl5OT0t9fPmD7DxNj42PHjebm5pmamU6dO6+IhBe3dGvnlGTQq6vXixYtfvHipoaGxbt3a2XPmUMhEV2YCgnqixPir9JRAIFiydOndOyLh379BU6ARWiHNDBKJBMGw+LSK/xWbEyLdMlk+Uk6ZMnX2nNn379/v31/US7fx2lgHDuz39x+rqakprQkJGoqUlJS4uLipU6b9sr1D+w43b95MSUmxsLAwMjZKS0ur68xJSUkbgtaHhd0qLSkV5VRXfHG0tDWHDvVZGbjS0NDwj6O8vft7e/dnl7MZivKTpBJDoVBQFN22bdvWrVsKCgo9PDw2b97coUMHOS+DgKDlQCaTZ0yf0ad3nz/6sX4Kw9Fp5ubm9Zu/uKR427atRoZGkyZNPnjo4NevX0n/DQ6iGGpoYDh//gLJa8rqTVFRUWxcbCf3TkCLwcTERF9Pf/+BfW5t3SAIEjsCc3NzL1y8YGVlWY0kUD3AMOzylcsvX74kwTAIglwuJ2DCeM+unvoG+uJyTgzHqRTKuHHjHRwcGouNFRcXx+eLetsRNHUYDCUQBD99/jhkyL8hOZEa8ssXdDpdU1OjtLS0sLBQuY4iyHFxsaNGj/7x/cfgIYP6ew+wsLDAMDQ+ISEs7Oaxo0d//Phx9sxZI6O/isjL38ACAOB1VNSDhw9u3giDIHDVqpWLFy+RZ1NOAoIWCAzD/fr1k938fB7/zZu3ZWUsFEW/ffv2POI5ifwfGwtBUFtb24bVx8rNzX3w4H6LsrF0dXVXLF8xdfrUTp3cdXR0MjMz586b+/r1Kx6Pv36dKAFXivvCcfx7TMzDBw9hEgyCIrNeR0cn+mv0t5hv4opqHBcJp/Xt188BaDQ2FqFB2mwwMTHp2aPnrp27OeWc7t27q6qq5ubm3r59+8rVyytXrubz+TNnzSgtLW3Xrg457wiCbNy4MT4+7vDhQ35+/pUxZXf3TmNG+x08dGDJksU7d+7YvHlLY6lQq/BOnzp5SpQbYWSopam5ZMlSeWq7ExAQyAJtbe0L58+TSGQKhRIaEsrj8X5JccFxnEwmN3jPkhaYeDNs2DANDY1Dhw69jnpVxip78vixh0eX2XNmd+7UWbo7gmF4/rwFkydP+fl7haBQVXF58fGXShkfUaBE8NtngkRav34DBEGnTp/evmO7WI9UX18/MHDVgvkLPn78UFBQsHHjxjpplsTHx99/cH/ypMn+/mN/+ROZTJo9a/b7d++uXb82d+68RqIoI+4/SqVR58yePXjwkMNHDktSJURAQNBIgGFYS+tnvbAcBIQJ6oSXl5enpyePx0MxFIZgGo0mI1tTTV1NTV0eZ19qNhaKokQSYrNBR0dn3779U6dOS09PRzFURVnZwtLSxFjU0MPBwfHG9ZtatW7JIiYxMRHDMC+vX9toVNKzV6+wWzczMzMaiY3Vt2+/Hz9+DB3qM2zYMBRFTUxMCCcWAUEz4/3796qqqpaWllU3FhQUJCQkuLq6ykgsgKB6QBCUp1haUlISn8+ztLSiUCiN2sbS1zcgBKuaExAE/bFNZv2KnHk8LgkWSW397QVKSko4DvD5AqBx4Obmdu7c+crCFnk2oiYgIJApCIKIG1EHrlzh4uK6ZPGSn4VsFXf4K1evHDx44Nat26Ympg11IjAMEwgay8VQPqAYWlxcjCJ/CBfAMKypqSkjh9bjx49nzZ7ZqlWr3r36dO3axc7OXrrP+VKzsWbMmCHdzH+C5oSOjo5AKExKSur2W0dYMfHx8SQSLGH/CulS+ZUWt6/W09NrLLliBAQEEvD58+eFixaWlBRnZGR8+/bt0aOHVYIwYEZ6hqGRvgJdoQGPsZGRke+IOvSKbQYUFhbOnDkjKSkZQRAcwyAYxjAMAkEKhYJhmKaW5sABgwICAqRe7Nm/f39lFeWIiIgbN68fPHTAwMDAyamVp6dnj+49TExMJL/mS83GalR3RwIJQVH0/fv33759LS8vr+xcV6EIZzhw4KB6OCwdHZ2MjIyOHT86cOAAHZ1fpeRS01JPnjzp5NTKzMysEZ67+Pj4RYsXXbxwkcjeICBoBjAYDHt7u9JSZkFBgYaGhqODY+WfcADv2KHDsGHDf+/xIE9UVVWdnVuWzrsCXcHMzPz+/fumJqZubm7a2trMsrIXLyLjvsX16tWbz+evCFwRHx+3des26Qb1DAwMRo0cNWrkKAzDUlNTnzx9cv78+Tmz5zCUFC9cuNizR8/GYmPl5uZqamqKM4UJmjoHDx4IDFzJZDJJZJF8iHgjIkS9unn27duvHjaWhobGrJmzp06bEhAQsHbtujZt2ognEQqFr1+/Dly5Ij09bf26dXWt5eHxeAiCUKlUmcapMQwTdU4kpNUJCJoFtra2B/YfBABg+fJlDo6OfmP8gMaHdLXsGz8gCBUWFvr6jgwOCtbT0xNvzMjImDAxwN7ePjQk9ODBg1u3bRk7dqybW1vp7hrHcS6XGxMT8/x5xMdPn7gcDkNJ0cLCQlVVVfLJ69Alqno2bdpYUFAgrdkIGpCsrKw9e/e079D+3ft3+XkF+XkFebn5ebn5RUVFN2+GKSjU04U+btzYjRs3vnz1yr1TR48unf38/UaPGdXRvUO37l4/fsRu3brNx2dY7WdjsVibNm9q1dpJV0+nW7duV69dBWRJi7rYERC0EIKCgkePGg00PjIyMi5dugi0JGJivj14cN/f37/SwBLHTIcO8bl9+1ZJScnw4cOVlZVjvn+X7n7fvHnj5zfG2aXNUJ8hly9fxnF87Nixkc8jI5+/cHN1k3x+qbmdhEIh8aDfPMjPz+dwuFMmT5HKJ6wSEom8aOHiDu07Xrhw/mn407CwmxAEGRsbz5s7b+TIUW3b1u3RZPnyZfv27adQRTI2L168+PDhPSIUjhw5SooLJiAgaN402gxLJpP59dvXkUALuqChKCoQCNgs1i/bi4qLQEgk/I7joEi/StptdaLeRJ0/f4FGpw0fPmzK5KmdO0tZi0tqNhbxoN9s0NbW1tDQkJFXsnMFfB5PgAhBACSTyfUokH7//t3JUyd19XTOnjnXoUOHAwcPLF+2fNv2bQMGDJRF+wscxxtW9JmAgEBGCASCxMREAwMDFRWV0tLS/Pw8KyvrBr+dgSDYaO0/GWFpaWlhYRESGqqqqmptbUOjUotLSiJfRB44sH+k70gQhPbu3VVcXGxjYyPd/Q4aOAgEwQ8f3iclJfmP9VNSUvLw6NKls4edvZ21lQ2NTmsssUKCZoOBgcH48eOPnzj29OlTLpfL/xeeUCiUyi6oNJoSQ4nBYNRPgebjp0/lbI6Pz7Du3bsrKipOmDDB3sEuIyMjKSkJkAHKKsqdO3cmpEkICJoZaWlp/v5+Q4YOjomJAQAg+mv0kKFDJk+elJWV2dBLa3Foa2tvWB+UnZ3Vz9u7e/du3Xp069W715Qpk9u1a7906bI3b99u3bZ15KiRLi4u0t2vqanpnNlzTp08fffOvcuXr8yYMTMjI31cwLi+/fq+inrViPxYonpLIim4WcDhcL58+Rz9JbpHj+76BvqVolaIEOno3vHwoSN/E4hDUfSP6iZSR1NDE4bh79+/s9lsBoORnJScn1+goKAglRTF3zEzNQsOCoYg4oHkzyAIgmGYLI48QbMkOjo6JycHgkADQyN7O7vfX5CQmJAQnyDuCf37XQUHcAqZ7ObWVsLvu1AoXLN2zT+PHy9ZvNjW1lZU/uzgMG7s+K1bt/B4vOPHT8hIlLKWtMD7ae/evcOfPrt8+fKX6M8YhhkYGHp5efXq1YtKoVpbWd29c69Tp04yqqvLyMhIS0v9FhPz4kXk58+fGYoMKysrZSUp9FOS2nLbtmtX72zoeoBhmLR8KgS/AIKgpaXVuHHjIRjCMayyhxOKYLZ2ttV4sJ2cWmnr6MjheHbv3t3O3jb8abjvyBGODo4PHj7IzcmdMnWKjDTixR3ggaYLmQyAoOg/2dwznJ2ddbTlcd4JmjoRzyP279/37Nmz/DxRKoKBoX6PHj3mzJ77i3PiVljY0mVLUQSDSdDvXz0URdXV1e/dvd+uXTtJFpObm/v27ZtZs2YtW7ZcvEVdXWPJkiUqKsqbt2xOSkqy+5P9V0swDMPx+j94gKAojwJoeZibmy9btuz37WYVyGKPERERm7dsSkxMzMnJIZHI7u7uy5Yuc3V1s7Ozk0rPSqnZWAHjA+R5H9LW1qlrljRBLaHT6SuWr6jH4erbt698nr1UVFQOHTw8a/bMe3fv37t7v6KZqM+G9RtktDsmk/n5y+eOHTo27HNtvUF//MA5HFyICCMiKT26gwpS7lOxdMlS6U5I0Cy5fPnSzFmzCgsKzS3M3N3dEQT99OnTqZOnw5+GHzl6tFfPXpWvnDVrtpmZ+bz5cwEAWLtmrSKDUfXCguM4hUKxsLCQcD0VHUhBPd1/q9jE2NjYgCDIZDIlmVxZWZkugYqppaXlzJmzJFkAQS1JSk7KyMjs3q17z549PTy6qKurSzdk0VRz3lu3bi327hI0KuT2MXB3d799+07Es4iCggJra6suXbrKIttdTHJy8tKlS+/euSuVNuxyBUE4e/bzT57BS5kAjpfPXyzo0U1xdSBkoC/FnRBRVIIaef/+/YwZM0pKS5ctXzpxwkRLSytRuf73mH179x44cHDGjOn37z2wsrL6ma9JpQ4dOvTtu7e3boUNHz5CSUlJFkdYR0fH2MgwLOzmsGE+lV2ihULh3bt3SSSShO2zpk+bLskjGYVC0VBvalebpsngQYMHDxosOxF1qdlYr169atOmjdzChSAI0miSJvwTNGkM9A1Gj5aHtg0EQXQ6vSmGC3nHT3G3bAdhEkCqiPAiiDDsNpvLUz5+CKgprQGreL84kYXWUMAwBoEYBALNor5s7769RUXFixcvCg3ZWLnRwd5h167d5eXlp0+fOXHyREhwSNUhri6u379/l11OCJ1Onzt3/hi/0T169hwyZIi+nj6TWfr4yeNnz8LXrllvZGQkyeQS5i0IBILycraaGtE9RebIukWN1GysU6dOmpiskWdKFoGs+eXq9vr1q5thYSsDA9WJB6ymAM5m886cB2H4p4FVYS0CNBoS+YIfdofk3BpA/5ovAkKgdhnLAoaVcvPxlDSsWukKSCxb0+IydGUICIKYsFw7g03lcyG1FFxRiEmQ3NOwQCQ4KT392ZPHevp6kyZN+uWvZDJ56tSpt27fevDgwby586p2sOnTp0+79u1k2ga3T58+F85f2LJ168aNoXyeAIQAMzPzLZu3TZw4EWhQ0tPT7967M3fOvIZdBkEjsrEoFEpTfNAn+COpqanbtm/99OkTDMM4LkpcIJFIaWlpSkpK1STflJUxBQKhpqYmcVQbA2hKKl5QILKrqlLxJS1ftLRG78h0DJtmaA7tO1xy4Gg1LwMBoBwEYRyn4QBOXACkCT69wm6FgCmlINh0LVgqCCZw2IXZWR27exn8lvwEAIC9vYORkVFWVmZJSUlVG0upgt9fLxAIOJxyBkNJ8hIzEAR79+7To0fP/Pz8nNwcBbqCsbFxY/AU8Hi8/Pz8hl4FgRRoqu0FMQwTCAREuFAWiEqa16wOuxXWuVPnDx8/qKmqOTo6fvj4gcfj7dq5q5pWqdeuXcvNzVu+/GeRTrOhiWqQghSK2KL6FQyDjAxALS0A++uNGwTBtLS03LxcC3MLTS1N/C+vFM++9+untpra/Q2NeaIkYgJpnDsARAE0h52B4IihohEVolaW9zY5IAikFBfBeZk8Hh/50yeEz+cLBAIYhmuZ2Pf06dPde3Zt3rTF0fHfXs6SAMOwXgVAo6EFapA2V5qqjRUVFXXo8MFTJ0839EKaIWnp6a+jXoeEhE6dMnX9+nWxcXHnz57Lys6eOm1qRkZGNd7KgoKCvLw8oNmhq6szftz4JmfQQxbmsJ0N8ubdfyQbMAyg0xmHD5CsLKsffmLhgr179x0PWVdjx9zksf72ffpSR4+uj54swV9gC9kn3i8v4hVtaLtRiyETURK54VRQYNK398fPn2J+/HB3d//lry9evkhOTvHw8Kjm+a0q+fl5UVFRZWVl0loel8tNTErk8/nWVtZCoVAqpS1Xr15RV9fo1q2bNBZI0IQhNVHBtPJydk5Ojjz32HJgMktJJFIrJycYho2MjMKfhbPYbGNj4xEjRpw4ftzX11dLS+uPA+EKgEapkClJjY+url6D52fUA5BEos2cwU5YiBcWgmIDUSAAQJA2zp9kX7PwDwJBQhzHSCSRvFa1kCAIItf8MoK6AVIQMoSgIEAhN/Vjq62vP3jQ4A0bgoKCN5w9c65qlnF6evqmTZuEAuEwH59apl7BMEylUqVVzXrx4sWDhw4mxMerqasdO3Z83969hkZGK5avqNRerh9PnjyxsLCot43VRH3nkiMUCt+9fxf1OoqhxPDu552Wlubi6kKjNrHn26pITQdi+PDhMk1O/AUQFLWJlNvuWhQqFcJraenpFX11DIuLi8XmrK6ObmFRoYz6GMqO8PCnPXp237Z926dPn1qaHDmluydj1zZyxw5iDVLY1oa+OpC+eH5txv50V9by2YnIeJc6OA7igCgPq1kc22nTpru6udy/92DwkMHXr1+Pj4//8ePH+QvnBg8Z9O7tu169e44ePUb+qzp69MiUqZMZDMVBgwZjKEYhkx0cHffu2RscEiThtYJEJkvywKmoqCi5AFiTIz4+fuCgAT179li3bt2J48czMzMDJoz38xvTpMMjUvNjde3qKa2pCBoWExNTR0fHpUuX8Hi8zp09+Hz+4SOHR48afebMaQiG5GlJSwU9PX0yibxixXJVVVU3t7aDBw8eNHBQLaMSYrKysq5dvzpp4uTGkAxbVyjdPGFDg7JR/iCNrrhvJ4lQlSNoCPT19c+dOz9u3LjI55GRzyNNTIwRFMnKzAYAoFfvXseOHa/9hUVaT9clJSXHjh3r16/f6VNnvn79GhX1mkymLF2ylMvhXrhwfuqUaaampkADYWJi4u83FmhJlJWVLV68KDEh8fSp0/EJCbduhRkbGwdtCJozd86OHdtDQkJl6lUpLS0tKipCUbQyGQYEQT09PcllFwlXEMGvkMnk4KCQDh06RkZGmpqYzJg+49jRo+3atbt169akiZMllOaTP46Ojg8fPvr86fOC+Qu4HM6qVStbtXKaNGni/fv3CwsLazNDQUHB5ctXeDwe0EShUkEKBVSgQ3WxLAkIpIuNtc2jh48OHDzQu08vRQZDTVVtwID+Z86cDrsZZvjfqwqbzS4uLir+E6WlpWwWWyrrKSkpLikt6d6tB4VC4fG4Fa5Dke+qW7duKIbl5uYCDQcEQU20q0S9iY+Pfx31eu3adT4+w8xMTXFMpOY/fPiISRMnPXz4sLi4WEb7ZTKZixYvMjM3tbSytLWzsbG1trG1tra2btXa6Wn400bkxzp69KiPj4+ampq0JiRoQKysrC5dulRSXEKlUmfPnuPi6pqakmpubtahQ8emeF5IJJKdnb2dnf3SpctiYmL+efzP0aNHT5w84eDg4DN02Lhx46p/YG3yvcMwTBRvqhDhaOilELRolJWVp02dNiFgQkFBAQRB2travwfUBAJB4MrA8KdP4UpdtypAEJSXl8eShpnFYDDoCgopKckVD5Yi7SGxGERWdhaKIn/rfC8fWCxWdk62jbUN0GLg8rgQBJmaiS7F4lw0cZK3hYUFh8sVCAQy2u/ly5d27do5YsSIHt170Ol0cWQeB3ASDLs4/6eNZgPbWO/eve3bty9hYzUbYAgWK12RSKSuXbp27dIVaOLgOP79+/dPnz+9eBGZnp5mZGiko61z7vzZQ4cPbgzd6OfnT2T4ERDIAQqFUr07nMFgqKtrwKQ/hVlwQFVVTYyEy9DW1unZo+ehw4esrKyVlZURFMnNyc3PL9i0cZOtrW1lY58GIT09/fKVS+vWrgdaDPp6+goKivfv3e/k3olMJoMgSKWKKpUjIiK0NDVl1yot4nlEx47uhw4elrDK4W8QGqQETQahUIiiKI1GEwqFkS8i2Sx2586da+yEgKJYWnrq7Vu3Hzx88OXL5+Li4g4dOm7etKVr1662trYpKSlLli7etn1bnz59tLV1GknZLAFBi4VCoQRtCKr+GwdWIPm+Fi1cmJSUOGv2TGVl5cLCwoCJASUlpUZGRuvWrmvw5MuWVqBjYmIy0nfkrt07mWWlMASzy9nXb1x/+eLFtevXgoNDlCsqsWSBAl1BWVlJdm7LpqqPRSBTUBR9//79t29fy8vLKyvMMAwzMjIcOHBQgwTOXr58uWTJ4n79+i1dumzturVbtmwGANDZ2fnE8RP29vbVDHz+PGKIz2Ael+fg4DBp4iSfYcMc7B0qFaLNzc29+/W/eOkCgvw1joZXIIP3REBAIEMTqka0tXUunL/44OGDR48eFRUWwiSSm5vbyJEjdXV0G/zEtLS+KSQSKTAwkESCT585k52dJRQgEydONNA3WL58xZTJU2R3NPz8/OcvmHfv/r0B/Qc0ahurpRndzZuDBw8ErlzJZDLJ5H8/IYgQ9erm2bdvP/nbWPn5+YsXL0JRrJ+3d0JiwunTp3xH+I4cOWrpsiW7du/at28fCf7rJ1lRUXHypCm9evVq69ZWVVX19xf079/fy8tTR+ev+eDm5uabNm76Y1sPAgKCJg2FQhk4YODAAQMbeiEEgKKi4vr1G/z9xyYlJ3HKy2k0uqWlpbW1tUwPDY1GA0EoICDAs2tXfQMDUYIgjmM4TqVQxo0b7+Dg0FhsLAaDQaSzNA+ysrL27N3j5eUVtCFIX1+/6p9IZFKDuNB//PiRmpZ64fxF5zbOJ04cLysrmzV7dvt27b98+Xz12lUWi6Wm+tfkjLZt27Zr166aybUqqOYFysrKHTp0kOwdEBAQNDqKi4vJZPIvj088Ho/NZqurqzfgHa3FapACFRVX8kyGS0xKFPAFuro6X799jfkeI47b4DhGo9H69uvnADQaG2v69Bk1ZsYQNAny8vK4XO64seMkN+GlBYfDoVAo4oZiUW+ijI2NLS1ErWCUlJRQFP1bNz0xkjuZcRwXd8WWcB4CAoLGA4qiq1avauXUaurUqVW3P498fvTo0d27duvqNljEUEtLy8uL6MMjDwYOGOjR2aOitet/moKCICiVrkpSu200oFwbgXTR19fT0NDIzs5qPAfW0NAAgqBH/zwSCATh4eGdO3toaGhwudwnT57o6ekpKPwhXTE1NTUhMeFfvfL/Ivoq4YC1tbWJiUmNe09KStq9e1dQULDs8i4JCAjkRkpKytmzZ8tYzHv37n758jkjI12c6yK6VkDQ8+fPMzLSZScWUBt0dHR66vQEWirIf314UAUy2hejAhlNLk0bSyAQiOstpTUhgZzBcVx8WVFTU58yecqZM2dsbe06duxY5cONQxDcIAnvNja2w4YNX7turQJNgcvjjBg+Ijk5efqM6S9fvti5YxeN9gcb68aN64GrVoJ/8WOJ09hDQzfOnTO3xr2z2exPnz+3WNc9AUEzIzs7+8zZ00VFRWw2u6CgID4+vupfGYqMKVOmir3mBHI+L3v37n377k1VAxdFsG7dvFavXtNERQqlZmOtWbN67tx5DehcJZCQuPi4iZMmFuTni1UBk5KSevTobmBowGAwxFV1iBDp6N7x8KEj8lfnE5dzOzs7f/nyxcvLq3ev3l+/fmUwGPv27hszxu+PQwYNGmxrW0PnYzu7mlsji53GRKCQgKDZ0LFjxy+fo3k83qTJk5ydnRfMX1D1rxAE0cQ91BuOvLy86K/RPXu0IFcWi8WaNXvmP/88dnZuo6z0b8QARTE53HEQBImNi8vPz4NAyMDAQIoJYVKzsVgsFlFa2KRhKDLcO3QsZTIhSOT98fLywnFxuejPGDWKYLZ2tpI0OpUECoUyauSoUSNHiX91cHC4dvVaNa83r0BeqyMgIGgyQBBEryA0JJTBYDS4FNbvFBQUhIc/bVE2VlxcXGRkZHBQ0IwZM+X8TPst5tvaNWtevX7FYrFAEFRXU+/Tp8/q1Wt+KfmqH1J7J0SUsKljaGi4ZctWoIkg55IfQh+LgKD5IWtdgHrTAn3nXC4XhuB27dvL+Y0nJSX5+fmVMZnjxwe4uroiFQLXly9dycnNOX3qTO1blf+NlnUWCVoyGIYhCFKP5oPip17iKYKAoPmB4/jLVy8jnj3LycnR1NJ0d+/k5enVRFN/mjSOjo52dnavXr7s0F6uQjlXr10tKSm+eSPM2dlZvMXXd2TPHr1mzpr5+PFjHx+flqtBSrgWZAqHw0lJSTExMWEwGIWFhaWlpZaWIrmEakAqkNF6+Hx+VNTruLg4Ho9fuRHDMHt7+549e1ZvAJWXl1+7du3GjevJyck0Gs3K2sq7n/eAAQNrWU5iZ2d34fwFyR9o/kUcb62HK45MFtUYg2DdxpJIP0fBMnH+IQhC5AkQNEVKSksWL1505swZdXV1NTU1FosVHBw8cODAXTt3GxoaNuzaWsgNjslkRkdHI4gQBKHu3bvv3be3rKzM3d2dQqGIDwCGYTo6Ovb29jKKXXyNju7Y0b3SwBLTs2dPQ0OD+Pg4yeeXmo1lZGQkZ9u/hXwEG4Tv378vXrw4Myvz3Nlzjo6Or169XLxkcd8+/VavXl2NClq7du0KCgplsR6BQBAcErRly1Yej/eL9Py4cWO7d+9eTZZYeXn58hXL9+/bb25h3qqVEwiAnz9/uXzpsr+//7Zt2/+o/P4LJBKpNi+rJUj0VzQuDoAgLDu7TgNxLlfw+CnOLMMpVCy/AKrlkhAEiXyJlzJFsnoZWZC6FBRffqFz585GRkZSn5aAQNbs3Lnz2rVrG9YH9e7TW0NDg8kse/nyxZo1a9ZvWLd/3wFJglYIImquKsnaWoimd0xMzOgxo0pKSiAYIsEkLpe7bt16Gp1aYWOJbvFCIeIzdOixY8fFLaKljrKycmxcLI/Hq1roUFpaWlZWJpVG1FKzsRYtWizPbGg7O7tfhOMIpAWXy12ydPHHT+9XrVwtlo9q167d8OEj9u3dCwDA1q3bSKQ/n2jZiebFxMQcOnRoxPDhS5cu+6WmmkKhVP/BexYRfvLkiaDgoLlz5lKpVBAE+Xz+lStXFiyc5+bmNn36jBr3zuPx8vLyDA0NJfyE43w+78Bh7t4DOJsNQBBnQyiWk0dfMAesRcotmpzMXrQUiXoHoBjGYrPHTVTctpnsXoNTHcvLL1+6Qvj4KY4gIJPJGjdRIXgD1bsPIFVmz5ot3QkJCORAfn7+nTu3Z8yYsWTJEvEWQwPAwd4eQZAdO7anpqbW6LmvBuc2ztX0mK8RY2Pj0aPHAC0AaxvrgwcOicQaQJE+GVhhWVZtEYthmKGhoew8ON7e3ucvnt+wYf348QGmpqYYhsXHx2/ZuoXH43l6ejUiG0vOeWoGBoY+Q4fJc48th5SUlK9fv65YsXLGjJniLbq6ekEbgmg02sWLF3NycoyM5O1Fz8nJwTBszpy51bd//iPR0dHa2joTJkysLACm0Wj+/v7Xrl999erV1KnTanxeTElJWbd+3cEDByX0ZgkjX3C274KUlWmTAgAY5l+4zDtwCLazofoMqWEkhnFCtiCRL8ldPCh9+wjfvhPcusPZEKp08gj09zaLInN5737BnfsklzZUn6FIXJzgynVuUCjJ1gq2sACkB5GpRtAUYbNZPB7vdwEXW1tbAACZTKYkk0+aNFmS4UpKSjZKNkALQFND09vbuwEX0KNHz3lz5m3ZuuXsuXPGxkYYhiUnJ/N4vO3btjs5OUk+v9QMox+xP8zNzGXkzSOQJyiKwjD8uwSfra0tggjZbJb8T4eenp6Kikp+fl49xmpqaJJIMPab3x7DMAUFhdo45Pl8flZWluQpR4KbtwE+n754AW2cSNMLtrRgz1kguHWHOqA/QKnuKQ1JThFGvoCtrRUP7IG1tamjfNl8vuD+Q+T9B4p337+NwkuZgtv3IB0txr7dsJUFgGNsEOSfOCWMfCVdG4uAoCmipqaurKzyIvLl6FFjql4HXkRGkkiwtnZ1Ty+yjvSJC3QoFArQYsAwrKioSElJ6RdxMjabLRAI1NTUZPQsR6VS165d16VL1+s3rycnJcIQyWOsx8hRo9q0biOV+aUW8T2wf39RUZG0ZiNoQAwNDTU1Na9du1ZWVla5kVNefu/uXWVlZQkvPfXDwcFhmM/wbdu3vXv3jsfj8f8Pj88TCoXVj+3bt5+BgeH27dsKCwvF2dkCgeDcuXNxsXH9vL1RFEUQpPrMCWnVUePFxSCZDNv/fG6GbaxAOh0vLcWxGvI28NJSAEEgQwO44uCDigqQkRHO4eIsdnWjytkAjweqa0AmxhVvA4LNTAEQxCV7QCcgaB6oqamNGjXq3LkzkyZPevzkcVJS0osXLxYuXLBt+7Yhg4cYGBg04NrS0tLOnD0NtCRKSkpmzJz+IjLyl+3nL5xftnwZj8eT6d67deu2d/fee3cf3L59Z+PGTdIysJp2XSGBjFBTU5szZ+70adN6p6Z6e3vraGsXFhbeu3/v/fv3u3ftqaZNZlFREZ/Pl4pu2y8UFhbGxcc9ffq0o3sHQ0NDOp1emQ45zMcnJCS0mkyp4uJiDMO2bNl68tRJJycnJYZSekbGly+f1dXV9+7ds2fPbgRBW7VqFRwUrKSkBMgS2LmN4OFj3vGTkKoKQKXyjp/GS0pgJyewpqdVkoU5pKmJvP/Iv3aT3LkjGpcgfPoMNtCHzKtrEgpqa0FmpujXb/zTZynefbHcPMGdeyCNBttIuad9SXEJhUqRSn4oAYE8mTZ1Gqe8fP+B/afPnMJQDIIgDQ3NqVOnL1u2vGFTzsvLy5OSkoCWwYcPH65dv8oqYz19Gi4UCp89f4ahP80JEASvXb+ura0lYQFBA9JUNUgLCwt/xP4QtcsmkAEjfUcq0Olbt21bv36dUICAEGBv77Bv7z4/P/9qRl27di0nJ2fNmjVSXw+ZTLa3t9fW1oYg6BfpeRsbm+o/ewIBX01VdeDAATiAYygmFAoN9PWNjYxw0XCR0gQCo1QqpZpJxK4vyetYqT5DhHfuCW/eYkV/Bchk9PsP2NycOnJ4jUIMoJoadeJ4zvrg8qWBsJU5lpGJ5eTRJgWQW7eubhSZQpsyqXzhEk7wRv6Va1h+PpaWQRk6iNy5EyBVNm3Z1KlTpwH9B0h3WgICWUOhUJYtWz5kyNDYuNiiwkI1NXULC4tWrVpJPjOHwwFBsN5NYFqUBml8fNyRI0dwHC8rKw0PD3/9+nXlxRbHcR0d3SlTpkpdi18oFGIYRqFQMEx0U/jjaygUiuSmdlM9i1++fN62fZvH3fsNvZDmCYlEGjrUZ8CAgXl5eXn5ecpKSkZGxjX28GIyS0tLS2WxHi0treCg4PqNdXV1u3rlavX2EQiC1XyXlJWV27ZtK3lhC2xuprh/N3vBUjQ6GlJTo/TrQ589k+ToUJuxtIkBAInEDQpFPn+FbazoY0bT584EqDU4wKhDBoqeiZevRL9EQ+ZmtOmT6QvmgtJuMp+cnFyPWgQCgkaCTQXSnTMkNMTY2HjK5CnSnbZZMnz4iEGDBufm5owdN3b2rDkDBg74/0O0CBiGpZ7njWFYYOCK8PDwS5evvH79avny5b8Uy4uzdffs2du9W/fGYmMhCCJPwSocx5uu87CpQCaTDSuo5euhCoBGBgiCoGSaC2ZmZps2bpJK/inJwZ5kbYl9/Upfvpg2ylekDlo7QBiidPPkbtkOGxsrnTwCm4o0NWoDpWd3zoZggEphHDtIql0P7LpCIpEa4XknIKgePp8fnxCvqqpqZCh9dbeSkhJ1NbV6D29RNzhSBcbGJgcPHjLQN1Cgy6N9ZOvWbchkMkNR0cTEZNDAQRVdev8Fw3EKhaKjU3/1DenbWF5e3Wqpmi0tiIpxgtqDomhcfHxRYQGJRNbR0TY3r0NhHQRB0nqQwrhc5N0HUEmJ0rtX7Q0sMcir10BpKXnooNobWCKX+Lt3eFExubuXjAwsAoImSn5e/ogRw7t367537z6pTw5BkCR3KBqN1iDVRQ0IiURydHCUz74gCBoz5qf8mLa2dudOnWW3L6nZWCNGjJDWVAQEYn78+HHw0MF+/fq5ubrt2r0rPz8Phv7jkUIQxN3d3d9/bPV+lNjY2LVr10a+eM5ms8kksoqqSvt27QMDVzo41CpOV1ZW9v17jKurm+ThQuxHLFZUBDs6gMp1zq9HvnzF+QJSHZNFkI+fcTab5Cy1MhkCguaBrp5u7169371/l56ebmxcUXvbaDA2Nh7rP7ahV0EgBZpqPhZBS6C4uPjFi0gnJycnR6d3796mpaXD/+24hwhRdXWN6oPUmZmZARMC0tLShg8f3srJCQTBHz9ir9+4Pmr0yEsXL9nZ1ZxIlJqaGrhy5ZXLV6rpI1RLkA+fcCaT7OYK1pTc9gt4KROJjYP0dGDrumhPIwj6LQak0UgORL4UAcF/gGG4T58+T58+9RnmM2LEiMpvN47h6hrq3v28G1DukSJC0qsNQW14/vz5x08fZ82aRYL/NYd4PN6+ffu6d+/Wps1/+hg2pI1161aYp6eXsrKytCYkIHBzc7t7576SEoNGo50+dQZBkF/c7ziO0+n06lvcPH7yODb2x4ULF/v0/reHzPjx44cMHXz+/PkNG4LkmRuBfIsBcIDkWGeLB8vOxhISIWMjyMy0DqNyctDEJMjEGDIzq+seCQiaN0KhcP+B/QmJiSAILF/+8d/mLSjeqrWTZ1fPBrSxBAIBi83SkEF3UQIxGIZ9+/a1rKzs8uVLj588sbG2VlJSEn8GIAhKSUnZuClUW1u7EdlYDx48cHV1I2wsAilCpVJ1dX9mHWppadVvkqzMTD09/Q4dOlbd6ODg4ObmlpiYKBa1l0/yH1ZQIPJFGRrAVnXug4YkJmG5ueQe3WrbCroCND0TTUome3WFjeXd/oiAoJFDpVKPHjnG5XJ/f3KjUChSbANfDxITE69eu7J6lfR1cAjE8Hi8ufPmPo94DpNgHMcHDxkMVAFBECsrK7v/60U3ChsLhmEiCZ1AznA4nPLy8urNLycnJxRFM9LTVas0n2Kz2ZmZmZ5dveTZyBzLzsESEmBHR8i8zl4l5MMngEIhudbtoQqN+Q4IBCJ5CDm+TQKC6ikvLy8oKIAgSFNTU+q6R3Wi0eaV4zheYwcLAkmgUqnBwSFFRUVhYWEvXkSuX7dBUfHnRxEHAAgETUxMpSJJQ+RjETQZUlJTCvILQBDEAdH/QBC8fOVSTEzMlctXqxEZ79Spc6tWrWbOmjl71iwLS0salVZcUnzixImszCx7e7tPnz/hGM5gMCwsLP5mb0lLgxSNjcNLmSQHu7omYwEYhrx7D1KppHZudRonfPMWpNHI7drWbXcEBLIhNjb27Nmz5y+cy87OBkHQ1NR0rP/YUaNHm5rUIQLeQmhpPgtMvv0KYRh27+gOAICRoZGXl5fsivYIG4vgJ1lZWXv27maWMv9Wo4egqK2t7cwZMxukU+m5c+fWr19bXFJS8fUgYRgqFCICgWD06FHVr+f795hv377G/oiLfB6pp68rtrGYpWXKKkpLli5BRKAdOnQ4fer036IDOjo6Y0aPrrdkcyXCdx9Evig317oOxLKysdQ0yNAQNqqDkA9eXo5EfwOVlCAnOVVEExBUw8uXLyZOnBgXF09XoFlbWSMokpiYuGJF4LXr106eOOXo+PNTKhAItm3bFvUmivybuAkOACQYBiFQUZGxfNlyS8s6x9x/RyAQREREvHr1ksvl6ujqdmjfoX379oTeW0P1K5w6eWqPnj2rbj9/4fz79+937dwl+RX4j7SpAJAZUrOxWo5gWnOlvJwdFRVVkF8A/bd2rxJEiAr4/AZpTJmamhIcEmRuYTHHu//BgwftHRy6d+v24OHDjIyMpUuWVS+pYGxsPGf2HPHPKIriuCilEYYhDMexig8thmEGFT0Q/zaDvr7+jBkzJX0PCIK8/wAqKJBdXeo6VPjhI15WRu7VA6zLVQb9FoMXFZHcXCG1hswsISAQebDi4kaPGZOelj5mzOiFCxfa2zvgOP7x48fQ0JA7d+76j/W7d/eBnp6uOEyWkZnx4/uPX6S3QRCkUCi5eXm5ObkwCZ48abLkNlZGRsaMmTPu37+nrq7BYChyudySkpL+/ftv27rdxKQOKnRSp0VpkH4g+hXWhunTZ0he2U7QgJibm1++dAVF0b+5ZHEcp1Yg96UByclJbDY7JDjE2dklPiGezxdMmTLVz89/9JjRV65cXr58RTVjTUxMp0+fATQ0aFIylpsHW1qA2nVO3ke+RGPl5aQ2reqUViX89AVnsUkubUCJZb0I5A+ZTIZIEARDzaNv3cGDB9LT0v3H+h06eIRO/xkMcnd3P3Pm7KjRIx/cf3jmzKklS5aKZQuCg4JXrVxV9UJEJpOFQuGt27c2bdqkpMyYPn26ra2thEtCUTQkJPjVq5c7d+zs1Kkzg8Fgs9nv3r9bt25tYOCK48dPNIjDXoyKioqT47/5o82beLn3K8Rx/OzZs9++fVuwYGF8Quy5s+d+SRTBcJxKoUycOMmpShZv/ZDat1fypRA0LCQSudFmgPL5AjqNLo7lGegbPPrnEZfLVVBQ6Nmjx8WLF2fOnCXTgta8vLxH/zwa5jNMEme18P1HgMkkuQ2uky+qIuTHQb/HQuoaJNu6tFTDMOTLVwAE66pZSlAPuFxOWlq66OMhpYwREADLheXMTCaLz05LSUMUUVEGYtMEBMG8vLzbt2+pqKksXrSk0sASo6qqumDBwohnz2/evDlx4iQNDQ0QBNV+60KTlJS0efOmM2fPtm/f7sTx4126dJV8YdnZ2RHPI6ZNmz5r1uzKjc7OziQY3hC0IT4+vjJ8KX+MjIx8fUcCLYPhcu9XiON4XFxcVNRrLpeTnZ3z/HkkTPpP9AbDcDqNNnjIkMYVK5RniRaB/BEKhcXFxVpaWvJPVtDT0+fxeeHPwo2NTYyMjNLS0nJzc83MzHh8fimztPoCHB6PV1BQgOOY6M71L6InJTU1tdoYZ9nZ2QcPHhw86D/FvXUF+foNEAjobi5AHTM3wfwCNCGBbGZaNxurpBRNTISMDGBzIptYtgiEggULFjx48JBKo1akDEkHDMeKeUUojkbT/MkQWYozyxkQBDkcTkZGpoeHxx+bn7o4u5iZm6akphQVFWlo/KoIxePyjp88vjE0lMvjrlu3buKEidIKmIjTHox+y3E0N7eAIIjD4QANSsvJeSfJvV8hBEGLFy+eM2eOurq6trZ2F48uv+t3/NHWb0gba/fu3f7+/pqamtKakKBhyc7KysrOErlsQdHlHQTB8PCnt27funzpsr6+gZwXY2tj693Pe8qUKdnZOT5DfUAAnD1ntpub29GjRzw8PKpvlPnsWfhQn6FcLq+y6ycMwyQSCQTB4OCQeXPn1bh3EAT5fP779+9VVFTMzMzU1NRQFE1OTmaWMSFQZG7iOKagoGhlZUUikcrKypKSk3DR5Vu0OwxDjYxNtKk0LC5OqK7+jcsRfvoIim6Xou+wo6MTmUzmcrmJiQkCoRAUD8ExDXUNswrV0OycHPaTx9pZOUWmxnEpySQQNDe3UFZWxnE8JiaGL+CLh+A4rqSkZGlpCUEQk8mMS0xUTkjUSUyCXdpAdWluSFAPECHy4uWL1NRUI2NDGo0uLWMIwzFcjMgWaMKpOSAIYpi4EPhvrxD988ejFhkZuW7dusjI5wMHDly1anUrqTplDQwMevTo8c8/j0YM91VX/3k3RTH01u0wM1OzWjbakhGlpaWpqSmSC2A2IUhy7FcojsZW7lemAiJSs7ESRFkyfGnNRtCwPHz4cMnSxdnZ2TgOkCok2oRCIZ8n6Na9G4NR50Z7kkOj0zZsCLK1s2MoKlpbW4eGhi5duvT+/ftdu3ZdtnR59Z5kR0en/fsPoAhS8WAIIigSHx937do1Gxvbvn361mbvZmZmrVu3XhEo2tHaNes8PT35fP6Bg/vfvHkjztgQCoW2tnY7tu9QUlKKi4tbuSqQz+eLH4x4PN6cBQtHtXGBklOzAGzN0cNlEAhV3DpJJNKVy1fV1NRyc3PWrF1TVFQkdhAKBIK+ffutDFwJAMC9hw8FO3eNp1LvpqWeW7hAmUrdsCGorVtbFEU3bFifm5crHoKiqLOzy5bNWygUSkxMzNzFC4fwkdk8HmRrW2edCII6QiLBWlpaVBrlwP6DDg4OUgnqiWOFW6M3lvKLF7VebqBo2JRjhVBeXu7o0aM+f/mSmZn5u2/g08ePKcmprdu0rurEys/P375j+9EjRzQ0NI4dO+brO1LybqG/AEGQi7PrtWvX+nr38fL0NDE24fJ4r1+/un//Xp/efQ8fOYyiCAhA/fr1s5N7P/WMjIyLly62BBtLrIxDIpFgGP6bRA4Mw1I/+3KD0CAl+JUyFis4OIhGo61Zs/bixQs0Gn3M6NHPIyNfvny5MnBlQ0n5a2hoVJYH+vgM6927D5fLVVVVrfG7Z2hoOH7c+F82jvUfN2361C/RX2xsag7AqaioHD50mMPhgCAo1m6h0+nBQSGVvX1wHIdhWJyt5eLicu3q9f8UCtBo/Af/8DMyLUaNuLApuOrMYlkvExPTM6fPVk3zrHxT/qNHl9+8w/vwadzuXWNbtwIrdi1+9jp+/ETV6xEMw2KDr127dk8fPBIuWS7MvqPYnlDGkgfiyIKxsbGpqdQis3yAr1qigvKEZpZm+lR5e46li6mJSf8BA3bv3L1125ZDBw9XFUAqYzK3b9/O5XIHDx4strEwDLt3796qVSsTEhN9R4xYvnyFiakJiqJC7v9TAirc6lQqVcKkBQRBnkdGwBApPTXtzOkzJDJJ/DCpoaH58dPHt+/e4hgGQbCFpYX8bSwIghow416evP/wfsKEgIDxE/z8/fz9/GLj4n6pJxUKkQH9++/cuUt2B6SoqCg6OrpNmzYqKipht8Lu3r1rZGQ0ftx4qdSWNoeKFQLpkp6enpuXu3nzlsGDBvN5/OcvngcETBg7dty06dPOnj3j5ubWGBLvGBXUe3irVq1MTEwfPHw4zGdYba7UMAwrKf3rwANB8G/57zAM/76w8g8fADKJ1q4t9U9rhiDobxqq5DIWlJKGa2kpOjqC/x37tyEkEkmJTmfG/EAV6GRnGeq+EPwCgiBSPCZCoRBDMAzBECECNFjfPKkxfer0m9dvnD51BkXRhQt+ajd8+vQxdGPo/fsPWrdpNc5/rPiVAoFg957dnz9/oSlQv//4HjBhPIKiQJXHCQzDlJVVdu7YKWE4j0wmr161Zv7c+aDoCvDzgeX/eTmVvwJGRsYSvXOCalFXV+/bt5+NrQ2NRvP08rKxsa1M6hCDIKirq4vskoCzs7MmT53y7evX+/cexMbFTpw4kUwicbic169fnT51RvI6MKnZWJKrYNd1dw0i1NQSEAj4ZDJZ/Eypo6OdW4Gurm5/7/7rN6zLzMz8m3WPoKh0bzOyg8VipaenW1payGNnOC58+w6k0Uht66bSLjqknz5jpaXkXj2A//d5qNWo2Dg0Jxe2samHTkQ9rQGsCScMEcgBW1vbc+fOT5gYcO7s+evXr1tZWaEIGp8QLxQgzi7Op06e0tXTE78SgiB3d3cQACEIFAgFOPavW1cMhmI0Gk3ym65YaB6QDXK+ITZdLC0st2zeIv55RbUqPDLi4qWL79+9O37shJ2d3Zw5s5WVlf559Dg/P3/U6JEPHz7w/7/p3/A2Fo1Gk2cdBJVKU1b+mbNGIF10dXRBEHz69EnHDh2NjI1LiouTkpJ0dXW5XC6bzS4v/2u5TZcuXYoKC6W4krj4uOPHj/N4PAzDfisMFIEgiHvHjn5+/tVccL9+/br/wH6hUCBODwdAEEWR2NjYT58+TZgwQQ41klhmFp6WARoZQnVvzIx8/oKzWKQ2bcC6iCQhnz6LRrk6g3IJN/Tt09fSwkoOOyJo0nTu3Dns5q2zZ86cv3g+Li5OrMnn5+fvN8avqq1DoVDWrF5TvY0CVgA0YiRfHmGlyYdPnz516dLF29u7vLz8dVRUF48ulpaWRkZGhoZGycnJks8vNRtrwwZRBg8gL9q3b7/Xeq/cdtei0NfXHzFixLp167OysteuXauurr5kyeI+ffpcuHBBT09PX//n4+bvdOzQUborSU5O3rFjm1CAmpga0+l0foXKfNVLDyJEaDTamDF+1UzCZJa+f/+ez+eJawAr0jlwGo0WtCFo9OgxgOwRqbQzmZQe3eqsjCUQoN9iQIYiyaFucovI5y+AECG3aV1XnYj6MWHCBDnshaAZYGdnFxwSsnzFCnFPaC0trT+WdDV+E6pGxoweo1AX3/Mv6Orq9qldRQ6BhMCwqKirom4vISsrY9y4ceJCcqFQIBVdLqnZWDLqJfQ3qFSqrq6o8QKBLFgwf6GRkXFxcbGOts7G0I3z5s9ft36do6PTmjVr/9bUTxZoaGiYmpilpadTKBRPT8+BAwaZmpooKCjguCg+heOi8nZlVZXqfVHt2rW/f+/+Lw+FCgoK1bSRli5ItFilvXWdVNpFDrCcXCQhCTIygs3Naz8KLynF4hMhPV2oLqMICJpKMmWToEOHDpIM19DQ6OTeCWhJFBQWLFm8OCU1FRZfz0FRRSqZTMZQzN2944oVgTIqLezc2WPVqpUHDh54+/YthuEd2ncQCARnTp9JTU21s7dvRDZWVlaWtrZ20y2wJKgKg8EIGB8g/tnT0+v169esMpaKioqcG+m0dWv76tXrJ08e375z+/nz59evX3dxcR3mM6yje0d7u9p++ikUSgPKtv1UadfQgG2t6zoWS8/AkpPJPbtDRnUIMqKZmUhcAmxtAVuIFLYICAgImgSgqJMsLLaxcAAoK2N+/foVhuHu3bv9nigiLYYPG/7p44e1a9aiKDJl6lRXV9fAlYGbN20eN36cl1e3RmRjHTiwf/bsOTo6OtKakKDxQKfR6SJxRXkDgqCmpqav70hf35HJyUnv3r0LCwtbvmIphUJ1cnLq07vPoEGDjYyMGkOd49/AcnPQuATIyBC2qLNXCfkWAyAIycmxTiE/NDEZLyyEvfuAVQohCQgImhCZmZkvX730HeELtBi0NLWOHztedQubzY6Kitq4KVRf34BMlpUGgoqKyo4duyZMmITjmJNTKwiC+vTu7ebq1qNnD2VpXEKllvBbUlLScvqEE/yR3NzctLRUGR0cc3MLX9+R589fiPn2ffOmzZoamrt273Z2bhMUHFRjciiHw4mIiMjIyAAA4MXLFzNmzFi4aOGX6C+A7MFS07H0DNjCHKp7DbAw6g1Io5Hbt6vTKOT9e4BCIde9hrHe5ObmMplMue2OgKDZU1JS8vnzJ6Blw2AwevTo0btX77379pSUlshuRxQKxdXV1c2trThQ07Wrp4+Pj4qUiuqkZhvKuYddTEzMrdu3li9bLs+dthA4HM6iRQu/f/8Bw5VxcZBMJuMY4OBgHxIS+reI4fXr17KysoOD/yOzKXU0NbU6duyYkZHx4tXL0lJmRno6hmHVuLLYbPaSpUsuXbx46tRpHMenTJmclZlFppD/+efRhfOXHBykEHGvBuHHzwAMkequU4WzWGjMD1BFBbavi/4hhiHvPoI0KslVfgrRmzZv6tKly5DBUuifSkDQ4KAoWlBQoKWlJYmD/O3bt4oMRQf7eip4QZAoFanee29O0Oi04uIiDoejpiqF7oHVgGGYuPUtlUKRYrVQU9UgzcrK/OefR4SNJSMgcVy8wsbCAaC8nC3qjsfnO7s4V1PvU15eLrtGqiiKfPkS/fLViytXrnz69ElPT8+9Y8eNIRt79uxZ/aUwIuLZxYsXgoND+vbte/jwoayszJs3w8wtLPr26XPx4oUNGzYAsgR58wakUOrqixL3kMaLi0kd2oGqdXicQlPTsPR0yMy0TilcEpKdnc1iseS2OwICKZKXl5eRkSFSW/x/Y9YPH98fPXr0/LkL1tZ1zqGs5MzZM+ZmZvW2sVogPB7v/ft3LBYbrNQgxYG8/Ly9e/aamZlLy6v0R1gs1pUrl2/cvBEfHw/DpNatWvn6+np795eKmSs1G+tvnYZkRMtpNSB/FBQU9u7dV3ULl8t9/+F9cHCwoaFBNYcdqkC6i0FRNC0t9caNG48ePfwWEyMQCHv16jVz5qx2bduJuybXyLdv30xMTMaMHgPDcMTz53Z29m3btmMwGM7OzklJiZioXYasXLBYYRGakARqa1dNxsLLOUhsHIChJBsbUFmpOo2rMhbJ2Rms8j3HORwkLg4QoiQba1DlD02NkE9fMBaL1q9P1TaFWF4+mpgIqqmRbKzrWttYGyqyVOXqxiYgkApv3kTNmTMnJTUFwzASSdxLBxHwBc7ObVTr8mzzOxLeDUUi2yJFwBZEUVHRrNmzYmK+V+2lw+PxLS0tFy1aLLtCVBaLtWDhghMnTjg5OXp4dEEQ4cuXL2+Gha1auXL5shX/GnwNbmM5OzvLUx+LQJ7Q6XSPzh7DfIbtP7BvyOCh+vr68tlvQkLCkqWLX7x4oa6u7uTkFBIS2qtnLx0dHfEdvaKxMl6jlA5UYVXAMFxSUvLp08devXqLv67lnHI1VTWZyvCI7CSxSrvSzwuEMPwZJ2QzGp8gWpiJMX3JQmr/fn8YiaLI128ACSa1+vc5WPD8JSc4FIsViTfCxoa0hQuog/r/4tNGPn0GuFzYxQUQHyIej3f0BO/IcbykBCBTyO3d6OtWk6wsZfeWCQiaCnw+f+PGUHY5e9XKVXfv3WWWMidPmfLxw4d79++tWBGorS1R/ZaEFxYSidQgZUYNiKaW5oEDB8vZ5VUPHY1Gs7OzU1dXl91+b4bdvHLl8uFDh/38/MQeBBaLtXnL5n3793l06eLR2aOx2FjTpk2X1lQEjRMqlcpisZlMptxsrPiE+Js3wwAcUFJSYrHYly5ePHPmDI5huEhGVPQCFMX69Om9dOmyavwobq5u27dv37Z9GyIUZmdnd+7UGUGQBw/uv3r1aumSpTK2sb6IfFGtW4lV2pGvMex5i7HCQpKbK0giIW/ecZasgDQ1yB3a/zJQ5HmKT4AMDaH/++rQ2Njy+YuwnBzRWAoFefu2fOkKSEOd7PGviA7OZqM/4kANdZLVzx5B/HMXORu3QIqKpK4eWGa24PFTTCBQ2r8HkkuPHQKCxkxeXl5ScvL8efMnTZqsoqp64sRxvzF+EwImLF265Nz5s926dZOzVE1VjI2Nx0rcxaVpQaVQpati/fXr16vXrnp5enp6elXzsoiIiE6dOvn7+1dGBpWUlObNnXf79u13b982IhuLoNmAIMi7d+9KS0urukmLioq279iuoaEuT3kOHW2dfv36cjgcDMPYbFaF+/0/JhGKoEIhIra3/kanTp3mzpmzd98+Nos9dMjQvn37nr9wfvz4cT169hw+fIRM148lJAJUCsnppy+Kf/kqlpVFnzVdIXAZAICc3fu4m7fyL1wht20LiMsLKgcWFmLJKSQ3N/j/PUb4125iaWm0KZMU164EIIh78AgnKJR3/iLZvUNl+A8rKMRSU2AjI7jCU4VzubyTZ0AyWXHPDkp3L6yoiD13ofBJuPDFS+rQwTJ94wQEjR+BQACCIq15AAC0tbSKS4orephaDhgwYMaMGfHx8U5OTg21NgURRC9qiYiJ+RYctAECweptLKFAUNH+8j9JFGQyiUSCxSnwjcXGioqKat26tZzV3glkAYfDWbxk0Zs3b6vGxfl8vr6ewe7du2Tqtv0FFxeXa1evi0yrvzubSDAJ+q+B8gsUCmXp0mX9+w8oY5U5OjgqKyu3ad36zOmz3bt3l3WrAIrvMNilDcnNVfyrKCmKTqcMGgBUPDBR+/flHz6KpaTgAv4vbXZgM1P6ooWwgx1I+floJcrrotEpA72BCm82pX8/3t4DWHIyzheACj/HQro6tJnTIE0tUF1UgIMVFeP5eZCxEbmbFwDDkLY2uYuH8NFjLF2kYUFA0MLR0NBgKCo8efKkX99+evr6fB7/x48flpaWXB6vvLycXc5uwLVhGIaiaAssLRQKhSiK0mg0BEFevXpVXFzcqVMnsR1cVzw9ve7ff2Bu/tOp/zfat2+/dt3ap0+f9OjRQxzWQFH08pUrWVlZrVu1BhqPjXXu3FljY1FTOWlNSNBQKCgo7Ni+g8ksqxpHo1IpVlbWctaYhSBIKkl+IAg6OjpW/tqqVetW0vjy1AilRzegx79KwZCxMS54JnzyVCzlIHgagZexQENDscn1nwUrKdFnTau6BTIxxvl84ZNn5A7tAAAUPg3HWWxINPbfrzBIp9MmjP93iKoqqKaOZWUj796RO3bAWWzk7TuRsaVHNKEiIADU1NTG+PnNnzc/Oyd77979ZmbmK1et/Pzl862wMIYSw8y0IdskJCQk3L59a9GixS3qPL17927x4kWdOnVav37Dps2bNmxYj2G4g4P9ieMn27Sps/yNbgU1vmzYsOF37t4Z6jOkv/eAdu3boSgSHh7++PHjSRMneXpV5wCTt41FNAlvNpBIpLZt66w1QFAj1CGDhLfu8I4cR+ITARIJefYcUFSgDvIWZ2vVMHagt+Dqdd7J02hqCkihCiMiRflxPoOrVh3+AshQpPoO52zZVj5/Mdm9I5qRKYx6S2rditxF0gwDAoLmwcQJk9TVNZKTklRVVIKDgmfNmrl+/TpLC8vQ0I0N2w8XQRBmWcvS9S0pKVmydDGTyRw4cGB6evqxY0f79+8/ceKkwMAV27ZvO3b0WC2VBIRCIQiCMEyqZaqttrb20SPHdu/ZfeXqlWvXr0IQZGNtExISOmnSJKk84UvNxmrqbdIJCGQOhoIa6lhqmuD2XdE3hgSDWpqCB4/I7dqCatXK6+G4MPIlyFDEs1mCO/dFXzcYBrW0sPxCAMPEJYR/HIWjCKikhGVk8i5cAkAIJMEAigoe/UPzH/PXUQQELQYqlTrSd6T4ZxcXl2fPIkpLS5WVlWiNoKavpd1SExIS4uLijh071r59h8uXLxUUFMycOcvL0ys+Pv7w4UMlJSXVR1FQFA0PD78ZdjP6y5e+/fp18/IKDw/39x9rYGBQ46719fU3hm5cu2ZtWVkZDMNKSkpSVIYirrMEf0YoFGZlZSVUIT4+PjMzUyTWR1Av0LgENCMTUFQEFRRAGhWg0fAylvDxU7xGAU8cFzyLwAoKAToNpNNF2ld0Ol5Sgnz4CFQjw4PjyJu3gFAo2iOdDlIpAJWKJqcIX7+pbhQBQUuFQqFoa2s3BgOrBcLlcmEY1tMVFa2/efNGV1dXrAGrxGBgIqrr1CcUCjdt3jTUZ8g//zxKTU1LTk7icDhbt20LmDA+Kyurlgug0Wja2toaGhrSld5sqhqkBDLlxYsXS5YueffuLYKglU9TOAZ09exy7+59BQUF4vjXA9qYUeTO7rhQyN22U3DnnsLaVeSuXUA1FUhPr4aREKR08hiWlYWz2Zx1QVhahsKGNSQHe8hAvzpNUQhiHD2EZWbiHC5n7QY0OVlxw1qSkyOkX+0oAgKChkakQdrCnmb19fVpVNo/jx/R6bRHjx+5uLjq6ugKBILHjx9ra2szGNW1Z37z5s3WrVvmzpkXGBi4fPmy4uLirl27ht0MGznS99Spk8uXr2hAp6DUbKyRI0eqqMhQ7Z5AbjCZzMCVK9LT09esWWNubiH6dFYYzziO6+hoN6BmTJOHQharKkBqagCGwWYmJHvbWg6FVFUgVRWcywUVFQEIgm2sYZuaG31AKsqQir2o9pDBACEItq7VKAKCZkxxSfG2bVuNDI0mTZp88NDBr1+/kv77yIFiqKGB4fz5CxQVFRtqkXQ6XVenZdWmmJqZjh4zZvPmzXv37mOxytavXZ+Tmztj+rQnT5+EhoRWr/MeHf1FWVllyuQpVTKowE6dOnl6en789AlBkBorNL/FfPvnn39ysrOVlVUcnRw9u3qqqqo2LhvLy+vf+imCJk1aWlpycvLq1aunTJ7S0Gtppog9vmjdn1MR5P9jUZmPIiBojvB5/Ddv3paVsVAU/fbt2/OI5yTyf2wsBEFtbW0RBGm4NQLm5uYtTdabTCKvWrnKydHp/fv3nTt37t+/f3xCApVK3b59R8D4gOodUWSyKMMdA369okIQJNKsrjbCxuPxduzYHhIaAoKghoYGhmEFhQWmxqbbt+/o06eP5O+L0CAl+BUqlUqj0WXd5JyAgIBA/mhra184f55EIlMolNCQUB6P98v9G8dxMpmsrPyHfqByAwRBUi3KjZsZJBJpWAXiXy0tLK5cuVqbga1btykvLz9y5Mia1WvE3dVAAHj//n1ERMS48eOqd2I9eHA/KDhozBi/sWPHamtpowiSmp62fdu2ufPm3Lxx087OXtI3BUiJ8+fPeXv3J8KFzQALC4t+/bwvX7nUtWtXbW3thl4OAQEBgdSAYVhL6+dlTa36et6Go7ycnZeXb27+by/5FghU69pnFxfXWbNmhYSEhIc/ZbPLcRwbPWb0w0cPbWxsx9fkA7tz9669vf2WzVsqrRc7e3tbG5s+fXvfv3+/EdlYkZGRXbt6EjZWMwDDMB0d7VOnTvTu08vV1U3p/4FwBEVtrG2mTJki3bILAgICAvmD4ziHw1FQUGiEKglpaelXrlxes2ZtQy+kaUAikZYuWWZpYXXi5Ink5GQOh1NeXj5mzJi5c+bVqCUrFAh0dfWUlP6TU6+np6+ursFiS0HrX2o2FolEaoSfVIJ6IBAIYr59MzI05vF4L15EgiD0rywes3TSpEnEUSUgIGjq8Pn8iZMmgAA0cqRvx47ujcpnj+M4gjZkQliTg0qljh492tfXl8/n4zgOw3AtFUSHDB26Zs3qqKgod3f3yo3h4U+ZzLKuXbpKvrAWF/ElqBEFBYXt23cIBAJAZDTjlR2XcQCnUWlEXSEBAUEzgEKhtGvbfvfuXTfDblhZWfXu3cdvjJ+joyPcOJRNCJ9FPYBhuK7SQuZm5gwGY/SYUb169rZ3sKdSKHHx8VeuXNbQ0Ih68/rDh/cohrZybNWnb9+W1UsHwzCp9MQm+B0IgurXlxBF0YYtxiFowDauxMEnaFpAELRgwYIpUyY/i4i4evXqrVthhw4dbNeunZ+fv4eHh0VNvYSrB6upnI2gkfDp86fsrByhUHj79q0HD++DICgUCiEQYrPZBw4cwDFcKERGjhrZ8DaWnGOFRkbGPXr0lNvuCMS30uLiYi0trb+lIvbo0bO4pJg4Vi2NYT7DLCwkuiEREDQUDIZSf+/+/b375+fnv3r96tzZs5MnT/Lw8Lh5I0yS0kI1VVVFxeoknWqOFRLPqzURERFx+cplHMdA4A+2Bw6IdBsGDhjYr1+/aibp793fxdlFbL2IzeKKH0UxHLGRjOO4uro6UF+kZmPNn79AQ0MDkBd2dna2trXVbySoB9lZWVnZWaIPWUXAEATB8PCnt27funzpsr7+nztAubi4EIe6BeLr69vQSyAgkIiSkpLEpMTY2Nik5CQIhlVVVCV0GSxduqz2ZXG/o6Gh3qF9B0kW0BLIys6OfP4cw7E/niwcF3kT27RuXf0kGhXIbI3Ss7FMTEwA+UKEq2XHw4cPlyxdnJ2djeMAiQTjOC4UCvk8Qbfu3arvaUBAQEBQPWVlzJycXBiGdXV1q9fvljUcDufNm6jbd24/e/YsMTGRTlcYMnjwxtBNzs7OvxSa1RUJh+vp6Q8cOAhoefB4vKfhT1+/el1cUmRkZOTp6dW+Xfu/3esHDxrYzcsLx/G/vQDHcQlPRCOyscrKyhgMhiSWO0EjoYzFCg4OotFoa9asvXjxAo1GHzN69PPIyJcvX64MXNmw0nwEBARNl5iYmJMnT1y6fDEvLx8AAENDIz8/v3Fjx5pLlvxUP4RC4cSJEy5evKSjq92hQ4d58+Z79/OWZzSG4BdSUlJmzpzx8NEjQ0MDRUXF4uLi1atXz5gxY/36DcpKf7jvKCgoKig0WL8jedtYBw7snzBhopaWlrQmJGgo0tPTc/NyN2/eMnjQYD6P//zF84CACWPHjps2fdrZs2fc3NwaSd0NAQFBEyIi4lnAhAkpySmKDAUnp1YogvyI/bF+3fqbN26cPn26des2la/k8/ksFktFReWPCt0IgsTGxSoqKtYofVQ9GIZZ29hs276tZ48eTk6tgMZEfn7+169fu3fvDrQYOBxO4MrAmO8xx44ebd+hg7KScn5+/t27d7bv2GZoaLRo4SKgaSI1t1Nqaqqo2l9ecDictLQ0ue2uRSEQ8Mlksvh5TkdHO7cCGIb7e/d/9fpVZmbm3wZmZGTEJ8TLd7EEDc+PHz9yc3MbehUEjZrv37+PGeOXkpwyfvz4qNdvXr18FRX15kXkyyFDB0dHf/Xz98vKyqp88a1bt9q1b/vhwwfxr/Hx8Zs2b0pOThb/ymQyp0yZvG3rVgmXRKVS16xes2D+AlkYWHgF9R6en5//NPwJ0JJISEyIiIgICQkdPz7AztbOwMDA2dl55cpV/n7jrl+/VsosrXEGHMdj42IjIyNfvX6dmJjYSOo6oSZaV/jp08eVqwLltrsWha6OLgiCT58+QRDEyNi4pLg4KSkJAAAul8tms8vLOX8beO3a1aNHjsh3sQQNz6bNm54+fdrQqyBo1Bw4eCArKytgQsDBgwcdHR0pFAqVSnVzczt58rR3/37fvsacPn2q8sVCobC8vBzDfrb4jY39sX79uoTEhMoXCAQCqZTdyS655eixo3fu3K73cBAEW1q4gFnChCDQ7rdSNicnRyaTyefxqx+elJQ0bvzYHj269x/gPWCAd6/ePUeMGPHx00egoWmqGqQcDod4dJYR+vr6I0aMWLdufVZW9tq1a9XV1ZcsWdynT58LFy7o6enp6+v9bSChk9Qy4fF4KEboY7UgCrj5Qhyp5SM1CILZGdl3799RU1NduGDBLyLGykpKC+YvDH8SHnYrbPLkKZqamuIhVa0fsWZ31S3/b/vbePnw8YOlucWAAQ29jqaDlrYWDMHPnz93cXGt3IiiaMTzCD09PUXF6vKu8vLyJk2e9P3792HDhjm3aQNDcFxC/I0b10ePHnXxwqU2bf4NQzdhGwtBEHm65lqgmS9PFsxfaGRkXFxcrKOtszF047z589etX+fo6LRmzVpVVdW/jWr8Fz4CWQBBEHHeWw4R2eGXks8LMaGoZr4Wr4fIcM7n3PTstM7tuxgaGf3+gtZtWptZmKWmphYXF4ttrGYAmUQm7lB1wsLCYuDAgRuCNuTm5g4cOEhXVzc+Pv7s2TN37t7ZuWNn9fWnkZHPP336ePz4iaFDhlZunDhh4pChg0+fPtWqVatfHJYIIgwPf6aqqtq2bdvY2NjU1NRevXrJyKkpNRvLzMyMaBXcbGAwGAHjA8Q/e3p6vX79mlUmSkElGukQELRwoou/JDDjdRX0lMnKOPAznFcNMAxTILJI2PEvKUpiSXSRmU48oLVgDVIKhbJ23TpcFGY9tnXrVgzHSCSSnp7++nUb/P3HVj82OztHU1Ors3vnqhutrKzcO3ZMTEwQCoW/3Ll4PP6mTRvVNdR379pz7fq127dvWVtbKysrV/18giCorKwsuVUjNRtrxowZjb+KkqB+0Gl0Oo1OHD0CAgJI1CQe9zUf7a7TCavsZvp3IAjM0c75uvP754+f01JTVavUD4r59PFjSnKKi4uLpsZ/nFgk0s+iQhKJVPmvyEVEJjd7v6mJiYm/Xw2GRfNDXU19167dEwImJCcnM5lMbW1tG1sbK0urGgc6OzvDMJSanqqt829jbx6Pl5qebmtj+3t1Kp1Od3R0PHDwwPeY78wyJpPJHDR4IAzDlSYWhmF0Om3Llq2St4WWmo1FSFMSEBAQtARwAFejqqnTaislpW6mMcB70Pbt2zdt3nT0yLGqXXuLi4u3bt3K5fIGDxn8b8cSUHSTS0pKUFYWCUimpqZiGJaSkqKnqwcAeGlpKYfDad5mlpKSkp2dHdDygEDQuYLavLigoEBc506lUhwcHObMmT137jxra2s6jV5aWnrm7Jm01NRVgat+DwLCMLxs2XJNLa3kpKRvMd/4fH6b1m3IlH9NMRzDqVSKqspfE2MawMZKTk42NDQkwoVNFxzHBQJB9Ul1EAQRp5iAgADDa44SVmXatGnXb1y/cP4iiqALFixs3bo1DuBvoqI2bdr0zz+PXV1d/hMPwoHikpJZs2fR6SL3OZfLLS1hLlmymE6j4TiAYmhuTp6HR5dmfBbE0g8tStNbKBS+eRNlZWWto6NTdXtKSkpRUZGLi8vvR+P2nTurVgViGAbDMIZhOTm5o0eN1tXTodPoJaUlpSVMVTXVmJhvHh4ev+9OV1d3ZeBKAADCwsKePH28c8euxp6PtXv3rqVLl+np/bXojKCREx8fP2nKpPy8vL81jRcKEXd39+PHjosvfH+keT9cSgtQ/F/dj5W4pqCuY+s3qk7zy2JaguaElZXV+fPnJ02cdPnylbBbYSYmJmLXFIpg7du3P3HiuI72v3dWa2vraVOncrncio+tyLcBwzCKopi4ZW/Fazy7etZvJSUlxXv27i0oKIBEGWA/CxjFNk3FdwTCMExPT2/OnDlV/W1yJi0tLfxZeGVSbPOGz+dzOJzs7OwZM2fMnzd/yJAhGPbz7gOCwJ69e758+Rx289bvae9t3dyWL1uOi9rp/iyDw3G84mOCQ5DoVwRBq1Yp/pEBAwb0799fduZsU60rlCLl5eU/fvyIT4jncrjKykoGhob29vZScRI2LXg83tevX5klTFdXF3NzcxqNBoKgSI7h/yo1KILa2NhU81ms+Hyj1XwMfr8Z1+8z88s8UplEnvNg4v/+a8jWZh68QjJIPBb6y15+nwerxagaJxHFh/6SfCMUCpvod59AnnTs0PHmzRvnL1w4f+5ceno6CIL29vZj/cf5+voa/bfe0LUCGS2Dw+E+evQwNTUVhmEIgrKysoQChEoXBYYEAkFJcSkIAUOHDkXRhpQjYbPZiVX0wJo3Dx8+WLN2DYIgKSkpQcFBe/ftrXo9SYhP7NWr5x+LNJ0qqO9uRTv5RSWkUdtYTfFZ9sPHD2fPng0Lu5mWlkalUiEIQlGUx+NraWl279bdz8+/m1c3ukJLyfXW09ObPHHSw3/+SUhMoFApQ4YM7dqla6tWrWg0mvgF4s99NSdaRUVl+47tmVmZotf8956LoqimltaKFSuMjYzFW8rKylYELs+taA1b+0UiCGJiarp61SpVVTXxlri4uJDQYA6HU5GKW1sEQkHbtu2WL1te+XYeP358+MghoOJbV/t5hIhw8KAhY8f+G+Y4eerkrbCwP/YA+QkEIZ+/YJxS0uaN0LnTgOiRTXRoZ8+a3aXLz/CHQCDYtn3b27dvKOQqVS0ggAsR5P0HnMUmLV0MqakC/3/aE4PjOIVK2bA+yMzsZ4+RgoKCkI0haUnJwOcveFkZafkSSF3tl1G/g+GYjo5u1bYNcXFxQUFBPB731+sRKLK8b9y8MWLEiNodMIIWjZWV9ZrVaxYvWlxaWgpBkJqamvxLlfX19Z88foJhokjc7du3g4I2jB8/fsjQoVpaWjiGRTx/HrhihbWVdTXeejnQosSJ1NTUnJycOOWc9PR0A30DM3OzytsHhuPdu3cf6z9OuqeDx+Nt377NwNBw3NhxDx89jHr9OjBwZWVRhXRpqhqkEpKWlrp129Zbt24pKysPHTq0fbsO6upqMAwLhEIWixUXF/fs2bNJkye5uDgvXbqsc6fOLSEurq2tvWXL1nlZWR8/fbx9+/auXTt37NhuY23Ts2fPwYOH2NjY1PidHzRIlLVa4TT53SWD0RUUlBj/tkAnkUi9e/fhlJeDdbGNMBxTUVahUP69Lquqqg4aOEiIIHWq/MYw9Je4trGxsY/PsIop6jQPZm1tXXWLk6MjlUqFoeqOFb+cJ8zJp3XqTHIW11iJrFdDI8PKF0AQ5N6xo5mpKfTfeXAel5edh+Xk0nv0hIx/WqtV/w7DcNWm3TQarWf3HmWti/gFxRiWSe/eEzI1qfFN4QCuQFe4/+B+5RZ1dfWBgwZiGPb7QcZxfOzYsZ06/adqmoCgGhQqaKhDBIIglSp6bixjlu0/sM/b23vevPmVf+3Xt19hQWFIaHBAQICV1X++2gQywsOji4dHFza7fO68ORMDJrh36iQtwYtDhw7iOD5r1uxfnpxRFHv69CmzjKmjrXPrVlj4s3AXFxcGQ+nfLENclBfv6OT4S61rPWiJscLv32PmzZ+npqZ2+NART0/PPz5ILV2yND4+/uTJE8uWLVu1cmXfvv2AloFBBQP6D2AymY+fPA4LCzt77tzmLZtbt24zZMiQHt17ODg4/M3To6OjM2zY8FruSEFBYUB/Kagg6+joDB3qI/k81hVIPo+rq5urq1v1r8E/RHOj3it07wH06PbHF5BIpK5/TDdBUeTuI4QjoA0cBFjXXNKspKTUr583gAPI/SdIWTltwEDAzqaWb+TJ03/bpWlpaQ2v9ZklIGgSFBSKqtKM/u9Zr8TIyFAoEBYWFVnV/A2TIU3lfiotFBUVDh08VD93Bo7jz56F7923Lzc3h0ymoCiCYaIHzk+fPvr7+/9UX/vvvkaMGLFs+bKBgwaAIIjj+PAR/7m+YRimoKBw7tx5737ejcXG6trVs3ol1saDmpp6SEioq4trNVEhGIbt7Ow2bdqckJBQXdyn+aKiouIz1MdnqE9eXt7Lly8PHjowf9787j2637l9pzJ6SFA/OIiQh+MkPr+u8nY4h8MRpf5iJB6PVLdRSJ1HtbBLPEFLQ62CBw/vjxw5srJ9BYfDuXT5Mo1Oq8xqaBAqKrjlHUVtWEAQrHe0Lik5afqM6RiGm5qaRkW9dnVxVVBWiHwR6erqNn/+gj/abePHT2jduk1RcdGNGzdevIjcsD5IUfFf3yqOAzAJdm5TKwkJOdlYI0eOBJoIehXU8sVWDfss06DgOB4TE/Pu3duwW7fevn1rYmLi+qcCWgICAoImh7q6+vRp02fMnNmrdy/vft7a2lr5BQUPHz6Mjo7eunWrgYFBA67N2tp64YKFDbiApsWrV685HM69u/ctLS0HDBwwZMiQqVOmPnnyeEPQBmYp849DKBRy+/btRfl5evqenp7Dhg2T0dpaaD5WVXAc53K5dDodBMHor9FxsXHOzs6WlpZASwXDsMzMzDt37ty9dyc6OprNZnfx6LJr5+527dvZ2tg2xeIGAgICgt8ZM8aPSqPt3r07JDQYQRAlJaV27dqfPXu2v3f/hj1cMAw3YMpak6OosMDI0MjU1IRGo2loqCcnJ8Mw3KtX7zNnzpw7d/aP2lqVtKlAdmuTmo31+PHjDh06NJVwYSXZ2VlLli5hsVgXzl98Gv5kwoQJpaVMURujnbuGDx/RouwJFEUTExPfvIm6cfNmZORzZSXlVq1br1y5auCAgYTsGQEBQfODTCaPGjlqmM+wkpISPp+vpqZGp9MbQ0Efn89nljKrdoYhqAZ1dY3C4sKiomIGQ8lA3yAhPh5BEBKJpKmpmZScLBQiVGoNeRkIgsTGxeXn50EgZGBgIMX4ldRsrCtXLtvZ2TUtGwtFkG3btv3zzz/bt21HUfTQocM6OjonT546c/p06MZQDw8PPT19oMWQnJw8xm/Mx48f2rRuM2vWLDe3tvZ29lQqVSAQpKSkiDX66HS6np5eizI9CQgImjdkMllbu3FZM2lpabdu31q0cFFDL6Rp0K5dO6FAOHas/6bNm11cXE+fOX35ymVdHZ0HDx907tSZTK7BzvkW823tmjWvXr9isVggCKqrqffp02f16jX6+vqNyMaiUChN7tZbUloa/ix8+rQZY8b4/Yj98e7d2/nz5vfr209NVc1n2NDExMQWZWOx2ez4hHgcA75Ef4lPiMcw7BdtSRTBPL263r1zj3BiExAQNFeKioqeP3/eo0cPJaV/tWbkjEAgKC0taai9Nzns7Ox279qzcVNo9JfoYcOG3b5zy9/fD0Nxa1urgICA6nOIk5KS/Pz8ypjM8eMDXF1dEaEw8kXk5UtXcnJzTp86o6Ki0nLzsSSvexIKhTweTywxHPPtG4fDadu2nbgpN4lEalidX/ljaGi4MXQjm80W17L+/gIMw0xMTFpmlSUBAUGTQ6TLU+2DP47jT548fvfunfh6h6IoiUT68f37k6dPnjx+YmvbYF2Z5aA/3szo37+/p6cniqIqKir79x0Y6TuqvJzt4uJaY2vtq9eulpQU37wRVtmI2td3ZM8evWbOmvn48WMfH5/GYmPJudJbKj4zZWVlY2OTx0/+8fL0vH79uoGBgZ2dPQAAT58+wTBMu0r/rJaAlpbWjOkzGnoVBAQELRoej/flyxcejyfhNR4Eoffv3yPC6h6Vjx49smDhAmVl5ZKSEiqFqq6unpObgyLotGnTf9fNqhMIgrS0p/T6kZSUdOTI4XJRow5R00EYgnBR0zAcByraR0IQiqCtW7ceN25cjcoOlalK6urqgwcPruUCvkZHd+zoXmlgienZs6ehoUF8fBzQYnvptG7TZtXK1RJOoqioOHny5DlzZvfs1TMnN2fhwkXKykqLlyw6dOiwj89QCwsLKS2WgICAgKBWXL9+feKkiUKBQHIbSygUqX5DIv4wF5PJPH36tLe394oVgSdOnIiJ+bZr5+6ExISgoA0dO3ZUVFSUZO+eXbuqq2vUe7g4VQNoARQVFd29d7ekpASGYRAA09LTARxQUKQrKytzOJwyJotGo86ZM6eWThwURcUlC5U/1IiysnJsXCyPx6uq+1haWlpWVibhZ0DKNpa//1g1tZ8t5OSApoZm585SaN/hM9RHR0fn3t17Fhbmo0ePQVGUU86ZNWvWgvnz5d9Ii4CAgKCFY2Nj3atXLz6fJ+lzOy5qiwUC0NixY8XNc36hsLCwlMmcO3duK6dWndzdo6Je6+np2dnZ5eflHjp0sGfPnhoa9TeSfH0lEoxUVlYWB1WaPW5ubu/evsdxUb/7AwcOXL5yec6cOT179FBWVuHxeDdu3tiyZbO1jU2NTqykpKTdu3eTyHDQhhA6nbZ125aM9IwZM2fa13QYvb29z188v2HD+vHjA0xNTTEMi4+P37J1C4/H8/T0akQ2Vrt2okympkjnTp07/7/bGo7je/bsJQLhBAQEBA2Cq6tb2M0waSWfVN/MA4YhcURPQ0ODzWZnZWWpqqq2bt1m585dycnJkthYEmJiYjLW/99O880YCILEDqTExMSjx44EBq70G+Mn/hOdTp8QMCE5Keno0SM+Q30qtfh/JycnZ8LECR8+vF++fIW4ilBLS2vH9p0Rz59fOH/e0dGpmgX06NFz3px5W7ZuOXvunLGxEYZhycnJoqbR27Y7OTlJ4Q1KPkVzgsg0JCAgIGhwQClRzS50dHSMjYz379//8eNHA0MjBEEePHjAYrM+fPzIYrMbg0pWiyIrK6uwqNDU5Nem9aampkVFRRwOp5qxzyKeffr06eKFiyuWrxB7vCYETHz27BmCIMdPnKjeXqdSqWvXrrt9686AgQOUlBjqaurjxo4LD38WEDBBKhlQUvNj7d+/39fXtwENf0n48ePH8+cRTGbZsGHDCgoKzM3NtbS0GnpRBAQEBASygk6nL1iwYOy4cXPnzgm7dbtnj54bgjZcvHQhPj7Bw6OztY0UOsTXm9LS0rS0tNatWwMtBh0dHSqFevv27Y4d3Ssjg/kF+VeuXjU3t6heQyE/L19HR6d9+w5VrSJbW1uPzp2Tk5KEQiGFUoMGabcKABkgNRsrOvrLoEGDAHmRlZX14cP7gQMl3WNJScnqNatPnjxBrqBdu3a79+xKTEw8cfykq6urlBZLQEBAQNDo8PT0inodlZiYqKyktGFDkKaW1qtXLydM8Jg9ew5DUSI97czMTAqFUm9p06ysrGvXr7YoG8vS0mJCwITNWzZ//vKlW7duykrK6elpN8PCysqYJ0+cqj793NjYqIzJ/BH7o6pzhM/nJyUnGxsbN6xLUmo2FplMlmdp4ffvMbv37JbQxsIwbNeunefOnd2wfoO+vsGatatpNFrgipWTp0xavmLZ5UtXqgkAExAQEBA0dfQrAABARUVl9SpJa9Ur2X9gv4mx8dSp0ySYQ65ySA0OiUReunSZhqbm4cOHVq1aieO4urqGp6fnnDlzKhOm/0bHju7mFhbTpk1dvGiJu7s7nU5PSEg4efLE508fZ86Y0UxsLDkDgmCNhQY1UlJScuv2rTFj/ObNmx8XFwdDEAiCrq6u69dvmDx5Ulx8XPt2or7cBAQEBAQEtYfJZLLZbMmOWBPrmyI5DAZj3tx506dNLy4uxnFcVVWVTqfXxnejq6u7f9++hYsWTps+VSgUwhCMIKiWttaKwJWDBtVWKKux21hNUW8NQUQ67+bm5hW9C/iV242NjEkkksTfEAICAgKCRg2O4y9fvYx49iwnJ0dTS9PdvZOXp5fk3SwqRLmIkrL6QKVS9fT06jrK2dnl+tXrb9+9/REby2Kx9PX13VxdW7Vq+GCr1GwsDQ2NJleIoaysbGZm9ujRw2lTp1GpNBAExV+tFy9fiHTetWobSkcQkdJdJcS3i4CAgKDxU1JasnjxojNnzqirq6upqbFYrODg4IEDB+7audvQ0LABF9ZyNEiliKqaWq9evXv16g00JqRmY02fMaPJFRXS6Qrjxo6bOm3qyJG+HTp05HJ5z59H3Ll7e8+ePf3797e2rqGuJCcne//+/a+joqr6wFAE69q169q1a2ssZCAgICAgaEB27tx57dq1DeuDevfpraGhwWSWvXz5Ys2aNes3rNu/74Dk6Sj1Rk9Pz7ufN9DyEAqF796/i3odxVBiePfzTktLc3F1of1JQrapILXPkL6eKG2wyTFihC+Px9u6dcuTJ4/Ly7nzFyzQ0NAYPGhQcHBw9TrvbDZ7zty5t2/fdnZ2VldXE8WMKzIUURRTUKDL7w0QEBAQENSd/Pz8O3duz5gxY8mSJeIthgaAg709giA7dmxPTU21tLRsqOOqqanZubMH0MKIj4+fO2/O8+fPSTDZ3t6udavWARPGOzk57du7X0dHp6XbWOXl5XQ6vSlGoMeOHderV68fP36UlpbCMGxoaNS6desa454JCQnPnoWvDAxcuHARnU4YVQQEBARNCTabxePx7Ozsftlua2sLACCTyWygdbVQysrKFi9elJiQePrU6fiEhFu3woyNjYM2BM2ZO2fHju0hIaEytS5KS0uLiopQFK1MsQdBUE9PT/KWhVJb9OrVq/Ly8qQ1m0z5PT1fV1fPy6vbkCFDBw4c5OLi8ouB9cd0fi6PC0GQp6cXYWAREBAQNDnU1NSVlVVeRL7EMKzq9heRkSQSXG9pK6mQk5Nz+/YtoCURHx//Our12rXrfHyGmZma4hhOoVCGDx8xaeKkhw8fFhcXy2i/TCZz0eJFZuamllaWtnY2NrbWNrbW1tbWrVo7PQ1/2oj8WHw+X1odpmTN169fL166MGrk6BoV3hISEo4fP+bp6dW7969pdOZm5jbWNq9fv5JKa2oCAgICAnmipqY2atSowBXLBULB6NGjzUzNcnJybty4fvTY0ZkzZhoYGDTg6SgqKnod9XrAgIFAi4Fb4bYwNTOtLCMTWxQWFhYcLlcgEMhov5cvX9q1a+eIESN6dO9Bp9PFVgwO4CQYdnF2aUQ2ljwFSCXE2MQYhuBhw31cXFxGjhxlZ2unp6+novxTqp/P56dnZMTFxl69dvX584hevXrZ29v9MV4+xMdn184dZWVlnTt7UKkU8bkRFSRqazs4ODTFsCkBAQFBy2Ha1Gmc8vL9B/afPnMKQzEIgjQ0NKdOnb5s2fKGvYBLRQCyaaGvp6+goHj/3v1O7p3EkubilOiIiAgtTU3JY3Z/I+J5RMeO7ocOHmYwJFL2/xst6yyKUVdTDw4O8fb23rNnz8SJE1RVVdXVNVRVVeh0OobhTGZpTk5Ofn6+R2ePgwcO9ejR449ftuLi4jt3bufl5QcFBVNpFCqVKja6hUJk8KBBJ06cFPcSJyAgICBonFAolGXLlg8ZMjQ2LraosFBNTd3CwqJVq1YNva6WiImJyUjfkbt272SWlcIQzC5nX79x/eWLF9euXwsODlFWVq7lPEKhEARBGCbV0u2jQFdQVlaSXc6PNDVIm0qsUIy7eyd3907fv3+/f//eq9ev8/JyCwsLYQjW0tIaM2aMt3d/N1e3ajLflZWVVyxbXsZiwRCE4SLE2zEMM9A3kFzCjoCAgIBADthU0NgOddO6n0oOiUQKDAwkkeDTZ85kZ2cJBcjEiRMN9A2WL18xZfKUGgNlKIqGh4ffDLsZ/eVL3379unl5hYeH+/uPrTHm6+fnP3/BvHv37w3oPwBozDaWra1tU/Tc2FewUKTzLmCz2TAMV9/fuxIajda9ew/ZL5CAgICAoGXRAmOFAAAoKiquX7/B339sUnISp7ycRqNbWlrWKFQp9l1t2bpl48ZQPT09LoeXnJzUoX37rdu2PQ1/euL4yerNLBqNBoJQQECAZ9eu+gYGIscKjmM4TqVQxo0b7+DgIOGbktpZnDVrFgQ1MZ33qlAoFHV19YZeBQEBAQGBDOHxeB8+vOdwOH9zjWA4rsRQcnNza8BwhKmpacD4CUCLxKqCOg158+bN1q1b5s6ZFxgYuHz5suLi4q5du4bdDBs50vfUqZPLl6+oxg2WmJQo4At0dXW+fvsa8z1G3CYSxzEajda3Xz8HoNHYWE3awJIQgUCAYRipgoZeCwEBAQHBXykoKJg6bVpSUuLfUkEQBGnVqtXDB4/U1NQa6jgqKCgYGxsDLQmhUPjmTZSVlfUvcqMpKSlFRUUuLi7VVCFER39RVlaZMnlKlWAa2KlTJ09Pz4+fPiEIUo25PHDAQI/OHoDICMPFQuI/x4OgVFrXSM0miI7+Ym1t0xTDhX/MJ6tImqvZavz48cPJkydfR0UVFxcZGBh28+o2fvx4U1NR9SkBAQEBQWNDS1Nz3959HE652GPxOziOKysry6jKrJYgCMLn82VXTNeo4PP5HA4nOzt7xswZ8+fNHzJkCIb9vBeDILBn754vXz6H3bxVzRkhk0UZ7hjwH50zce9gHBPlS1ezd0YFgMz418ZKSkoKDQ0pKir6xbbAK94niURGUdTF2XnevPl/zMDfv3//6tVr9PWbWEcdLpdz7Pjxe/fusdmsyo0oghmZGO3dvVdTU7OasY/+eTRp0kQWi+Xl6dW2rVtCQkLoppD7D+6dOnm6QimYgICAgKBxQaPTu3btCjRu0tPTH/3zcNrU6UAL4OHDB2vWrkEQJCUlJSg4aO++vVWtooT4xF69elbv8mjduk15efmRI0fWrF4DigGA9+/fR0REjBs/rn4x34KCAgUFBcnN3H9tLB6PFx8fn5uXR6r6ZkAAhmAQAhMTE7kcXm5u7qxZs/84UVOspMMwbOvWraEbQ+3t7XW0dUDo/z0HMYzBYFRfyFBYWLhmzRo7O7tDBw8bGxtDEISi/2PvLOCieLc+PrMNS5d0C0gqKAoYgIGKlIiihKiASNmCgYEoFhYGBgi2IAi2/m1RsDFASpGWziV2d2buZ3e9gMSSIsh87/veK7PzzDw7uzvPmRO/A3348MHB0X7vvr0hx0/g8WjcEAUFBQWl29TV1eXk5AyRC8fPz6+hoVFHYbxlCXEJOXm5ppgdjCCTJ092dFjIXltBW1vH09Nz586djx8/qq2lIAi8wG7Bvfv3lJVVnJwWdVqTyDJ+GCKoIIZh3oFgfV3d+g3rnRYudHVd2st312wHKCkpXb0a3apfDx6PLykpOXL0SNb3HyojlFesWMHBwQkMAGAYZknB9oaKiorYuDibOTbBwUe6Lr/B4sePH7m5OWfCwpsig1gsdvTo0c5LnM+eO1tRUf53WzGgoKCgoPwtmHo+PRdfGFJ1hRMmTJwwYWJtLWX5Cu8lixbrGxh09wg4HM5nna+iwvAz4We+f/9eV1dHoVDs7OyWe6+Qk5VjP7asrHSdz7rbt+7Q6FQsFguCIJ1Op1KpZDJZTKwP4nLNnyIej29rFty/f2/Llq2paamLFjmtXbtOSkoKGBjw8fF3t/SgLTQara6OoqOj010D65fYPwKQOBhCtC3h4OSEIKhVAywUFBQUlKEDFosZRL1PBgJkMueJkBM9ltcnEokLFiyYN28eq60fFovtYnb41WgG3t7L6+vqo65GurktAwEgPCLczMzM1NQU6DUdWspZWVk7A3dcunhZTU31woULM6bPYP+Nabdx8p9j1KhR8vIBvTyIqKiosZHxmzdv6HQIh+teXaS0tLSAgEBYaNhIrVHc3Nysjbm5uRcvXFAdofoXC1JQUFBQUP4uy9yWEYk9rwBDEKSfl9S/DtiB666hoaG6ulpYWLgrNisWi+Xk7F6o7dWrRGMjY/9t/gWFBc+ePx2rO9bIyEhHR2fLls3JyckaGhpA72jnLdVSas+fPx8YGFhHqfPx9fH28u6KLOfMmaZNpkY/gMfj2Seks4FKpX78+LGmphqDwY4bN25n4E7XpS6zZ88mc/7KbkMAhMzJOXLkKFa/pHYRFxdfu3adl7fH+w8fzM3MRMXEMjMyrkZH4/DYvXv3sRmIgoKCgvJvo6LSTpfbrsPBwSEhIQkMPbJzsot+FoEgyNBRQAAQA964fv3FyxdXo6K76LlolUSEYcJm/8bGRlYEj5uLG4fDp6enGxkZTZw4iUTi+O+/+31vY7169Spgx/Z7d+9Nnz5j29ato7S72nd61qxZwCChsqpy+QrvpKSPOBwWi8XS6fQzYWfOnT/LQfqVVQdB0PDhw+/cvismJsbmOHZ2dry8vIeDDx8OPlxbWyskJGRkZLxq1UrdMWP7662goKCgoPxryMjIODo4AkOMq1evbt7iV1JSwvRI4WAYYmpYUK2sLDsN/H1I+nD8+PH09HQY/uX/QxBG3raLs4uTkxObgfLyCnFxcT9+/JCSkuLn50/6mMQy1Orq6ysrK3v/ppptrOrq6oMHDxw8eJDMRd6/f7+9gwMXmau+vr5ZlgthOOIIBMJgDzPz8vAGbN9RWVXJeiMYkBE4hxnq+b/eKcLQ+eXq1GrGYDDm5uampqYUJjw8PJycnIP94qCgoKCg/F1wONzfFejqfwoKCgJ2BIiKinp6eJ4+fVpGRmbmTNOHDx+kpqWuX7+BfV1hRkaGg4N9aUmZhoY6kURm2SwIwNDG6jSmZDNnzsWLF4wnG0VFXjUxMdm6dQsPD3dBQWFq6te1a9b2pY2VnpG+b39QTVUNByfH1eirly5fYuqANVdGQHRYT18vcGdgu/HOy5cvzZgxs4vN/noPK1zds8oLIpFobGzcVzPBYrE8TPrqgCgoKCgo/QOCIC9evnj65ElhYaGQsJC+voGRodFflyKqr68vKyuTlBxC4cLs7Ozy8tIjR46MNxifl5+fl5fr4uLi6Ojo5LTw8qXL27ZtYxPyi4+P//nz5+VLl6dMmdrd82pqakVGRsXFxmKx2IWOC1O/pgYfOULAEzzc3U1MTHr9toDmSfPx8pmZmk0zmaaupo7BYIhEIgcHieN3CHhCRwd68uRJbW0t0F98+PDB19en306HgoKCgvKPUVFZ4eLqPHmy8ZGjRx49fhQaGmpqOtN2/ry8vLxeHvnhwwdv3rzp8fCsrKzQsNPAUIJKpRIIRAFm+EhCXDwrK6uqqopIJJpMn37//r2Kigo2Y2trawQFBUeN6mpqUyt0tHX8/bePHDmSh4fn6NGjudm5P7J+7Nixs0909pv9QIqKiufPn2cv6fF/AdV2wOPx/RkmKysrZcVNe092dvadO3cMDQ1VVFTy8nLv3r07bZpJR72ivn//fuTokYkTJhobGx8+fCgvPw/7e6NGOp2uraO9eNGSv/4khIKCgoLChoMHD0ZHR2/3DzCZbiIoKFhVVf3iRfyWLVv8t287dvR4bxSqrkZHK8jLjxkzpmfDEQTpvQDk4GKY6DAIgh4+eqSsrCIlJZWXl1dYWMDLy9vY0FBZVdnY2Mhm7MSJE0+eOvXhw4cpU6b0fiZ90qawCVwXTaiBRl9JtD1//mzR4kXV1dXRV6NVVFSqqqt379m9PWD70SNHZ80ya7t/VVXVixcvpKSkqFTq23fv0tPTsdjfHJh0GkQkklB9LBQUFJSBTHFx8c2bN9zd3detW8faIikBqKmq0un0Awf2//jxQ1FRsccHxzErqnozvcGyFvcV8nLys61mr1i5orCgYPHiJZycZG9v7/ETJoSFhWppafHx8bUdkp+fn56RDiAICIK6umNWrlyxbJm7kpISDodlOosY/yUvJ9+fHYQhCEpNS62j1Gmoq5OYOWR9piTbG03bv0V9fX1QUBCJRAoLPTNmjC4AAMpKylejon19ffw2bx49eoyoqGirIWpqatfjrrPaGJ0+dZpGo7X6JSAIQiKRCIQOg6ooKCgoKH+d2tqahoaGESNaiywwu82CVVVVf2leQxQCgeDnt1lx+HAQAOXk5Hbv3r1mzZpt27bpjRu3aaNfu1ngN2/dWrduDQzDGAwGi8XW1NR4eHhwkjlwOBxLZx+G4c1+m318fPvtXdTX1/v4+KSkJN+/9x/LRm/HxqJSqR8+fEhOSc7NzSESiAoKChoamp02OcZicYPO7q6urkpLT1vo6DRx4kTWFhwOp6Wl5ee3eY6NdUZGRlsbi0AgDBs2jPXvHgt0oaB0RElJSVlZmbCwcEt/NYIgP378IJCI4lz9J0GHgvJvw88vwMPDG//8xYL5di3zqeOfP8fhsH+3GdoQjBUCjPYtfMvcfrXBnmU6y8jQiEKh8PHxdeSzmDplSnh4BKMwD2T8h9FxGAAYCgEtxBDa2tB/FDwebzJtmoaGelMZXGsb6+PHpICAgLt379bWUgDwV1mhuISYg4PjmjVrhAQ7tCrc3d0FBASAQQUOh+fk5KypqWm1ndloqhO3HJ1OT0xMVFRUbGWH/fjxo6SkRFtbu5eOYpTBS15eXll5mZysHA8PT05OzrlzZ3Nz85SUlKytrWVkZDoaRaVSQ0KOnw49XVFeLiwi4uqy1NXVlXXrp9Foa9auUVAcvmvjxkH3JIOCMjDh5+efP3/+xg3rqTTqggUL5GTlCgsLr12LOR162sPdQ0JC4i/OTUBAQFeXEVoZypCZsNlBngkwkCASiV5e3i23/GZjvXn7xtbWtrSkdJ6t7bSp02RlZahU6pfk5GvXru3evTs19Wv4mYh2w6KMKJuyMjDY4OPjM5xkeO782dGjdQwNjfj5+RsbGzMyMvbs2S06TFRxePvBeCq1kUKp+/mz0MPT3dPTy2bOHKbIBQMQBI8dP/b69evrcddRNYchSG1t7Y6dAcHBwZTaOjV11S2btx4PORb//IWYuOi58+dOnAw5Exaur6/f7tgTJ0LWrlurq6troG/w6fPnVatXYrEYFxdXltFfWFjIw9v+Tw8FBaVnuC11q6NQjh0/dvZcBAwxQk6CgkJLly7z9V3f48Z5fYK4uLilhRUwlMjJybl46eJ0k+kjR44E/iGabayamhp//221tbXnzp8zNzNv2j5+/ARHR8ddu3bt3r375KkT69a2r5hAp9NZPauBwQMWi/X2XvEh6YOdvb2KirKAgGBDQ0NGRjoEQ8eOHhcd1jpQyOK///7z2+xHo9GysrICA3eGhBxvmYuWmZFpbGw8dFqmo7Tk6tWoAwcOzLedb2hoGB0T7erqysVNDgsL1dUd+yP7x8oVK3YG7oi6Fge2uX3X1NScO3/O1NT0bMQ5Li6u6poat6WugbsC9fUN1NTUWN9V1DOKgtK3EAgEX9/1VlazU9NSy0pL+fkFFBQUNDU10evc/5SWlW7btpVGpfbAxqqsrPz48aOu7hgOjt/Stj5+TOLg4FRSUgL+DKdPn8Lh8eZm5myCeM33+nfv3iW8fLlixYqWBhYLTg7O9b7rjYwMo6KiSktL2z3Qnj17OnppICMjIx0TfW33rl0SEpI1NVUAgFhaWt66eXuuzdyO7EU+Pn51dXVlZRUcDicuLq6urq6hrsH6PzU1dVfXpdu2+Xe3LSXKPwCCIDdv3Zw4cdLx4yELFzoFHz4iLCJkZGhkb++gpKQ0beq0tevWfUhK+pGXi2HmDbSkvLy8rKxs5gxTlrgzDzd3QEAACIKHgw+xMjr/0ntCQfnXaGhoePXqVU5OTtMWZWVlC3OLxYuXWFlZDRADq6ys7GXCS2Aooamhudlv88NHDxMSE7uei1ZXV1dRUREfH++61CUp6WNFRUU5k4qK8uLiorXr1h07frSLh8rKynr1+lVBQUFlZSWVSu3KkOTkZBcXF3UNtWXubvfv3ysvL2+7T7O7JSMzA4fHGxu1L4DOwcExefKU/fuDioqL2831zs/Po9FowCCEj4/Py8vby8ubQqHg8fhOSwINmNTV1Xsv91ro6Dhhwq98eZQhDgRB5eUVaqojWK21hASFFBQUxFtkdbCSsSrKy+XB1jYTiUQiEomlZc1PKfLyCh7ungE7ts+3XWBoaNjK4sdisJUUysG9e3JzcwlEAgTBEAS1MtzodPro0WOWubtjB5V3GQXlj1JcUrzQyXHxoiVNkg0DkIKCghs3ruvrtZ9X8E9SXV2Vk5vz+vXrWbNmqqurE4kkpvYCQKdDhoaT1q/f0K7k5OHDhy9fvlTfUJ+bm+vsvITEQWoKK9Go1IzMzPHjx3d66s+fP+/aHfjq1euq6qrAHYE0GvXOnTuBu3apqTJiCGzw8fGdZmJy986duOvXL5w/P3y40rRp0+bNs1VXV2+KZTXbWI31DXg8nourwxQzXh5eCIJpHdh3g/RRu6KigtUMh5Vhx9pIpVKrq6v4+QXYRGc4OTlCjoeg4RuUJph+TbFPnz9TKBQymUwikXx8fFt2vfyW+Q1AAH4+/rZCJ8Iiwnp6+idOhKgoK48ZM2bYMFEcDufk5HTv/r0VK5cHBx9pfZ2ZBTQlJaWXr1ypo9Tx8fMKCgq2OiyNRieSiIxNqImFgvJ/EASpq6sb4B4BDAYz1FSsIRhubKROnDiJKTNJg/7vyoKZdDRKXEJcTV29pKQ4Pz9fQVGBn6/5fosAyPz5CxYvXsL+vMnJX+bNs0EAYI619Y2bNxoa6lVV1fYf2O/q6hIVeVVcXJzNWFFR0RnTZ8yYPmNn4K4X8fE3b914/ORx2JkwTQ2tufPmTp0yVVZWttnGEh4mUldX9/37dzU19XYPl/I1hUwm8/D+O435YBjeuXPHMNFha1b/1vrx/ft3OwMDT4ScEBMTYzOcZahCEIR7NPFgAAEAAElEQVTBMLtKozGdIY+lpdWiRU7zbOfNnTt3ttVsw0mGrEuSm5v76PHDgB3bdUbryElLt71lYEDMmjVrPn/+NH/+fGUV5TNh4aNGjRIQEAjaF+Tg6GAzx6aqqlKphX4KBEF8ZK4jR47o6et5eng4Oi5cuWIljPx2WARBuMhcWAwG+X9NBgoKytC0YAY+wkLCYaFh3R3l6ODo6OD49evXnYE79u7Z11ZuqVOuXLlCqau7ffuumqrqx48fqVSasbHx2Yiz82zn3bt3b9GiRV05CJmTc8rkKSIiIlVV1R8+fHj46OHz+GeysrJOTouabSwdbR0+fv4TJ09OmmTYtibuw4f3MTHReuP0xMXaN+sGl7J5QUHBmTNhVdVVcdfjeHh4KysrYejX/DFY7OtXr5I+JnUaka2oqDgdeurdu3d7du+Vlpa+devmxUuXXJxdjIyMBlfuP0pfYWlhWbJnb/Dh4D17duuN0xs+fDjL1lnmvuz2rduTDCdt27qNhMNR2vuxjFAZcfvWnejoqykpKRycv5rMq6ur37p569SpU48fP1aQV2g1BATBWaazgoODuchkNlrGqIWFgvL7DweTmZn5/Pnz9n8vCEImk7W0tNDSpcGCiorKmbDwnoWVMjMztLW1R4xQaWxsbDJjtLV1pKVlsrN/dDq8rKzs48ePDx89jI2N/fYtU1FRcckSZ5s5NuLiYidPndq5M6DZxpKXl3dxdlnvu97F1WXL5i3Dhw/H4fEAglCp1EePHq1dt6a+vt7d3YOVa9IWfn7+QRQ4Ky0rPXvubFlZWW1tLRaLyc3NaYqzsH5gbm7LmrRG26WxsXHzZr+QEyHz5tmygoyCgkIpyclz59mcCDlpbW3dX28FZQCBw+GWuS2ztLAoLi6RlJRs2u7l5eW+bNm4cXrsNeSEhISWLnVrtVFcXHzLli2+vr6MpgJM8eKWr3JwcMyxniPVQXvNVmCx2JKKih3+2378yMJhfyt9Zcr4MeYPI7CcrJyv74ZB9HNGQek6IADi8fjwiDOXLl9stz0JnQ5pamrcvXNv0Ck+DlnAXvTWExkmGh//vLq6ho+XFwRBVtZTZVVlRUU5mVmBxIYTJ0KOHj2WmZmBxWFnzpy5ZcuWcePGSUv9uhv7b/NPSEhonhYGg1nuvbyyovLQ4UPXr1/X0dGRk5OjUqnJycnJX5IlJSWOBB+dNIkRK22XzZu3DCLvq7qaetKHj1Qq1cvLU0xMbMvWrS0f9jEYTEemZBMZmRlRV6P8/DZv3LCRtRrp6+s/ffrUadGi4COHp06diupjDVnExMTFWrh7QRA0mWbSy2MSmSBt9HKJROLatWu72MkKBEEaDH3//j31ayoO18KEAhnBShwe9+PHj6rKagVF+eXLV2BQXyzKPwoE0Y2NJxsbG7f7w4FheJiIyN+tDZeQkBhq+lh/CzMzs4iIcF9fn6Uuro3Uxpqa6uTk5IOHDlZVVTU1gOmIL8nJvHy8u/fstrSwlJSUal2ZhMX6rPP5zfTj4OAICAiYPHnyxYsX4l/Ev3//jkAgKCgobNiw3s7OTpVtjv3g6tCHwWA4mGzZspVAIHD+LqrRFaoqGd2sjAyNWj7u8/HxW1lZ7dgRUFVdhdpYKK3IzMysrqkeOUq7u0noMAx//PSRi4tbkeFbbWdw29g0DMNfv34FAEBVTa1pBARBwwQEw0LDWvbZBEHGY311dXXE2YjDhw9JSIivXbNWUFCQDkHoJ4jy74EACARBxkbG69YO3LpCPj4+bW3tvz2LIcHECRM3+23Z5r81Li62srIyOTk55ERITU3NjoAdo0ePZj92ve96QUFBIpHY7qskEsnCwqK1ew2Hw01l0tDQQKfTWfffrthPWVlZEhISg8vSAgBAQaF1jksXERISIpKI79+/mzBhQsvtKSkpXNxcHMyG2ygoLTlwcP/r12+eJCRg2mg3sKe+rs7Tw0NdS+v47j1d9C41NjZu8tsIQ3BUzDXC/8cgCIIDwbbaK2/evN66deuTp08tLS02btjIepoajF3eUVC6wtDsBojSLng8fuXKlUZGRrGx1759/06lNsrJyltbW48ZMwboDPZVhyw6DGF2GixrxfHjx1atWt2DrP7+B2EmmbHMRzqdDrX3vA6CIIFAYJO6Li8vP8NkRsCOAEpd3YwZM4SFhH/+/BkXF3fq1EkPD8+WFfsoKCzodHqPK8ZpNFp3VwU6nd5UydERpaUl+4KCTp08KSQsfPLEiTk2NkRC+89kKCj/DOzlAAYCOTk5z54/tbdz+NsTGSqMZNKVPREEodFo7L8/Le2HPmv5QqFQBvi3tomysrL5821FxcSCDwdv2bolJia6VSYZBEHy8vKXL11hk/aOx+O3bfNvpDYGBu7cuHEjDoel0yEODg4HB/tVK1dhMWi+MEprQCb9Npb9EBqdfi0mJmBHwI8fP5ycnHx9fLvyTIaCMtjh4+XbsH7jyJFawACmqqoqOTn5b88CpR0qKipcXJ3fvH6Dw7dvPtHpkKyszNmIs7Kycr/ZWEVFP69ERtbU1HSkJgrRIUVFxdmzZ7cbEOxnDVKWLdmzsQQCwdDQiI+fD4/H62jrQHQIi/1t8hCEDBMV7tSTN2zYsJMhp1ycXb58+VJcUsLHx6elpTVWd+ygC5iiDDW+fv26a3dgVORVbe1RsdeuGRtP/tszQkHpJ3h5eZctW/anz9JRhKSLoApeXeHt27flFeXTpk4rKSl58eKFsbFxF9OgEQRJTk7Oyclh2i2MomrW4ygrQQIEGQXcIAiOHDmyrZ+FQCAY6I8XExVvZTY0AUGwsLAQmfyrJrHZxios/Hno0KH8/PzfCo5aQKPSTUymmZqaDgQbQk5Ofo61Tc/G8vDwbNy4kfVvRyY9ngaegNfXN9DXN+jxEVCGDj1+DsHj8d11YrU7BMSADVRq+JmwHTsC6usa1vmsc1vmJiQgVN9Q35x9hQAYLIZE7F6qAAoKSksUFRXF2UpYo7SFRqMlJiampqbW19c3bYRhWElJycTEpK2azMWLFx49fqRwVTElJXnN2tXhYREqI1RaJZKSyeS2JaIwDB87fvTUqdN4PA4EQSwWW19fT6dBGCxDu4FOg7A4jJSU9ImQE9OmTWs1louLa9WqVUCXabaxFBUVL1642NjY2NHdHIZhQUGBjipaqVRqfybJKjIBBgYQBCEIgsViUenRoUx9Q/2Xz58bGhra/RqAIFhYWNiRmVVWVpaa+hWG4fbGgg0N9TU1NS1fAjGY6rq65E8f6S0qBFsOoVIby8rK+Pl/E/jBYrF55WV79+3Jy80XEOR/9Ojhfw/+Y+ZsNf9yITqspKx06OAhHKqPhYLSU9zclvVG/QRBkMGSe9NX0On0ffv27WCmOONbhOHoNMjGZs7kyZPb2lgaGhohJ0KmmUzFYjGFhYXOrs4kUnO/QgBBIBj28vRsKzqIwWA83D3NzcxBDIba2HjgwP6i4uL58xdoMPoM4tPSUkNCjisrq2hqavT+fTW/Ey4urrFjx/b4QLpjx/5dQZEeQKPRzp07BwCIjs7oESNG9MA/9/HTx+ir0QmJCZKSEmtWr427HjfdZDpaczs0ycvLs7SyLMgvZLOP5kjNdrc/j38+d64Njcouq32cQbO7FIvDffz8yWzG9KrKajZDZprOaHmbRxCEg0SaNtXku/x3AGR8/3FtROAhOkwkEtGnBRSU3kDu3WqIx+N5eXiH1EeQmZl55GjwTFNTv01+EhISLW9BBAKhXX0EW9v5VBr19evXBfkFBQUFI0aoCPALIP+/pyEIgCBwS6nCJkAQVGMCAEBk5JWKysqoyKuqqqqsV01NTceOHevs4pyYkGhp1blKWXl5+bdv3+ob6rnIXDIyMoKCgi1f7bOc9yWddV4cgIAg+PFjUsiJEGFhEUVFRb1x46ZPnzF6zGgyZ4eNsVsSFxfn6eVBp9MFBASrq6poNFps7LXQ0NPnz13Q09P789NHGViIiIjs3BlY+7vDqSUwgoiKihIxWGobj6+Wptbhw8EQHero0RdBAHUtLfD/GQMwxEiODNq3v6GhvqPTIQhDmoTRr/D/p4PokAgf/7Gjx9i7nFnJ8qg+FgrK30JGRsbBoedJLIORoqKixsZGT09PDY2ueo84ODiWurotdXVj9Svcs3ufmFi3lQ2u37guIy2jrKzccqOOzmh+fv4PH5PY21gwDF++fGn/gf1ZWVnMojeSmJiY3QI7Dw/PJv2mZhurpqYmJSVFWlqafSPkfwkcDrdvX9Dy5SuePnsa//z54ydPLl66SCKRDA2NTGfONDExIXaclVJYWLhli9+oUaNOnwp99Ojh/gP7JSUlr8Vcm2MzZ+++PRfOX0QlsoYavDy8Cx0XdmXPxjYmjpycnFsbh3ZbmnTeYQgSExRasqRLDzatztab8kYUFJR+gEQiDQohpD5EREREQECguLi4n/sV8vDwfP70uby8XFhYuGnjt2/fiouLW25pl8uXL7kuddXW0Vmzeo2EhERlZVX8i+dbt20rLCzctWsXHs+IjDVnh2RkZDg6Oty9e7cHswQA4NGjRxQKBegvampq0tJSe38cPB4vLy+/yGlRaGjYjes39u7ZJy4ucfLESU8vz7KycjYDs7OzCwoLl7m5i4iIsFYsGIYlJCQXOiz8+vVrRUVF7+eGgoKCgjIY6WVdIQzDjY2NwFBi+PDhdgvsgw8ffvnyZX19feP/aWhs6FRDgNWvkLUQM4Y0NHT94pvNMsv6kbV0qcutWzczMzO/pn6NiAh3cLDn5OScbjKdzcDGxsbwiPBxY8ddj7u+fv0GR8eF3t7ekVeiNm/2i46J/vz5c2s/FgRBlDoKjd5DQYSYmKsqKiqs7sj9wNu3bw4eOhgXe72Xx6mpqfme9T09LT3+Rfzz58+Ki4tFRUWtra2Mjaew1xHF4XBYLI4V+m0q+GSVbjH79qIa2SgoKChDlP0H9kuIi9vZ2fdseFpaWnTM1U0b/YAhQ0VlRcrXlBcvX0yYOF5CQoJMJrOWURqNbjpz5r59QewTpiEIunvv7qWLFz9++tjQ0KCkpGRmZm47z5aPj4/9eU1MTPbtDQrctdPM3Iy1jpPJZB0dnZ07drKvq6uvry8uLp4925qP97dTmJtZnDp1KjsnR1tb5zcbi9Vxuse6DGA324P0EgiCGhoaenkQOp0esCMgPDycQqnV1dVdMH/BmDG68vJyUv/vm80GaRlpCQmJ48ePjdUdi8FgWFevuLjo0uVLigqKqM47CgoKypDlx48f2F5oRg5BPxYOh1NRUV6yxBmDwTBrKpuySGFVVTX2wjcwDB8OPuzn5ycsLGRgMJ6Tk/PDhw+enh4vXrwIPhzM3szCYLCurq5GRkafP38uKSnh4eGRkJAYOXJkp1JbXFxc6mrqmZkZMAy3nF56ejoej5eTk2uT887M0EhOTo6Pf96uF4ah3SAgMEJVtWdRzz6n9zklCII0NDZQaincPNzS0jISkpKCDFp3c2sXEWGRjRs2ui51MRivLyYmlp+fv2LlisTEhLq6urMR5wZdiSUKCgoKSl+BxWJ7qcs91JIm+fn4t23179nYD0kf9uzZ7bZ0qZ/fZl5eRj0mjUaLjo5evsL74qWL7svcOz3CcCbdOikOh3NwdFy+3HvV6lUW5hbCwsIIAqd8/RoQEKCsrEKn0T4kfWC0iG0agAExMIwcOnQwJOR4u6EuOo0+bdq0CxcucnNzA/8EeDzeb6Of7TzbL1++PHv2bNu2rQiCSElJDR+uZGxkZG5u0VE/bRZWVlYCAgIhJ0ISEl7W1NQ8ePDf+PETvL28W3WJRkFBQUFBQflDvH/3jouLa+XKVSwDi7W429raXo2OSkh4udR16R9yDD1+/KjoZ9Ghg4dOnjwpIiwMw3Dhz0I6DSotLbW0soRhGIKgZhuLKR4PmJmZjR2rhyDtqJ9BdEhBUaEjs6OfNUj7CiEmeuP0XJxdiouLb9+5dfrU6ZDjIbdu3dLXN5CQkGA/fBKDifX1DRAMYTAYDhJHpw8fNTU1OTk5zCvcw8cUBEGIRIKcnByrbAEFBQUF5V8CYehn9jxlflBTWFiYlZVVV0fh4+cfrji8yWxiA0PqD4dr1XeYUZ5JJNFo9D9nmRgbTZYQl8Dj8QxzCoZBpv8SBEGWLDnrc2xlY4FmZuZOC516cLLFixcPxiQkKpX6/fv3Fy/iXyYkJCd/KSoqotFoFhYWllYWAgK/aWR3DNh1mYaGhga/zX4x0dF0qOcfPENTHoPdsnWrq4trz46AgoKCgjJgIZPJcrLywBCDRqMdORJ88tSpoqKfjY2NZDJZXl5hve96CwsL9gM1NDRKS0svX77s4eHR5LJ68eLFs+fPPTzccTh2OqDXYq8dOnioufkgCGCxzJI2LG6973p9fX02Y6cxYT83XF81Wh47dhww2KDTaStWLD9+PISPn1deTk5HZ8yUVVMMJxkKCQl1GkqHYbisrIyLi6uVgVVbW0ulUvn5+dt1aNXW1j59+iQ3N09JmWGe96xbAtPGwgkK/CYmi4KCgoLybyArK7vIaREwlIAgaM+e3bt275o6deqqVauGDRuWkZ4eExPj4uoMYjDmZoyiv47Q1R3r5LRonc/aGzdvTJ5szMlJfvPmTVxs7BhdXXs7B/bnZfUr/GVjgYxKuKzv3zMzv+npjyOR+qBt629+LBiGe+NcGXQ5ejCMKKuo7N6z20DfQHXECP6uOq4YVFZWeni6L160ZPr03yQ0IiOvvExIOHTwUEcyFiAICgoLhJ4OU1VV7dnVRhCEQCB0scE4CgoKCsrggrXwA0OJ7Jzs8IhwT0+vHQE7MZhftoSLi6ut7bxTp05MmTKZk6PDSjIikbhl8xYZaZmwM6Hbtm2j0WjS0tLOLi4rlq/oNOHH0sLS0sKy6U8EQXJzc0+eOvn1a0pXZGARBImPj3/2/Fl1VbWQkOCYMbr6+vot9RmabSwpKakNGzbqjtEFekRo6Glr6zmDK1xIIBC8vby7axomJX2Iioqqqal59OhRQ0Nj/IvnzK66DEAQjI2N5ePnYy+ARsATxMXFuxyLREFBQUEZQtTU1BQU5CsrqwBDhvy8/Pr6emtr6yYDiyXCbmFhGXzkcE11DRsbi6Wk4Onp6erqWltbS6PReHl5e+aFAkFQWlp6zeo1U6ZOjouLXca2JrG0tHTt2jXnL5zn5WH8h9pILS0rHW8w/vDh4Kbuh802lqioqIe7R8fHKrl582ZJSamHh0e7wgTv3r2bMWPm4LKxelYfm56RcfLUSQRBqqqqnj598upVYpM7CkEQEZFhS13duLi42BwBQRA6nV33XxQUFBSUIUt2dvalyxd3BOwEhgwcJA4ERn4WFrbaXlCQTyKR2uaztwuBQOgT5wUOh0MQ5OfPn+x3O3IkOOpqlL//9imTp/Dx8dXX13/6/Mnf33/16pWXLl1h6XJ10hO6tLT0zZs312/ExcbG/iwsMjc3c3dv36xrUrIfdGRkZBQVFenp6VEolDPhZ5I+JOkb6NvOs+1IomK21exZprOKi4scHB2WuS1j9IxsEfHDYrHsFR9QUFBQUFDYMARjhcOVhmtoaGzZuoVMJo8apc3Dw1NcXPzgwYPToaedFjp1KtfeY7Kzs1NSUsD/O89AAKBD0L179zIzv7H3I9bW1t6+c9t2nu163/VNGzU1NQX4+d2Wub17927y5Mkd2lg0Gi0pKSkqKvLBw4dfvnzBYMBJkyZt9rMyMjL6x9Q14+OfL3FeIisrGxN9LTTs9Lp168RExa5EXfnxI2vb1m04XDu2M46JpKRUyPETYmJi7B2YKCgoKCgoKOzh5eXdHhCwePEic3NzJWUlbm6e0pKSjMyM6dNneHl591LQlQ23bt9avnw5DvfLomUpL9DpdCenRaampmwGslLYJaWkWm2Xk5MnEYm1lFrWn7/ZWDAEf/ry6cmTJ5FXrrx6/YpAwEtISGIw4P79BzpV8RqM4lgN9fX79+/n5+cPPnykoaHhwoWLpjNNz5+/cPLkiUOHDzk6OLIxY3E4nJqa2p+YFQzDVBqVRGTEkmtra5OSkurr68UlxFVHqA5STyEKCgoKCgp7xowec//efxcvXnz1KrGislJn9Oh1Pr42c+Z0XR2pB5jNMlMartxyaQVBcNiwYSoqKuxtHm5ubnMzi6fPnuTl5UlKSjZtj7seJyAgOGb0mNY2Vm5u7ia/jQ8fPCyvKB8+fLiPj8/06TNoVNr8BbZcXFyd+i0JBMKgswCqqqszMtNdXdyUlJRev3n9/XvmMjdGKpWRkfGBgwfyCwo6TTlsbGx89OhRQuLLsrIySQkpQ0PDcePG9fg6wDB85crlM+FnqqtqZsyYsdBp4fbt2y9evIggsAC/oKOjw6ZNfuwzvVBQUFBQ/gUNUraFU/8qYmJiq1ev7s8zSjHp2VgtLc2zZyNMZ5lOnjxZQUEBokNv37+NvXZNT0//8pXLDDcXDDfbWIWFhdHR0XQafdXqVd5ey1lVi1++fEGYHrFOT7Z+/YbBmPAOgliWB+7tmzcgiBk5SpupFFrP0FLvrD12dna2h6f7nTt3JCUlyWRyeXn5lq2bly512xGwo2fCCleuXHF2cZaVlZOQED8deiruelx+ft4yNzdNTa34F/FHjgYLCgmtWb1m0NmyKCgoKChdR1hY2HCSIXrFBjjPnz+n0ejFxUWXL1/C4/AIwFAY5ePly8zI+Po1BUAYqV3NNpaiouLqVavPX7hw7Nix+/f/mzZ16oIFdvX19aw87k5PJiwsDAw2+Pn5dXS0I86GCwoKhJ0JU1FRUZCXLy8vP3HiBAcHh6QkO9u2vr5+k9+mT58+nTp5Wk9Pj4eHp6Sk+Nbt20FB+6QkJdet8+nuZKhU6rnz53TH6F64cFFcXPzylcsLFzo6Ojju338AAICFCxfSadSr0VedlzgPOlsWBQUFBaXrDBs2bOrUTgTE/w1gGKZSqSxh9Y468mGx2C7WFXYdGo3WqaeQQCCwzwNbvnyFo+NC5j6/Jv5/D0iz2ECzjSUgILBtm/+qVavv3r1zJTIyPDz8wMED8vIKFAqluLi40xmXlpXy8/EPrlIIPB6/du265cu9PTw9Bfj59+0LwmIwVrMt3717H7hzp7S0NJux375/e/z48Y4dOxY6LmRtkZCQGDlyVHlZWXRMjIuLa3ctoZqamsLCgrlz54mLiwMAYDjJUFpaSmvkSNarIAgaG09+9vx5RUUFamOhoKCgoPwDvH33dvHiRYucFts72DvY26empTWln7Og0ehms2YdPHiopbBnK0pKir99+66pqdnFmjwYhjdv2Xzh/Hkcvv2yPxiGOTk5g4OPTDZm1Ab2Js7Y+gS8vLzz5tnOm2f75cuXhw8fXImMhGF41+5dz54/s7SwNDMzFxRsv4XL8WPHli51ExERAQYVqiNUL1++kvo1VVBQQEVlRENDg4e7h7CIyHiD8exDclWVVSAAjBgxotV2dQ2N23du19fXd9cSwjOpqChn/cnJyTnf1k5dXb1ph5paRp0CZlBZsSgoKCgo3eXnz8J3796Zms765y+dgIDAjBkzlVWUSSSSoZGRsrJKSw1SZss7SEdHm70/KSUlxdbWVkFRwWyW2Zw5NnJycp3WIWpqataYWzS3KfwdmNlMZdiwYUCv6VAfS52Ju7vH27dvr1y5fOfunbjY67PMZl2+dLndLjGFhYU97nXYM/qqklFQQNDAwID1bxKJNGeOTVdGCQsL4/C458+etVTGhyDo6dMnosNEe5CZzsPDM26c3rlz57Q0tQwMxktLS/n7+7NeolKpKSnJERHhGhoaIiKdxGSLin4+fvzk8+dPdDpdVlbOyMhQRaW1IYiCgoKCMmApLS178fLFULCxFBUU9+7Zy/r3hvUbenYQdXWNtevW3bp1K2j//oAdAUZGxnPnzjXQN5CTk2t3fwwGM992/nzb+cCfpxMNUjwer8dkbf66p0+fFHUcNMRisf2Zi/3XpT7l5OQsLCx37NxRVFRkaWkpKiqWkZFx/sL5GzeuB+0L6lnO+3Lv5UlJSYsWLzY2Mrpw4YKgoBAAAHV1dZ6eHjdv3iQQCTsCdrCX4wqPCD944MDHj5+atkhKStrb2/v5+f1jwmYoKCgoAxYIguAu1Ip1BAiCOFwnqzNKE4KCgqtWrvLy9Pry5cuLly/i4mJXrlohLiahr69nPXvO+PHj+6S7c1t27Q68e+dekzPs/58aKCwiFLhzF0vQoaufooSExIIFdsCAYfToMbsCd/3FCeDx+K1btgIIcuZM+P4D+xklmjicmJj4li1bFi506tkxFRQUbt28dffe3fLycsL/LUhGYJhMnmdr6+Lioqmh2dFYiA6dPHVy5aqVVGrjTNMZUyZP4eDgeP3mdVxc3K5du0pLS4KC9qNtpFFQUFD6AVNTU15eXvRSdx0KhXLkSPCM6TM1tX5b5h4+fJiWnu7i7Nxp2jsejx/FxH2Z++07t/39/UOOnwg5fkJbR3vp0qU2c2zYJPB8z/qOw2KlpWUgCMrMzBATE+/KcgmCIAaDaUpDb2xsTE5J/llYNH/B/CYB8z6zlGk0Wn/KkHJzc6uq/hEJ0K7Dx8d38OAhJ6dF375/q6qsEhERUVZWHj58eG+Oyc3NbfN7sJKLi+tI8JFOB35J/uLj64PDYYP2HXF2dmY5+dzclj22f+Ti6hoaGqqjM9rNza03c0NBQUFB6QqmM9lJhHeFwSjr3TOKin4yO9oVHz12tK6+rqa2uoULEDx0+HBx8U8He/tObSwYhvML8m/fun3n7u1Pnz5VV1ebW5hNnz7jzZs3a9asfvfu3aGDh9o6tBobGw8dPnTixAknp4V+mzY3NDSsXr26srJy+/YAIyMj9mf0Wefrs8636U86nZ6enh64K1BEWJiXl6fbNtbly5colDp7e/t2g3QqKipDqk8fDMP19fUkEmkkk789HSA0LLSmumbt2jUeHr819jYyMt63d9+8efNCw0LnL3TkRTv/DATQwgUUFJSOAUEAA/6p7jEDjbt37zq7OIMgiCBIYGDgrl3NESoEQXA4vLe3N/tgX0VFxbXYazEx0U+ePMFiMGrq6osXL7GxsVFUUMRiscvclikqKJ44GZKfv05BQaHV2GvXrm3dusXK0srC3JJVbebs4hIYuHPpsqWxMde65crB4XCqqqqeHp6OCx0srawmjJ/QPRsrMjKypLR47ty57dpSy9zdCfhORDv/JVJSkr2XL/fy8rKytOqH0yEIkJz8BQTBESNGtK2YoFKp//13n0QiOv5fSKIlM2bMUFdVeff2bdrO3SPFJaBeZAmg9AEYEEpJAbDYrkj7oqCgDEGkpWUcHByBoYGx8eRr12LLSks3b9lsO8924sRJAPB/dSkE4ObmGjlyFHsn1ufPnzw9PcTFxL08vWbOnKmtrdOqMk9HR9vKana7tWj/PfxPS0srJOQENzc3K/xnaWGppqpmamb64OHDHoTLCAQClUotLS1l/dkNG4vAoENPFbHjl/5JuLi5f/z4cffu3f6xsSCI7uvrSyQSLl681NbGpTARFBJsVzuDSCRK8fK9R4CfwUcbCBy0IeOCHqCAzKdUCAboQ7FXBgoKSqdwcXEpKioOkQslxYQhCgrDkyZOautq6hQ5OfnY2Di9cXosO6kt0xiYtFuWR6fShIVFWrVElJKSEhIULC//JaXUEZ8+fcrPzwP/7/UAGU1iGkPDQul0elNJY5/lYyUnJysqKvZbuDAzM/PRo0eurq7AX0JGWmbP7t07AwP37N1jaWHJzc3NCp8jCMLBwcHPz9/nVZZ0Oq0jMQ8ymUwgEPLzCioqKtqaWYwodU01AAAiXh6cUlI0CHWf/G1gGCST8eP1//Y8UFBQ/ggZGRkcHCT2zULYwOxgBw8uTe9egsfjFy9a3LOxnWqBgh0HXrW1tQN3BSYkJrBCeyyePXv648cPRYVOzNxDhw+ejTiHw//6mEAQpFKpHBycfn5+ampqfWxjnTx5wsfHl6VR3g9kZX2/Enm5T2ysT58/JX34UFlV9X/3JMMo4Rfgn2M9p10lMBZFRUVB+4M+vP/w4f0HX1+fpvgdRIetrCwvXrzU58WizO6K7dttBAJh6rRpIcdCzp6L2BGws9Wrd+7eSUlL09YZpbJuDY6bGy0IRkFBQfmjHDt2VE5Oztt7ec+Gf//+/f79e8uWuQNDjJqamuzsbEVFRRKJVFRUVFtbo9CZocO0B7IuXDjv5uYmJPSbfmR4+Bl+AQELcws2Y+fY2ETHxFhaWsydO09DXR0Awffv3kVdjdLT05s+fTr7865atXq+7YKW6zIWi5Vl0rSlGwsue8dMPzcJB0GwTxoYXb8e5+HpkZebj8M363vR6ZCSstLUKVPZ2Fg8PDwrV66qWFjBytRr2g7DsLy8fJ83V+qURQsXhZ8JP3LkqIaG5lybuU0238ePSb4+PnWUejs7e74O/KgoKCgoKH0Ijc6gx8Pr6+vzC/KH2ify7t27dT5rq6qqYqKvSUtL//ff/c2btzg4Oqxds7YjWe/Mb5k/CwvfvXt/5OgRKWlpRQWF/9ckgg0N9bv37pk0YaK5mTkb60VCXCIiPGL37l1XoyJDQkIABODl450zZ47fps1CQgyJSjaoqaqpdZaw1WxjFRQUnD0bUVVV1a4IPQiCSR8/SkpIdHSg/hQg7StqamoOHT4kwC9w/tx5NTV1HA7XZC1hsVj2Wu2cnJxzbeb210wZBQvsr7Curu7OnTvXrl1rZ7fgGsMqtyQSSS9exEecjSgrLV9gt8DZ2aXfZouCgoIylGETduji8E67wfxjlJaWrli1Ij8vz2/TZlbGy/jxEywsLQ4ePIjFYDdt2tTuBTl8+PDRI0ewOCyCIK6uv61xEATx8/MbjO+kLR5LUTwk5MTu3Xtyc3PpdJqkpFSn1lXXabaxfv78eeTo0fz8/FYdGZvAAFil3ok/DTRqa2tzc3NdXZZOmmT4t+cCVFVVpaSk0Om0dr8QMAyXV1SIi4mxOcKK5SvwOFzgrl2RkVGRkVGsjVzcXG7LlgYG7uJBnVgoKCgoKAOSzMzM1K9fjwQfnTdvHmuLrKzsgf0HMBjw+g1GuElQoJ1eya4urlOnTP385XNw8OFNm/xkZWSaXkIAQERYeOTIUV2cAC+THsycpeIEgmBKSkpySrKGuoaKiko7NpaamtqL+Bd0Or0jow9BEE5Ozo7CZ/2sQdoncHNzycrIFhcX9eYgOTk5uXl5CAzz8/PJyyu0Kk/oOh8/fjQzn1VdVcNmH3NzMzavgiDo6ek1b55tdHT0m7dvIIguLydvM3feiBafNwoKCgrKwGfQrae9BIIgHA4r1saPoDpC9eatm40NjWwaK+uO0RUWErK1nd9RXWFXgJm0ciWy94EVFRVt2LghLy83JvpaQkKCvYN9RXkFFzd5//4DCx0WMuoMW9pYRCJRpoUN2F1mzjTtzdv7K3Bxcbu7e/hv33b58uVZs2a1TKJi5Xuxv77V1dV79+69fPlSSWkpCP6qtl2xfIWFBUPKrLsMHz58f9D+hoaGjm1cQFFRsdMmVsLCwm4MQXdU0h0FBQVlUILDYbnI7JJV/j2kpaX5ePmvXLmsq6vbVDFWU1N989ZNSQkp9p1thokOc3HpeQHc7du3z56NKPxZiMAIyzBCYIRIIm3bts1A34DNwODg4Nhr13bt2kUgEEJOhPDycJ88cSIm5tq+fXsnTZokKyPbvZz32tpaBEG4uLjaNQLMzc2BwQaNRkv6mPTt27f58+cPExXh4+NjbYcgSF5O7ty5C+3KTbGgUql+fptCw07PMjUzMBjPy8ubm5dz5+7dxUsWHa2vt+1+Q28xMbElS5x794ZQUFBQUAY9w4crrVq1GhhKSElJeXp5rVu3NjklZfp0E0FBoZ8/C6/H3cjITD99OpR9enRvuHfvnp39Ah4eHhVlFTwBz5IXgBGESCSy92hQKJRHjx4uXrLYxcX1x4/st2/fONg7mJtbSElLz5ljnZKc3G0bK3BXYGVlxd49+zg5OYF/AgyIERcXnzfXFofHwjDc5JuFIFhUdBiBwE62/vv3b1ejr65YsSpge0DTRm+v5U6LFoacCJk50xRtwIyCgoKC0pO1iclQu3Suzi7cXNyHDh302+RHp0NYHEZTU/PkyZMdCX0/efL4Wuy1RU6LeXl5Dx0+RKU2giw3FBMEQGAYMTcznzlzJpuTxsXFioiIXI2K1tDQ6NZsaTRaI40qIc4oBPzy5XN9ff3o0WMAACARSTgcjvb/qtJu2FipX7+WlJZ0pNFw48b1SZMMB5dhgcVhXV1cXXvkYywrK6fSqFOnTG25kZub28LcYnvA9qqqqsF1KVBQUFBQBgj19fVlZWWSkpLAUAJPIDg6Otra2hYWFpaWlfLx8klJSbFxduTn58fHx5uZmWMwmBcvXtTV1WEwLWwshJFiNVJLi/1Jq6qq1NQYSV3dnS0XF5e0lNTTZ09nmZnFxcXy8PKOHMk41+PHjxobGsXFxLttY+GZdPTqrVu3tLV1ho5hISUlKSEumZqWOmnSpJbbU1JSGDL8fVf5iYKCgoIypMjOzr4WG7PedwMw9CAQCDJMOt3TynL25MlT+fh4sVjszRs3YRhulciEIEinaeKTJ08+dvxYdnZ2S+HQroDD4VycXVyXuk6bNq2wsHCZm5uEhOSGjRuPHzs2zWRak9HWZ6LfnWaI/2NISEjOt7U9cHB/fX39WN2xfLy8dfV1j588vnDhwqLFi9PSUpkNw3Hy8gpshExRUFBQUFBaQafTKRQKelnYw0nm5CT/ylwaNmwY0CMmGRpGnI1wWuTk6uoqOmwYBoNBEEacEYvFqqupCwq2IxjRxMyZpjHR127cvCEuLm6/wA5BkDpK7RLnJWtWr2lSGOgznfdBRE11zYGD+/n4+ZcsXnIl8sqrV4k47G/XAYLhYcOGrVyxsikLvi3l5eXP459//561csVKfgF+lo1V9LOYQMSfORMWGnoagiABAYGI8LNjxjBitN0CQZC2V5tVVjoEg/QoKCgoQ4ohqEHKgkajvXn7JjEhkYuby3SmaXZ2traONonY1cZ0EASxmjw2/aNTnj17lpL8tbyi7Nmzp2QymWljMZpFcnJyRkScnTF9BvvhukxY/0YQJChof6vzNtsWEATV1NS01IdoCQgCjdT2BSqajg4MEqg06pu3b0VFRel0elpq6rOnz5t6OrKA6LCsnCyVSmVzEE5Ozvm2C2ZMn4HFYiEIgmGGVdT06TKvB0IicXQ3oJ6SknLx0sXU1K8y0jJz580bqzu26aVdu3eBALBmzdr+b9SDgoKCgoLyR0lPT1++wvvZs2c4LF5VdYSWptaixU4aGhpHjxzr1E317du3w4cP4/DYgO07OThI+4L25ubkunt4qI5QZT9w4oSJJ06cwDKl1xGY6cNiJsxjsdhRI0d2a/5NNkD7NlZ6erq3t1dRcTEW214vHQBMS0trstfaMog6hPPz858JO4PBYLi5uTes37hixcq2QVwcDicgIMDmIGQy2c7Orm8n9v79+/kLbL99+yYhIXHr1q2Lly+dizg3ZcoU1qsvX74EEGSoFfSioKCgDDVgGKbRaMBQorq6eu3aNZkZmWcjzqZnZFy/HictLR2wPcB7ufeBA/t37gxk49grLCxcvGTxu3dv16/fgMczrBphYeED+w8+ffbs0sWL6ursCgYVmAB/jOZJY7FYXj4+AX6BduHn59fT0zcwMOhIMcLFxZV95HLggMFghISEBAQEMBgMLx+vmJiY6O+IiYkJCwv3s9UIw/DBgwcaGxsfPXiUlpr29s07eVm51WtW5+TksHbAMenPKaGgoKCg9D98fHxanRXE/WOkp6cnJCZs3brN2nqOnKwsAiMEAsHGZq7zEud79+6Vl5ezGfvk6ZMPHz5cvnR5w/oNrFVy8aIlT548odPpYWfO/N0gW/OaraSkFBUZxX42bPpc9qD0cSBTWFgoJCTUn1G5qqqqL8nJ8+cvmMgsVFRTU9sftN9ytuXJUycCtu/ot2mgoKCgoPxdpKSkbOd1W8h6UFPfUI/BYGTlGMV9dKa4FMsaUVBQqKuvZ5+6U1xUPGzYsLFjx7W0T1RUVCaMH//92zcajdZWAIJGo8EwTCAQ2LgMCQRC77PicH3VKpxKpQ7S0sLSstIfP37AEMxQL0MYF+Fr6te9e/ecO3t+ZDfDsb2BmecOtGx3OHbcuMWLF4eGhs6xtunPmaCgoKCgoPQn4mLinJzkO7fvGOgbsGwJIpEIAMDTp0+FhYTYl+dLS0tVV1V9Tf0qLCzctLGxsfHb9+/S0tJtQ1IwDG/cuOHx48dXIqMSEl6uX78ex8zHarkDJydncPCRycaTe/m+uhF7YtQl1tVxcHC0a9kdO37M3s5+0OlCffyYtHzF8uTkFASBcTgcgiA0Op3aSFVWVuLj60kL7h7Dy8urNFzp5s0bjo6OLA1+AACWurrduH5j82a/8PAIHA5HH2IRehQUFJQhSHl5eXpG+rix44Ahg4yMjO0820OHD1ZVV2Ix2FpKbcy1mBfx8dEx0Tt27GQvvamnpy+voODmtnTtmnX6+vocHBwZGRnh4WeSPrz3cHdvN+1HS2skHo/nIpNlZGQszC1aipeyeukQCIQe60F028bKzctLTEyIiowCMeCpk6fafbepX782NrIrPOxbEATpSHG+61Cp1H1BQXl5eX5+fo8ePczJyVm61C09PS02Nna97wZZWTmgH8FisR4eHjZzbSZOmGAyffqqlStHjFCVlpbeu3ef06KFlpaWpWUlKioj+nNKKCgoKCg9gFFY3os0oMLCwlu3bg4pGwuHw23cuBGHw549d66gIJ9GpS9ZskRCXGL9+g2uLq7sQ2SioqLHjh5dvWa127KlNBoNi8HS6ZCwiPCGjZssLCzb7o/BYJpK1kRERMYbjP9jb4utjVVfX5+YmBgdE/3w4YPUr2kkDpKbmxvLfdeWfg4UCgoKqan1NgOssqryy5dPHu4e3l7esrKyO3fumGszj5+fT1BQ8OLFCyYmJp1KxPYt48dPiLwSefTo0cePH1lZWY1gFp2amJicP3d++/btmRnfNDU0+3M+KCgoKCg9gINEYt/xtlMGY+JNLyGTyf7+2x0cHL99/1ZHoZBIHIqKikpKSl0ZO2qUdszVmNdvXn9NTa2pqREXFx+to6Op2fd1A7W1tSEnjmdkZOI6qIqDIIZ55+3lLSws0r6N1djYmPThw/0H/0VFRX758gWBAZ3R2gcOHDAzM5ORkRkgpW2jRo3S1OytwQFDMKP98zBRhjErLFJZUZmbm8PPz2c2yzwiIiIlJWXs2GZ5qv5hwoSJ48dPaGxsbJluP3nylEmTDL9//0al0rqShl9RUZGbmwPBsLCQ8FDreIWC0nvS09M/f/7UwSrH2IoAgIaGxnDF4d09clVV1aNHj4YrDVdnPiIiCFJbW0sgEJqeXW/evFlU9NNugT2G0H8SlJWVlQ8fPVQdoTpiBMNTDsMwhUJpOau463HlZWW2tgs4OLqqBjnEWbly1QBZKwcdw5n0YCAfP/+0aSbTppkAfxIqlfrhQ9L7d+9byWo2QadD0tJSdXX1rD+bvwQwDOfm5l6LvXbjxvU3r9/U1NZqaWnaLbC7fuP6ypWr7BZ0ogUFQVB/VkiCINj7bzAXF5ewsMjd+/dmW1sLi4jQYSglJVlTU7OhoYFCodTW1rAZS6fTExMTFRUVRUUZJloTP378KCkp0dbW7rH0AwiCJFLrGxkOh1NSUu50bFlZ2enQ07Gx1759+wbDsIiIyNSp01xdXdVU1Xo2GRSUgcDz588PBx9i9CNjVKY0gwAABgRxeBydDpmbmTk4OPbJ6WJjr/n4+LbzAghgsRiIzhBq3rFzx4b13W4nl5eX5+Hp7uHhybKxSktLl7m7zZxpunjRYtYO165Fv3v33tLCipP0q0lIP5Cdne3u4b529VqWjVVUXOTu7m49e7a9vQNrh6jIyNS0NAsLS9TG6iLi4r9aAqN0ERqN9upV4vDhSq2yoLKyssrKyrS1tQeI8D0fH9/hQ4epVGpHjkaWviY/Pz/rz2Yz5evXr7OtrX78yB41aqSnp+dM05m6Y8ampqbeu3+vK6nWYmJig05/nIuLy2mh0zJ3t+Li4lMnT+mM0t7mv+3b929379zl4OCUk5NvdxSV2kih1P38Wejh6e7p6WUzZw4M/zIuQRA8dvzY69evr8dd7/P22DU1NSAIcnFxdbRDVlaWnd2ChIRELA6jpaVFwBNS09IOHzocFRl5+nTozJkz+3Y+KCj9RnVN9deUrxAM/WZjgYxnDxqNlpaWhsDAMBGRvrKx5s6dp6mp9ds9FARwWFxNTU1UVOTlK5clJCS6qwHNAoPBcHJyNt0qGxoaEhISVFWbpajxeIb3qJ/jRK1nVd+QkPBytI5O0w4sn9YQjF79LWAYptLYqRX8SzQ2NtbV1RUUFLh7uK9csdLKyqrFkgoEHwn++DEpLvY6m7WvIxITEyGIbtCn6VYYDKZbUqDNNhaVSqVQKDQaTU5Wztp6zsiRI7FYLB6P76J3atky9ybDbRAxf/58bh7uj0lJXFxcW7du8/Ly3Oy3RU5eLmB7QEdduP/77z+/zX40Gi0rKyswcGdIyPGWlygzI9PY2LjPvcQQBPn5bcLjCTt37mzXli0rK1u8ZHFCQqKh4aQNGzaMHDmKQMBnZGSGhp4OCTmxdKlrdHQMG5l+FJSBzGTjyQ8ePGy5BYPBYLHYzG+ZO3buyMr6oTduXF8ZWAAAyDJptfHTp09Hjgb/999/1tZz1vuuHzVqVO9PxCpQH2hBpYE5qyGFpKSkjfVcYGhw797dLVu30On0rKysgB0BR44eabmkZqRnTps2tdO4UGlpaVxcXEFhAQ6HY9XDYbHYc+fOjh49Wk9P/y/6wJp/RRoaGufOnr8SeeXJ48d6+uPU1NQc7B0EBYVYjq9OD9TPqg00Gq2mpoZ9u5uugMPhLC0sLZmlB3x8fHfu3K2oqODi4uLk7NBRz8fHr66uXldXn5ubKy4uzpDh///3AUYQY6PJDg4ObIb3DARBvnz5QiQSO2ooeePGjSePn4wfr3/58pUmX+vo0aNHjRxJIBAOHw4+HnJcW0enozQ9lMHB7wXGQwcSidQqKN/Y2Hj+wvmdO3c2NjT6b9vm7u7Rg8fcLvKz6Oexo0cPBweLiIgcPXLM3t5+ELUOQxmM8PPz67TwI/7b8PPza2ho1FHqcnJyJMQl5OTlWi6pkydPdnRY2FI5si3l5eWLFjk9fvKEh4e7tLR0mMgwBEDy8woUFOXnzp3XzwZWXV3dvXv3DAz0RUQYC3Gz8YTD4YyYZGVlxcfHX7lyeeOmjRgMto5Sl5CQMGmSoYSEBBtfcUlJCT8/f789+nz48CHibPjRI8f69rB4PF5EhFELwAYDJnV19d7LvRY6Ok6YMLFv58BmbmyiseERZwAAWL1mbatgNhaHW716TVT01WvXYjav85WVke6XyaL8ERBKHdCBkT2kePUq0d/f/78H/82cabp1y9Y/qtAbFxe7PWD7ly9fFi9avM7Hp0m7DgWFDVeuXBESEpo8eXLvVKmHxDPVhAkTJ0yYWFtLWb7Ce8mixfoGBt09wsuXLxNfJR49clRNTc3dY9lcm3kmJiaXL1968/btmNFjgD9JQmLCs2dP6XQIA2LoEB2Hw+Xl5V69GhV55WprG6sJOSZ2dnZpaWlXr169e/fOmfAz586fM5k23dnZuaNAWGDgzrVr14mJiQH9QmVlRWpqKvD34OTkCDkeMkCy8GpqarKysoRFhMa2Fw2UlpbWUlC4+yw+zdxKmMxN+6vNm1B6BYIgVVWgwOALyvcVhYWFx44fO3TooIiISGhoqO28+X8uDfRrauqePbsvXDg/apT2jes3p06d2ldHbrqFEgiEVuU7f9FDNjBnNUh58vSJgrx8j22s3NzchISEuXPnDiXhBs4TIScwmJ580759+yYrI2ttPZuLi1tKSrqWUquhoaGsrDx7tlV4+Jn261f6gtjYa87Ozng8vpZSy5LaKikpqamuXejkqKr6S8yyQ7cTBoMZMWKEn5+fl5fXmzdvrsXGRF6JLCsv09PTa1c1ikql9mddIQaD6ZN7a2Nj46VLF+/dv1dbW8vIa2UCQ7C4pPjuwN3sY5H9ma+AxWI7faZh7tDBPqxPBoYBCAJQG2tQw8GBU1PFSA05SQ4EQW7cuL5129avX78uWeK8Zs2aP+dSolAoZ8+d3Re0r6a6OiBgh6uLKx8fXx8e/+WLF3y8fAgCV1RU1tTUvHnzNiwsFIYZ3bQ+f/78d7wXCPL8+TNmRAYpLS2tra1NfPWqaVYpKclgjxa/IQsOh+uNYVpVVfXxU9KQsrHAFmY9lUqFYUbnlS4usng8DgEQViKNsJDQ9+/fWY8KysrKb968pVJpBMJv1gKCIJcuXXz67FlHyTMwghAJhCVLnDU0NDo6KZ1ODw8PHzlyZFDQ/lu3b968eTP48JHKyspt/tt0tHVY4li/2Vg1NTUpKSnS0tKtfFF8fHxTmfht2vw963tHumqD0asJQdCePbt37AiQlpERFhYGQQzLGIHoMBc3V0eZT7/Xmr76+vVrfX19y3oQRUXFGTNmdPcHRqfTa2trmuop2k6VSqV2dPG5ubnl5OSePnn2+vVrCwuLVq/m5uZ8+v6Nl49H+WYsWVrm/wYXymAFxOOBwVbD20vyC/I3bdx4+crlESojLpy/MGPGTBwOV1df17wH0kkwvVtERIR7eHhi8RgbaxscDnc69BSd/ltXCQSBJxtP6UERCasnbHR0TGzcNdbDDgiCN25cv349jrUDDCEGBvp98i66MSsM4/595Urk1eiopllduxYTExPdNKtJhv2UFIHCuv5D03f49u3b8IjwV4mJ5RXlkpKSxsaTnRY6ycjIsB+lqamVm5t78ODBpUvdRoxQPXrsSEpKirCwcHJKMg8PL6aNcYIgSFp6+rOnzzrSuIJhhINEsrSyYnPS2tragoICBwcHLS2tmpqa6OhoXl5eHR2d+vq6gIAAU1NTeXmF32ysjIwMR0cHX9/1ixYtaveIYkyAf4iKivLomGhLS6ugoCBhYREQBJtccZ3qb0F0+oGD+7f7b6+tpeAJzXvSadDs2VZTpkzp7i/k06dPK1Ysr6qqwmDbjz+mpHydbtKhutpCR6enT57tC9qrpzeOFQb+NU8ICgoKKsgvdHJaKDV8ODgkf7cog53Hjx+Hh0cwPEx1lMPBh/cF7WvlNYfosJ2d3fLly/vkdFQqlYOThMFgrsVei7oa1epVBEFgGAkKIvXAxpKSkgo9HVpLofwSoWD8D6MXfdO7QRBYQECQm4ebCvVf6b6sjOyZsHBKXR2bWQkKCf25qgIUFAAA7t696+yypK6uzsjIaIzumPT09J07d9y9dzf8TLgyW3nI0aNHOzkt2rV7l4CgoImJyfGQY2bmZhwcpOyc7MMHD+PwrZdyDAazauUqt6VubDSuQBBkL5WAxWKxOCydWcMoKChApVJzc3MUFRU1NDTr6uuTU1Ja21gQBFHqKDR6D7sO0+n0/owV9hUIgIzR1ZWQ6Hbk5dv378HBwdNMpm3ZvFVSUhKDwTS9fTwe31ZEtFNwOBwfPz8Wi+3Ixpo4YaKurm5HGWBmZmaTDCc9ffLU1ta2SbshPSMjNDQ05HiIhKS427JlaFEhyiBFUlLS1HQmBMN0Og2CoLa/L4gO92Fi1qJFi83NW/uDW9EtjZwmyGTyxImTurJnI63/2r9ycXFNmmTYb6dD6QqDcT3tDcUlxVu2btbU0AwJOcFaUul0+vv37x0c7YOCgo4dPcbG60EikXYF7po7dy4HiUNFReVsxLngI4crKipXrVzVkaQLL5PeTJibm1tVVS0sLExHW0dZRZlAIN69d3f06DHv37+vrChvcrI0TxoEQQwG0+MWSzo6On0uWPCn4ecXMJ1h+t/9+zZzbKSkpLoV7iwuLq6vr/f08Op9Sx8WmpqacbFx7H9XrEBDuy8JCQmdCTuzwG7+48dPnj1/NpIp2ZCamlpRXikqOuxEyMmxuv3dFwgFpa8wnGQ4sbMC3j5MV+j9/RcFpTeAIDjoNL17yffv3/Py8ncF7pKW/lX8jsPhdHV1Fy9acvnKpcrKSvb6UCAI6mj/UrvQ1dU9d/Z8P8zZ08PTIdHe09Pj1u07s2fP3rNn98OHD39k/VBWVh418pd+XgvDkHmDSk5Ojo9/3u5CD8OwoIDACFXVdqNgS5Y4D7qULCwW6+7uYWY+a/yE8QYGBtzc3AjCyMFiNDEUFV23dh2bRFcRERFBAcGi4qI+nA8bE6oryMnJ3bh+83To6bjY2MxvmTDMaMVob2/v6rJUXb23/bNRUP4uA6SGFwWlH1BQUFjm5j6kLjVEh0AAIP2/RWYTnJwcdIjeaXp0t0AQJDU1NTc3F9OB4iCCMMwDTQ1NIWF2ht2oUaOePn2WnJzMz8e3auVqLjL57t272to63l7eTYlVzTYWBsTAMHLo0MFWwuVN0Gn0adOmXbhwsd26wkFnYLHCoxER4RnpGfwC/F8+f0b+nwwO0SE5eTkqlV0+hLy8vIOj49GjR6QkJbW1dZoWAARAsBiGPj7wNxASEvL18V3q6pqdkwMze0JLSUn9lZmgoKCgoPQMIpEoLCw8pK6ejIwMHx9faFiYhqZWU+Zfdnb2xUsX1dXUu1LYm5efd+/evYz0DAKBMHy4oqGhUUfLHwzDR48eOXX6NL5NqlbTDpycnGfPnps5o5MedIKCghMn/nKxL1++YvnyFa12wP2e5MVI6xk7Vo/lzmkFRIcUFBWaOrG34tWrRE1NLfZirAONsrKyi5cuWlpZHQk+0mrmnbpqq6urk1OSExISJ0ycICkpSSaTWYYpjUafbmKyf/+Bji5UP8DPL8DP31sFfBQUFBSUvwKNRqNQKH2rGDLAkZSUXLN27fLl3u/evZtlZiYqKpqenh4dHU0kEg4dPMQ+iwlBkJiYmJUrVxQVF4sOE8FiseUVFXg8fsuWrUtdl7ZdyjEYjJsboxc7G98QFosdOaoPxI1b2VigmZm500KnHhwoLCxs8+YtEhISwOCBJbKlqanZg68yFotVUVJesmQJBoNhujGbfGCwmpo6GtdAQUFBQekZ2dnZd+7e9vL0HlIX0MHBgY+PLzg4+PDhQ7W1tUJCwsbGxqtXrR49ejT7gV+/fl29ZpWSsvLp06FSUlJYDKaopOTs2YgtWzZLSkhYWraWYABBUF1dQ129Q+2rroMgSF1dHatDYsvjk8lklhnwm6MMQRAarYd1hSxpYGBQISgoaG/vcPvWrdlWsxUVFbs1lpeXd8uWrX9saigoKCgoQ5SGhoafP38CQwwsBmtpYTlr1qw6Sh2FQuHh4eHk5OyKXfHy5Yu6uvr9QfubStCUlJXH6upmZ/+IjomeNcvsDwmG//iRtXnLllu3btbU1DRtpNMgBUX527fuDB8+vLUfC4bhIVUvCsOwiLBIalrq9BnTxxsYNIlhMLaLiHh6eqG1RSgoKCgo/cyQ1SAFAACHxfEw6foQKo3Gw8PTqlcvgUCQlpYuKy3rSr48BEEtd2tsbAwICJgwYYKpqWlHQ2AY3rlz59WrUXZ29iNUVEAMhhXNgmGYj4+vqQqy2caSkpLasGGj7phuq+oNXmAY/pL8RVBACILpCYmJTQE+CILk5GRdXFy7cpCqqqqsrCwQBBUUFKhUKvv2OygoKCgoKCityMnJuXjp4nST6T1o8W44yTA09PSt27cWL1rctDEjI+PDhw8LFzqxz+WiUqmXL1++ePFiLaUGh8PT6TQQBOk0etKnj+yjWzU1Na/fvF7quvTAgYNsdmu2sURFRT3cPYCe0rellf0DHof3Wefj6emJATGMosIWLjwcDtepxiCVSj1x8sTZs2dzc3JV1VT37N6zZevmGdNnuLt7oPlYKCgoKCg9A0EQOp0+pK5eaVnptm1baVRqD2wsQSHBESNUfX197t27q6Otw8vLm5efHxcXW1paWvTzZ1DQPhiGh4mKzrGe01bF8/HjR97LvUaMUAUQJDk5ecKECdXV1a9fv17ouHD27NlsTkokEoWEOq/97DxICUFQZWUlQ4KcrT6NtbX14IusgYyUrJ7pNdNoNH//bcFHgs3MzFRUVNLT03h5eeXk5DZu2kgkEp2dXQZddhoKCgoKykCATCbLy8kDQwlNDc3Nfpvv3b83Zeq0MaNHdyuD6sePH58+fSQQCE+fPn358iVLIx5BEBKRdOHiBRiC6XS61kgt05mmbW2sm7duqaur37p5u6CgwHGhw7p1PuPGjjt69MiDBw9aZbK3gkQieXt5+W/3DzsTNn78eEbzCaabBgEQPA4vIiLCegut38b379+vxV7T0dY2NDQCAODOnTvBwYfz8vLEJcQ93D3MzMw7Op+x8WRgKJGVlXXu/DlPD88dO3bGxEQzOiUJCBw6eLi6qvrsubNz584bfBYnCgoKCsoAQEZGpqMmMP8q1dVVObk5r1+/njVrprq6OpFIYiiBMtr0QYaGk9av38BGTUldTf3SxctMzalfTYeZLg7G/7P+RBCEk5Oz3UW5tLREQ12Dl5cXgiAsFpv9I3u8wXhHx4VRUVG3b99ayFZmQU1NnUqlLlm8RFZOlkT6pdZEp0HSMtKhp0NlZWVb21gx1655uC+rpVCCDwcDABD/In6J8+KG+oaxY8dm/chatHjR2YhzM2d2Isk1RCgtLWloaDAxmc4KGrIcflgsdurUqQE7AmpqalAbCwVlKEAgEFm5AX9REq8tZWVlFAqlZ950BEHIXGRBgZ44+FH6BAwGM6C+Tv0ABMONjVRWN086jQb9P1QKM2E/lkwmq6mp9ey8QkJCmRmZVCqVl5eXi4s7PSMNAAA+Pj4SifTtWyabgXQ6PSAgoCC/cKGTo7CwCMsiZFkCQkJCZDKZ9WezjVVYWOjvv1VMTGz37j26urowDEdGRpZXVISHnbG1nZ+dkz3HZs7JUycNDQ3b7UsYdibUynI2+z7V/xI8PLw4HO77928TJ07EYrEgCLIcgzm5uQQ8Yai1mkJB+YcpLy+/cuVKZVVlW5OFkR5Lp2dnZ8MwfOJEiLiERDul2Qhjt6lTp2pra/fPhJ8+fbp23VoKhQLDcHetLIQp/sfJwRl8OHjsWLTJ6d+htrb258+f3VUUGtQICwmHhYb17TGrqqpgGGZvlkydOu3s2bPOLku2+wdoampGRkUaGRrn5OZ+/vJl9mxrNgNra2vfv3/n4GDf1Zz3N2/eFP4sPHH85NSpUwEAqKysfJWYOFJLy8LCkuG6lJaxsZ4TciKk8GehgrxC2wO9SnxlMm16v9lYzJTAHkp59QlycnL6+gbbA7YLCwsXlxTT6VBObs6zZ09PnAgxNzPvWY4XCgrKAOT8hfPLly9vWRPTChDDsEsOM93/HfHs2dOY6BgiiQT8eRJfJb55/YaTzCkhIQ5B3atGwmAw3zIzaVR6YmICamP1mFZaAN0lJycnMurK1i3bej6DIQaCIGnpaVVVVYwKNtZzDggEBe0TEhQKDj7Cpgpt5owZ2/23X75yJTs7222p2/Pnz42MGIlSU6ZONjMzY3NGDg4OaWlpameSos02VkFBATcXd1Pz4Pz8/MzvmXYL7JuazEhJSdfXN9RUN2tt/UUNUlVVNQ93L+DvQSaT/bf5u7i6zLO1JZM5KyoqZs+2+vmzSE9v3OrVa3qgeFZdXb13356CgkICAQ8xgFtdTTqdrjt2rKuL6x+SU0NBQWmX8vJyAAGmzzAxNp4Mw63SYBl+rDNnwnJzc72Xu0tKSMK/NyLD4fBpaamnT4dW11TXN9T3j40FMjNRnJc4r1y5EurmSo/BgDt37Dh9OhSt2ukNGhoaIsIiPR6OIAj7hOt/Gyoz/QaHw3WxQp9KpQYFBR0POV5XR8EwwEIQnUajwzC0YcNG9t9kHA7v7b3cwcGRSCRycnJGRUa9THhJIBD09fTExdn1rSESicuWLfNd7xsREWFtbd0yeMXqxcc6b8vVmvGhNtWLJqckV1dVjxnTrGFfS6nFYgdKkFhCQsLKqrVAfj8zYsSI27dux8XFvnjxoqKigpPMOXHCJGtr626Jp7WkuKj48qXLdXV1fPy8ggKCv4lJMDshcnJyDkaNDBSUQQ3rRj99+ozl3svbvoog8MOHD/Lz852XuGhotNOd4+PHpOjoaARmNCsD+hEJCQlW1m136dkolJYsdV3aywsyBG1cBEEeP3l88cKFpKQkCIakJKUNDQ1tbGw6au3cxNt3b/cfCDIzM1NTVT967Mgs01lKSkqRUZG8vHxuS5d15Uo2heBkmXRxwh+SPuTl5jk5Oa1bt5Zf4NcR6HRIRlo6LCxMRub3nHd5efna2tr4F/EqKipMz/YzLm5uNVX15jf/+JGgoFBHGpv/2NpfWFgoJCTUaVoVDw+Pg4NjnxSA8PDwHD8eMmHiRA9398WLFnl5LoeB3y4pgiBcZC400wsF5a/Q0S0OBDGsm3hHwtwQBP2V9bLHjpChpsz0J0AlEnvA2bMRy1csJxAIY8aM4eHhyc3N3bBxfWRUZOip02r/j7C1y6ePn4SFhXfv2i0sLPLk6WNZOTlPTy9zcws7e7v//rtnYzMX+DOIi4nPsbHB4bDMFjm/7g8QBIuICJNIvwKAzTbWuHF6+vr669aty8jIQGA4Ijzc0MhouNJwKpWakZFx9WpUbGzsmtVrhYXbF93i/H8HxN4AQdCPHz+qqqoIBAK/AL8EW09dX1FaVvrjxw8Yghn+dWZ26tfUr3v37jl39jwbMTQYhuvr6wmEvkxvx2AwVpZWBw7s5+LmlpXr+aMkjUbLz8+HYFhYWIiHu4dONRQUlE5BECQh4WVhYSEEQU+ePhETExvgdT8NDfUvExJ+ZP0AQEBeTl5PT2+AhCZQhrgGaU5O9s7AnZMnTzl69KiwkDBL4yrpY9LChY6Bu3aGhYWzkWtvaKjn5+Nn5TUJCgqmp6cDACAtLa2lqXnj5k0rK2scjl1jorz8vMSExJ8/CyEYZsXZWRpXM2bMkJOTYzNw0aLFi1ooy7dLs43Fw8OzP+jApk0bjx07SqHUjR07duuWrdxc3KmpqXb2Cz5+/DTXxsbb27sjQ8p9mXtv2sggCBIdfTXsTFhKckpNbQ0Bj+fh5R0xQtXJycl8ljkG21vrrSM+fkxavmJ5cnIKgsA4HI7RFZtOpzZSlZWV+PjYCVylpCR7L1/u5eVl1aand28gkUg2NvMU5HuoPldfXxcZGXn5ypVv3zJgGBEWETGbZbbQcaGERH9YqygoQ4rk5C9bt2598vRJaWkZBoNZuXLFuXNnPdw97e3tgQHJ/fv39gXti49/UV9XDwAAFzfZQN/Ax8fHyMj4b08N5TeEhIQmMVUMhg7Z2TllZWVuS91Eh4mytuDx+DGjxyx1XRpy4kRZWZmYmFhHY2Vl5bKys96+fTtx4iRpaZlHDx/W1tZycXHV19dXVlbCEAR0bGOlp6cvWrzo5YuXWEb21y9LA4ZhTk5OaRlp9jZWV/gte1pBQeHixUsVFRWVlZXi4uIM3VKm7bV40RI5ebkpU6Zw/N/91ZbeTKWhsWHrli37goJERYfp6OhIiEvACFJYUPD+/bsbN66vXLFy+/aAptR7FqVlpelp6fr6+j0+KStRbl9QUF5enp+f36NHD3NycpYudUtPT4uNjV3vu0FWlt074uLm/vHjx927d/vWxsJisb4+Pj3rzP2z6OeSJYtv37rDiPwqyBEIhDevXye+TAw/E37mzBkDA4M+nCcKyhDn48ckO3v75C/JIAZgPSVDEJSY8Cop6WNFRbmXlzcwwLhx44bTIqfysnIMFsThGROuq6u7d+9+UlLS2bPnpk2b9rcn+E9RUVGBxWJ7nJsryoAhvjh04OHhJpPJtDZlehAEcXCQ2PccNDAwUFfTmGU26+TJU8ZGxseOHfXy9hIUFIyJjfH28iYQ2Y09d/5cRnp6ZGTkJMNJBDyhafEFQbBJ46pdGhoaIs5GiIiIWJhbsAnita5QA0FQgEnTFnFxcW/vzu8XVCq1KZG+u9y4fn3/gQPzF8z327hJSUm5aXtGRsbevXuOHTumoqLi7OzSckhSUtK+vXvv3r0H9ILKqsovXz55uHt4e3nLysru3Lljrs08fn4+QUHBixcvmJiYcHNzdzRWRlpmz+7dOwMD9+zdY2lhyc3N3aQny8HBwc/P35sMjLZjEYTx0AyC4IgRI9r9OKuqqtzc3G7fuqM1UsvXx2fMmDF4PCEzM/PY8aPRV2OWOC+OjIzS1NDs8ZRQUFCaoNFo63x8kr8ks4yVpp8tDo9taGjYvGXzxImTtLS0Bs4Vy83N9fX1KS8rbzlhZgUWUFRUvHbdGk3N+6Kiv/wHKL3n+PFjkpKSjo4L0YvZRVRURlhYWB47flReXk5BQRGLxcIw/OnTp4sXL5rONOXm5qbT6SAIYjC/0h9bIiwsfPrU6fPnz/Fw8xgYGGza6LczcGdVVeXs2bNdXTopPkhPTzMwMJgzZ053l2wEQUJDT5NIpFmms9jYWH0Wg/P39y8uLu7BQAiCLl2+rKGhHrQ3qKWBBQDA8OHDDxw4OE5v3IWLF6qrq38bxrBoeuLsaQkMwRAEszyTIsIilRWVubk5AACYzTJPTklOSUlhM7aoqChof9CH9x981vmojFCWkpaUlpGSlpGSlJR0dl7S2NgI9CkQRPf19d282a+tmc/i3r17cbFxo7RHRl+NtrWdr6CgKC0tbWxsfDbi3EInx7TU9JCQkO5WcaP8Iwy9AqU/TUJCwuPHj7C4du6fWCymsqIq7Exoz7zRrQABkIjtdr4UFsY2/TeLmzdupqR8bXfCODz208fPd+8y/N8ofUVefn7PFkQWxcXFjx49HFIfR10dhUZtfPDggbaO9oQJ462tZ0+eYjzJcOKnz5+fPH1iOmvmNJOpNnPnfE392u5waWnpDRs2zpo1C4/Hr1ixIiM9Iz+v4ML5i53myaiojCgpLaVQKN2dMAcHx3b/gLq6uosXL9bW1nbux4JhuKGhgdXxp91dEQTB4XBEIrFdc6+iorxnZSzV1dU5Odl64/RERNpREyGTyYaGRufOna2pqW7ld+19qQ4XF5ewsMjd+/dmW1sLi4jQYSglJVlTU7OhoYFCodTWtq8ExoKHh2flylUVCytA8FeDJBYwDMvLy/+J6j86nYbtOC8t7EwoAABr1qxVUPhNIZaTk3PD+o2379y5ejVq/eo1UpKSfXHnRxlMII2NAGpe9ykPHz6gUektfUKt7kvv372vrqrmZZvTyR5WWXENreZY8mFOHLuYRVvS5NNGbxr5VeHz7qQdAAggEBJ1KwZke8989PiRk9OiHs8WpRVYJj2+LEVFRf89+G9IdQGGIBhBgKlTpmKwGAiCqFQqNxe3sZExiAEhOuM1GIaI/+9b1Smd9rKj0+kQRAcA0G6B3Yv4+D179nh5efHwcLe0f/B4PPvTZWSmFxUVubg6Hzt2lPFjZ66tEASLi4vt2rWbZd4121gfP360njM7P7+gbQY+BoPB4/E0Gm3qlKkREWfbjaD1uKiQRqfBMMwmbs3Dw8O8HH3vg+Hi4nJa6LTM3a24uPjUyVM6o7S3+W/79v3b3Tt3OTg45di2Pefk5Jz7xypC2wVk0u5LtbW1qampgoIC7aZJKikpjRyu9F/8i1RbOwE+ATq63A41YBjKzQOJRIA+dFUN+xY2j60sGhobGxoaeIGe21hYAEvAEGtpNQlFL+Du+OxBACTwE6SnSRY3/szLzwFAAKZBOWU/2D+U1tR08o5Q+hPWmjukrrmQkNCxY8fZe38ZscKOv8Y/f/6sqq5SZMYZs7KySCSimJh4u3tCELR129bLly7h8DgsFltWVvbw4aPgI4dFhEVADNiU837gwEEjQ4bme0fU1lJGqKhqaGhQqTTo/3dXCIIhppYD689mG0tISMjOzr6yshKL+S3DgEAklJeX37x5o6K8EkGQPyT7web3/0eFRubPn8/Nw/0xKYmLi2vr1m1eXp6b/bbIycsFbA9gL0RWW1ubkZEhJSUlJCQE/G2YTTMRHIHxdWl3BzzzGtJ+FsFVtRDqyBp6gAiMkZECxYb97Yn8I0hJSbNc+x3duAT4+Xl4eyWbQsaTl6l6/qwvxGO6vdZGR0eHnwl3XOhoY2PDmud+tf1XXkWxuZN2KvOIgvKnwfRirY+Jidm8ZbOGhnpY6BkODo6jx47cuX1nzbq1To5O7bYZVVZSNjQyYoWGmDleGMYiylgcGbYRDCNEAkGwM6kEXx9fXx9f9vs021hSUlLb/be33ePxk8f+/v71dQ2uS118fdZ3lGnfOw1SsLKyMjc3t22KFQbElJWVdRS+7D04HM7SwtKS2ZORj4/vzp27FRUVXFxc7fa9bklq6tep06b5b/P38uqPlj44HI6NGcrDwyMhIZ6Y+OrTp49tE1eLioqSs7PJXJzDIy9yySsgQ7hFwxAGAXl4QXIn32qULmJpaRmwY3t5RQW2nfIUBAABMzOzVqXQPUCeR0Gep53msJ3ytDK+6HWJoLnwGOFfTZ0XzlkUd+k6tZHaVgcHhhESB6lv66NRek+f5PMNEZKSkry8PeXk5JycFrH03ubazM36/mPN6tV8vHxtv9sYDMaBST/MjV3nu4KCgqCgvaGhYbJychEREbNmzWITYBaXkOihbxNh1CSeCQ+//9/9tt8qEMQUFxdzcZH75wuHx+PbTQtry/DhSoaGhk+ePnFatIibi6v3p66qqkpJSaHTae3aUjAMl1dUiHcsEGJvZ5+Y8Gr/gQP6+gZcv8/n6NEj2dk5c+fZyI4ZA2KxaP4zCkovkZGRWbx4yd49exGwtSsLosOaWhq2tvP/4kWGMYznKBjT/Nw7ceJEExOTuNjrIOa3CTPUqSHYwsJ83Lhxf2myKO2DKsV3nddvXkMQfCLkpJqaGmuLru7YCxcuzDIzvR4XZ25m3pvcuK5AZ4LBYNpqTLRvYzU0NERdjdq2bVt5Wbmnp+eKFSs7jYj5rPPp2dtglT4yhVnbsaJYmyQlJchc3cv6/NOQSCQLcwv/7dtmz7YymzWLm5ubkbDHrFWUk5MzYjghu3c1Pn78aGY+q7qKXaK9uXmHbcCtreeEnQm7d/fewoWOvr7rtbS08Hh8RkbG2XNnA3fu5BfgW+a2DP+Hv2coKEMEEAS3btlKoVCOHT3GWA6ZTy4wzHDEa+tonwk7MxBSCFpCJpOPHwupr2+4f+9+84Qhxi3LzGxW8OEjvfe6ofQh0tLS8/+qmT64oNNoXFxcgoKCLTeSSCQ5WbmSkhIIgrq+HEMwlJ+fz8vD22nWPIuCgvzwiIj79+/n5eXy8PCM1R3n6Oiop6fHzsb6+Onjtq1bb92+NWnipPAzZ8aPn9CVM+Fw7FxibODh4dm1axfQj9RU1xw4uJ+Pn3/J4iVXIq+8epWIw/42eQiGhw0btnLFSj4+vo4OUl5efjj40M+fRYWFhY8fP2pys8EQYmVlOX78+O7aWMOHD98ftL+hoaGjmCCCAIqKih1dZ1FR0TNnwufPt42Jufbo8SMdbR08AZ+amvYj6wcPD3fw4SOGbHP3UFBQugUnJ+e+PfsmTphw9tzZFy9ewDAsLS1tt8DO1nZ+77Wh/wRiYmLnzp6LiYkOjwj/+pVRAK+uruG00Gn27NmtFieUvw43N7eKyoi/PYtBg5qaWmVFxfXr111cXJoW0G/fviUkJJhMn95phO3FyxfXrl3z9PAUFhbeuGnjrVu3hIQEN2zYaDarQ6cGi6ysLKdFTomJCfp6+lOmTC0vL4u5Fn01+urJEyetrH4FKH9bsIuLS06fPnXo8EEODs5DBw+5uLhgfzc+2JCWliYrKzsoWl9RadQ3b9+KiorS6fS01NRnT5+3qsGG6LCsnCyVSmVzEBERkVs3b1Op1FYmEYIgnJycPbgOYmJiS5Y4A71AU0Pz5o1bR44euX3r1rPnzyAIGjZs2PwFtm5uyyZOmNibI6OgoLSFg5Nj3jzbOXNsamtrYRjm4OBg9cYYsIiIiLi5LVu8eEldfR3DucVJHmrFa4MFBEEgCOqx52Kooas7do6NzfIV3g8e/KdvYMDJwZmRkR4ZFUUkEBwdHNlX1L5+/crWdp6sjOxy7+Vx1+OOHz9mbm5RWlqyevUqWRlZDQ2NjgYiCHLo8KEfWVn/3X+gr6/P6sVXUFDgvdxre4C/rq5ua+2GnNwcNze3O7fvjB6js2b1Gg1NreSUlJZKnzAC8/LyysrIthsnPnb8mK+PL5uOQr2B5SXqq971/Pz8Z8LOYDAYbm7uDes3rlixsq2dhMPh2LdfxGKxf+jN9gY5ObmgfUHLvZf/+PEDQWAhIeGm+DQKCsqfAIvFdjGsMEAgMPnbs0BhR3Z29uPHjzrtN4zCgoODI3BnoJSkZGhY6NXoqwgMkDiIhpMM/fw2d9puISYmho+P7+zZc1JSUnFxcZoaGhHhEZWVlcaTjR8/eczGxqJQKImJiQ6OjhMn/nJhgCAoISGxZvUaewf7r6lfW9tYPwt/Pn/+HACAd+/eOS50pNForbPMEWDq1CnR0THt6mNBdHpv0tKzsrKePXtaXFKirKRkPHkyJwfnhw8fiouLGhsbq6trPiS9X7VqtZRk31QXYzCYpmwJXj7e3ugEDkykmfztWaCgoKCg9ASGNlBmxpC6dhQK5ciR4BnTZ2pq/dbz7eHDh2np6S7Ozux9rvz8/Bs3blq5clVeXl5NbY3oMEbHx65k7GTnZI8aOUpOTq64uPjjx6SZM2ZycnJisVhhYaGy0lI2A2EYZvZSbJ3ISCKRQBCk0+isP5ttLDk5uSPBR2praxkaXO2ZSwiMyEhLdxQF642TKTk52d7BPulDEuM4GHCp21IxUbGDBw9UVlUiTJ0BxeEKq1atBvoaBEHq6+tJJFIPKjggCCouLu4oVigkJNRXXjcUFBQUlCEFo/flkAkUFhX9zMjIKCoqPnrsaF19XU1tdQspKPDQ4cPFxT8d7O27Etfm5ORUUlLq1tmFhIRSUlKoVGpSUlJpaekobW0AAEpKSsrKytjHsshkLnU1tcgrV+bOnTtccThrI4VCCQ8PxxPwTdNo/hSFhYUXLvwLDSwRBDl67EhW1vf9+4NGjx7z4kX83n17q6qqDCcZ2sydKyQkxEXmkpGVEe9AsLU3UKlUb2+v8vJyOzt7fX39bsX+iouLp5lM/fI5mVWhw3KP4XB4BEHMzc3PRpwd4JkZKCgoKCgof527d+86uzizutIFBga2rIFj5u3gvb29/9x6amlpdfVq1Ny5c79nfRcSEpo0cdKXL1+2bt1aWVmpp99cHtgWLBazfPmKebbzJk2aaGVpNWLEiPLyipu3bn758iVo3z55+V99YvrMUmbGFnsSK6ytrf3wIcnKavbKlasAAJgwYUJycvKDhw8OHw5WVVUF/iR4PH7MmDH7gvYtsJuvqDh82tSp8xcs0B6l3ZUHCF5e3m1bt5WXV7Ck9wEEKSoqunHzRllZmaOjI5rugIKCgoLSm5z3IXL1jI0nX7sWW1ZaunnLZtt5thMZHeF+2RIIAnBzc40cOerPFWdMmjjpwIGDx44d5+PlXbV6tbS09Jo1q+Pj4/23b9PW1mE/duTIkVejru7bty/mWkzJyRIODg4dbZ3wM2dmz7Zu2qfPbKxJkwxbSV92kfqG+sbGhpbq5NIyMkJCQl3UAu0NGAxm6VI3eweHF/HxV6Ov3r13L+xMmJaWlr2dvaGhkaKiIpsYIicnZ8vryMLD3WOZx7JHDx9ON5mOKsihoKCgoPQAIpEoLCw8RC6dFBMajQbB8KSJkxQUetLboMfgcDjbefPnWDO6TrHcK+vWrlu/YYOgQJcETTQ0NCIiIurq6qqrqzk4OMhkcisfDa6V4czeF4XBYDpKIps/v3eCaS3Oy8xk6r9kJjInedo0k2nTTMrKyl69enXhwnnv5d4jR466cf1Gd7/lvHx8U6ZMPXBgf2lpadueNigoKCgoKJ0iIyPjYO84pC4UHo9f/PfqKFsaRiLDut3XlZNJ+0du+ldGRvo6H5+SkpKOrCg6na43btz27QGd9vLrAS0zxFn/7uec8erq6szMjNS01IyMDBAE+fn5ejaBzMyMxsZGGB4qbl4UFBQUlL6FQCAMZWFYOv1XUR4LDBNgANPKPwWCILPPNPibjQVBcG1tbXV1NasTdVvoNHpdXV1Hjq6bN29OmjSpXVmHrsAqg2z6N+N0EL1pC2vGfyJc3dDY8Ob1mxs3rz958iQtLY1AIJiZmW/esmXM6DHsu2FUVlbuPxCUl5eHxfwySREAKS4uefjgwdx5cwWFhoqbFwVlKFNcUhwVFfX8+XM6naYgr7BggV2nejx/l+/fv5+/cO7L5y8IAIwaOdLOzl5GRuZvTwqlNTQajUKhsGk08k9SUJB/9OjRV69fU6mNTRshOmxsbLR585YBqJfb0NBw7tzZ6zeuV1VVNW2E6LCEpETQviApKanfbCwVFZXbt24jSOsWp00gCILBYDp6n7dv39LW1u6BjQUCIIIAkZGRySnJrLOnpaUVFhY6ONizMschCBIXFw8M3CUi3JyhxcnJ2fuELTqd7u3tferkKSFhQV3dsUuXupnNMuviYWk02pcvX9LTM3D/d/shAAKCjG7e6zdsIKISfygo/zpXrlxeu25dbm5uk1Bz8JHgJUuW7NwR2OOnzT8HBEG7du8KCgqqKK9gbbkadXX/gf2+Pr6rVq3BsGp3UPoImEmPh2dmZl6NjvLbtHnofCA1NTWeXl53bt8epT2Kn58f/H++EAQxOiiwH0ulUisqKtp1ABEIBPYSDL3hyNHg9evXKysrS0lJM5xTzPNDEMzFRW7yCjXbWCAI9qYarsd9rbFYrIKCQtKH96wWWqwtkpKSWVlZrEsGQXBDQ0OToheLUaO0A7bvAHoHDMPy8vKBgTunT5+hqanZLW+koKBg6OmwVi5NPB4/1J48UFCGJtHRV93c3Corq7C4X0EB1nPtkeCjDQ2NIcdDenxL/EPs3bt3y5YtMAy1bB1WVla+YeNGHB63YvnKvzq7fw0Hewcymdzj4TAMs2/m9u+Rlpb27NnTzVu2rFyxsrtKDZ8/f16xcnltLYVGo4IAI+wFwxAWi8Pj8TAMycnK2dnbW1la9W0CUl1dXUxMzHST6adPhw7rOIXr76uc8fPzX7xwkb3J39b+4+Tk7H3jVQKBsG7tup4FejEYDD8/fy8ngIIywEGldNvNEK2pqfHz86usrGrV6hSLxUIAFB5+xtLC0tTUFBgwvP/wfv/BIIj+m4HFTPXF0qi0Xbt2m0w1GdFaK6ejBQn1eHXOuHHjevFxMa/yEFOxrq+vx2KxhoaGPZDCEhYWFhIWevvu7SitURqaGjzcPD9//nzw8AGVSp0yZUpOTs6iRU5lpaUuLq59OGEajVZfXz923Dg2BtaAsLF66T/rJb3PpIMgiJXdBsPwAM/LQ0HpLo2NjYz+wT3vkjX4ARmRCFY84telAIGbN2+kpadhce383rFYLJ0GXbp0cfr06QPHlXXj+vWSotJWBhYLHB5b9LMo9kasvPKvmnkYA2OJWAikN0LNaTFNQMhvznsUlD5BQUFh+PDhCQkJeuPYKX92AFJRXrl181YPD88mDan4F/Genh6WFlbm5uarV68KDQudPdu6DysJuLi4xo+f8OHDh/r6ejbRzL7UIAWGGBUVFadDT717927P7r3S0tK3bt28eOmSi7OLkZHRUHsEQfkHYdpVPj7r/P239aYV6WAHBMGamhosDrNr164jR4JZOaNVVVXsH6gyMjMrKirY1830GzQa7eOnj2x2wADgyTsn0sYmsyzImpE1k89MeMnz7OPzd23Nawq9FgNgW6rtoPQ5Q0qDlIWwsLCV5ezDhw9XVlQaGBgQiQTWVwyG4WHDhqmqqrL5xd27dz83N9fRcWFLkc7xBuNHjhwZHX11/vz58xcsePb8WXZONhsbKysrq7ikWEpSiiXE0KnrB4vFWllZubm5ubg4z507rykFE0FgDg7OkSO1ODg4+9LGWubu/icyyygUysNHD18lJnovXz5MpNuqFX+OxsbGzZv9Qk6EzJtny4q7CwoKpSQnz51ncyLkpLV1a3lSFJTBha6uLr8AP41Gq6ysBIY2NBoNBMGGhno6/deTZGNjOw6e30EGlGHayWRAgI7QKfRalkUF4yA8F4GOpVFote3tCwoSBQVJaOn0H4SHh0d1hBowlCgtK711++bPnz+3b99OJBGIRCLrS0uj0a1nzw4NDeuoVzKzfI3W0FBPqaO02l5ZWfWr/gxBYMYvsv1fwefPn3ftDnz16nVVdVXgjkAajXrnzp3AXbvUVDv5CK5fv15cVHzhwsXLVy43aVrR6ZC8vFxcbJyCgmJf2lhamn1ZsUyh1L5//+Hu3btXo6PS0zJUVFXcPTxa7vD169cbN2+sW7sO+EtkZGZEXY3y89u8ccNGVkRAX1//6dOnTosWBR85PHXqVB4enr81NxSU3rNgwQJLS8ve1Eb9G4AguGv3rh0BO7Zv3+7p4cXyY0VGRTo7L2mSwGmLrKzswCl/wePxqiPUYq/FdbQDjCDOU1x8jHwRBAZBzM7AHYE7A3fv2e2+zANBWn8BEIbfC0PEdbjgoQAA8O7dOzKZrKKi0rOrIS0tvWDBgiF1Jfn4+Das31BTW4vFYFraQzAMS0pKshduGD16DI1G8/f3X7VylZSUFAaDKSr6yRRVeXbw4KHc3Nyjx45xk8lSkgwxhVYkJ3+ZN88GAYA51tY3bt5oaKhXVVXbf2C/q6tLVORVcXF2jZId7O0nTpyIw+IQhg3365eCIAiZTB427JcIeZ/ZWH2SjQRBUGZmZkxMzO07t5KSkurq6saMHhMYGDhl6pRWTqzc3Jx79+7+RRurqpKhh2FkaNQy5YKPj9/KymrHjoCq6irUxkIZ1IAg2JvCqH8J1gM0icTRFImYbTV7584d3zK/t81wgmEYi8PMnTtvQMn5mJubhYQcL6+owOFaT5hOh4SEBK0sZpOwv3KNsRCWXg/hYXzTFpTuciY8TF5Ovsc21hDMeecgcUyZMrVnY0eNGrVp4ya/zX537t4WFxPHYrFlZWUlJSVeXt5zrOccOnzw9u1bR48ea1eY6cqVK5S6utu376qpqn78+JFKpRkbG5+NODvPdt69e/cWLVrE5rw6OqN1dEazn1s3bKza2loEQbi4uNr97I8cOWJnZ9fjhLKMjIwXL+MjI6MeP35EpVJlZGQhCF62bNn+oAPthkXZKHX1D0JCQkQS8f37dxMmTGi5PSUlhYubq1M9DxQUlMEC65G6ZaCBj49vs98WDw+PWkptS6uFoYkEIbbz55rNMgMGEmPHjlvm7r5zx45WD8OMkh0Qs2LlCg0NjVZDkCFd6dB7wN4YSVVVVdnZPzT7NDr0D4PD4by9l4/T04uJjv72/RuBQJCXV5g5cyYrfX7a1GnTpploj9Jud2xmZoa2tvaIESrMBi2/fFHa2jrS0jLZ2T/6YG5d3zVwV2BlZcXePfva7aWTmvq1oaGhBzOgUCj+2/2jr0YXFOaLioouWrTYbNYsMTFxO/sFJBLHHy05RBCksbGxB5WiAADIy8vPMJkRsCOAUlc3Y8YMYSHhnz9/xsXFnTp10sPDE5V1QEH5t3FwcGikNqxfv6GstKxpI56At1sw79Chw3+xVroj/Db5UamNx44do9TWNW3k4iavWLFi3TqfoeY1+dP08nrm5ORcvHRxCNpYNBrtzds3iQmJXNxcpjNNs7OztXW0ScQurdG6Y3R1x+i23a6trcNmlMgw0fj459XVNXy8vE0dZSqrKisqysktMuj7w8ZK/fq1pLSko2IHLBbbs28VhUKJjb327du3hU4LfdatGzGCodFSVcVIs/3TSaNUKnXVqpVVVdVz584dO3Zst7o44/H4bdv8G6mNgYE7N27ciMNh6XSIg4PDwcF+1cpVTQ12UFBQ/klAEHRxdp06ZdqFC+cTXyVCdFhKWmrBArsJ48cPTA0XIpG4Z/deezv78IiItLQ0AADUVFUXLlyopqb+t6eG0hoMBjMAzfQ/TXp6+vIV3s+ePcNh8aqqI7Q0tRYtdtLQ0Dh65Bh7DareYGZmFhER7uvrs9TFtZHaWFNTnZycfPDQwaqqqokTJ/arjYVnAvQ1vLy8K5avPHX6ZExM9OtXiYZGxrbzbGVlZUEQwP7hWxUej1dWVt67b+/V6Kjhw5WMjY3mzbXV1dXt4tscNmzYyZBTLs4uX758KS4p4ePj09LSGqs7dgj+NlBQhiaysrIbN24CBg+amlr7g/b/7VmgoLSmurp67do1mRmZZyPOpmdkXL8eJy0tHbA9wHu594ED+3fuDOz00aWWUltaUtpKRkpQUJC94sHECRM3+23Z5r81Li62srIyOTk55ERITU3NjoAdo0d3kmvVFfos573HPicikbhs2bJFixY9f/784qWL9+7dPX36lJycXGHhz4qKisbGRjYVm70Eg8F4ey93clr0PP55XFzsw4cPIyIilIYrzV+wYLKxsaamVqeeOTwBr69voK9v8IdmiIKCgoKC8s+Tnp6ekJhwYP9Ba+s5ly9fQmCEQCDY2Mz99OnTzZs316xZy0ZtjkajnQ49vWtXIKN56P9hmCQIsG3b1s2bt7A5Lx6PX7lypZGRESOe9v07ldooJytvbW09ZsyYPnlf3bCx2BscRCKxNxFoEok0lcn379/j459fibxSWFgYGRX57fs3czNzK6vZ0tLSfyJjAARBXl7eWaazZpnOqqioePP2TWTkFT+/TTsCSBMmTli40GnmjJntGnm1tbXpGenSUtIDRGYQBQUFBeXfgKEFMMRkU+ob6jEYjKycLLPWld7kuFFQUKirr2ffvfHNmzcbN27Q1NTy9fXl423qccc4gJaWZlfOPpIJ8AdotrEgCKqpqenocwVBoJHKTnbP3397nxTTyTOxs7NPS0uLjIq8fv362rVrQ06EPHzwSEJCAvhjlJWVJScnJyYmJiQkgCCooKBQXl6+ePEiAwODY8eOS0tJt9o/NfXr1GnT/Lf5e3l5/blZoaCgoKAMNURFRU1MpgNDCXExcU5O8p3bdwz0DfB4PAiCLO/G06dPhYWE2OvIvH//nkTiOHHihLKSMjDAaLax0tPTvb29ioqLsdh2op4gAKalpenqtpO0z6JvpXSwWKyqqurWLVuXey9PSHz57u37P6TUUFdX9zLh5fXr158/f5qensHDw2NpaWlpYTlmjC6ZTL59+/ZSN9dbt24tc1vWauDw4UqGhoZPnj5xWrSIuy+qD1BQUFBQUFjaQBPG/6YK9M8jIyNjO8/20OGDVdWVWAy2llIbcy3mRXx8dEz0jh072etNcnCQODk5eXl4e3bqmpqam7duCgkKTp06rbGxMSoqUklJmY2104r09PQnT59UVlTOnj27vLxcRkamZYZ+s42FxWJ5+fhoNHq7jU4BBNDT0x83biwO1354saCwQERYpKNXeww/P//MGaYzZ/yRDvZ0Gt3b2ys0NExUbJienv6a1eumT5/eUuLLxMREV1e33Rx2EolkYW7hv33b7NlWZrNmcXNzw0zHJgzBcnJyRka/aZOioKCgoKCgdAQOh2NV6J89d66gIJ9GpS9ZskRCXGL9+g2uLq7sM4WmTp129vy5CxfOL1++ortGSH5+/hLnxc+ePtsesH3q1GkIgkTHRN+/f3+974Z169axr2Crrq7eHrD9xIkQHBaHxeF0dHTCzoS9e/fuTFiYnp7+r/fVtLeSklJUZBT71HWGqloHb/X4sWOenl69LLCEIKiiooIl/CUhISkkJNTnRltLYARWVVM7cPDA1ClT1dTa6UyEx+MPHwrmF2iK7zZTXl5+OPjQz59FhYWFjx8/ahb+hxArK8vx48ejNhYKCgoKSg/Iy8tLfJUwx9pmSF09Mpns77/dwcHx2/dvdRQKicShqKiopKTU6UAQBEWEhbdu3Xrv/v3hiooEIpGZi8VocDNzpqmJiQmbsZcuXUpISDhy9KiVpRXLe3Jg/8Fjx44eORqsr69nbDyZzdgTJ46fOBGyccNGZWWVzVv8MBjQZ53PUjdX3/W+MdExgoKMXG1cF02oTikrK2PlqfUMGo12+/btkydPxL+Ir6mpYXr/OMaNG7dksbOllRXnn5FNJxAIK1esZPOW8Xi8vLx8uy+JiIjcunmbSqW2Go4gCCcn55+rhURBQUFB+bepqKh49+5dF20sGo326PEjDg6OiRN+6TlRKBQQBJvUwt+9e/v8+fP58xf8OZWpPmQ4k24NKSoqys/Ll5GVzc7+kZObAwKsRRmBIFhZWRkA2NlY75PeGxiMd1ro1KQNISsru2mT38NHDxMSE9nYWHV1ddeuxdrMmevj45uTk4PH4yEI1tTU3O4f4Oy8JCkpafLkKd2rK0QQpK6ujoODo12Zih5rkLKa2Ptv37ZvbxAXN9nExERFZQQIAN+zvj98+NDewX7ZMrfdu/Y0dQrrW3o8ZywWKyYm1tfTQUFBGWQgCFJfX//nFAT7HAiCGhsZBUxEIhF1tw9MutUsrq6ubsuWzeLiEiwbi06nb/LbyEHi2LbNn3WQxMTEHTt3TJpkOJBtrNpfpfoyQkLd7sinoaERyYrC/TKuml/i5e0kSYuXm6egoIBKpbbs+MLsSd2JHBWNRmtobJSVlWHZME37S0lKEknEmppa1p9dsrFy8/ISExOiIqNADHjq5Kk+73Z89mzErl27bGxsdu7YKSsrx7LhEATJz8/ftm3riRMnpaSk165Z21e3AyqV+v79++qaakwHBhbTF0UePXo06o5CQUHpCBqNdv+/+5cuXXr27CmdTldUHD5//nxLCwsxMfGBedGqqqpu3b517tzZz58/Mzrpjhxlb+8wc6YpNzdatTOIAUGQRCI1rVYwDH/8+JGLzNWkEoDD4Ugk0sBsP9BEcnLy9BkmOwN2LnN3B7oJkUiUlJQEesTUadMuXr544MB+BwdHcXFxEABzcrNDQ0MLCgrGjR3HZiCZTJaVk3346NHyFStIJBIIgiyL9mViQkN9Q1PbGHY2Vn19fWJiYnRM9MOHD1K/ppE4SG5ubh2ZHTQarWcypOXl5SdPnxo3dtzhQ8Et22KDICgpKXnw0KGCwsIzZ8IWzF8gLd1aQKFnVFZVrli5POlDEg7f/tun06HhSsPv373fqaeKTqe/efMmITGBTCbPMp3FaK6kPYpEQhtCo6D849BotM2bNwftD6JRaSBz8Sos+Pn82fMrV66cOnmqu8GOfqC8vHzp0qVXr15l3F2ZE87PK7h585ad3YLjx49zc/fxkzNKL+lNKzkCgTAoXKotUVJSmjhh4uOnjx0cHf9Q2Kpdpk+fvthpif92/4iIcHFxCQAEcrJzsnOzV69aPX78eDYDcTjcIqdFjg4O8+bNNTYyplAoCQzpp5cHDh4wMjLW0vrVa7IdI6OxsTHpw4f7D/6Lior88uULAgM6o7UPHDhgZmYmIyPTURK6pqZWz5orZ37LzMvNXe+7vqWB1QSZk+zo4ODs4szwIvaRjcXLw7tvb1B1dXVHgUIEQbi4yJ32dc7MyFyxavmjR4/wOIKyitKokaOWOC9WUVE5fiykW60PUVBQBhcIguwM3Llr1y4QA+Dw//evYxnbnz556rjQ8e6dO7y8fMCAob6+3svb8+rVq1gcpvm+h2X4PC5cuEgkEo8ePdazGzjKnwCDwQy1KAoHB4eFhYX/dn/rObNNTWdxc3E1leorKMgbGhq19cPl5uZkZGSoq2sQicR3799BENRyRWcMRhAFBcWOkqpZcHJwBgUFTZw48Wp0VFZWFgxBo7S1AwMDZ8+27jR0ZjbL7MSJk4G7Ardu21ZHqVvvu15QSGD69BmBgYFNcqHNBhMMw7m5uddir924cf3N6zc1tbVaWpp2C+yu37i+cuUquwV27E/m3n3/HovKikqmy0qqox0kJaWwWGxFRQXQRxCJRPb2aVeoqalZ57Pm69evEeFns35kRUdflZCQ2BGww9PLc1/Q3t279qCJDigo/yoFBQXHjx8DMWArNUEQBLE4zKtXiZFRUS7OLn9vgq2Jj4+Pi4vDMOyr3x4sGesWAl++cmXx4iUGBmhPsIGCjIyMg4MjMJQoKysNPhJcXFxSVFT08OHDlqX6c+ZYGxiMb2t03rx5c5PfprCwM+Ji4ra282pra1vaYQjCyHnfsnnL+vXr2Z8ag8FYMWlobIAhuKlWoCvMnTvX0NAwOSWlsqICgwElJKW0NDVbOhGbbayvX7/Otrb68SN71KiRnp6eM01n6o4Zm5qaeu/+PfrvTRb7Fi4uMgAgJaUlHe1QWloCwzA3FzcwkMjMzIx/8WLf3n02NjbR0VcRhNFcafZs6y9fvlyNvrpurU+7bjkUFJR/gNjYa0VFHcg1gyACA9diYhY6Lhwg7eERBLl+4zqltq7Z5dYCDBZTR6m7FhuD2lgDB05OThlpRjJ112l6qicQCBgmTUbJH5VA6itERcVu37rTbqk+mUxu96c0c6apgoKClhYjhnb+3AUIojPk0n8fy6wr7CokYk9cuSJMOnq1+dJTqVQKhUKj0eRk5ayt54wcORKLxeLx+C5GhV+/ea2hrtGDdjpy8vL8/II3b950dHBsOxxBkNjYWB4enlbuPhiG2Tcw6jp0Oj0+/vnzeIZmhOiwYWPGjBk3Tq/TYHYDq7mSrBwrM6MpfC4nL9/Q0NBXc0NBQRmAfM/KAhB2VcmlZaUVFRUDpIyLRqPl5OSw3+f79+/9NZ0hAQRBvWk4iCAwnQ51PacKBDFpaWmhoadZK1pubi6JSGJoY+JwIIh58vQJDMN/ouFvH4Ltfqm+DBPWv6dNm9atsTQaDYZhAoEAwzBrBW8Ly1oFekezjaWhoXHu7PkrkVeePH6spz9OTU3Nwd5BUFAIQZCuWMHnzp5dv35DD2wsMVExe3v7jRs3bN22xWedj4BAc91mdXV1cPDhS5cveXp6trKxJCQkJ09mJw7WRYqKilauXHEl8oqAoAAPN09DQ0NJacm0qdMOHjikqKjIZqComBgXF/edO7cnTpzYqrmSoIBg33YWQkFBGVBwdFbXgsfjB4gTi7V6dZpr1SfdZlGaEBUV7TSjlw2ZmZk3btxYtWp1F/fH43Fv37x1ff+O9SfLnHL3YCTwgCAA0RExcdEBbmNBENTQ0EAkEvvB6wbD8MaNGx4/fnwlMioh4eX69etxuN9cvDDMiBgGBx+ZzFaDFACAlJSUd+/eVVRWNAlGwDDMx89naWHJx8fIyGx+MzgczohJVlZWfHz8lSuXN27aiMFg6yh1CQkJkyYZSkhIsPmQelMEscxt2edPn/bs2fvw4UOTadNVVFRAEMz8lvHgwYMX8S9nms5Ys3pdq+uuxgToHRAEBQXtu3P3zp7dewwNDXl5+WoptR+Tkvy3+69du+bs2XPc3B0GKKUkpebbzj946EBNbQ2BQKBQKNdiryUmJkRGXvHftp11cVFQUP5JJhlO2r1nF4IgHd0SNTU0OxXm6TewWOy4ceMir0SymfDECZP6fV7/MsvclvXGVmhspJZXlHdxZzKZvCNg54rlzXrarP9tsSYjRBJJVlYWGMB8+fJl5eqVK71XmJmbd3dscnJyTEy0mZm5urp6Fy+7ltZIPB7PRSbLyMhYmFtgML/9LmBm8k+nfuh79+4udVua/SMHh2/WB6XTIAVFeQN9g9Y2VhNyTOzs7NLS0q5evXr37p0z4WfOnT9nMm26s7OzsbFxu++hNzYyHx/fqVOnR48eHXYmbP+BoIZ6hj4enoCTl5ffum2rp4dnyx6CfUhFRcW9+/ccHBxXr17TtHGk1kguLm4Pz2UpKSljx47taCwOh1u/fj0Wh40ID89nNldydl4iLi7hs8532bJlA/yJAQUFpTdMmjhJX0//2bPnbTOc6HSIi5u8ePGSASVHZGlhcfTokW+Z39uZMA1SVlGZafpHesIOWYSFhXszHATBrn9/sFjsmDFjgEEONw931rfvd+/f7YGNRamjnDx1anvAdj09PVvb+ZMmTlJVVWWzPwaDsbP7VcYnIiIy3qAnNXA0Gu3Q4cP8fPwX4i+OGDECg8E0eZowGEyTg6ZDiw+DwYwYMcLPz8/Ly+vNmzfXYmMir0SWlZfp6emx8e70GDKZvGrVajs7+7S01NLSUoTZDVpJSUlSoofCYl2OedPbSkIoKMjjcHiWdjMbODk5t27Zam9n/+1bJoXRXImkqDBcSbnz5kooKCiDGgKBsGvXbgcHh2/fvmGwv5ZDRh0THcbiMBs2bBw9ejQwkJCTkw/YHuDi4lJbS2mSb4BhGIYQXj7eXYE7pXoq4Ygy2EEA5FrW1Wpq1TyFBRy4bpTU9S2yMrK7du3evWfXvn17LSwsubi4WCYLqz0d+8CrlqbW9bjr8S/iY69dW7NmtaCg4Bhd3TnW1jOmz/xzMaXa2tq8vFwbGxv2xSKde9X4+PimMvHbtPl71veOkgyoVGpvwoUshjEB+gt+fgELc4tHDx8udFzY8rHj+vXrUlJS6urqXTmIIpM/OU0UFJQBh56e3sWLFzZv3vzi5YvaGgpjE8jIal3mvmyZ2zJg4GFrOx9PIOzbu/fN2zd0GsSKFYwbN8bXx9fMrNueA5Q/CoIgvUmZbwWVRqU2Ujk5Odv1jeXV5sZkRf2s/6krMk6Vv0ur3p/g58/C/QeCPrxP+vA+ycfXpykWBNHhOXOsz5+/wEYwjEgkjmLivsw9Kyvr5s2bjx4/3Lhx0+bNm83NzK2sZo8dO7ajAoL09PTy8vLRo0d3N7bLxcUlJyefn5/Pfrf2D9oybE+n01nnFmPS0YFsbGz6M/+ASqVWVlb2Uh8Bg8Foa2tfunzJZPq0ycaT5eXlG6mNb16/uXHrxqSJk86ei2DUYgCY6dNN1NTU203QQ3PbUVCGLLq6Y+Pirr98+fLjpyQajS4jLW1gMF5CQgIYqFjPtjY2Mn727Fnmt0wAAFSUlSdMmNjnvdFQmhKUe5w0QiIRRYS7urrV1dXt2BHAzy+wZg0j6QVBkNS0VCwGq6ioyDKqbt++HRERvnfPvnbdATSYhgExOBDbADX8xc+Ol5dv9arVFUy9zJb+GhiGFRQUumgAYbGMd+3g4EDiIH79+jUz49vh4MMRZyMmjJ/g5+enra3Tdsjde3f9/Pz0xo2bbW1tZWnVaZAXQRBmVxsYAEBPD8+NmzZERERYW1u3tOFYfXVYn37reaelpV2+cmn4cKUF8xew3t7efXu+fE62t7efMmUKm1LSKVOmAr0AhqFv377X19crKQ0nkTgyMtLPnT+Xl5enoqJiYW7ZVuIiMTHh6LGjVy5H9uakdDr92fPnEB0uLCy8cPECS6iCRqPx8fIlJyd//PgRgWEQg5WWlmprYxUVFTkutFdUULKxmTNmjC56n0JBGYIQiURWqRAwSODn57ewsPjbs/j3CQ0LFRERMe+pg1BBQdHd3aOLO9NotIePHzL6wPz/z7Vr15A5yWfPnmP5fgry81+8eFFb+6tLcUeAv4tL9TNkMnnu3Hk9Hg4jcEpyyus3r6/HxT1+8phEIulo66xatWq6yYy3795u99+2fMWKuNg4AQGBVgMtzC2qq6vv3L2zbt1aP79NVlZWc6znjNHV5eVp32dUUVHh7r7s7du3ODwOh8Xl5OY4OTn5+K5rCkrS6ZCMtHRYWJiMjGxrG+vVq1eOCx0yMjIOHDjI2oLBYDg5OO/cvR0dHb1q9aqtW7b+iYLksrJSPz+/mzdv1jc0TJ06xcPdc/163+fP43l4uauras6fP3/h/EUNDY2WQxobG3uv/I7H49esXuO8xJlp7P8ynf//5PF/SxoE2s0J4+HlGTVKJyIi4vyFc+rq6rNmmdnOs1VQUECz3VH6EyqVeujwofj4eHyb5zyE+VSHwYBcXFxr1qxVUVZBPxoUlP7h3bt3CvLygFkPh4Mg2PXQFaMnNJFEJDSH0mhMmv7EYrFEIvEfXpsyMjLW+axNeJlQUlqsoaHp4+M7dcrUkSMZlYOsMr6K8op9QXvLy8vb2lgyMjKbNm5auXLlx6SP//13PzomOjY2dsSIETNnmi50XNg2VoYn4EeOGsXFzc2UIAYnMJonMLxRTb43CIJFRISb2hY3f4qVVZUbNq5vbGy8f+8/Q0PDpu1eXt5WVrP9/f0PHNivIC+/ZIlzu2/y8uXLM2bM6EG4EEGA4ODg4yEhM2fOlJeTe/Lsqc1cGxKJePfe3fEG458+ferssuTAoQMnjp9o5YvrfdkOCILSTHowlovMtWf3Hp91Pvfu3429Fnv61OmgoH2TjafYzrfV19MXFxfv5dxQULoCgiB5eXlfU7620ndhOKsJhOLiosKCnzg81sHBEbWxUFD6DRwO15t2ahQKpbi4WE6OoXHdAxgtk/5di6otxcVF2dnZ1tbW8+bNGzt2XNvMLX19/UChXWz6CJM5yfpMfH3Xh4WFbg/Y/uTJU2Vl5baeSG4ubl8fX6DLNNtY796+/fzps//27VOmTGm5BwaDkZaWPnToUE5O9vmLF+bMaT/v6unTJxMmTOiBjUWhUP578MDIyPDypcvc3NzPnz+fOXPGLNP5JtNMmGL5M23m2Dx68riiouKPdqdhqb5264cBgqCQkJDdAnu7BfY5OTlPnz0NP3Nm7lybxYuXHDt6bOAoEKL8wxAIhG1bt/n6+La8peLx/2vvLKCiaLs4PjNbLEundIOAhAKKhWIXGNhii92FndhdYCt2BygGIiaiogiIICHdueyyy8bMfGd3/RZEWGABxZfndzweGGbuPDs7cec+9/4vicfjPX78yGebD01Ods6cubY2tn91mAAAoAGkpaXdun1zw/qNreeoFRQWrFyxIiU1lSCKnsAC8XoSiYShWJcundesWSshVcnW1i7o4SMJLlQ7IRL2zufz09JSAwMDg58Fx8fFQxA0edIka6vGanD+4mMlJiWRyeTOzp1rXI9Gow1xc9u1a1d2dnaNjpRQs18ax5nFLi8vZ3Z27iOShLC0stTV09PTr2wRbWBoyGAwKiqaKx3v27dv/hfOv3nztqysrE0bTUcnp7Gjx9jZ2dffQm5ubnJycnxcfGpaKk2W1hzaFgBAjcAwrCSk6sLUtNSdO3ZcunzRwdHp+PETfXr/8tYEAABaOKLMYOm2raJEWv2HFg6MIARhfoMo1aGsjB4TE0MgEHr37lWtEWE15IVIt9O0tLS79+4EBAS8e/eORqPZ2totWrRo+PARurq6dR630lJBhn41j4jH49HpdCUlJdFsb6WPhaIoDuHV1E6rIno55vKavhMfggjcVdHPsLCkgkCoHFizBj3Dw8OnTJmclpHm3MnZ1samoLDwxInjly5ePHbU112iEhqO43Q6/eWrl4GBgeHv3iX/+KGl1WbUqNFDhgyxs7UDQSzAX4HD4Zw9d3b37t0MRtma1WtnzZrdTPq9AACgWWnoc08s94CiaLWeifWUgYAhQUHf+YTTHJQ7yXyKLPGPdoRTV1M/e+Zs1SVMJjM8PHznrh3a2jokkqTstPz8/KzsLAtzC1nZBut7BQQGLFm81M7Odu2adf379xdncdWHPXt2y9Joa9esrbowJiZm27ZtPtt8LNta/uJjGRoacjiciIhPNrVMK3z6FKGsrKSiXD1lTEQjxbHEyVWieFhVV6/55JIrKir27N2NEJD37z5YWVkRCAQMw7KzsxYsXLBu/VoHBwcJZdhFRYXuQ93fhYXrG+i5dHfZvn27a69e8nIgggX4a7x5+2abj0/I8+eDBg3cvGmLnZ0d+DIAgNYAghBevXo1eswogUeFYl++fCGRSBMmjEcICAwjiYkJfD6/TqeNgBDSmGmPMx4Vc4p66/QxU6xezv+HkZOT69OnT2Tk56PHjgweMlhZqVYZ0oDAgKVLlzx+/KRL5y4N3UuXLl2Cg4O7du1a/5ad+fn5Z86eLqMz7t2/R6FQyplMsd4EQkA+f4r89DmCzWKJVq70sZwcnYyMjPbv39epU6ffdegfPX507/794cOG1SaRJfVcochhz8rKioiIEAbfSthsdmZG5qdPERiGEQiE9LS0Zopk0emlsbGxnhM8bW1/upUEAkFPT3/F8pUjR3kkJSVJ8LFwHOrUyXn6tOk9evRsvAYpn8/ncAQdhGrfHU4ikSSIsAFaM/n5+UeOHvHz9VVUVDx96vSYMWPAqQIA/LvgOM7n8+u5MoFA0NHW/v79e3h4uGiJqAX4h48f/m9N0GC3PrMrKM4nIkQCTOBj9d17cyNDlSkuLmKxWBJ8rC5duhgZGT0LeSaFj+VQk2iWZEpLS65evZqVlcVisWAYzs7+RYaUQqFMnjylrTCI9YuPpaGhsXbNukmTJg4ePHj+gvkdnZwUFRVRFC0qKn72LNjXz09XV2fJ4qW1FZQuXLhIylkJHOJyef7+F/wvXBAviY/7fszXV/yrjq42Lu5q3XRQKDIqKirc36a9cRwjkUiSvVo1NbX9+/Y3lfMX9CjI03NCja8aBAKBSCTyePzp06YfPPhTU0MC6Rnpz0NCoqKi+Cjf0NCob58+trYgnvGfBcOwp8FPV69enfA9YfSYUd7eq0xMTFAUZbF/vkVBuOAdhkKmIIJKY0DTk5mZmZCQgGKopoam+G2tJfP9+/fMzAwcggz0DczMzP72cAA1oKKi0tGpYz0PDY1GO336DIahEpKWYBhu4RksFRUVEREfGQwmLJ7FwqG8/LyjR44aGRnXplYlQlND022Im5+vb3JiUpcuXUgkssBhwAWuqqOjg719+/oMICUlJb8gX09XT1aIhMNlamr2PvwDjuMLFy2Qk5Pb5rO96oNbIKVBpYp//8VhGjp0qP+Fixs3rl++bDlVVkZOTg5FUTqdjvKxPn367NixQ0KfRWNjY0gq5OUFlZA5OTmiIwsLh4iLjpAQHMNVVJQltyuSDkVFxRnTZ/gd9+vZo0fXrt1EGqR5eXmHDx+2t7c3MzMVvUkQCJUttcVUXcLlckU1iVI3Wjc0NJwxwwsTzKNXnSQVaMVmZmYFBN5nMsrr84w8ceL4wYOH4uMFZREiNDTUx48fv2XLVpCJ/5+Ey+UePXr0S+QXigw5Pj7ey8sLRfnVVJIVFBT27Nlr35AyDkB9KCws3Ltvb9DDoKTkRBRF1dXVu3XttmDBQsn9y/4icXFxBw4eCAl5lp2VhUOQnp5enz59ly5damYKPK2Whba29rBhw+u/fpPHrWEI5uP8U3F+OARNMZ/2B3KzioqK5i+YHxv7raoMTUUFx9TUdPnyFXJychK2/fbt28lTJ1nlrGvXr12+clnc6BDHoC1bNtfpY8XExOzcteP9+w/0MvqObTt4PO6jR4927NxZW10hgiCiEMyaNWsJCEFyu5dffAIYhocPG9a7V6/nz59HRHzMLyhAEERPV7erAIELIsEQk8msrR2SZKhUqrgD9h8GRdEyBiMtLb1P3z5WVlaCXjocTkxMTE52bvsO9mPHjeXz+QiCLF+2on9/gZDE73z+/On8+fPvwsOLi4t0dHR7ufaaMmWKoaFA3bVB2NrY7t+3//fh3b5z+2FQkBxNfsmSpQsXLJRggc/nHz16ZMXKlRAEDR8xrH+/AbKy1LB37+7evXPw4KHCosIjh482X3dMwN8CQZDOzp15XB6CwFweF8fwasmhGIrJyFAbI9UDqJGsrKwpUyc/Cw4RJmEIXo2ysrKvX7/x6vVrP1+/FqilHvEpwtNzwvf4BPGAkxKTkxKTX79+fe3q1XbtfhF5BrRyCAghpSw5JOtZGZc+UG+wkbyUMZT6o6au5ud3vJxZXjV+ISMjY2lp+btwaDU6duz4KeIzhmPVpOpxHFdWruOpFxv7dcyYUTgEjfTwCHwQWFHBtrKy3n9g/8yZXjdv3JIsdWlsVPdhqSHuoqCgMEwI1BD8/HynTJlaZ6+fFgWO4xVstpOjE4lERFEU5aNEItHR0RFBCJiwJINIIIqqSWvc/Gnw0xkzpjMYDNeerk5OjomJiTt2bX/0OMj//IW2bRurqR377ZuPz9Z79+5169rtxPETdb4ZR0VFrV+/XlaWun/fgalTpyCIYMwTJ06a6Ok5Y8aMSxcvd3TquECilwb4FyGTyWvWrFm9erXk1ZqvcKR1gmHYqtWrngWHEIiI+JEgOsY52TkLFs63s7czFHbSaCEUFBQsXrzoe3wCkVR5NxPVyMd+jV20eNGtm7fFcwUwDov/B0iHQN2pEZkkRQVFMbExVcXAmw8ErvHmAKM4SkKICIxg+M9CxWaFQqbUJh1V97YUip5epd5Tg7h+/Xo5ixUU9NjayioqKorL5fXq1euC/4UxY8c8efJk6tSpUOOQcm7rd378+MHlNr2sQ7NCIpFWrvResUIQ+2no86mwsHDjxo2WlpYnjp/U19dHEARF0cjIyImTPPfs3XNcoEov5bEtLi4+c/bMnr17yCTy3j17pk+fIUpglMyZs6eZzPI1a9dMnz696vIuXbru2bvHw8Pj3Plz06fPkKK0FdDCaW2azn8eUQ5A1UB+XFzc7du3EEESwW8JlEQkIz3z3NlzmzdvhloMj588Dg8PJxB/v5XBBCIS+jz0UUjQkKFuOI4hCMIjc4nyBA6RU8YrE/a+BTQMBEE4aAWbz2agDGEGSMMQVAJmJjx4Gti+S3uhUFQzAkNwGZfeHOnOf5IPHz+EhoZO8pykpV1zTZ4EkpISO3ToYGnZlsPhiEUuOnRw0Nc3SEtLbfzYmszHkrqukF5G3+bjk5iYSBDeyGAYIhJJmCCO9DM5CUPRNlpaWzZvUVNTg5oaqd/vU1NTMzLSz509L54ZJBAIjo6OM6bPuHDxQklJsXSq9CEhzzZv3hz2LmzcuHFrVq+1tPxZmyAZDofz/PlzGVmZCeNrmHXt26eflZVVZOSXVau91dU1GqmyAQC0KmAYfvHiBQRDQUEPS0pKcByHYfjduzAOh1Pj3UN0G3z56iWTyZScRPLHQFE0JOQZyseqBrF+GTAO7b6867PeBwwT+FhZbbOcfRy/6EZs/pQJfCwpIJAIHws+fCfFl0YX8ioaLCWKEJCCpMKE3MTNn9cLagKbExiCK9CKcl55LdGsP82nT58iIiJGjRqloqIS8SkiPi7O3X2ogoKC5K3i4+NXea+yt7OXwsfS0Gzz5s3rsjKGkqKiuEdfKb20pKSY1hTXb6WPxWKVJyQkcrnc2lwlDMeUlZRMTEybNrcD5aNx8fHRUdHC6x/m8bgZ6ZmKSopqaqoib4DPRw0NDVpakEyQDo9DMtTqmYZUWVmx8luDSE1NPXDgwOkzpywsLG7evDW8IQmPLCFqKqo1uqFkMlmOJgfh0JHDRxs6KgAAILhRkgiPgh4/CnosPho1+itiysuZzPIW5GMVFxXXoZ6TlxVZ+BkWBjSoijJtNDVK2EU5hdkgQCoFMBEprCgsZzEjCz9jnIZPtBFgZml5fkVhVFEk3MxvxILO8TAiQ6SKJgehvweGYadPn16+YpllW0s3N0Ez7bTU1Pnz5x8/cfzkiVMS6u0gCBoyZMjkKZP8L5w3NTU1MTFp0H7d3Nz8/c+vWuU9y2smh8thMMpiY2MPHjpIp9NdXFyatJdOYtLYcWOzs7OrNZcVw+Px+/Xt6+9/ocYbB5//SzVT/VFSUjp54iSHyxFNYGdkZowePXrixIlz58z9WR0A4SQiSVNDE2pqcBwvKioqL/8lyU4sRqWpqSnBm9TX11dRUTl75qy9XXtxyV5GRsaVy5etLK0aWgUZGfl5ytSp0VHRAwcNnD9/vrGRcXR0dNXjiUO4mqqarq5ujZvLycnJyMikp2cUFRX9Hj8TpvaXQRC00nultrY2hoLgPwBQX4gk4qNHQY8fPxk2fJhrT1cURYkk4rNnwYGBgRLuD3JycrLUljIvTyQSlSVmDWM47mDgMLOdF47hRALx8dPHjx89Hj58uIuLi1g0HNCAA04inlA5pampMaLdcG5Fg6MDBAIhFUkLiw8bYz2mueNYCIQUcgqfZT4pQ8sI8N+sjElLS9u9d3ffPn19fLaJOg8OGDDw2rXrCxct2LVr16lTpySIKeTn5efn5z958iQsLMzE2IRAJIikGzAMnzpliqfnRAn7denusmH9xs1bNt2/f6+0VCCZefzEcQaDsc1nm6OjY1P6WGpqapMmTqLTS2ubPkNRtG3btrVVFxoYGEonv4EgSFVdU0SYY66srKyvrw81Mzweb/6C+devXRdV2Yje54STnoipqcmjoMe1+TSi2toVK1YuWDjvc2Sku5tbGy2tpMTEW7dvE0mEPXv2NrSSNjEpKToqWpBH//TJs2fBPGGQ7BdwaOZMrxMnTta4OYlEGjBg4JHDR86dP7d71+5qfw18EJiQkOjU0Wnjho0gHwsAaChlZWWPgh67uvZauGCBaEnvXr1DQ0PLy8trmS6EXHv1qnOC44+BIMiA/gOuXr2KYejv0xTCV0rivHHz3Qx+dg+LyoxJvZNh5GI6TN/jb4z3v8BzxZfGqkZuWg0rHRPzrexbvlyBh6FAt725SWOkvs55gUN/+d07MzOzjE5fMH+BOEOGRqMNGDBg7tx5J0+eKC4pbqNZa8tnDodDJBL79+8vKF3j81G+4MVA5GPVGfohkUhLlixxdXW9d+9usiCtnGNkaOzh4eHk5CR5w4qKCv8L/hoaGkPdh0pIOqr0sXR0dNasWQNJy9y5c5skMC6SpJJirk0KiETirFmzevfqLZKegiGYTqe/eBH64eOHaVOn1Zn+NWHCBEVFxcNHDh8+cpjJZKqpqbm69lq6dElHp04NHYmToHevHyY4IyqFwaqCY7jktuGTJ006e+aMn69fO2vrCRM8xW/YHz588Pb2ZrPYnp6ewMECAKRAFMtB0Urla0tLy6Huwy5duvT7rZXPQ3V0tSd5TmpRh7pfv36Ojo7vwt79PsWJ8rHuvVy6uXQXL8GFE1Q4DALe0oMJnu/SH0Bdfd0Jnp7QH6G2KULRk+iPpcNTqTIEAoHBZP42DqGMssRt7ezsAu4HNmbv9kIatAmO42fOnJaRkRkyeEi9fKxG8udf2hqfu40giGtPV9eerlUXLly4cNs2n5CQkMmTpkgu6EMQxN3dffDgweVCFBQUZGVlpUv8NzIymjVrNtQIHBwcd+/evXjJksmTp9y8dXP4sOEyVOqrVy+vXbtGLy2bNm3qjOkzGmMfAACIgWF49+7dJaUlDx88hGCIIHxJE0geongbrTZnz5yTQiSvWVFVVT1x4sSYMWPivsWJyyEFL3UYZN/e3u+Yn4RGJYA/j4KCQm0CmH8GHMLJCFnkJiJ/ZA7RzNTMsq3lzp07NDU127VrJysry2AwIiIiTp466eTUUbmWRsl/ESqVunWLz9p1a65cueLh4VFbjKlhPhaGYbUViqelpWlpaTVerV8UgKmz3E+c/9/kEAgENzf3s+fOxn+P79Kl7uZHBAJBQQj0t5k7dx6ZTNm+fduDwIcPAh+KFiopKy5ZumTzps0giAUANCFaWlpnTp85efLExUsXMzIyRFMbAwcOWrBgQf27oPxJbNrZ3L17z/fYsRs3r5eWlooatowbO37OnNkmJo3tuAqoBl+I1IdFMMWF439R1g7DUEMFo766/VEMbUOtdZKuCVFUUtq0adPUaVMHDhpobm4mJydPp5fGfYszNDJcunSpdK4FnU7HMOz39Ggcx2NjY9PT04VHGBcJ4IgDN6IGzzAM29vba2pKSgRPTErIy8vzmjnD1/eYopKiKOSHopi2ttbOnbtE/Y6r+1hR0VHv3r1js9n2dvY9evSoqKiI/BJJLy3lcLh5eXlZWZkrVqys0Z84cGC/t/eq2jpGSwDDsDI6XZCBJNQFKSgswHGMyWQWFRWJZwwJBIKSklLVE87Ozn6Vdx26i1KTmJTIYDAac4X8LWbMmOHh4REYGPAx4iOKYsZGRh4eHkb10KIFAAANRVNTc/36DQsXLvr+PZ7L5erp6RsY6EvoGffXsTA3P3To0Oo1q38kJ4varkknMQOok+7duqmoSNXAV0haetrLly8nT5r8N+NYBPKMto2aXWkoLi49gp8Gnz17Lvz9Ozq9VE5ObtGiRTNnztTXN6hzWxzHvyd8p9PpCIz8nOOCoX379qqpqh05crSat4phmK/fsVOnTpNIAs0pAoHAZrP5PBQhCGI3fB5KICJ6evonjp/o16+fhJ0ymeWWba1sbGy4XJ4oCUzkY6HCRDDRr7/4WI8eP5o+fXpOdg4EQbKyMmvXrsvMzjp/7lxFRYVoZnngwAG1edZS1xWWlpbOnjP7a8xXIkkQwuZwOJmZWSdPnAgMCBAFKlEU09fTO3vunFabSgdOTU2tR48eUuyu2pjPnDkdHh5etc8gk8l8HhpqYmzyj3ZLVVZWnjRp8qS/d3ECAK0KRUXFjh0bnIL5F2mj2UZC+jCgSRhfk1Rh/WEymAkJ3//8d1HZJvgvqZIaG5v4+Pg0tDsfl8vdt2+f33E/FktQhoIgBBTl83h8DEPXrFn7+8wbgiDz5s53d3OHEYTL4Rw4sD8vP3/cuPE27doRiaTv3+OPH/ezsGhra1tHg6lV3qtWea+SvE5V34Kxd+8eKpV64eIFfT2927dvb/XZiuO4h8fIfn37KigqKigomJma1db+UGqlaQKBoKaq1qZNG0G9pdCOqYmpsLGN2CsUNFttjoZrOI4nJSd//BhRVa4Cx/EuXTp7r5QmJgcAAAAAQCMRBVf+8GHEIZyCyIiy9Ylwk+Vq15P09PQrV68M6D9AlHveoBK6iE8R+w/sc3Nzs7Zqd8z36JDBQ8zNzW/cvKGoqDR71pzfnRMYhq2FQBB048b1ktLSmzduiSW4Bg8e3KlTpxleM8LfhQ8b3gChyhqpPI6ZWVkpKSlz5sydKBSTsLdv/y78HYbhx/2Oi/WfmgNFRUVfX1/ob0AikdavW7/y1146CIKoqKiA5iQAAAAAaD1gGKYlqzVE352NsnTlml07qRqFRYWbN2/icbkNre+DICg6KlpdXX3Xzl3q6hovXoYaGhnNn7/A3X3oBM8JwcFPRo0aLWHbgMAAA30DCwuLqgsdHByVlZUjo77U08cSpd8hCPJ73lilj1XOLMcwTKT9JZwrlNXV1eXx+PV0sKSeK/y7tIRcdQAAAAAAqvLnn6c4hBMR4gSzvyM7Ymtju2H9hidPn/Tp28/J0bFqAk+dVFSwlZWUqVSqqIQ2ISFBpBNuZ2sb+ODB8OEetSmri3yAmOiY4uJidXV18cLk5OT8/PyqS2ojOzvrvL//06dPMzMzFBQUOnV0njRpUufOlc2tKyc7f4qqV/leRRWb9fymu3fv3nh9rKr7ktyRJisr8/79e43cnXinLBZLtOvomOibN28mJSXVuRWTyfwc+bmwsLBJxgAAAACA/wwFBQUlJSVSb15jROS/TVkZPT0j/cOHD0OGDOrdp1e//v369evbr1/fXr16bdmymceT1PbR0NAoJS0lIiICwzB9fYOvMTFMoc4Wm80uLS2V3JbbbYhbSmrKrFleDx8+SEpKiouP8/c/P3GiQE5yQP8BkseckpIybvz4zZs3wRDUp09fU1PTO3dvuw91v3v3rnid6gll4jmy33+QzPjxAkFOSFpycnMOHNh/6PBBLpcjWnL9+jWPkSMuXrrEYDB+Xz8uLs7XrwlmGLOzsyZO8hw3fiybzX7wMLBPn94TPCd0c+l248Z1yc5lfHxc7969r1692vgxAAAAAOC/xJ69u69evSL15mZmZksWL4VaEyiGcThcF5ceTk4dSUQSyuejQjAhkrft2rVrO2ubIW5Drl2/1su1V/z3+AULFyxfsfzOvTvt29uTKZK81f79++/dsy/yyxc3dzdzC7N27awXLFygqKR44vgJU1NJmiY4jh86fCg1JSX46bPg4GfH/Y5fv3bj86dIF5fuW322ZGVliVarHo4TfSrx3B+O43w+v6q/1RyKHWlpaVOnTQ19Hjp33hz4/92/5eTkIyMj7929P278uEOHDqmr1R21aygon79v377g4OD9+/ajKHrixElNTc3z5/0vXriwY+eO7t27a2lp17atmZl5z549X7x8MWXqVPmW0fkVAAAAAC0BFotdUVEh9eZEIrGFNBT/Y6irqZ89c1bKbdXVT586fenSRQV5ha5du65bu377ju10eumIESNmes2SvC2CEGbOnOnq6hoTE1NQUKCgoKCjo2Nvb19nHlF5eXl4ePjESZPEraNhGNbR0Vm+bLnnRM+4+Ljq+lgwDHO5vH379t2+fRvHBQrAkZGRGIYOGz5UtAKfx3dyclqzZq1o1rMaoaGhTk5OUpwWfD5/564dHz9+PHfu3PgJ48X9EN3c3Lp37+7r57ttm4+2tvbOHTurTdA2Pi29pLQ09EXonNlzJ0wQHJGPHz8sWbxk0MBBykrKHiNHJCUlSfCxZGRkhroP3bJ184gRw92GDJGXlxf0wYEgDMWMjIxcXV3/fFUIAAAAAFoCtYl11xMOh1NWVlaffCCACH19/TVr1op+Xrx48dSpU3k8noqKSj2jQmZCoIaAYRiKor+7QzIyMjAM83k/9TUrvRaqLNXMzDQzMysu7pvoFFFUVIBhOD4+XrQCj8dvo9WmtqjdtWtXzc3NpfCxMjIygoODpwipuhyGYWVl5TVr1uTm5t6+fWv27DmmJiZQk8Lj8SoqKvT09CAIiv36lcViOQkFmqlUKpFIlNxwvri4+PCRQ7m5eTk5OaGhz8UTixiKDx8+rFu3bsDHAgD+8/B4vLdv375+/YrL45mZmQ0eNFhVVXrlyT8Ai8V6/PhRdLSgA3379h369etX4zsz4O+Slpb24EHg0qXL/sC+xH0J/5Ym1u+IpgiJRIFAKCQVjclcqic0mlw7a+sb16+PHj3azPSnf1ZeXn7+/HkSmWRubl7dx2rbtu3TJ8GSk5AkJOKRyWTpDkdaWhqLxerWrVuNf4UheNiwYRcvXkhI+N7kPpaCgoK+vsGzkGDXnj3v3Lmjo6NjaSlQyHj+PATDMA0NSSL6GhoaDx8Ecbncap8ax3FZWVkKhdK0QwUAAC2Nd+HvVq5Y+THiA4fDhXAIIcB6evrLli2bM3tOg6qi/hjXb1z38fGJj4/j8wQvkEQSwcrKetOGjcNHjPjbQwP8ApfLLS4p/jMHhUqURXGBLjkF+fuPrS9fIm/fuf3uXbiBgcHSJUvvB9wfNHCQFGoOfwACAVm0aPGYsWN69HAZPmy4paVlcXHJg4cPvn79um/vXmPjn+1VKm8ECIz8Fc9A1M1eUttqIhHHcTab3eS7ptFoXl5eCxcu6Nuvb05uzrJlyxUU5FesXH7ixEkPjxEmEl06AoEAREoBgFZL2LswT88JKT9SCUSEQEBEPc7SUtNWLF/OYDDWrF4DtTAuX7k8Z84cRhmDQESIpJ8149FR0dNmTMMEWtMef3uAgD/RkPd32lDbjDf1pHNKjRWaOIrRUO7evbNg4XwMw5WVVMrLmVwu9/btW+fOnb108XKnTnW0UkBRNDg4uKSkxMPDg0wmP3j4AIbg/v37N+vbjr29/a2bt/bu3Xvn7p2CkwVUKtWhg8P5c+dGjKi8miq/RQaD8f79+5wcQSOdPynmoaOrS6FQPrx/X9sKUV+iIAjSrj01qjF4jPC4fv3GmDFjjxw+smb1GoGOQzlr/vz5e3bvAbEoAABQIxUVFcuWLU35kSrqACYKZsMwTCQROFyuj8/Wd+/CxCvDECyYhMGFP/wlEhIS1q9fyyhjiAb8c2DCAZeW0Fet9k5JTflbYwP8XRAYGazvPt5sEpUo+xeHkZmZuWHjBifHjlFR0atXr8Ix3MDA4N7d+yrKKnv37uFwfgoO1AiLxVq+fJmb+5CnwU9Ersj79+EeIz2mTZ9aXNy84UAbGxt/f//kpB+ZGVmZGVnPnoWMHj2mqmNX+VNiYuKkSRNXrVo9depUKfYk9bypibGJs7PzufPnBGoYfav3X4yNjT1+ws/W1q6aDGsT0q1rt25df85U4jj+e/9ICXA4nOfPn78LDysqKtLV0evZs6ezs3OdhwKGYRmKTKMHDgAA/g6v37z+9OkTgVjDjYJIJLBZFf4X/J06dRTdClAIhYkwRID4OB/FJWV5NhU4jMMEGIdx8e4ePHyQmpJe84BJhKTE5OCnT2fOrKMCC/DHwDBMsiLUf4+0tLS8vLz9+w6oq6mLLhwMw/T09Dw9PY8fP15SUiIWSP+dt2Fvz5w9s2LFirlz5omCI4sWLtLT1V+7fm379v5LFi9p2qHiOC4aoeAH4auTrJAaV670sVAULWeV8/hSfq8TJngqKSlJsSGJRPJeuer9+/ejRo+aO2den759VJRVYFjQK/r9+w/HfI+VlzP37zugoqICtbBikLS0tHnz5z569EhXV5dGoxUXF2/ctGHWrNnbfLZJKPuEYZjNZj9/8dzC3ELq4B8usAO1tWj7Zw4LAACoSmhoKI/LF824/Q4MQUFhD1eFUmWVZSEMLysrs1ppQZOV3RO3g0giCXKLmxMYhlON0zpu7RBnEr3583oIx1E+ei8oUPhgqPXtMTQ0FPhYLQcFBYW2bdtCrQkiUTDpXlULXfQsJhAIopp9CcTHxamqqi2Yv1CcwKOmpj5z5swXL1+EvX07f958sV5B48nNzd2+Y/u4seM6d+7sd9yXSpWdOkVSWOoX7YbGaMs6Ozs3ZlLz2tXrq9es2rFjx779e0UOCoPB4FRwbW1tjh49OmBAHXKrfx42m71u/bro6OhTJ0937txZQUGhoCD/YVDQvn179XR1V670luDDlZbQp06ZSpWl4ngd0moSQFFs6tQpJ46fbMSHAAAA0sDlcCX8FYZgOqfsY+57Co+CoziBQFB1VMYw7FNJxJ9pkEJRIOt00yrhFOfm5sAwhPLwAmY+InGmkvN/8WdAS0BfX3+i59/pafO3MDAw0NbS9vU75ujkiCCCBEcYhnNzc69eu2pmZiq5TlBOTg7l839P2sYxTBCNkEhKSgqLzbIwt6hn5haLVX7nzq2S4mI2m33z5k2aLE1fT1+Qjvn/qkwcE9S9tW/fXlSxW8WocCSxsbFv3ryu8T6AYZiqioqllVVzqBJ07Ngx6OGjsLC3b96+zcrMxDBMU1PTqWNH156uzdqRWmqSfySHhoZu27Zt8qTJoiVC4bL2xUVFt+/c8fKaqays/PtWKioq06ZNV1ZSgWAcxwQJGlIiLLR1cHBozEcAAADSYWJqUntICMIg3ETbZFhbD6KM4AZbVFjw+NFjJUWl/v0HkknN3yAFhmOioj58/Ojo6GRnbycICmAQ0YLyNPyZhBwIU5OGiQMBWrK81r9ImzZt1qxeM2vOrK5du2hqamZmZi5avOjdu7CKCs6WzVslK4wIUnQQePOWzWvXrDUyMiKRSAUF+UGPHoW+CPX2XiU5iLVjx/ZXr1+/evlKQ0OjPuPU0tIe6TH65MkTN27eEL0yPQt5VnUFPo9vYmry8EGQSCb+l7pCDMMPHTp4/LhfjS9bfB6/X79+ly9fqdHpOX7cb/ToMY2ZuqJQKK6uvVxde0H/AvRSOgxBlpaW1Za3s7EJehTEZrNr9LFgGJ47Z+5Mr5kYhjXmEsJxwcsxkOACAP4KQ92Hbt68KS8v//des4KbJwzNmzB/usN00ZKYyJjDx3wtLS3nzVsoI/8nxKj2Be47dfD8OJ9JCyYsFi1pN9Hu7e13bDbr92RTFMVocrShQ39qTQNaAmVlZWlpaTY2NlBrYuTIkaqqqidOnHgXHlbGKAt59qx7d5cFCxeIE6Zrw8Ki7bq161esXP78eYiRkRGFTMnLy42PTxg4cIDnBE/J27q5uT0LeRb2LmzY0GH1GSSVSt28efPw4cPKy1m79+yiUqkL5i+s+jDHcJwmS9PW/lmlV+ljCWfrBfvr1KlzjXNYKB81MTWprdouMjLSzc0dajWoq6sTScTXr151FMqWikBR9OXLF20020jWYm2Z2jkAAKCeaGtrL1q0aMOGjSiKEgiVXgsuSH7Curt0HzVqlHghD+ciFAQmwRyMIwP9CR8LRQSp7pjwfxFdu3UdNXLU+fPnYfhnuq4IQUMPDJ80aaKjo+MfGBignmRkZNy6fbO1+VgQBLm6uvbs2bOiogLFUAJCEGmm17kVgiBeXl42Nu0uXLwQ+zWWXkbX1dOf4eU1ZfLUOlviWFtbd+zYacGCBW9ev25raYnAiGDWD8eJRKKray99ff3fN1FUVOzRo6fwR5xMofTp3UeC/Wo+Fuzm5j5l8i966/VEag1SJpN55uwZY2NjtyFu0L+DkZHR0KHDtm3flpeXN2zYsDZttBITEy9dvhQYGLBv7746v1cAAPBPs3jRUjqdvn//fh73Z9MMEd26dzt/7nxLuwNQKJR9+/YxmGV3795D+ZW+F4GATPAct337DiBV09KosxHyfxUYhqXrPeDs3NnZuTOfz6+oqKh/y5nHjx/fv3ePQCQcPnJY3NwFE+RUUa9fv1GjjyVm0KDBddr/JaCC4/ifrxdlsVgnT57o1av3v+VjkUikTRs3QTh+7tz5/Qf2i4T/tbS0N27cOFkqJxUAAPxDUKkyO3fs6t27z8WLF2JjY4WdITSGDRs+YfyEluZgiVBRUbl86cr9+/cuX7mcmZGBQ5ChoaHnhIlDhgyRutQJ0Hy0tnwsJpP56dMnMzMz8Szbn2mnPXHipMGDh/x2tAVFuGrqao0Zyc/xVJoUNYKWtuxFeqcbFvgrfzK1SOhKcjFM0ieFYbjOyJySktKBAwenTJma/COZXkrX0NCwsLBoaF9JAADw79K3T9++ffrm5eehfFRNVZXcsptoUSiU0aPHjBo1Kjc3T5i92+ZnrRMA8LcpKS2Zv2Aej8sfOGjA+PET2tu3/zNJNfJCms9+5WfQ09Nbs2Zt1eyiBqGkpNQYP+lPpigVFRdNnjQp5uvX3/NVRaAoamxsfO3qdU3N6i0LMQyrmjQKw7C9kGYeMgAA+MtIeOPSlNjb9G8FJGorp4JhRHIfsCYUEwJIRyvUINXUbOOzddv169fu3bt3/PhxBwdHT09P156uzSc//meo9GzatGkzb+48qQ3NnTtXuqJCGIIJBMKL0NA1a1bXGEUTaEaoqs2cNVNJURqN098hk8kuLi5GRsZVk1WrgqK4Zht1GZkapNhv3Ljx4uWLQQMHuvTo0VTjAQAALR8Oh8NisaTYkMVm/RlZLDGi3T14GIhhaEN3jMDIw6CHrTkfqCWgpaU1cMAgqDVBJpGGCklOTgoPD79z5+6GDevV1TScOztPnjTJxaVHs+49JyfnxYsXP1J+9O7VW15BnkggNpVvV0P0qKysrIJToaEu0IrAcTz5R7JQPUWg9CABHR1dqQeBIITo6OjUtNQab0R8Pt/YxHj8+PFVfRrRzKZ0u1OQV/D2XiXdtm3btg17F7Zz1671G9Y7OXUcNGiQo4ODvr6BdNYAAEDLp6i4CIKgTZs27t+/r6HbwjDM5XJLikthoaoi9EcQRehfvnj18sUrqY0oStW3AyACFyL10VBTU3NxcWmdB9PExNTExHTCBM9Pnz5t3brl7JmzhYWFnTo5N1NZBo/HO3fu3KbNG1ksNpfLUVZSYrPZ23dsP3Dg4ETPiY2/ZqvnvF+8dOHYsWMjR45asXyFaKGv77Fbt257jBixfPkKHR2d2gyx2ex6lllWA4dwPp83YsSI5cuWi5VSq41KhiJTTR9MTk7u94m8P4C9vf3hQ4eLioq+fIl88vTpjh3bMRRrZ2PTt2/ffn37akicMgAAAP8idja2yspKGI5xuZLk3SWgrKzUw6UHjdaAVNzGMHr0GAaDiaJ8OXk5KR70OI4rKSq5tyYtniaHCPQLpaWsrOz169cPHgS+//A+MzPTqaPTyJEjm2/+OiQkxNt7xchRoz0nTFi7bi2Pxxs9evSXL182btxg086mffv2jbQPV/W1T5w4vmDhAmtr623btg8a+DNQGRwc7Hfc71FQkFPHjlcuX9HVrTletXz5smXLlkue5q+R/IL8fv369u7dZ9/eBrwjoijK4XBq68LYSBgMxpOnT3q59qpz9pPNZn/69CnwQeCHD+8LCgqsra3dh7g7dexoYmICBEIBgP8M5eXl4kaw0kGlUuvfbB7wr/Pt2zcZGRljY2PpNs/Jyfkc+WnwoCFQq4HD4YSGPr9z9+6jR0EFBQVGRkauPV3HjBnj7Ny5zggWl8stLS1VVVUhEH4JG5WWlhAIJHl5Se82c+bMjvgUEfLsuYKCwoAB/fv167906dLs7Kw+ffvMmD5j6dJljfxclQNKS087ePhgr169zp/zr9rgum/fvn36COqTFy1a6Ot3zMdnG1JTF4mKigqpQ6MoijY0v49AIDSVg/Xq9auwt28FZYawYCREIjElJeX27VtPnzyt08eiUqndhDCYjOio6Oehz4/5HZM5d+bsmXOGhoZNMjwAAPDXodFof3sIgH8JKyurxmxeVFT09u3bVuVjFRYWLFq8KCcnx22Im4fHSGfnTtratc6bVePr16+bNm86fOiQoaFR1eVbtmzR1tFevuznpFyNlDHKdHV15eTlOByO2IdRVVVTUVGll5X9vj6Xy/306VNJSYnwlQkX9T2q2scawzAqlerk5CS6aVT6WBEfPxYVFO3dva+qgyUChuFJkya/efv2wYOHCxcs+n2FxtTOIDCioqr6t5oSXr16Zd78eTIyMnQ6nUgkqqqq5ufnV7A506ZPbdAriLycfFchK1esTE1NVVVVbc5RAwCA/ywoiubn5/8+J1BRUREWFubg4CC5Py7gPwAMw62tHYicnPzOHbscBPnNkmQ/qxEQEBAe/i49Pf3Vq5fbt2/X0NAQJWrDMMxms89f8J84wVNyBNraut2JE8e/ffvWzrodDAsq8EROW0ZGeo2zdmVlZatWrwoLCyORiKLe1SwWC0NxIokgavNAJpPbt7e/evWqkZHAhaj8FnNyc2VkZIyMao2+ODk5BQTcz8/Pr9HHkholRSXfo75/xcdiljPP+/t37tx5x45dN29ef/ny5aFDhwvyC7b6bOno1ElZWZoySQqF8q/XmgIAgL8Iyke3bd/m6urqMcJDvDAhMWHD+vWfIz8/DwkFPhbgv4eiouLw4cMbutXbsLenTp7EIZzJZN6+c7tqig6O4+2srMeOHSc5ADR8+PAL/v7jxo2dPm16UXHR9+/xfsf9jh07qqqq2rdv39/XV1BQ2L17d0lxMYIguXl527dv09TUHDlylLGREYbjYW/fnjt/rlu3blpav/UrlKFQuDxuWRmjtqGUlpYKvLzaNaWkmyskkojW1tYN3UokSd9IeWImg5mdnbl82QpbG5u8vNwHgQ80NTTb27en0+n79u0dMGDA726saN4XRbHavjVBhr6MjJKSUmtT6QUAAE0CiUySo9HmzZtLIBCGDR3GYpWf9/ffsWM7vZQ+d+48ECNvJfxhvY+WQ05OTkpKCotVrqSsbGZqJvmNYuuWrRs3bHz37t2q1d4nT5yqFuAgCZG8O8u2lufP+2/YsH7zls2lJfSIj5/k5GmOjo67du4yNKgh5EQmkzt17CT6efWa1aYmphcvXlJWVhYtcRviZmho5OvnO23adNF8caWPZWVtjWHYo0ePnJ2da8tH09HREWk6/I6ZmZnUpZV8Pl/y+SSK4FX1WqKivty4eXP7tu1QI0AQhEgk8fiCdmOqqmrl5eVZWVna2tp2dnZFxUVJyUm/+1hfY2MXLJhXUlJCQAR1I0Qikcfj8VE+DME4hBMJRAQh9OrlCvp/AQAA6YBhePXqNdnZ2QsXLsjKzHz58uXt23e6d++2adOmnj1dwVH9JwgODlZUVOzYUUpNb/GkVauCx+MdPXrk5KlTeXm5HA6HRqMZG5usXrV66NChtW1CFtKpU6ezZ86amZnXqGpZJ87Oznfu3IuJiS4oyEdRVE1N3c7Ors6OWGX0sidPHg8bOlzsYIno0aPH3n17vid8r+5jtbdv7+raa//+/Xq6up4TJ1Yda2Fh4b79+0KeP9+6Zau6unqN+1u4cJF050RpaenyFcvjvsVJiJDp6uoePnS4qlhDfn7++/fhUONQUlKytLQ6fvy4rY2tZps2ZAr50aMgKyvLT58+McoYxJo+joKCQseOnZgMBoFAKCwqDAoK0lDXsLG1UVNTZzIZHz58oNPphkbTWuHlAQAAmgpFRcVjx44tXrx4/vwFqmqqhw8fmjZtGpXaLGXUgObg3v17xkZGUvtYBgYGUyZPhVoTKIru3r1r566dffv2Xbp0qaamZmJCwp07d7xmzoARxN1NUjtjOTk5GxvbxuxdTo7WuXPnBm1CIpOoVGr897hq+V4xMTFcLlf1/wVzlT4WlUrduHFjUlLS7DlzLl253LlzZ21tLR6Xl5KS+ubt6y+RUWPGjp7pNbO2/UntVeC4YCa1rIxeu4+FMZkMHP9FcRRBkMYLZpDJ5MWLFk+aPHH2nNkPAgKHDxu+/8D+Bw8eJCUl29vbtW1r+fsmpiYmB/YfEP28dOnSIUPctvlsE/cojIuLmzN3TnZWViMHBgAAWhui/AdxRF9Ghrpj+046vfRjRISDgyORSOJwODAMk0gkkIfQ8kGESL05TQjUmkhLTzvvf37+/AXbfLYjyE+Xxctr5tixY06dOtGnT2/Zut4xmOXMwoLCahoFqqqqkvUBHj58+OlzxPhxE4yNjRv0lVGpVDc3982bNy1atGjU6FG6Orp0eumzZyEHDu7v1MnZwcHxFzlaMRkZGcuWLTU1NZGlURECjBBgeQU5O3vbvfv2MhgMvHaio6PZbDbecDBMoOxXUVHBqQXRn0T9qsUEBz/tP6Af3hTk5eWFhoayWKzy8vLdu3f169dv/vx58fHxkrf6HPlZS6dN0KOgast9fX0trdpmZ2c3ydgAAEAroaioaOhQd4u2FtbWVqJ/dra2RsaCjBAFRXlra6u2lhb9+vfNy8v72yMF1M38BfP3798n9ZHi8/kslqAFU+vh1atXOrraHyM+Vlt+/Phx63ZWubm5Erblcrm+fr76BnowAon/idqdb968SfJ+L166qKioSJOTHTZ82PUb1zMzM+s/5jI6fcXKFapqqoKegAiEEGA1ddXx48enpqaK16leHaqrq7t3775FixanpaUxmUwYgZUUlUxMTNTU1CT7dH5+vuvWrdfW/plLX39Eb2bQ30NDiOjnFStWrlixsj5bVbAruBwuKszl+mU5p0LkDjbDSAEAwH8WYVqJs66uXtWXaQSBEYSAicAxdXX1ZuooAmhRpKWlBT8LnjVzFtRqoMpQcQzPzcmptjw7O0tGRkayk/Dx48e1a9fY2tqtWrVKSVGcHSV4DtvZ1TGHOGL4CHMz8+ehIbdu3po6dYqBgUGfPn3GjRvv6OBYp2cir6Cwa+eucWPHxsXFMZlMVVU1AwMDe3v7qrobNStw6AmBGoLUc4UcDufbt28qKioGBv9S1z9jI2M9Pb39B/br6OhYWLSlUqnFxcXv3r075nvMtUfPOl1SAADwH4DH5ZHINdyIU1JStLS0GpSBKycnt3r16iYdHeBfhcVipaWlQq0JM3MzGxubjZs20mi09u07KCgo5OfnP3v27PSZ01MmT1GS2D3z8+fPMjLUEydOWJg3WDhJVla2o5BlS5dHRkbevXfn9evXt27dsrZud+DAgXbW7SRvDsNw+/Yd2rfvUNsKf1/ljE6nz54zOz8/v317+25du7n06GFtZU2lUqGWjWYbzfXrN8ydO6dvv36mpqZUqkxpaWlSYpKDg4O396pGikoAAICWDJ/P97/gf/v2LUYZ097e3tvbG8Mwf//zqWmpTAazuLiETCaeOXOuaaUEmwQWi5WRnkGRoejp6YlejDmcChQVhN5F7+I9e/b822MEtEYNUkVFxa0+PtOmTXV3dze3MJeXVygsKEhMShwwYOCCBQslZ0pRqTKysrKKCo3S5iWRSB07djQyMqLJ0g4cPPDq1cvU1NQ6fSwROI7x+SiBQPh9nJXfYlFRUeiLUDtbO1EGN4Zh5eVMCkVG7C7cun2LzWKNGTO2aR0IOTm5YUOHPnr86MOHDwEBARiGGRsZd3dx6dmjh5WVtYWFRZ0llI3k+/fv8fFxFRUc0fSt4HhhuLy8fK9evSS7eiOGjzA1Nb148UJ0dAyGYTbtbBYuWOTh4dHcAwYAAH+Xs+fOzps3V11dXUND0/+C/5eoSAzDwsLe6ehoC+Y1iOSePXs0SbOvarqDjSzpf/zksbe3d0xMDJFIcBvitmnT5hs3r9+8ebOoqIjNZpczWatXrwY+FuBv4eTo9PRJ8JUrV96/Dy8pLXVwdFzpvWrUyJF1xlz69u134dLFy5cvLVq0WArflMvlxnyNef8+/N69e2FhYaqqqr169R42dJiLi0ud22ZnZ9+5eyfk2TMWm71l85bIL5FtNNu4ubmJr9PK0SQnJ8+ePWvrVh+Rj5WZmTl//rxJkyaNHDlKtMKVy5fzC/KHDRteo48ltQaprKzs6tVrli1bnpKSkpqa8uVLVNi7sKdPn1y4IGibaGJsYmNr27t3r0EDB0snfSGZBw8CFy9elJycInawBOCQiZnJqxev6vxqbW1s9+ze2+SjAgAALRY6nX7lypVOnZz9fP20dbQ/vH8/bfq00tLSQwcP9uvXX1ZWVqRC3Jh3UTabffrM6SePH5cxKjumoSimq6tz7KivdKkIOTk5K1euKCgomD9/Poahd+/eHeExPDMz08rKqlMnZ1lZWRVlFXd3d6nHDGhCBF1ZULQVHlItLa1lyxrchhmGYQ119U2bNj15+tTM1JRMoQhzsXAcwwcNGty/f38J24aGPt+8dfPXmK+lpaXOzs7bt+9w7dmznkoQ37/HT5s+LSoqysLcIjcvr7y8/OvXr8uWLtu3f+/sWXOq+1gIgsjKyop9QBaL9Tbsba9evcQrkMlkCemW/fsPaEw/HDKZbCGkf/8BolD8169fL12+eOnSpdev3zx4EOjg4Gig38QJW3Q6fc/ePTSaXEDAfRMTU3GUD8dxCoUiToQHAAAAMUVFRbm5uVMmT7axsYEgaODAQd26dUtKTJox3UuW1gSxKwzD9u3bu3nL5rZt2+rpCVPghW+vGIbJ0eSkVgSIiIhIT08/c+asqEVPjx49J3iOdxvsdubMWcnJLoA/D5VKlaKArNWSl5eXlZllYGiYlpaanpEO/wyZ4CiKCZXfJflYCYmJBXmF06fNGDVqlL2dHbHeFXgYhu3ZsycnJ+fli1fy8vJjx42BIHzf3n0QhB/Yf6B3r95mZuaS8rFgGKZQKPWPS0tQYm0QXC43MTEx+FnwmzdvkpOTcRw3MTVxcxvSHC262BXsvLw8L6+Zbm5Svr1xOJyCggI2my1eguO4nJyclpYW0LABAP6T8Hg8DENlqgS5FRWVaHJytSn8NZTi4uLAwIBhw4b7+vqqq9Ws+SwFeXl5CgoKlpY/Zf/sbO309fQdHB2Bg9UCMTAwmOQ56W+P4p/Bxsbmxo2bgtDVT+eq8k91eg7Dhw0fPmy4FCEVJpMZ+eXL6FFjHBwckpKShF6XIDozfdqMx48fJyQk1OFj/Ul4PF5ycnJcXNyLF6HPnj1LSU1p00bLxMTE3d29X99+dnZ2NBqtOVwWRUVFW1vbrzExGIYiSIPvj8+eBa9atepL1BdRo28ROAYNGzb06tVrzTGzCQAAWgi/pEkJbu1NJtfC5XI5XK6zs3MTOljCyQEeItZ2hCAikUgi1t3NDfBXIBKJ8iCvt95QKJTfG9/VE6knrAS9+EhE/LcLX+SrYNjP5U3mY924eaN/v/5SRJvKysq8V618/OhJfkGepaWlm5t7l65dzM3NLcwtmjsURJWhrl2zbobX9ClTp/bp00deTh4TqskLY1HyPV1cqr6qViMvN9d71arS0tJt27br6erC/4/n4ziuq6sL7lwAwH+bqqm1At8FhpuqGEhdXa2jU8cvkZFcDkeQWdKcACW/lklFRUVJSYmWltbfHsi/B4/HE5aGEBvkPvz48ePxk8cJ378jBIK9nd2AAQPr9L1oNJqjg8ONG9fHjh2rIK8gqkfh8/mXL1/CccjM1LRmH0t84yCTydXKRyXPG4Y+f961S1cpfCwulxsWFpaamtrBof2UKVOdnZ3tbO3+jI+C43h6elpaalrEx0/3791DEETkk6J81NTcLOhBkFbtPlayMEP/xPET4poAAADQekhPT//6NUboo8BFRUXl5eWfP38Wulk4huNyNJqBgaF05fckEtnDw2Pe/HmzZs8eOdJDWJ8oeFzgOC4rK9u+fXupZUirOoIUCqUVCgT8K/z48ePmrRsbN2z62wP5Z0BRNDQ09N79e9FRUQMHDerl6hoaGjpx4iQdHZ06N/S/4L9qlXdFRYW2tjaGYseP++no6B47erRfP0mJXDAML1yw6N278D59ejs7O2dnZx85emTjpg3v33/YunVr2/9Pyv9ygWE4HhoaigtiXHhubq4g7f3tWwpFBsMwGIK+J3xXUvqlv3RViESidGEnJSUlP9/joaGhz0KerV69ikajGegbdHBw6NO7T/fu3VVVVZuvv3JZWdmu3bv09fVPnTqtrKQkDvmJ7mWqqqoStqVQyDIUGWVlSY2QAADAfw9c8K7MP3rkyKVLF0VxIDqdzuPxBg0eKLoH8nl8p45Oly5eUlWVpgAQRdH79+/n5xecP3/+0uWL4upmFEWNjU2ePnkqXXgDhmE6nX7+/HnR5oWFhSUlJa9fv5KhUDDhp8BQ1Nm5s9RtjAFNiKidDjik9YTH4+3Zu2fnzh1aWlpsVsWPH8nOnTrt3bfveejzc2fPS3azwsLCvL1X9uvXf86cOfp6+iiKJiR837lr17Jly+7fNzM2NpawrYWFxa2bt3x9jwU9esThcF68CLWxsT116tSY0WPE6/wS7oZw/OKFi1euCCJdomvy2vVr165fFf2KoXj/AZLcOukgEoldhHh7e+fm5r54ERoS8vzDh/c3b97AMKxz5y59+/Tp3LlLhw4dmjy4xWazCwsLZ3rNlCJh37Kt5YCBAy5dvtihQwdl5VpdTwAA8B9DVVVlxowZOTnZ4rdKBCHAMIyiPx+KfD7fxNhU6mgTgiBTpkzt07cvkUAUNHQVJ37hgukJqe82JBJZ0JJ1z+6fv8MQAiOPHj0KCgoSLeBx+Zs2bQI+VgsBVE3Vn/fv3+/du2fRwsVr165dvXpVcXFxjx497t+7P3bsGH//86tXr5FwMO/eu2NkZHTs6DFx8YeRAOPBQwbXp52RsbHx3r37tm3bLvKJKRRKtdhw5S8COc0Ll9hs9s/RCNI4YcHcmfgCxzENDc3aJKMaP69PJBJ1dXU9PSd6ek4UZuxHhr19e/bc2aCHQaZmJqGhL3R1pExqqw0VFZUuXbpERkby+SixgTVBOI630dI+euTw169fO7TvIEujQcIjwOfz7e3tJ02aDFKyAID/JOpq6mvXrG0++zAMC1p7QE0cTxowYMDDh0J3Cv81Uf//d24Mw0xNTZp2pwBAg+DxeCiKysjI8Pn8sLCw4uLirl27qqvXUfwRHR2loKA402tmlVIzuGvXrj179vwseL7zJTyOc3NyTU3NqlXX6unpqampFhYW1nPYFCE1/qnSx1JQUHB1dYWkRWrVlqrweDyhEmnq19ivERERHz68z8hI19XTdXR0bI5OqCQSadTI0QsWLvCaOWPEiBFyNDnRchzCabKy9vaS8h5YLFZ83Dc9PX0Gg/Hy1UtY0OZbAJ/Px3Hc03Nik48WAAAApEZbCDiA/wStc67w48ePK1Ys79q165YtW3ft3rV16xYMw62trc6dPW9vby9hQxJJkOGOQZUF/iIEOdaCQLCkAJCpqemt27fS09P19fXFC6OionJycvQb2LW5Rpos4XHOnLmSE5hqA8fxlJSU8PB3Hz5+iIyMTE1Jzc3LxXHc2tra3W1ot+7dzM3MTU1Nm0MKgc/jP3j4ID8v//y585cu/ZL3YGZm9ijosYS8BxUVlWNHfXk8HiQI+1WJ9kG4LFUW9CsEAFonJSUlT548SUpKmjdvXoPm9XAc53K5orR00dv87+uI/gpmkf7zKCsrOzo4Qq2JkpKSld4r6HS6u7u7UCz39JAhQ6ZPn7F27Zp9+/edOX1GwlPVzs6+vLz81KlTGzdshEUIRXdfvnw5eUodc0ojRnhcuOg/btzYWbNmd+zYEUX5oS9Cjxw5oqOt06dP39/XZzKZx0/4JSYmEWvJFEdRVF1DfeGCherqGg3zsa5du1pezvL09KwxuiOWtmsoRUVFY8aOifgYoaAob2xs3LtPH5fu3bt1666vry/hmGIYJvBvGgeBSJgyeUrv3r2JBCImKAb66SjhOC4vJyf5/kggEFpgw1cAAPBXKC0tjYj4+DAo6M7t2+npGS49XObM/dlMo56UlJSMGj1SQ0Pj3Nnzy1csD7h/n0j65f6MoqiBgeHNGzc1NTWbevgC4xERETQarV27ejXBBUgGEyL1UdLR0RkhlONvPSQmJn7//v3MmTOdOjnfuHG9oKBg3rz5rj1dExISTp48UVJSIuG079DBYf78+du3bw8Nfc5kluM4Nn7C+CdPn1hYtJ0yZarkdxJ7e/vTp86sWbtm5uyZXA4HhmFZqmyXrl337NlTY5CFy+VGRn75/OkzkVSzj8Xno/r6eizWT2XyBvhYN27cKCjMHz16dI0+Fp/PJxAEiZ/1N/hzBETisGHDvLy87OzszM3NlWsvXayKqalp1dR96UAQxEkI1HRwOBw6na6urg7eNQGA/zx8Pv/bt9ibt24+fRocExPN5XK7d+u+ZOnS3r17N1Q/nUwmu/bspaioiCCIo4MDhEMEwi8JGBiGq6urNXlEPzsnO+D+/YDAwFevXi1etNjHx6dp7bdOtLW1VVSkmdhptbDZbAKBoNVGMJ39/v37Nm3amJsLdNLl5eSE/qqk7o1EItF75SpTE7Nz58/9+PGDxWKVl5dPmDBh0cLFRoZGde66T5++dnb2UdFR2VlZBCJRX0+/ffv2cnI/c4eqoaSkdPjQYVHIucYVcBwnEoniGA1c/1z1sWPHFBQW3Lt7v8a+hDt37Zw+bXqduWktCiaTeeHiBT1dXal76aSnp+fm5sLwz+IAGIEfPnz48uWLWzdvSzdzCgAA/gliY7++fvP62rVrb9++hWFYX18/MzNz/br13t6r/gnRqayszA8fP969e/dp8NO83DwDA/1u3brPmzuvc+fOf3to/wVE2VRSnwnFxcWJiQmdOjlDrYbExMRBgwbOnDXT3c195OiRVpbWVy5fQVF0ypTJWdlZDwIf1qchMoqiHA4Hx3ECgdBCWq002b0gIz298ZN3fxgul3P8+HGtNm2k87Hu3r27fv3avPx84dQhEcNQPp/P4XCHurtTqS3i2wUAAE1OfkHBpk0bHj4Mys/PMzIyWrhg4eAhQ2SpsiNHedBotBbuYHE4nHfh727fvvX0ydPE5EQchRSV5I8eOTJgwEATE1BU2GQ08jTIysq6d/9eq/KxDI0Mx0+YsHv37qNHjzEYZVs2bcnJzZ07Z3bI85Ad23fUFlWqBoFAEGr2tiCa7HbQ+LrC2NhYIpFobm4Ow3BpaWlQ0MOYrzHqaur9+vVvphQBFRXVrVu27ti54+rVq+7u7jQarf7b5uXlbvXZoqamPnfuvDNnz+jo6Li7uT9//jz2W+zqNWtkZRtgCgAA/EMUFhbevnO7ML9w3rz5y5YtMzAwELxkZmSIsnCglkpGRsbFSxfv3Ln9+fNnJSXFDu0dZs6alZuTc/3G9QEDBgAHq0WBIEhrU/8hEUnr1623aWcTERHRrVu3IUOGJCQmUiiU/fsPTK0rp+rDxw+hoaGTPCdpaUvffSglJSW/IF9PV09WSG3p4Dwe78uXLyUlJVWaf/4Chgvq3jp06CDy9hrgYzVfglFxcfGWLZuv37gxatSoQwcPlZeXL1+x7MzpswQigvIxY5NjZ86c7dmjZ5Pvl8/np6SkpKWlTpk6uX379goKiiKNKxTDdHV19+/bL2G+Ly0tvaCg4MD+gz169MjJzf3xI3nGDK9JkyZPnTbl6pUr1j7bmkTMAgAAtDT0dHWXLVl27tz58xfOv3r9spdr7/Hjx8vJyYkalkltlslkHjx0MDMzk1DLrQPDMDV19WVLlzU000vEw4cP165Za2Cov2vn7v79+9va2kIQdOLEcQzDOByO1MMGAJoKIpE4UojoV1MTk5s3b9Vnw/j4+FXeq+zt7KXzsWJiYnbu2vH+/Qd6GX3Hth08HvfRo0c7du60trL+fWU6nb7Se2VYWBjp15IUMXwe39jEOOB+oKmwZWHlStnZ2Rcu+NPp9BqdAxiGv0RF6dauSS+1BimKojt37Tjm6zt+/Pjx48bBMPz06ZOLly6NHOmxa9fuoqIiL6/pW7ZsaX+nfdVmiGVlZZmZmVZWVtLtVDxmBpNh086WSCJwuTz0/3okKCpIsZP8ibhcLoVCUVER9NLR0dZ+/jykpLREWUl50MBBBw8eXLJk6b+VmgYAAOqJvLz8ypXec+bMDQ19fvXq1Zu3bhzzPWpiYlpUVFRQWIBiKAGRxtPicrmfIiK+JyRUS3UXg6GYnr4+l8uV7psyMDAwNTNNS0sNeiRIbUEQpF27diKnEBToNDkVFRUwglCaqE146wSpd5xiyJAhk6dM8r9w3tTUtKER2djYr2PGjMIhaKSHR+CDwIoKtpWV9f4D+2fO9Lp549bvknIKCgrbt20vKSmRkPMuKysrrkms9LFyc3OPHjuWlZVVm+I5AhHMzcxqG6joooUaTnZ2dkBAwMSJnqdOnCYQCTiOv379mipDXbJkqbGQxYuXrFi5MiEhoWoBYGTk54OHD929fRdqBCSSIDgp3baampoYhoWEhFhZWenp6WVnZ2dlZSkrKbMrKkrp9IqKisYMDAAAtHDk5eXd3Ye6uw/9/j3+eWjojRvXU1NT/Pz8Pn/+7O42dNiwYZqamg3yXZSUlE6dOs3j8STXK0ldTDNgwIBHQY/evH1z+dKlJUsXKyoqduvaDcPx/8sJAZqSEydPaGlpjR41GhzWBsHj8T5GfAx/Fy4nLzd40OC0tLQODh1kKHXkN+fn5efn5z958iQsLMzE2IRAJAiL0AT6o1OnTJEsCX79+vVyFiso6LG1lVVUVBSXy+vVq9cF/wtjxo558uTJ1KlTq61PJpMbVBdS6WNZW1u/ffOWz+dL9s5qS1ravHmLdPPHaWlpbBbbzc1NcFwgSNC+PjLSzNTUxsZGtIKVtTWOY1lZWVV9LC6XW85kQn8PQ0PDkSNHLV+xLCcne+bMWXJy8osXLerRs8e5s+esra1VQAdDAKB1YGHR1sKirdcMr6ioqBs3bzx8+GDO3DlXrly+e/deg/whBEHU1KTpIV1PYBg2FTLRc2JcXNzVa1cePXocExODovxt27eNGjW6U8dOzaG81TqJj4/nSRtxFEk/uLs1uIvuv05CQsKixQtfvXpFJJCsrCztbO2mTptiY2Nz7Kiv5DOTw+EQicT+/fujqKDyDOULhB5EPladM2xJSYkdOnSwtGzL4XDE+ZQdOjjo6xukpaU2/kNV+lgUCkWUvCkdUiubV1QIpLqoMj9rAXJzcxMSvg8aOEhcqElACAJFfLGSuhAYhv9uwhOJRFq7Zq2JsQmGoQYGBrt37V62bOmmTZs7deq4bt16Wv2KIAAAwH8DIpHoIGTpkqWv37z+8eNHi83IJBAI7dq12+azfemSZe8/vA+4f//2ndvXrl0zMzXftGnj6EbrDgJE50NjkvMEOu+OrUvnvaysbMWK5UmJSRf8LyQkJgYE3NfX1/fZ6rNw0cIDB/Zv375DwgVlZ2cXcD9Quv1qaLZ58+Z1WRlDSVFR7FeU0ktLSorr+RwXNdAT/5qRkXHw4P7Zs+dYCdO5GpDzzmazcRynUqk1BrrS0lK1tLSl8LRU1dQwCIv/Hj9gwAAIgr59+5afn9+xYyfxCnFx37hcnoZQlr6ZoNPpiYmJpaUlsrI0IyNDLa16dfVSVFScNetnU+6BAwe6uLiUl5crKSmBRjoAQKtFU1NzpMfPpN0Wjqqq6qCBgwYNHLR58+aAwMDLly5lZGb+7UEBWikJCQnvwt8d2H/Qw2PktWtXcQwnk8mjRo2Ojo5+8ODB8uUrJER5eUJqc04k4+bm5u9/ftUq71leMzlcDoNRFhsbe/DQQTqd7uLiInnb0tLSY8eOBj8LRlEMQRCREntpaWlubs6ECT8nKCsdw6SkpOnTpz0Nfir6lV3B/vTpU25urniFHTu2r1rtzWb/VIivhq+vb3FxcUM/HgRBbS3a2tnaHzp88O7du58+ffL1PaagoCBy4TEMS0pKPHzksImJsamZIEW/Obh3/96Agf0HDh44dNjQIW6De/Xuvf/AfikSS2k0moaGBnCwAADAv4WmZhuvGV5PnwRPmVI9+wTwV0hPT7985XKrOvjsCjaCIIZGhmIFV1FwyMTEhMVmS34i3w+47+Y+JD4+Xor9unR32bB+47VrVwcNGRQeHn7k6JF+/ftev37Ne6V3naHEU6dO+mzzIZPJ+fl5SUmJ2tpaDAYjKSlx9erV4ibWlXGs4uLigMAARycnSNgGMSM9Y4TH8JUrVs6bN1+0QmxsbH5Bfo2dSkWFx9Jpw1Cp1K1bt86eNdNj5Agcg4hEwpo1a2xtbFhs1rq1ay9dusRH0TOnTmtqNEuiQEBggJfXDDNTs1Xeq8zMzPLz8h49erRx4wYWi7V61erGBHsBAMB/GC6Xm5ycjOGYuZkFiUSMioq6fOVyUVGhnZ39UPehjcm7+FuQKWRViqBQGvDXodPpX7/GQK0JbS1tWVnao6BHXbt0JZFIMAyLuva9fPlSXU1NsnqlgrxCeHj4h4/vpeibTCKRlixZ4urqeu/e3eQfP7hcjpGhsYeHR51N9ths9oMHD6ZOmXrkyNE7d+4cPnLoyJGjNCpthffylB8p4pnNSh8LQRAqlSpWpxU1ga/qUZFIJAlBmsYkH7S3b3/37v2PHz9kZmYZGxv17OlKJJGY5eXFJSV9+/abMnVK35raXzceNpt9+vQpR0fHa1evi4Uhpk+fsW7dOn//8xPGTzAyqrvVEQAAaG1kZmZ6e6988eIFiqHDh40YP37cnHlzY7/GysvLnT1z7saN65cvXWmxbhaKouK3x5ycnPfv38tQZTp06NCs+RiABtEKNUgNDAzGjhl76PBBelkpASEwy5l37t55++bN7Tu3t23brqCgIGHb7t27r1q1ytfXl0KmdOnchUQmixOk5IXUuXd7IQ0acEVFBZvNtrOzIxAIenp6ZWWM3Jxce3v76dOmz5w1Mzo6ysHBsY58rD9Z06utrT106LCqSxQVFU+fOt2sjSnKyujJycnz58+vqrwFw/CIESMuXPTPysoCPhYAAKgGj8fbtt3nxs2bQ4e6a2hohjx79uBBgIKi4vvw99bW1nfu3F68ZPHxE8e3b9ve0jQR0tLSTp8+9f7DewMDg2VLlxUVF02aNPlH8g/hE07/4KFDQ4cOhaGWNWZAK4FIJK5du5ZIJFy4eDE7O4vH5U+fPl1HW2f16jUzvWZKvpQ+f/7s5+eXk507btx4AgGGhCvjOI6h+NatW9ZJq9AkGSqVKkuT/ZGS8lPLCeWnpqXa29urq2twONy09PS6fawGweVypZYhrREYhpu78xeRSKJSqdlZ2dWW5+blYigGeg4CAIDfyc/Pf/369Yjhw69cuUogEO7evTN27NgZXl4dO3aEIMjTc+KDhw/fv3/PYDAkv3z/Yeil9Hnz5z188NDI2PDz58+RkZE4jsvLy/v7++M4dujQIW/vlVZWVuZm5n97pAChf9CC+zI1EzQabcuWrRMnTkr+kcwqL5eRoZqampqb131CGhsb+2z1+X8Wl3ixwCXp2LGOKb+0tLTY2FhRZFd0zMXRJUUlRUtLS0WFyhBMVWRkZHq59t63f58slTpr1mw1dY0zZ05ra2s/CAwsLSlWV/spQl7diRF7i6If6v8e5uTUkUqlQv8UysrK/fr1P3P2jLm5eZ8+fTU1NRkMxufPnzdt2mhjY2MG7jUAAOA3mOVMDofj5OQkui/b2dlraGro/L8HBgzDOjo6P378aGiDGg6H8+r1K0GnjZruujAM4zgkJyfn4uIiIyNNy/nwD+HPQoLXr1+3Zs3awqJCT88J7969u3f3/sCBAwV9S0zN3NyHvHr5CvhYLQESiSQv34Ic9D+JmZAGbaKlpTVt2nTpdhfyPGTFihV0einKx+TkBT3dy8rKYBiWlZVls9ltNNssWLBw4cIFMjI1uDfz580vKioMDw/38pq5fNnyWbNndurYCUGQWbNnOTg41OxjCZrICF058f9ib1pymGrGjBnQvwaCIIsWLvr2LXb6jBlmZqbq6hpMJuN7fIKhkcFWH58W9Q4KAABaCrgwyv7/bmUEAoFCoSBS9c+pCp1OX7RwYVxcDbVRos6tQi0f9U8Rn3V1daWwn56erqigOGz4cBkZGV0d3cGDh/z48cPc4meQwMzMTF1dPRNoN7QM9A30J02c9LdH0Spw6e7Srp01p4IzZcoUMzMzApGYmpJ68NBBMpm0dMnSN2/fbtvuo6mpMXnylN+3VVFVOXTocGFhoaKi4uDBgx8EPoyKitLQUO/arZuoIfQvPhYMw3wU9fP1DQ4OhnCcwWCUlJSc9z//+s0bXOhmhYWFWVvX0CLxn0ZTU/PK5au379wOCXmWlZVtbGw8buy48eMniJsNAQAAwO/A8E+nikgkVusGLV0BkKiXDoPBqDp7ACMwiUj6EvXlxInjCQmJPXu61ieBt0ZQPp8qRPSroqIilUolEX8mVhMEEGsrGwf8YagyVKrWPzYvJB3JycmnTp0sZ7EE4VsYJgj0xiEcw3EIhwXnP4LyUTs7u8mTJzdT7tCLly/KmeU3btw0Njb+uagHZGtnO2nSRBqNdvTIUTabfePmjXHjxtdW8ycW7qoxcb6KzrsMRU9XLyMjo6CwQORyaWlpFRYW5efni1aAEVhbW7u228fLly8cHZ0kF1i2TGRlZSd6TpwosaURAAAAiIFhOC0t9fPnTxiG5eTkcjicHz+SP336hGEogiA52dlSZLuTyeSuXbtWW8jn88+ePXPk8BEen3v40GFPT8+qBTpSIJ6IJAjv5OL7udBHBNnuLQUMw/h8fmtQWywqKnoY9LCkpIQgTFZPS0+HcEiWRlVQUGCxWGV0howMZeHChZKn0aKiotasWc1is3+e3jCEIAQSicjnoxM9PSdKjAiGPn+uq6dnYCDQ5RJjbWWtqKgYERHh5ubu0MHh0uWLDAbj99ZYUVFRRCKxWuyprKwsJibGzs5OTigTX+ljWVlavXzxUsInwSGcgAii4jX+9ebNm2Zm5v+ijwUAAAD1B8PxigrOgf0HDhw4IPhdeMvcsnnrli1bf66BQ+072De+BujVq5cbN2569+7dyJEea9euk0L7pxq4cIKCKez0KurbwRAiUqzGMEHKMKAlkJCQcPvOrbVr1kH/dRwdHT9+iBDl+Pv5+d24eWPhwoV9+/RRUFCsqKi4e+/unj27zS0sJAexBD1wCAiBQBAGwwQean5+XnR0jIGBgcjRkYCqmmpkcGRubo44pRKCoOjo6MysLG3hkozMDBKRVNXzQVGUwWDgOLZ9x3Y5Obk9u3eL0iWFLy3ws2ch6zesv3jxomO1ukIEQaRLpRR/SOgfARfcIitQDK29ShmHYYFa2D/0oQAAwJ+hjabmxo0bi4uKYURYGPT/hHRxT1Ucw3V0daSe1BOVNu/Zs+fsmTNaWlrnzp8b6TGySdSS0tMzpk6bKswUgfNyc7Oys8aNH0shCx4ePB4v4XtC09aGA6QGRdGKiorWcACR/zseSUlJp8+cWrt2necET9GfqFTqtKnTfiQnnz59ymOEh5KSUm1GbG1tAwMeVF1SWFgYEBBw+colkZ8kgWHDhl++fHniJEG4y9zMnMvlRnyKOHXypKam5uBBg0+dOnXixIlZs2ZWjR+lp6fNmj0rLy8/KyuTQCBERn4W/wmG4ezsHBpNVv7/vl3ziiO0TPIL8t3d3b5EfhFnrYqBYZhEImEYZmJi+vDBQ5CVBQAAqqGsrDxt6rRmOiwcLuf2rVs+27ZlZ2VNmz7de6W3pmbTtLjQ1zfo1cuVz+MLcl0gyNDIyNTMlMvlifwqigylR4+e9amTB/wZWtsbflZWVmFRoeFvyr2GhoZFRUUsFkuCj/U7ampq06ZNe/zk8enTp50cnSSkSPZy7eXne3yrz9bZs2dxOTwyhaSkpNS5c+etW7bq6uq+C383eNDgxYuWVP06KBSKpaWlhoYmnV5KIpHatbMR/w2HcAcHBzc3d3Nzi5biY9HL6D4+WxMTE4mEXwaDC18QCcIIYZs2bdavWy+hJWSDkKXKeozw6OjkTCBUOe6wIB+CzWIFBz/9/j2Rj/Ibo1wPAAAADQLH8a9fv+7avev+/ftOTk6nTp76PT2rMQwYMKB3796S12luSUIAoDY0NTUpZEpgYGDnzl3E52F+Qf7NW7eMjU2kS0Mkk0n5eXl1ZraNHj26W7dusd9iGWWC9K82bbTatWtHForFb9u2TV1Nvdp1oa2tc+jgYUET5507aDTawgULJRj/+xqkKB/98SPlW2wckVil+FlQYYCQSMT09PSS4lINTfWlS5eqQU3jY8nLy69c6f378piYaB8fn/SMjOHDh61du05DA3SWAAAAf4iSkhIvrxnv338wNTPt0qXzx48f3rx9U/WmiuOYkpLyRM+JdaaY1AiCILVl0wJaGq1Qg9TU1GTa1Gm79+z+EhXVq1cvBXmF9PS0e/fvl5XRz5/zl5zqXVxc/OnzJ5TPFym8w8Kiga+xsUFBQTNmeJHq8eagLaTaQkHlXxtJCgMrV6ys03KT+ViTJ09WVlaWYkMlJaWTJ05yudxK+VMIJpFJLBbr0qWL+w7s12yj6e3tXa0ndNOeggwGw9fP7+CBA2QK6eCBQxMmTADJ+wAA4E+CoiiGYTJUmezsrN27d/9+f0NRzMTEeKj7UOl8LMA/hKysrL5+C+132UwQiSRv71WqamonT55Yv34djuMqKqo9e/ZcuHBht67dJG8bGxs7duxYJpMhmn2CYRjDME4Ft2fPHjNmeMHNNiVVVbGlNuCWmeQYGRm5ZeuW4OAn/fsPXL9+vb1ddc2JFy9C9+3fHxgQ2Ph9PX78aNOmzdEx0ePGjV27Zl2lSAYAAAD8KVAUzcnJ4XA4tSXi4DhOIpN0tHXqc2cH/F3mzJ1jYmy8fPkK6TYXBRFa5xfN4XCKi4txHFdSUqpn5VlpaemXL19+UXeDIUUFRWtr6/q0n8nMygx/F56bmyuuhMMhnEQkDRw4sM6exSkpKRmZGZ2dO3O5XP8L/h8/Rjg6OEzwnKCk+P/sMbyJwDCsSewUFRdt3LhRTV3N0NDgzJkzLBarxtUExzTqSyP3lZqaOnvObDk5mr293d27d1E+v5EGAQAAAAAIehT0NuwtOA4tn+/fv3fp2lnUTYFEJor+EYiIvIJc4INAydt++PDBup1V125dysvL/fz8EAKip6crQ6UsXrJIlD0liGE11UDPnj0r8j2lhs/n379/r0OHDjSa7KzZs9LS0vBmg8FgnDlz2tTUVE1dbcPGDaWlJc23LwAAAAAA6k9ZWdn379/BEfsDrF+/TlFJ/ty5c9nZ2SUlJcX/p6SkROwn1Qifzx8/fpy9vV10TDSLxerStUu//n2Li4t9fX0NDPU/f/4kWq3WfCwcw1AMQ4TUGWqDIOjDh/f9+vWTLiVLJKi/c+fOK1evtLO2vnnr1sABgjalzQSTyVy8ZPH58+cNDQy3bN7c3cUlPSMDS0v7v7qNIE5IIVNMTU2bRJMGAAAA6gTDsJKSEgqFUlu6VVZWVkFhgZWlVWuQ/27lpKenX7t+desWH6jVgKJofn5+1cxsETiOy8rKqqmpSZ40RFE0ODi4pKTEw8ODTCY/ePgAhuD+/fvXWSr7PeF79+49Jk2a1FAlASaTmZCYOHrMaJt2NjExMampP5YvX6GsrNyzZ48DB/enp6e3b9+h5pz3mJjooEePPkVEFBUXKSspGxoZdu7cxbWnq4qKioT9iZp2QQ2Hx+NdvHRx65YtdHrZAiGaGpoVFRUY/v+UT1zQxkeGItNUeiHMcuaLF6EoH01OTl6yZAmXx62ek4ZDJmYmr168+r3QAAAAAGrLWJf6NiiqjerXv+/gQYO3bhU8WVms8suXL2tpaw8ZPES0wnn/c/7+F16EvgD3JcB/j5zcnP79+32LjUMIP68gBEGEcpX48OHDz587L6EqlsVirV275uixo56eniNGjIAg6P378D179o4ePerggUOSXRcLc4uXr16yWKyGlpII4k8EROSnfPoUgWK4QweBsDubxcYwjCyU9q3uY+E47ufnu9Vna25OnpKyoqqq6vfvCQGBAfv27e/Ro8fePXsdHQUmmpbS0tI9e/akpqYpKim8ffv2zZvXKIr97E8hBEUxXV1dX1/fNpptmmSPigqK27ftKCgoQBBByv/vOf84hispKzWyLxgAAGg9XLlyJejRw507dxlIWw6G43h5eTmHwxH9Wl5efsz3mIODo9jH4vP5Ukvk1AiGYenpaSQSuWoXEUALobVpkCorK2/evKW0pFTUPgHC8Zzc3AeBgSWlJZMmTiSRJMVu34a9PXP2zIoVK+bOmSdyxRYtXKSnq792/dr27f2XLF4iYVtPz4khz0N27dq1YMECBQWFqoedRCJJCG7RaDSHDh2uXruip6935uwZHW1ta2vrkpLSk6dO4TguLp77xce6ceP6kqVLnDs5C+TvunWnysjgOJ6Xl3fnzu3du/dMnz7t3r17RkY1l91JfeWTyeQ+vfvo6+nDMMTl8ap6VyJQPiYjUz2IlZKS8vLVyymTp0ixRyqVOnr0aOlGCwAAAL+TmJQYEvJM1ApQahAEqZSwgWEKhVI1XQEW0oQHn8VieU70NNA3uHz5ShOaBQjOh8REGRkZPT09cDTqCU2WNtJjZLWF8+fNnzV7Zsjz53379kOQWmf94uPiVFXVFsxfKG7NoqamPnPmzBcvX4S9fTt/3nwJaT+x32KzMrN9fHyOHD2soaFBIBBENXyysrIHDhx07ela24YIgixZsjQ1NXXRooWyNNrO7TuUlJQGDxn8+vXrTRs3WVj8pvPOZDJPnjppY2N76fJlPd3KM8PQ0HDp0mXmFhaTJ0++ePHihg0ba9wfiUSS7vpXVFQ8fOiwuNVXjQgVSX8xnpiYcPHiBel8LAAAAGhaiEQihUL552IPHA6Hy+X+7VH8B/H18zUyNFy4cJF0m+M4/osSQWtFSUmpT5++R44cXrlypYZ6rargcnJyKJ/PZrOrLccxTKRKKgFFRcW+/fqKeugJQ0UCVwTDcAqZrCpxkhGCIDNTsyuXr8bFxSkoKFhbW/P5/JleXitXrHBx6SFep9LHyszM+vHjx+zZc6o6WGIGDhjYqVPHiIgINptdo+CEt/cqqXvdwKJm2Q1BNFMr3e4AAACgacEESH5VbImISp/+9ij+g/B4PD6fL/Xm6upq3bu5NOmI/lUSExN4PB4m0eN0dnaGEXjzls1r16w1MjIikUgFBflBjx6Fvgj19l4l2VXo5dqrl2svqYcnam4o+plIJI4Y4VFthUofq7ycieN4mzY15zwRCAR1NfXMrMzazpvaNgQAAID/PBPGT3Dp3l1fX7+RdsSyk6KZgarpIE2uSAnDsKaGZlP1gQVUO7aNCWpqarYZMGBAqzqkJSUl+/fvz8rOJCA/z3McwvPz858Fh4yfMF5VVVXCthYWbdetXb9i5fLnz0OMjIwoZEpeXm58fMLAgQM8J3hCf5VKH0v0NiMhw0sgSF/7C09xcbGioqIUdwE+n5+Q8J3JLJegbiwjI9O2bVtQsQwAAFomZkIaaQSG4fz8/Pj4eAjCS0pK2Gx2cXFxfHyc6I+5ublQk0KTlb19+w7yaxoGAPBX4PK4MV+jk5KSif/3InAIR2DC5CmT16xeIznnHUEQLy8vG5t2Fy5eiP0aSy+j6+rpz/DymjJ5qoKCgnTjCXoUZGxk3LZt2/qsjKJo1Xiw6O1I5NI0oF+h5JCyn5+vl9dMKfool5aWzp037/Onz0RSzf4Zn4+amBgHBjzQ1dVtqHEAAAD4JxBm2uIXL116/OQxhEMoJpALSkxMfPP6teDPsOA9Vk3i23yDgWEZGZmmNAhoInJzcyMjPw8cOKj1HFF1NfWzZ8+h/F/mBEkkkpLS/5vS1IWzc2dn5858Pr+ioqJBQgyJiYlBj4IYDAaBQED5KIzAHA7n+PHj69aulexjVVRUXLx4ISAwgE6nixeifExHV2ff3n2iiodKHwuGYT4fPXvmTFhYGIZVn/uEYSTs7VtDQ8PadpaVlcUTVAU2GCqV6jHCo6NTRwKh5hAahmFqampy8qANKgAA+M8iKys7Yfz49PR00bssLGjuIShxEmrZ/FzSpk0b0K6+NVBYWPjm7ZtW5WMhCKKiXEeOeX0gEokNcrC+xn4dPXpUXl4+DAsq/7S0tJhMZmFBkYtLd1fXWosKRRw9dmT16tUWFhZ6evoCB0Z46aIoJidHE08JVvpYBAJBVlb2XXh4+PvwGs3BEGJjY1PbjB6BQJBu+plGoy1YsECKDQEAAOA/g5yc3Pr1G/72KAAtAhiGW0lDaAzDeDye5FkyAoHQfCVut+/c5nA4t2/fLios2rxlk4/PNm1t7X379ioqKFpaWknYkMVi3blzZ0D/AadPn9HU1KxttUofy9bWNvJzpOSPSiQSKBQQWwYAAAAAANBYPn365DVzRklJSW0+JY/Hdxsy5ODBQ82UkJ3w/XsPlx49e/QsLCqk7qFCOOTo4LjNZ/u4sWOCg59KCCXyeDw2m93J2VmCg/WLj4UgSGOi0Py6XNHGUF5eLiMj00r8egAAAAC0clqJpoaKikr//gNY5azaai/4fNTBoUNDmwnWHxKJJJIik6PJycjIJP9IhiDIyMhISVk5IiJCgo8lJyfXrVv3yMjI2gStRDQg553NZuM4TqVSa5wTNLOwkNBOSDqKi4sjIiLu3r0bG/v10qVL+tI2qQAAAIAWDo/H+/T5E5PBFCRe1fR4Fdx+ZalOjk5NfqcFAP4WJiYmu3bu+ovHv1Mn502bNl2+fMndfaienv7Tp08mek7My8tLS0/vKbGfNIFAGD58+OzZs728ZowePUZeXl60HMcxKlXW3t6OSpX9xcdKSkrasWP7mLFj+/XtJ/CoKtjfYr/p6OiIha927NheSi/duWOXrKxgy2rMnTO3qa58Ho/39WvMnTt3njx9EhkZiWHYkCFDaDSQ8w4AAP6zCCqs58yJ+fpVVpaKIAiPx6um9I2iqLGx8fOQUNAT+j+PgYHBJM9Jf3sUrQKPESMeP360aPEiXV298ePGT5o8sVdvVzq9DMNQ17q0SQMCAvLz8i9fvnLt+jWxX8Tno8bGRvfv3TcxMf3FxyouLg4IDHB0coL6Cn7NSM8Y4TF85YqV8+bNF60QGxubX5Bfm8B/k9QAR0dHv3z18ubNG+Hh4Twu38jYcN3adUOHDrO2tgaq7gAAoCXAYDDCwsIYDEZNsxuCKD+GYaqqap07d27QayeCIBiO83l8HW2drt262drYamio8/l8kfQOjgvejxUUFJSVlaFmQNSRmkQigSBZS0BOTs7M3BxqfTAYjLS0NFNTUxkZmby8PCaTIfJUmg8NDc3r125EREQYGRnp6OicPHHK/6K/DIUybep0Z2dnydtO9PR0cXEhEogC4RX8Z/0vjuM0Gk1Ts00N+VhUKpX4/+AYjuNcLreqR0UikSQkncXFxRkbG0txfeI4XlRUFBQUdPfenbdv3xbkFxoaGYwdMy74WfCoUaM3btzUUIMAAADQfGRlZ8+eMzs1JfX3PxGICMoX3GqtbaxCgp9LToathqKi4tGjR4OCgu7fv/cw6GFCQoKLi4vHCA97e/smGfbjJ4+vX7u2cdMmQwOBBE9BQUF6erqFhYWo0L24uHjO3Nl9+/bzmuHVJLsDNAZRW+LWloL86dOnld4r6HT6ndt39fX1g4OfbtiwceKkiSuWr6i/HAOPxxNWZRLrr3MgIyPTrVs30c8jhNRzQwcHRwcHR8nrEJuqG8Dx437e3qukCGKXlpaOHjPq5ctXlpaWI0eNGjxwcI8ePSoqKnq69mhMvycAAABoDvR0dS/4X2AymVXzcBEEQQjIxw8f/fx8s7Nzevbo2dASIiKR2K1rt25du61buy78ffitW7cePnxw5MhhfX2DkR4err16t7e3b5DwTzWSkpLuB9xftHgxJMxrffL0ydq1q2/fuuPo6CRqDv3u3bvmjhkA6klKSkrws6ezZs5uPUessLBw8dLFWZmZ69dtEImZd+vWfeiwoQcPHiQghHXr1klOe0dRNDQ09N79e9FRUQMHDerl6hoaGjpx4iQdHR3or9KAnHfJSN0kHEXR8vJyDMXU1dWHurn37OlKoVDw/4fdAAAAoEVBo9G6d+9ebSGbzT569Mgx32MyMjInTh4fM3qs1GXasrKyoj61BYUFnz99Dg4OvnzlyslTJ01NTQcNHDR//oIaM2LrhEgkUqmCTC/RryiKcrlccfEaDMMUCkU8jwH4u7BYrIyMjFb1LSQlJcXHxR09cmzMmDGiJYaGhgf2H0AQOCDw/rz581RVam1ywOPx9uzds3PnDi0tLTar4sePZOdOnfbu2/c89Pm5s+eb1s1iMplHjx0lIMiiRYuvXbv6NixM3PxHBIqi6hrqCxcsVFcXeIrVryhx4Er0Q/3jWFL3v1RVVT154uS169eePnnqPtRdV1d3zOixTk6OXC4XXPAAAKCFg+N4UNDDrT4+X2O+jp8wfu3atQZNVAGtrqbeX8gET8/Dhw+eP+cfHx/v6TlROh+raZsWA5qVau3AWwMoihKJBC0trWrLrSytHjx8wKngSNj2/fv3e/fuWbRw8dq1a1evXlVcXNyjR4/79+6PHTvG3//86tVrJJ/qmVmZ4e/Cc3NzUAyDBWW9glaJJCJp4MCBRkZG1VbmcrmfP38mEgkYhiUkJLx6+apaG0A+H9XX12Ox2KJfq/tYmBDRD1V/bT65DhiG7ezs7ezslyxe+i783e3bt/yO+x48xGGzKmKio+Pi4szNzVvbtDQAAPgnSElN2b179wX/C23btr1+4/rAAQOb8NGYn58f9Cgo6OHDz5Gfi4tL+g8YMGbMaBWVJug3AgC0NPT19ZUUla9fv9axY0dxCR2DUfbg4QNdHT3JrZ2jo6MUFBRnes2sUnsHd+3atWfPnp8jI/l8voSauYSEhKnTpoa9DSMQBRP+ooUYhsnKyuob6P/uYykpKfn5+kEQRKFQVgiLAqs5cDiOE4lEcW3Kr/0KUdTP1zc4OBjCcQaDUVJSct7//Os3b3ChmxUWFmZtbV3bQOuUw68TDQ2Noe5Dh7oPzcrKvHv37oMHD95/eG/f3q6HS49JkyZ7eHhIkPkCAACAP0l5OfPqtWtbt2wpLy/3XuU9f978pvJ+fvz48elTxN17d589e0YkEi0trWbNmj3UfaiJiUnj3zZrm6kAMa2WRivRIBWjp6c3f8GClStXxH77NmBAf1VVtdzcnID7gYlJCadPn5GciUgiCTLcMah6ihGCIIJG6xKP5MVLFxMTEm7cuNGjZw8yiVx19rzG6X4EQVT/35pdUYgE47/4WBQZip6uXkZGRkFhgWgHWlpahYVF+fn5P3eJwNra2rW9pfXvP0CswdVIdHR0589f4OU18/Pnzw8fPrh67eq69Wu7d+9uYGBQrclRk+wOAAAA6g+O4xERET7btj57FtKnd58NG9bXWVtUH1AUffjw4b37dyMiInJzc9u3b79l89buLt2trWp9s5WC2mYqMGkTagG1HefGOEmC9sFCBctWxcwZXvJy8ocOHVy/bj2fjxKIiK2t7cmTJ4cPGy55Qzs7+/Ly8lOnTm3csFE0CQ5DUERExMuXLydPmSxZ+Ckh4XvXrl1HjhzZTK8ZsPg8wDCsagrk7+AQTkAIf149payMHhUVbW9vX9WHi4yMvHr1yu7de/7wYAAAQCvnR0rK0KHuX2O+trOxHjVqlLy8vPDOWbkChmG6OrojR45sUOJUQUFB7z69Y6JjLCzMBw0ebGxsLEOhQDDM4/FEbhCO4YpKiiOGj5Aum/7EyROLFi3s3q27knAWIy0tNSYmpkuXrirKyjiEV1RUhISErFi+csuWLVIYB1TDe5W3vp7+vHnzpDsyGIbx+fxm6tDXwuFyuTk5OYVFhUqKSnp6evU5CHw+f/uObdu3b3dwcGAyy3Ecs7ayfvL0iYVF2ytXrhgZVp/vq8rGTRtDQkIeP3rcmKLdevlY/xYYhlVUVDRJ7icAAADUn4TERA+PEUmJSQgBrvG9FOVjzp07BdwPVFdXr7/ZgoKCQYMGxnz9CsOCZ8bvgRAcg4yMDd+8fiudzvu169dWrfIWKZqKpjyIROKvOR7w8mXLFy9eLIVxQDXS0tJIJLK2dvUMbkAzweFwbt++fe78ua9fY1gslpqa2qBBgxYtXGxqWrMciVDdlw9BcFpa2ty5c7p06bpgwQIFBXlImPMugkQiNT69ssl8rIcPH7i49Giq6UIAAABomfB4vNzcXC6XW9vkAo7jMjIybdq0aVD6FIqiP378YLPZtZqFcAqZYmJiIl3BNR/l87iS8itEtVSgo0ZLgM1ml5SUgKZJDQVFUQ6Hg+M4gUCQ0HsGRdGNmzZeu3qVSCISCISioqK83HwlZUUNdQ1Y2LxBlPN+4MBB156uUOOovFbz8/NLSootLNrWtmphYUH4+/e9XHvVGD0KDAy0t28vhY/FZDJPnjyRmpYKQTCGiXICfrnFYBiqrq6+aOFiUFADAAD+OiQSSU9Pr8nNEggEMzMzqNkgEohEKpC/+jdIS0+7d//eqpWroFYGh8MpKChgs9lV31jk5eXbtGlTn3wpQR5bPWa3YBi2MLfo6epKIAjCVAiCwDDy/8ixIOqEYTiFTFZtiiqWyksuNTV16vSpkyZOmjt7rrwgYvYLr1+/9vZeSSaTXbq71GiIRCJJlzLGYrEE8b2YWHUNNXU1dS6Xy+fzRe25RCugfNTQyHDmzFlSGAcAAAAA4N+Cz+MzGQyoNYHjeHDw01WrVkfHRIkVo0RT5B4eIy5fvlLPXPBq7WEEegy/zfchCDJRCNT8VPpYenp6hgaGq7xXvXnzZsf2He3atRMtLy8vP3rs6M6dO3EM8/HxafIUKAqFYmZqFh//HYZhM3OzYUOHOTg40mg0IpEg6jyP4xCZTNbU+KXzl6iuELQvBQAAAEBLQ9Q1T2oZ7VaoQZqbm+vt7c0sL9+xfYeOjg4M//z4OI7r6+vXOYUd+SXSz88vISHh/7NhEI4L/ASvGV5TpkyB/h6VZ4CWlta1q9eOHTu6d+++vv36rbBclwAAGCVJREFUbtq0aZLnpLj4uNWrVz19GtynT+8tW7Z27ty5NkNS53UpKipevnzl48ePAQH3X7957b3KW1tHe8Rwj759+trZ2dWmiRUeHn7q9MlzZ89Lt1MAAAAAAJqJHTt36OnqTp06DRzhepKcnJyWnnbmzNk6lRp+JzExceJEz8KCIhubdhQZmmgODIcE2lh1BmKys7NVVVVFq9HpZampP0zNzGiy9S3dTUlJycjM6Ozcmcvl+l/w//gxwtHBYYLnBCVFJdEKv3jZ8vLyq1at7tnTdePmTStWLL99+3ZiYgKbXbFz185ZM2cpKf3cpkYa43RTqVQXIUVFRV++RD56/PjCBf8DB/abmZv17OE6YsSI9vbtqxVwMpnMrKwsqfcIAAAAAEAzkZeXR2vEnE8rFIAkk8kyMjLKSj/l0RvEmzdvcnNzr1291qdP3/pvlZCQsGXr5vy8vLNnz+vq6kIQ9P173NhxY/X1DZYtW+Y2xK1OCx8/fpw6bYqSktLTJ8EXL15csGCBjrb2tWtXkpITd+/aI4q91eAYOTs77965U09PP/hpcEZGxob1G7xXekt2sCAImj59RuNz0lVVVXv37rN3z97oqJjbt25369rtWUhw7969hg0fKlJGbc2hVAAAAAD8E9SYBlR/FBUVbWxsoNaEtbV1v379L126WFpa2tBtmUyGqqpq+/Yd6r9Jenr6xImegQGBNraV0psGBoYTPSdmZWaOGTP63Llzki2gKHrw4AESkeTndxyG4YuXLvbp0zsqKnr/vgN37979+jVGtFr1kwDH8Zs3b4wZOyY1NWX4iGHGxsabN2/etWsni8WSvD87OzsJpZINhUql2tu379SxkyyVVl7OSklJkdwSEgAAAACA/wb6+vrjx02AWhM4jmtrad+4eaNfv76zZs1csnTJkiWLlyxZvGDB/HPnzlbLZK+Gi4sLmUyJjIys986gs2fPJiQmnDp1et/eveJ+OJqamps3b3ny5Gm3bt127NyRlJwkwQaTyUxITBw9ZrRNO5ukpKTU1B8DBgxQVlbu2bMHmUxOT0+vYa4wOSnZZ9tW/4sXTE1Mzp07P9JjZGJi4uo1q9asWRMSErJl61bnTs617Y/P5xMIhMar0f/48ePjx4/3A+4/ffqERCLZ2tru27dvqLu7jo5OIy0DAAAAAABogZSXl8fFf9PXNyhjlL189VKc887n82EEmTDB8/dNsrKyEhITIByHYbhjR6clSxbPmTPX3NycSCQI88MF/xkbGRsaGlbbkF5GD33xvEePHqNGjvrdrCC0tGnLcI/hIc9CTE1MJYUqCQgurID89CkCxXCHDoKeWmwWG8MwMplS3cdKSUkZN37sx48R4z3Hb9m0xcTEBIIgCwuLixcunTp9avPmzW5Dhmz18fGa4VWjsJ6v77EJEzzFvRIbBI7jJSUlT4Of3g+4//nTJ1Gvrk0bN3Xt2s3W1rbxbVABAAAAAPhXKC4uTkpO6ujUEWo1qKmp+fkeF2ShCSI1Yu0mwU+ysrI11hU+ePhw5crlGIYJvB0CgcFgzJs3T5ZGJRKJAvknHMcwTJDs5F1dZozJZBYWFnbq1EmkOPo7ZmZmqioqkuNYNBrNoUOHq9eu6OnrnTl7Rkdb29rauqSk9OSpUziOGxsbV/ex8vLzEAJy8uTJqVOnVq04pdFoixct7ty587JlS29cvz5+3HgFBYXf9/ft27eKigqo4bDZbJ9tPhcvXMQhzNzcfPKkycOGDTc1NRUnuWMYBkNwbccCAAAAAID/Ejk5OYGBAa3KxyIQCG3atGnQJn379Dl/3l/gjcGQ2EnAsUpxTQiHLC0tf9+QSCSSSeTSkloTv9hsdkVFhWTpDQRBlixZmpqaumjRQlkabef2HUpKSoOHDH79+vWmjZssLCx+7ku8gYW5xZUrV42Nfjpf1ejUsdPtW3ciPkXUtlepNUjLysru3LmTkZGhoqrC56Nvw8JCX7zAMGFTLeGBQlFMR1f7wIGD1SSyAAAAAAD4T9L4xJv/PMZCpNhQWVm5raXl6zev09PT9fX1f18hPDy8sLBI7CfVhpmp2ZXLV+Pi4hQUFKytrfl8/kwvr5UrVri49BCvU+kwKQuRYE5TU3PwoMFQU0OhUHr06KGpqQnDAt22kpLiar10UBTlcrlix1QMqCsEAAAAQAtEavXR1gaTyUhITBQkXf363BeD4ZiqiqqxsbGEJz6Xyy0tLVVVVSEQfjnspaUlBAJJXl6u2vpkMnnChAmBgQGLFi3Yu2efya99o0NCnq3fsM7ExLhf3351jl9JSUmsG0okEkeM8Ki2QpOdB+J27g1FUVHx0KFDVbXzfweBkWr6WAQC8uPHj8OHD9fo7OMQPnjQYFFKmYji4uJ79+8xGQxxJl39wXFsyBC3qv5yXFxcSMgz4edt2KsGjmM0mtzo0aOrNnZ8/vx5dHRUtZOjPqAoam5u1r//AHHKGovFunfvXkFBPoI0OIkNw1AXlx7t27cXL8nKyrp3767wq2nwx6RSqYMHD6na0/RjxMe3b95KkV2HYqi2ltawYcOrngO3b9/OzMyQ7mPa2dn37NlTvKS0tPTWrZssFkuKcwOCoMGDB1c9N759+/b8eYgU5wYE4VRZ2fHjxldtpRASEhITEyPdQTMzNR04cJD4xlReXh4QEJCXn0eQ6qD17OlqZ2cnXpKZmRkQcB9FUSnODRkZGTc3dy0tLfHCjx8/vH0bJs3HRFEdXR13N3ex0iCGYffv30tPT5fi3EBRtH379j16VL6D0un0GzeuC7MgGvxtIggyYOBAE+PKu1Bc3Ldnz5413JTgoMnLy48ZM7bqufE0+Om32G9SHDQMQ01MTIcMGSJeIjw37ufnS3nfcHV1tbWtPDfS0tKCHgXxedwatYEkghNJRA+PkRrqGuJFHz58CAuT6tzAUF0dnSFD3MQF7zwe7+HDB2lpadKdG46ODt26dRcvKS0tvXHjOofD+f0ZhCBIcPDTGdNnNHQvrZCYmJjxE8YXF5eIWgf+Do/HHzF8+MmTpySoiX79+nXT5k2HDx0yNDSqunzLli3aOtrLl634fZP+/fovX7Z8y9YtkV++9Ondx6KtBVVGtqCg4EvUl9DQUBqNtn/fgSbpyV35XGexyhMSEiU0k8dwTFlJycTEtMbTXVNTU7qG7TAMU/6fgV9/rKys3Ia4R0dHITUNBsMwZ2fnqj5WeXl5bGwsnV4q3U2kc5cuVZ+j+fn5X6KiEFgwBdwgUziGycnJDR06VOxjYRiWmpYSFR0txdHj83lEIgHDMPE3wuFw4uK+ZefkNPiWhOMoilYLjdLp9KjoKOFsd8M+JoahNFk5FxcXCKo8RzMyMqJjoojEBn9MlM9nMBg8Hq+qjxUXF5eSmiLFnZfP5yv9KnNXXs6MjY1lMBlSnBsQjjs7O1c9N/Ly8qKjowU/NfTcwDE5mhyHwxE/R3EcT0n9ER0dRWz4uYHy+QiMVH3tqaioiIuPy8rMJDT8DZvP5wvTGiqfo3R66ZeoL1KcGziGychQe7q6akGVPlZmZqZ0H5PP57FY5Vwut6qPFRcfn5ycLM25weOpqf1StcNkMqNjYjgVFQ39mBAu8LGcOnas6mPl5uZFx0QLb7ANvqCUlJQqKiqq+lg/kpOlPjeqvQ0Lzo24+Kwsqc8NK1vbyiUlpSXR0dF8Pq/BLy04TiQSB/QfCKlDjT83UD6fzWLxeDyxj4Wi6Pfv3xMSE6R4oeXzeJqavySrsFisL1FRPB739wAMjuNdunStOmHUUFqPBqmWlvaUyVPZbFZtjgeKonZ2drVdzgEBAeHh79LT01+9erl9+3YNDQ1RvAaGYTabff6C/8QJnriw8LDahiQSacOGjVbW1r6+x+7eu1tWVsbnoxQKWU1NdcjgwcuWLXNwEBQJ/g6Px/sc+RmGYYcODvHx8VlZWcivyeIYjstSZTt06CC6WmHxXTgqKmrM2DHZ2dlEYs0fhsfj9+vb19//gpxc9cibwO0oyFdRVgEBUgAAAAAAGkNxcXFycpJTa8p5lw7vVd6nTp7EIZzBYCgqKlZ1xXAct2xruWvXbgk9AEW+ckJCQkFhAY/Hk6XKamtrmZtLSsMqLCwcNnwokUgMevhoyZLF5/39SaRfXHY+j29sYhxwP9BUOAVZ6WNlZWX5+/sLIz01v3ygKNq2bdsJEzxBJ2YAAAAAAAB/Fy6Xy+fz3717t2q198kTp6pNxZCENPkeIyIiYBju1KlTbGxsRkZGtSAZjgvEJpycnGg02i8+ViMpLi6u5kUCAAAAAAAANCtMJjMl5YeZmXkTNptpKpqs5Z+Pz9b8/PymsgYAAAAAQOskKyvr9u1bf3sU/wxycnI2NrYt0MH6xccqKS0JCgpKSUmRzhCXy22qkBgAAAAAAK2WkpKST5Gf/vYoAE3qYyUnJc+ZNyfkeYjo16Kiov0H9n348KGehoBgGgAAAAAAjQeGYWLDix8BUsBgMD59+sRkMqE/MFeIVdG4Kigo8PHxefv2TTPtGAAAAAAAAOAvEhsbO2nyxPj4+D/hY1WNRcEwLCMjU38tBqk1SAEAAAAAAFQFPE//DBiG0el0ySrojaHJopF2dnZUKrWprAEAAAAA0DqBYbjJRQdaLFwu9/3797a2toqKin9spwwGg81mEwiE4pJiGBYIIxQVFQkbV1SHRCIqKSlLnQ1V3ccSGxL9UH+7M2fOlK4VCQAAAAAAADHGxsazZs5qJQcEhuETJ48PHDiIy+EYGBj26tWrufeIouiKlctPnjhFIhNxIe5D3WC4BikrPg916uT45NFTJSWlpvGxMCGiH6r+KgIWUqMh4GABAAAAANB4ZAS0aQ1HMjs768GDB8XFxWtWr2prabljx84/sFMYhgcOGKiqokYiEdPTM+7dv+sxwkNbR/v3GUMMxXX1dBqju17pY8EwzEdRP1/f4OBgCBco05eUlJz3P//6zRtcuGM+n9+hQ4cVK1bWOCcYERFhbW0NpgsBAAAAAGgMdDo9LS3NtmobyP8oTGZ5VFRUQUFBYVGRvr5+m1+bQjYTCIIMHTps6NBhEASFh4c/CwmeNWu2o2PNDQobSaWPRZGh6OnqZWRkFBQWiFwuLS2twsIisbIoj8uTpdFqSw07dfrkpo2bgY8FAAAAAEBjyMzMvHrtSmvwsczNzY8d8501a+aQwUNy8/LehYd7jPD4kwPg8XgVFRXN14G70seysrR6+eKlhFoGHMIJCKG2oBmO4+Xl5Ww2m0gkipL1MAyrqOBUnVoU/4knpOq0I4VCEfVJrKioqDoGBEHIZDIMwxiGcSo4UP2skclkUVefX6zhEEKoYo3D+eVANNwajMAUCqUFWsNxC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AX0/yfUpSUlHA4HEpUIBWcpnc7j8UR1MjMzFRQUMSWblLSUrJxccVExi83BvuVyudevXXv08GHdh0skkeTl5YuKi8S13Pfv3r1946bI77nSOEtKSrhcbvWmOGKApQIAAAAAWoQ8fv3y1cxp078Kw3FoaGoOHTZMT1ePz+djdlAEPF5KSiozMxMTt0wG89mTp/9neyVYDRO+R0WFfgoRGc58Dg3t2aunrHCbkEKhdO/RIzkpOfTTJ6xC2Ldvu3bsjIuJrcdwcbjevXtnZmQG/xfG69evXx57PcLCwrEVM55AIBFJGZkZmP65oqLi2dNngnHCf13bA90dAAAAAJqNP2reXr1tz509u37NmqHDhsvK0sLDwqOjf7ivWYO5IMvKynbr3u3Kpcur3dyMjY3DwsLSUtMIeMKf1TCKsjlsLpe7e9fO4OAPNBrtyePH0lJS02bOwDTSMAxPnDwpMODdpg0bPn/+TCIRH/r7a2hojHEahzWAIAiLyRIP78Xj8ZhMZiWpP3zUyBcvXuzZtTv6xw+arNzTx4+JRMLkqVMwuxUFefmu3brdunlzjZubgZHRt69fszIz8Hg8n/e7ERRFWSyWYGX/HwLrNRkZ//v3ZSgyc+fNq2RkBAAAAABAk8pjMzOzE6dP+Z07F/guAEEFRrabt211chqP6X7xBMKyFSukpaSDg4MTExJsunad7+z84L6/ptDrF1u52tra2js4EPCEJ48ecXm8jqZmCxctNDf/Ywijq6t77ORJn9NnPn38yOfzutjYLFy0uEOHDti3snKyI0aNNBOrr6+vP2q0YyWHYFVVVa+jR876+HwJ/czjC5wyXRYu6GLd5ff5EIkr3d3IMjKhnz7FxcV3797d2cXlgb+/mro6VoFIJA4cNEhNVV2k01ZUUlq8ZMmtGzezMjLEle0AQFtFqBD64wEIAABaVjwQEcXFxVwuV1FRsVpLq9LSUgThKyj8jnVVLWVlZVgLNVUoLS3l83j/5uz7pxc6ncPl1hRfs6SkROBV8v9+O7WAoCjuX/eQD+0/sHvnrj37PFyXLPm3FgCAJiP6R/Ss6dM1NDUvXLqkrPInuB4AAGheqpG4tcuwuqhzK3l8/lsjf++lVl8s8XAWdeGfhbFotQEWHIBWgY6Ojsf+fWQymSb7l98pAABoSoCbkCQuIoEgLS1du+MWANBCkJWTHSIWuAYAALRcfTWgvhTk5+fm5qpraDR2cioAAAAAtFWAPAYAAAAAoPn5x1zFAAAAAAAAJAjY8gQA2hd8Pr+iogIH42QoMtVmEgMAAM0C+DUCAO2LuNi44YOHzJ45s7iouLnHAgAA/gDksQTIysr6HBqak5MjicYAgMYFQZCKigomkwlsOQGAFgWQxxLg5vUbo4aN8L9/XxKNAQCNDg6HA8kWAYCWBpDHEoDP43E4nEpxtgEAAAAAqDtAHksALEkzWHAAAAAA4J8B8hgAAAAAgOYHyGMAAAAAAJofII8BAAAAAGh+gDwGAAAAAKD5AfIYAAAAAIDmp+XKYwRBSoqL6XR6cw8EAGhToCjK4XC4HC4KgdxuAEALouXGr46MiNi1fYeCouKO3bu0tbWhFgyKIHw+v+mjHRUUFBw6dCg9Pb3xohAjCKKvr79hwwYKhQK1D0JDQ8+ePctmsxvPgQ1F0WHDhk2fPh1qDvT09U6cPiUtLS0nJ9csAwAAAK1MHj9+9OjTp0/S0tKDhwyeMm0a1IIhy8goKSlJS0s3cb/Pnz/39PRsgo4cHBwGDx4MtQ+OHz9+9erVxu7l7du3Y8eObZZZDo1G69e/f9P3CwAAWqU8zs/L+xD0vl///mlpqe/evRs3fryUlBTUUnGaOKFnb1sdHZ0m7pfBYEAQ1Ldv3/nz5+NwOIkv0GEYPnDgwPfv3ysqKqB2A4vFgiBo0aJFDg4OHA5Hso3DMEyn093c3JhMJoIgkm0cAAC0alqoPP7w4UNubu5Kd7cPQe+fPH6cmJBg3qlTI/WFIEgD9b0aQqAmB1OompmZzZ49u5G6uHfv3vfv39tV6DHsZIcNGzZmzJjGaL+8vHzt2rWN0TIAAGjVtER5zOFw3r5+o6qmatu7N4qi169d+/D+g0TkMYIgXC63vKwsJSUlMTExIS4+Ly9vrvN8KysrqNWCbV03kshst2s4ia+MK62/AQAAoBXI45Sk5JBPn8Y5OcnLy3fpYq2nr/fq5ctpM6ZTqdT6NlVSUpKfl5efX5CTnZ2cnJyUKCArM5PD4fB4PBaLRZaRmTBpItQ6IRAIjZ2rB9McYB21Exr7lEkkUqU/mhgEQVJTU4kEgnaT77AAAIBaaInv2ffvgyoYFf0GDkBRVEVVtUePnk+fPPnx40evXr1qOgQRWjjz+fzS0tKU5OTEhIS4uLiszKyCgoL8fIE8LqPTYRjG43A4PF6U+4FEIhEJhPdB7/MLChqy+YoKaeKUEng8/vPnzxAEJSUl3b17t5G6zszMFN6R9xwOp/ZLBMOwjIxMx44d1dXV62XahiBIVFSUjo6OkpISVoKiaFRUlLa2tqikLrDZ7Pz8/NjYWDqd/s93E4bhtLQ0CIKCg4NxOFxj5Oyi0+l8Pp/D4dy5c4dMJkNNCwzDuTk5927focrSxo0fT6VSG9UvgM/nZ2RkMBgM8eezvLxcWlq6XU3yWiNqamoKCgp/rYYgCJVKtbW1/Tdz/cLCwtDQUAaDUfumIaOCoaqmOmjQoMbzJWkJwC0tJzmjomLenDnh4eF2dn2w13pycvLPH9Guy5asXb++WqmTmpr6OSQ05NPHz5+/ZGdliWQzgiB4ITgh1XaHoGhWdjab2yDlJB6PJ0tLM5lMfnvV7oqQkpLS1dUdO3ask5NTLfMncYKDgwcNGrRw4UIvLy/s/oaGhvbv33/+/PnHjh2ryzwjPDz8/v37Dx48iIuLA9rgv4LD4TTV1Pk8XnZ+Xp1uKgDwN3bv3r1p06Z6XScGg3H79m0PD4/Y2Ni61CcSiGHhYZ07d27Dd6PFTVEjI6NiY2K1tLTLy8ropaVC9wyqgqLi+6D3811clJWVqx4iJydn3dVGV093wMBBqakpiQmJCQkJaampLBaLK4TD4QgWx1UEM4qiBDy+b9++sgpyKPKP8xIcDpeZlp6Rnm5pYamhpdlkG644HC4pKSk8PFxPT8/GxqaRegkJCcnOzu7Vq5eWllbtp4aiaElJyc+fPxMSEg4cOHD69Olp06Zt2bLlr77jGRkZLBYrNTWVz+dja6aMjAwmk5mamsrj8YhEYi3HFhcX79mz5+LFiwUFBRAEKSkpde/eXVFR8Z8n0TAMh4aGZmZm9ujRQ1dXtzHWx2w2+8WLF3g8fsiQIbWfXWMAwzCjoiIpPoFIJHbt2aOxB8DlcjMzM1ksFjavgmG4tLQ0IyODRqM1vT8CoF4oKyvXRUGFIAiFQunXr1+9Gg8ICPDw8Hj58iUEQZaWlsbGxrW8XmAYfh/0vqS4BOG38QVPy5LHCIK8evkShuGDhw5adukiKj962OvkiRPhYWGDhwypepS8kA4dOohKuBwug8lIS01NSEhIiE9ITUnJzc3Jzy/Iy8srLSkRKa5RFCXLyGzavMnewaEhwz584OCe3bunTZ+22NUVakJ8fX0XLlw4cOBAHx+fRtJXjx079tGjR+vWrRs9evRfKyMIwmKxIiIiLl++fO/ePR8fn3fv3nl7e/ev1dsVk53iErRqSbV8/fp18eLFX79+pdFoM2fOnD59uq2tLZlMxuPxUAOYNGnS3bt33d3dJ0yYADUCBQUFBgYGUlJSV65codFoUJMT/SN69owZGpqa53zPKatUM8GVICiKYpoq0fN5//79qVOnDhw48MaNG43aNaCBCN+Rdfop1WurLiYmxsvL68KFCxwOp2PHjm5ubjNmzPjrDtfwwcNDQ0PbtrK6xcnj/Ly8oMBA886dOltYiG8v9XVw8PXxefP69aDBg+ty44kkohxJzsLS0sLSEispKyvLz8vPy8vLzclOTEwSrKDj4zMyMogEArZubsiwBYejgv838eOCdYct/RupC+xq1/HUcDgclUrtI2TBggUbNmx49erV9OnTr1y5MmDAAMkOLCIiYtq0afHx8ba2tnv37q3v9FxSp/wPiG5Wwx+8VjGASg8nZsWGx+NbckQBQGNQWlp68tRJ7zPeaWlpVCrVzc1t4cKF+vr6dTkWbh8uly1LHgcGBv6Mjp4xaybp/3+rpqYdTc3NX7185bJwoZGR0T+0TBNiaGQo7vhELy1NTU3T1dNt4LCxPfim34nHemzUJxVr/B9OrWvXrnfu3Fm9evXZs2dnz5799u1bY2NjSY0qMzNzzpw58fHxjo6O58+fr5fZV7Mjul/NZboh6rdZBtBcPxZAM8LhcO7fv3/o4MHIyEgYh5s0adL69eutra3BTWnR8tjKysrv4oUePXtWKpeVk925Z3dWZqakIu7icDgpKSkVVVUVVVWolcPhcMrLyxtJKnO53H8+VlZW9vDhw7m5uQ8fPty8efPly5cl5eGzd+/eyMhIOzs7Pz+/RhLGLBaLwWA0Rsiz8vJyybYJALRkQkNDPT09/f39KWSyhorqrDlztu3c0XgqvVZNy5LHHQULYdPqvoEthDT9kFoymLS4evXqo0ePGknxWFxc3JDDqVTqwYMHMfvnFy9eODo6NnxIX758OXfunKys7JEjR6q172sgmF3J4sWLV65cKfHGMXsuBoMBtLWANk9CQsKJEye8vb1ZLJaxsbGBnv7PHz+MTUyAMG4d8hhQL2xsbAwMDHJzc5lMZiNdOmlpaXV19Yb4GBgbG8+bN2/Hjh3Xrl0bPnx4w71OL1++zGaznZ2du3XrBjUCffr0efXqFY/Ha7yo3RQKZeDAgU3vfAwANA0VFRV+fn5HjhxJSkoik8lLly5dtWrVjevXI8PDeTweuAs1AeRxK6Zbt25RUVGVgi1IHDKZ/A+R0cSZNWvW0aNHHz58WFBQoK6u3pCmsrKy3rx5QyaTJ02aBDUOK1eunD17dmN4OomAYVhOTq4ZA2JgEWyaq3dAG4bP5z958mTPnj1YtKLRo0dv3Lixp3ALslmS0rYugDxu3VCFQC0bQ0NDU1PTkJCQ6OjoBsrjzMzMhIQEU1PTxgsLAMOwoqIi1KbBouQ09ygAbY3IyEgPD4/bt28jCGJpablhw4Zx48aJtmaAMP4rQB5LABRFEQQBT1st2NjYhISEREZGDhw4sCGXOi0tjcPh6Ovrt3mR2Xjo6uocOHRQWppMk20G72dAm6S4uHj//v2nTp2i0+na2tquQiqZ344cOUpXV9fW1rb5htnSAfJYEheRSCSTySAeby2oqalhDogNvNR0Oh2Lw9XAdtozNFnZ/g2bFQEAlbh7966npyeRSHRxcVmxYkWn6tLxde3WtWu3ruDS1QKQxxJg1uxZI0aOaAOuU40H5jfVcLtKrIWGeGEBAACJY2dn5+bm5ujoKMHIPO0QII8lgKKSkiJYsdVKYmIiBEFaWloSWWdnCbOGtPngeQBAa8HMzOzQoUPNPYpWD3ijARodHo/37ds3zCC8gU1hSRgTExOxrIgAAADQZgDyGNDovH//PikpSV9IA5vS1dXt3LlzRkbGp0+fJDS6dgePxysqKiopKWmyXGQAAKAuAHkMaFw4HI63tzePx5s5c2bDw53SaDQnJyc+n3/27Fk2my2hMbYv4uPiRw0bPm/2nOKiBgVfAwDqxbOnT9etWfvp40dw3WoCyGMJkJGeHvz+Q1ZmliQaa2s8evTo4cOHampqkkpfOGXKFF1d3Xfv3p0/f14iDbY3EARhMhgsFgt46AGakpCQEJ8zZ6J/RIPLXhPAnksC3L55a+/uPbs89ixavFgS7bUdwsLC3N3dmUzm7t27Lf/LfdlAVFVVd+/ePX/+/O3btxsYGAwdOlQizbYrYByunSSwa5mUlZUVFxeXlZVxOBxBflgiUVZWVl5eXlZWFmq7EAgEKSmpFhu8uqSkpLS0tKysDHPfkJKSkpWVVVBQoFAoTTYGII8lAJ/P53K5jRphsTUSFBTk4uKSmpo6duxYV1dXCbY8adKk4OBgb2/vuXPnnj17duTIkRJsHABoDIqKiiIiIj5//vzt27eMjIyioqLS0lJsz4VEIsnJySkqKmpra9vY2PTo0cPa2ho42TcBubm5YWFhoaGhERERWVlZxcXFpaWlXC4XhmEpKSl5eXlFRUU9PT0bG5uePXtaWlpKKsFgTQB5LAHg/5BEY22BxMTEq1ev7t+/v6KiwsnJydvbW1paWoLtS0lJHTlyhM1mX7hwwcnJydXVdeHChabVZwYDAJoTLpcbEhJy48aNW7duFRQUYIU4HE5ZWVlOTg77XbDZ7JKSkqSkpNDQ0Lt37wpcKBUVx48fP3369F69eoFUYBKnoqLi/fv3165d8/f3LysrwwpJJJKiECwtLJPJLCgoiImJ+fjx4/Xr12EYVldXnzFjhpOTU8+ePRvpbQ/kMUACcLncpKSkwsLChISET58+vX79OiEhgUgkLl26dMeOHY0R21JaWvrYsWN6enr79+8/cuTI/fv3BwwYYGdnZ2JioqSkZGJiAsKlAZoXBoPh7+9/6dKld+/ecTgcIpHYrVu3nj179ujRAwv4SqPRRPKYTqcXFxenpKR8/fo1NDQ0PDz87Nmz58+f79ev34wZM8aPH9/yw9S3CkpKSq5du3br1q3AwEAs05qdnZ2tra2NjY2uri62ZSCSx3Q6vaioKDEx8fPnz58+ffr169eBAwdOnz49aNCgmTNnjh49WvIvGSzTC6AhHNy3X55CO3niRLu9jFu2bCGRSOI7Q926dXv9+nVdjr116xYEQU5OTlwuFyu5d+8eBEFjxozhcDh/PTwkJGTAgAGifvF4PJFIdHV15fF4DT6ttsmP7z+sLSxHDB2Wn5ff9L3fuXMHu91om+bDhw92dnbYM2loaLh8+fKwsDA2m12XY9lsdlRUlJubm7GxMdZCz549AwIC0FbOzh071JSU/XzP/cOxQwcOlaPIfY/63pABPHz40MLCAruknTt33rRpU1xcXF1eMiiKslis4OBgFxcXHR0drIXhw4d/+/YNlShgfQyQAOrq6jIyMlwul8PhYNYQXC43Pj6+b9++2GSz8YiLixMlKiYKgWFYRUWlUTsFAGqCyWQePnz40KFDxcXF5ubmS5YsGTp0qJGRUd2vGIlEsrCwOHTo0NKlS1+9enXy5MnQ0NDRo0evXLly7dq1TWle1GYoKCjw8PA4efIkm822tbVdtGjRoEGDNDU1696ClJRUbyExMTFPnjw5derUs2fPwsPDN2/e7OLiIqm3HPB3AkiAxYsXZ2RkZGVlhYSEHDlyxMHBITIycvHixWPGjElISGikS5ydnT1t2rRZs2aFhob26tVr7969Hz58yMjIyMnJ2bZtW4s14wS0YX78+DFq1KjNmzezWKxFixYFBAS4urrWSxiLY2BgsGDBgsDAwGXLliEIsnPnzuHDh3/9+lXSo27jBAQEDB48+PDhwzQabf369e/evZs1a1a9hLE4pqam7u7uAQEB06dPLygoWLp06cSJE5OTkyUyVCCPARIAhmEKhSIrK2tjY7NixYonT55cu3bN0NDw+fPnU6dOjYmJkfhVzs3NnT59+vXr1zU0NLC56oYNG3r06KGgoEClUoFtXe1gyjGJ35R2TmRk5Lhx496+fWtlZbVjx47k5OR169b9/PmzIW3GxcWtWbMmPj5+06ZN3bp1e//+/aRJk0JCQiQ36jbOixcvJk+eHBER0b9/f3d398+fP69du7aB0Xa/fPmyZs2akpISDw8PIyOjhw8fjh8/Pj4+vuGjBfIYIHkoFMrUqVNfvHjRr1+/r1+/zpo1S2RZKhHKy8vnzZv37t07S0vLly9fLl68WF5eXoLtt3GE6bqFwTKBSJYY3759mzx5ckJCwujRo1+9evXz588XL16cP3++T58+W7ZsyczMrG+D2dnZu3btsrOz8/X1ff78+ffv3x89eoQtxaZPn/7hwweoFdLEs8Bnz57NmDEjLy9v8eLF165de/fu3du3b48dO2Zra3vkyJHCwsL6NpiYmLhq1SoHB4ebN28+efIkLy8vKCioX79+4eHhkyZNkoBIlux2dPtkv4cnTVrm+LFjzT2QFkd6erqNjQ0EQe7u7hK059q3bx8EQSYmJtHR0Y029jYLnU4PCggMDQmpo3mRZGmT9lwRERGY7dWoUaOKiopevXpFJpM1NTUdHR2JRCJmPeTn5yd6wmuHy+Vevny5S5cumH3i2LFjtbS0pKSkHj9+XFpaOn78eMxGLDQ0FG1V7Ny+XVVRqcnsuV6+fImlg3NxcWGxWBcuXIAgSF9f39HREZN9tra2/v7+fD6/Lq0xGIzjx4936NABW29MmDCBRqPJycmFh4dnZ2fb29tDEGRtbR0XF4c2ACCPJcDJ4yeMdPX9zv3Lc9bmef/+vYKCgqysbFBQkETkcUJCgry8PJFIfPDgQSOPHSB52p48zsjI6Ny5MwRBjo6OJSUlLBarV69eEATt3r2bx+O9evVq4MCBmAAYNGjQX50OAgICRowYgdV3cHB4/Pgxn88/fPgwBEFdunSpqKgoLS3FQs+ampomJCSgrYdvX79ePH8h5tevJpDHkZGR6urqEAQtWrSIwWDk5uYaGhpCEHT58mUej3fr1q2uXbtiF3nixIlfvnyppSk+n//w4UPsnmJTrpCQED6fv2LFCuym8/n8jIyM/v37QxDUu3fv4uJi9F8B8lgC5GTnhIWF5eXmSqKxtgafz8eCcy1duhRBkIbL423btkEQNH78+GpbA7QKeTx+/Hi0TYAgyMKFCzHZWVBYgKLo6dOnsXzAhYWFWB06ne7j44NZdVEolAULFqSnp1dtKisra9myZTQaDVvGnThxoqSkBPuqqKgIWy4fOnQIRdHi4mIsTOzMmTPR9sFQoTyO/lEnfRiHw8HmNFOnTq2oqEBRdN26ddh8iMFgYHXy8vI8PT2xBbSKisqGDRuKioqqNhUbGzt16lTMfNrCwuLatWtMJhP7Kjk5WVtbG4/H37lzB0XRlJQUTMZv3Ljxn08TyGNAo/Pt2zcymaysrFxQIHhhNUQe5+fnd+vWjUQiPX78GNy51iuPx4wZw2KxmHVG9Br9Z7Kzs7P+Rk5OTnl5OYPByM/Pz8nOwSgvL2cxqx8qm82+evUqBEFqamohISEIgvz69cvAwIBAIFy7dq3SAHJzczds2IBFqF62bFnVEW7YsAGCIFlZWTc3t6ysrErf3r17V0pKSk9PLywsjMfjhYWFqamp4fF4Hx8fBoOBXaK/0iw7FBKUx9++fGOz2bU8JywWq6K8wtPDE9vPSohP4PP4Hz9+lJWVlZGRCQwMrNRsYmLi3LlzsYXv/v37q/br5OSEzaL27NlTdeF77NgxCIIsLS0zMjJ4PN6TJ09kZWWlpaUfP37MYrHqckcqKirEIyUA/2NAo2NjY2NsbBwVFRUfH9/AqLwZGRkxMTEGBgbYtjSg1YFlUPjw4cOQIUPqZeCjpqZ27NgxDQ2N+vYYExPj6ekZGRn5175wOByFQoFhmMlg8vg8rFBeTl5RvkqAORSCYAiF0A/BArsqHpe3batAbZORmZGcnDx06NCxY8dWOkJVVdXNze3u3bt0Oh1b7FbC1NQUhmEFBQU3N7eqpzly5Mjhw4f7+/tPnz5dXV2dz+cjCMLn89etW3flypW6XEYYhgkEwoIFCyZPngy1Nng8Hg6H27h+I5VGrfFkUQjGwSw2633wewiCWEyWq6srDMMJiQl0Ot3Z2Rnb5RXH0NBw9erV58+fJ5PJ5ubmVZu0sbG5d++epqbm+vXrcbjK5s8zZ868fPnyly9fhg8frqSkhKkDWSyWs7OzqalpXTIaYIGyN27c2K9fP+EpAACNz7x58yAIOlFdCLN6rY8fPnwIQdCwYcPATftnWCxWfHx8SnJyHc2LJMuzZ8/IZDJUf9TU1DCZWneysrJ2797d8MQMmqqaWmpalf5pq2tLk35HZScSBEZbGCQS6c2bN1UHgyDIli1bMK2pSBEtDpPJxLTQa9asqfZ0Pn36hFmHYVMHEokk8uv7q7e9qObo0aPrGJGqReG20k1PW09bXbvaeyH6p6OhQ8AJFpkwDONxf66JgoLCr+r2rfl8/uzZsyEImjZtWrX95ufnW1pawjB8/PjxaitcvHgRu/g4IeLBxuvudblo0SKsNbA+BjQF2traEATl5+c3sJ2ioiLs1SyhcbVHUlNSly9dqqam5nX0qKKS5EOL106/fv2ePXvGZrPrFdIIRVElJSVRsMO/wuPxbt++vW/fvsjISBiGp0yZMmnSpLq8H2VkZHA4HJMh2CMUrrhQGbJMtbGjc3Nzp02fJi0tfeLECUMDQz6fv2btmoiIiFmzZokHcBURGxt74sQJKSmpNWvWVJsmSFpaetOmTW/fvvX19Z02bVrVNXT37t1dXFxOnTplZWXl4eEhIyOTkZExf/58IpF4/PhxfX39Ws4Lh8MFBARs27YNe+9DrY1NmzdNnDQRQZBabiIMw1+/fl2zdo2yvPLhw4fVVNVKS0tXrlyZlp7m5uZmYmJS9ZC3b9/evHlTSUkJ22CuirKy8tq1a2fPnn348OFx48ZpaWlVqjBx4sT79+/7+/v37dt3586dKIp+/fp148aNCgoKp06dqj10PwzDN2/ePH369J+VtORmMO2XlJSUd2/fpqelNfdAWi6YEZbodfDP6+Pz589DEDRnzpwmGXXb5HvUdwsz86GDBjdL/OomICAwcNiwYdj7zc7O7unTp41h+nfixAlxVc2jR49kZGR0dHQSExOrVuZwODNmzIAgaPbs2bW0iSDIokWLIAiaMGECi8WqWiE1NdXY2JhAINy7dw8rmTRpUk17n5V48uQJZg/cXLvITx4/Xu3mHvwhuPG6WCcUq66urtjHM2fO4HC4Ll26VKuQKC8vxzTYW7ZsqaVNHo83fPhwCIJWrlxZbYWIiAgsM+PHjx+xNXePHj1gGBbdo1rw8/ODIGjBggXYRxAPRALcu31nwjinR48eSaKxtklGRgZmx9jAdrD5ZnZ2toTG1R7B9hHbZDzR5KTkZUuWzJkx8/nz57q6uidPnnz8+PHw4cMlHq+NTqdfvHgRgqD58+dDEFRWVrZt2zYGg7Fs2TLMr6YSb9++vXv3rrq6uru7ey3NwjC8cuVKLS2tR48evXjxomoFXV3d5cuX83i8LVu2lJSUQBA0efJkzHzsryF3sJ37ZiQ0NNTXx+dndHQjtZ+VlXXp0iUKhTJlyhQIglJSUvbt24cgyMaNG6tVSNy8eTMoKMjExGTZsmW1NIvH4zdv3iwtLX3hwoVqg5VaWFi4uLgUFRXt2rWLwWDgcDhswYBtz9XrpgB5LAH4fD6XwxUGPAJUD/YcN9wIS0dHh0KhpKSk5OTkgGsNEFFQUHDw4MG+fftev3YdQtElrq4fP350dXVtpMBtb9++DQsLs7GxwcxwvL29w8LCrK2tFy9eXLVyRUXFzp07mUymq6vrX1XuHTt2XLFiBZvN3rlzZ3l5edUKc+fOtbOzi46OPn78OARBgwcPtrGxiYiIwBIItmQIBIKUlFTjTQQfPHiQnZ1ta2vbt29fzGk7OTl57NixogAg4mRnZ+/du1egCd+06a/rBFtbW2dn55KSkt27d1ed1uBwuBUrVhgbGz979gxLXz169GgdHZ3Q0NCgoKB6nQKQxxIAhmEcDgdiJtdEREQEZlktyh/3z2hra5uamqakpISFhTWwKUDbAEGQe/fuOTo6rlmzJjMrU05OTlZWds3atVW3+iRIcHAwn88fPny4srJyQkLCyZMnIQjavHlztTvN165d+/jxY8eOHZcsWVKXxp2dnS0tLb99+3bu3Lmq31IolHXr1pHJ5JMnT8bGxtJotDFjxmCBmqH2zROhQn7mzJlY+NLz58/LysquXbsWSzJdiRMnTiQmJg4YMAALrlI7MAy7ublpamo+efLk6dOnVStoaWlhmo99+/YVFBRoaGiMHj26oqIiODi4XqcA5DGgccH2SBgMxuTJk2u3bqgLKioqI0aMYLPZFy9ebI1mKQDJEhISMnny5PHjx4eEhNja2l68eNHQ0ICPIDzeb2+lxoDJZH758gWHw/Xu3RuL0ZGSkjJhwoSRI0dWrZyenu7p6YnpPOv4/CsoKGzevJlEIh05cqTa9GiOjo5jx47Nzc318PCAIAgzH8PCZ0LtldLS0tjYWBKJ1KNHDy6Xi2kX5s2bZ2trW7VyZGTkqVOnpKWlt2zZIiMjU5f2DQwM1qxZw+Pxdu7cWVpaWrXCtGnT+vfvHx0dffLkSRwO1717d6yjej2KQB4DGpeQkJCrV6/SaLRJkyZVdeD7B2bOnCknJ+fv71/tRBXQTsjKylq7du2IESPu3LmjoaGxf//+R48eCbxWEEGQo0btuqysLDw8nEaj9ejR4/Pnz5cuXaJSqevWrRP3dRFx8uTJpKSkgQMHYpEl6oijo+PQoUNTUlIwpXRVsD3RGzdufPjwwczMTFFRMU0I1F75+fNnTk6OiYkJtvv+8uVLfX39mjaG9+7dW1JSMnXq1N9ev3Vj1qxZ2NaAr69v1W9pNNrq1atlZGSOHTuWmJjYpUsXGo0WERGBuYTUESCPAY1Idnb2ihUrioqK5s+f7+DgIJE2jY2N165dy+FwVq9eHRsbK5E2Aa2I0tLS06dP9+7d+8CBAxwOZ/HixR8/flyzZo2SkhKbzW6CAcTFxdHpdBMTExkZme3btzMYjCVLlnTr1q1qzYiIiBMnTsjIyGzdurWO6zAMaWnpbdu2UanUc+fOffr0qWqFzp07r1q1is1mb9++ncPh9OzZs7S0NCIiAmqv/Pz5s7y83MbGhslk7tq1C0XR1atXV2tb9+DBg4cPH2IxMuvVhaKi4pYtWwgEgpeXV7V6ixEjRkyaNKmoqGjHjh1mZmYaGhpxcXH1Sm0H5DGgsUhOTp41a9aXL1+sra3r++jXzrJly4YMGRITE9NIyZUBLRMURZ8/f+7o6Ojq6pqamjps2LBnz56dOnWqdtdbiZOSkoJZ1b558+bly5dY8Oqq1RAE2bNnT0VFxbRp0+zs7Orbi42Nzbx58yoqKvbt28dkMqtWGDRokKKi4ps3bwIDA42NjVEU/Yesjm2GHKGBp4GBwbNnzyIiIlRUVEQ+b+LQ6fQDBw6wWKwVK1ZgyZrqxUghmZmZXl5e1VYYN24cBEF3796NjIzU09ODICgvL6/u7QN5DJA8LBbrzp07w4YNe/36dZcuXS5fvqyqqirB9mk02vnz5+3t7cPDwwcPHuzr60un0yXYfpsHc3aEWhV8Pn/79u0jR458//69hYXF1atXHz582Ldv36YfSVZWFgRB6urqcnJyCgoKmNfT4cOHK62E/P39Hz16pKWltX79+n/oBfN9MjIywtZz4l8VFxcfP3582rRpRUVFCgoKKioq2O8rNzcXaq/kCcWesrKyvLw8hULJzs4eOXKkn59fRUWFeLWLFy8GBwdbWlpioTTr2wuRSNy6dausrOzly5crGbRnZmbu3LkT839TU1MjEomamppYed3bB/G5ABIAi/aHIEhycvL79+/v3bv39u1bFEUHDRp08uTJaiPjNBBNTc1r166tXLnyzp07Li4uFy9eHDNmzKBBg7Bo/jIyMsDcvUZggUtla/Q/TkpKkpOTc3NzmzdvHvayaxYwx18KhWJvb//06dO9e/f6+/u7u7vfvHlzw4YNo0ePxuFw5eXlnp6ebDZ72bJlWGYnjNTU1PPnz5eXl1d9PlEUpVAoM2bMELkhGBgYLF++fMWKFXv27Bk+fLisrCyKoo8fP/bw8MCU2KNGjdq4caOtrW14eDimyYfaJagwiRZ2U8aMGXPv3r19+/a9fft2/vz5N2/eXLduHWbylpaWdvToUQiCNmzYgE2kML5//379+nUOh1PtTZGXl1+wYIFoRWFlZeXs7Hz48OEDBw706NGDTCZzudwbN24cPHgwKioKj8fPnDnT3d3dysoKS9VVXFxcvzMBNJADnvtkyZQTNQQ4bQ94e3srKytTqVRREEQLC4tjx46JcpPVQn3zLYqDIIifn1+PHj2wTkkkEoVCodFoO3fuFM+aAhCHTqcHBQZ+Dglpddl+Kioqak8uW15ePtChX6eOjZsYeM2aNZhnC/aRz+ffvXtXtH88bty4b9++7du3D3t30+l08WNrissoYvny5ZXOCLMQ3rlz59evX0VRP62trW/cuCH6yWBmX9WmjRJx//795o3PtXPHDlVFJT9fyeeJ5/P5WPgzzO0CC9J+9uxZLEUEgUBwdnYOCwvDMhZjnkhVQ1jXwpEjR8S7S09Px3Td58+fDw4OFinGHRwcnj17Jqq2cuVKCIK8vLxqGfmZM2fE43OB9bEEIBKJMjIyolDv7ZC0tLSSkhJECFYiJSVlZWVVreefBIFh2NLSEpuHYsFusDww7Xkj7a/QaLS+VRLdtApkhDT3KATvdyxENvYRh8M5OTnZ29tfvHjx4MGD9+/fDwoK4vF4MAxv2rRJ9HBiYKulkSNHDhgwQDz/D5FIDAoKun//fllZWVVv46lTpx4+fPjIkSNFRUUqKipubm5z5sxRV1cXVcMGIxH/hdYbcg4SuylSUlLOzs5Dhgzx9vY+efKkr6/vgwcPWCyWwDd9zRrxp4jH42HXfNy4cfb29lwuV/QVHo+/detWaGhoJcWDtra2m5ubq6vr6tWr2Wx2eXm5gYHB2rVrp02bhuXTxMCawgZWR4A8lgCz580dPXaMkrIy1F7Ztm3bxIkTCwoKkpOTQ0ND37x58/Xr1yFDhri6um7ZskVcNSRBKioqjhw54uHhUVFRoa2t3a9fPzs7OyMjI2Vl5U6dOrVGfSyg4YhWHo13MTE34krJUZSVld3d3Z2cnA4ePHjhwgUGgzF+/PiqkaEwkTl69OgFCxZU+kpeXh5bwlZijJAbN26QyWQXF5c1a9ZUjatTWFiItQC1YEaNGqWvr9+zZ0+JtwzDMHbulZTDurq6e/bsmTx5sqen561bt/h8/rJly/r06VPpcOxpmTFjRlWftJKSktDQ0Kp67OnTp9+8eTMwMFBBQWHt2rUrV66smiITsyeoV9AFII8lgLwQqB1DJBKtrKywv52dnePi4i5fvnzw4EEvL6/MzMwzZ85IXCSz2eyVK1f6+voSCIQlS5YsWrSoc+fOku0C0OrAEhjjcXgKhdJ4vWBv3mojthoYGJw8eXL8+PGhoaGTJk2qST9UbWbcWtLlenp6Wlpadu/efdCgQVW/RVEUs2ZqeHz4RsXaxsa60dKWqwjPvVrnIktLyytXrkybNi06OnrOnDk1tVBtwOOaJnaysrLHjh179uyZg4NDr169arH7q5ehA5DHAMljYmKya9euAQMGODs7Y9PSq1evVhst4d9gs9nu7u6+vr5qamre3t5YvEAAgEwmr9u4sahQELCw8a4G5tUaExODomi1ZoMDhEiwRz09vVo8BlksVkJCAg6Hwxxs2ieaQrGXkpLC4/GqqohxONwoIRLs0VJITd9WVFRkZWURCATxbYW/0k73GwBNQP/+/W/cuKGtrX337l3MbEFS3Lt37+zZsyoqKn5+fkAY1xcel5eXm1tQUNAmM6DY9bFzbOT5mZGRkby8fHJycgsxU8DihcnJydUiHto8pqamVCr1+/fv9YqH1XhER0fn5eV16NChXvpqII8BjUj37t0PHjwoLS29b9++Hz9+SKTN/Pz8TZs2cTicbdu2jRgxQiJttivi4+PHOo5eMN+5uKg+nhiA/5CTk+vatSudTq82+17TExcXV1xcbGBgoKurC7VXzM3NNTU1Y2Ji6hV/o/GIiooqKyuzsbEB8ripSUtNDXj7Lj09vcl7bgWMGzfO0dExOzsby0TWcG7evJmcnOzg4IC53gPqC4IgTCYTS3cPrt4/ICUlZWNjg6JoaGhoS7iAWGAKkddf+0RWVtbExITP53/58gVqAWAJ6Dp37lwv+2qwPpYAd2/fmeg0/snjx5JorK1BIpEWLlxIIBAuXbrU8Cha5eXld+/exePxLi4uje1M1YaBhUBtDgRBzvv67t65S9xrpTFwcHCQkpJ69OhRs+fhptPpd+7cgWF4+PDhUMvmyePHq1e5faxnCsK6g8WqvHDhQqNm96oLqampDx48oFKp9cpXAeSxZODz+VwutxbzyHaOvb29vr5+UlISFvi3IaSlpf348UNbWxtLdQcAiMNisa5euXr54sXs7OxGvTL9+vXr0qVLdHR0paCJTc/Lly+jo6Otra1b/i/i8+fP53x9f0b/bKT2hw0bpqur+/nz5w8fPkDNysOHD7Oysnr37l1fpQVYH0tstdEmFxwSgUgkYtGLGr7flp6eXlBQYGho2J5NSQE1gXkeE4lEDofTqFeJQqFgQZ28vb2bUe3P4/EuX77M5XInT56s3OLjHxAIBCkpqcYLDKCpqTlt2jTBnOzq1WZcHTEYDD8/PwiCFi5cWN+TBfIY0BRg4eUabo+KRczX0tJqt6GIALWDTYubYHI8btw4NTW1YCHNdVMiIyNfvHihpKQ0ZcqU5hpDi8LJyUlOTu7evXuJiYnNNYZnz579+PHD3Nz8HzLMgpcaoCnAgok2fNKKtdCeQ5MCWgjq6upz587lcDibN2+uFOSyaSgvL9+8eTObzZ42bVp7tqwWp3v37kOHDsUyEDfLLnJOTs7u3bt5PN68efOUlJTqeziQx4CmAHNCEA/u+m9gLWDRAQGA5mXp0qXm5uaBgYFYOocmxsfH5+XLlyYmJljeAgDG5s2b1dTUbt68eePGDajJ2bdvX0REhK2t7bx58/7hcCCPAU1n/d/weAU6OjokEiklJaV+WcwAgEZAS0vrwIEDJBLJ09MTS4DYZISFhe3atQuHw+3duxeLFwbAsLCw2L59OwRBW7ZsiY2NhZqQR48e+fj4yMvLHzp06N8iBAN5DGh0UlJSfv36RSaTO3Xq1MCmtLS0jIyM4uPjJRVdpH3S2BkX2g/Dhw9fsGBBWVmZu7t7k4XrKigoWL16dUlJyezZs6umQADMmTPH0dExJSVl48aNDAajaS5IUlLS+vXrGQzGqlWraopo/VeAPAY0OpcuXSopKXF0dGx4vHstLa0BAwYwmczbt29LaHTtEuALILELKUiqaGtr++nTp5kzZ9bRz6paa8Q6mijm5+fPmjXr3bt3VlZW27dvB24dVZGWlj5w4ICuru69e/ecnZ3rGPagWlvoOt6UpKSkSZMm/fz5c8iQIe7u7v98U0A+CQmAIAiPx2uT0YAbTkJCgp+fH4FAmDZtWr1C1dTErFmzfH19L126NHfuXGtra0mMsX2hp6934tQpKSkpWbmGbucDMMMub2/vqVOnvnv3bs6cOefPn68lpQ+mlsjIyEhKSkIQhMvl4oSQSKSMjIy/Xs+CggIXF5dnz54ZGxtfvHhRW1sb3IJq6dChw+XLl6dPn379+nUCgeDt7U0mk6FaiY+PT0lJwSJJwDCMw+EIBAJ2U2pXJiUlJU2ZMuXbt292dnZnzpxpSG4xII8lAI1G09TUpFKpkmisTVFRUbF27drU1NTx48cPGzZMIm326NFjzpw53t7eK1euvHfv3j8YMbZzqFSqXR+75h5Fm8LCwuL69eszZ858+fLl9OnTfX19jYyMqq2JrZz27Nmzb98+bPkFwzAmAP4aUywlJcXV1fXZs2cdO3a8ceOGKMNpK6Ipd0ns7e1v3LgxefLky5cvczgcLy+varN+YfMhCILWr1+/efNmTBKjKIqtr7CbUssq+fv373Pnzv327Vvfvn0vX77cwLgIQF8tAZwmTrjtf0+yybzaAOXl5WvXrr1//76mpuaePXskmG9x06ZNFhYWQUFBLi4uJSUlkmoW0AZAEKRZdsctLCyuXLnSuXPngICAYcOGXb9+vdpqo0ePtrKywnI/aGlpcTgcNputqampra1tYGBgaWnp6OhY7YF37twZMWLEs2fPTExMbt682aVLF6gV0sTadTs7u2vXruno6Ny8eXPUqFEvXryoWodAIIwePdrMzAy7KSoqKiwWC0EQLS0tXV1dQ0PDbt26VZt2GkEQHx+fESNGfPv2rXfv3hcvXpRAkCLs2QUAJEtERAQWUFdNTe3ly5e11Lx16xbmyM/lcrGSe/fuQRA0ZswYDodT01FfvnzBzErt7e2DgoLA7QOgKMpkMkcOHWZmbJKdldUsFyQ2NlaUAHTu3LlJSUlV67BYLAaDwWQy09PTlZSUFBQUkpOTmUwmg8HAknxUIjU1deHChVibI0aM+P79+7+N7f79+xAEOTo6stlstDkIDwu7evlybGxsE/cbGhrat29fLG7B6tWrc3Nzq9bBrj+TyQwODpaVlbWwsEhPT8cKq71cP3/+nDBhAnZTZsyYkZGR8W9jwxLRLliwAPsI5DFAMnA4HBaLVV5eHhIS4urqqqamhmVur10Y/7M8RlE0JCQEWyXIycnNmzfv7du3ZWVlTCazuV43gJbAp4+fnj55IlolNz0VFRVeXl7YNoqJicmuXbtSUlKqrVlYWKisrKyoqFithEBRNC0tzdPT08zMDIIgBQUFT0/PsrKyfx5Ys8vjZqSgoGDTpk1YBhpra+sjR47UdM2/ffsmJydnZWVVWFhY9VsEQWJjYzdu3IgthbW0tHx9fWt/TdUOkMcAyfPy5Us7Oztzc3M1NTUSiQRBkKKioouLS01vIonIYxRF8/PzV61ahW0LEQgEZWVlMzOzHj163LhxoxnfyC0cJpMZGxOTmJgouuAAiRMRESFKzi0nJ7dgwYJXr15VesXXJI+Li4sDAgJcXV1FPqyDBw/+8uVLA4fUnuUxxrt37/r06YNdUnV19VWrVgUHB9PpdFSMsLCwauVxbm7u06dPp0+fjplrwTA8adKkhq/1K8ljYM8FkACPHj2qFMXXzMxs/fr1jZ31QVlZee3atQkJCY8ePeLxeAVCIAi6d+/ehAkTGi9yfasmNSV1maurqrraseMnFJUUm3s4bRMrK6vbt2+/efPmwoULz5498/Hx8fX1tbGxMTIy6tatW5cuXfT09ESbqUVFRaWlpWlpaZGRkd++fYuPjw8PD+fxeCQSafTo0XPmzBk0aBCNRmvuc2r19OvXz9/f/+XLlxcuXHjz5o2Xl9eZM2e6dOliYmLStWtXKysrHR2d0tJSTDQWFBTk5eWlpqZ++/YtPDw8ISEhIiICM4ecOXPm9OnT+/fvj609JAiQxxIgJTklMSHBuKNJu40iu2nTJn19/aKiovz8/NjY2NDQ0ODg4P79+2/dunX27NkScXOqCoqi/v7+GzZsiI2NxePxPXr0MDc3V1VVlZeXnzhxIhDGNcHlcnNzc3F4PPDQa1RkZGQcHR1Hjhz58+dPPz+/N2/ehIeHf/369ebNm9heJoFAYLFYEATZ2NjweDyRfTUOhzM3N+/fv//8+fMtLCxA6hQJoqSkNHXq1IkTJ379+vX8+fOBgYGfhFy8eBG7KXg8ns1mR0dHW1lZ8YRgB0pJSVlbW48YMWL27NnGxsZQ4wDksQS4e+fO7h079+zzcF2yBGqXqKmpubm5YX9jNhGnTp26f/++s7NzUlISFthP4p0ePnx48+bNLBZr4MCBq1at6tOnj5ycnMR7aXvAMIwXArU5UBQ9d9Y3LS116/btjTQLrC84HK5z586HDx/OycmJi4tLSEj4/Pnzr1+/MjMzsaDuWCQKDSFmZmY9e/Y0FlKLEzOggRAIhF5CUlNTk5KSYmJiPn/+HBsbm52dnZeXh62PpaSkdHV1NTU1LSwsunXr1qFDB2Nj44ZHNPrLwBq19XYC2kwuFi0TMpk8aNCgAQMGnDlzZtOmTXv37uXxeB4eHhIUyQiCHDt2bM2aNUQi0cPDY8WKFX919ge0BxgMxrUrVzMy0uc5O+vr60MtCXUh9vb28+bNw4JO5OTkdO3aFUXRz58/a2tr4/H4tp247PGjx2/fvBk/frxd39+buM2OnpD+/fsvXryYy+XyeLyvX7+OGjVKV1f38ePHampqBCFNNh7gfywB4P+QRGNtBBwO5+rq6u3tTaVSDx065O/vL8HG379/v3XrViKRuH///vXr1wNhDBB78GASidSM6ejrApFIlJaWVlBQwOKBKCgoSEtLN7YwbnaNyJcvn8+fO/fr1y+oRUIkEslkMpVKxRRINBpNWlq6ibUsYH0MaEQmTZqUnp6+evXqTZs29ejRQyLh/RgMxpo1a8rKytasWbNixQpJDBPQpFRUVHA4nHrpS1AUpdFoDZEoGRkZbDYb+xsLiVVRUVGtTguPx8vIyGBBmrASHA4nKysr2VczDMMiC97CwkIikdioCjY8Ho+px5tx2UAgEKSkpJp9WlA7IqOKZrGuAPIY0LgsWrTo8ePHAQEB9+/fX7ZsWcMbfPjw4ZcvXzp16rR27VpJDBDQpHz79s3NzQ2zY6o7KIqqqqqeOXPmH6Z0bDZ78+bNz58/Z7FYImnE5/MZDEYt8lhUE0VRHA7XwNlAVWAY5nA4paWlEARNmTKFRCI1tjxOT0/HTrzxegE0ECCPAY0LhUJZuHBhUFDQhQsX5s+fLyMj05DW2Gz21atXIQhauHChsrKy5IYJaCJiYmKCgoKwJDx1l0Aoiqqrq5eUlNRXHn/8+HH79u2vXr2CGky9BlwXUBTl8XgwDEdHRzfBshWPxysqKnbr1k3iXjoASQHkMaDRGTVqlKamZnh4eEZGhomJSUOaSktLCwsLU1NTGzhwoOQGCGg6sDDmDg4OHh4edT8KQRAlJSVTU9O6VIZhwRZyXl6ep6enn59faWmpoaHhqlWrxL3hEQSpZaVIIBDEBSQMwxQKBYvuJEFKSkqmTp2KoujVq1ebIC2KINwEgYBF+wK0TIA8BjQ6VCrVxsYmIyMjLCysgfI4IyMjKyurd+/eNeXPAdSFZnQHwOScqqqqra1tYzQOwzCKopcuXbp48WJ8fDyNRlu1atXq1atboPtQWVkZiURCEMTOzk4UigvQngH21YCmAJuVJyUlNbAdLN+7rq6uBLNFtTdgGG5iL46qNNIupsBQC0HKy8s3b94cHx8/dOjQx48fHz58uAUKY2zzBZsYiQzNAO0csD6WAFicceB/XAvYtnHD3zuYHRBwcGoIunq6x06ekJKWlpNvU+FTUlJSjh8/Hh8fh/ARczPzVW6r5s6d28KteQEAcYA8lgBEIpFCobRtX/4GQqfTJSJHMbleVlYmoXG1R6hUqm3v3lAbgsvlXrlyxdPTMy4uTlFefubMmSvd3FpaPBAA4K8AeSwB5jnPHz9pory8vCQaa5tERkZCEGRubt7AdnR0dPB4fGpqakVFBZZoBdDO+fDhw86dOzEL6qFDh27dutXW1hYE52mZACViK5PHycnJWZmZevr6lRwb0tPSs7OzTM3MZGVloRYGTVaW1vJG1XIoKiqKiorC4/GWlpYNbEpTU1NHRycpKSkuLs7a2hpqHLBEhFBjAnxOGk5OTs6+ffv8/PzodLqhoeGmTZsmT54MZmktGTBPamXy+PrVaz5nTvfsZXvK+4y4D4D//XsXz1847ePTvUf3Zh0goN7cvHkzLy9vwIABWKLihqCrq9u7d+9r1649fvy4keSxv7//kSNHmExmI707sPgSI0aM2LhxI9jd/Pc41deueXh4JCUlycrKuru7u7m5tUyjLYCI0aNHd+jQoVs38AJvPfKYz+fzEeTTx483r193XbpUvJzH4wF1R6sjNzf33LlzEATNnDmz4UbReDx++vTpN2/ePHv27Ny5cyUSgLMSV69eDQwMbLy5PPYMJyQkrFq1ikqlQk0Oh8PJz8/H4/EqKiqtcUIQHBy8Z8+eZ8+eQRA0fPjw9evX29vbN/egAH/HqksXqy5dwJVqTfIYRRFFRSVtLa3LFy/Z9e1rZWWFlYOEDa0UT0/Pb9++9enTx9HRUSINDhXy9OnTdevWnTt3TuJRGjB5uWPHjhEjRohS0koKGIaLioqcnJz4fH5zTS4TEhLmz56jrqHh6+enpNzoYSgky7Vr1+bPn89isUxNTVevXj1nzpzWOKUAAFqJPEZQKoXisnDBfs99Z06d8jpyRLrRUukhCMLjcfF4QgN/0slJSQnx8SampuIBgAAQBHl5eZ04cYJMJu/Zs0dSEYjwePzu3bsjIyNv3Liho6Ozd+9eySZXxpbFnTt37tatG9QIlJSUNK8IQRGUxWJhzq9QayM/P59MJi9atGjlypXg5wZoY7TEeCA8Hs/axma+i/Orl6+ePH4swZaLioriYmODP3y4e/v2gX37Fy1YMNFpQmhISAOb9b93f+qkKc+ePJHQMNsCeXl5bkIIBIKXl5dkNYrW1tZHjhyhUCj79u1bsGBBamoqJGkaL+w+j8eDmptm1DY1sN9ly5alpaV5eXm1AWEsuhTAygnQQtfHGAiCTJw8+cXzF2fOnLG1s/sHSw0+n8/lcktKSpISE5MSkxITEjIyMgoK8gXk5ZeXlQkWVTAstIuWwCpBoNgE+Y+Fl72kpOTWrVt+fn5fv34lk8mHDh1auHAhJGkmTJjAZrNXrlx57ty54OBgFxeXqVOnqqioNDzsFLbabrzwVSI/9eZyWCcKTw2G4Wb0mP9nCYTD4Zpl070xAPK4BUJo2l9HJd1eC5XHfD5fVlZ2xaqVrgsXnfX23rxtG67WHzCPxyssLCwsKCjIL8jKykpOSoqNi02ITygpLubyhP9xuQgfweFxOJzgf2RhWAlBXC0+/9q168EfP/3zeohIJH4KDqbSqAHv3pVXVLSE1U+zUCE898jIyG/fvmGZVu3s7Hbt2tW/f//aD8S0puLZRquWVMv06dPNzMw2bNjw8uVLd3f33bt3d+3a1crKikKhkEgkAoFQX30sDMM4HO7nz58QBN25cycpKakx9o/Ly8sxf6p9+/ZJPGXQX8Hj8bm5uSw2Ky8v97DXYQqF0qh5XrEsvwwGA/tIIBBiY2MhCAoPD1++fHkzhtFudnA4HIPBKC8vhyBo/fr1FAqlRV0KGIaVlJTIZPJfR4WiqIyMjKOjo6GhYe01Hz18+Oblq/GTJ/Xt21dUWF5e/uTJk+TkZBiGWSxWYWFhLQ8kDodTVlaWkpJqpGuFx+PT0tLYbHZubu7BgwdpNFqj/jrwePy7d+/+712HtjC2b9naw6ZrfFwciqJ8Pn/H1m2dOpqGfPp06sSJLp0tQkNCqx7yMzr61IkTs2fOtLfrY2xgqKqopCyvoKakrK2uoaelbaijZ6irZ6SnX+0/fR3dhl9WCpnc0aiDNIioLIREIjk4OJw/fz4/P78ud/z58+cQBM2ePRuLOYqiKBbbYcaMGZjRU+3Q6fSbN28OGzZM4oZdbRg9bR1NVbXmHgWg7bBt27a//lS3btkiT6Wd9fYRlQQGBg4ePLi5x978rFmzBrsgLXR9jIHD4ZwXLgj+8OH40WOmZqZwDWY7Rh066OjoTJk2LTc3F9NOJyUm5uTkCFXTediEC48XLo1xOExHhP0fRVESiTR71iz1hvnFfo+KigqLGDJkiFmD40+1UthsdllZmZaWloWFRZcuXfT09Oqu7bG3t/fx8enVq5dIfdenT5+zZ8927969LoZaNBpt0qRJ48ePz8zMDAsLi46OTk5OplAo/xyb09/fPzY2dsyYMWZmZo0xDWcwGGfOnMHhcK6urs0SFaS4uDjo7TslRcWJU6c09iSGy+UWFhZWUhrxeDzsxwi1b9hs9qNHj7CEpC1wNkmlUuXk5P66s4CiKJlMnj59+l8bJBAIUlJSmEI4KSnJy8vL19eXxWKZm5sPHDhQRkampKQEUxjUgqwQqNHIycm5ceOGnJzc5MmTG5isvS6gKEqhUGbNmoV9bNHyGIvH5Lp0ydYtW5MSE/ECaVpNHZIQCIIUFBREGVLZLHZeXl5+fl5uTk5KSmpiQnxCQmJqSgqLxeIKwdZeslJSixYt6tWw1G/HvI4EB74fNWqUy4IFDWmnfUImk11cXMRLpKWlnZ2d69UIHo/XFTJ27NgGjiclJSU2Nnbu3LljxoyBGoGKigrMTWv//v3NkmQpMSHxa0ioppbWnt17KFQQc7TZYDAY+vr6CIL4+fm1wLCDjQEOh2Oz2WfPnj1w4EB8fLyMjMzatWuXLFmiqysBPaVEiI6OfvDggZaWloeHR9PHeiO0zFxJ4iUjRo0KDAy8fuWauqYGBNXVDERKWkpHV0dHV0dUwuVwGUxGampqYnxCQkJCSnJyTk52RQWj4TsEXC4XhmGJ7zUCmgXMkoDD4TRS+0wmE3vOmUwmjUaDmhwWi4X9yphMJpDHzQiDwcC0lAwGoz3IYzweTyQSjxw5EhMnsCFwdHTcuHFjr169oJYES/zXAeSxlJQUhUIR12URiUSXBQsjwyOYTGZDdFxEElGOJGcpBCspK6MXFBQqS8gvFtCWaDzrypaQuRkTA809CkA7Ij09/XNoKJ/PT0hI6NChw+bNmydPntwCtfTNS4tbH7uvXbPS3a3SO8vM3Ozpyxd8Pl+y949Gk6XR2v60FPAP/PjxQ11dXeLWlZi9ceM5N9dtDIKViiAmSfN4IAPaF+Xl5VeuXPHw8EhLS1NWVnZzd3df7a6qqtrc42qJtDh5XJOFS0tYVdQa54vXqJbxgCYDu49bt27ds2dPYywieTwen88nk8nNFQVCV0/vxOlTUlJScnJyzTIAQPshMDBw9+7dr1+/hiBo5MiRmzdvbmkK6hZFi5PHrRFZOTkdXd1m2QsESJzJkyfn5+dzOJzG0+gSCIT+/fv/swV4A6FSqQ00YAQA/kpiYqKXl9e5c+cwC+p169ZNnTq1GUPQtAqAPJYA4ydO6GPfV11dXRKNAZqZSZMmjRw5slHjusAw3B7sdwDtEw6H4+fnd+jQoYSEhBZoQd2SAfJYAigLkURLgBYByGkPAPwbb9++3bt375s3b7CExxs3buzZsye4mHUEyGMAAAAANJTy8vIdO3acPn26oqLCxMRk48aNwIK6vgB5DAC0L1gsZnJSMpFE1Nc3aJaAJIA2SXh4+KFDh2g02rp169zc3IAF9T8Afo0AQPsiNSVtqaurmpr6iVOnFJUUm3s4gDaCtbX1nTt3NDU1gQX1PwPksQRISkpKiIvvaGbaBnKyAto8XC63IL+ASCQBDz2ABKFSqU5OTuCSNoT2HtJdIty7fWfCOKfHwtDwAEALB4bh3/FAAABASwLIYwkAQ4K8uc0V3gEAAAAAbQAgjyUB/DuBIwAAAAAA/waQxwAAAAAAND9AHgMAAAAA0PwAeQwAAADNCdjtajnAzbrzCOQxAAAANCfA1r3lAMNwM6YGB/7HAEC7AxXS3KNo76AoyufzmUzm3r17aTQacAdvdvB4fFxcXFlZWXOtkoE8BgDaFzAME4lEECmz2UFRlMPhsFgsLy+v5h4L4P9QUFBoltSQQB5LABRFEQQBCw5Aq0BPX++U9xkSiSQnL9fcY2nXKCsrnzx5MiwsTElJqbnHAvgDDocbMmSInFwz/DqAPJYAJBKJQqWAVNuAVgGFQunWvXtzjwIgeO/PFgKuBQCjOfeu2wwVFRVlZWWysrIyMjLNPRYAAAAAtEqAPAYAAAAAoPkB/k4AAAAAADQ/YP8YAGhfcDic7KwsPJ6goakBPF8BgJYDkMcAQPsiIT5h3pw5Ghoavn5+SsrAsrfF8eXLl9cvXwoNe/4Y96AohKKIvYODvYODRHpBEOTxw4e5ubkzZ8+WlpaGWhWFhYXXr17t3Nmi34D+dTwkMiLi1ctXk6dO0dHRgVoqQB5LgMSEhNjYWDNzcwMDA0m0BwA0IiiKslksNpsNbDlbJpHhEcePHlNWVpaWlhbdIyyEi7KyiqTkMYqib16/+fXz5+SpUyUoj69dvfrj+4+169fKyytIqs34uLjTp045Oo7uP3AAVkIvLb16+co4J6e6y+Of0dFnTp3q62AP5HEb58F9/z27du87dMDZxaW5xwIA/AVpaWkcDhiOtFxwOJyMjIzn/n0DBg2q9JUEo7jgcLjV69ayWSwqhSqpNjGx9+7tWzd3Nwm2WVJa8urFSyurLqISLW3tC5cvycvL170RPB4vJSXVwp98sD6WADweD4/H3797Ly4mFhKLs4YgCI1Kmzt/nq6enqgwPS39qJcXDl/5sUD4CIfDIUmRcDBu/caNikqKoq8S4uIvnD/PZrNhXDVR3BAEkZOVm+c8X0tbW1SYkpxy7MgRArHG+wtD8KYtm2XFfN5//fp1+eJFLodbfS98REFBYb6Li7qG+p+BxSecPH6cSKohkA0KEYiEjZs3U6l/fvDfv3+/dvkKn88Xv1DivSgpK893cVZVVf0zsJ+/fM6cJpJINfUiJS29YdNGcWez8PDwm9euCwIQ1tCLqprqfBcX8TgM3yOjzp3zJdXQC4qgFCp1/cYN4iuJL1++3L55U6BTrK4XPo+vqaU538VF/K0R9u3bpYsXa+lFTl5u7fr14hU+ffp0/85dwV819KKtozPfxVlWVlZUGBoSev3a1Wp7gSG4qKiopKREU1Oz2jEAWghSUlJ/XbbGxsYGBQRyOOy+Dg66urqxMTEdTU2x5w1FkejonyiCmncyx6wEKioqon9Ea2hqiBaIbBabwWAgKIITGvamp6UV5BcYdzQJDQn5HhWloa7Rf+AAVTW1Sp2WlJQEvgtISkpSVVXp13+AlrYWVo4gyPeoqJzsHAhFP7z/0Mu2l7qGBvYViqLhYWFfv3xhs9jWXW1629mJy8WE+HgWi2VoZPQ+KOjXz186Otr9Bw5UVPz9AszLywv/Fo4n4BMSEqIiIztbWOBwOARBGBUM8v/7l7JYrOD3H35E/0D4fEsrq952dmQyGWpVAHksAdTU1YlEwufQ0JCPH8XLeXy+iqrqiFEjxeVxXn6u95kzpCrB2IgkEpFA4HJ5bDbLddlScXmckZFx3s+PUVFR7eSOy+NpamqOHjtGXB7n5GSfOX2aXNvvGV7p5iYuj9NT086f82MxmTX1oqurO268k7g8zszMOHP6tEwNDz2KoiQpqVVubuLyOCUpye/cOS6HU22EWC6PZ2hkOH7iBHF5nJaWdub0mVp6oVKpbqvdxeVxYkLCOV9fPo9XbS8cLrejqemkyZPF5XFSUpJ3zb0giGCi4LbaXfwVGRcTc87nLIqiNfXSuXPnyVOmiMvj+Pj42nvR0NRY5e4uLkp/Rf/09fGpKfMMm8Ox6dp16vRp4vI4JuZXzb3AKIQqKim5LFpIpUlyYQSQLLWb2qEoevPGjf0enkQiUUFB4fat25ZWVqGfPh0+esSuTx9skXBo/wEul3vmrA/2A0xJTl61fMXM2TMXubpiD9vpkydjfv26fvsW9vA8fPDg9o2b5p07f4+KotJomRkZvmfP7jt00MbGRtTv96io9WvX5uXmaWlrFeQXnDh+YsvWrSNGjcR+vJcuXAwNCeFyuYcPHly7Yf0oR0fBPKC8/MD+/Tdv3FRTVSUQCGdOnx4/YcJ6sQn0eT+/sG/fdHR0f/78SaVS09PSjM5f8Dp+zMjISDC3Dgs7f+4cg8F48uhReVmZ54H9UlJS2dnZK5YtGzN2rPvaNVgjhQWFGzes/xL62ahDBxRFLl24aNXFyvPAAXX1P++rlg+QxxJg7LixqmqqFeUVlVYwKIpKS0sbCp8qEQYGhn4XLlRag+Lx+Nu3bz98+Gj8eKdx48apqKiIf2veqdPJ06d5PF61KyQURclksrjIhyCog7HxhUuXqq7CRcAwLK/wf9oeCyvLU95n+LzqV64oisrIyIiLfAiCzMzMLly6hCfU+OLA4/A0MTkBQZBN166nvb0RFKm2PoqiFApF479pNYallWXtvRCJRAqFIl7Ss2fPM2d9atofRRGUJiurovJH5EMQ1LV7t9p6EazCpSpNt+369PE+51vTqLDFruL/h0K0tbWtvRdpsrSUlJR4Wb/+/Xz8ztXUC4IgCgqKlRR39vb2tfSCoqisrOzQYcNqahPQzMCCexQUFFRQWIgiv38piPCu9R8wAJsRxsXGHtp/0NLKav2mjQry8l+/fNm9azedThc3AeMLEX1EUZTH44mX8Pl8wVtFrOPEpCQlFZXjp09paGjGxvzasmnTof0HTnufwSbuxcXFe3bvZjJZx06eMDc3z83L271jx949u41NjI1NTEhEottqdx6f9+3r1/2HDpqbm2ON3rp589aNm4sWLRozbiyRSHz08NGxI0esrLuMnzDhd68w/D3qu4am5tlzvoqKSm9ev9q9c9eD+/5uq90hCOptZ7dm/brdO3ZOnzFjyrSpv8MgVjmXZ0+efvwQvHP3riHDhqEo+vTp083rNwQFBk6aPBlqPQB5LAHk5OWHjxhRx8qKiooTJ0+qWh4RGVnBqDA1Mxs7blylr1TVVMc6VS6sHWVl5UlT6vcgamhojHNyqtchqmpqk6dOqdchWtraThO06zuw+vaio6uro6tbr0O0tbXr24u+gYF+PS34dPX0Ks2c/oqhkVGlKd1fMTA0NDA0rNchgJYDDMEIgty5dZtI9BfNKXl8vpGRUc+evTB5HPAugMGocF26xNTUFIKgkY6OYWHhVy5dEt/VgIX8X8v/X1K1AolEnO/i3KWLYKdWTU11+oyZRw4f/vXrV89evSAICvn06cf3H5u2bLbt3Rt77610c3OeO+/J4ycr3UxgGNbS1lZUVCQSSSYmJpgILy0p8b93365PnxVuq7AuFrku/vDh/ZNHj8eOG4fpAFAUlZOTW7JsqZlQhA8fMeLC+Qtpaak8Ho9AINBoNH19fTwer66hIb4eqDR4PX29dRs2jBs/HvvY0cSERCIVFxVDrQogj1sK2FxPfMYHAADaISiK4nC4pcuX9ejZU6TiEarBpGXlfmubUlNSFBQVxZWxnS06C6y9GhD/GEH4iopKHcQmf4ZGRjw+LysrG/sYHxdHIpEsLCxEFQwMDNQ1NOLiYgW2L8JNFiyzDpfLxSrk5+dnZWXh8HjPvR4ophVDoZysbD6fX1JSgm0YIQiirKKiqfHboIFAIEhLSyP8Pxl6sEV87e/Gvg72hsJ9veSkpIL8gpSUlPLyslbnXg/kMQAAALQsYBg26WjSxdq6pgqoYDNIgKiEQqE0VPyggtQ40mKbMgQCHidYg/6WiywWG7NS/lOBSCSRSGw2u6bkzSwWm8PhlJaUJMTHY7tUMAQbGBlqamoKWxZ1RIDhf7d8RlH04YOHe3bupFKphkaGGhqaRh06ZGZkiLT9rQUgjwEAAKDFIbDkqBltbS06nV5SWqr9n7E0nU4Xui38EXLY+lKk1C0vL2exmLWIPRiGWSxWBYMhKsnNycHh8Gr/rcLV1NVYTGZ2do6xiQlWUlJcXFRYaN7JvCaXAQqFQiKR7Ps5bN+5U1SYX5DPZDDlFernoAxXZ8+IQS+l+509q6Or43XsmK5woyo5OfnyxUutLldSi3bGAgAAgPYJh8vlcDiCyC3//WOxWDzub/Mr2969eXze86fPsI/lZWXPnjwVN87C4QQL2dycnDJ6GSabnz99VlJSUq0343+H4PLz8188+92mwKT58WMjIyOT/6RvL1tbWVnZO7dvsdlsrOThg4dFRUUO/fqJr9RRFCX85z+irqFuaWX1PigoIyMDK0lPT589fcaRQ4drWlJXS+2xaxhMRmFhoba2DiaMIQh68fx5UVFhq8uBC9bHAAAA0ILg8/kVFRX7Pff5+pwV17jyeLwRI0cudF0Mw7CFpeX48RMu+J3Lz8/T1tYJ+fQxKjJKXPzg8Xjb3r1fv3q1fs2aHr16xcXE/Pr5U5oszeVwxSOZs1gscVFHJBKvXLqcmpLSwdgkNDQ0PCx8x65dysrK2LfGJiZz5s07fPDg4rKFNl1tUpJTnj19OnLUKId+/UQtyMsrZKSnb9qwccHCBTZdu5LJ5Hnz57uvWrVgvvPgIUNwOPjlixeFhUVTpk0TadcrDQMVxo/jcDiiNmVlZXE43MXz57k87qzZswkEAoqiLBZLtEutoKDQxcb69evX+zw8lZWVIyLC4+PiqVTqq5cvu3XvZmFpiV09JpNZr0lA0wPkcXsBFTogFhQUQCiqoqJS1TCYzRYEB6BSqc01qURRFJvL02RpteimKsrLeTweTfgTlUi/ZWVlmAvQP7eAoiidTsfjcVQqTSJDArRnOhh3GOfkxEcE/4mX8/k8yn+u/EQice2G9eoa6i9fvPzx/Ye5mVm37t3P+/mJ23NNnTaNw2G/fP7y8aNHJiYmW3fuePvmrUjVDMNw9x49NDQ1RKpmPoKoqKrOd3YODv7w9MkTRUUFjwP7R40aJWoQB8POC1xUVFXv3bnz/Okzsgx5+aqVM2bOFHfKHzN2THp6WmZGZllZ2W+3wL59jp066XfW9/WrVxCK6ujp7dy9p2u3rqJDbLp2lZWVEzkTEkmkAQMHqqiqin7gHYyNF7oufvH0WU5WNiZQqVTq8BEjOnXujFWQlpZet2EDjSb7PiiIQCB0tuh87MTxwICAVy9fpqdnYPJY38BgzNix4iEHWiJYWFRAs7Np0yYIgnbt2tUYjf/6+XPF0mW2PXpamneyMDO369lr1fIVCfHx4nVePH8+bfKUqMhItJmgl9LdV7mtXuVWXl5eSzWvg4dc5s0vyM+XSKcIgmzbsmWt+2oOh1PHQ3g8XlFRkfggS0tKlrm67tqxk8fnSWRUAEAdqaioKCwoQFH08aNH5h07fggKqlShvKw8v24/lmNHjna3sUlKTOTxePn5+Vwut6aaPB6voKCAyWTWVIHP51ctLCgoqONIqoVXXZuVKCoqKi4uFn3EFsRo6wGsj9s+Xz5/dluxsri42HG0Y9fu3SEI/vb16+OHD39GRx87ecKkY0esWkFBQWREBLZCbRb4fH7Mr18wDNfu2IAnEEgkUi0L6HqBomhCfFx5WUXdkytkZmYumO/s0K/fhk0bfxfBMJEoCK8GVxtLBQBoNGSEYD+fap9hCpVCof5ftJyawEQCl8vF4/EiHXW14PH42hea1equGrg2xddBH6bw/zZirS5vFZDHbZzS0tJD+w8UlxQfPnpkyNChWOGEiRPsHexXLF3mc8bbY/8+TEGNw+FIJFLVHxKCIHw+H48XuFdU2wVWQeixUL004vF4QteMv/+ciETiXwXtgkULEQSp+kvjCaNj1uLygYUZr9o+gUCsVkXP4wkWu9V+xWQyRXtXAgU7jbbHYy9cwznW1C8G9hqVYJ4AQPsEFkwK//7zqQU8Ht/AFgANBLwF2jgf3r8PC/s219lZJIwxhg0fPmvOnMKCAgaDIScWxVqc0tLS+/fuvXvztrCgQFVNbeiwYSNGjaTR/myRVpRXPH706NXLF3l5+VpaWmPHjRs4eJBItPB4vMCAwAf37qWlp8nJyQ0eOtTJyUnm/wNb/gNvX7/OzMycMnUq9b+RhIeH37p+Iy4ulkAg9u5jN236dPGAo3w+/92btw/8/dPT09XUVB3HjBk8ZEilmJSViPn169bNm5HhEVwer1PnTmPGju3Zqxf2nkpLTT198lRJSUloSMjxo0dnz50rKyvLYrJu3bghJy83euxYTCS/fvkqJTWlVy/bmzdu/IiKUtfQmDBxokP/fuJyt6Sk5N7tO69fv+JwuMNHDO9ibfPh/fsxY8fUN+YXAIDFlfS7cKGDsfE/X41x451697ETOVABmh7g79SWQVFBNHYSSapv376VvoJheP3GDR7799Vkx8Rmsw8fOnRg334NTc3RY8ZQKJRtW7Z4nz4jbqDoffrM7p07KVSqQ79+JSXFq1auePTwkejbp0+euq9cWUqn29s7yMhQdu/YefLEiUomKv/A2zdvr16+Ul5ejn2MDA9fsWTpj+gfvWx76xvon/M5u3XLZmEg399cvXR5xfLleXl5tr1tWSz2WvfVZ06dqsXMMiUlZdmSpQFv3/Wxtx80eHBUROQy1yVfv37FvmWx2bk5OXwer6yMni0MMyRcLjNu3rjx9MlTkcLwY3Cw16HDq1etSoyP72xpGR8ft2L58oC3b0W9sFisPbt2e3h4kKXJpqamd+/c3bBu3bmzZzMyMht4fQDtEyUlpa7dutU0t64Lmpqa1tbWrS4nUlsCrI/bMlwuJyc7m0qjVsrQgEEQUtOxOTk5H99/cHZxXuXu/jvwrMuC1y9fLli0EBPhhQUFDx/4j58wYfsugac/vZS+Yd26zyEhjqMdCQQCgiD379016djxrN85EomEIMiBffu/R0UVFRUq/3+2jPpC+P/941cvX3E4nLO+vlhyt65du125fDktNbWzMKpfdHT0iRMnhgwdssfDQ0ZGhsfj7d21+6y3T287u+49elTb/qfgYA6b7XX8GJbWZsiQITOnT38fENhdsPUOmZiYbNmxfe6s2f0HDNi6fRs2DBiGSSSSuGabSCSWFhfPmDnDfc0aEokUFxs7ddLkV69eDRw8GDvkw/v3jx48WLp8+bLly3A4XEpKypJFi/goiq85BQgAAGjbAHnclkEQhMPl4nE1bv3WgoqKytETxzU0NXk8HpfLzc7OLioqRP8/iiyeIMgy+e7t265du1JptL37PNlstqgvIoGYmJDw8IG/g0M/RSWlZcuX08vosvVJIV4X8AR8YUHh3Tt3HceM1tDQGOvkZO9gL8oj+TkkpKysbPKUqZjNC4FAGD9hwgN///dB72uSx/0HDOjarZuevj6Hw+FyufEJ8Vwulyd21tgJVo3FLw6CogqKiuOcnDBnEm0dHU0treKiYmyjHQvNLycvP3ToUKw1fX39QYMH+/meq7tZGQAAaGMAedyWIRKJcrJyTCZT5AsoTkZ6el5enqmZmXjmYBEyMjIIgu733BcZEV5YUEgkkcrodG2x/CpKysquS5ecOHps/hzBHqpNt25Dhw4ZOnw4JmBwOJzzApe8/PwNa9cTCAQLS4sBAwc6jhlTNfFzAxk7btzPHz+PHz3qdfhQx46m9vb2Y8aNFSVCT01NpVGp2jp/hq2ipqqiqpKd/TtEflUUFZU+ffy0z8MzMSGByWSSSCQGg1Ep/NDfh4WiVBpVpDzEbG1EvqEoihYWFsrSaHLyf7SLunr6rS6cEKANgAUeoNFoTWlUKAg2UFYGw7C4PQoAKMfaMng83rhjx/Ly8oSEhKrfHtx/YI376pKSkmqPjQiPWDDfOezb19Fjxu7x9Dh15nRfB3vxZSIEQeMnTLh87drJ06cnT5mSk529dvWa7Vu2iGR/j549/S6c9z3v57p0KQzj9nvsW7bYNS01VbLnaGBoeOzUiYtXLm/ctFlDQ+Pi+Qvz58wNDQnBviXgBZpz8d1igS04n1+T7wSKor4+PhvWrSORiK7Llh70Orxzz25VNdV/yLsFQ3BNchuGYWkpacGwxJol1JzgGQBoPALevl3quiQ2NrYpLzKTwdy9Y+eRw15AISQOkMdtHLs+dlQq9d7duyIDKIzPIaFv37yxsLSoydEwKDCgpKT4kJfXItfFgwYPtrSyEsgkFBUpaePj4k4cO4ZC6PCRIzZs3nT/4YPpM2d++BCcKQxUW1hYePrEyZTkZId+/ZatWH795s3tu3b++vUrKipKgmfH4XAuXrgQ8O5dz1695jnPP+t3zve8X3Fx8afgYKyCcUeT8vLymF8xokNSU1Nzc3JrSg9cXFz87OnTXra2R0+cmDR5cl97ex0dHQ6bU1U13UC3EBPTjkVFRaKgvkLL7bT/Tw4PADQFBfn5gsAD1anQGjfYQExMYnXrhPYMkMdtHDMzs8lTprwPCNy2eUtSYiJHyIcPHzasXy8lLTVj5syaErPAOByXyy0uLhZsQnM49+/e+/D+AwTDorQzFRUVJ4+f8PXxwYLgcDic8rIyBXl50d7tjRs3DuzbX1BQwOcjfBSh0+nS0tLinkgNB4/HvXv7dtf2HfFx8Xw+H0GQsjI6Do8T6at79+6to6vjc8Y7NVWQ3jw/L8/7jLeMjMyAQQOrP2sIgvG4srKy8vJyBEEK8vO9z3jn5ORgsRL+qwNj2jYspNe/jdzBwUFaWvrShYslJSU8Hu/bl6/37t5FxaY7AEDTgMPjRdaIPB6vFtcDLDJX7c88VqeWCjyh4z5B6PUP3O4rAfaP2zg4HM512VIun3f10uXHDx/q6OkiCJKWmqajo7PX07Ob0GYYg8fjMRgMkWJ24KBB/vfuL1uy1NraOi83V0paum/fvs+fP/fcu3frju00Gq2zhcWcefMu+J0LCgzS1NJMT00rLy9fv2mjpqYgr7iSktLSZUv37N4zctgwI6MOhYUFgrwuc+dZC42WqwWLEQ/DAmlXyxlxOBwsUJ9QHhMWLV68Ye268WPHmpqbsVms+Lj4gYMGDf7P2VpHV3fT1q3bNm0eN3qMoaFhWloqDoffuGWzsZibJpY5B/tbQVHRyWm85969UydNVldXT0tLNTUz79y587UrV406GI2fOFFYR8HAwOD61aupKSknTp9SUVHBRi5KelNpkBiVKhgaGbmvXbN3127HESNUVFUz0tIpVGpNcyMAoFHB43C52dlHvY4EBQbKyck5jnYcMXKklFjIHS6X+/b1G39//+ysLE2hA+SgIYNF0pTL5V6/clVRWUlBXv7KlSu5OTmmZmZTpk61tLIS7+XTx083r19LSUk1MjJymjAeCOOq/OXdB2gyNm/evGfPnl27dm3evFnijfP5/G9fv34M/piamipFIllaWfXp21dX73duMoz09PTYmBgbGxvF/8LaxcXFvX39Oic7x9DIcMCgQRQZyqNHDykUyihHRyyeBpvNDg0J+fr5S1FRkbqGhp2dXZeuNqL1HYqikRERH4M/ZmdnycrJde/evbedXS0ih8vhfvnyBYahbt2712LZ9OP79+Li4u49eohCdCUlJgYGBqYkJ5NIJAsLS4f+/Sp5YSYmJAQFBWWkZ6ipqdk7OJiamYq+QlH065cvfB6/R6+emNEWl8sNCgz89uULH0FsbLr2dbBPTEwMCgi07W1r0/V3EPzEhISPwcE0Wdlhw4dLS0tzOJyvX76QyeQu1tbYAjfm16/s7OxetraYNyefz/8cGkoikWy6dhVfAUdFRr57+5ZeSu9p2ys5KdnH29v7rI/4JAkAaGxuXLu+Z9cuFRUVJSUls07mv37+Cg8LW+m2auny5VgFBEHOensf9TpiY2NjaWUVGRkRHha+0s3NeYEL9pNhMBgzp03Lzs4mS8t0NO1Ik6W9eP5CWUnJ97yfKLjN2zdv1ri5U2m0Pn37ZmdnZaSll5aWdrG2PnPWB+iE/tC84bMBTZNPAtDSiIyI2L1jR2JCoqhk3Zo1Axz6paenN+u4AO2OG9euG+joOs+ZV1xUJEhQUV6xcvnyrlZdfv38hVWIjIywMDPfsHYdm80WJENkszasW9+ls0V4WBhWgVFRMXnChA76Bvfv3sXyN9y7c8fM2OTK5ctYBXpp6UQnp2GDBmdkZGDZJrwOHdZSU1/ksqB15XtobMD+MQDQDEhLS9+/d3/l8uXPnj79+PHj7h07Hz14OHzEiGojtwAAjQeCIGQy2XHsaHlhMgYZisyoUY5sNvv799+ml0GBgpxREyZNwpRbJJLU5KmTuVzup+CPokb4PH4ni879Bw7EFrsmHTtSabTiomLs2/SMjJhfvwYPHaKlpYVtoo0eM1pdXb2FZyNuesD+MQDQDJh07Hjg8CFBPo89ewUZKajUhYsXOy9wqSUfBgDQOKBkMlk8bLWCoiKJRKKXlmIfU5KTlZSV1dXVRBXU1TQUFRVTUlL+NIGiykrKorDweAIBj8eLNkNLS0rYHK66hrp4F8oqKkAeVwLIYwCgeeg/YEAvW9v0tDQ+H1FVVVGqNcMdANB44HA4Iv6PLOAL03gTib9NPQh4gtB54Y+lkcBzHkEIxP8TH7VsA0tJSeFxOB5XLMgdDBPA1LMZ5TGLxbpz63Zq6p8pFQ6HU1FR6dmrl4WlpagwNTX13t27jApGpZvL5/M7duw4YdKkfwj9CAC0TMhksij/NADQTMAVDEZaWpqF1e/3cFJiIp/P19PXxz6adzL397+flJQoinOXkJhQWJBvampWxw7UNTSUlVV+RkeLSoqLi/Py8rTE4v0BmlQeM5nMO7duh4eH6enpwUKZymQy8/JylRSV1m/aNHHSxP+COGb4nD7DR/gCE1kx028ul9uvf3+n8eOBPAYAAABJgcPhWEzm5UuXzDt30tXVzczMvHr5iqGRURfrLlgFewcHgeX/GW8TExNlFZW8vDzvU6dV1dXt+vapYxdqamr9+vd/8vjR6LFje/TswWAw/M75ZWVndwWLq+aSxzAsyNduaWV56coVLAkuiqIxv36tcXP3Oniwa7euhsKQSTgcTCAQ5syau2LVqv87HkVxeDwBBPgFAAAAycHhckhSUhUVFVMmTtLV1U1OTpYhkz0PHBA5DeobGGzZtm3Xjh2jho/QNzRISU4hkUjbd+7A3tjVutcjCMJkMrnC0B9Y4F6XRQsSExOc5801MzMrKCiQkZHpYGTEYFSAO9mc+8cwDEsJwT52sbYeM27soQMHk5OSxO8ukUgUeZcCAFUpKix8/+EDAY8fMnQoSMMAAPwzDv366erqGhgYBH8IjomJGTxk8MBBg4w6dBCvM3TYMANDw6CAwOzs7OHDh/ext+8ots9CkpLatHWLeMpRHR0dr6NHdHT/RDjQ0dE5cuzY2zevY2NjlZVVhgwdUlZWhiAIcD5uWfZcXC5PsHT+/739plFKl5WVFRUWKiopgRwjdSE5KSkqMqqvg72ioiLUrOTn5a9cvvzLly8DBgzo178/kMcAwD+jK0SYYUyvlmomQqr9Co/H2/buLV5Co9H6DxhQqZqKqsrkqVPBnWpB8hhBEBaLhTl1ICj6PSrK3/++rq6eWPxCgV77x48fd27dEpnLo6gg+01fB4d/jn6MIAiPxysvL09JSUlMSEhKTEpNScnNzWUwGFu3b6v0MAGqJTg4eNuWrXfu3W12eZyWlhYVFTV77pz5zs7VJosEAACAVkeTymMCkRAVFTly2HAslzuTySwsLFRTU9u8dat4Yl0cDAcHfQj/Jgj+gpWgKCpNJhsYGtZdHpeWluTn5efn5+fkZCcnJScmJiUlJmZmZHA4HB6Px+Vy+TweCkGycnItxECshccurqioYDAYZGnpkpISRkUFZgHA5/FK6XQajYaiaFJikpq6moIwpAAWDTs5KYlOp1OoVAMDA9EOBTYPKystJZJIMjIyiYmJZXS6hoaGmvof30QMLpebkpxcVl6uIC+vb2Ag0mux2eyCwgIYgrS0tCopNrhcbnJyMqOiQllFRfyJwr4qKyuTl5dnsViJiYl4PL5DByMSSYrJZCYkJOBg2KRjx2rX2akpKUVFRTQazcDISDxLI4IIMmRISUlJS0snxMfTZGXVq5wCAAAAtFB5jCCIoqKi45jRBAIRglAcDqesrNy9R49OnTuL1UIRBBk1xnH6jBliobVRHA5v1MGo2max2P1ldHpqampKsoCM9PS8vPwCgTjOp9PpMAzjcTgcHo/NA7D9aSKRiEVu27t3LxaYpnn5+vUrdomgFsnVy1cu+Pmx2eyd23dMnzHdecECbJ26Y/uOwUOGRIaHBwYG7ti1c9jw4QJ/iaSkwwcPRUaEczgcIpHYoYPxSrdVXaytsaYqysr27NqtqKRIIBIf+j9gVFQoKinNnjN72owZf5I5xsd7HTz4Peo7h8ORkpIaMGjgKnd3zMDk7Zs3hw4cYLJYZ719fkR937F7F0U4OUiIiz8kOCSKy+VRKDKOY8YsWLiQQhV8BUHQz+ifhw4cGDRkSFDAu+/ffyB8/pChQ8dPnHDW2+fbt298Pr+vfd/Va9eKS/Hc3NwTx44HvHvHYjJJJJJd3z5r1q0TzQhLS0p2bNtu1KEDh8O+duWq65Il8xe4NPltAQAAbYemlcd8RENTw83dXVoYZL8mUBTV0tISvb7/SkJCwqsXLyMjIrIyBeTl5fF4PIG8JQjA7MKqtRqAYZjL5T589AhqMVRa1bUcrLva/Pjx/dWLl4OHDBbdGiaT9SPqe3xsrKqamtP48R2Emw5cLnffXo+I8PCNmzeZmXeKjYk5sG/fPg9Pb9+zsrKymCt5QkLC93tRNjY2y1eukCHL+J0757nXo5NF5y5dBC1z2Ox9ez2SkpLWrFurqaX98WPwmRMnaTRZt9XuMAwbdejQr3//a1eu9ujRY9DgwZheITMzc7W7e1FR0bIVy3X19IMC3p319mYyGOs2bsA2RyrKy798/vw9Kmro8GG79ux+Hxh049q1Vy9f9ujZc+fuXdHR0adPnNTQ0Fy7fh32qLCYzO1btgZ/+DB7zpwu1tY/f/4853sWQqHde/eSpAQ9crm8+Pj4wIAAbW3tUaMdu9SctwoAAABa4v4xtiT9a7V6LRPNhTAYFfl5+XmCf7nJSckJCfHxcXGZGZksFus/BTUfxsF4vGCpjOmoBWpwaektmzZ3NDNt9lTwKIpSqdQhQ4ZALZLu3bsnJyW9ffN29JgxnS0ssEKB6IIhVTW1M2d91NR+h9MrLy+HYXjFqlVjxo0TBoY0+R4V9eL58+LiYkweC4+DlZSUtu/eZWYmCCkgQ5FZ7LLg54+fmDwuLCyM/vFj9Lixo8eOhSCoW/duJIEyQyDICQSCiYnJ8JEjb9+81adv32EjBMtxCIKeP3sa8+vXyTOnBw4aBEGQbW9bBoNx5/ZtpwkTsGxOMA6HIEhvu957PDzweLyJscmb1681tbT2eHjIycv1HzAg6F3AD8HamosJ+I8fP3748GHt+vUzZ80UZJ8cPIhCkfE+4/3r10+rLgK/TExsy8jIeOzfJ7ogAAAA0Irtq6uFx+Nx2GyBulq0hSw0uq5lk1VGhqKnTxHFlEFRlMvlMhiMlOTkxITE+Pi41NTUvNy8gvz8vLw8Op2OE8gSWEpaesTIEb1sbZvqzFox2JRF5FMowt7BQSSMIQiSl5c/7eOdl5cX9i2spKQ4IyPj3bu3MA4nrqBAEMTUzLTDfz4VioqKZAqFUfHbGZFKo+nq6V69fJnNYvXqZWvYwchl4ULxwM7YGERTKARBPn38pG+g3717D1GdgYMH37l1OzIi4nd2RRQlEAi2dnZYO3giQZpM7tS5s5y8QAdOJBLl5eWZTKZoIvjl82cSkUilyHz98gVFURiGpaXJFeXlMb9iMHmMpUaz6dYVCGMAANDK5LEwURebx+OIRGy1IAjC4XBu3rgZ+ikEhQT/YfB4PDNz8207tmOWRH8FhmGSkC7W1iL9Kr2UnidcRGdnZwuEdFxcdnZ2XdbrgJruKgxB0uT/8xRHIejalatXL18uKixEUURTS6CBx+Nw4nddcJQ0+Y8lHbax/9+eAo1G27l7t88Zb/979y9fvKSsrGxpZbl4yVKbrtXrhDkcTlFRkaKikjT5j9WYvJy8lLR0YWGBaFR4PF7k1I6ZCgrmZP99FHwW+1gixGPPXoEnnvBLRCCVcRX/TRr+OwvgJQ8AAFqbPCaRSP0G9Ef4vNpjbKmoqDqOGVNGp1dSWfP5PDk5uQY6j8vKycrKyYqWZQiCcLlcAqGFKglaDf8/wQr5+Gm/h2cf+777Dx4wNDKSlpY+4Lnv+bNn4tFPa4fD4ejo6uw/dLC8vPznjx8BAQG3bt7avnXrWb9z4gtxEYLVrZx8bm4Oh80hkX6L5LKyMg6HIy8v/w8nBMOCIHEqKirHTpww6tCBjwhmbDAMc9hsWTnZ/z/3f2geAGgenj979uXzZ1tb20H/vy8W8O5d2LewqdOmaWg2Q7rP4uLiuNi4CkYFjUrt2LGj7H9xwdohTSeKKBTKmnVr/1rNpKPJwcOHmmREAgW4uB8OoC5yl/g3v6zo6B8QhM53no+lCeHxeGlpqahAatb1YQsPCzvqdXSl28oePXva2tnZ2tnBMO7+3bulxcXVymM8Ht+1a9cTJ47/+PFDtPXw4cMHGAd3FktVUi9Mzczu3blbUlqipKyElXz6+NH37NklS5fadO36b20CAM1LwLt3Z719XnV6aWhkZGj0x13l44fgSxcv9h8woO7yOCgo6N6dO4tdXTuaCveD/pXPIaH79+2LjYnh8flEPL6zpcW6DRv+2xJqd7QI11tAq4BIIrFZ7IC378TzniIIInITx9DS0uJwOE+fPI2JiQn79m33rl3vg95z2Jy4uHjRjq9AP/z/R4m3o6qqmpgQf/DAgY/BwT9//nzz+nVgQEBHU1N1Tc2a+h012lFXV2/ntu1vXr+OjIz08z13+dLFMWPGmpub13RIpTFU+jh48GBDQ8P9nvtevngRHR399MmTTevXFxUVa2v/SRNb9SwAgJYMAY+Xk5PLyMw8c/o0h8P5U04gSElJ1SsSQ0Z6+svnL0pKShoyntzcnO1bt5YUFx8+cuTZi+c79+5JSkzauWNHYcHvbab2BlDVAuqKpZWVsUmHI4cPs1is1WvXYAoGCpVaycjOwcFh/ITxN69ff/XiJZfL6Wnba+36dSeOHT925Ii5ubmqmioMw2QyWXzntVI7BoaG23buOLBv3+IFC6k0Whmd3tHUdN2GDf+ZZwsWxFQqVTx8h56+/r4D+3ft2Llq2XKBaRijYszYsavc3USbEZUOgWFYRkZGXDsiTSaL74aoqqnt9ti7e+euVctXyMvLl5bSzTt32rFrp6qaqqgFsoyMFNg/BrQeEARRVVOztrZ++vjJwIGDhg4fVnv98LCwkE+fEASxtrHp0bOn6NeUlJQUHxdPJBLDw8KUlJQwR0eMxITE4A/vC4uKjE1M+vfvj8UGqLn98J8/f3odPTp4qEB/rm9gkJ6WdvrkqdTU1PaZDhwGE3xA3aHT6YUFBcoqKlhgLARB2CwWQRhcRbwagiBJiYkZGRmamprGJiYwDKenpXE4HAMDQxweh1n2YZlFRPWrtiMwZo6JLS4q0tDUMDYxEZf6fD6fzWaTSKRKe/9sNjsxPqGoqEjPQF9H589CtuohKIpicVtFzbJZLLSKfRaXy4359SsvN09VTdWkY0dx+S04CxZLYPMPtjwArYQNa9e9Dwo6fPTonl07ET5y/tJFZWF8m/0enlevXLl09apVFyusJpPJPHzw0K0b19U1NPF4XFpa+vDhwzdv24rF5Dl14oSvz9ny8nJ5efkp06a6rV6N/cSuXr5y+OBBsgxZTlYuIyPD2tp638GDmlp/1FqVCPn48eGDh4tcF4tCZx/18jrne+7ajevt1G0B07kBAAAAoG2zfs3aXt26p6enP3/2zMzY5PDBQ1j5vr0eluadIsIjRDWvXrliYmDkdehQdnZ2Xm7ueT+/Th1Njx724vP5KIrm5+cfOexl1anznVu3cnNzsUPeBwV16WyxYumymF+/crKzHz98ZG1huWPb9roMrLCw8Gd09PWr1xzs+qxbvYbBYKDtErB/DAAAAO0FVBB2XhAsdqTjqIvnz38ThumtRFl5+b07d6xsujgvWKCurq6iqjp7zpy+9vYPHzwoyBfs7CorK2toauBwOD19fVVVwQ4OgiCPHjxUUFDYvmtnR1NTNXX1kY6jJk6eFPDuXW5u7l9H9fjho2mTp6x2c6PT6QMHDyLXGsCxDQP2jwEAAKAdgaCCrMMLFy368P7D6VOnTnt7w/9vyZWXk5OVmTV85AgqlYqVwDBs07Xr+/fvS+mlmAkFFrZBZKFZUVGRmJjIZrNPnzgpcMwX5umLiozKzcnJTM+o1i1CnCFDh5p0NMnOzj5/zm/9mrVUKrV95twD8hgAAADaHR2MjV1dl3js3f3wwUM8DiduzMjhcvl8vrT0/y1SZWTICJ+P1BA9icfjMZkMFosVHx8PwzAqiBQEU2nUIcOGylBqzIial5vH5XHV1dXVNQT/sGTMM6ZOe/7sGZDHAAAAAGgvjJvg9ObNa58zZ4yNjcXj0SooKFBp1IyMdARBRE5QKckpFAqlUiogkRQnEolUKtXQyMj3vJ/okPLy8vy8PK2ac+Sc9zsXER5+7ORJUdo0NQ0NWVlZJoMJtUvA/jEAAAC0R6hU6spVq4oKC1+/evV/zn6qqra9e78Pev/t6zesJCEh4eXLl926d8N2izEE9kfwbwlCoVB69OgZFxf7MTgYK2GxWOtWr16xbHl5eXlNA1BTU/sc+vnL58+ikuCg9wWFhRaW7dK4GuirAQAAoJ3A4XBYLJa4j6uVdZdpM6Yf8NyHFyZAwwpxONycuXM/h352X7lq5KiReAL+5fMXfD7fZeFCkaWVvLw8g8HY77lv9tzZo0aPhmF4wqRJgYGBa9zcHceMVlBU/BT88euXr1u2b1VUVKxpPIOGDLl96/b2rdsiwsPV1NTi4uKfPX3avXv3IcP+4hjdVgH7x+0aBEHodDr26xIvR1FUkAILB9No/x+uGSB2fbAYI+CSAFoLNl27SklLiT+0MAzPnD27tJReXl6moKggKu9gbHzax9vvrG+wYL2Ldurcea7zfEux6LO9e/eeM3/e1y9fCv6LpaWnr3fs5Amf02dCPobweFxFRcUDhw6MGDWqlvFoa2sfPX7Mx9s7KDCIy+VKS0tPmjzZ2cX5r/ZfbRUQD6RdU1hQuHHD+pzsHLc1qx0cHETl5eXlG9auVVJW3rh5cy05LiuBZQGRbXDajzpy+9ZtemnJnHnzxLe+moYyOn3DuvUdjDusWLWqlpPl8Xgfgz++ef2qvKy8g7HxyFEjRXEPAIBWAb2UjqBITXlZ+Hx+1V9faWkpm81WVFCoPXWQOAUFBQwGQ5Du558SwLQZwPq4XcPhcH7+iI759YtAIJibm4usKvh8/s+fPzU0NCtl2aqtKTZ7/br1pSUl3r5naw+SJxEyMzNPHD2qb6A/e+5cqMnh8/nR0dG1ZwarqKjYunnzi2fPDY2MpKSk3r55c+3KlYOHD/e07dWEIwUAGkTlhGb/T7VTYSyGV71QbpfRMasC7LnaNYLEgkSCrp5e9I8fN65dE/+KSCRWK29QFBU6HVbOoyBIR8hhs1isateLPCG1jITH49VF9iMIEvjunceevYucFyQlJVWy9qwdPp/P5XJrDxD739nV/C2Xi8Xfr+n6iHj88NHTx09cly69cv3a1RvXj544zufzTxw/XlZWVvcxAwCA9gNYH7d3eFxen759+Xze+XN+9v36WVn9DmBbFQ6H8/rVqwf+D3Kzs7V1dUaPGTNw0CBsgsxgMH19fOJiYjkczr69HrPmzDb6L8l0TEzM3Tt3IsPCIQjqY993yrRp4iaaPC43ICDwwf376elpcnLyQ4YOHTfeSUamRodFBEG+fv32PigQggQJISqlXq6JnJycu7dvf3j/voxepqevP3zEiCFDh5KkfuvhKxgVt67fVNdQp1Aoly9eKhSad06dNs3UzEy83/fv39+6cTMzPd2sk/nYceMItSrJuVzu61evdHR0pkydgqXBsHdwGDBwwMsXL7MyszqadqzLsAEAQLsCrI/bOyiKksnkBYsXk0ikMydOMpnVe/6hKOp9+oz7ypVMBqN3nz4FBYUrli67dOEC9i2fz8vNyWYwmRwOJzMrk8n63UhkRMRilwX3797T1dPT0NT0OeO9Yd260tJSUbNPnzxxX7WqrIxub+9AlpHZuWPHqRMnalkoE/CERa6Lr928ecr7jJaWFr8OS+ry8vItGzf5+pw179R51OjR5eVla9zd79y+JarAZDDv3b27a8eOHdu2S0tLGxoZ3btz133lqpycHFGdJ48eL1m0OD421sLSMjMjc9uWLdnZ2bXkp+Pz+ZaWlmPGjaP9l5NKqAPgw0L+OmYAANAeae4A2oDmJDsr265nL/eVK1EU9fXx7WjU4eb16yiKlpaUDB00aPaMmUwmE6v55fNnq06dtmzcxGazURStqKhwX7mqh03XqKgorAKTwXCeN2/COCc6nY6VlJeXz58zd4C9Q2xMDFby9PHjzmZmN67fwD7y+fzZM2dOGj+Bw+FgHz327J01bXp+fv5fR15SUjLQod/8OXMxFXQthIeF9e7R8+Z/nZaWlIx1HD131mysU0Es+4KCMaMcO3U0ff7sGVZy5dLlDvoGjx4+xD4WFRUNHzJ0nOPoPGHofA6bvXvnLk1VtbXuq7GcytWC/P93QYGB3axt5s+ZU15e/tezAwAA7RCwPgYIlb4oOnnq5C7W1mdOnc7OyqpqphEYEEggEp0mTsDMrWVkZCZPncJkMkM+fcIqiBaLoj9SU1IjIyNHjBrZoYMxj8vlcXk9evbsYGz88cN70QqYSCAmJMQ/9PfHZPDylSv2HTooJ7amrAksfG5dMDA0POt3bsTIEVwul8lgJCQmlglnDKIxCCLs8/mWVpb2/fphJSYmJhQKpaiwCPuYmJCYlpoyfOQIFaGmnUgijR03VklJqfYNb9FCuKSk5OSJE8uXLpOTk1uxalUTGLsBAIDWCNg/BghAUJRKpa5YtXLhfGefM94r3P7PjYfP56enpysoKGoIY8xiaGtr02i09LQ07KPITkr0R25uTkVZ2b07d1+9fIVt9KIompSUhIdxDAaDSqXicDjnBS4ee/LXrV1HJBAsLC0HDBw4esxoYp09rOqCnJzcj6jvZ719fvz4UVpaSiKRigoLDQwNxevAEKSkpCRKb4wn4AUzkv9OpKioCEUhkfG5IICRmpqcvPxf9675fP6b168PHziYnp4+dty4ha6LdXV1JXhqAACgLQHkMeAPPXr2nDxt2p2bt7r16E4k/PEdhGEYj8PxBdHk/6wI+cLPeHyNj5BgBYqitr1797az4/EFRsswDBOJRGVlFZFPc89evfwuXoiKjPoeGfn+/ft9Hh6vXrz0On5UgnLr9ctXq93cjDp0mDFrpo6Ojpys3H5PTx5PYCb9f8CwQABXt7lLlpaCYZgntiLH4XB4PK52azI+n3/86NGzZ7x79Oq5fdfOXra2kjojAADQJgHyGPAHPB7vsnDBxw8fTp04UVJcovzfihCHw5l0NHn9+nVSYpKGpiZWGBsbW15WbmxsLH4FYRgW6atVVdVkKBQNLU2nCeNFFZ48eozweZg8LiwsvHX9Rs/etv369+vXv9+SZUsvX7rssXfv96jvk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jf/p8+esrKxbN7iiO/vJ5PJWGzPihV2vHw8b9++hTvg8fjZs2cZGBq0traC5WXM+VPinCAIEhISEhAQyHz1euJE1UHepp6eHnt7+76+vnPnQtjZ2bW0tfMiozIyXsrLy//WKQN+KQgkEhkUHBgcHAS/pnz/SRAPL9fMGTOZmZmp/Xbt2k1PT8/KxobD4SharCXFJMrC8dnXTSQSBQQFbGxs4D8qSUkpMVGxluZmMplSYLG3tzc17bG2traxsTHc39TUTFtbp7a2ljrCw0eP8Hj8ypWrGBkZKcEKKPTCBQvj4i5nZmYqKSp9c/Y573Oyc7IPHDgoLi4Ot8yZMzcoOOjmzRtr16xlZGREDEB5QEeihh/WAAD8+Xwd5/RNZs+ePXmyUURk5Pbt2/T19Z2dXcRExYY+hZmZmZGJ4edlxBEIBIlE9vTyoLYQiZQkO1ExEUvLGfT0H31RKBTK/aQ7CwsLAz1Db29ve3t7WVkZJWKJ8Fnhk0gkikuILVq0GI59lJdT4Ofnp3rFmpoaX758OcXEREtb69O7nqMyYQLFzPo0wr379+gZ6FeuXIlG0+HxeEZGxgXz5z9+/CgrK0tISOib879z5w4KhVq5YiV6IKwKg2Fas2ZtfEL84yeP4d0bymQ+VvgBy8vY8wdZTmxsbIoKCh0d7atXrcbQxDZ1dHSsW7+OgZ4+IiIS1nmaO2duVGRUXHz8smXLwU/OXwyRSDx69Jj1YuuB/XsEHt//Ij19//79bofctLV1eHl54RWQi4szPDzi5q2bFRUfvTtIBAKB/GyLkElkdnZ2TvaPmcZIJJKOng7uiUAgsFhsS0ururoGdWcQjUZLSUnRVhMrLy/v6Oh0cLSno6OHBpKYcThcc1NLWdl3KwtVV1X39/crKipSW9jZ2aWkpPLy8trb2wUEPqsq/K0JVoB/FhQc5/Qp7GYI2Nk5tm3dtmDBAg8P9/nz59vZLV9ht3KIhAl6ejoeHh4sFtvV1cXKyjrqGVJWCRTC38/fzGw6vLzg+nD37987evTo4SOHYmMuw3NAo9GsbKwhwefuP7xfVVWFQCAJcIII4nOgCxmCuLi4qJNBopBoNB35k/JcZ2dXV2eXAL8AHfpj5DgrK6uIiEh7x0dJKjyeUFlZ0dLUsnTpUiRll5OMQCA7OzsbG5qqqyly89+kqKhIQEBAUPCzXSUqKsrNzUOt5ENdVcDy8pdbTszMzAoKCo8ePS4pKTEwMIAbOzo61q9fz8BAHxgQRJXHNDQ0VFBUSE19kpGRoaOj81tnDfh1UL75AvwCUlJS1CYlJeXMzFcXLl6oqamBLaeurq71G9Y/fvx41cpVDg4OQkJCWe+yDh85RCZ9NkfI8BPYd6Cjo2NgYBhUJoKO8tD8eQQikcjCwrxs6TJRUVE4egOFQtHR0U+YoPy9YVEoFMVXTyAOyoKhZOX9XbKHAMDofE5UREVEfc/6PX/x/MSJE9euXdu+3WmG5YxvPhWj0XRcXNw1NTWtra0/ZTlRJJwQQkLCtMuLygSVp0+fZWS8bGpqgi2nhoaGFSvscnLer1m9WktLS0BA8OHDB/4B/hTvNw0IGkNqEPT09PQM9HgCAX5Ogx/2BuXfEQlEDg6OtWvXcnBywmK/aDSano5eU1Pze8PSodFEIoFWGZhEIhGJBPQn+wzwr1hOCARCRUWFTCZnZr5avmwZAolsaW1ds2YVDzdPQEAgbaQwAwOjkJBgQX5BVHSUpqbm18negL+Gr0XDhQSF8P34ru4u+GVeXt6jR4927Ni5d89euKWstBTOHx7mJVhZWRXkFXPz3re3t3MPxJ+SiKSS0hLaESTExREIyNjYxNDQEG5pbm5OSkpi+CqAnYq0tDQLM8vLl+mzZ8+GWxoaGvLy8pSVlDk5OUdyDwCAcQYdig5CjMBygtHX07+SfCX2cuyxY8diYmJcXV1VJw4WIqKnp+fh4S4rK21paaHug4/h8sLHx4fD9VFTQzIyXmZmZnp6eG3YsAFuef7iOYFAoPU5DQ0fH5+YmFh+fn53dzds6nV3dVdWVVJzxuno0KJiohACsrCwpCo1VFRU3Ll7dwiBA1VV1cSkxKKiImFhYbglNy+3paVlosrEEd4DwGj4s559tbV1ODk5nj592tXV1d7evnbtGh4enrNnfWnNpt7e3i1bHJmZmYWFheLj44bYLgH8lTAyMpFIJOqijEAiyGRyS0sLgUAgEolv3rwJDAzs6+uDozWHMyASibSaZ1VaWhIeEdY/QGR0ZGpqKmpAzQ/G1MyMgYHR55RPY2MjkUhsbm7e7rR97749nV0fDbivUVFRmTJlSmRU5JMnT/B4fE9Pj5+fX2lpqbWNzRALIgDw9+zWjbw0OwqFWmq7NDkpWV5ebtWqlQcO7m9tbaXtQEdH8Tn19fUNah8rGBkZiQQ84VMYEwKBJJFILa0tRCKRQCA8e/Y0PDyM8u9hbETCMDExzZ+34GX6i7i4y3g8vre3N+hc0Nu379BoFPXJzMLCkkAgeHt7tbW1EYnE2tqaTZs2Hjt2ZIh6yZaWMzg5OT29PGrragkEQnl5uZenp6SE5NSpU3/+JgDGk88JFiZQUlJ6/vz5g0cPo6OjhASFzp71pXUpdXV1bdiwHolCxscluLq6+Pr6RZ8/f/jQYWg8U19ff+5ccEdHJ5ISmoNAopAQGX4YIhOJJElJiTVr1mIwmOLi4oiI8EWLFk2apAb92bx+8/r69Wu2tkvlZCniK6ODQCCQiJQMkUHtXFyc+H7Cq4xXxpONkUjkBOUJc+fM9fU9++b1azIENTbU6+jqFZcU79m7W1hEWENdAxY+6emhJK3AI1CS43p7acVUrOZYZW7KdHNzu3jxEgKBaGpq5OXlpXVaTVSZeOzYsZ07dqprqMnLy5cUl3R1dbl7eGhpfoz6/BoMBnPkyNF169fOmj1TWXlCa2tLQ33Djh075875XAZh0MQAgL8DFAVkUVHRmTNn7OzsRupk5efn37/vwMIFizw8PWbMtNy0cZONzRJYQQCNRvPwcPf343+y1CMejycSPj+AUeHj5W1r63j79q36wNKho6Mzbeq0Q4fdHjy439vb293dpaGhcf36DRcX54jwSDhFCYfD9fb20i4vPT09tEpRy5cvz8x8tWXrlqDgIFwvrrOrk4ebi9albWxssm/vvkOHDt9/cF9KSio/P59MIvv6+snIyHxv/kpKSj7ep1xcnTU01KWlpQs/FLKysfqe9ZOUlKT2GTQxwF9rOSGRyGnTTJ89e+7ktN3Kat6J4ydozabe3l4HB3sSmRzkH8jAwLBq1eqQ0NDY2BhHB0c+Pj5o3NLe3p6QmFBXV49Go4hEYlNTMwqF5OHhQSAQeDxeS0tr+XI7DAZTWlp60v2koqLin285ZWVleXl56enq/YzlZGJskpCQoK6uPqh9xowZCQnxAgIfBVcwGMypU6emTTPNyspiZ2czNzfX0NBISZlX8KGAj5fyV4FAILZu2bps2TJYCQbORTh96gwzM4a6eDFhmE4cP2FiYvI07SkajbKwsAgIDMjPz6dN8Fy1crWKysQ7d+7U1NQYTzY2NTX7oYq9goJCfFz87Tt33ufksLCwTpkyxcDAgHbMrVu3LV267O8okgUAUKFkaCCRbGxsT548uXrt6ratW2fPnjPSbB5FRcWI8IiUlFs+p3ySkpKcnV0mT548kBHCBZGh1raf8jnNnTNXQlxCT29w1SNb26WysnLUfUBeXt7AwKBr16/l5+fz8fJaWloqKSknX0muq6vj5KR8bdFo9L69+3p7e6n1+Hh4eCLCIwQFPytCsbGx+fn5z5o168WLdGZmjLm5xUG3g0gkgvrrhhhYCrS0tB4+fFhfXz9tmukMS8sfrvOLFy9WVFS4c/dubU3NokWLp5tNp81HQSKRBw8exPfjadOQAWPGn6PnBJOeno5AQLJyMgQ8JaSOSmdn55IlNkuX2mKxH3U1+vv7bW2XQBB01vcseTxDJBJ7e3t7erA9PT2lpaWycjKWMyxaWlt6enqwA1JmsBrHvXv3MMxMly5dJP/xREZFcvNw3b07brRqYmJj9u7bi8N9FHHp7u6aOFFlsfWi/gGtFABgzPm79Zzq6uoYGOkVFRUIBEJsbKyBob7NEus3b96MbjQcDufn56ujq73JfmNJaYl/gD80UL+SPB4gkUjnzgWfOHkCjh8gk8lVVVXSMlIOjg7UFsC448/yOQ2Uh5RRVFSsb2jIL8ifMGHCYG8TTYYdHR3dkiW2CYmJly5dtFtuN34rfyGRSEZGRvjfGAzFEYJGo5mZmRk+aYrQgkKh8vPzr127hkAizKebf13Ksb29/c7dOwX5+dzc3BYWlrT+XgKBkJWVhcFghIWFExMThYQEzc0pNZvKy8tra2tVVVWfPXuanp4uLCKyYP4CDg6OBw/vp6amiYmJWc21gkOnqbS2td1OScnPz2dkYjQ0MBzkShl39Pf3nzhxvKKi3G65XW8vLiIyvLqm+vDhwyAgCQAYBUgkEoPBdGO7EQiEtbX11KlTQ0JD1q5dYzZ9utN2p5FuETAwMDg4OM6cNevM6dOrVq2E0zJ+UZzTmINAILq6unfv3l1ZWblo4aLW1pbAwMCenh7rxdYgx3Yc86f5nEgk0rZtWyEIOnPm9Gdvk+0SWxpvE0xfX9+27dtY2VggCEpKSiL/FdTW1srJy86aPbNnQEyWlnv37rGxsy5YOF9WTlZ5gpK4hBgXN2dIaAitPmxGRoaaujoHJ4fKRBUhYUFBIcErV65Qj3Z0dEw3n25uMX3WrJkoFGrPnt1wu6enp5i46GLrxWLiokrKSkwYpjlz5zi7OImKiSirKLOwsugb6FdUVFDHyc3N1dLWFBEVMTEx1tTSYGNn3bBhfdcnUe/x6HPC9eHOnD2jpj5JUlJcRlbawFD/8uXY3z0pwN/M3+1zamlpkZAQ4xfgo8pkw/Lfa9et1dLWPHcueNBiPnwyXmWYmplCELR6zSryOAGLxR4+cniiqoqkpISsnMzUaVNv3LjxuycF+Cn+OMuJTCbHxceh0KiFixYSCAQcDrfcbrm19WLabyB8iS1bNs+ZO9vnlA8lJsbEeFC1lr/Qcrp/j5GJQURU+MKFC1VVVXn5efoG+qqTVKkVQlpbW41NJsvIyqSkpNRU17x+/Xqa6bSJE1WqqqrgDh0dHWbTTRkYGRYtXnj7dgrVGPL09IQgSFdPJy0trbKy0sXVBYIgOXnZlNsp1TXV3j7eKDQyIJBSEQlmy5bNvHy8jx8/6u3tbWpq2rNnDycXx8OHD8av5QTT2Nj47t273Nz3nZ2dv3sugL+cv9ty6mjvUJ6gzM3DVV1dPejQvXt3LSwtLC0t7t69O7rB7z+4T89AN2+e1fjaTK+rq3v79k1+fh6cFAIY1/yJOyxGhkaioiJpaal5ebne3t5EIiE8PIK6SQenDGzbtrWmtiY66jyZTPb1Pfsi/cX1G9fnWc37rROHuru729rakT8KhCRDZDo6NA8P70iVqAgEwtIB4JempqbBQYEtLS08PDwQBKWmpuZk5/j7+VtYUPbghISFjhw+PG/+vEePHy1ftvzTCERxcTFvLx/airmwd93Z2RkWKzKdNi04OGjN6rUWA3t5c+bM8fLyLC0toXbW1tY2MDAwNjaBk3gVFRXIZKitrQ0a5/AO8LtnAQCMe1BoFCsrS3U14etas6amZsbGJpGREQfdDsTExjg7OysrfVdO9ptwsLOzsLC0tbX19PSMoyANgQF+9ywAY8OfaDkJCAioq2skJSatXbtGXkGBVj0cziaFzaaI8Eg42dXJyXmz4+awsDDz6ea0Pf9nsrKygoKDWFlZkMgf2ENkEomLm2vTRns2NrYRXIBMyeOgXWUYGRlh9xv8Mjcvt6+v79btW2/evYUlctva2lpbW/Py8j6PQSZLSUnR5n0MNJJYWJllZGQ/vaQEFoiIiMAvUSgUPT09rWTc0qXLsrOzT5w8UVpa0tzcnJOTQyDgkTTqRwAA4F+GkljHykYgELq+JXhGR0e3bt36GTNm+vn7rVhhZ2U1z8HeYfjKBaxsbBgMpqOjA4fDjSPLCfA38Yf+2s2dMycpMamtvf1ccAg1ehqCICwW6+Do0NXZdT76AjWX287O7vz58zdv3Hz86NGMmTN/y4RTU1Ojz0dt2mSvIK9AyTEdGjKERCIYGT9msQ4fJBJJG4g9SKgD292NH5BEa2/vgA0dJAIxa+ZsObkvpAG+6ehCoVGoLw0+MrX2yJdqIAQCwd39pKeXp6SkpISEhJSUlLCwSGxsLPnLcgQAAOCfBY1Gs7Cy4vGftf6/RlhY+MTxE0tslpx0Pzlr9ixHB8cFCxbQih5/Dw4ODmZm5rb2tp7ej0rfAMD/zB9qOeno6KJQSAKBgMViqZZTb2/v5s2OXV2doaFhtBI4GCYM24Cqvc9pH3MLi/+/GMutlFtJiYm7d++RlpaGfh8cHBwsLMwnjp8wMPhYIQSCoOKiIk4urjG8SklJSUBgwKxZs7y9vPn5Kc7nGzeux8TEDDKwxik1tTWlJaUqKiq/TmOJRCLl5OSQSCRVVVWQXAP4K0GhUGysrAQCobtr8G7dICZOnHjh/IWbt256e3vFxV3esWPn1xpLg2BnY8dgmBsaGnC9n8VsxwXl5eXV1dVqamq/TmMJi8W+fftGVExMXOxnS9MAxk31FSri4uKzZ8+urKi8desm3NLZ2bVm7epeXG9UZDStXxeLxa7fsB7DjNHW0X6a9jT5ypX/eaoXL164devW0WPHfq/ZBEGQgYEBAoFITEqktoSFhU42mZyWljaGV2ltbe3u7lZSUobNpp6enitXrvT29g7nYfHPJyUlZbH1ouyc7F93id7e3n379+7avZNWxBwA+JtAIpGsrKwkIvmbu3Vfd549a/atmylTpk7ZvGXzli2bS0o+R1V+DQMDAwsLS2dnZ29vLzSuiL0cu8TWpqys7Nddory8bNHiRXFxcb/uEoA/1+fEyMhoZTXvytWrt27dWrp0WW9v7yb7DWQSOTj4HAsLRYbgs86TowO2uzs66vzVa1dXrlwZHBxoYW5O2+eXEhwcVFhUePjQYYqs7VgAFwbp6/vGbyqRSOzp6aUtFwBXQ6NGIGlpadvZ2QUFBdfW1mloaJSUlMRdjjM1mzZt2jTq4DgcDoUebC4PGmfgQj3UC8FT6u/vh19KS0vLycr5+/vDcVdPUh9XVlaRyaQLly4oKSnB2v8EAqGnp4cagDWOIBKJcJLmr7sEAoEgDPDrLgEA/HaYB/YBhtitGwQGg9myeevMGbPO+p61tlm8bOmyDRs2UoW5B8HNzU0ikrE9WGhc8T8sL2QypWLVeFx7xxd/qOUEQZC5ubmUlOTde/devnzp63uWnp4+KDSYNuaps7Nzw8YNCAQUGRnFzMy8YP6CwMCA+/ce3LlzZ8GCBb96ev39/T6nfPpwuOPHTsAFlcYEJiYmK6t5QkKCX+85CgoKLrW1lZSUoraoqKhYW1tT95Xo6OiOHT0uLi6REB9fUJDPwMCwadNGJydnuEA3XGbcfLo5AyP9oDIIysoTbGyWUD15wsLC1tY2UlIfL8TCwrJg/gLNTwXa+Pj4/AMCPD08EpMSGRgYTKdNO3P6bECA/9ust01NTbDlJC0tbWNtIyQk9PM3pKmpqbyiHIVESUtL00aDtra2kslkLk4uBKXYHwU8ntDW1orBYGjt5ubm5vKKcogMSctIc3J8EYKK7cb29eG4uLlra2vb29vl5OTQaDRigK+nUVtbW11dzcBALycn/83VvLikuKmxiZ6eXkpaatCFYCoqKurr67i5eYSFhZFI5EgrUQAA4ws4ggLbPTLjRlpa+szpM+npLzy9vK5cvbJ9m9PsObORiMEPe7CWZlNT809Osr6+vrKqkp6OXlZWlrqDRiKRWltbkSgkJwcn9Xva39/f1tbGyspKm4RUV1dXXV2NQqNkZWSpyyxsvrS1tdHT07OwsOQX5DNjmMXExOCnpm9+8SsrK+rq6zEYjJys3Ne/JmQyuaioqLm5mQnDJCsj+7VfgEAgFBQU9PRgpaSkh1jEAGPJH6jnRGXd+rWU3/UJSuvWr+umEVr8JI9ps8R2Ca3OU+zlWCQSaWhkQC2j8YvA4XAHDhxwdz/Z19dH/vPo7emtqakZpIA15jQ2NtLqHo25SAmJRLpw4YKGprqQsJCIqLC+gf7NWzepR48dO6pvoPf+/XtqS3Jykra2Fq2sVEhoiJq6mqCQgIAgn4Ghwd17X+jH+Pn7LVy4IDo6WlFZwWy6WWsbxRQLPhfMw8v9+Mljajc8Hu/j4z1hgjI8DUtLi+fPn9OO09zc7OS0XVZOVlhESERUREdXJyEhgbYDHo8/efKErJwsvwCfnLysm9tBs+mmpmbTRi0GCPgL+Lv1nGCxGAiCHDc7jq7GSH9//8VLFw0M9ZfYLnn37u2go3v27qG4/M8Fj3p6eDze19d3oupEIWFBEVERU9NpT1KfwIcIBIKTk9N0c7PS0lJq/7CwUH0D/czMTOr0Tp0+pTxBWVBIQFBIYJrp1PT0F9TO3d3dK1aucHM7eOiQm6CggJubG9x+7PgxAUH+7OzsQSKZ8vLyQsJComKiVvOssnOyv1T4q1mzdo2MrLSQsKCYuKix8eQ7d27TdqioqLBbsVxIWEhAkN/AUP/UqVMCgvwn3U+O+s4AhsMfbTk9evQIgYAkpSSwPV/8xrS2ti5YMH/lyhWDLKSqqip+AT4UGnXhAkXn6RfR3Nyyffu2cz/xpQUMh0uXLjGzYBYuXJCScisxKdFkiomAIP+Dhw/hozGxMZScAB9v+CWBQFi4cIG4uBhV3jMiMoKZlXnOnNkxMTHnL5zX1dMRlxCntbR279mNYWaSV5BbuGhhaFgoXFR8kOVEJBK9vb0xzExr1665f//epUsXVSepSstI5ebmUsdxczvIyMTg4emRnZ19587tycZGEpISuXkfO5BIJD9/P0YmBpslNknJSefOBWtqajAyMVpaWgDL6V/mr7ecwsPDIAji5OJYusyWanCMlPb29iNHj2hoqu/avauyspLafvrMaQiCjh49Murpwd/KlStX3rt/LzY2RkNTXVJK4u0nE83XzxeCoPPnP/6OYLFYExNjdQ21xsZG+Evt6eXJhGG0XWobnxAfGhY6YcIElYkqVEuro6NDV0+Hh4d70iTVTZs2Pfy0ag2ynPB4/O7du5hZMM7OTg8fPggPD5OVk1FTVysrK4M7EIlEBwd7Dk42/wD/nPc5165dm6SmOkFFuaamBu7Q3d29cOECdg62Q4fcrt+4vm/fXnEJMTp6tIenx6jvDGDcW05tbW2TJqmysbM+f/H8C7Np4YKVq1YM8kJhsdjVq1epqU1iwjAZTTZs72gn/wJq62odHOwvXLzwKwYHUOns7DQw0NfS1mppaYFbysrKpKQlra0Xw36+6upq5QnKM2ZawhZPUVGhiKjw1m1b4Fo0TU1Nuro6083N+vs/OgU/fPggLi524MB+6iX2H9gPQZCXlyftbR9kOZWVlckryFnNm0t1Lr548ZyHl9vZ2Rl+SSQSN2/ZvN3JiTrCpUsXObk4bn96LmxqatLW1Z5sMpnqn7t58waGGWNuMR1YTv8yf73lBD/bLF686PSZ0xoaaq6uLnV1daMbKi8vb9XqVXr6uudCzsFPy5cuXYQgaOu2raMbsKamZoKKsuWMz08vr1+/FhQSdHB0gOOQCosKhYSF7FbYwUdfvHjBz8935OjHGsNVVVWycjK2tkuoA7569YqLm9Pf3x9+2dnZqW+gx8/Pl/Y0jfa6gyyn3NxcPgHetevWUjukpKQwYRg9PNzhl1gsduXKlUdoDMRTp0/x8fNQLdHU1FQmDJPboY8+LTKZ7LrDFYIgYDn9av7Q3DoYDg6O+fMXdHZ0XR0ovgaHraxYacfDzR1yLpQ2sbOrq3PNmtV4Av7u3Xs6OtppqU9v3Lg+5vMpKSnZt2/vrFmzltp+VPEG/CKKi4sKPhTMnDmDGnovISExZcqUlxkvYVViISEhc3Pzd+/effjwAYKge/fv9/X1zZkzF97gLy4uLiz8ICMjk5n5+ukAlVWVPLw8GRkZ1FB3MpnEw8s9Z87cIaaRm/u+srJi7lwraubgRNVJmpqaz54/be9oh9OCzp45u2/v3szXmXfu3I4+Hx0eEUGrGlpTU1NeVqavp08Ng9DQ0JSVlSEQQAgn4G+GGcMMISAmDNPWLVsvX47v7OqaM2dWQIB/1490Cr5GUVExPCz86JGjiYkJc63mpKal8vJS4pwaGxtHN7ecnJyampqZM2dRg5ZUVVU1NTTS01/AtRAkJSRNTU2fpqVVV1dDEHT33l0kCjl79hy4c25eblVVlZS01PPnz+HlpbmlmZOT80X6c7gDmQwRCUQtbW1tLe0hppGZmdnR3mE114raoqenp6ys/CQ1FX6JwWAiIiLWr1uf8SojJeVWWHhYbGwsiUSmSgbmvM8hk4lwOQcYc3NzOno0ZQaAfzNCHMbCwtzbx+tWSsqu3XtIROKatauFBIVOnTpNKwjZ09Njb28PISB/vwBWVtatW7Y9fvTkzNkz8+bOxzCPmaR4VlbW2bNnV65cZWRkNFZjAr5HS2sbgUDg4+OnbRQSEuru7oaz0hAIxMwZMyMiwtPT05WUlO7euaOooKj1KYy9tbUV19cXGxt77do1aiZLD7aHm5unp7cHNoNgqXTaP6SvGYhDh/hppsFAT8/Ly1dZWYntxnKwU2LzU27fOn78eFlZGR6P5+fnx2AwlDE/LVw4HI5AIMDRsjBMTExcnFxgaQP83TAxMdHRo7u6ukgkkrS0dFBg0KNHj3xOeV+5emXr1m0zZ4xYsnjq1Gm6unqXYi7t2rWThZkSJd3cPMoI8dbWVhKJxD8QZg6DQqH4+fnzC/JhrRA0Gm1paXn9+rWMjAxeXt67d+/o6OhQ6zc0NzX14/uDg4MjIyOpywu2G4vHUxNmKcYNExOlxsMQ02hqbqKjp+Ph4aa20NPT8/HxdQw8lcHEx8d5eHrW1tYSiQQhQSEkEklHR0ddXrBYLB0dPTPmc84KJwcnExMTCVhOv5g/2ucEZ9praWnmZOckJyetWr1SXEw8ICCQNrmpq4ui80SGoPCwCPix3szMbLq5WearzIsxF8ZqGk+fPj11ymfz5s3AbPp/YGdjQ6FQra2ttI2NDY0YDIaadaijo6Mgr/Dw4YOsrHeZrzOtrKyofh0GBgYEArFt67a3b96+ysh8lZGZ+ep1VnZOZEQkG+vnijcD69pQSxvbQDZfS0sLtWUgxaaVheVjik1FRcXWrVv7+/sjI6I+FBRmvnq9dctWWgV2toFKEbRF/SjxDUQgSQD4y2HGYBgZGLFYbN8n3bIpU6YkJ1+1tbU9efLE8uXLsrLejXRMDAazds3a5OQrk9QmIRBQY2PD6ObGwcGBQCBov9ckEqm5uZmFhYWR8WNqm4mxibCwyIMH99PT0/Pz8xctWkR9ymJgZEQikIcPHX7z+vPykp2dc+b0mRFNg4uTC9+Pb2//bCf19/e3trZS17GsrCwnZyc2NtbYmJiiwuKXLzOW2w1sIH5aXnh5eQeVuCEQCUQSEWTW/euWEwRBixZZQxC0e/cuWVk5T08vWtnlAW/TJgiCAgMCqOYUMzPzxg2b6NB0vn5+o34ooeVWyq2o6Kj9+/dPmjTp50cDDAcZGRlxcfH79+9hsR+zmhsbG1PTUlUnqlKTcpmZmWfPnv0q81X0+WgkEmlpOYN6uoSEBB8vX1FxEQ8Pr+AADAwMBw7si46OGpFst6KCogC/wO3bt6kbcEVFRa9fv1ZXV4clEkpKSmpra1evXmNqasrBwUFPT19UVITH4+npPu7uCQkJycrKpr9Mp5Y+LS0tLSoqQv7vSvcAwP8JhpmZkZGxG4vF9fVRG9Eo1MoVq+LjEqSlZdasXbNv/76mpqaRjszPx797124OTvb29nYaN88IUFRU5OXlffDgQT8eD7cUFhW+eftWTU2dk/NjeICAgMDUqVOfv3geHhEuLCRsZPh5qwGWBiguLubl/bi8kMnk7U7brl67OqJpTJqkysTEdPvOHWpLzvuc9+/fa2vrwC9z83LbOzrs7R2MjCazsrLS0dEVFxcRCARq8MCECRPo6elptY5fvXqF7e5BjGSVA4yCcXB/LS0seXi5SSTSZsfNtFoXn7xN5DCKt+mzIwGPxz9/8Yydgz0nKyck5NxPXj02Nub69WuHDx2SlpaB/jDgJI72dkosPPR3wcnJ6eDgmJ6evmOH64sXL9LSUh0c7BsaGjZtsqf9GzA3t8D344OCgqZOmSorK0trOS1dtiw5Oenw4cOvMjNfvHixdevW2NhYRUUlah84R2bQdQc1ysjIrFmzJvlK8sGDB16+fPng4YOt27YgEMj169bDFhg/Pz8zM/ONGzfevn3z5s2bk+4nw8LD8Xh8Xn4+bPOxs7OvXr3mzdu3e/fuycjIuHvv7o4drq3NrSjUOPjqAQCjho2NjZmZpb2t/evqcgIClET9C+cv1tTUzJ4zKzw8rKdnZBXoyGSIl5evt7e3pWU0z8YSEhJr16y7dv3agQP7X2a8fPjw4ZbNm/EE/Ib1G2i37+fPm19RURETc8ncwkJYWITW8LK2tg4NCz1z5szr16/T0tI2bdr44MEDeXl5ah84VWXo5WXCBJXly+3CwkK9vLwyXmXcvHVz29atIsIi1DhaYSFhOjT6ypUrWVnvXmVkHDx4IDY2lkAg5Obm9uIo+ukqE1QWzF/g5+8XHh6e+TozLCzs9OlTaBQKBAP8cv7k3DoYPB6/YqUdEok4F3KO2ojFYpctW2ZjY91BIykE4+rqMmOmZWJiAjMzRlxCrKSkZNSXDj4X7OTs1NzcTP4j6e3t3bJly9p1a361ftVvobe399TpU4LCgnz8vDy83JJSEhcunCcQCLR9sFistY01JxdHYlLioNPb2tq2btvKzsEmJCzIy8cjLCIUHBxEe/qhw4dk5WTKyz8mAMOER4SLS4jRZsR0dnbu2bObm4dLQFCAnZNdddJEWlkpAoHg4enBxc0pKiYiJi46ZYpJZGSEysQJYuKiVH0XXB/u+InjvHw8AoL8nFwci60XzZ4za87c2SC37l/mr8+ta25uVp6gJCIqUlxcPES3u/fumk03tZxh8eDB/eEP3t3dPWWqCQsr86vMjNFNr7u7+6DbQV4+Hn5Bfi4uTiUlxSsDeUi0tLW1mZpN4xfge/Lko9QTlfqG+jVrVrOwMouICnNxc0pJS16OuwxbS/CiYTLFeLndskErs6eXp7SMFK02SnNzs+NmRw5OdiFhQTZ2Vl093afPnlKPUio17dvLzsEmLiEmKioya/bMkJAQGVlpJSVFqjBKTU2Ntc1iNnZWIWFBAUH+rdu2KiopeH+SawH8IsaB5UQmk+MT4uno0DNnzejppcgtdnZ22iyxXrrUdtBvT39//3anbebm0+H0V3sHewiC7O03wYmmI6K/v8/L23Pfvr1/8s8bFos1MzPV1dMZcxXKP4fGxsZHjx49ffq0ra3tmx36+vq6u7upa9YgysrLUlJS7t+/BwuxfH3iIJm+/v5+OAh9UOfq6ur79++nv0z/5t9DRUXF7du3X758CS+UdfV177LewXIJtCPcuXOHktyHx/f39//FHxlgOPz1lhMej9fR0WZhZc7Kzhq6Z19fX2hoiLaO9qrVq2iV0oaASCSuWbMagUTEJ8T/zCRra2sp3+v0F11dXd/sgMPhvvcTQCKRioqKbt68+ejRI7ikAe2hnp6eQSvA99YcWP3k3r17r1+//uYzcHFxcUpKyps3b/r7+8lkcmVlZU5ODq0IM5FIfP/+fUpKCmyk9vT0/JkSzX8T48NyamtvU1RSwGCY3r1719/fv2z5gLep4xveJlPTadXV1fDLwsJCYRFhFhYWWknooWloaEhPT+/p6TnodtDdw72v7zf4cogDDGrEDzCoEYvFzphhaTTZ8Fs/w6T+/v4h1HsJBEJfX9/3DA64A/xF/R7fnBIAABgOf73lRCaTp02bikAgXr5MH07nqqqqvXv3qKlPOnT40Pcek2g5dPgQBEHAuQL4LYyPYAsOdo7Fi617enr9A/zWrV9LJpHCwsLZ2D5neuPxeCfn7dnZ2dHR54WFheFGWVnZnTt2dHd3H3JzG84+emdnp73DphkzLNeuXSMhLrHDdQc9/ZgVpBualpaWY8eOPXz4MDk5aa7VnGtXP0caZmdnb3fabjzF2Gy66dFjR3+YToLH45OTk2yWLDGabDhv3ry4uDj8pyhImKbmJh8fb0tLC1093fnz50VFRXV/WVuqqrpqoEKImdFkow0b179992bQJfLz83ft3jXNdJrJFJMDB/ZXV1EkTwAAAIAWXl4eMpk8TAEnERGRo0ePRUVGFxUVWs6wOH/hfB9NaPnXiIlSKsFVlJeDew74/xkflhMEQdaLrdk52MLDIvr6+gMCgmjLLkIQtGfvnpzsnLCwcEFBQWojgUAoKi5C06FSU9MuXqRozg4BkUg8euzI1avXWlvb7t69S613+//Q3t4eFBy4/8B+x82OpSWlKPTHxKtnz57NnTsnPj5OQU6el5fvxInjjpsdOzo6vjcOkUg6feb0suVLS0tLNdQ1WltbV69ZSRsm39fX5+riQgnxkZWzXbIEQkAbNqz39aNUmIJpbm7euHFjaFjIhAkTDA30Hz58uGTJkpycHGqHrKysRYsXhoWFiomJSUpInPU9u2rNqlEkyAAAgL8bngG9yubmESwOKioq56PP792zNyoqarH14tRPmpBfIyAgQEdPV1NbQyB88WQIAPwfjIvdOjgAZekyWwiC/Pz8BrVv306JbaqtraVt7+npWbN29RJbm0uXLjIyMsjISFOLAX0Tb28vBBKBQiORKIoWxib7jUPvVY0tJSUlEpLifPy8ycnJOBwO3mWjhDFNN1VUUvhQUAB3u3jxIhc3Z1R01Pd26zJevuTi5tqwYQO8N4/D4VatXikhKV5a+vG95+a+l5WV8fL2gl/29PRYWJjr6etS9/Lv3r3LzIKhBly/y3qnpa1Jjc3v7e21tlksISn+5s1ruOXGzRvsHGxnz579v24VAPA38C/s1h0e2FALCPhYk2RE9Pb2nvU9q62jvXHThoJPCyAt2dnZ/Px8Oro6LX9qBg/gL2bc+Jzo6OgWzl9IT0+XlJxIlcaBIGjv3j3ZOdlfe5u2O21rbGzy9/VfssR20eJFxcUlZwdqd3+Ty5dj9x84QPHZEEgoFMrZ2Wnv3n0Uqdb/ESKRaGFhYWVlxcDAAGe85+fnZ2Vl2doulZaRgYOKzMzMREVFU1NTicRv1+549OQxgYhfvXo1PT09Ho9HoVCLFy1ubW3JynoLdxAREY2Pj1+9ajUej+/pwRYWFsKSV9QBEUgEgUBITEzIfJ3Z29urMkHl2tXr8+fPh49WVFQ8e/ZsntW8iRNV4Snp6+mpTVK7/+A+LO0NAAAAMDw8PBAEJScnV1VVjfSeMDIybnbcHHc5DoPBLFu+1N3dfZCvXVBQkJOTs6ampv37PngA4B+tvkLLdHNzNXW1hw8ePXv2zNzcHI/H79y5Izcv73z0eUFBIWq33t7ezVscW1tao6OiOTgo9TH27d1/9+69iPCIeVbzvhYBf/jwgePmzZRAKDKkPEHJ7aDbwoWLoN+BkNDnd0ExUyorsFjsuZBz8fFxn6RBEHm5eVxcXDgcjrZsH5Xi4qIebO+q1StRKPSAOjYCh+vt7OguLi6GO7CxsXVjsS4uLq8yXzU3NzEwMLS1tU+cqEIdQUdbZ9u2bWFh4TExMeLi4saTjW1slkybNg0+WldX19HREZ8Q/+DhA3hKZDJUXFSkqKjY1dXFycn5S+8PAAAYR/Dx8SMQUFFx0aLFCxcvsl61atVIlwhxcXFvL5/Xr197eLjPmj1rs+PmefPmwc+0PDw83DzcxSUlHZ3AcgL834wnywmDwaxeveZlekbwuSAzM7O9e/dm52RHRUbTmk2fvE2NkRFRsNkEQZCcnNyWLVv27tl75OiRhPgENrbPspn5+fnbt29vbmpGohDz588/cfykjMzvUrxEDBJOIxGJCATCbJqpsYkJ7NFBIhD09AwCAgJUDdlBEIlEVlaWlStX8vHyE0kUNxIahaajo5uoOhHu8OTJ4yW2SwT4BVeuXCkrK8vDw3P8+DHaKgSsrKwnT7jbWNu8e/cuNS3t7t27l+PiThw/sXXrVgQCQSKTiESikaGRhaUltX4cPR09Dy8PbUkcAAAA4KFEiENaWlrOTi6eXh7Xr19zcHScP2/+iHT8B4pka1y6FHP9+vVTp30ux8Xu2LFTZ0BlW1xM/NnT5w31o6zBAgD8E5bTgKjrPB8f7ydPUhctXtSHw33f23SeajZBENSN7c7Pz+fi4rx39965kHMuzi5we0ND/Ub7DdnZOYJCArt37XFwcBjpV/qXIiIqysDIKC0tbbfcjtp4KeYSmUz+3k6ilJQ0noCfbmauqqoKtzTU1ycmJVHNmisDkWfR0dETJkyAo9yIA9pFCMTHSke3bt0qKMjfsmXrpElqK1euqq+vt7S0uHb92vr16zEYjAC/ADs7u4CgIO2UkpKS8P14RkbGX3kzxhkkEqm9vZ2ejp6F9WOtGADgXwMuld1Q36CjoxN3OT4hId7f3z8mJsbVxUVXV29EQ6FQKCsrK1Mz09CQUAcHewN9g+3bnRSVKCUBiks+OtT/HYhEYkdHBwMDwzd3HgD/A3+QoTAcuLl5ly1b3trSmpf33tfX75veptDQMFqzqa+vb/NmRzKZFBERgWFmOnXK5/17SqZYX1+fo6Nj6uM0fQP95KQrmzdv/qPMJlhZX1NdIzQsNPN1JqyuFBDgv3r1qrz8vO+dYmZqxkDP4Onl0dLaQiQSm5qaNm/ZfNDtAFWUAYVA4nC41tYWEomE68MFBQelpqYhkUhqlNKHDwXOzi4JCfF4PJ5IJGKx2J7eHhERYdjLJSkpaWxsfPlybGrqEwKBgMfjL1y4YGu75O27j3FUfz5kMrm9vZ22RubPQyQSW1tbe3sp9RBgOjo6ltst8zntM4ZXAQDGF+zs7HT0dI1NjZRfGiRy8WLrhPgEXR0dx82O27dvr64esZoJCzPLtm3bYmMuQxC0xHbJixcvBmpHlkJ/DCQSqa2tjTYS9+fB4/Gtra24T4WTIQiqrKy0tl4cFh46hlcBjIzxkltHpaSkRERUWECA/0Nh4ReZdOvWWM2zGiShhsViV6ywW2y9CNtNyR3buWsHBEFW8+a2t7etW7+Onp5+1+5dHR0d5N9NUVERNw/3dqftg9ozMzMnqamysrEYTTZUnTSRnoF+46aN3d3d8FEsFjt16hRNLQ1qbh2JRAoKCuTi5hIVE5kydYqwiDAfP+/589HUAV+8eCElLcnHzztjpqXKxAnGxpNnzZpJz0C3adNGOL2uurp6xkxLRiZ6DU11kynGXNycqpMmZrz6XOIgPz/fwFCfCcOop6+nqanByMRgs8S6pbWFPE7AYrEmJsa2trZjKONZUJAvJS3p4eFBbWltbbWaN/fY8WNjdQnAX8a/kFvX1NwkIMgvKCQwSKq3vLzcwdFeU0vj9JnTg9S3h8+LFy9mz5kFQdCs2TPJfwwN9fWaWhqbtzgOITI8Up4+fSopJREWFkZtKS8vnzHT0n9USYuAMWGc7dYNbEhJzZ0z198/4OLF84fcDn/yNm1vbGiIoIlt+ti+fVt7R0dkRCSGmaL/5OLseufOnRvXb8xfML+2tjYm5tL8+QugPwBBQcHoqGhRMdFB7RoaGleSr6ak3MrNzWViYjp4wG369OlUDy0DA8Phw4fxNKWzEQjEhg0bVVUn3b9/r66uborJFHMLc20tbeqAurq6CfGJKSkpDQ0Ns2bNnjN7DhqNjr0cy8vDC+8ACgsLR0ZE3bt3982bN319/QvmL7S0tJSWlqaOoKCgcDk27vbtlOycHBQS5eLiamlhwcbO/utuDolECa4aOtWRQCCgUCjqnuMQZyEQiJ6eHlwfjrYzFTwBj0QgUSjUEBeibHLTlAWFwWKxeBpdGQ4OjgvnL37dDXZQkUikod8OLEvxzdMBgPECHZqOm4envq6upaVFRORzxVxxcXE/X/8XL164e5y8evXKli1b5syeO1KXv66urq+v3+3bt0tLf8rnRFkoSCS6Ib9rBAJh0JdxiG8xXPzk28sLHo9EDrW8fLMD/LxHm7wsKioadzn+m1enTIxMHvrt4AkEFJLCEH0AP4A83nxOZDI5KyuLmYVZQlK8qampD9e3dsDbNOjZpbe3d936dfO+8kLdvHWTkvLKxHD//ggKTAL+Z/r7+8+cORMfH3/9+vU5c2fr6enaO2zKzsmm7ZOWlnbixImcnJx9+/daWy+ur6cUK4RXmYiI8NlzZunoai9btuz+/fvU57+GxoY9e/cICArIyErv3LWTVuLr1asMe3t7PQO9qdOmenh6tLQMFonJz8/fvWfXZGMjQyODAwcO1NTUwO05OTmrVq1gYWXW09fz8vbqHChB3d3d7e5+MjHxizrELS0tZ8+eMZtOKTW4YeOG9PQvqlLU1tYePnz4yZMnUdGR06ZNNTQydHNzq6qqGtP7CvhT+Bd8TrB/l5WN5d27d9/sQCAQYmNjDY0MFi1eSOvYHiYtLS1S0pL8AnxfV6Ucmo6ODi8vr2vXrsXHx5tbmOsb6Lu4uBTSbGKQyeTbt1M8PN1zc3O3bN2yZs1q6u9LW1ubf4C/ufl0XT3dtWvXPHv2jHpKVVXl5s2OPLzcEyZOOHBgf0NDA/XQ48eP165bq6unM93cLCAgAF4lqBBJxHv37trZ2enq6VpYWkRGRlBr3mVkZCxYuICVjWXK1Cl+fn6wymBjY+OxY0dTbqfQDlJXV3fi5IlpplP19PW2bd+ak5NDe/Tp06dHjx559+7t3r179PT1LGdaRkZF/slVWf9wxqXVqaSkOGfunIqKyqioyF17djY0NISGhNHmu1Jq2O1wqa2tCQkJpfVCQRD0/NlzVlYWXG/fpUsX+/H9v2P6gB/T399/8eIFF1dn1x2uzBhmeQWFuLi4JUtsaNXMX7957eXttcl+U2BgIA6HQyAof8y43t79B/bZO9gjEUgTY5PCosLF1gsvXLwAn4Lvx9fUVPf14bq7sZWVldTIpLv37s61mnvz1g1lJWV2drYDB/a7urpisZ+L0uTk5CxctDAyMlJWVo6fX+Ck+4ktWzbDwVI9PT3VNTVwqFMN5R+UR0MsFusf4A+b6TAdHR0ODva79+zm4+MzNDBMTU2dN9/q3v171A4NDQ2+fr72DptOnjwpLiHJz89/9NiR7U7baKcBAIwj0HR0XFxcfX19ra2t3+yAQqGsra2Tk65oaWlt3LjB2cWppqZm+OMzMjBKiEtgsdiKipHVYOnu7oqMjNiydbOb20F+fn5JSYngkKDldsvKaWq5PH32zMPDY/2G9ecvnCeRSLAPqaura9v2rTt2uHJwchoaGqa/TF+wcP7Nmx+/5n19/VXVVf39/V2dnVVVVdSyV5fjLs+bZ/X0aZqq6iQ0mm7b9q1uh9xoNfmioqIWWS/Ky8tVV1dvb29bv3F9aOjHGKbOzo662loikdjc1FRbR1F7hqt1nTl75tGjR9QR6urqVq9edeLEcTExMV0dnatXr86bb5XxKoPa4c2bN8eOH1uxcsWDBw/U1dRbmpvXrVsbGRk5ovsG+Mx49DmRyeQ7d+8wszAzMjHaLLEZ5FXq6+tzcLSfNXtmc3MTbXt/f/+2bVtnzZr57NkzWMEoLCz0F00P8JN0d3cbGRnS0dPFxMbALc+ePePh5V6/fh1hIBmQTCYHBAQgkIjp5tNLS0upgu/Xrl5jZKI/dPgQvOHV3t4+a9YMCSmJ0rJSuENXV5eOjva8+fOoZcnb29t09XQ0NNUrKsrhluDgIE4ujuTkJPhlL653ia2NiKhwRgblsZhEIrl7uEMQdP3GdbhDbu57AUH+I0ePUJ1bjY2NsnIyGzZuoL4jf39/DDPTuZBg+GVFRYWGprq+gX5T08e/0qysLD5+PhlZ6Tdv3sBXcXR0YGNnfZf17ed1wLjmX/A5kUikTZs2QggoZiAjeGhKS0sdHOw1NSnBT+3t7cMZn0gkrlmzGolExCfEj2hitbW1qpMmsrGzUt02V69dZedg27N3D+lTlfTDhw8hEAibJTY1NTXUmMjwiDA6erSvny91HH0DPXUNtboBm4ZMJtfUVCtPUFq3fi3h0ymVlRXKE5TNzEzr6+vhe3L02FFePt7U1FS4Q1FRoZi46KzZM+Efsvb29unTzaSkperqYCc66fHjx/wCfIGBgdTlpaCgQFRMZM/ePdT74HbIjZWNJSnp45KVl5cnLS01c9YMqu8qMDAQgiAbG2s4rreurlZFZcK0aVO7urpGdOsA49jnBEGQibGJgYE+rhc3ZcqUQV6lPXt2FxUVh4aEcXPzfNm+633u++Dgc/r6+m5ubmg06vDhw/nfz1MD/F4IBKKa2iRLC0v4pb6+voGBwfMXz6l5KyQSiZWVxcHBQVJSkrrlfzPlJicX9/Jly+FdfHZ29tWr19bX1T1//hzuALcjEAhqMEFWVvaHDx9W2K0QFhaBhdFnzJjJzc2d9jQN7lBRUfH02TNLyxlaWlrwuStWrAgI8BcVFaUdE4lEfjO4YUAvoycl5ZaCouI8q49q7GJiYsuWLcvPz83Ny4VbyBTlUpKFuaWamhp8lUmTJlHUDdraf80NBgB+LQgEghLeRIaqh+FJkpSU9PPz9/E59ejRw3nzrZKvJH+S//0uSCRSQkKCRCKXl5WNcGqUjUJDQ0PjycbwazNTUxUVlefPn3XRLC/sHGxbNm8REhKCg5wIBML169fl5eUXfIqOFRQUXLliVX5e/rt3WXALCklZVRAISrAk3PIyI6OutnblypU8PDx4PJ5AIMyZPYeJiTEt7WNJvvSXLykeo1Vr4B8ydnb248ePu7q6fpKSQfxweens7LydkqKpqTVz5ky4RVFR0dra+tWrVwUFBR/fMJmEpkMtW7YMljMUEBCUlZNr72inTdkDDJ/xajnR09M7bXdCo9GBgYGdnZ1wI4FAcHZ2zs3NjY6K4uenSInA4PH47du3vX+fez76PKzTbWU1b8uWLZWVVa47XGmTyQF/DiQySVJCklawRFhIuL29nRopSSKTMBgMLw8vtQMejy8uLhYXFePl/dwoKSnJwsJaXFQEv6Qux9R/lJWX9fT0nDp1Sl1DTUNTXUNT3XKGRXFxSXFxMexvr6uta29rk5OTo47Jz8e/aZO96sSPolmf5NS/u9B3dHZVVVdJSkhwcXFRGxUVlQgEyh4ftQWBQAoKClBf0tPTI5HIH/5+AAB/LELCwhAEDb/6ipGRUWJC0tq1686cPm2zxPpVxquh+0tLyyAQ0IcPH0b6NUEgEBLiElShOwYGRj4+/rbWtp5PPwdkMpmFhYWbm5t6ChZL2eKXlJTi5Pz8rC6vIA8hIOp24dfLS0V5eTe2+6DbQTV1eHnRsLZZXFlRVVpWSiKRIAgqKizEYDDUx7CBxCDNjRs2sn9Ku/nh8tLe3l5dU6MgL0+rkCwvr9Df319VVflpEIiJiYmHZmGk/3/Li/1ljOPkHWNjEzMz0zt37sbGxq5fvx6CoP0HDrzLehsddZ6fX2CQF+p97vuoyGgBgY+17RAIhJOTc+zl2Js3bgUFBW7f7vSb3gRgCCjJZbSPWf39/fT09IMevGgXFCQSSUeHxhPwtI0UqU8SEU333T91IpGIQqEsZ8zQ0dH5pNWOpKenFxYRhv1SZDLFST6oJPsP02RoQQ64uAh4AolEoqa04Ad2GD9nuFCmjPjeYyUAMB7h4+VDoVANDfW0f/lDg0KhbJfYmpmahYaG2DtsNDaZ4rTdaVBlKioSEhKsbKwlpSXd3d2srKwjmhttuhyZDBEIeAZGhkFZabQrCcWTNCB9R9sIvxwiDZaS4YtGL5i/QElJiTAQ24RCoujo6KRlpOEvO+kTtBfF4/F0dHTDXA3ghWhQ2C6BgEcgELQTA2vLGDJefU4fS0Ju3kJHRxcYFNDY1Lj/wP5Xr15GRUYLDzzlfOltek/1NsH09vYeO35MWkqag4Pj+PHj6enpv+lNAL4LEoksK6N4g+CXvb2973NzZaRlMBiKwMQ3QaFQE1UmlpaW0kZ6ZmVnd2OxKhM+1+ajLoLwv8XFxdF0aCUlRbvldqtXrV69avWKFSvw+P6BvF1KHwEBQXZ29g8fCqmnv3qVYTbd7M6d24PG/N7EODg4ZGVlP3z4UFtX+3mQzEwmJibBT9Y8APD3wc/Px8HBVl1dTfXlDBNeXt7du/fExSV0d3dZWc319/cbVPEXRlpaWkBAoKioCK5cPnwoqkgV5X19ffDL5uam0tJSGRnZIcwvFhYWRUWl/Ly8urp6auOrV6/o6Ojk5OS/t7yIiYmj0Wh1DQ07uxXw8rJo0SJcHw6F/KiiIiUt3dPTQ7tk+Qf4z5s/r6Hhi6oyQ9idXFxcsrIyWVlZ1O0XCIIyMzOZmZmlpX9XMbG/nHFsOUEQNG3atClTp7x7m7VihV1GRkZoSBitagjV2xQWFkb1NsHm1LbtW2traxMSEp2dnZqbW3bt3tnW1vY73gHgu6DR6FevXoVHhPf19eHx+PPnz+fkZFtZWQ1d5mXuXCsEAuHh4d7S0kIgEPLz80+fPa2qqqqvb0C7AHV1dcKCohTfuLrGBGWVgMCAvLw8AoHQ29vr6UnJqaHqxAwop5vcvHnj/v17BAKhrb3Ny9s7JztbVFQM7oBAIEkkUmdHBxyo/vWs6OnpFy+2rqquOnv2LEX5CY9PTU0NDw8zNDSCy+AAAH8lvLx8PDy8WVnZHh4naX/Xh4mkpGRQYLC3t0/K7dsLFi64fp2Sk/Hl+LxCgkJ1tXXNzU0jGRhBR0d3/96DmJhLeDy+v68vLCy0oqJi7ty53ysJCi8dNtY2DY0Np8+c7urqwuPxr15lBAcHGRkaUatdIZAIShpKZxec8A9BkIGBgaiY2NmzZ0rLSolEYnd3t5vbwc2bHRsbG6kblKIiIoFBATU1NQQCISsry8fHm0QksrB8LNyEQCCIRGJ7exv+O8ngLCwsixYuysvLCwgIwOFweDz+1q2bMbExlhaWUlJSI7ktgGFDHp+5dVTu3btLR4fm4GR/+5aSkUSlv79/+/ZtFhbTqVkPMD09PavXrJ4/fx6cyNDd3W1mZkoRyXRxHkPVV8BP0t3dbWhoICIqLCIqPEFFWUNTg5GRYc3a1R0dn5NuvH28WdlYqCkqMCQS6VzIOV4+HlExEX0DPQ5O9gkqymlpadQORCJx7bq1EASpTpoIZ7HB0lCKSoocnOyTjScrT1BmZGJwcXWhpqXAySwGhvrMLBg9fV0paSk2djZf37PUoy0tLTq6lBKkc+bMhnPlGhoahEWEVq5aSe1DIBDc3NzY2Nlk5WR0dLVZWJn1DfTy8vOoHd68ecPCyuLmdpDaEh4ehkIjgfDYX8m/kFtHJpNxOJyWtiYjE+OUqSbGJpMvXrrY19c3inEIePyFixcMDPVtlli/fv2a9pCjowMEQbSVEn5IbW2tmvokUTFRYREhNfVJk9RUmTCMTk5OtHPbvXsXJzdHXt7nbyj8LXZ3P8nByS4tI6Wrp8PCyqyto5WVlUXt0NPbO38BJQtEV0+ntPRjPu+NmzdExUR4+XimTDWRl5djYWE+cvQw7c9NXFycsIiQgKCAoZEBBye7opICrdhbWVmZsrISEoWwXboEXpTy8vK4eThdXF2ofbBY7HanbUzMTErKSppaGhhmJgtLi/Lyj8nCZDL59OnTKDTy2YvP6lNWVnOVlBVHKoUFgKEYyNBYQyKRVq9ZdeHCheSk5Nmz50C/kv7+vgULFty+fcfP32/D+g3UdldXl3dZ76Iio4SEvti8c9zsUF9fHxEeSY3VfffundU8q4b6hqjoyMWLrH/pbAHDBIvFmppOExYR3uy4+eHDhz29vdpa2haWFqwsn33pxcXFBQUFenp6tFGcMBkZGQ8fPmhsapKVkbEwt5D88sGruro65XYKAoGYO2cuNZa8pKTk1q1bHz4UsLCwGhoamJlNZ2BgoD2rtrbm9u072dnZrKysZmZmBgYGtEFOWdlZqU9ShYQEZ86cxcjI2NfX9+jxIz5ePnV1dWofAoHw7PmzR48edXV2qUxUMZ9uLij42RXa0dGRlpYmIyOjoKAAt1RUVLx791Zf34A24B3wd2C7dEnMpdg7d+5Mnz4d+quxtLS4e/deampqV3eXh4c7OzuHi4uLwScf8IhoamoKDQ1JSEwwnWa6fbuTgAAlnjU4OGjjxk2urq4eHh7DHKeurtbcfLqOrt6SJUvu3btHJpMMDAzNTM1o/dl5eXll5WWTjSYP2r8jk8jPnz978OhhR0eHspLS9OnmgzY6ikuK7965y8LCMs9qHivbx3Nzc3Pv3LldUlLKwckxxWSKiYnJoNCod1nv7ty+XVNbIykhOWPGTHn5L7b/MjIy0tPTJSUlZ8yYgUKhurq60tJSxcTFJyh/9lj39/c9evTo2bNnvb04dXX16dOn0y6MJSUl79/nGBlNpv7wvXz5cuAB1XDQQgcYFuRx7nMaEHu9zcjIMEFFGdZshb1N5t/yNq2h8TbRsmz50oENadHs7M9PD4DfSHd3t66uzrwF88CnAPgr+Ud8TmQyecNGygNtQmICvAifOuWjpa3p6OhQWPSFZvfwKS4u3rBxg6aWhp+/X1dX99u3lHLjZtPNhj9CbW3NBBXlDRvWj24CAMD4jnOCmTp1qqmp6fuc3ITEBDi2KScnJyw0/KvYpm1NTU1fq4ofPny4sbHJdqltZWWVi6vL2Ja5Boya/v5+SgjCJx1eAAAwHpEQF4cgqLyMEgHNxMS0bdv22JjLSBRy6dKlPj7esBD/iJCWlg4KDPL08Lpz5/aixQtfv3nNycVZXFw0fGki+AEb1rcc+RsCAMZ5hDgMHR2ds7MLExPjmdOn7R3sKXpO0edpM+x6e3s3btrY3NQYFRVNK6hDIpEOHDjw6NHDc8HnAgMCJ082unvn3uEjFPnp3/RWAB9BIpGT1CYpKSmBTFoAYFwjISFBUU0r+1yXV0pK6szps36+fs+eP5s1e1ZyctIollwTE5PkpCu2trbRUVE9vdiOzs6iT5ptP4SenkFDXUNWVnakFwUAPvIX7NbBDxDwjpvqpImVlRWDDq3fsG7OnNktLS2Dzjp06JChkWFxcTH88vXr10LCgkwYpoQEimMZ8BshkUgdHR2UygAgbB/wN/Lv7NY9f/4MgqBZs2d9fQiPx8fFXTY01F+8eNGguO/hU1dXZ2o6DY1Gx8XFDfOUgVS19u5uUO8WMEr+Bp8T7HZydXHl4+NtaGjs6vq83dbb27tp08amxuZveJsOHnj46GFUZJS0tDTcqK6ufvKke29P73an7bSVZQH/PwgEgo2NjZKXC5QhAYDxjKioGJoOTetzooJGoxctWnzzZoqmpua69WtdXJwrKipGOr6AgIClpeWABMlwS2khkUh2dnZm5u8qwwEAQ/OXWE4QBE2cqGq3wq6+rt7L25M2tqmRko4xOLbp6NGjjx4+CgsNHSR3UZCfz8XNWVVZ5eBo39Q0IoEQAAAAAAwGg2ESEORvbm7+ppQlBEFsbGyurjsuXbzU09OzcPECf38/qkDlMBGXkEAgoKLiIhC3BPh/+HssJwiCtm7dJiEpnhCf8PjxY3w/fsDb1BT9PW9TVBStvmp/f//WrVuzs7Ofpj2bOWtGWurTnTt3jPQLDAAAAABa6BkYxMTEent6hq5eJy+vEBAQ6O3pc/fe3RkzLG/evDn82yglKcXNw11cXAwEjQH/D3+V5SQiLLJly9auru5Tp3zsHTe1tLZ8w9t0jOJtCv3K27R7966Cgvxz50IUFRW9vXzkFeSjoqLO+p79398EAAAA/D0wMjCKioj19OJqamp+2Hny5MlxsfErV648dvzocrtlw4yakJCQ4OfjLy0tbWlpGYspAwD/kuUEQdCqlau0tDSvXbuel5cbFXV+kLfp4MEDDx9SvE0yNN4mPL5/67at+QX50dHRsDKhvLx8UGAQDy/vgf37k5KTftNbAQAAgHEPGo0WExMl4AlVVZXD6c/AyLB8ud3NG7dkpGVXrV65b9/e6urqoU/h5OQUExNrbGhqaPhcUQ4A+HX8bZYTBweHi7PrgF4zEfllcPGxY0cfPnoYGvItb1N+flhoOD8/RZEWxsTERE5OFofrc3Fxzs7O/h/fAQAAAPxViItRhAmohSCHAycn58GDB6Ojoqtrqq2tF4eGhfb3f7tqG4zyBGUIgvLz88divgDAP2Y5wemvM2fOyHj5KigokNbb9ODhw6jIaBkZWm8Tftu2rXn5+dFRH71NMDgcbsPG9cLCIo6ODmWl5Rs3bayrq/sdbwUAAADGPRIS4ig0qqS0ZKQnKikpR0ZEHTp0OCEhfu7cOQ8ePPheT3V1DQiCXr169dOTBQD+ScsJg8G4uLhycLJ7eXsVFhYOeJuOfc/blA97mwbqH8GQyWRXV5eampqgwKDjx09YWFq8eP5i+/ZtwxeoBQAAAAAVMTExfn7+R48excdTJJdGemdMTU2TEpMWLFy4e8+utWvXFBZRVvVBaKhpoFDIjIwMkF4H+B/4Cy0neK9tzeo1DfWNBw8eOHz48IOH9yMjor7hbcrLG+Rt6u/v37zZsbyiIioyioODg5WVNSgwSF1d7fLluB07XPGgEggAAACMEHFxSX4+vta21qPHji5bviwzM3OkI2AwzGvXrL1x/aaAoMCSJTaHjxxubGyk7cAvwK+krFRRVflNuwoAGFv+TssJgqBt27YpKMjHxl6+e/dOWGg4Ve4SZvfuXXn5eWFhX3ibIAjatWtXcUlxaGgoNzcP3CIuLh4aGsrFxenr53fm7Jn/900AAADAuIeNjVVQSBAiIw4edFNXU9u4acPOXTvr60cczc3Hx3f0yLHQkLDCwg/z5ludv3CeWraFlZVVU0Ozs6PzzZs3v+AdAAD/huUkIiK6b98+Ono6bE8POwf7l96mbQPepvO03iY8Hr/daXtBQX5UZDQ/Hz+1nUAgXLl6TVJKkouL2+3gwYsXL/7vbwUAAADGN8rKE4gEYnt7h7OzS2zs5bbW1rlWc4KDg0dR8VdNTe3C+Yu7d+25cOG81TyrJ6mpsCy4hoYGiUh68+b1r3kHAMA/YDlBELRw4cIZlpbv3r7z9fX90tuUGxYWLvClt2nf/n052dmhoWH8/J/NJgiC9h/Yn5b2JDEhycvTk0Akbtu2LXXgiwoAAACAYaKkpARBUHZ2FgRBMtIy586FuLt7XLmavHDhgjt37oziNs6aNSs+LsHcfLqrq7O9g311dfWkSWrMLMzv37/v7ekBnwvgl/I3W04MDIxuboe4uDj9/PwyMzPJZPKAtyl3kLeJSCTu2Lnj7Zs30dHRQkJC1HY8Hu/s7Pz69evoqPPi4uKrVq3au2dPc3Pz6jWrc96DqnYAAAAwXCZOmAhBEK2ypYmxyfVrN2xtbd3cDtqtsBtFqVA2NjZHh81Xkq8yMTIuWDj/+o3rXFyc79+/r6sHqdCAX8vfbDlBEKSqqrpl65bWltaT7iednJwKPuSHfuVtcjvklpHxMjQ0VEhImLZ99+5d2TlZ4WHhIiIicMuuXbvXrV9bUlyyYoVdWVnZ//tWAAAAYLwiIirMwcleXFxEm6SMRqNXrFiZlJQsJSW1YqXdgYP7W1pHLAIuJCTk7e3j5+tfUVHe3NxcW1tXOWSZFwDg5/nLLScEArHZcYuWtmZiQuKDh/cvnL8oJPjZq0QikfYf2P/s2dOoyCgxMXFqe19f35Ytm/Py885HX6CaTQOjQUyMTKJiIm/fvFuxwm4UEY4AAADwD4LBMCsoKLa1tRUXFw86JCgo6HbQ7cL5i1VVVTNnzIiIiOjtHbEEjJaW1sULl1avXk0ikjJevhy7iQMA/57lBEEQFxfXvn37kEiKPdTZ2Ul76PjxY48fPwoNCRUXp0jcwpBIJNcdroVFReFhEbTeKTIZ2rFjR0lpydUrVy0szdPSnq5bv661tfX/fTcAAAAw/sBgMPLycthubGHhh292UFJSigiPdHNzi42NWbR44aNHj0Z6CSQSaTV3HgRBz1+8GIspAwD/sOUEQdDMGbM2btxU+KFo155dsIQ/mUw+fOTwvfv3IiOipKQ+CxbgcDh7h03l5WXno8/Tmk39/f1bt2758OFDWGiYmpp6aEiYkZHhjes3HB0dBlljAAAAABgEEolUVFAkkcgFBd+2nGAsLCyvX78xa+bM3Xt2rVu3dqTVVJSUlNg52N69e4vFYsFHAPh1/BOWEwqF2rdvv5KyYkJ8wqVLFFkBTy+P27dTzgWH0Oo8EQiE7U7bqqurw8IieHl5aUfYtWvnh8KCsLAwuLadsLBwSEiIhqZGTEzsnj17+vuGKqgEAAAAALiEQ3FJ0dC3gp6efuPGTfFxCVxcXMvtlh8/fqy9vW2Yd4+dg0NNTb25uRkUGwX8Uv4JywneSnc/6cFAz3Dk6BEXV5dbt26Fh0XIy8tTO/T09GzcuL6hoSE6+gIvD8/X3qboqPMCAp8z8uTlFaZOmYJEIvz9/fcf2Dd0NUoAAAD4xxETE+fgZC8tLR2On15UVNTd3SMsNOz9+/ezZs+KiYkZzhrLjMFoaWpiu3syX49YphwAGD7/iuUEQZClpeWatWtKS8rCwkK9vX0UFBSoh/r7+7ds3dzc0hoaEsbFyTnY2/ThA0Vt/Eudp1OnfV5mZASfCxEWFfbw9Dxy5AhVzRYAAAAAgxATE+Pj4ysvL29pGW4Cnaqq6oULF3fu2BV8LtjaZvHzF89/eIqKCkX+APicAL+Uf8hyouzZ7d2npj6ps6Pr3du31Pbu7u41a9d0dnZGR0VzcXENMqc+fPgQFRU9SMjAy8szISExwD9g7Zo10ZHRQkKCR48ePXTIjUDA/7/vCQAAAMYHgoKCQoKC1VXVw7ec4ACp2bNn37p5a+qUaVu3bHF0dPg6O48WZWVlbh6u7JzsEV0FABgR/5DlBEGQgIDAkSNHUGjU4SOH8/LyIAjq7e11cHTo7e09FxzCxsZG23nnd7xNp0+dSkhMCAoMUlZWhiBo6tSp4WERIqIix4+fOHHyBKjUDQAAAN9EVk6OSCS9pXlwHSYYDGbz5s2XL8fR09Nb2yz28vLC9nw7BlxBQUFURDT3/fv6BqAaA/hV/FuWEyXPznLmZkfHyoqqffv21tTWrl+/joDHR0VGcXBwDPI2FX6MbRrsbYpPTAgNDVNRUaE2mpubT506lUgkHth/8Njxo2DbDgAAAL5GbZI6hID2H9h30O1ATU3NSG+RlJSUj8+pwICgjIyXlpYWiUkJXy+2GAxGZaIKtrvnQ0EB+AgAv4h/znKCEIhdu3dPUlNNvnLFymoOmg4dGBjEzMz8LW9T2De8TQkUb9ME5Qm07QfdDtbX1wcFBfLwcLsdPOTt7fUzEywrL3v8+DE0dmRmZubm5Y7hgAAAADAKVFVVITIlN7m6unqx9aKIiIhR5NZoa2tfuhSz2XHz2TNnl9guefXq1aAOurp6EASlp6eDzwjwi/j3LCcI4uXh9fE5xcbGlvs+18bahnaT7ktvk+AX3ibvb3ibiETi3n17nz5NCw4K3rBhY0REJAcH+86du44dO0ogEEY3vYry8idPxtJyevPmTf7A1iQAAAD8RqSlpdk52Fpb2wL8A90OusXEXJo3b+7jkS93aDR60aLFN2/e0tDQsHfY5OzsRFsOS09PD0JAz549G+vpAwD/sOUEF5vcvWtXby9u3759tEVUvhfbdOrUqfj4AW/ThC+8TYePHH769GloSJiEBEWFfNasWefOhQgKCri5uR0+fGjUxhMAAAD8fbCwsCgrKbe0NH/48MHMbHpSUvKcOVaurq4bNm4oLS0dxWg7d+y8dDEG29OzxNbGz8+3p6cHgiBxMXExMdHikuK6OlD6F/BL+EctJwQC4ezssmDB/MzM13v27iYSiXg8fojYpoTEhLCwb3uboiKjJCUlqe3z589fuGghgUA8cuTojp074G/yiJCQkDQ2MYHGDg0NdSUlSjA7AAAA/EYwGMwEFZXuru6cnGzY9NmwYcO1q9c4ODgWLV7o7n5yFAlxsrKyQYFBXp7ed+/dnT1n1q1bt1hZWQ0MDNta2zIzgaoT4Jfwj1pOEATR0dGdOHFSVlYmOvp8eHjYwYMHCj8UftPbBGfSDYptonib0tJCQ0JhbxOV4OCgN2/e+Af4i0uKn/I55brDZaTGk4SEhInx2FpOmkpKSmM4IAAAAIwCBAKhpKhEJkN5NGVVBmSK3YODgt+8fTtvvlVc3GUSiTTSkQ0NDePjElavXnP06JGNmzbQ09Ph8YS370acxAcADId/13KCH1Z8fE4xMNA7ODq8ePHiwoWL3/Q2fTO2Ke1pWlRUtKQkpZ4AFV/fs5GRkWdOn7XfZB9z8ZKcvGyAf+Am+43t7e3/49sCAACAPxRZWRk0GvXhQ8GgYAZNTa3YmNitW7YFBQcvWrRoFPHdDAwMS22X3rx5S0ZaFg5yysnJASETgF/BP205wZFJ27Ztx/cTiEQiHT3dz3ibfH19z184HxAQoKGhMRClqH/xwkVVVdXoqPMbNm5obm4e5pRyc9/Hx8eNxZujDphbUlIyhgMCAADA6JCQkOTl4yspKfl6Yw6BQCxYsCAhPkFXT9dxs4OTs1NN7YiVCzg5OXfv3h0aEsrHx5eTk90AVJ0Av4B/3XKiRIXv2GlhaZ6W9nTv3r3UB5QhvE1Pn6ZFRkZJfelt8vb2iomNCQ0JU1NTpzZqamqZm09nwjDGXY5bYmtTWVkxnPk0NDS8f/9+7N4f9Pz583fAaw0AAP4AJCUlhYQEi4tLGpsav9mBi4vL1cU1MSGxt7dnnpVVQID/cOrcDcLY2ERBUaHwQ2H1yFWjAIDRW07Pnz9PS0sbxX7zuIONjc3L01tEVCQ4ODj6fDRFt+n0qfhv6TYd+ZRJRxsSTjGbfLzjE+KDgoImTqSUTKLi4+P9Ij39cmzc1GlT7t97MG/+/JycnB/OB4VC0dF94f36SRADjOGAAACAskI+TQP3YaQwMTFJS0t3d3VXVVUN0U1cXCIwIMjb2+fWrVsLFy64fTuFPMILqaurk8lQVlYW+IwAv9xy6u3tffHi+fvc9xGR4b7+voN+cUkk0iiSxf58lJWVT58+TU9Ht3fv3k2bNl69di3sK2/Tvv370r7KpCOTySdOHr9yJTksLHziQKVJKp6eHknJSYGBgbNnz46Jubxw0YI3r9/MXzD/SeqT//fNAQCAMaO3t/fps6e5ue/DI8L8/fwGHf1bV8ixBXbMZw/DpjEyMrpy5aqdnd2hw4ft7JZnD2TkDRNDA0MIgp4C6xbwP1hObW2tW7dtNZ9unpyc/D4n5+zZMxkZLzs7O+FtLDwe7+rqcv36deivY57VvJ07d9bX1QcFBe/evXuQbtORI0fS0lK/jm06efLE9evXz50LUf4y7d/HxzsxKTEoKBhu5+PlDQsJ27hxQ3FR8eJFi69cSR5iJiQSCdRvAQD+TNra2hwc7M0tzK9cuZKdkx0Q4J+RkdHV3UVdIbdu23rj5o3fPc0/Xkkcgt69ezeczmg0etmy5UlJybIyMitXrjxw8EBra+twTlRTU6NnoMvMzARB4oBfbjnx8wucPePr4GAvICBQVVV14uQJA0MDSSkJs+lmO3fuCAwMuHL1SnFxEfTXgUQi9+zZu2zZUgiCaHfWP3mbUqMiv8ikI5FIbofcbt+5HRkZpaig+Hkg8kdvU1hYOO1mHxs7++TJxqJioq1trXZ2doGBAd+rDczKyiYoKDSGb400wBgOCAD8s/Dz8wcEBG7aZM/Hx1dVVXX4yGFDIwNJSYnp5ma7d+8KDAy4evVK4YcPv3uafzTKSsr0DPRZ2VnDf0QUFBA4cODghQsXKisrZs6cERUVicPhhj6Fl5dXRUWlpqYmn0YBAQAYG8jf4dBhtzlz57x48Tw5OfnAgf0WluYCghShIxFR4WfPnpGHhEgkrlhph0Ijr127Sh5X1NbW6uhoQxDk7OIMtxx0OzjZ2KiktGRQz0OH3QwNDQqLCge1e/t46ehq5+TkDGq/dOnSJHXVu3fv+vn7MmGY0GjUvn178Xj813Po6+vr7Owcwzd148aN1NQnYzggAAA4cPCAldXcjFcZiUmJe/ftNbcw5+PnHcgdE//hCkkmk5fY2kAQdOfOnX/wTra3t09QUebk4qioqBjF6bdu3TQ1M501e9bjx4+H6EYkEtdvWI9AIiKjIn9isgDAN/iu5dTb29vW1kZ9SSAQurq63r9/P5y/9fFrOZHJ5Ddv3oiJi8Kep0OHD02dOqWstIy2A4FA2LN3j8kUk5KSL80pEtnDw93AUP997vtBY0ZFRampT3r85OP3PC7usoAAxQy1sbGur6/71e+ISCSSSKRffRUA4J8Ch8O1trZSXxIIhM6uzve57ysrK4dz+r9sOeHx+CW2S1BoFOx6HwU4HM7Pz1dbR3vjxg0FBQXf6xYcHARB0NatW35isgDASCynn2FcW05kMjk+Pp6BkYGent7YeHJ5efmgo3v37TU2mVxaWjqo3cfb+5vepqioKNVJEwd5fV6+TBcSolQUNjae/P79F5ZWc3NzUVHRmL4hAADwZ/EvW05kMvnYsaOUPTghAScnp6qqqtENUl5e7uS8XVNLw8PDvaOj4+sOqampzCzM00yndnV1/fSUAYDPAD2nb7Bw4UI3t4MEAqGlpYVII3RLIBBcd7i+TE+Pjjo/SJjA09MjMTkxLDR8UGh5aFjoWd+zAf6BRkaTaduzc3JExUSnTZv65EnqnLlz7ty5Qz2Um/s+Lu4yNHY0NTW1tbWN4YAAAADwMygqKaFQSEVFJSKJOG++1enTp9s7OkY6iLi4uLeXT1BgcMarjFmzZyUmJgwKBldWVhYVFcnKyqqvB6V/AWMJsJy+zdYt25cuW/r+fe7GTRupWrd79u158/p1WFi4mJjYtzPplL/IsAsNCw0I8Pfz9dPX16dtDwgICAoKDAwISkxMWr9hfWlJqc0Sm7DwsF+UW3f79u1nz56O4YAAAADwM8jKyvLy8Xa0tx/Yv9/3rN+T1Cfz58+7evXK9/JmhkBDQyPmUuzWLVtPnz5tu3TJ69evqYe4uLjk5eWbm1oKi/7CrCbAbwRYTt+GiYnR28t76rSp9+7dd9zs0NjY6OLikv0uKzr6/CCz6ZuZdBTzKDDg3LlzQYHBurq6tO1nzpw+fyE65FyompoaOzt7gH+Al7cnmURau2atk/P2jo4OBgaGsRWuxOFwfX19YzggAAAA/Awy0jJiYmL5+flVVdW6uroJCQlr16w9derUEtslmZmZIx0NjUYvWLDg1q0UbS2dDRvWO7s4V1ZWwodMp02DIOjB/fvg8wKMIcBy+i68vLwhISEqEyfExlyeNXtmYdGHiIgIYWFh2j4+p3wo3qbAj7pNVAKDAiLCwwP8A7S1KZl6VM6cOX3x0qXAgCA1NTW4BYVCOTu5WFpaIhCIUz6n7VYsz83NpaenH8PPGGiIAwCAPwpGRkZFRaWent7CokLKMohE2draxscnTFRR2bhpw85dO+vr60c6Jisrq4uLy8WLl3p6sAsXLQgICMDj8dOnWyBRiEePH43CmwUAfA9gOQ2FlKRUVGS0iKjwq4xMVVXVQTJLFG9TYiLF2/RlbNOZM2eio6LPnQvR1NT8sr9nXHxcaGjopEmTqI1kMiUjr7Wt7XLc5SlTTa5dvW7v4DD88sAAAAAwHtEbcMa/fJlObeHl5d2zZ29s7OW21ta5VnPOnQvu7u4e6bDy8vKBAUFenl6376TMmj0zKytLTU2tpKQkJ3sE+uMAwA8g/wLGe27dIG7dusXNzYXBYKLPR1MbfXwomXTZOdmDOp85c1pLW/Pt2zeD2j09PXR0db7OvPP08tTV04HT6xoaGtasXYNAIjg4OU6ePEkgEMZk/sHBwQkJ8WMyFAAAGBP+8dw6Mpn8+jVlV87I2PCbRx89fmRhaTHdfPqdO7dHN35vb29kZISBgT4/Px8CgfD39/+5+QIAnwGW07CIio5iZGLk5uaCVzpPTw8DA/1BagIkEsnD013fQC8rK4u2nUgiHj121NDIIC8vb1B/d/eTBob6ubm5tO3+Af6srKwUtaclNpVVw9KGGZqLFy/eunXz58cBAABjBbCcmpubhUWE+AX4mpoav3mL8Hh8RESEjq6O3Qq77OzBz6jDpKWlZePGDQgEYumypd9UHgYARsHIduvweHxvby8Wi/3XCqstX7Z8//59La2t9g72zi5ON27eDAwKGpRJ5+XllZiYFBQUPHHiF6V/T548cevWzZBzoYqKioMy8pKSk4ODzikpKdG2CwkKSUpLSkpJxMbEzp079/5PxzZaWFjo6xv85CAAAGCYK2Q3tvtfWyFHAQsLi5qaeltbW9Z3Sv+i0eiVK1cmJSZJSEisWLnioNtwK9bRwsXF5ezsIiDIl/nqVUNDw1hMHAAYYZyTr5+vrKyMucX0TfYbh1mv8e8AgUDs2b1329atJcUl/v7+27dvV5mgQj1KJpOPHz927frViPAI2nYSiXTQ7eDdO3ciI6IUFBQ+DzcQ25R8JTk8LHyQ+ZWYmLh+wzrbJbZP057ZLLF+++btnLlzjh0/2tU14v1+KlxcXOzs7KM+HQAADBOfUz4ystKWlhb2DvZZ2d82CAAwDAwMGhrq/X34N2/eDHFPhISEDrkdunD+QkVF5cyZMyIjf1yxbhAyMjJKSsofPhQWlxSDmw/4DZYTAwMjByeH3XI7E+MpN25c/9dy3Y8ePWZtY92H63d3dy8vL6e2nzh5/MbNb3iVjhw9/PDhw9CQMFlZWdp2bx/v5CvJQV95mxISEk66n7S3d0AikEJCQuHhEd7eXizMzPv27l+21PbDh4LRTZtEolRfGd25AABg+DAwMLBzcKxauVpPT+/WrVuDhBkBg1BSpDw3wmEPQ98cJSWlyIjIAwcOXoq5tGjxosePH43oZhpPNoEgKDU1FXwEgLFhRHt7eDweh8PB/+7r6/teNbS/LEKclo6OjvkL5lECG40Ma+tqyWRK4c/JxkaFhV+U/iUQCLv37J4y9avadmQ4tslgUGwTmUyOjY2dpKaamprq4eE+d+6cnp4euN3F1ZmRiRGCIFFRkUuXLo6iAl1ycvKDhw9G8WYBAMCvWCFBnBPMu3fv+Ph4NLU0Ghu/Her0NX04nL+/v46u9roN6/Lyv4gcHYL0dEoGn6GhwTD7AwBDMzKfExqNZmBggP9NT08/toKN4wI2NrbAwKDp5mZpaU/Xrl27c9fOp0/TwkLDB3mVDrgdfP78WVhouJSUFG27tzfF2xQcFPy1t+nYsaNent5GRkbnL1y4eesmLEwQEhryNO1pYkKi42bH6uoaO7sV27dvb2puGtGcGxsb20YeHwAAAEYKWCFHhKysrLCISEFBwfAjkOgZGOzt7eMux7OzsS1fvvzkyRMdHe3DuZCUtGR+QX55ednIpggAfAug5zRi+Hj5IiOipk6bcuvmrZCQc+7uHjIyMtSjBAJhx84dGd+qbefh4ZF8JTksdHBsU1xc3LHjx06fOTttQO4WgsgEPDExKSEkNDQ0NOTsWd8ZM2b4nvWNjIrk4eE5c+aMmZlZyu2U4U8YiUT+gzYuAAD4w8FgMEpKyt1d2JLSkUUgiYmJeXp4hYSEvMt6N2v2rMuXY/H4/iH6s7OzTzGZ0trS+iT1yU/PGgD4ynKCPVHfuzGwOxoEzQgKCoacC9XR1WlrbT99+lRnVyf1Fu3du+d1ZubXte28fbySkpO+zqRLSEg8SvE2eU2dMoXaSM9Ad/DgwRMnjvn5+mtpacGNdsvt7t27JyEhkfUuy9ra2nWH6ygyTQAAwM8AVsixBV7fkpOSRxETpjZJ7dLFGBdn14DAAGsb63QaUc1BoFAoXT1dMhl6mf7yp6cMAHxpOXV1dTm7OIWEhsAvyWRyYeGH/Pw8aoZtVta7efOtUlJG4PD4W5GSkoqOjtbQ1Lh44dKWLVtgpYbtTtuzsr5V287DIzn5G5l0A96mo6dPn/7kbaKAQCCIRJKYqBgPN8+gtaCyspKLm1NLW7Ors8vL08vcYvrde3d//XsFAAAUWttaXV1dwiM+Fucmk8kfPnyAo23glqysrBkzZ9y/fw/cr2Giq6ODQEKX4y4vWDj/4aOHI71vSCRy7ty5t26mGE82cXR02LJlc0lJyTd7amlq8fByv0hPb2oaWbQDAPADy6m/v//mzZsvX360ykkk0qFDh3bu3NHT0wO3dHZ2vnz5EqhiwMjJyoWFhSkqKUZFRu3atXPHjh0fPhSEh4cPrm3n4510JenrTLrExIRP3qaptO1EIolIIAYEBF6+HHfx4oVTp0996p+4c9cOd3ePa1evT5lqgkIj3759t3DBgn379ra3/3inHwAA/CS9Pb03b9169eoV/JJAILi5HdyxcwfVX9LZ2ZGe/qKhsRHc6mEiJSXNx8vHzs6ur6e/d++e9RvWFQ1UshsRzMzMW7duvRx7GYFELrZefOqUT0/vx98sKoqKStLSMnm5eRUVFeDTAYzxbh0dHR0ajaa+7Ozq6ujopD5RIRAINBqNRILoqI+oTlQ9Hx0tryDn5+cfE3vpzOmzQkJfmE2eHh5JyZTYpglfepsuX7589NhgbxMEQUFBgWVlZYxMDOLi4pKSkpERUbExMafPnI6NjaXEQp0+YzrNVEBAIDrq/JQpU6SlpRBIxLFjx6dOm3rj5g3oO7uskydP1tD4ooIeAAAYBQgE4qsVsrMTrJA/ARsrq5q6WkdHp7GxyY3rNzg5OG2WLDl2/FhD44hVK6WlZc6cPuPv5//02VNLS8vkK8m0gSX09PSTJ0/u7+9/9uzpz0wYAPhxhDhyAHCnhkBDQzM6KlpBQb6+ruHEieOdnZ2DvE1DZNIN8jb5+vqev3Aeg8EgEAj4KVZBQeHSpUv+/n4urs6nfHymTf1oZomIiERHX2BiYmJnYzeabPj2zdv58+dv2LT+m49TcnJy4uLi4EMEAMYcsEL+JAyMjJMmqeF6cS8zXnJz87i7e4SGhObkZC9atPDipYujCH7S1dWNjbm8adMmHx/vpcts3759Sz1kamoKQdDPV2UAAIBVNAZoa+vExMROVFWJiIhcu25taxslcNvD0z0pOen7mXRnBnmbvL29YmJjzgWHiIqK0K4XL168YGVl5eXlzc7Joe3//NkzFArNL8BvYmwSFh4mLi52LjjEZIpxaGgIdXcVAAAA/nAmTpyIQFCCaOHNDTU1tZhLsa6uO8LDwxYsmJ+WNmL5Sjo6Ohtrm5s3bk1Umbh+/TrXHa7wI6XaJDUBQf7MN5kg4ATwkwDLaWyYNGnS+egLamqT4uPi7e03HT9+7ObNm0FfeZsSKZl0R76ObfLy8kpISAgOClZWVsbjCUQiEYVCQRAUGhbqc8onOCg4ISHx4oXzp059jHm6HHf50CG306dPJyclP378uKOj/e6dexs3bSgvq1i3br3NEhvaggbp6S+ys7PH6I0CAADAWCIrK8vJxVmQX9DW1ga3IBCI2bNmJyddMZs+3cnJaZP9prKyEeswsbGx7d6958KFi+3t7dY21oFBgQyMDNOmTmtubH7x4jn4CAE/w+cNeyrwbzb8DxQKhUQiGRkZP3pW/0n1y2GioqISG3t5xUq7y7FxKSkpV5KvTlCeQNshLi7uxMkTp0+foTWbSCTSiRPHb9+5Ex4eARdvQSAgEpF8/kI0Fxd3dHRUcNA5OHE3MjLKboUdAoUQ5Bd093A/e9bXyNAIgqCI8IjlK5ZDEEJNTX2SmioDA8P1a9dTU584Om7euGGjiIhIbm4uFxfXoDrEAABgdFDjnOjo6ODdOnp6eriF+g/A8JGXkxcVEc3Lz6+vr+Pi4qK2s7GxOTo4zp83/9Qpn4WLFixetGjt2vXc3Nwjurfy8vIh50KePHns4el569ZNFhYWAoH49OlTKytKKQgAYGwsJwQC8erVq5MnT5LIlLoBBQUFfX24Y8ePMTIyIiBEaVkpFosFxtP3kJOTOx99wW6F3YvnLzy9POXl5YWEhOBDiYkUb9Mpn9ODvE3HTxxLSbkdHhYuLy9PbaSnp3N3d+fi4kpMSNLU/BjcraCgGHMpZsbMGd3d2EsXLxobm3yMi5SRuXQxZuq0KQQC4eqVa2LiYmfOnPH1PXvs6LGrV6/s2rmrrKy8vr5+3rz5o/wbAQAANCvk8+cvTpw8MZAGSywsLOzv7z969CgSRdGbLS8r+9eqef48rKyscnJyWVnZZeXlSkrKX1f89fT0evXqlZeXp9U8K3t7e+tF1kjUyHZLjI1NdHR04xPivLy8EAjo9ZvXHR0doA46YPTQlmJpbm7W0tZE06HoGejg/xiZGJgwDNSXdPRoZhbMhQsXhi7p8hfXrRsOFRUVU6dSZC0nTzYqLS0lk8mX4y5PUpv04MEXxeMIBMK+/ftMphgXFRXRtk9UVUGiEBqaGvr6eifdTxKJROqhhIQE1UkTVVVVfH3P0p4SEhqiqaWhoaF++swpuCUrK2uJrQ1loUdCdPRoBUX59rb2X/y+AYC/nNraWh0dbRTquyskPQMdhpkpNjb2h0PBX887d+78LxP/0/H29qIUrTpwYIg+JBIpMSlx2rSpc63mPH2aNroLVVRUyCvIs7CyZGdnjXayAAD5C58TGxubn59/V1cnAvq0JQfvzdGoiiMQSHhTCfA9xMTEoqKiVq1eff/e/cWLF9naLrl8OZ4S2zT1C2+Tm9vB1NTUiIjIQbXtiBRBJ7K/v7+wkJCNjQ2RSNizey+82Xf02FF/P38hISHbpUvwBML2bdshCAoODj4XEhwWGs7Ozm6zxJpEIm/ftn3ixImqE1U/fKDUIX779m1ZWdmKVSt279qlo6MLPjgAYHRwcXH5+vp1dHYgEUOskIivHSeAodHUpAQkvMrMGKIPAoGYP2/+1ClTIiIjt23frqur6+LsMtKsYTExMSMjo9CQ0Ddv3qiogAAGwGj5FdbjP+5zgmluaV6yZAm8tB4/fpz2EB6Pd93hamo6rby8nLadRCJ5enowMjIwMjHAh4qLi/X0dd093GNiYtTU1R49egT3zMvL09LWPHX6VFBQkI6udmbmK9r206dPubufNDYxLiouKi4uFhUTgS1hZhbMuvXrsrIpOSwAAOA3AnxOtDQ0NHBxcwqLCHV2UuQDf0hVVdWWrZs1NNW9vL2aW5pHdOcTExMhCLJZYj2yDwwAoAFYTr+Qzs5Oe/tNEESpcxcXH0dtd93hOnXqlIqKikH9PTzcJ0824hfgY2RiKCkpgRsrKioUFOUFBPkfPnpI27moqEhcQkxMXJRqNsEUFBQICArIysnkFxTAS4yMrLSIqPDefXtFRCkqnXz8fDt2uFZWVv7Ktw4AAIYCWE60YLHYqdOmMGEYnz1/Nvy/m/T09HnzrYxNjBMSEmijGoamoqKCjZ1VUkqio6MD/I0CRscXcXYkEqm+vq6ysrKy6jv/VVZWVVVhsdhRu7j+KVhZWf38Ag4dPtTU3LRq5Uo/P7/Ork4n5+3Z2dmDatuRyeSTJ09cu3YtJCRUSEiYSCRSw/AzX71iZGQU4BfIeveOdvDHT57w8PDw8vA+f/GCdpzrN66JiYmxs3M8efwIbiSRiBgMxtXF9cXzdBcXZzKZ5OHhqW+g5+7uXlNT83/dDABg3EMkEuvr6ysqK4ZeIYGg2kjBYDAa6hq9PThaOZUfoqOjkxCf6OjoeObsmcWLF2W8GmqzjwofH5+enl5tbS21zhgAMFK+iHPq7Ox03OyYn1+ARCLwePzX+q0kEgmNRp884T5/PkjUGhYIBLR/3z4ebp4dO3c4OTvFJ8azs7FFR0bx8fPTdvPy9rx67WpYaLicnBwBj6eWWKbENh094u8fICoqumSJDZFEcnZy/hTbdC4sNJSNjW2J7RLCp5gnDw/3q9euXbhwkYDHL1u+FI1Gz5o1G4FAkkik/v5+ERERT0+vpUuX+gcEXLhwfteuXRdjLtpv3GRntxKDYRrx3w4A8I/R0tKyecvm3NxcFArZ348nEgevkJSHUSTS28tnzpw5v2mO45UJEygaLrm5uSM6C4lELlywcOqUqeER4Zs2bTKePNnJ2VlEWGSIUxgZGQ0NDe/cvvv8xTMzM7OfnjgA+tctJwKBkJ2dXVRYzMvHM2HCBCFBIYr9RCRQwh8HQiBJZDIKheTk5Px9Ex5/IBBIe3t7fgH+TRs3pT5OXbHCjpmFmXqUTCa7u5+8cfNmWFi4kuKAbOaAnlNwcNAElYmnTnlTdJuMjD7pOS1HIpEYDCYiMvxcUPCkSWpw+4oVdhBE7u/H37x1Kzw8XFZGBoKg8LDwdevXlZeXw/Yu9YqTJqmFnAtZtWrV6VOnkpKTNm2yj4iI2LVr16xZs+no6H7PPQIAxgP9/f05OdkfCgp5+XhUVVX5ePnwBIpuLZlMgqtGkiEyAoHk4OD43TMdf8grKHBxczx//qy6ulpEZCjT52u4uLhcnF0WLVzo7e1tZTV32bLlq1auGkJ0QFtbh4GRPv1Feg8Wi2H+vBoDAMOFdusOh8OddD85QUVZSFhw8mSjvfv2DIqhGSYgQvybPHz0UEqakkZnNW8uNcjJw9NDV08nNzeX2k1l4gR6BjohIUFuHq779+/TjlBUTIltEpcQy8zMpG0vLCwUFBKQlpHKy8+nbX//PkdcQhRNR1ElaGxsHDQfPB5/8+aNKQMCCvQM9GVlZaP4rAGAfwcsFnvS/YSikqKwiKCxyeS9+/a+eftmdEOBOKdBtLa2TlRVgSDIaLLhlSvJw49bGkTa0zSreXNNppgkJSeRSBRVwq9pbGqUk5fj5uEqLKRkHwMAPxXnxMDAsHPHzpfpGdHR51VUVK5fvz512lQFRfndu3c9fvy4tZVSjg0waqaYTElKTNLW0b6SfHXOnNlpaWk+Pt7Xrl2leJtoirQgEAgSicTBySEvL//w0cP+/n7qocePH/Nw83Bzc9Pu0JPJ5KvXroqLi3Nzc9+/f5f2igUfPqBQaHp6ergg1CDQaPSMGTPv3rkbExtzyO0QDw8P+HABgCHAYDA7d+x6lfEqMiJaUUHxxo3rkycbKSop7tu379GjR+3t7eDujRpOTk5paYqzfMIEFT8/P5sl1pmvM0cxjqGBYUJ84rp1686cOW1tY/3q1auv+/Dy8Kqrq7c0t2ZnZ4GPDDAahrCqGhsb7ty5s3XbVilpSTZ2Vi1tzZ07dzx9+rS/v39ocwz4nIagurp60eJFEASxs7NPUlOl9TbBqEyk7PffvXunoaHB1Mx0x84d8ONXUFCguob627dvioqKtLQ1qWKYJ0+e0NPXKxpAW0fL55QP3B4TE6OuoR59PlpWTkZGVvprnxMAAPgZGhoaUlJubd22RVxcjJ2DTUdXe+eunS9evPjhCgl8Tt/kxInjEASddD/Z2tri7u6urq7m4upSW1s3uk+nsbHx+InjGprqzi7ONTU1g46GhoZAELRx08bRDQ74xxmWKgEOh3v8+PHKVSsYmRgZmRhiYi4N3R9YTkPT29u7f/9+Ojo0HT362LGjPT091ENx8XHsHGwMjPTwdl5NTc20aVP37t0bEOCvq6tD3TzNeZ+jqanh6+vr7k4RMsgv+LhJl5eXp6mlefr06QGzSe3p06fNzU1S0pLAcgIAfh09PT2PHj1ausyWCUNZIePj4394Ctit+5qnT9MgCJpmOhV+WVJSssl+o6aWBiUreXg6T19TUlKyYeN6LS1Nf38/WhmCwsJCBgYGBUUFXB9udCMD/mV+bDkRCISCggIPTw9zi+ls7GwCgvw3b94Y+hRgOQ2HsLAwbm5KecsVK+xgh1BcXJyGpjo7BzsThpGq51RfXy+vIMfLx/PyZTrt6Xl5uQKC/HLysgUDuk1UioqLZGVlhEWEnjx5QiaTKysrpaQlgOUEAPwiCARCXl6eh4eHqek0dg7KCnn79u0fngUsp69pbGzk5+cTFBJobv4sbvn48aPZc2aZmZneuPGD350hSE19MnPWDFPTaTdu3ICDn7q6uvT0dJlZMOlfrqsAwHD4bt1EPB7/5s3rs75np0w1UddQ8/PzZWRkPOVz6s3rtxYWlqPaGAR8werVqxOTkiaoTIiKil5svcjHx+fUKZ9TPqelpCRp9SCuX7/OycEhKyubknKb2k4mk2/duiUmJsbKxpaalko77Lu37zDMGG5u7uyc7IGs3U9lIgAAwNjR39//+vXrU6dPTZlqoqGp7ufvy8bGdsrn1Lu3WSDXfXSws7Pr6uo2N7fQBicZG5skJ11ZumzZSfcTy5YvffelrN0wMTKafCX56sqVK4+fOLps+dK3b9+ysLCYmpliu3se3H8wyukC/mG+UCWAhQnKy8uvXbt65+7dnJxsHA43ZcqUoMAgXV09WVnZ3zTJvxbjycZJiUmbNzveuXP38aMnBw4eMDIyIhJJVB2B4HPnzp0LDgsN5ecXWGK7hEgkHD58ZEC3yePatasXzl/E4/uX2y0nk8jr16+HICg2Nvb4iWMB/oGCggK2S20hCFqwYAESifrdbxQA+EsgEAilpaXXr19PuX0rLy8PXiFDQ8K0tLTACvmT0NPTa2ppXr16LfN1poWFBbUdhUKtsFthPt08ODh47bo1FuaWW7du5eXlHdHgaDR66dJlpmZmoaEha9aunjNnrpysPDML86PHj7Zs2cLCwvKzswf8s5YTFovdunVLYlIiPT29srKy03YnS0tLISFhJiYmMpkE7zTDCSZA+GeskJWVjY9P3L1757lzIad8fCAIwuF6iURSQmICMzNzRMRn3aboqOjldssOHXZjZGBMuZ0SFh4Or9ShoWFrVq9CIpFsbKweHu6+Z/0MDQ0pOk8RkWvWriktLSUQCODzAgB+no6ODmdnp/j4eCYM04QJE5y2O82cOVNAQBCDYSKRwAo5BkxSnYSmQ799+waPxw9atQQEBA4ePGhjY+Pu4T577ux1a9ctsVmCwWBGND4/H//ePfsWLVzs7e117dpVBAJ6mZ5eXFw8adKksZg+4J+BduuuqalJVo6SF8rJxaGjq21kZKito6WppaGhqQ7/p66upqWt+cP9ZhDnNFLwePy5kHM8vBRdADQdCsPMxMHJLiUt+erVF3pa1dXVYmKiomIi79+/p23Pzs6WkpaUkJRITU2lbS8qKhIVF0WikN/UcwIAACOiqqpKXl6OIr3Izamnr/uNFVJDTVNLIyUl5YdDgTinb1JSUiImLiorJzN0Yc379+9NNzeznGHx4MEXincj4uHDR+oalIfSU6dPjXoQwL/JF3FO9PT006ZNMzUz1dTQZGLCIFEoDBOGhZmFlYUV/o/yPxZWWkFqwJiARqPXrV136+YtfQN9MpmiBo7BMHFxcaWnvyDD4sQDNm5MbIyomKiYmNj169dIpI8VWiAIKiwsxGAwLMzM5eXltMM+SX3CxMiEobgMv6HnBAAARgQTE9PUadNMTU011DUYGBi/XiFZwQr5c0hJScnIyBQVFldWVg7Rbdo00+vXbyyYv2D3nj1r1qzOy8sbxbWmTDHx9vKGICgpKZFMAiskYAR8YQOxsbH5+foP/SuLgBBI1HfjygE/g5aWVlJikr6+XmlpWW9Pn6ysbGhYGBmCNjtuhmObrl67GhUVjWFktLG1IRKJe/fu+xTbdDwwIIiVlWXV6lUkEnHFipUQBAUFB0VFRbqfdN+1m6IIBT4awO+FRCIhkeN76eDm5vY96/vD5xAUCkQWjh4tTa2HDx69fvPawMBgiG70dPRr1qw1N7cIDApcvnyp1bx5mx23jLTujarqJDkF2eycnLz8PGVl5Z+YNeDfYrD3CHznfy/8/PysbKwoNIpMJsVcilVUUvTy8qRIavXibqXcpNaki4qMhgv6ioqKeft4+Z71hWObgoPOrVu/FoIQuL6+yMiI4KBgYWERPB4PgsT/TAhEQnxc3Js3bwdcipQWBAJiYWWVkZbW09OTkpKG/gpev34dGhqKxXa7u7sLCgpB4xmwQv5qJk82dnf3ePLk8ZbNW37YWURE5NjRY9bW1p6eHpYzLBzsHRYtWszAwDDMa3FycMyaOcvH+1RKyi1gOQFGwK/YAgRxTj+DysQJjEwMFy9dnGxMKfTLzIJhwjAqKyvl5eXRdqusrFBQlBcQ5H/8+DFte2ZmprCIkJy83NuBilpAz+lPBteHW7BwPgRBYuKiMrLS0jJS0jJS/AJ8EAJSVFJ4kkpR5BrvtLS0mEwxZmFlWbFyRX39KPWg/z5AnNP3qKqqYmFlkZSSwGKxw7+fJBLp2vVr06ZNnTN39qBwz6G5eu0qPQPdjJmWI7oc4B9nfDvP/1aIRKLxZOPr1244Ojrg+wm9PbiSkpIHD7/QHXn5MoOJiUlAQOD1m9e02wdv373l5uZmYmT88OED5TWQc/qzQSAQEpLit26l5GS/f5+T+z4nt6y0/ML585WVlcePH+vu7obGOR2dnVVVVXbL7SIjIvn5BX73dAB/Otzc3JqaGvX19dlZFEW6YYJAIGbPmn3jxk3TaWYurs6b7Dd9KBxYAH+Egb6BtLTM06fPSktLf2LWgH9blSAwMKC6puZ74QhkMhmFRNrYLNHU1Py/ZvjPQSZTLCc8Hs/GxnbmzFlDQ8N9+/YVF5c4Ozl3dXXtcN2BQqFiL8ceP34swD9AVFTMZok1kUh0dXGl7NYFB4WEhkRFRuPx+PUb1qJQaGMTYwQC2Md/NAgEgnEAaovVvHnhEeHFxcXNzc1UpRkSifT0adqzZ8+wPT2KCorm5ua0RZpxOFxm5isJCUkymXzlanJHR6eenp6Jscmg3aXGxsZbKbfKy8tUJ6qampoVFBRwcLDLylLyxahXSUtLe5H+gkQiGRgYTDaajED82PrOzs6+f/9eNxaroa4xdepUJiYmuL2tre3J48c4HK6hsf7JkydaWlojTSP/o+jo6AgJCamqrkShvpMlQyYjkIiltsvU1dX/78n9LTAxMWlpaT9+9OT2ndu6erojOpeRkXHz5s2zZ88+e/bMsmXLFi9atGHDRjY2tiFO4ebmNjIyPBcc8vRp2oQJlJqhAMCPoXVAtbS06BvosbAys3Owf/M/NnZWTi6OS5dA3bpfCFzx1+3QQQKBALeUlZUtt1sOB+avXrM6MChQR1fn8ZOPm3QfPhTo6Gp7+3gHUdq1qbXtnj17qq6hduLEcXEJMVk5GaBK8AeC68MtXLRAUkqipPRjsR2Yjo4OA0N9ZRXl2tpauAWLxW7fvo2Ti0NbV9tospGgoKCa+qTXrynuRpiqqio5edmFCxeoa6gpKCrIyEozMjI4OW/v7e2l9nn79q3qpInsHGwqEydISUtazZuroCi/Y+cOaoeWlpY1a1czszDJycvKyctimJl27txBW1fxa/r7+0+6n+Tm4ZJXkFPXUOfgZJ85a2Z1dTV89MWLFwqK8gyM9FxcnAaG+uXlZeTxTG1trYGhATPzECskGwcXR1x83A+HArt1QxAbG4NGo9jYWdeuXft1TfRhkpmZuWjRQqPJRnHxcXg8foied+/dHaiXN210FwL8g3xhOeHx+JycnPSX6S8zXn77v5cvMzIympqahh4UxDn9DCoTJ9Az0MsryB07dpTa2N/fHxoaKiwiDNu7J06eoD2lpLhYQkJcTFw0MzOTtv3Fixf8AnxIJNBz+qMtJ3EJ8azsrO5PVFdXHzl6hJ2Dbe/ePVTr+cGDB6ysLIcOH2ppbcVisffv3+fh5XZydqIOVVVVJSklwcjEcPLkibKysqKiokWLFg6UO3wJd+js7Jwzd46IqMjVq1dqamrevHkzdeoUCIJ27dpJHeTQ4UOMTAxe3p4lA+zbv4+NgzUhMWGIt3Dt2jVWNpaNmzaWlZU1NjZeuHCBm5tzw8YNfX19sMF3+/ZtcQmxFStXFBYWwo3jl76+PsoKmf6DFZK27Nr3AJbTEGRlZwkK8cvKyTg42Gtpax4+cri9vX0UnxeBQEhMTDQyMlywcEFGRsb3ujU1NUlIinNxcxYWFo7iKoB/EBAh/sehMnECE4bx4cOHJibGR44cJhKJ1EP5BflWVnMpBZ442Hbu3NHQ0AC3h4SGaGhQVPh8/Sgp01TOhZyTkZXGYJjkFeSAz+kPBNeHg39BGZkYmDCM8H9oOsr+mqnZtNbWVmrPt2/funu4d3yqGF/fUC8jK71ipR1cvhS2nETFRMymm/b398Mtl+Mus7GzJiTEwy9fpL/g4ubct28fdcwbN24wYRh37vroc2psbFRQlLezW07tQCQStbQ1ly1bSr3KIPr6+hYuWqiopFBVVUVt3LJls5CQYE5ODvyyrKxMVk7GxdVljO7ZXwKwnIYAh8Pp6GpjmJlycrLz8vKWLV+qp6974eKF0VneXV1d3j7eGprq27ZtLS0t/boDiUh0dHSAIOjMmdOjGB/wDwI0Lf9ECASCrKxsdHS0ra0tAonYu4ei2wRBkIK8wsWLl4KCgw4dcnN390hNTT1w4GBNbU14WFhoaBgLC8vSpbYkEgnO5g0LDwsPC/Py9Hbd4QL0nP5YiEQiNzeXg4MjLx8vaUB2q729I/lK8tu371JSbtnaLoW7TZo0SVxcPCE+LifnfV19bWVVVXlZhbGxyaDRFBUUqTUrWFhYUEgUgfBRyqu2tra3t1dJWYnaWVZWRoBfgEgkwS8rKsobGhoqKip27tr5URgQATU1NeHx+L6+PtowLCotLS1FRYXKysqCgoLURj19/fCI8Pr6ejhqBN4oAX+BgOHDwMCgoa7xMj3jZUbGmtVroqPOX79x/czp04kJCS4urvr6+iO6mSwsLE7b/2PvLMCi+rY2fibpkgbBoGvoLjsQRWxssDuxOzCxEJEGQcJWFBAQRQRpkA6lQUq6p+4zHByHmQGBa4D//fu+e5/Lnj37nAHZrPPutd61d6753FsON5csWbxy1apNGzfR/ntGIJGTJk2+63z37bu3G/u+BAAwpU/k1NHR4eN7T2Ks5OzZs5lPB/wpuru7J06c6O19b8XK5QgE8tChQ8ieRG92dva9e/Zqamiu37Du48c4i/nzWFlZXVxc4b5Lnp5eq9euQlF62PHcvet018l53LhxRCIB+DmNWEgkEg8vz7r16yQlJKmDZmZmc+aYPX36dMmSpbBl/4cPH9atX9fR3qGopCAuPtbcbM5XSgpUb9BDhb5BIW1uN5mSik47gYWFlZWNlVqY2d7egcfja+tqc3KyySTKKILSR0xdSmpifyUjBAKhu6ubjY2NdgI7GzvloIRIgP45Wltb/QP8JSUkZ86c+bfv5R9n2vTpd+44hYeFrbNZh0Ag5s2dN33adGdn5z17duvq6u7cuUu6x9lu8MjIyDjcuh37MfbKlStPnz7ds3vP3Hlz4U0VgiBjY+OJEye8fx9dXFwsLy//ez4T4N+trbt8+bKxsQmInEYIEydOvO97f9WqVUgk8tDBQ9RxU1PToKCXVsus0tLSiETiiePHW1ta1qxZq6io6OfrP8fcrLu7298/UFNTs6ys7K9+AsDPgfPYaEckJSXFx4p/q//W1dWFRqNJJNIdpzvt7e2PHj7S1dWFK+n8/O+ThtIyQkREhJWVlbapRWdnR2trK7V0jpuHG41GL160+NSp09Q5FRUVjL1XqXBzcwsKCpSVlrW3t3Fw9NYAfin8gsFguLkGKmgapTQ1NV25cmXyZFMQOf1utDS1uLg54xPiW1tb4fJSNja23bt3z5s378aNGytWLl9uZbVu3QZq5ekgMdA3CAwIfPTo0dWrVwIfBBywPQg/cwoJCenrG3p7eVNqGkDkBPgZSMbqaCwW+9O3Af4YEydKeXvfe/b0yaXLF2l9m+Tl5B88eKCnr8vHx1dRWbF+/YZ58+YmJiYWFORzcnLy8PBkZWbAP1Pwwxp1oNFoFixLd3c3gUBRbohEYmVlhbCwELXW/VXwq6KiYgwGM/ifr7y8vJKS0tOnT+rrv8Ejz54/r6yoRH8vsJeWklZWVnkR9KK6uhoeyc3NnTJlsr09pbcXU3h4eGbMmJWckhwaGgqPVFZW+gf4Kykpy8nJQf8c8A6JwYAd8rcjKCiop6f3tfJrYmIC7fjEiRNv3bp16+atqPdRc+fNffHiBYlEr7wODBaLXb58+cuXrxQVldZvWHfo0EH4cWLpkqUQBAU+CID+EmQyuaGhoZaGurrajvZ26N+CTCYX9jDUH9yIgkmeE2jo+3ehpJ+RyLQ/BWlpaV/f+6tWr0KhUPv3UXybYCi5UN4+1jZreXh46r/Vh4SExifEc3Bw3na4rayivGzZUiQKZT7HHPg5jWS6uro6OjpIfc/dsBgMCytLeXl5U1MjDw8PBoMxNja+ePHi1q1bVFVV09M/JaekcHBwfvgQHRISAivEZDK5o6ODVrsiEont7e1w7AVB0JgxY3bt3L1h4/pFixdNmzqt4HNBSEgIEoWinuhxcnLu27tv/YZ1FvMt5piZ4Qn4Rw8fkcikNWvWDBCf2djYhIW93rZ9e/SHaF4evpDQ4KLCQnd3D35+fngCiUSiu7HRDtgh/wCsrKyG+obhYREfP36cPHkK3au6unoBAQ+ePKY8TwYGBhw8eAiHww1pfR4enmNHjy1auPDqVfuly5baWFvPnj1bTl42ISEhNzf3r8hOTU1Nu3fvysjIJEM9u0HPeTkrK6u0lLSNjQ3jN2E00tnZeebsmYcPHqrglO95+wxVMhy5kRMSiczNzQ18EMg8HiSTEQikrq7uhAkT/tAN/vdAIBAEAjEkJHjTps3UQWlpGS9P71WrVyIgxL59+6njMjIy7m4eGzaunzFjhvncuTdu3CgrLTt//tzx48fvOjnv3LWjuKiIRCL9+b2eTCa3trZ2dHSwsbFxcXHRvdrd3d3U1IREonh6ToigEQyJRGpsbMRgMIyf4v8HiUSamk6SkJCgO9ti5+BYtHBRbGxMWVmZpOQ4CIL27N5LJkHhEWFpaWkyMjKOtx2LioqcnV2ys7PhyImdnX3hwkW0FrXi4uLLllnR/qouXLiQlZXltuPth48eCQkK7t2z967zXdrrzp8/n5OT45aDw5OnTxAIBE4Vd8D24MCmjqKion73/W7cuvn+/XsCAT9+/IQLdhenTPmxy3Nzc1taWmppakP/BEgkMjs7OyCAokyQKX/c+kJJJoP09Q3GjaP81AD/D9o6Olgs5mPcx87OTsasbSwGu2zZslmzZt1xumNts3bmzJnbtm4XF+/1bRkk8vIKbm5u7969vXL16uMnj0VERPJy858/f/5XIic8Hp+SmlpVVbVggSUWy9LTypJisRYWHh4aGurtfc/MzAwa5WRkZty966SlpWVjs27w7QVHIrSFdnV1deoalEPfgfHw8Bi4YA/4Of0/qOCUMVj0hInjPTzc6V7Kzc3V0dW+dv0a/Xherr6BnsNth+TkpLnz5sI/pmXLlrq7u02UmoDFYv68KwEejz956oSGhsaKlSsaGhroXnX3cNfU1DQ3n/P5Sx8HyL8OgUD49u1bW/uPDlb19fVzzM1OnjzZX2X+n6SxsZH259jR0UE1fPopra2t4RHhX758hn/TYavAMfx8dE4WMFVVVUP9B9PU3PxTp7fRTkVFhYbmz83B792799OlgCvBT6msrJSVkxEWEfqpzVJmZub69et09XRcXF3w3105hkR7e7v3PW9lFSXYErP5u/3Hn6S2thanqjJ12lSqsQjMi6DnHFwcVsutGE0ZunsYeFkCAT+AESiRSPzpCng8fvD7DAzlkswuGhn5RkCQ39PzJyHEyIf+cZ9AIEyfPm3Dho10xwff4ywIgUToaOsMNi4DDAs0Bn3l8tVLly924wmbNm6kjsvJyX1XnqDdu/f8GJeV83D3XL2G4sTz9MnTgMCAq1evBAQEhoSGUP79EggIJIU/+dMgk8mfP39OSUnJys5ct27d5EkU00UYSnaz3/3k5GRRMZH2EXaK/+XL5zlzzNZv2HjwwEF4BIFAYLHY/lKk/zA8PDy0Xw6pfLq7u/vcuXNtra3Ozs4yMrL5+fl2F+xYWVmnTpnKOFlYWHio98bNxQX9BllupEEkEGbOmrHOZv0AO6Se7tB6hgCYQjHKV1cPDHiQnp4uIyMzwHdJSUnJ1dUtIiL82vXrjx8/st1/YOpUJv+qB4CNjW31qtWTTE3N5phFR0dnZ2fDpRh/HiKR2NHRQbvhaGlqiwqLVFdXdXV1UbOQk5KSPDzcU9PSSCSilqbW6tVraG+4qKjI08tjrvm8hIT4R48fQWRo9myztWvXCgkJUee0t7c/eBD48NHD+vr6qVOnzrewDAt/PX3aDG3tH/JwXHyct7d3RkY6CwuL+RzztWus+cbwDXz/hUVF7u5u79+/RyIRxkbGNuvWTZwwEX4pNib2loNDR0eHr69vU1Pz5s2bR6/sRB85kUgkaRmZxYsX/6X7AVAg4Am6urru7h5r165BIhEb1m+gfl8UFBR87vmuWbsaiUTt3EnxbYKRl5f3ueezes0aAoGwZ/eeaVOnubi63L7t0NTYjEAiOjs66+rqqKknfwYUCsXLx4NGo8PCwmgjp8yszC9fvoiKibCwsjKmz8DCDwKB6O8UD57w01AGj8ej0ej+EnRIJCKRSGK6SFtbGx6Pp37Jw8Pjc8+X6VKUJUjMFxmB8PHxHThgu2XLlvmW88eKj62uqenu7rp44SKoJBoSJDJZTk4O7JB/hunTZgQGPAgLD1u4cOFPJ0+bNt3AwPD+fd+jx44EBuJsbQ8MHG8xIik5ztLS8tzZ8y9fvfxbkRMKhaLr7VhcXPyt/puRsTErW++TUlpamtXyZaysbIsXLyISSQ8fPnj56tXTJ0+pB+tlZaX21+yDXgQRiAQDA4OKisrDhw8VFxddv34DDlbIZPLlK5fPnz9vYKCvqakVGfn22bPnJaUlwsIi1MgpODh4/Yb1LCzYadOm19XVHTl6JDs7++bNWwO0nszPz1++wqqyonLBggVEEsnFzTXizRufez7wD6KppanqaxWJRKqtra2orBjVGeL0p3WKSgobN238P4UscFr3/5/Wfek5xkpJSVFVxzk7O9PNyczK1NBUu3nrJt14Tk6OlrbmVfur8Je5ebmr16zGYDFIJEJeQc7dw72pqYn8R+ju7l6xcrm8gty8efN09XRoz3HOnz+vpKxoaTlfcpwk1WkafsvDhw8XLV6kqaVhOsn0/PlzpaUltGvi8fhnz54uWLBAW0d72/ZtycnJly9fCg8Po0548ODB7dsOSUlJGzas19HVXrps6avgV3Q687dv32453JptNktXT8faeu3HuI/UlzIzM62t13Jxcejp6V25cqW5mfK9am1tvXT50qNHfTqQVFVV2dtfnT5jmp6+7patW9LT08mjhMrKSl9fnytXLvv4+NAafwMGQ0VFhbKK8rbtW///bxc4rRsMX758YWVllZGVpm2/+FNqaqoPHjygqaVhd+H8UA+d0z6lYbFYJSWFgds1/g5qa2vV1FWVlJV8fX0e9/Do8aMbN2+oqavicCoJ39sowUGPnJwstaNfXFwcByf7DRoD9OjoaDZ2VnUNNfjvSHd399KlS8aOFadmRyQlJwkJC1rbWLe2tsJ/+mebzUahkd7e3vCEmpoabR1tPX3dsrJSeOTOHUcOLo5Xwa/6u38CgbBunY2AIH9MzAfqbQgJC27avAk+uSORSRER4YJCAi4uLiMh+eH/gf4Eh9TDX4riAPSoq6t7uHs6u9x1dXOlHVdSVPL28vHxued4x5F2XF5e3tfH98GDwGvXr8GneBfsLowdK45AIvLz89fZrIPreImkXl/p3wrlMBiFnjR5UmVlZXJKMjzY0tLy9l2kqqqapKQksa9Z4r173jbrrLs6O5cuWaqionzV/uqWrVsbGxupEzy9PJcvX1FcUqytrZ2dlWVts/bM2TMxsbHUCWHhr0+cPLHWek1xcbGWlnZKcrKV1bK3b99SJ9TX12/bvtXWdj8SiVRTU38f/X7ZsqUfYmLgV9vb28srKghEYkNDfUVFOey+3d7efueO48uXL6mWELW1tes3rDt56qQAv4C8nEJgYMDKVSuKi4uh0YCoqOiKFSv377dduXLl2LFj//btjD7ADvknERER0dHVLi8vT0pKHPy7BAWFLl685OrilpaWtmjxosDAwMFb2MtIyxgaGhQUfI6Kegf9cTAYTFZm1pq1a5YsXUz5/yWLd+/anZb6SUdXR01dnTptyZIlTx4/lZGR6erqam5uzsnNIRAo6Uy0S5FIpAULFkycSDkpw2Awaurq7R3trc3N8KvxcXHd3d1LFi/h4OCAIIifn3/pkqWsrGzUM+iMzIzs7Ky1a9aKiorBSUuzZs0WFhJ6967fb0tFRcW7qHdz5pjr6enDI0ZGRtOnz3gTEfHtG8UJBUFxa6eEHEgkcrTb5fSJnNjZ2W1tbRctXPT37gdAj4a6hpur2x3H2y6uLrTjysrKHu6e7u5ud+7coR2Xk5P39rrn7+9/7RrFhocSHSORE8ZPuOd9b8rUye+j3s+3tLCcbxkd/f4PfK/x3XgDAwNeXt6wMIoyBEFQVnZWRkam+RxzDAZDa0/V1tYWFBQ0ZcrUBw8e2toecLh1+9DBQ1FR74qLi+AJ5eXlV65cNjI2DA8Ld7zt+DLopY6OTmtLG+1hGRaLbWxotLCYHxwc4njb0cfHF4PBPH32lDohIDDg2bNnTnecgl68vOt0923kO15e3mvX7OGaeW1t7Zs3bvDx8i5fseLatet8fJQTfQQCwcLCQr0KmUx2c3d7++6t810XPz9/T0/Pe94+OTk5Pr4+f+D7Cfi7cHNz79+333L+AvCD+DOws7NPmTK1o70zKipqqO9VV1cP8A+kFJDedVq8ZFFcfNwgr2hhMb+7G/8iKOjPiwjd3d26erqJCUm5OXk52Tm5OXmRkZHmc839/f0fPnpInSbALxCX8HHuXHMlZUUFRfkzp08TCSREn0xWMgqFEhMVo36NxWIREKKnNQCFmtpaLBYrRJPOOG7cOE5ODuqeXFJS0tHRceXqVXUNdU0tDU0tTfO55oWFRV++fOnv5r9WVTY1NcnJy9Hm1CorK9fW1XZ0dPTeVs/6tDv/KKVPKgkbG5uN9bq/dzMACmQy5XEBhaK0fYVRV9dwd/fcsHE9EkKs3/Aj50lFRcXL09vaZi0Khdq0aVOfnCcfnzWUczpsbxyMgObOtZg3z+Lx40dX7a8GBQW9iXxjZWW1d89eRcUfjcyYUlJScv78OSKR2Pc3kwkEAt5A33D9+vXU3xwimSgmKmZkZPzmzZv6+np+fv63kZHsHGwGBgaJfR8iWVhY7OwucHByYDCYjo6OpqamouJiBAKBx/fqUmlpqdXV1ba2B8aMGQPX7a9YvjIgMIB2dyMSiSKiwlbLrOAcqYkTJ0pKSn7rqSPr8XogBL96paKiYmExH3Y5EhMTmzd3noeXR0VFBVy9/9NHopaWlvDwMFWcqrm5OTwyZcoUdzcPUbEfjdsA/yqcnJzW1tZ/+y7+W+jq6HBwsnt6empoas6eNbS2YAgEwsLCwtTU1NPLc9u2baYmJvv27f+pc8HUqVMFhQQiIiK+fv06VJuD/xMymczOzi4rKwtLQbDvDAqFev8+Ki01dbnVcriK69z5czdv3liwYIHV8uXiYuLt7e0266zp4jxED/1diI2NjZJX893srcelDEXZ/b6HNCQiCUJA8+bOVVNTI/QodkgkEovBSkr+aBJFBwqFRkAI4vcdGwbf3U25D+ToVpgYGdFWOv9NEAiISCA9fPRwP41vk4YGRXmytrEmkckbaartcDgcnEgOIRC0VXjyPcqTtc3a4uIiFApFIpG6ujoFBQXXrrW2sJjv5ubmdPeOu5v706dPNm7ctGH9BljUZaSzq/Pa9WvzLCx0dX6eL0mGyKwsrHRFfGgU2nyOub+/X0pKyqRJk4JDQkyMTcaOHUv3e45Go7m5uZ2d70a8iSgvL0cgEEQikTYvu7a2FoFACgv9eEgaO1acl4eX9vGFTCLzcPPw8vJ+/04iMBgsfCyNQCBaWloqKiuKioomTZ7UYzMHIRDI2tqaurq6r1+/wpHTTx+J6uvrKyoqKK0hvteRsbGxrVq16qffHAAAMAy0NLXHjRuXnZVja7v/0cNHe/bsgTtJDx5eXt49u/cssFxgb3/VYv681avXrF2zlpu73+5AysrKenp6QS9exsfHL1jwp/VFxvbYY/jHsLOzNzU3k8hkJAJRW1v78OFDc/O5vj734QkpqSldXV1DOv+Sl5cnEAg5OdnUfPCSkhJKL6bvIY6EpAQGjVFUVFy9eg08QiAQfH19BriKpISkkJBQUnJSd3c3XANIJBITEhMkJSU5v7dm+mf4o5XqgEGCZcE4O9+9cfMG7aC6uoaHu+ddZye3vjlPaqpqnh5ezs533dzcaMfl5eW9Pe9FR0eXlZbRKlh8fHy2travQ8MOHjxAJBIvXrg4c9aM2463aQvKqHh6eo4fN858jrngIBASFKLfj8gQiUzS1NQUExcPCw/7lP6puLho6tRpKBSK3Ddy+vr168pVK11cXUxNTa9fu+Hn57916zY46IEnsLGxwb+K1LegUGjaz9Vrutu/MEbJYcQTJkyYsGPHjr179u7evWfXrl2XL125f99vSN1DySRKO1va4IqSZEDz9ParwOPxSUlJmZmUJHpopFJaVhr9Ibr5e/7Eb6KktOTDhw8trS2/9SqAEYiAoAAOpwpB0KZNmydMGL/Wes3pM6fr6+uHus64ceNu3XK4fu3GmzdvLBdYvnwZNMDkRYsoUv2Dhw+gEQAWg0Wh0Hh8NwTvmQgIiUI0NTa2traSiMSysrIrly+3trTBOdeDXNNA30BaStrprlNxcTGBQMjNzb3jdKejo4PaAlldTV1VVe224+3c3FwCgdDZ2Xn58qX169eXlv1ofEmHkJDQgoULX79+HRDg342nGE153/N++/btwgUL4cyHfwkQOY1EUCiUg8PtR48eXrW/Sjveozy533a87eLSJ+dJXV3dzdXttqODu3uf4ElWTvb2bUdyzwkgHTIyMhcvXvoQHWNts7asrHzH9h1l5fS9gePj4jPS09fTeCIMAyKRKCwsbGpi+vZtpKenBw8Pj7GxMRzl0JKSkhIbG2N3/sLFC5cWLVpkZGjEysJCOSL8/ogjJyePxWKysrKobykvL29oaBj8kxYnJ6e4uDgKhVq9avXatdY21jY21jZy8nLNzc1wWEZlgH41PLy8IqIixcXFLS29sUJlZeXiJYscbjtAv5qmpqYdO3ect7P7HfkWycnJz188b21t/T/XeRAYaGk5Py8vF/qd+Pn5WS6YX5BfQB1JTEwMehk00vzAAL8D2Ds7LS312LHj3l73Pn/+PHeuue99n66urqEuZWxs/OTxk7Vr1l6+cnnFyhVpaWlMp02fNkNYWOjt20jaDtm/G9iQE64ipB3n5uJiYcWmpqZ9raqiBCiCQmtWr4l6H2U6yWTW7FlTp02hOGXIy16neFk9ht9CJBLb2toJhB8Pw3g8vq2NEl3BXwoKCp4/b/f161cDQ/3JUyZPnTalrq6Ok5OTemlBQcHLly53dXbpG+hNnTZFU0vjvN35ffv3L7AcSITbuWPnwgULt2zdoquro6OrvW3b1oULF27fvuNH/gblxvrYvoxSwGndSIRAICgrKfvc812+wgqBgPbt7XNs5+HuuX7DOiQSQRvTwEHVxo0bkCiU9dofqRjiYuJiYiKkforp4DTzNavXVFfX0KYTQhDU3Nzs5uG2Y/uO/7PrCPyrOHPmzMDAgPy8goWLFkhKMDkpRyARlLrculq4dik+Id69x0KdKjIpKSnp6elR7N3mzVVSVKqqqrp+43pzU8vgHT6xWKyFhcXuPbvuOjtt2bwVbqOxYsVyibEScLPPnttAkkikpqbG7u5upv10eXl45pjNOXX61H0/3w3rKf4dbm6uQUFBcArCLwdWs35HHYq3t/fTZ0/ev4/+P1tHGRkZHUYcFhf/vWV6JiYmLFismNiPf6Kurq7hEWHR7z8M4C4D+DcwMTbh5uaKjIxsampSUlK6530vJDT46tWrDx8+OmBra2hoNKTVUCjUqlWrZsyY4ex8d/2GdbNnm+3auUtAQIB2jpCQ0Jw5czw9vYJDgjfTdMH6rXBzc9+544TFYun+SQsICrq5ujc2NMJHYCgUau+efUqKyjGxMSgkctfu3ZMnTU5NTY2Ojp44sbfVkpKS8tMnT9TUfpTjLbBcoCCvICUlRR2ZPn16aEjoi6Cg8vLyjRs2IJCIffv20VpTmpqavnjxIjQ0JC+/gJOT09TUdMrkKQN7VwoICDg53V24cFF8QhwSgTx58tT0adNpdxhVVbUA/8ChnreORH6H1QHwc/pVfk65ubnaOlpXrl6hm5OcnKyqpuLiQu/zlJiYqIJT9qDxti8tLZ0oNV5aRmpIviYEAuHsubM+Pj9vItEf3d3dCxZaiomJFhUVkcnk6ppqeQVZSivywEB4wsZNG3l4uT99+gR/WVNTM3euOQsrdsrUKQaG+krKiqtWr+TgZDc2NsrJyYHnpKamqqmr8o3hNTQylBwnIScvy8XNef78OepFV69ZPX7COKpNUU1NjQpOZd68uUQiER5pamzcsnUzCytWWUXZxNSYm4dLXUMtOTmZukJ9fb2+AcUA2nzunJpaynespqZmrIT46tWrqQYkDQ0NK1auYGHDqmuoq6rhWFix27dv+3/cX+rq6pKTk+Pj4ysrK2nHa2trtXW0ly5bQiQSc3Nz4+LiKioqmK5QVfU1ISEhJTWFsWtEa2sr3GulqqoqIyMd7rTQ0NCwecvmiVIT4hPiB3nnpaUl8fFxnz6ldXZ20o53dHTU19dTOy0QiURK+5qep9vMzEy6G66oKI9PiE9JTYFdZKi0tLTU1tZSnbdIJNK3b99ovcd6r0LovUpDQ4O1tbWsnExycvKQnH5GDsDPafB0dXXNs5iHxqCfPXtGHWxvb7/t6KClrbl125b8gp+0Z+mP3Nxca+u1evq6Hp4edL8Ijx4/wmDQc+eZj9J/YAPz+fNn2wP7oz9EU0fs7OyERYUSEhP+6n2NGkDkNKIjJzKZnJeXp6ene9WeSfCkrqHm6uZKNx4XH6eqpup9z/v/iZxCQkP27N3D2CZp8BCJxPj4uJCQkLa23h5wMTExz549bWxshL9MTU19+TKI9q9jRUWF012nHTt3nDt/Ljklub29zc/f78aN61VVVdQ5JSUlDg63du7cedvxdkhoiKiYyOXLl6ivJiUnvX79mroDdnZ2vnnz5uPHj7Sua+1t7c+fPz9w8MC27dscHG7BgR0tnz59cnBwePjwYUcHZZ3Ozs7Q0JCkpCTaOU3NTY8eP9pPYd+zZ0/p4oAh8fjxYx1dbclxEmLioio4ZeoPDo6cdPV055ibHTl6ZKLURGERIWUVZWcXZ9qPQyAQ3NzcVNVwYuKiYyXETUxN3rx5Q7u+u4f7wkUL7927p6GprqenC1uS7ty1U1hYiJ2DTVlFyc/fb+A7bGlpOXb8qLyCvKioiIioyNJlSz5/pjS/g/Hx9Zk2fVpWVib8ZU1NzfIVVufOnTt69IiwiPD1G9fh8Y6ODnv7q4pKiqJioiKiwrPNZsP5WzAODg4zZk6nhlnNzc3Lli07fOQw9ZN6eXlNnzE9J5cSQ+Px+C1bNgsKCXJwsuNUVR497mNSOloAkdOQuHnrJuUwaNdOuvHCwsI9e/doaKpfvXqFutUMlbCw19OmT51jPufdu7fUwbq6Ojl5WU5ODtp/qP8MX79+VVXDjZ8w3tPL831U1Lnz58bwj1m5agXdcxGgP0DkNNIjp58oT6o4RuUpLi5ORUUZbjtaWlY21MipvLzcZp1NcXExeSRRW1t7+Mhh2odOP38/vjG8T58+JY9aUlNTJcdJLFy0MCwsLPR16KJFC8eM4Xv7tnf7rq2tNTAywLJgjE2M3N3dnj59Mn3GNF4+noSEH8+Fbm6u7BxsK1aueP069MGDBwaG+hKSY2NjY6kT7Ozs2DnYpWWkLC3nOzg4wGHly5cvp06dIiwidOr0Karsx5Surq59+/exc7Dt2bM7KCjo3PmzXNycy5YtpUbVly9f4hvDm5DQa3BcUVGhqoYTEOTX1NTYsXNHbGwMrCGdtzvPysayceOGFy+eX716VVBIYNasmdRW0La2tvwCYwoLC+EvGxoaFBQVFi9ZSBULz9udH8PPB6uDRCLx+fPnJqbGomKi586fy8zsDdpGFyByGhLJKcn8AmNU1XBV1T+eo6gkJMQvWrzIxNT4yZPH1H8zQ6Kzs/Ou811tHe1Nmzbm5ubCg7t374Ig6PTpU+R/kfiEePO5c6SkJ06YOF5ZWWnnrp20z6iAgQGR04hDWUUZiULQaSE9ypMOE+UpKYmp8hQbG6uqhnvwILCmpnqi1ITBR054PH7//n0DWOz/Ldrb22fOmsE3hs/B4VZ09Pvbtx0kx0lMmz4VPooapfj4+rBzsFGfdL9+/bp5y6aQ0JAfmpOujoTk2PT03qfeiDcRXFycrq69P+5v376pa6iZTjJtaWmBR3JycsTERW1sbKh/Py5fvoxEIY4ePUJ3aVtbW1k5mdLvrRX6IzklRURUeNPmTVT559Chg5LjJKjt6+3trwqLCCV+F/krKytV1XDjxo9LSUmhLlJcUjxuvOTCRQuph3pXr14RFxdLTEyEvzx8+LComAj133xDQ4OqmqrV8mXUT3Hx0kURUWHaNXfs2KGopPD161fy6ARETkOiq6vL2MQIjUFHR/84YKIFj8cHBgYYmxgtXbY0OeXH+fuQKCkpOXDAVkND/eLFC+1t7ZmZGSysWDk5WWqI/4+Bx+NzcnJSU1NBI6ahAmrrRhwIBEQikr29vWgr8GVlZb28vAMDA+mr7TQ13VzdHRwcXPs6jOvr69+543Th4gUPT88htaQNCAzg5uY2m00pZhlRsLGx3brpYGZmdsvh1uo1qx3vOE6eNNnJ6e4fbmP8a5GUlGRlZd22ffuFCxci3kTg8XinO3dnzZxFnUAik3A4nIK8PPwlFxcXKxtrW1tvQVxOTs6XL1/mzZ1LzcGUl5c3NjaO/RhDNe0lkogCAgIWFvPpLg0HJbB5OuxTdffuXbsLdhcu2F2/ca2kpAQeT01NaWpqmjt3LjVL/ciRo2Gvw/vr3EKGyCQS2cjQUJ2mWUT6p/SamhrzOebULs5btmyNjIxUUFAY9reO7v4B/zZYLHbmjJkEPCH0dSjTCWg0esmSpa9eBquqqm7cuPHAQVvqv+HBIykpeenSZVdXt9S01FlmMzMyMmbNnJVfkP/4SW/N2j8GGo2Wl5dXU1MDjZiGCoicRiJYFmxAYMDFixdoB+Xk5H197j969ND+Gr1VgYe7h9NdJ7e+lgQG+gYODrd9fO6Vl5cj+/oe9Ud2dnZUVNS2bduhEYmsrKyvj2/wq5DHj58Evwrx8vKWlhqCD9MIxMDAwM3NbQwf3+kzp+bNmztl6hRbW9uqntrj7yDY2Tmo9nRwoSI1iPlWX08ikYSEhGjXFBUVa2lpoZYfk8lkTA8D30ltba39tatHjxw9euzouXPnCgsL4fGa6moUCjWGj+LbDsPFxSUnJ0fn40ALAgGxsvc2dYf5+vUrConi4+Ol7XEhKytHNUpmssjAtwv472FmNgeBgEJCggcw6eDi4jp86PB93/sNDY3LrJY6O9/t7Owc6oU0NDTu3/fbuXOXu4c7JbWOBD18EPj/+3cA/iVA5DQSQaGQTnec3ryJOHv2DK2hgKysrDcz5UmzH+XJ0MDwmv11PJ4wmL9DbW2ttxxubVi/AW5vMmKRlpZWV1MfP348NPrp6uyaNWt2ZOTbgvzPbm7umhoaN25ct7e/OkhHO14eHgQC8a2vK2BtbS0HBwedWcNPF5SSkop69764uLioqPhT2icDAwN4nI2dHY/H0/7ZqK6ujouPa2kZ0JSy79XY2dkIREJraxt1pL6+Pi4+rqmpiXYaNSIkEomdnZ0IED4BaJCRkdHU0srNzf1p9185OTlXF9cLdhefv3gxz2JuWFjYUL+RKCRq4YKFz54+37Rp8xj+MZFv39F1iwL8xwGR00iEQCBIS0t7e/uEhYfZXbDrR3miNPRlojz1dRJXUlISExMZTKtwdw8PJSVlHR2dX/c5AD/h9m2HlStXdnR2SkhILLda7uPjq6ikWPC5YJCt3eXk5MTFxMPDX1MPrUrLSmNiYjTUNdhY+9WEYOCONFR3FjQaLSYmNm7cuHGS48aOlaCOy8vJo1Co+IR46hvtr9mvXr0Kbn4+SBQUFLFYbGJSAnXEzc1t+XKrou/tnJFIRFdXV1d3r7FhdnZ2aVkpEoUc/P0D/nk4ODhmzJje3tYR8ebNYOZPmjTp8ePHVsuWHz9xzGad9TDMWjk4OPbu2XvA1hbfjff09IT+Km1tbTExMUVFvb8yI5Oc3Jy4uLjfbXSZnZ0dHx//d+00QeQ0QunuxktISNzzuhf8KtjO7jytQP1deQq4an+FifJ0+xat8kQikQbjFfk++n1BQQFt5zvAH4Cfn//p0ydnzpyKj49LTk52ununrKzM0MCQmg/E2FGBdkRYWHjr1i1vIiIPHzkcFxf37t27bVu3tre1bdq0mRp2wKVtjJdmZWWtq6t79fJleXn5AHeor68/Y8ZMB4dbHp4eSclJd+863b3rZGpiSk2MYFyf8Z5VVFQWLlzo4eFx545jUlKSt7eXvf0VdXV1qYm9vnzSMjJNTU03b95MTEwMCQ05dfokqSc1nLoC41VY2VhrampevXpZWVk5iO80YNSDQCBMTUxZWFjevo0c5NkZGyubtbX1y5evxopLLF+x/PSZ0zU11UO97urVa0TFRF69epmTmwP9PUpKSlasXOF73+eXr0wikd++jYyIiPj/W0hdunRx1eqVDQ0N0O/E7sL5NWtXUzs+kUikiIjwyMjIQT5w/hKAh/iIZsLEiffv31+5aiUCiTx86DCd8rR69SoEAsHoML5hw3oEErl+3fpBXqWmpuaet/f+/bawRy3gj7F06bKioqI7Tnd8fX3RaHRzc/PaNWup1vAIBIKDg4M2owiFRHFxcdH+mNat29De3nntuv39+754PJ6fn/+Ok5OJqQl1AgsLCxcXF2P0PH369Pt+vnv37UMgEBs3burvDnl4eOyv2u/Zu3vPnt1cXJyNjc3m5nNOnjxJje2wWCzt+ggEgpOTk5W1T54TFos9d/YckUg6dPgQFxdXS0uLvr7+pYuXqfb0c83nrl1r7eXl+fTpEyQSaWVlhYAQtB+TBUv/KWbOnBkQELBr9y6HW6i1a9cO8RsPGJXo6unJycnGxnz8/PmzmpraIN8lKCB45syZBQsX2F+9arnAcvPmLcutltO1vBwAYWHhZUuXXb9+w9/f/8zpM9BfAi6F+03Bwblz5zo6OyLC31B/r4fHggULtbV1Bshf/CUsXrTY0MCI6rROIpFOnTqFwWKNjIwG/2P9fyH/BoCH+K/1cyooKNDV07148QKtBeLAPk84VRUXVxcymVz2Mz8nEol08uQJ/wB/8sggITHh5KmTBcM1BR6NlJeXhYWFBQcHFxZ+ofvRUPtYwfRkC7XCPuC0fP369c2bN7GxsbTOojBdXV2tra1MTW5qa2vz8/IH4x9IIBAyMzODg1+lp6fTLdXd3U27PolEamtrY+qnRyKRcnNzg4NfpaamMH4EEomUkZERHBycl5fX46/TQfvBu7qZfIrq6ur8/EHd/wgEuBIMj/3791FUB7vzw3t7UFDQjBnT584zf//+/eDfFR8fz8vHKyMr3Z+J/y+koqI8ITEhMTGxvr6edjwzM1N8rPjZc2cIBMKnT2mUCd/6TKBSXFwUFx+XkZHBaGXc2NQIOywUFRXl5VFsq4hE4teqqqlTpxgZG34p/DJI9+P8/PyPHz/m5OTQ/UlqbW1tbGyk/p7i8fja2tru7u7Ozo60tLT6+m+0kwsLv8TFUe6TalYC7wONDY31PbUv8AiBQFmE1m24pbWlsbERnkAkEisqK4yNjSZPmVxSUsK4sfwmQOQ04lBWUUKjUSUlJbSDnz9/1tfXu0Tjlw2Tl5erQ/F5ouQU05KUlKSmrubl5VVVVTWwn9PTZ08PHzlMbXzx13F1c+Xk4ggLe/23bwQA+I2AyGl4xMTGQAhowsTxsMnqMGhqarp166a2jta2bdsG6fdLIBAsLOZBEOTl5UX+beDx+Bs3risrK42VGCsqJmJkZPjmTQT11czMTMlxElu3btmwYb2ExFgRUWFdfd3g4GDaFVpbW0+dOiUnKysmLio5TmLBQks6n9gjR49s2rTpzp07EyZMsLJaBlulL1y0kIeXm5uHy8BQPybmJ9/V0tLS9RvW9bQ0EJaQlNi1aydthHf6zKkFCxd8+9YbIWVnZ8+ZY+bq6rJ6zSohYcHg7zaBdXV1e/bulpGRFhEVFhMXs1lnTTVm6+rq2rN3z5o1a6itID5//jxt+lQ3Gs/CEyePL168CG5HUfm1cr6lBRc3Fw8vt7GJEa1L8G8F5DmNOBAIBIFADAkJph2UkpLy8vZ+/PgRXW6TrKyct6d3YECAPUO1nbubm8PtW05OdwaoSP/8+XPQixc7d+z8cyLnz0ChUKysrIPv4wsAAP474FRw2lpaRYXFK1et3L59W35+/lBX4Obm3rFj59MnzzAY9KLFC69fv/bTvBwUCrWxJwfU1dXl91mIvQh6ce78uSlTpt739b3jeIdIIm7atJHqD9JTeYrw8blX963u6tWrV69cbWluPnDQlprnRyAQzpw5feXq5bkW83x9fE+cOJX+KX2t9ZrS0lLqJYqLiwMfBN5yuGlkZGhhYQH75FnOtxwrPlZERMRqmdXAxk4tLS3bd2x78uTphvUb3Fzd5ltYODo6Ojjcok748uVLWloqNXe7rb09KTnp5KmTxcXF1tY20jIyEAR1dHTsP7Df3d192TIrVxfX1atX+/v7n7c7D2dZkUikvLy8rKxMal5je3t7cnJyRUUF9SqfP39O+5QGX4WTg9NyvqWYqKi4uLiV1XIxUVHojwDynEYiWCz60qVLGCzWxtqGOigrI+tzz3f1mlVIJHLvHopkDSMvL+/r67t6zWqIkvP0Y1xDQ9PF2dXaxrqstFxCss/vQ2dn540b1y0tLe/53Fu2bJmIiMjv+BQ5Odltbe1KSkrBIcGdnZ1LFi+hxnC5ubkRbyLqvtUpyCvMMZtD20ybKQQ8IfpDdFx8HJlMNjU1NTQwpJvw7du3kNCQvNxcNjZ2Y2NjAwMDuliwrIxyIlZSWiJM6YJuzmhqUFRU9Dos9OvXKlkZmdmzzUa4NQMA8N+Ek5Nz9uzZiUlJ06ZOGzOG32q51ZIlS7Zt3fbTPYQOcXHx69dvxMfHX7x0Iehl0M6duyzmWVB9MRgxNjbR1NJMSk58F/VuxvQZ0G8gIT6enZ19794948ZRdqdx48Y73HZoa//h5YHv7lbB4Vxd3GD734aGhlOnTn3+XCAmJgb74np6ea5cuerKZcrT9eTJkIiI8OLFix49erj3+98FLAbT3t525PDRVatWwSPs7OwrVqzw9/fr7OrcuHHTwKmuYWFhb9++PXPm7O5duyEImjFjRll52euwsN2793Bzc8MlulgslvptRCIRBAJBRlrmQeBDYWHh3o+ZkPDwQeDePfvOnKEkjZmbz62tqXn7NrKhoUFQUBCCIDr/OQSCkvJIu5/TXoWLi2vVqtU+Pj4YLHbTxk1/7pH7dwhZIM/p/0EFp8zGwfro0SMtbc27znfpXs3JydHS1rx2/RrdeG5ujraOFmN7lqioKFZWFjl5WdrTOu973hgsmp9/zNJlS2jPmH8hJBJp2/atmpoaa9auQaCgBQss4XwUPB7vcNuBX2DMWAlxZRUlTi7OGTOn0x5Nenh6CAjyR0SEU0fq6uqsVlhxcLLLycvKyEhzcXMeP36M9jz+06dPGpoaEpISkyabamppcPNwbd++jTb95V3UO1k5mQkTJ+jr60lKSkpJTwwP/7E+3FBWRFRYVExURVWFl49XV1eH2rsKAPgdgNO6YfP+/XtOLg4jY6OWlpaUlOSlS5cYGhkEBPoPL8eFSCQGBAYYGRkuWbokOblPY286KOIKAlq1auVvSqZx93BnYcUamxjfvn37/fuo2to++RVZWVmiYiK2B2ypIz6+PoJCAiEhvQd2Hh4eLKzYkJDe3k1kMrm+vl5dU83CYh51ZOWqlfLyctXV1bQrd3fjZ8+eNXnKpObmZniksLDQ/pq9nd3583bnnZyc4HMxEom0Z+8eUTGRrKws6ntramo+f/5M/YbYrLOWV/ixfnJyspCwIF1S2qVLl9g52D5+/EgdaWhoyMvLgxfp6OiwmG+hr69HTWzKyMgQFhE6d+4sdf7qNauUlBWpfbc6OzunTJk8c9ZM6gHfHwCciYxECHiCrq6uh4eni4sznbmlvLy8j49vQID/jZs3aMfharuHD+kdxqWkpETFRGkrMhoa6l1dXfDdhG/19UEvXvr53f9NnwIBIdLTMwoLvzwIfHj+vB1cbxX1PurYsaOzZ80ODg4JDQn18PD49OnT9evX+qsZIRKJ9tftXwYF2Z23CwkODQ0N3bx5881bNyLfRlLnODndqays9LvvFxoSGhIcumnTJv8A/5SUZPjVjo6O69ev8fPzhwSHhIa+fvnyJS8Pr7391Y7O3v4kSUlJhw4f1NLSCn4VHBoceu/eva9VX+0u2IHOHgDACERLS0tJSSkhISEjI0NdneL3vXfPPicnp2VWSz/GfRzqakgkcumSpU+fPlNXV9uwYcOhQ4eqq5k7F8ybZzF+/LjnL14M44hwMCxbusze/lpjQ8PuPbvmmM+ZOm3a1atX2tp6NSfKX2skioODncHetlfgqa2txWKxtN2oWFhYhASFaP1myWQyGxvbT4WZgoKCs2fPHD129OjRo/bX7OHTTAKBUFNTzcHBQS2JpdQtCgpKSUn1lxBChshIJJKu30BlZQU7OzvtIry8vLKysv0tMoAQ+BcBkdMIpbu7W0VZxc3V3fGOo7OLM+1L8nLynh5ePj4+t27dpB1n6jBOIpHo/uE9efr0Q3QMCo2CyJCiooKWltZv+ggkEomTi+PsmXOLFi6Sl5dHIpFkMtnPz09QQPDGjZsqyiri4mMXL1q8ZvWaoKCgvi1HflBWVvbo4UOrZVY7d+6aMGHCxIlSJ46fkJaWefTwIbxxkMlkfX392w4ORkZGLCysgoKC8vIKRBKpoaERXqG9vf3r168sLCzs7Ozc3NwqKipubm6bN29BIij/+MlkcuCDQBYWlhvXb6ipqYmJic01n7t167b376O+fPnym74zAABg2LCxsZnPmdvd1f3ixQs4CWnBggXBr0IMDAx37dq5c+fOz58/D3VNAQGBQwcPBwY+aGisnzvP3MXFhRqyUJGUlFxgubC5qfl3PG32iDrE9evWJyUlZ2ZkXb1iLyAgcPDQwcDAgEGuMGbMmO7u7samxh9/RLq66uvrOWliFDia+WlHARMTk/RPGUVFxcVFxVHvoiQkJODOFmxsbJSS144O2iSHlBRKqezAH432Sw4Ojs6e0lnqSHl5eUJCAt0i1ICpuwdohAHynEY06urqnh6e6zesRyKQGzb02vxAEKSoqHjvns/atauRKNR2mjZzvT5Pa2Cfpx85T1SampocHW/3hDVEyfESjo6OiopKv+nmSSSSiLCItPSP1nLt7e05OTkEIsHugh0KSTm3RiARySnJpWWlZWVl4uLijIuUlpbW1NR8Kfxy8NBBMonyG0ggEmpqarJzctra2jg5OREIxOrVa1JTU+0u2BUWFtbV1aVnfCISidRzcR4enjlm5hcu2pmYGmuoa+rr68+bNw/OjuxRpNpzc3M7OztvOThQDKnJlFvKyMj4+rWqtLT0/2lJCwAAfhMWFvNOnTkV9PLFqVOnYB95dnb2fXv3Wc6ff/3GjeUrrJYtXbZx40ZOzj5Bw0+RlpZ2vuvy5s2ba9fsnz57vHfPvul9U5rWrFlzx+lO4IPA3bv3wEk5v4rOzk5bW1vKI9yNm3I9TJ06VUdX+8v3DPGfoqamxsrKGvb69fRp0+GR9IyM7OzseXMpVYED0yNoIamO/KysrHC0RAsSiVJUVPL390/PSJeVlaU0j+rq2rt3T0try7OnzwfvBaiMU+no6EhNTaU+tJ84cTw9I/11aBg/Pz+ih47ODuopRHJyUmNj08A6Gd39/wGA5jTSUVfX6FGebtMpT0qKih4enh4e7o6OjvTKkyfFYRyutqP7B+fl7ZX+KR1+xnJ1dtXR0f2tN49E9pFau7u7Ozra29s6cnNycnJzsnOys7KyODm5Fi1a1J95Wnt7Ox6Pr6mpyc2hzM/OyS4oyNfS1J40yRR+lCEQCKdOnZw8ZdKjRw/r679JS0vNmjGLBYslkXtLM9Bo9IkTJx4EPpw8aUpxSZHdhfMaWuqHDh2EW4Hi8YSO9vburu78/PycnktkZWVhMGjL+fMFBH7o3gCmpKWlHT125DcdXgAA/SEjI2tibPz58+d3797Sjk+cKOVwy8HhlsOHmBjzueZPnz4hEIZsHTl16tRnz54vWrj41OlT1jbWWVlZ1JcUFBQsLS2/fC68/6tlJywWy8bG5uzqfOPmjeTkpISEeBcXZwKBoKen1587P5x7RB3B4XArV650cXWxv2afkJjw8tXL3Xt2SUpKWlktp3sL3aVRKCQLK2txUXFISHB93yaYdCywXCAtJX3yxMkXQS8SExPPnj0T9CrIzMyMmp4/mI4C06ZMMzAwtLM7//Dhg8SkxMuXLwUEBsyYPoOXl9IRHIPByMrK5uTkON5xTE5O8g/wv+VwC4PGDNBRgJIwzsJS+OVLSEjw77Yv/8HvSJ4CGeL/D8oqyig0ks5oJCU5WUNT3cXFmW5yenq6ppbGHac7dON5ebm6ejo3b92srKyUkp4oLSNV31BfU1OjrEJRmLAsWF9fH/LvhEQibd68SUlJoaKinDrY3t5uZGxobGxEm9/d3Nyck5ND9U6kyxCPjY3l4eG+cMGOdvGysjJqUnlWVpawiNBa6zXUtMTHjx+P4ecLCgqCv2xsbIyNjWnusYhsaGiIj49buGghJxcH7PxBSUi0mKuqhmvsMYiDaW1ty8vLG6UWizBBQS9WrFxRWFj4qxYkkUj21+x37d5F+23x8/dj52ALDQ39VVf57wAyxP9Prl2/BkHQ1q1bmL6K78Y/ePDA0Mhg8ZLFSUkD5X0PQHl5+eEjhzW1NM6cPdNQ37s/vA4N5eBg09BUp2Yo/yoqKytXrVrJycUhPlZMRFRYSFjwypXLVD/Y7OxsWTlZuws/sq39/P3GTxgXFhZGHamtrd26bQsPL7eYuCjFn8lA/+PHWNpLrFu/zsBQv7a2lu7Sbm6u3NxcomIiERE/HKSYEhMTo6uny8vHIyomwsvHs3fvXmpeOZlM3rJ1s4amOrUaKSU1RUp6ooPDLbpF0jPSp06bwsXNKSYuysnFsX79OtpvZkFBwYyZ09nYWcXHik2Umnjy1AmcqsrFSxepEzZsXK+to0V1jSKTyY6Otzm5OMdKiA/J4PT/AUROIw4VnDIEQYzO4CmpKapqOMZqu7S0NDV1VSeG4CknJ8fAQJ9iOCYrLS0j1dzcfOUKpVqVlY319u3bv/lDMI+cyGTysePHuLg5qaVt7e3ti5cs0tTSpP6y0UVONTU1evq6tL/tKcnJUlITbW33w19GvY/i5OKgfrtaW1tXr17FzsH++nWvl+anT5/ExUWPHz9GvYdbt25ycXPGx8fDX9rbX+Xi5gwMDIC/7Orq2rBhvbKKEq2N+6jj+vVrbOysnz59+oVrLl6ySF5BntbM99u3b6mpKYzG5YCfAiKn/5OcnGxRMRHJcZIlJf26WTY3NV25cllDU33v3j1FRUXDu1B6evryFcsNDQ187/t2dVEe8GbNngXr9+RfDYlEKijIDw4ODgsLo5pDwhCJxNbWVtpnTjwe39raymhiXFRUFB4elpKSzGjl39HR0dbWRmf8DVNeXv7ly6A8xDs6OhISE0JCghl3yM7OTtr14XtmWorY1dWVmpoSHBycm0tvRA6vk5AQHxoaWlZe1vNnoo32xuiuAn/fSstKCwsL/5iHOMhzGolgWTB37zph0OhdPbYZMOpq6p4eXus3rEMikRu+tzaDIEhVVdXTw2vdehsUCrVhw4+WvfLy8l5e3itXrSgrLZeSnlhUVOju4QZB0IEDBzZv3vwHPkXP2RzlgYl2cM2aNSEhwTbrrJcuXcrPL/D27du4uI9XrlwVEBCAJxAIhPb2duoht6Cg4J49ezdv3mQxf97s2WZdnZ2BDx6g0Kg1a3pblcnKyEpJSd26dZOAx0MIRFTUu/LyChKJ4OvrIycvN05ynJSUlImJ6c1btyoqKxUVFMrLyx88fDB92nRFRUV4hRUrVr548WLHjp2xH2PFxcQ/fPgQ8Sbi9KnTjJ5Pv5z6+vrMzAxlZZWioqLQ16EsLCyzZs5UVlahTujs7ExKSpwwYSKJTH7x/Jmenp6mZm9yAJFIjP0Y+yE6uiej01TfQB/Oee/pJZ6Vm5uHwWA+fPjAxsYm02NAB5ORkRH5NrKxsRGngps1axZd2Qsl5bO46HVoaFVVtaysjJnZHFhC7+7uTk5Orq2tw+PxYWFh+vr6sAcYgUBoaaHs3bQr4PH4iIjwpORkNna2KZOmaGhoUF+Ca4zJZJKUlHRQUFBefq6cnPzsWbPhqwAAg0dOTl5fT//Jk6cfPnxYvnwc0zlc3Nz799vOnTvvlsPNxUsWrV69esP6jXRNFX+KioqKr4/vq+BX9vZXHz18cOTI0Z07doaHhd+962S1zOrX9vpEIBDS0jLS0j9+YakgkUi6lAZ0D4wzx/fAdP0BPjvTNNP+FtHW0mb6El2mEeM9U8FisWpq6v31HmRhYdHW1qF+ycbGPsBV4O+bxFj6xKzfy+8Ix8Bp3f/r58TOGhwSbGCof5VReUpJUVXH3XV2ZjKuhnPt6VVHS0JiAhs7mwpOedu2LQgEYtPmjUx7iv1ySCSSi4vznj276HoVwW76Gzdt1NDUUFNTnTJ1ClXsgYl8G2ltY52e3kcsCQoKMjM3U1NXVVdXW7Vq5adPabSvxsbGWlpaamiqGxoanDp9sqCgYMfOHVOmTk5OSYYnVNfUHD5yWE9PV01NVVtH+8BBW7rnudLSkt17dmtra6mq4iZNNnV3d/sz7WgiIiLEx4ots1omKyejrKIkPlaMX2CMs4sz9XGqpKREVk7GxsZaTV2NhYXF+/tjbnNz06ZNG7l5uFVVcTiKBxXPtu1bW1pa4O/80WNHBQT4MVi0hMRYqhrX2dl58dJFHl6eceMllZSVODjZLRdY0n0fvLy9xMQpz/HKKkrsHOyTJpmWlpXCxjBLlizm4uJkY2eVV5B/9eolPD8gMIBvDC/teUFFRcWinmYOGprq8gryvHw8586fo/6Tw+Pxy5dbaetompvPGT9hvLIK5TaMTYzKyihPlv8pgOb0//PkyWMIgmabzRrM5Ojo6Pnz50+ePOnFixdMRZef0tbefuvWLR1d7fUb1ikqKWCw6AcPAoexDuAfAEROI7Tjb1lZ2ZfCL7p6OvbX7OkmJKek9OQ80QdJSUlJ6hpq7u7utIPl5eVy8jKcXJyCwoLm5nNoz4b/Lt/q6ysrKwcvrpJIpKqqqv6678H9X2lP3Bld0VpbWisqKgY4WmpsbKioqOjsEeT/DOHh4T1pDeL+Af4VFRUZGRmzzWYLCQtSA8fS0tKJUhM4uTl27doZ+TaS+vGvXLnMwcl+6fKlysqKisqKCxfs2NhYr9+4Dr9aWVl56NBBXj6ex48fUdO/nj57ysnFsWnzxqysrLKyMu97XnxjeE+ePEG9meTkZGERoblzzTMzM8vKypxdnFlYsQcOHiCRSAQCobCwcI65mbyCfEJCAvV76B/gz8nFQT0YJRKJO3bu4OLh9L7nXV1dXVRctHv3bk4ujgcPH8AT8Hi81XIrCIKWLl2SkZlRXl5++cplLAvmxvc7/+8AIqf/n9ra2vETx/Py8dB6Mw5AV1eXr6+PoaH+8uVWaWl9nr4Gz5cvX/bb7hcRpThim5ubtbb9OLwG/HcAkdMIjZzgI2TYMZwxeIIVJsacp6SkJJyqiofHj+CptLRUXkGO0oxFU72ysvKPfALAYIkID+fgZN+5ayd15P3799w8XJe+p0OWlpZKSI6dMXM6rVJYVVWlpq42y2wW9ey/o6Nj5swZWto/0sUcHG6N4eej9vskEAgLFy1UVcXR5ndv3LgBh1OBg2kSiXTgwAFBYUFqy8zu7u59+/fa2u6nXnrlqhVq6mq0K/gH+HNxc1Ijp4KCAlExkY2bNlInfPv2TVFJwXyuOazh4fH4pUsXi4gKUxOwCgu/TJSasHXb1v/aPxoQOf0SbA/shyDozNkzg39LY2Pj2XNnNbU0Dh48QNdYffBEf4ieMHECCo2i60YA+I8AXAlGNJSedD6+gYGBN27cYPR56nEYd6Ud19TUdHN1v+Vwy9vbGx6heKM1NgoICNy4fkP0T3VDBAwSck+ygob6j0wgcXFxAQGB4pKS3gk9WWI4HI72aL+8vLyiolxHW5uaY8HKyqqppVVRSQEegRPFqK03Gxsb8/PzOro6T506eaCHgwcPZmVlFRUXwW/p7OzMysocJyk5YcIE+C0YDObSxSvnz9vBl6aWQFPXZKSgoKC5uVlP90cd9ZgxYzQ1teDWCr03RiKLiYlR/ymiMRg2NjZi30wpAGCQzJo5m4OTIyQkuLHxhwPkwPDw8Bw7esznnm9tXd3SZUvv3nXq/N5OYPAYGRrt3bOXSCA6Od0BP6z/ICByGunIycl7eXn53ve5foNShftTnydtbW0XZ1f7a1e971GCJwQCQSaTOTjZJSWZJ1EC/i5IJJKHh4f2S4qHJ01WPQKBoDPl6sZ3EwhE9r5Zk+zs7EQCoRvfPUC2fltra3ZOdk6PLVZWdpaAoOD8+ZZw0mh3d3dbexsWi0Wjf3TWRKGQ/bVEYApskUWXdc7BwYHHU85kqSMYNBqJHIkdFQCjDgMDAzU11Y8f41JTU4b0RgUFBXc39wt2dkFBQfMs5oWGhg710lbLlsnISIeHh8fExAz1vYDRDqitG3HAYiBt0YSCvILPPd+11msQEHL3bppqO3V1T3fP9RvX01XbwcHTli2bWbAs8+bNk5KS+vz5c0tL6x//KICfQyKS6uu/Ub9saGhobGgUF6c0P/9B32YJAvwCPDzchUV9zIWLigq5uLj4x9C5d/YGKOzs7BwcHLKysi+DXv24VmNDbU3tuHGUkJqVlZWXlzc3N7etrZ2Xlw+2sPPz9+vu7l65YuUgC4jExMSQSGRxSRF1hEAkfvnyWVBQkGkREADwf8LKymo5f0HMh1gfH5/Jk6cM9e2TJk3W09MPDAw8dfqkv7/fgQMHlZQG21OBn1/A2tr6yJGjXl6eenp61KYFgP8CQHMacSAQCAKeGBUVRTuooKDg6UlRnuga/apr9CpPLi59GgPr6ek5Od29ePGCv7+fiIhIW1sb7Z9nwAgBAUF4Av7JkyfUrpxPnz3pxncP/DdAUlLCyNAwNCQ0NTUVHklKSgwNDTU2NqHtmUAikTCYHy1oTExM4uLi4uPj4ZGWlpbly602btwAN5BiYWExNTEtKSkJj4iAJ6SlpdkesI2Pi6cNesgk0gBRlJKSorq6up+fX3l5OTwSHh4WFxc3e9bsX1u8DQBQsVxgycvH43vfd+u2LTk5OUP9zrCysq5Zs+bVy+CJUlKr16w6dvwY9cj7JyCg5cuXj58w/tGjRxmZGeAn0tbzV6a/3u3/GCByGomgMeiTp048ePCAdlBRQdHnnq+f3326Rr/q6uoe7l7OLndd3frkPOnp6d2543TX+W5KSgqBQGgYdB4A4M+BgLAYbPSHaMsF88+dO7d+w/obN26sXLlSW7vXLgXO/qZreMnCwrpnz14sC3aZ1dIjR48cOXJ4+Yrl7Ozse3bvoR6u8fHxNTc37927NyiI0hUVgqANGzaKioouX2F1+PChCxfs5s6bGxcXt2nzZm5ubniCldVyHR1d2wP79+zdfer0qVWrV6IpDmEb4LNCBAIhwC+QnZ2zecsmasRGZ77Fycl18OCh2ppaywXzT546sWfvnvXr1qniVK2tbag339XVBaecD/ABAYDBIykpOdd8Lr6b8P79+/Ub1ttdsBt8zhMVfn7+kydOenl6V1ZULFho6ebuNkA+H5Vx48YvWby4sbGJmlc6MmltbW1oaGDsu/Jr1/Tw9Fi6dGlZWRn0HwBETiMRDAZ9+tTpi5cu0jXlVlBQ8PL09r53jy540lBXd3N1u+NIrzwZGBjcuulAIpHweEJDw0ANiQB/BTIZQqKQO3bsHCc57smTJ1mZmUePHL144RI1AOLg4Fi4cKGmpibdGzU0NB8/emxoYBgeFhYWEW5sbPLk8VMcDkedMGPGzG3btnd1ddfV1cEjKsoqDwIfGBubhIWHPXjwgIUFe8/7ntUyikcAjLCwsM89n1UrV8XExDx//kxBQdHfP4DalROCIGsbmwULF1RWVra2tsAjEyZMWG61XEzsx9mi2Wyzhw8fjR8//tWrV7GxsYsWLfbz86f68iEQCFNTUzMzMxaWXkc+DnYOi3kWtM25AIAhgUahFy9egmVhERcXv3zpck52tvlc84CAgGGE4yoqKh4enmfPnHvy5PHcueYREeE/fcuGDRt5+Xj9/O5/+fJlZP7gyGTyocMHZ8ycXv/r/gSQSCTbA/tnzZ5J2yeup38ctk+n0n+Y31GwB5wwf4mfU1xcnKoazt/fj25CZlamlrbmLYZmQMnJyeqa6i4MZpgnTh6HIIi27w9ghBAeHs7Dy+0f4A/3mYGtLIdEfQ/9vcrUz7Ouru7r168DWH02NjZQXaAYIRKJg7mx2rpa0JVlAIArwS+ktbVVU0uDhYXl48ePZDL5+fPnppNMLC3nx8bGDntBV1cXXT0dGxvr3NzcAWYSCIRt27ZCEHTixHHyr6O7u3vgXzRiD4zvYvp7DVt31tbRt6uDS2XxePwAFyIQCIyueyQSydpmrbKKEq1BYGdnZ2trK9Pb/unHIZFIf6xxyi8BaE4jlO7ubl1dXUfHO+ftztMpT0qKSl6e3l5eng4ODrTjGpScJzdHBuVJWUkZiUTm5eX+WrUW8Eug1vkLCgpSW44PHr4e+nuVadYqPz+/iIjIAAmtPDy8QkJC/b1KV+jXHwL8AtRzQADgt8LBwWFltbyrq8vNnZKxMG/evOBXIZMnT96xc8eOHduHoQZxcHCsX78hKOilsIjIipXLz5w5U1X1lelMFAplbW3DN4b3no9PyXczkeHx4cOHCxftkpKTDhywNTI2nD/fwt/fr6urizqhqanpwoULYeFhQUEv5ltaPHr0kPpSUnLS1m1bTUyNZ5vNunHj+rdvvVmt3d3dN25c/xgbV1tbe/TIkcTEROpbvnz5cvz4sekzpptOMjl0+GBxUTHd/VRXV1+1vzLbbJbpJJOt27ZmZmb+WPP69fi4+Jqe3gzJycnw+Lt3727evEG9NExkZOSaNWuMTYznzjN3d3dvbf1RqNTZ2Xntmv2LF8+Dg4MtLS1NJ5ls37E9PSMdGg2AyGlEY2hgeMfR6fKVywEB/rTjSkpK3l737vl433a8TTuuoa7h4e7p7HzXjSbnSU5OjoubMzs7u62t7Q/eO+DnIBAILBYLqnIAgP+ThQsWjuHnCw4OLi+n5Nmws7Pv2LHzQeADDAazdNmSa9fs29vbh7qmoICg3Xk7d3eP/Py8xYsX37t3j2nyk4aGhpnZnOKi4ns9RjDDJjk5xc7Oztp6bVx8nI62Tt23b2utrWkTM5qbm51dnE+dOrVt27b8vHwUqrd0IzIy0sLC4m1kpKGhkbCw8LHjx7Zs3dLQSDlHI5PJX6uqmlua8Xh8SWlJS0vvOXtubu7SZUtuO94WFRWVkZZxdXVdtWYltbADDpvW2qw9e/aMoICgjIysv7/f2rVriosp0RWJRKr8WtnS0tLd3V1aWkI9u38X9e7mrZu0kZO/v/+SpYuzc7JMTU1YWFh37tpx5OhhuCQFgqCOjg4vb++9e/fu27+XlY1VTlbOx+eejY316MiU+h1CFjit+1Ue4jAfPnxQVlG6f/8+3cyMjHR1TXWH2w5048nJyapqOGeX3t52HR0dSsqKLCzYQfYoAPwxGhoaYmNjBjgaA/yrgNO6XwuRSNywYT0EQfb2V+leio+PX7R4kYmJyePHj4bdjzI4+NW0aVPnmJu9e/eW8dXU1FRubi5hEcH8/PzhrU8mkx0dHRFIaNGiBQ0NDWQyuampacmSxeJjxXKys+EJZWVlMrLSY/j5Hjx40NnZCZ9/NTY2GpsYqarhioqK4Gmenp4cnBw3bt6AvyQQCOvW2ygpK1ZVf4XNbLu7u9etsxETE6WeZr5993YMP995u/PUmzl3/hyWFRP4vTHfixcvWFlZzp49C3+Jx+PXWq9RwSlX11RTmwAeO35MQnIs9XCzqKhIRkZ65qwZdd+7FJy3O49lwTx58gSe0NDQoKmlwc7B9uzZM3jkzh1Hdg42xr90IxCgOY04KD8WEom2FNzQEFaeLtEpT8rKKve87nl7ed2540g7rqHRqzzB1XasrKzTpk3v6uoODQ35g58D8HN4eXn19Q0GOBoDAACDAYlEWlpasrGxPn36jOrxAaOjo+Pv579t+7abN28sX7E8OTlpGN/S2bPNnj59OsfMfL/t/s2bN9GdAKqoqKxZu7a6qhZOPx3ej4xEInFyci5btpyXlxeCIG5u7iVLlrS2tqak9Zaywr0Bpk2dtnjxYhYWFvjcPC0tLSsra/nyFdQ6jAULFigqKoSEhsCHDEgkEs7aRiJR8P/4+vXr27dvzeaYaWtrw3lOWppaerp6kZFv4LT69vb20NAQXR3d2bNmw2tOmzbt7l1nfX19+Evk9zVR39dkJCEhvqS0xMZmHf+YMbC+vnz5clFR0eDgH5ZyBDxBT09/+vTp8Jc4HI6dnZ3uvG9kAiKnEennRCCFBAfTDhobGzve7sl58vejHVdWVvbw8HRzd3NkCJ56q+1cKTlPlvMtkSjk8xfP8aDNBQAA+BeZNGmyhqbGhw8fEhIS6F5Co9FLFi95+SpEQ0Nj85Yt+/fvgw+ehgQnJ9eWLVtePA/i5eNdvHSx3QU7auEqCoXauWPHuHGS3t7etLlEQ4JMJnNyclIDoJ7cRyE0Gt3Y8MNkgUyG6JpoFRcXk0gkORlZ6gg3N7fURKmy0tK2NkpSEa0DCPw/qqurGxobgoODNbU0NbU0NLU0DAwNoqKiysrKYUOHurq6ysrKiRMnsrH3NipgY2Nbs2bN1KlT6ZYi9x8mfiksZGVllZaSpo7wj+EfP34C7WEcGSKLiAhTzd7QGAwKhRp26PknAZHTSASLRV+6fMnD04N2EFaeLl26FBAQQDuuoqLi7eXt6elB10FJXV3DvUd58vLyUlVVVVJSzMrKomb5AQAAwL8EGxvb0iXLIAjy9fVhOoGLk/PggYP3fe+3tLZaWS1zdLw9jOQnUVHRixcuuTq7ZqSnz7e08PPzg/3MpKVlbNata2luuWp/ZdgfAYlA0p42EIkEMhka2EUWdjDBE390fiSTITyBgEahEQjmf99JJBKBQNDV0d23d9/u3Xt2796zZ88eZ2eX69eucXJxUXN4iAQiZa3vEAiEIT14o9FouACw73XxSJraFARFKBiVLgYgchqJoDDoK1euOjk50VXJGRsb36FU252jU55UVHAe7p6ubq50wZOGhoarq9uNmzeePXs2e/bsb3X1b970OkQDAADAP8bChQtFRIRfvnyZl5fb3xxZWVnnu85Xrlx5/fr1PIu5wcGvhiFyaGpq+vn529oe8PT0WLDQ8sOHaAiCtm/bLi8v9/Llq1c0B1KDB4FAtLS0lJT8EMOyKZbo5IkTe5tw9/dxsFhsyvcCN1hSys7OlpWVpS1upW1/KSQkNIZvjICAwOrVq22sbWysbazXWnPzcHV1dbP1dLEcM2aMkJDwl8Iv1KKiysrKRYsXOjrepv1eIRhaatKiqKhIIBBSU3/cWHlFeUFBgby8PDT6AZHTSISAJ+jq6nq4e9x1vuvm7sZMebpIl/OEw+E8Pb3c3N3u3r3LUG3n4exyt7y8goeX+/5932EY7AIAAMDIR0RExMrKqr6+wfe+78AzjYyMHz58tHat9dlzZ1evXjUMMR6BQFjMs3j48NHUKVP37tu7ffv2rq6ugwcPdnZ23rp5k1rFNniQSGRLa4vDbYfCwkICgVBQUODq6qKspKyl1dtRgCkqKiomJiaeXp5RUVF4PL6tre3WrRtlZaWLFy9hYWHpuVHKvXZ0dDQ1NZFIFAVo7Nix06dPf/rsaVhYGJ5AyXN68uTJ0qVLP8Z9hNfk4uKaN29eYmJSYGAAHo/v7Ox0dnEOCwsTFxODJSIE5b+pazI3u9HV0dXS1Lx5yyEjM4PSxKKh4erVK12dXQssF0D/AL8j7RzU1v2q2rrk5GScqoorg7llb7WdH30NQlpampq6qtPdO3TjycnJWtqaXDwUuyCH2/QWmgAA4A8Daut+E4mJiXz8vBOlJpaVlQ5mfn19/dmzZzU01Y8cOVxRXj68i5aXl+3avUtHV/vU6VPqGmoQBPn4+gx1EUfH2zy83HLysuJjxYyMjYSEBaVlpN+/f0+dUFpaKiwivHnzJro35ubmmJgac3Jx6OrpyMrJcHJxnjhxorv7h7/ljZs3EEhISEjw6dPeurbPXz5PnTaFlY1FV09HR1ebjZ11vuX8qqoq6lvq6mqXr1jOxs6qoamOU1XBsGB27drZ0dFBnXDtmj2EhISFhV68eA6PHDh4gF+AL/t7JSCZTP74MRaniuPl4zEw1JccJyEgyH/njiO1Fq++vl5GRnrhogVUK86YjzGcXBxXr9JXR45AQOQ00l0JkhIT1TXU3N3d6aa9f/8ep4rz96fYT9OSmpqmoal+1/ku3XjapzRFJQXKMwpOGZTBAwB/FxA5/SaIROLCRRRVw+W7LctgyMzMsFlnraun4+LqMmwz67j4uKXLloiJUzK41TVUGxsbh/T2W7duiYqJPH/+3NXNdcfOHfb29rl5fezL29vbg4OD09JSGd9bVVXl7e21d+/eU6dPRka+obMFb2ho8Pf3v3nz5ufPBbRv8fLy3L171+7du3x9fWjdwGGampoePnq4b/++Awdsnz572tbWRvtqfX39fT+/mzdvUv9UZWZmvnr1srm5mXZaYVGhk5PTnr177OzOx8fH077U3d0dHh4WHx9PjaW+ffsWFPSioODHTY5YQOQ0CvyckpKScKoqbu5uTJUnPwblKTU1VVUNd9fZiW48JSVl/ARK4cbVq1d+2+0DAICfAyKn30dERDgShdTS0qDVSAZDeES42ZzZM2fOCAsLG96liUTis2dPZWSkmTpLDcytW7eEhYUSkxKHd2nAnwTkOY04yGRKDQKtr7Smpqabm/vt2w6eXp5Mq+0C+1bbqampeXl6ubi4wH5OVNTV1a9fu87Gxupw22EYRbkAAAAw8tHXNzA0NEhL+xQaGjqkN06bOu3hg0eLFy8+fuL4unXr8vLyhnppJBJpYTH/tqMjNzeX4x1HWlfun0IkEru6uobRqBjw5wGR04gDgYCIBNKDhw/I0I8qBm0tbRcX1+vXr3n2tSqg+Dw53jlnd86/b7Wdmpq6m6u743c/Jyrz589fZrWspLjU9oDtMCpyAQAAYITDzs5uvdaGTIbcPdwIBPxQ37tu3fqXlI51wpSOdWfPVFVVDfUGZkyfsWDBgsIvRbcd+7QWHRgxMTE9PT3Q7XF08DuELJAh/v+gglPGsmCkZaSu37hO91J8fLyauqqXtxfd+Pv371XVcAEBAXTjycnJGprqdAnmpaWlqmqqKBTyij04swMA/g7gtO63Ultbq6Aoz8KCPXX6ZEtLy/AWSfuUuny5lZGxEdyxbkjvTU9P5+XjERYRos2YHpiOzo6GhvqhXgjwVwCR04hDBafMxs4aEhJiYKh/hSEhKSEhXgWn7OnlSTf+4UM0JefJ/z7THnZ0wdPbd295eLm5uDjfvov8PR8CAAAMBIicfjfn7c5TjL+5OCdPmRwYGDjsiOTly5dTp02ZO9c86n3UkN544KAtBEHr168bdso5YMQCTutGIgQCQVlZ2cfH9+HDB/bXr9G+pK2t4+ridvPmjXs+92jHDQ2NmDqMa2houLt53HG64+7uTh2cZDrp0KHDLS2t+/btKyoq+v0fCAAAAP4oVsus+AX4OTg4zGabubq6WFkti4+PH8Y6c+bMefrk2axZs/ft27t125bBb5ibN22RHCcZEBCYkEjfDQYw2gGR0wilu7t74oSJ3t73Avz9rvUNnnR1de86OV+9euXePW/acWNj49u3Hc8z5Dxpamq6urg53L7l7vHDVHPH9h1Wy61SklNXrlxZWFj4+z8QAAAA/DnGjx+/cuWK6qrq9va2oKCXunp6O3Zu37Nn9zC2Oy4urq1btz5/9oKDg3PR4oWXL1+qH0RX2gkTJuzetau1tfX8+XNdXV3D/RyAEcnvELJAntMvdCXIzc3R0dW+fp0+5yn2Y6yauqqPzz2mOU/+AfQ+T4mwL5THD1+oqqqq2WazIAgyMTGmNUEAAAC/G3Ba9wdITEoUEOCXHCdRUlJCJpMLCgq2btuqo6tz8+aN1tbW4a2ZkBC/ZMliExPjwMBAIpE48OS6ujo1dTUUGsXoHQMY1YDIaRT4OWVnZ2lqaVy/fo1u5se4jyo45Xv36IOn6A/RKirKfn5+dOOJiYk4VRXa4Km6unrevLkQBOnp6RXQmKQBAIDfCoic/gzWNtYQBJ09e4Y6EhMbYzF/3uQpk58/f/7T0IcpJBLp8ePHU6ZMtlwwPzY2duDJjx49xGKxyirKX79+Hca1ACMTEDmNOBSVFBBIRHFxMe1gdna2to7WjRs36CbHxsSoquHu3/cdpPKUkJCgrq7m6fkjwby6utpsjhklI0pT4927d7/60wAAACaAyOnPkJiYyMKClZKeSNs4oaury8/fz8BA32q5VVpa2vBW/vbtm739VS1tzV27dpWVlfU3rbOzc77lfAiCzp07O7wLAUYgIHIaccBtj7y9venGs7KyNDTVb9xkCJ5iY5RVlH0Z2iRFR0crqyj7+dMrTwkJCThVFQ9PD+pIdU211XIrSh0KJ8ely5foXPYBAMAvB0ROfwY8Hr9i5QoIgq5cuUz3UkNDg52dnaamxsGDBwYIfQampKRk+/ZtWtqaN2/ebGhoYDonKSmJm5tbUEggKytreFcBjDRA5DTiMDObDUGQhMTYwMBAupcyMzO1dbRuOdC37I3+8IGiMDEESd99nuiVp/iEHl8orx++UK2trXZ25zm5KC2BFy5cOCo6BwEAoxcQOf0xIiIiOLk4VHAqTPt1Zmdnrd+wXkdH+67z3WHbB8TExFhYzJs6bcrz58+oXdioEInEffv2QhBkbb0W2DX9G4DIacSxZu1qCIJOnTqpqanBqCRlZGRoaKgzBk8fYig97O77+TJVnhiDKqa+UG/fvdXU0qDEbZJjr9pfLS0dVLNxAAAwVEDk9McgkUgWFpRszrt36Vt5UomMfDPH3Gz6jOmhoaHDuwqBQPD39zM0Mly6bGlychLdqyUlJXLyshgMOvT1MNcHjChA5DTi2Lt3DwRBAQEB8fHxqmo4xqKMjIwMLW3N2463mShMqkxym/pTnuLi4tTUVemOBcvLy23W2aDQFLsKnKrKlatX6uvrf92HAwAAFEDk9CcJDw+DIEhVHdfW2m8qQnt7u4eHu56+7lrrtYM3/qajprbG7sJ5DQ31gwcPVFVV0b7k5HSHUshsajzUPsSAEQiInEYcdhfsIAiCK+liYmKUVZQYlaf09HQ1DdXbt+mDp+gP0crKSowKE0V5UlZizHmKi49TwSl7M7Rzef782YSJ42HfCjl52UuXL8Z+jG1tG2YdLwAAoANETn+Sjo6OWbNnIpCQB01lMVPq6uqOHjuqoal+8tTJysrK4V3u8+fPGzdt1NLWcnJyamnt7f3S0tIyaZIpBEF37jgOb1nAyAFETiMOFxdnCIKOHj0CfxkdHU1RnhiCnvT0T5paGo4Mv4RRUVE4VZXAwAAm48yUp48fPzL1hUpNTVVQlOfj5+Xm4YIgiIOT3cjY8OjRo7EfY9vb2wkEwq/4rADAfxQQOf1hHj56iMFiDI0MGhp+LqKnp39asXK5kbGhl7fXsJOfIiMj4RPAkJBgeOTVq5ccnBzSMlLl5cNMSAeMENB/24kTQI+EhCQEQUXFxfCXRkaUtiqbNm8kE0nLV1CKRGBUVHAe7h5r1q5BQIgtW7ZQx01MTG47OG7duoVMJi9duox23NHBccuWzWQyedkySiUdjJ6enpPT3Y0bNpDJ5FWrKClWMGpqan5+/uvWr9NQU+fn538X9S4uLu5DdMylyxfHjx+voKCoqKgwbtw4AX4BLm4KaDQai8FwcnKSyeBn+lsgk8k8vDzCQsLg+wsADBXzOebGxkaRb96+CApaTbPRMUVFBefrcz8kNOSavf3Dhw9t99uamlLkoiExefJkY2NjH59758+f9/P3s91/wMxszpIliz09vK5dv25/1R78EEcvIHIacUhISKAxqM8FBdQRAwMDpzt3t+/YhkAirax+BD04nKqXl/c6GxskErFp02bquLGxsYPD7V27d6JQqEWLFlPHjYyMHB3v7Ni5A4FALl26lDqup6vn4uKyectmJBK5YsVK6riaqpqri+uWLZt37dp99Oix1NTUqPdRr169zMzMLCwsDHoRRJ3JysbCwsKCxWA5ODnIZDIKhUIhUZQqEqhPGIVGoxEIBB6Pp/vIvfMJlJacfeajUEgkEo8n0K2DQqJQ6J71+87vfx00Aokg/N/rIJFINBpNwONJjPNRQ16H+Xxm68DzOzs7x46VcHNzU1RQpPsGAgCAgWFlZd21a3fkm7c3b95ctHAROzv7T79js2fNNjYy9vH12W+7X1NT84DtgYkTJw7p+4xGo62tbWbNmu1018naZu28eRbW1jZhYWFeXp7LrZZramqCn9ooBUROIw5+fn5paZnSstIvXz5LSUnTKk8bN28kkUgraJQnVZyqm7v72rVryBBi86ZN1PFJkyY53HLYtn0rmUxevHhJH+XptuNmivJE6qs86Ts53d20aSMZglbSBE8a6hpOd+7arLPu6uy0trYxMTE5eOBgfX19Xn5eakrKPZ97X79+1dc36Ohor66q7uzsxLJgERCipLSkra1NSUmZTCaRST1BAILyn6KiQjwer6igSCASoe/BAQKJKC+vaGxsUFZShhBQ73wIQiDgddqVlJR+rEOZj6yq+lpTU6OspIxCoUgk0o91ysqbmpqUlJUoCg3NOsUlxR0dHUqKSqS+63z9+rW2rlZZUYlunbKy8ubmJiWlvusgEbW1tcXFxYqKSlgslkQk0qxTWVdXp8S4TmlZc0uzkpIyRTCiW6eoWElJCdN3ncrKym/f6pSUlFDIPuvU1tVRanNk5QX4x2DQmOH/2wIA/sPMmDZ95qwZr1+H3b/vu2HDxsG8hZOTc8vmLfMt5t+4cX3xkkWLFy3ZsGEDPz//kK4rKip65vQZq2VWly5fevMmQlJyXNzHODu7835+/iwsLMP9NIC/yu84AgR96/4f8Hj8MqulSCTSzu483Uv95Tylpqaqa6g7uzjTjUe+jcSpqjx69JBpLlQAQy5UTEyMmprqfYZqvuTkZHUNNTc3N7rxkpKSadOnXrl6BfYiLykpqaqqqq6ujo2N0dXTOX7ieG1tbdUPqt+8eaOhqX7x4sXa2rofo9XVycnJpqYme/bsrqmpqa6upo7HxFDWOXb8aG1tbXVV73hNTc2n9E+zZs1cv2Hd169faecnJiYZGxvt27eXbp3o6GgdHe0TJ0/03M+PddI+fZoxc/rGTRvhadT5CYmJxiZM1snKyrS0nL98hVVFRUVNTc2PddLSps+YtnEj/Trx8fGGRoa2B/bTrZOZmTl/vsXy5fTrpKamTps2dcuWzXTrZGVlmZnN3rhpY3s7MCn9RwB5Tn+FZ8+esrKyaGtr1dXVDfW9iYmJS5cuMTY2CggIGF7bFjKZ/Drs9YyZM5AoBAaLefLk8fAWAfx1QOQ0ErnQU17HycXh7k4frHyvtqP3bUpJSVFVw7m4uNCNv30XqaSs+PDhQ6bVdoxVePD6jO1ckpOTVdVwrm7063/+8sXA0OA8Q5CXlZWpo6vt5HSHbjwxMVFDU52xmu/Lly/GJkaXLl2kG8/MzNTV1WG0YCgvL58xc/rRY0fptrD8ggJDI0M4mKMlPT1dW0fLZCisKwAASnlJREFU6S79/ZSWlk6bMe3EiRNEYh//uvyCAiNjo8tXLtHNr6mpnj/fYs+e3XR5o6WlpdNnTDt2/Bjd/eTm5hoaGdrbX6Vbp7q62tJy/q5dO7u6umjHS0qKp02fevLUSSKpzzolpSWmk0yvXbOnWwcwSgGR01+BgCfAVsMOtx2G2bHuyeOpU6fMt7SIjY0Z3j10d3efPHWScmKghgOeL6MUEDmNREJDQ9jYWeXl5SgNehmCp/6Up+/KkCvdeMSbCJyqCuPzzfv3zJWnDx8+qKriGBsGJyUlMVWeCgsLDQz1GYOnzMzMHt8p+h0qITFBTV3Vw+NH+xeYLz1B2IULdnTjWVlZcHMDuvHy8vIpUycfPnyYzrS34HOBvoEeYxCWnp6uqaXBeD9lZWWTJk+iFjNS+fz5s4Gh/oUL9J+rurp6jrnZjp3b6eyAy8rLKPdz5BDd/eTn5+vp6zLeT3V1tflc823btuLpgrCy0klTTI8eo7+fvLy8Z8+e0Q0CRikgcvpbhIeHI1FIMXHRly9fMvp9D4b6+vrvHet2lg3LLri7u3u22SwIAR0/fmwYbwf8dUDkNBJpamqSk5cdM4YvIMBfS0vT1ZVe6YmBHcOZKkOqKq4MwVNkJEV5evToETOHcSX/AObKE6MJZ1JyUo/yRL9+QUGBnr7ehQt2dIpLenq6hqY6o2IE985zZ/BWgde5eOkiqe86GRkZmpoaN2/R9+wrLS2dNHnSkaNH6BSg3NxcHV2dK1cu0+2Mnz590tBUZ3zcLCkpNp1kcvz4cbpgKD8/X99A/8IFOwKhz/1Uff1qNmf2rt276EztSktL4OCJTknKzc2lBE+XL9J9f6qqqubONd+2fSvdMVxRcdHkyZOOHjs67IpowAgHRE5/i66uriVLKHUzY/jHrLVe++lT2v/Zse7GzRv9dawbgJSUZCFhQS5urujo6OHdAOAvAiKnEcqGjeshCPL08szISFfXUGMMMmBncMbjtqSkRKbzwyPCcKoqT58+pRuPes/c/yk6umd9Bv+n/pQnikJjoH/x0gWmvlOMx3YJCcyVp8+fP+sb6F++fImpgnXzFr3yVFZWNnkKJcige3rMz8vX1dO9as/k2E5TU4MxmCstLTWdZHLixIl+lCd6Jayq6uvs2bN279lNZ21VVsZcecrLzxtAedq6bQseT3/8N2my6bFjR+nmA/4NQOT0F3n79i0PD7eYmOiWrVt0dLWPHT82jLQn2o51U6ZNZtqxbmAuXLhAqeaZbAqarI86QOQ0QnkV/AqCoOkzpsG5QThVFUb32w8fmCtP8HzG4CniTYSSsuKTp/THdtHR0UrKTJSn/nrewcoT47Fgfn6+rp7O5cuX6HaQtE9p6hpqTgxNo2DlifFz5eXl6TJTjPpTnoopipExo2KUk5OjraNtf+0qU+WJ8diuqKjI2MTo1KlTdOvk5efp9yhqdMpTZWXlrFkz9+7b09nZSTte0qs8HR6K8jR327atdBtoj/JECZ6A8vTvASKnv8vKVZQKZTu784WFhdY21jq62h4e7u3tw+mLQiAQ/Ho61i2zWpqcnDz4NzY1N8Ou4pcuXRzeuSHgbwEipxFKdXW1gqICDy93XFwcmUyOj49X11BjTKzuT3lKSEhQV1f16tvQF67swKmqPHv+bJDVdu/fv2eqSPWnPME5PVeuXKYbT0tL09BUd3a+O0jlibKOnu5VhkTv/pSn0tJSE1OTEyfpFaOcnBwdHW24lQ2znCd65am4uNjYxOj06dNMlTBG5amysnLmrBn79u2jC4a+K0/0OVh5+Xm6/SlP5uZbt20FytN/BBA5/V2Sk5PZOdglJMfCfc1DQ0NmzJwxZ86cyMjI/7dj3aGDdB3rBuDdu3d8Y/j4BfhTU1OHd13AXwFETiOXUz31F/v27yP2/PWNj49XwSl7MQRPvcqTH73ylJCQoIJT9vCkD0rCwsOUlBWfPXvKTHlSZFSe3r+n5EIxtm1JSurJeXKlV55yc3O1tbWu2l+hWCfRkJKSoqbOpPqvP+UJDnoYFaP+lKeioiKjHsWI7vgMTjC/ceM63XyK8qTBJOfpy5cvRsaGZ8+eoVsnLy9P36Anl6uv8lReXj59xjTbA7adXUyVJ/qcp5zcHF29gZQn+pynoiL42A4oT/8SIHL6uxCJxK1bt0IQtN92P6mnrrazs/OOk6Ounu6GjetzcobZ8begoGDjpg3a2lp3795tbR1Uo89jx45RXDfNZre3tw/vooA/D4icRi6fPqXxjeGVkBxbXl4Oj3z8+FFVjUmPOVgZYtrQV1UN5+3tTTce+joUh1N58eI53XhU1DumCtO7nvEHDx4MUnnKy8vV0dW+ylCKn5KSwrT6D1aePD3oFbKeRG8milFvtR2D8kRRjIyNzpw5wzhfW1uLMdjqL+epsLDQyMjw3Lmzg1SeKioqpk+fduCgLV2Q11/O0/dqu0tMlScm1Xa9OU/0lgeA0QuInP46aWlpQsJCAoL8Odk51MGS0pL9tvu0tDUvXLBrbGwc3spv3rwxm2M2Y+aM0NCQn06ura3V0NRAopCMyaCAEQuInEY0q1evgiDo9Jkfh0cfP35UwSn7+Pgwq7ZTZMx5io+PU8EpMx7zvQ57rays+Pw5ffAUHf2+R3miV5iioqKUVZQePAhkqjwxBkPZ2dlaWprXGIKe5OQkVVUcY7DVn/JECZK0NK8zKEb9KU9fCr8YGjFRjDIyMjQ01W853KKb31+1XUFBQY/Vwjm63CZKtR2zKsKysrKp06YcOkyvMPWnPOXm5vYoT5cYlSdzptV2RUWmk0wYrR8AoxQQOY0E9u3fC0FQT0+FPqSkpCxdusTI2CgwMHB4Wm93d7e7u7uhkcGq1avS0z8NPPn169ds7GxjJcZmZWUN41qAPw+InEY08fHx7BzsUtIT4cN4mJiYGIqfE4NlQHR0NE5VhTHn6ePHj2rqTJSqkNBgVVVc0MugQSpPb9+9xamqPGRwJIer+dwYfKfg47YbN+mDnqSkRKa5Tf3lPGVnZ2nraDEqTP0pT4VFhYZGBufO0ytGmZkZWlqajApTf8pTj78UE4WpP+Wp11+KIbdpgGo73f6Up7lzKMpT32q74uLiiIhwusmAUQqInEYCnz9/FhYW4hvDm5pGn2ZEIBCfPn1ibGK8cOGC+IT44a1fUVFx/PgxTS2NEydPDFC+RyKRduzYAUHQ0mVLhnchwB8GRE4jGgKBYGNjDUHQkSOHacWJ/vyWPsDKE8P4xziKUnXvHn3wFPo6VElZ8cWLF3Tj73uUJ8bcpndR75SVlR4+ZHJs16Mk0StPWVlZmloaN2/eYKoweXp6DlJ5yszM1NTUYFSM+lOeCgoK9A307ezO0yk6sMLkeMeRac4TY/CUl5cH+0vRrdNjMcBEeSotLZk8ZTKjv1RJCfNqOzjn6TIz5Yni87Rta3vfajvAPwOInEYIJ06egCBozdo1TLWllpaWa9fsNTQ1du/ZVVhYOLxLZGZlrV69Wt9Az8vbq7/yvaqqKkUlBTQGzXg+ABiBgMhppJOSksLPz8/Ly5uSksJQVcekGu678kQf9MBKlS/Dcd6r4Fc4VdyrVy+ZK08Mx3ORkT298B4/YqYkMVGeMrMo1XCMQU98Qryauqr3Pe9BKk/9OZJn9azPqDz1KkYX7ZhW1d1hSCmAxx0ZgifYnPMSg79Uj/JECZ7685diHGdebZeXBx/b9Zvz1Fd5AvwbgMhphFBcUjx+wjhOTs6PH2P7m5Ofn799x3bKPnbrJp357eAJCQ2ZMnWKufmcqKh3TCcEPghkZWORkpYqKS0Z3iUAfwwQOY0CTp2mFNmZzzWn+6V9//69srJSQEBAP9V29MpTbCzc844+RyokJFhJWfElw7EdZX1mVXVv30YqKSsxNhJOSkpkmvPUk2Ok5nCbPniKi4vD4VTuMQuemCpPsCM5Y3DzXXmiD57gROyLly7QKTo9DZKZ+Et9+pTGVHnqyUnq8ZdiqjxdpK+2KyouMp1kevwEvb9Uv8pTzgDKE5NqO8A/AIicRg6Xr1yGIGjhwgUDV2B8+PBhvuX8yZMnBQUFDc9+qbOz08npjraO1qZNG3Nzf6SlU1m3jnLCYG2zFtSCjHBA5DQKqKqqUlVTRaPRjI1j3717q6qGY8w9gqvtGJUnSk86NZw/Q0+6ly9f4lRVgoOD6cajot6pMst5evPmDdNeeLDyxNhrLyMjXUtbk/GYrKdaEMcYzPUqTwyWCp/SP2lqqjMqRhTlSYuJ8tSfYpQK+0u5OA9SecrLy9PR1WH0l6L0yOs5tmPmL2V8ksFfakDliWIiykx5gnOe+gRhgNEOiJxGDlVVVTKy0qxsLBFvIgae2dXV5ePrY2Cov2Llip/mffdHSUnJgYO2GprqdhftmpubaV/68uXLhAnjMVgMo2sMYEQBIqfRQUhIMDsHGxqDYjyeexf1TklZkdEyoD/lqb8cqVevXiopK7569WqQylNk5BtlZaXHjx8PMufpU/ondXW1OwzBU2xsrLKKsq+v7yCVp7Q05opRRka6hqbGLYbgCbY2YHQk7/GXUmX0l6KYdjJTnrKzs7V1tBj9peBcKMacp8LCQhNTY0ZH8mEoT3BjYGD38i8BIqcRhYODAxKJMJszezCHcQ0NDadOn9LU1Dhy9Eh5ednwrpiSkrLMapmBob5/gD9tipW3txcGg1FWUaKa0QBGICByGjUcPnIYgiC+MXwvGXKS3kQyV4AouVCqTBzGexQpHGMwFBT0QlUVFxJC70HyLuqdqhqOMecpIiKcaS88uHqOUXn69Kmnhx1D0NOTg8XEj6o/5ak/xSgzM7PHt+km03Yu9kz9pdSZ+FH15zDe085Fi9FfiqI8GTDJqSouLjI2ZuJI3r/yRDkWvNS/8kQXbAFGLyByGlHU19erqauh0ejHDBmc/ZGZmblm7WoDA303N7fh/WISiZTyvUmTTRcssPz48SM82NnZuXjxIgiC9uzdPYw1AX8GEDmNGhoaGmbMnA5BEL8AP9PgSUlZ8TFD8NSf8kRxDGemJAW9DFJWVgoJoT+2e/+e4ufEOP9NZATT6yYlJeFUcYwJ46mpqWrqqncZ2rD0+FEpMQ2eVCjKE33w1J9ilJFBsRi45UAfPGVnZ+voaF27Zk8XrPT6UTEL8pgqT3BwxuhITlGeDPQuXqDPqfry5TPFX+rcWTp/qWFU25nPNT9+/BjddQGjFBA5jTT8A/whCNLS1qQ7QRuYsLDXM2ZMnzV75ps3b4Z33ba2Nvtr9to62jt2bv/8uQDeTEREhTm5OAdjpAn4K4DIaTSRm5sjIysNQZCYuNjr16/pXg0LD6P0pHv2jKnCxJjzFBUVparGxBn8+fNnOFVcaGjoIJWn8PAwFWbXTYRznhiO21JTUzU01V1c6YOe6GiKQhYYGMjcYZxBeUpOTmbqYA5X4TEGT/31sOu5TybKVn85Tz2O5JpMrBAoyhMlYZxuvLCw0NDY8Nz5c0PKeWJUnqqqqj7G9T6YAkY7IHIaabS3t0+bNhWBQDgwFAIPTGtrq7OLs5a21saN6+HQZxh8/vJ5+47tOrra165d6+rqcnF1gRCQnr7eAC5QgL8IiJxGGVHvowSFBCAIEhYRZlSGwsPDlZSY9KT78CGaaW7T+/dRSsqKjMHKi6DnSspKjMFTf8pTeES4krLi02dP6MaTkhJ7lCf6nKfklGSmPe+ioynVgsyCp3hKzhNDcAMrRozHgj1VeEyUp94edoP2l4Kr7ZhV81GCKsYdFlaeLlywo3Me73EkN7Czsxus8tRPzhPgnwFETiOQiIgINnY2aRnp4uLiob63qqrq8KFD6hrq5+3O19bWDu8GPn6MtbScP2XqlEePHs42mw1B0DEGfxPASABETqOPgEB/bh5uCILGSoi/DqNXnkJDQ3GqKkFBQf3kPDFaDPQ4gz+kr8579uwJTlUlLCysnx529MHN67DXOFWV5wy98GBFhzG4gRUjd3d6RerdO8r6jJYH35Unz0EqRhTlSYuJ8tSf83hCQrwasx5/sMO4o6Mjc0fy27eZK0/MnMd7/KUuMFOeJg2+2g7wbwAipxEIgUBYuWolBEGHDh8c3gpJSUnLli01Mjb09/cf3mNPd3d3QIC/6SQTDU11LAt2DD9fbP9GU4C/BYicRiW+9315eHlg5YnRSqA/Z/DofpSnd+/eKikrMgZPz58/U1ZWYjwWpPSwY+YjFRYWpqSs+Ow5k2M7nKoK47FaYo//E2P13Lt375SZ3U9/ylN/ilGv8sQQJKVTqvCY9LCLi/uoosrEaR2utnO8Qx8kffr0SV1DjdFqodd5/OIFOuUpLy9PX1/vEoMjeUlJ8ZQpk48cOdzVDZSn/wogchqZZGRk8PLysnOwXb58ub6+fhgrkEikp0+fTJk2xWK+RWxszPBuo7Gx0d7+6vjx4yAImjx5UlNz0/DWAfwmQOQ0WvG+5w0rT2LiooyJhBRncJwKozN4j/M4E+UJrs5jTPR+8uSxqhouPDycmTKEY1SeQl9TFC/GoK2/nKeExB4lycuTqVP5kydPBqk8xcf3OJIzKEb9KU8ZGcx72PXnL9Wf8gS3c2GsFuzP56nHnFPv8pVLTJ3HjxwFytN/BRA5jUyIROKBA7YQBLGzs02fMf3ps6fDM72sr6+3v2avpaW5c9dO2q6jQyIrK0tVTRWCoCtXLg9vBcBvAkROo5jnL56LjxWHIGgM/xjG3Kbg4Fc9zuD0wVN0NHPlKTIyUklZkbGtytOnT5RVlBiDp/dRPT5PgfRB2Ouw10rKSi8Yj+0SmStPsGLkxSx4UlJWZLRagJUnxoTxuHjmjuSw8zhj8ARXzzEqRrGxMSo4Jv5SaWlp6szmUxzJ1dUYqwWpyhOdwkTJYdLV7fGX6jNeXFLck/N0hJnyRDm2AzlP/xIgchqxFBUXychKc3Cwb9+xbcrUyUuXLklOTh7eUiUlJdu2b6OY9N682dDQMIwVPnz4wMXNJSAokJLap/sW4O8CIqfRTXx8vApOGYIgXl4exp50L4Je4Jj5M/UqTwyJ3hEREUz9mR49fqiqhouIiBhkzlNwSDAl14qhnUtiYiIlt4lBeYqLi1NVwzEGPeER4TicCuPxH6wwMSpPcf0oRnBOEvPgSZNJD7sPHz4wdWD/9AlWnuiVqp52Lkz8pSiNh3uCJ2bmnEz8pWDliTHnKbentx2jUgUYvYDIaSRz7do1CIIs5s/79q3uwkU7dXW1g4cOVldXD2+1Dx8+zJs3d+q0qS+CXgxVwSISiYcPH4Jvpg30/x4xgMhp1FNUVLR02VKoh6NHj9TU1NC+GhQUpKSsGMJwnNdftR3sC/XkKb3S8/jxI2UVJcbgKSrqvbKyIqPyFBIaoqSsGBT0gqnyxJgwTskxwjHJMaJUCyozqRaM70d56s+RHLYYYMxt+q4YOTH1wfJjaFPTm/PEEDwlJydT/KVc6YMnSm5Tj88TXc5TVlYWXIFMt5NScp76qbbT0dW+foPeUgEwSgGR00imsbFRU0sDg0HDj4X5+fkbN27Q1tZydnYeXvhCI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w0pKCrSFmlz8/NaWpoDAwNgMFgeK99P6pfDYnkc7sjIsIWVFX2Z3t3dramp0UXskpWV5fP5j378MSs35/q1PF19PQQcnpeTu8nVVUxMrIvYpamtSaVQZ+dmCQSdnp4eJAIhh8USiZ3Kyjgelzs5OalN0B4YGAACgHhVFWJHJ0YGA0cgRoeH1TU0S16+vPjdd0kJCWvWrUWhhG/euGGzapU0RprU14/H46mLi58/z+jo6JJI/SAQWFFRsbu7W0FRgc/jk4eG9PT1RkZGWAymmoZGZ2enjKwMEoHs7enR1NIsfVUaEhZW+PSppZXVDvedAADg2dOnL4qLr12//u0uYwIAACE4XPDJZDBQKOGFhQUEEolGS9EWaUAQSEJScnZubiX4KwSjLCyg0dIsJovFYknLYObn5hFCcCQKBQKB0Wg0mTzEYjKlpTFUKgUMAUuh0SAQiEpdhEKhICCQRqPxgQAQGCQmLjY791lUVAwEBi9SFzEY6aUlGh8AkJSUmJudExEVgUChVCpVSkqKwWBwuBwJcYkFCmXFVCEQFApVTEwMAoFQF6kQKBQCgQoOEQQCERMTW1hYQKKQQjAYZYEiISnBZrNZTCYaLUVdWBD6YhkW5uclJCR5PN4ynS4tLU2lUlZ2q4jw/Py8qKgYEomk0RaRKBSVShUIIiQkJLBr39gyQdjw1y8BMAgkKSmRl3vNbcd2CARSkJ8fEBhUVlo2Mz1z6MiRlOQkK2srTU3NtOSUU/7+7e3t7W1tF7//LjkxCYfD2TvYR4SHH/P1nZ6aLnz61NDIiMvhCELvPB5v46bNHA7n3t27EVFRDx88oDPoPgcPhlwK2ezqKo1G52bnBIeGVLx9O0wmHz/hGx8bZ2pqpqenl5GW5nfSb4BEqqmuOeXvf/fO7fHxMQgY/NOqs5hu293gcHj+nbtnzga9ef1mcmLimK9vStLK7VJbh5CUmHT6TACRSPzwof5icHBGWpqyMs55zZrLoaHHfX0/T08XFRaFR1758eGD9ra2L5f5X6nxNaz6k2RCQkJ8AJ/xZa8BAAAEEkFdpIqKiXK5vNiE+Bt51xkMpq/fySB/f3cPDxlZ2YjLl2Pj40tKSlpaWiJjos8FBppbWHgfOOC+Y2doWFhba1tRYWFOXt73Fy4qKCh4H/CprqqSQkux2SwulyspKXnn1i0IBBIQcGa3xy5fvxMoBDLyypUfbt364fqN0dHRkMthh7x9XLds0dTU/O7CxZT0tIp372praqNjYy+eO69N0N6w0SXoTMDJ06fxeBUkCrWy1VksLBabfTVraWnJP/BMwMlTbtt3yCsphgR/n5CcVFry6mNjU0JSUmBAgJmZmbOz89FDh6LiYolE4qOHD27c/uH7ixfl5LBePj6eu/ceOnxER1cXDofTFmni4uICQRgMBhQK+5UtY7FY+/buPe3vb21jAwAAruflDQ4MOjk5Bp4JdHV11dPXb25uZtDpeBX80BAZBoOh0VKjIyMYWVkmnTEzM2NqZsZkMbuJXTg8foBEkpGR4QMAY2OjGhqaMzPTI8PDo6NjKWlpF86e1dXTXbt+fdSVCEtrqyXakqq6GqmfJIxCoaXRfb19ikpKLBZrbnZWVU1taGgIBoVi5eX7ensxMhgIBDI1OYXD4yYnJrlcDg6HJxK7hgYH0jIzfLy8raytXDZuDLsUYmRiDOQDVNRUBwcGYTCotIzM0OAgFotlMpgzMzMampqjI8M8Hl9BUbG/vx+DkYaAIcMjw5oamlPT03Q6XVVNrbOjo4tIzLiaeeVyeEhYmK7eSmDjakbmyPBwdFzsL7sMBoPJycr19PQIPg0NDUn9/WgMBi4k1N/fv7S8rK6uPj8/L4fFLtFoXC5HVlZuempaBCWMRCLBYLCMrEx/bx+bvbLUc3NzMCGYhLj49NSUtAyGzwf09fWrq6uvhCEplKEhsjIOJyomSl+mL1AWFBQUKAsLACAAjZaenJiQkpKEQqBzc/Py8vI0Go3L42JkMNPTU6KioggEYnZ2VlZWlsliMhgMrDy2o6MdhUJxONwlGm1ocEhcXFxCUoLJYC5QKDIyssv0ZTaHI4ORmZ35jEKuvPunp6cxMjIsNmdpeUleXn5u9rOQkJCYhPjU5BRGBsPn8WhUqoKC/NDgoIK8PJfLZTKZsnKygtgqqb+foEP47b1MQ1NjgEQS/K2kpLS4uMhhs41NTczMzZ4+fjQ1OenrdyIjLW312jUyMjLXcnICgoJq6+rIw2T/MwEJcfEEAsHYxDQ2Ovrk6VOkftK7iorQy+FZ6RlotJS2traFpWVba6uunh6Px6UtLkqhpcEQyL79+767cGHX7t1IJOp6Xl5EVFRRYdHn2Znjvscvh4U5r3bG4fCZ6ennv/vuY2NTR3v7qQD/9NQ0NXV1m1W26alpEDB4k+vmpqZGFTVVwQVVXkFhaWnJc//+pISE1WvWYLHYrMzMM2eDPnz4QOzsPHv+XEpioq6urpWV9ZXwy6cD/IeGhl6XlYdHRGSmZ2AwGNetW0ODL0GhUEdn577eXnl5ecHBpNFoXzys/m8lMzYxIXYSF7/4CGkMxsra6lXJq61ubjfyrnvs2r20tJR9NSs5NfXZk6cjwyPnLl44FxTk7Ozstn37AS/vS6Eh1dXV1VXViSnJF8+dJ+jquLhsOHzgQGh4OJlM7uvtdXR2evmieI/nXmsbm+Ki597e3sVFRVmZWbdu38lIT6NSqecunN+/b5/nPk9ZWdmw0NCsnOxnT58ROzvDwsNP+520WbXKzNz84rlz4ZERnW3tr16+PHLsGIPBsLSyevG8+OSpUzarVj0vKvLYtbu9rS09NTU2If7HBw/JQ0PBYaFBZwKdnJ0NDA0C/QNi4mLr6+rKy8syrmadP3teU1Nr67ZtPl5eYVfCR0ZH7ty6FRgURF9ednB0KCos2rDRBQJZyfOOjIwwGAwFxZ+yRb+8MakUivd+r9P+pwVpgtaW1uDvv09NT4u8ErFEo2kRtBFwxNISTVtbm0gkUqlUQ0MjPp/f2dGBlceOj4+j0Wg2iz03N4fD4yYmJ/lcnqyc3OeZmYqKd94HDsgrKNz54Yfb9+4NDQ6dOnEiNTMjOSGxp7vb2MQELS29koilUhWVlMbGRmEwIWlpNJk8jJZGA/iA+fk5BQWFqckpABAoJyc3PEwWExODQmGVFRXbtm9XUVXJvpp1tyB/fGTs9KmTyampSYlJLc2fnJycxcTFlmjLi4sUZRx+bGwMBAJJS6PHxsbQaDSHw/n8eRaHx81MTXM4HCwWSx4mi4tLwOFCb1+/2bJtq7Y24Wpmxq27dwUPqdjoGAplISIqCgQC/WqXiYqJrd+wvuD+T0EPA0MDY2OjrMzMs+fPdRGJE+PjSkqKA6SBFbumoQGDwrAK8u1tbTw+X1FRaXJiEoVEiUtIjI6NycvLc9kcCoWiqqZa/LxIVU19zZo1uVlZXt4+MBhMXUPdxnZVbnZO4NmzHA7n3bt3WKwcFAqZmZlRVVOdm5vj83lYrPzI8LC0tDQcAZ+anFLG4ZaWllhMpoKiwuTEpIio6OeZaVExMZeNGzPT0r19vBFwhKq6mrXNqoy0tDNBgQg4oqSkBC2NQaKQk5NTiooKDDp9eXlJWRk3OT6BRKKkpFZ8l4K8ApvDXqBQ8KoqU5NTKy6SRhMWEdm02TUzI32Pp6dAr/n5+Zrq6m1ubgK9VvBtiHZ0ZHTjuvVtP0dyp6emNrtsfPL48evycj1tgoOt7aePn3a6bb8cGjY5MeGybl3+nbsZ6enWFhYNDQ0++732e3p+avpoY2GZdfVqQX4+FiOzcd36oYHB82fPng0M+ho8mZud3brZ9dHDh+VlZc4OjtrqGiHBwRXv3hE0NAufPk2Mi7e1tmlrbdu+zc332LH6unpTI6ObN25cv5ZnZ72qvq7OddMmJzv7vp7e4O++Cwo48w3tnJvrlvx79yrfv3eydzA2MAwMCKiuqrYyM793505OVraZsUlTQ+MhnwN7PHY1NzdbmZlnpKc/KCjQJ+hUvn+/f6+nlZl5f39/6KVLp06cYLPZAtqbN24c8PL6+rlyKH8TO09NTvby3Meg0wWfNdXVKxH6129KX72yMDG1Nre8dfPmyxcv93jsamps9PHy8j16rPRV6WpHp5ys7Mz0dEdbu/KyspO+J3Q0tba6uvb19sZGRXvs2Dk9Pf1tL40fPjja2r0qKSkvLXO0s3ewtXNz3VJdVb1jm1vA6dMlL15aW1jeyMtLSUxa57z67Zs3B719jh4+cv9evr6O7o5tbj3d3WnJKVs2bpqamvqWtqGhYa3z6pcvXrx9+9bB1s7Rzt5106Z3b9/67Nt/9NDh8rJyZ3vHq5mZ2VlZNhaW5aVlfsd9PXfvflBQYGVmtmmDS3dXV2pK8o5tbqMjowLCAdLAutVrKt+//6PYP41GO+RzYPWa1YeOHBG0lL0qjYmOPhMUpKSkGB0RRacvS2GkZTEycDhcRVWFRCItL9NlZGRmZ2e5HA6Px1tYWCASifb29kd9j9+9dfvjx6ak1FQlJaVvewEAABXv3kWEXznl76+srBQXE9Pe2r7K3k5MTAwGg7HZLAlJyfm5eTAIJL7yqJqjUCiUBQqVStXV0zt05PDTx4+rqqpT09OUlZV/Q/vu7duoKxHH/U5oaWnHREY2NzevsrXFyGB4XB6Hy5GWxszNzQL4AFFR0fmFBTqdPjoywmIxdXX1jhw/9uTHR5WVlQlJSWrqagI2P19fGQwmODT025qKf5OUa2lpORtwJjIm2tzC4udxvEtOSDAxNd3v4131vrLk5cu52dmenh6fAwcQKOTjhz/6nvQruHd/eJisrqGBlkb7HDiAQqGSE5OgUMjlK1fkv8lofIvampqIy+HmlhY+Bw9+qKu/n38PwAfQGczxsdHgkEs3b9wUl5AwMzNLSVp5gRkYGW7dtk1WVjYxIZHLYUdERSn+yzJ8pY2LidXR0Tlw+FBrc0v+3btsNhsIAvV0d18M/v55YRGdT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" 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" 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QYOHCTf08rhcDQ0NFesWJGSnNK+fQcrK6t9e/d9320HAAAAwH8y3lJWVlZTV//48SOPx2OxWPKZeDzeqcBTbBbLz8+PSlWoqqoSiUQ62jpEBhRFtbS0+Hx+dXW1gYGBSCQSCoXa2tpk8uf5jw0Dsz6FcRKJpLy8vKysfN78uShKQhAMQVCpVIqiqFAg+M6q11TX8Hi851FRo/xGEhURCgXqaupELPU9BAJBZVVlTnbu5CmTGwJNvDISBoNRU1OD58EQjEIm0+lfDGuzs7ELDAzcs2f3zl07ZTIZh6Pbq2ev5cuXm5jUN7YBAAAAADSOt1TVVF1cXG7evJGYmNChQ0ciHUGQ+Pj4NWtWjxwxcsyYsQiCsNhsKoVaVlYmn6e8vIxOp7PZ9YGaoqKisrJyTXWNWCwhOicbYqBPi0GQSCQFKpXD0bl545a+vr5MJsPTRSKRmpoa8n2oCvXj3Pv29d2zey+ZTMab5aRSaUPoU98o9Z0oFAqZTLGzszl//qKqqqp8ZRoN3m+0mAWPz+vUsVO3O3dLS8uio6Pv3Ll95uwZvoB/4thxhS8nHAAAAADgv+xz+xOFTBk4YKBQKDxw8EB1TTWRzuPxjhw5LJVKhw0bjo8uNzE2trS0DAsP4/F4eJ6PHz9GRDyzs7PX1dVDEIROp7u5uiUmJWZnZ+MZ6urq3rx5Q7RvkclkOzu7mpqaiooKbW1tToPXr1/PnTc3PT39O6uura1tYmKakZ7BZCrq6OhwOBwdHZ2jRwO2bd/KF/DlIyR8BiIBT1RQUMA3aTSag719bl6eRCohKhMSGrJg4YLS0tJmKnDh4oXBQwZ9/Fiso6MzaNCgU6cCO3fqlJ6eJhAKv/MSAADgRykoKODzeAAA/9bxWz4+vjNmzNy3d19VZdWkSZN0dDiVVZWBp07dvn17yZKlXbt2xbOpqanPmjl7ztzZCxctHDduvEwqPXjoYEFB/u5du4nIZvSYMefOn1u8ZPGaNWvIJPKpwFPv3r5VVlEhzjVo8ODTZ04vXbp048aNBgb679+/X758uamZqZGRUTPVlclkRCMTg8GYMmXKpEkTFy9Z7D9pMoVCuX3n9r79+1avWs1ifuoPpdPpUqn02bOINm3aODk54X9JKdBoIpHoQXi4vp6+tbU1iqJjxo69/NvlBQvmr1ixUkVZJfZV7KpVK/t49yHatzAMkz81Tltb+8GDB2vXrZnsP5lGp8e9i0tKThztN4bJZP7QMygoKKipD3D/YO0xAAAgkUiZmZnV1dUQcgHwL463FBSo69ev19BQP3z48MhRI9lsJYGAr66hsWPnjunTZsj/6+3n51dbW7N9+/YbN25IJBJlZaXDhwN69+5NZHB0cAw4ErB02dKBAweQSGRzc7MxY8c+efKEKMTUxDQg4OjChQvHjhujrKxcWVnZoUPHA/sPNNOfiKIoi8WSnz45eNDgkpKS7du33b59m0Kh8Pi8uXPmzZ07jxjvb2Vp1alT53Pnz1dVV128cAkf7e5g59CuXbv9Bw7U1tUe2H+QSqW6uLj8+suxZcuWDRkyhM1mVVRU9O/Xf+fOncT6W1Qqlc1mN1qooqdXz21bt+3es/vOnTt0Or2qqmrggAGLFi/+0fW3Nm3edPvWre9fBQMA8J+FktDa2trKiio9fd2f/FwHAOD/qfE7XomttHLFqqlTpr1587qkpFRbR9u5rbO6unqjbDQabe7ceaNG+SUnJ5HJFAcHe2Xlz21XuAEDBnbt2u1d3DtMhrm4uCgyFYUCoXy05N7ZPeLp08TExKKiIn19A3sHeyrli46/RjQ0NCKePpOPZhQUFObOmTtq5Kj4+HiRSGRja2NsZCx/iKqa6qWLl/Lz81VUVIiphYZGhiHBoUWFReoa6niDHIqg/fv179a1W1x8XHVVlbGJiY21jXx8OXzY8AH9BzRaKYNOpy9ZsnT8+PEJCYkCgcDc3NzS0vIPl8j/Go1GU2QyKRRYJRUA8MeYTKa2to6+nl6jhakBAP9k325T0dDQ6NXrc2NVUzQ1Nbt0+dTJ+E3KyspdPLsQm0RzEYFOZ7i6un1nXVEU/boEvBo9etSvm/VNDAbDwsKiUSKLxbKwbJzIZrPdO7t/sxBKg2/u0tLS7tFDG/kJa1avXjB/wZ8I1AAA/00YglEpFC2tn/qbBwDw/wR9WH8/DQ1NDY0f+4oRAAAAAP5FYJILAAAAAEDLgngLAAAAAKBlQbwFAAAAANCyIN4CAAAAAPg74i2JRCKVSlv41OCfRSKRyOChAwAAAP+feCs1NXXO3NkZGRn45u3bt7Zu21pZWdkSpwd/WnV19fbt227cvP5X3cOXsS/nL5zf6LOYAAAAAPjr4y2JRLJn7566Oq6x8aeFQx89enTs2K81NTV/wdn+G3JycsaOHXP9+l8WCSEIkpWVNWbM6Ju3bhIpNTU1x44fexD+4K86hZ2tXXJyysmTJ/6qAgEAAADw7XgrIiIiPDxs6pSpxOeclyxZev9eMIfDaZQTNIXL5d68eTM1LfUvvEW1tbU3b96Q/5i3jo7O3Tv3VqxY+VedQllZefy48SdOnkhJSfmrygQAAABA4/VOpVJp0OlAaysrZ2dnIpHL41ZWVcpkMnyzpKQkOTm5TZs2mZkZwcEhDEV6r5697e3tG93Njx8/3r13Nz8/39XFtUuXLvHxcdraOubm5vjehIQEgUBga2sbEhIsFApHjBhJfKUnJSXl4cMHZeVldrb2ffr0YbE+fXkaV11dHRYWmpycrMhkenl5tW3TVn6vWCx+/PhxbGwshsk6duzUpWtXStOfMhSLxa9ev1JVVVVVUbl+/XpJaWk7t3ZeXl7EJ7cRBMnOzs7NzXFxcX3xIiYtPX3UyFFKSkr4royMjJDQkNKSEhtbW+/e3srKynh6cUlxxLMICpWSmvohKirK1dWViFx5PN7Dhw/i4uIYDEbPnr0cHR0bVamuri4sLCwhMUFFWcXb29vKyurTzSz++Oz5MwqV+v59SnR0tKurK5VKlclkVdVVX3+rMT4+/sGDB1wut22bNl49e8p/g6igID89I8O5rXNiYsKDhw+UlZW9e/extLQkMnTv3n3nrh1nz53dumVrU/cNAAAAAD8Mk5OUnGRiarxt+zb5xIULF5hbmGVnZ+Obt2/fNjA0GD3az9zCzMHRXk+Po6qmcvp0kPwhMTHRdva2KirKDo4OxibGQ4cNNTI22rxlM5Fh4qSJ7du3G+U3CiWhQ4YMFolEGIaJxeKDBw+oqqkYGOrbO9ixlVi9evfMzcsjjkpPT/fw9NDV43Ts2MHK2lJNXTUg4IhMJsP3VldXj58wTl1DvV07NycnRyVl9rz58/h8HtaE8vJyDw/3bt27eni4W1haWFlbMRTp48aPq6ysJPLs27/P2MRoxszpdAbN1c2lqKgITz9z5gyHo2NqatKuvZumlkaHDu3j4uPwXSGhIZaWFlQFipq62pAhg8vLy4nKe/XswWIz7extjYwN1dRVf/31F6lUSpwrITGhc+dOahpqjk6OWtqaOhztW7dv4bvu3b9vbmFGUaCoq6sPGzYUr2Fubq6llcWcubOJEoRC4a7dO9U11KysLV1cnVVUlPr265ubm0tkOH3mtJGx4ejRfqamJo5ODto6Wlramjdv3iAyyGSyWbNn2jvYFxQWNnXfAADg/6C2rrazeydFJiMyMrJ13/Chw4YgCHL9+nWsVVu1qr43plGA0foEBp5CEGTyZP+vd30Rb509d1ZNXfXevXvyifPmzTU2MZKPtxiKdCNjwytXrhQWFr54EWNnZ+vWzrW6uhrPUF1d7dWzh4mpcWhoSEFBwYsXL9w9OiMIIh9v+U/2V1BQ8PT0uHbtWkpKCh4zhYSGqKmrjh07JiEhIT8//+LFi2rqagsXLSSOWrV6lZ6+7uPHj6urqzMzM0eNGmlpZUHEE1evXlVSZgcGBVZWVhQWFq5bt05TS+PRo4dN3ZTy8vJOnTqSKaTFixenZ6RnZWVt2bqZqkDZv38fkWff/n0UCsXO3jYw8NTbt2/wuDA2NlZXjzNgYP+UlJTy8vLQsFAjYyNvH++amhoMw2pqam7duqWmprpw0cKsrEyxWIxhGI/LGzVqpLaO1sVLF3Jzc5NTkkf5jdLR1YmL+xSl1dXV9e3nq6eve+funcLCwudRz+0d7Nu0dSotK224pTU3blxXVVVesnRJVlaWRCLB4y1TM5OZs2YQtb179w6TpTh9xvTMzMySkpJLly6qa6hNnjxZKBTiGc6cOUOhUqysLe/evVtYWPTo0SMTE+Oevbx4vM9RaVBQoLqmenBw8B/9qAAAoAVBvNXKrPrPx1tfjN96//49iUTS09OTT0QbNEoZN27csGHDOBxOu3bte/b0+vjxIzGvLSEhISrq+bRp03v16q2rq9uuXbuFCxaRyV+cCMMwhiJ927ZtgwcPtra2RlFUIpFeunhRS0vr4MGD9vb2enp6I0eOHD9+3P379z5+LMKPys3NpVKoTKaikpKSiYnJjh07t27ZxmAw8L0FhQUikZjFZLLZShwOZ8mSxb8c/cXAwLCZtj2pTGptbb1s2TIzUzNjY+O5c+a1c2t39epVHo/36UrrqypbtnT5hAkT27RpS6VSMQy7fPmSRCJZt269tbW1mppar5695s2bGx0VFRMTjX/02tLSkkwm6+rqGhub4F+5TkpOCg4JXrJ4ycgRowwMDGysbbZs2YIiSHBwMH6il7EvIyMjZ82c1de3L4fD6dSx05rVa8zMzCoqKhAEUVJiW1gQZRoTfYjyj0YqlZ4+c5rD4axevdrExERTU3PEiJHjxo27ceP6h9QPxI2nUMjTpk339fXlcHS6devm7uGen19QVV1F3BNjExNMJvvw4f13to8CAAAA4AfGb9U3+ZSV0mg0JlOxmQMwDKPRaNZWNkQKi8VGEZRYrys3N0ciqY9jiAzW1taqaqrECDA8ONDT1TM1NSVS6upqPqR+4PP5W7dtQ7D6FJSEvn79uqCgICcnR0enfrR+v379bt++3X9Af0dHp/bt2/v6+A4ZUt8Mi3N3d9fX15s8ZcqBgwfdXF179urVt28/YuzUt69FhllaWqmrq+ObDAbD3ML8+fPnlZWVior1N0GGYWwltp2dHXGIQCBISk4yMjK2MLcgEl1cXEkkUmZWFr4pFovxayQyfEj9UFdXFxMTs3TZ0vqrQxEen1dbWxufEIdnSEpMRBCkbdvPw+aGDx8+aNAgIrT6usxGqqurU1JS2rRpo6WpRSR26NAxICAgPS3Nwd6h/nJkmKKiopXlp2FhCIawWez62yBXrBJbCUXR8vLyZu4bAAAAAH7I52anhhFUEhKJRG5okmnuGBKJSv0yzxftX/XtLhTy5wyMBgiGfVEImSSfIBZLuFyugC9ITk5OSUlOTklOSkpSUVEZOGAgk/lpyPywocMehD8YOWJkXW3t8ePH3D06Dx8+rLi4GN/r3NY5POzBgvkLaAoK129e79+/X5cunnFxnwKaprDZbKKJCEVRKpWKfnkxJBJJvnlPIpEIBAI6nYY3XOHodDqZTMZDom+qq62TSmX5Bfnv379PTklOTk7Ozc7x6tHT1cUVz1BbV4eiKO3L6JBKpZJI3/sBALFYLBKL6XSGfG3xxj+BQCB/ORRKk3MIGmKy+r5dWO0WAAAA+At9DhpIJBJbiS2TycSiJuOG76Gnp0cmkwsLC4gUHo/H5XJR0pdB2ZdoNBqbzVZVUb1z+w4RMdTU1Hz8+NHIyAhBEKFQmJCQwOFw9u3bLxAIUlM/nD179vCRI7179/b3n4wgSGJiIoVCWbduHYbJ0tMzwsJCV6xccerUyX37D5C+7A/9DEWqqj53pYnF4oKCAg1NTRUVlabqyWDQdTm6L2NfVlZWEmtk5ObmikQiop3sU9lyJ1VVUyWTSUsWLxk8+HODXGZmJtEZqqGuIRaLS8s/rzX68uXLJ0+e+Pn56evrf7PMRpSUlLQ0NLOzs4VCIRELZmVloSRU98sO4ubx+DyZTMb+fRomAAAAAH7eF80nJiamAoGgtLT0Z0q0s7O3tra5fOUyl8vFU65du1pRXomizTXVsNlsTw/PhMSEJ08e4yk8Hm/ipAnjxo+t49YhCMIX8OfMnT17ziyRSESn0x0dnfr08VFUZMhkn1rJ9uzZPXTYkLy8PBQlWVhYDBo0WF1DQ4Z97sT8GplEfvEiJirqOb754uWL6OhoL68eTCazqUMoFKp3H++ioqLLVy7hKdw67rmzZzU1NTu070Bkw4cHEptt27TlcDhXrlwRiUR4SnDw/Q4d2t+6fQvfbN++PYvNvnXrJt5Ixufzt2zdfPLUCZJckCpf4NcYDEbfvn1fvYoNCQnBU0pKSs6dO+fk6PT1ah3NKC4uRhHU2OjTarcAAAAA+HlfdAu2cWpDoVCSkpM6d66fUYgTiUR8Pp942UulUh6PJ5FIiAxicX0GYniWurr6gvnzZ8+ZPWTIYE9Pz5SUlLDwMAr1iz4soVAoXybecjNx4qSw8LDx48ePGDlSXV390aOH0dHRhw4eUlerbzdSVlLu69t30+ZNI0aO6NixY01NzbVr14wMDXv06IGX0L//gKvXro7yG+Xt3RtB0LCwULFQNGjg4CYbtxCETCZXVlT6T/bv338AlUq9dPGikZHRhPET5S5NzOPVt/fIHzVwwKD79+6vX78hMTHJ2Mjo2bNnUVFRO3buNDExwTMwWUxFpuKxY78iCDJr5iwmk2lmZjZ37twNGzYMHjzIw8OjpLTk4sWLNra2AwYMwA+xs7ObNnXajh3bBXyBi6vrixcvQkJCtm3brqv7qWmKxWIxFBV/ORoglUlnzZilqKiIYRifzycCOARBxo0bFxoaOmv2zIhnEaqqqiEhwdnZWcd+PYbfQLwzlMfjyfcVNnq4+Nec2Gz2D4VoAAAAAPiBeKutc1t7e/snjx9PnDCRWPbTzc0NQRGiycfAwGDkiJHE137qo7Q2bYcMqSEWAkUQZMyYsSwWKyAg4Oq1q9pa2osXL9m1a6f8UCT3zu4cDofoTcNZWFhcOH9x1+5djx8/koglmlqap04FDhs6DN+LouiiRYuVlJWvXbt64cJ5Mpncvn27RQsXE4PuBw0adBo5c/LkiWvXrqEIqm9gEBgY1L1792YuXiKVdO/Ro1Onjnfv3hVLJJ5duixdslR+FL+tre3IkSPV1NTkj2KxWEcDjh4OOBIcfP/tmzda2lqBQUFD5DoKjQyNVq1afenipdycXDy4IZFICxcs0tLSPh0UdOnSJRKZPGTIkCWLl3Ia5gHgkd/KFSt1dXUvXrhw5coVZWWlQ4cOT5zwOfIzNjZetWrVlcu/5eXk4vEfk8kcNGhw2zZtiDwcju758xf27t377FmERCIxMDTcsnkrEY8iCGJmZjZixEhdXV0ipX379kwWC58cgLerxcREO7s4yy+CCgAAAICf1WiFjKCgQBNTk8TExD+9xkZNTU1ISEhOTg6GYWVlZRiGRT6PVGQygoK+WBO1GRUV5YWFhSJR/cpVXxMIBYWFhXjJX5PJZB8/fiwuLv7Ds5SXl7dr7zZs2FAMw6qqqpoqsBlcLrekpFh+zVJ5Usk30sVicWFhYXnFp0VQvyYQCIqKivA2p69JvlXm12pqakpL6xfu+lFv3rw2Mjb87epvf+JYAAD4C8H6W63MKlh/q1H4NWjwYEtLiwsXzv/pAE4kEq1Zs3qU38jExEQFBYXk5ORtW7fo6Oh06tTpO0tQVVXjcDiNp0D+jqZA43A4jQanE1AU1dbW1tL6vCZCM/D4DP90YFMFNkNRUVFTU6upKYSkL5ccw1EoFA6Ho6b6RYOZPBqNpqOjI/8RHnmNljFrCpvN1tDQQH5Q/YKoZ886ODj69PH50WMBAAAA0IzG728lttLiRUuiY2IyMzOQP0VdXX3Z8uV5eXm+fX179+7l4+uTmJS0Y/tO4uOJ/xxUKlV+WYf/uOTk5NevXy1evJjoXgQAAADAX+Ib0UaPHj10ODps9p9fEWDI4CEdO3QMfxBeWlKip6ffpWsXXc7nMUP/EEpKSkcOH6E10ZL0H6Smpnb06C92tp8XdwUAAABAS8VbKIra2/3s9DRdXd3x48Yj/2AUCqVNm7Z/dy3+QTgN/u5aAAAAAK3Q9y5fDgAAAAAA/hyItwAAAAAAWhbEWwAAAAAALQviLQAAAACAlgXxFgAAAABAy4J4CwAAAACgZUG8BQAAAADQsiDeAgAAAABoWRBvAQAAAAC0LIi3AAAAAABaFsRbAAAAAAAtC+ItAAAAAICWBfEWAAAAAEDLgngLAAAAAKBlQbwFAAAAANCyIN4CAAAAAGhZEG8BAAAAALQsiLcAAAAAAFoWxFsAAAAAAC0L4i0AAAAAgJYF8RYAAAAAQMuCeAsAAAAAoGVBvAUAAAAA0LIg3gIAAAAAaFkQbwEAAAAAtCyItwAAAAAAWhbEWwAAAAAALQviLQAAAACAlgXxFgAAAABAy4J4CwAAAACgZUG8BQAAAADQsiDeAgAAAABoWRBvAQAAAAC0LIi3AAAAAABaFsRbAAAAAAAtC+ItAAAAAICWBfEWAAAAAEDLgngLAAAAAKBlUeQ3hEJBbW0dhmGNMpFIqJKSMpVKxTCsqqqKQqGw2WzkbyWTyaqqqqgKCmwWC2mlxGJxdXU1i8Wi0+l/VwmtSU1NjVQmVVFWQVH0764LAACA/5Yv2rcePnw4YED/Xr16evX0Iv7fvUf3gQMHJicnIwhSXVPt7z9py9bNP3lWLpdbVlYmlUr/dAmVlZX+k/0PHz6I/PNUVVVVVlZ+Hbb+qPiE+D4+fUJCQr4zv1AoLCkpEYlEREpcXFwfnz5hYWE/WZPWYfOWzXPnzuHz+X93RQAAAPy3462SkpKYFzEMRYari4uLizP+f1cXF6c2TkwWE0EQFEVpdBqVqvCTZz106GD7Du3S09P/dAkikejNmzeZGZnIP4xEIpkwYfyYsWN4PN5PFkUmkRkMOplM/s78t2/fsnewi4qOIlJIJNIPldC6ffjwPi4u7meifAAAAOAv6E9EURKdTp8xfebYsWO/mVuJrXTqRCBK+vaoL4lEQiaT5TtrpFKpTCajUqmNcorF4u8PR75ZCIqiCgoKeKJMJpNKpV+fBYdhmEQiIZFIzYcdEomEQvnibkgkEgzDmiq2qfOiKMrn88USyTc7rZq6Id+siYODQ/D9EBqN9p2FSKXSuro6mUxGpDg5OX2zBPws9Y//y0tunkQiQRGE/COHfF1DDMOIkzba/OaDI1PIJLTJUYb4xZLkfpD4USiKfl0slUpVUPjZ/1QAAAAA/oRvvOrEYnFTufkCfkBAAEeXM9pvNJ4S+Tzy4YOHQ4YMvnT5cnp62r69+zkcDoIgOTnZx0+ciIp6zuXyXJydp0+f4ejoiL9iz58/f/fevbq6uo2bNowfN6FXr15Nna6ktOT8+XMhwSG1dbWOjk4zps9wcnIi9qIoKpVJg4PvHz16tLSsrFPHjtOmTbe0tCQyCIXCW7duXvntSlZWloqKipdXz7Fjxurr6xMZbt++nZr6wdu7z9Ffjkolkp07dykpKSEIkpycfPLkyZgX0WKx2MHeYfToMd26dZOPnyqrKi9dunj37t2ysnI7O9vp02a0a9euvr+1unr/gf3vP3zAMNmKFctnzJhpbW2NH1JQUHD6zOmHDx8IBAIXF9fp06bb2toSBd64cSMrO6unV68jAYfIJPKOHTtZLFZObs7xY8cHDx7s5uaGZysrKws6HRQeHlZZWWltZe3vP7lLly74rnv37gYGBspksgMHDhR/LB4xYgSJRMrOzj5x4sSQIUNcXV2JcyWnJAeeOhXzIoZMJvfo0WPa1OlaWlpNPYKUlJTzF84P6D/wWWTEzZs3qBRqv/79xo4Zp66ujmcoKio6ejTAw8OzZ8+eeMrjx4+fPHns7+9vaGiEIEhpaenRo0c7duxYXFJ8+vRpPp8/dMiQ8RMmhIeHnzxxksfn9fXtO2XKFDU1NeKkIpHo9u1bV367mpubzdHRHTt2TP/+/SmUT/FlTU3N4cOHnZ2dRWLRsWPHRvuNHjVqVP1RYtGtm7caHncmm8Xu2avn2DHjDAwMmro0AAAA4P/mGy0HMpkMwzDZ77AG+C4ej3f8xLHbt28Rmd+9e7d3354ZM2ccPRogEAjwlobS0tJp06cFBQU6ODh4uLuHhYcNHzk8JSUFb34oKyutqqyUyWSFhYXVNdVN1ay0tHTyZP+1a9eqqqlZWVn99tuVcePHpmd87oKkUCjh4eELFy1UZDLtbO0CgwL9J0/6+PEjkeHUqZMTJk6QSmUjR46ysrTavn3b3Hlza2triQwRzyJ27d41ZeqUS5cvyTAZHlFlZmaOHDXy9p1bXj28+vXr9y4uzm+036NHj4ijamtq5s2bu3DhQhqN7ujoGBoaOtJvRFxcHN4C9LGoSCDg8wWC/IICYqhQbm7u6DGjt2/fqq6uYW1tc+XKFb/Rfh8+fCDKfPLk8c6dO6ZM8b969SqGYXhN8vLydu3eiZeMIIhAIFi2fOm2bVuNDI29englJScPHTbk6dMn+N7KyqrSsjIMw0qKi8sryonz7tq9MyEhgTjRy9jYgQMHXL5y2dbGTkVFZePGjUuXLmmmrTErK2vv3j1Tp00JCgq0s7WjKigsXLhw27atePMY/pgOHzkcExP9+RQvXx4+criwsPBTxaoqjx3/de7cOZs3bdLT06PRaKtWrxo2bOjatWu0tLVUVJSXr1i+a9dO4jcmkUh279k9dtzYvNwcFxeX4pLi8RPGBQYFEuXX1dWdCjy5dt2aOXPnfPjwgWjHOh10etLkiSKhcMTwEXb29rt27Zo1e2Z1dZM/MAAAAOD/B5Nz+vRphiLdxdV52LChQ4YMHjJk8KDBA4cNG/r4yWM8Q1l5mYOj/egxfsQhvx77FUGQ3t69srIyRSIR1hCe3bp9S01d9caN63ieN2/eODk5njt3Ft+UyWQbNqzn6OokJSUS8dzXdu3apUCjnj13Dt8MDg5WZDLWrl2LbxYVFVlZW2loqj94EI6nHP3lqAKNev/+fXyTx+P19u41fPgwgUCAp2zYuEFTS+Pdu3fEKZavXIGS0HHjx378+FEsFuOJZ86c0dXXff78Ob6ZkpKiq8dZtmwpcdSx48cUmYxDhw7ilY+OjmaxmLPnzMb3CoXC3r17de/Rvbq6mjhk6bKlSsrs+/fvETfEwFB//vx5eIcahmGLlyxCSegk/4klJSVETSKeRTBZiqdOncI34+LidDjau/fsxjdzcnK6dPXctGkjcVfPnz/HZCmGPwgn7uqTJ0+YLMXTp0/jmwKhoF//fkbGBvEJ8fX9blLpunVr6QzagwcPmnoKISEhVAVKx04dc3NzMQzj8/n9+vU1NTMtKCjAM8THx+twtLdu3UIcsnv3bo6uzosXMfhmalqagaGBgaF+dHRU/YP7WGTvYMdQpN9ruBs1NTW9eveyd7ArLi7G80dGRqqoKuMD2/Hn6Dfaz8LSPC8vj3j01jZWbGX2xUsXBQIBfg9ra2v79e87aNBA/CgMw7Zv38ZWYsk/7iFDB7u4OtfU1DR1sQCAf47autrO7p0UmYzIyEisVRs6bAiCINevf3pjtlarVq1EEGTb9m1YqxYYeApBkMmT/b/e9Y3+xKrKqnyFfJmsvr2hYXgNuZn2DwzDFGjUWTNnGxubEIlkMlkkEl29ds3AwNDe3r5+FFFwCLEkAYqieDMYifTFYC95AoHgfvB9Z2eXvr6+eEq3bt1+Ofqrjo4O0fwjlUo7d+7cvXsPPIOlpSWVSq2orMA3qVTq7t17lZWUKBQKn8+vqKjIzs4mxi3hZFKpurra3DnztLW1icQePXoE3w+2srQSCoVisTg5OVkoFEplnwZZi0Si8LAwQ0Oj4cNH4NVwcXE5efIUg8HAMxBjiYjhYpWVleFhYT29enbp0hXvq7W3t3d3d498HlldXa2qqopfi6amxtw58zQ1NZu61SQSqT4ACg52c3V1dnbR19e/+ttV/DF9eVdJTd3V9PT0ly9f+vmNcrB3aBiPT5oyZaqOjo58H+s3DR8+HO+Yo9Prm/RevnxZV1eHfK/6WLBHjx4dOnREEERNVU29QdcuXREEYbPZVlaWmZkZxG/s0eNHKIpOnDiRQqGIxWIqlTp06NA7d27Hx8cT9ZRIJL28eg4bOoy4yXQ6bfu2HSwWi0ql8vn86urqrOwsFEXFkiY7xwEAAID/my/iLTyUWbp02cSJE+XTmxlpjmEYg8HQ1PoiSvD08Jw+bXpgUNDFixcMDY26des6auSorl27yR9F/PlNFRXlhYUFzs7OTGb9vEgEQWg02tej+HW0dYjYgoTWxxlEmfWLhLFYv/xy9NHjR/n5+ShKEolE9cP5SZ9jEQzD2CyWmlp9xENQV1ePiIhYs3p1ckoKl1tHp9Prarlk0qc7UFtbm5WdZWCgj8dJeGA3fPjwRpcm/w8lJSUVlRV5EXkdO3bAkPpEFCXl5OTQ6TQul4uXg8kwJSUlVVWVpm4IgiA2NjaLFi06cOBgt+7dtDS1unTpMmTIUF9fn++/q7k5OQIB39zUnEjR09ObPn1GMydFkPrx7LoNY/JwCjQagjZ3lq+hKEKUUH8ghrDYbBL5U2AqP9q9IShMq6urGzN2DKn+nmMoSuLW1dXW1BFdyfipOboc+Z8lhUJls9nHjv364OGDgoICPISlUCgoAkttAQAA+Pt9o32LQqE0P4GuEfkoB8dms3ft2j3Kzy/u3buIZxGhoaGXLl7auXPn7NlzvrPM+g4xWf1EM/mSv54w2MzClYWFhWPGjk5NTZ3sP9nFxUVHhxMSGnzixAns9wYhQqPKHzp0aNWalb4+viuWr9DX10NJpGnTpko+T/qrbxWUSupnCH7nrEMMk0kkEidHp9Gjx9RvIhiKIAoKCiwWW36QePOhEh71Llm8tG/ffm/fvo2OigoND7t69erChQu3bt32ndMM8QF58i18+PSI5idvog2aL1k+Q/2d+eo6GpXQzJVKpVJlJeVJEyepqavjN7n+B0mhtm3btpkSioqKxowd8+HD+wkTJrq6unF0tB8/frxn7x48wAUAAAD+Xt94T//8Qp137tzJzMyYM2euc1vniRMn5ebm+vr63Lx1a/r0GZ8jA7Rxw4Y8NTU1bR2dzMysuro6PCgpLi6eOWtmx44dFy1c9D3rg0fHRL+Lizt44ODECZ/a6h4/eSSRSJs/tra29vKVS57unufOnldUVEQQJCMjQywSE8cwmSwDA4OkpKSKigp8JmZ1Tc3MmTPMzcw2bNhIlEP07iEIoqGhqaqqpqSsJN9qGBYWVlFZ8UMrY0VGRj6Pipw6ZZrfKD+/UX6VVVWjR4+6c/fO4sVL5CcYNnNX9Q0M6HR6mtycg4iIiE2bN65aubpr1/revT9HJqsfCkZspmekN/Ti/cmGJVNTM7FE3Me7j83v8zcLCgpu3bpF9Nh+0+vXr6Ojo345+uukSZPwlKioKKlUSoKl5AEAALTW7ycmJSUuXbbk6rWrYrFYKpVyGxgYGBDhBYqiQr6wqqqqqcUnFRUVB/Tv/+7duwsXLojFYqFQeOLk8fv37+np6n3nx1hIKCqVSsvLy/EWnadPnwQFBTUsmPUHy12SSKTq6uqamhqZTFZcXLxr186CgkJ8QDo+gKlv3355eXknT50QCARisfj8uXOXLl3U0dEhLq1hAf262tpa/BB1dXVfH5/Q0NArV66IxWKJRPLo0aMxY0eHhYU1Ext9rbCwYM2aNcdPHBeJRFKpVMDj1dTUcDgc1u9fNEJJJIlEUllZ2agFi2BtZd25c+fffrvyPOq5RCIpKSnevXvXhw8fiMr/CUpKSnQ67Xnk84qKColEHBIacvv2rUbLsP2QXr16kUikXXt2VVZWSqXS+jh75ozNWzYJhcJmjkJRVCaTlZWV4Y/7+fPngUGBDWtxweqmAPwrwWp5oJVpvMInj8tvZv0tfL6YQCAgUsRiMZfLbRTEjB495snTp2PHjnF0dGQyWQkJ8YaGhnPmzCHewba2djU1tX36eG/durWp8UOTJvnHJyQsXbbkVOBJmQxLTk6eMnnywIED5Wsi/w7GAzsi1OjcqXMXT8/Vq1eFhARz67g8Hq99u/a379xeuGhhUGCQmZkZPvidx+PJ9wyy2ewJ4ycsWrzYq2cPAwPDjIx0JycnB0eHwMBAK0vLKVOmIggyauSouLh3mzdvvnz5Co2mkJiYONrPb+TI+iWg8M4vRyenXTt3eXbxOHnylHtndxRF582bn5qaOn7CuF277alU6tu3b93dPdatXUd0QQqFQh6P16hlseGKeMQVeXt7+/n5rV696vz5sxoamikpKVQq9ddfjuHtcAiCGBsbs1isMaNHL1i4cNPGTSQSqVEJNBpt44ZN/pMn9enj7eDgWFhYUFVZtWfPXmKRsK9JpVIely8fwIlEIi6XS9w0AwMDP7/Ru3bt6tSpo4qqam1tjYO9Q1x8HHGITCbj8rjyXxni8/nyi6Y2uvZOHTtt3LBpzdo1jx49MjU1+/DhvQzDDuw/QKys9vWjRxDEzc3N27vP2nVrwsJC+QJ+dU2Ni4trTk7O0qWLf/31uJWVFT4JA5+92NTF4uubREREkOQG+QEA/v9QFOXx+FlZWfB5DNBqfDH0Kicn583bN22c2piYfJ5sKE8kEj19+lRZWRlf3hNfrSohMcHd3V1d7dMCmLji4uLQ0NC4uDiRSGhjY9PHx8dEbgIjj8cLCwvLycnp2rWr/BKmjdTV1YU/CI+Kqv9ATaeOnXr16kUMnxcIBE+ePNHS0nJ2dsZTSktLnz9/7uzsbGhoiKfkF+TfuX3n/fsUbW0dHx8fKyur6zeul5aWjBk9VkNDA0GQhISE/Pw8T09PJvPzR69FItHDhw+fPXsmFAk7dezk7e2dmvohNDTM3b2zu7sHnofP5z98+PB5VKRIKHJr166Pdx9lZWWihJLi4rv374lF4v79++N9jvgsxdDQ0JexL6USqaOTo6+Pr3yrUlxcXFFRkaenh6LipwvEVzeNjHzWpk1bY2NjPKW6uvrhw4cvY1/U1tSZmJp49/a2t7cn8ovF4oiIiMTERGdnZ3f3+jiv4Z5Etm3rbGRUv/Top9uSn3f//v2kpCQ1NbUeXl6dO3Vupi2quPhjVHS0m6sbMTcwJSUlIyO9S5euxDfL6+rqQkNDY2KiKVRqX9++urq6Ke9TOrTvgHcE19XVPY14amRohFdVJpM9e/aMQqF06NgBn4UQF/euqOijh4cH8XAxDImKev7w4cPi4o+6urre3n1cXFyIKuGPXltHu22bL0Z0FRYW3rp9KyUlRUdbp0+fPlZWVrdu3SwpKRk1apSWVv380+iYaB6X16VLl2aGu+3cuWPZsuVN7QUA/J/RFWlhIeEeHp/+7m2Vhg0fevW3a9evXx80aBDSeq1evWrLlq3btm9b3qr/jg0KCpw4cdLkyf7Hj59otKvxUHcA/suePn165bcrVOqf/2YRAOCvgskwOp0+bdp0U1PTVnxXId76j8Rb8F4B4LMuDeCOAAAA+BeMlwcAAAAAAASItwAAAAAAWhbEWwAAAAAALQviLQAAAACAlgXxFgAAAADA3xFvSSSSP1yHHYB/rO9c5UQmkzWzui8AAADQgvFWamrqnLmzMzIykNblwYPwzZs3FRcX/2Q5qampISHB4eHhRUVFyP9XTk5OWHhYWHhYVlYW8vcRCAT79u29ePGi/NL8/yhpaWkrVq44cPAAn8+XT4+OjlqyZMmNGzfwmpeWls5fMO/li5d/X00BAAD8J+MtiUSyZ++eujousaZ5qxHx7Nm+/fvKysp+ppBffjnaq3evIUOHDBw0oG+/vqFhoc3nz87OHjN2zPXr15Gfdvny5T4+3oMHDxo6dEhv794BAQF/V7gjEAiOHT924+anqOV7VFZWzps39+DBA/KJsbEvx4wdExkZ+ZfXUEtLK+7d2/nz5l+5cplI/Pjx44KFC06cOqGmqoZ/uVJDQ0NRkblj9446bt1fXgcAAACgyXgrIiIiPDxs6pSpre9boRQKhU6n/+nvKCMIcu/eveUrlju3bfv48ZM7t++gKDpt+tSUlJRmDuHWcW/evJGalor8nEePHk6fMc3AwODevfuPHz9p49Rm+YplIaEhyN8BRVEajUZ8/PF7SCSSsLCw2NhY+cSSkpKbN28UFhb+5TVUUVHZuXOXsYnRps2bkpKS8K7D/fv3vXwRu3HDhi5dP61oSiaTJ/tPTkpI/EsCYgAAAKApX6wvL5VKg04HWltZER8l5HK5r1+/NjUxlcok12/c4PN4nTu7e3h44M0D+Df7YmNjmUxFJ6c2eEp5efmbN2/s7e3xTwdKJJLXr18rKyurq6vfvHmzsKiwc6fOXl5eNTU1165dy87Jcu/s0aNHD6JAXG1tbXh4eEJigrKyknfvPvIfVJbJZG/fvqVQKGZmZjdu3FBWVurXrz8eRdXU1ISGhSYkxFMo1E4dO3l4eNBoNKRZsbEvIyIiauvqHOztvb37EJ/w+5pQKDx9OkhdXWPfvv345wh37tjh28/36m9X1qxd981DikuKIyIjqFRqampqVFSUq6srEcXm5+cHB98vKCg0NTP18fbR0Kz/nmNTxGJxQECAurr6L7/8in+Gcuu2rXn5uclJST59fJAflJaWFhoaUlZebm9n37t3b+IziPjjjo2NNTc3l8lkd+/e6dixY9u2n34J3yMnNycsNDS/oMDM1MzH10dD/dNF1dbWPn78WCgWFRcXP3z4sH379iwWKzs7+2VsLIVKefPmjYWFhZOTE/EbyMnJCQkNKSwsNDc39+njo67++dOcdXV1r169srS0FIlEd+/d9XD3aOr7m/b2DqtXrZk2feqOHdsDA4OePn0acDSg/4B+kyb6y2eztLRs36HDqZMnBw0azGZ9/owmAAAA8FfC5CQlJ5mYGm/bvo1I+fDhg42t9aBBg9o6t7GxtTEzM6UxFJavWCYSifAM5eXlLq7OI0eNJA4JfxCupMy+ePECvllbW9u1W5fu3bu5u3c2MzczMTVmK7FWrFzh3ae3qamJubkZQ5G+atUqoVBIlBCfkNCxYwdlFSV7B3t9Az1NLc3z588Re3k8Xv8B/bt09Rw8eBCJTJozd7ZEIsEwLDMz07OLB0dXp0sXz/bt2ymrKPmNHlVVVUUcuGHjBl09TlJSEr4pEok2b9msoanepo2Tq5uLqppKv359i4s/Yk3Izs42NjEaM3YMkVJeUe7q5tK9RzeBQPDNQ0JCQiwszakKFDV1tSFDBpeXl+Ppt2/fMjE1NjA0aNfeTUdHx8nJ8XnU86bOW/8UUj8YGOovXbYUw7DikuKSkhIMw6RSqfxN+x4ymezEiePa2lpm5qZu7Vw1NNU7u3dOTk6RO1GqqZnpxEkTHRztmSzFc+c+33Z5VVVVTm0c/Ub7icViIvHCxQt6+ro6HG0HJwdVNVVn57YJCQn4rqTkJBcXZzpDQVlFqbN7p4yMDAzDTp46yeHoKNCo2tpas+d8eogYhp07d46jy9HR/VSOi6sL8cgwDEtMSjQ2Mfaf7G9ra8Nms65cudzM9QqFwrHjxlKo5C1bN3t4uBubGsXHx3+d7cpvV5RVlcIfhP/QzQQAgL/E0GFDEAS5fv16676fq1atRBBEPsBolQIDTyEIMnmy/9e7vmhVevPmTXV1taODo3win88PCw8d7Tc6JDgkODjEu7d3YGDghw8fmprMiGEY/u7EN1G0/pPYjx4/btO2bfD94Ns3b9va2m7buk1NTe3u3XuhoaHdunUPOh2YmZmJ56+trV2xYll+fn5Q4Ong4JDg+8EdOrRfv379l+P3sejoGLFEfPvWrQXzF+LtIqdPB8XHxx8/drz+qODg5cuW37t39+nTp00Fmh8+vD906OCUKVNCQ8NCgkMOHTwcHRN95bcrTeUvLi4uLyu3MDcnUphMppGRUWFhYVVV1TcP6dSp066du1ks1oQJE3bv3q2kpFQ/3D4tdf6C+UZGxvfu3gu+H3Lt+jWZTLZgwYLikpKmTp2ZmSkUCJWVlObNn9urV6+evXqOHTc2Li7uR/t8Y2JiVq5e6enpGXw/OPh+SFDQ6ezs7BUrl9fVcfEMGIaJxeIbN653797j3t37vXv3/s6S4+Pjly1bamdrd/fOvZD7IRcuXKisqtq0aaNAIEAQxNTU9MCBg8ZGJt27dQ88FaSnp4cgyMABA9esWcNkMpcuXbp82XL8Ib6Le7ds+VInR8d7d+6H3A85d+5cWXn5pi2bhEIhUUORSHTj+nXvPn3u3r3XvXuPZmqloKCwauUqOzu7Des3vnn7Zu2atQ4ODl9ns7O1Yyoym/mpAAAAAD/pi3jr/fv3JBIJfx0SJBJJjx495s6dZ2hoaGFhMXDAIKFQmJubS2RAG8gf0mhTIpHYWFuvWL7CwsLC3sHB1dVVU0tjxfKVNjY2pqZm/fr1q6qqKi0txTO/ePEiJiZm9eo1AwcO1NfTs7d32LhhUx23LjT088h0mUymraW1Z/deX9++JiYm+Ons7R0OHDjo69uXwWCoqqrZ2tqSSJTy8vKmrry0rKy6uprNYjNZTHV1jdGjRwcFnW7fvkNT+Xk8rlAkVFZWIVLIJDKLyRIIBFzup3ilETabbWlpSSaTdXV1jY1NKJT63tvbt24XFRWtW7fOwcFBTU2tU8dOy1esePPm9aNHj5o6dUVFhUAoOHzk8Js3bwb079+zZ8/IyGdDhg6OiYlGvptMJrtw8QKFTFm3bp2FhaW6urqvj+/sWbOePn3y+tUrPA9a36cscXd337VzV5cuXTQ0muvlJGAYdvXqbw0DpA64uLjo6up69/aeN29uVHQUHpfTaXQrKys6na6qqmphYYF38qqpqZmYmJDJZGNjEz09PTwu/+3KFRRF9+/b7+zsrKur69PHZ+6cOVHPI1NTPw2AQxFUKpV07dZ15/adnp6e8l2N32RlZdWrV2+RSGRiYuLr0/ebedTV1bW1dRITE2ANFAAAAC0+fqu+g6yslEajMZmK8jlIJJKVpRUxOFpRUZFCoUilku8/h0wmMzE1UVXFIxUMRVFVVVXiTcmgM/B3Lb6Z8j6Fz+c/fvIoPSMdwepfsDU1NZWVlUnJ9Z1KeGglk2GGRoYGBgbyZxk6dGhKSsruPbvS0tLKysqSkpL5fD6ZQm6qVjbWNp06ddq4adPVa1ednZ27de3u4+OjovI5nGoERetjU5nsi2XJZJiMhJIaDT6Thy/vJP8if/vujYGBgZWlFZHi5OikoqKSEB83auTIbxaCYRiXy7Wxsbl86Yquri6CIAP6Dxg0eODJU6dcXd3wMO4PcbnclORkU1NTE1NTItHVza2+qzQ3uwvyaQg5giAO9g4/NBZeJBK9f/9eJBQePXqUzqAjGIKS0JTk5JKSkuysLHx8Fd7z2Gg+o0QiIf7ER8i9//BeKBQFHA2g0T+Vk5SU9PFjcXZONt40hdWnoo4Ojs08WXkvXry4cuWymrpqenp60OmgpUuWfp2HRqOxmMyqyiqhUKio+MWPHwAAAPjr4y2xWEIikchy72+s/u2GfucbvRlUKrVRo1f9i/P388qnc+vqJBJJXm4ul8vDX88kEtrH28fe3p6It/CZZfJHyWSyw0cOr1+/Tk9Pz8zMzNjI2NjI+PSZ05isyXUvdXR0rl29fu7c2dCw0IiIiDNnz+rr6u3ff6Bfv37fzK+srKyoqEi0w+FxRmVFJZPFlB9y3jwMw/h8QaPJfQoN+HxeU0exWCwFBap3b2882EIQpEOHDo6OjikpyTweD++m/ENSqVQgFDIYdAr589Nk0BkkEomIeL55b/+QWCzmcrkikTg1LZVKpeIPlEwiDRw4SEtb+wfL4YlEotTUVApRDpk0aNAgLU0t+Zzyl9CMqqqqFSuX8/n8s2fOBhwN2LlzR7t27bp26fp1Thkmw6SNw0EAAADgr/L5vUUikdhK7PoVt0U/tuK2fBhUv9JSRaVIJEL+7LILKqqqDAZjzZq1vXt7E4kZGRlsNruZZqT8/PxDhw55eHgeOXxEX18fX9jizNkzzawznpWVVVFRPnv2nNmz5+Tl5b16Fbtw0cIDB/d369aN9a15ajo6Orq6uknJSTKZDK9JTU1Neka6lZV1M61iOOL+oChqZGQUGRlZXl5O9NYVF3+sqqwyMmpywTMjQ0MWiy2ViwZkMplUIiWTyc3ck0YYDAZHh5PyPrm6ukrz9/AlOydbKpWqqqoiP0FBQYGlxNbV0z1/9pz67xfF5/Nz8/L0fg8Qcd9cjINIVFBQYLNZ+vp6589fUFNTwxN5PF5eXr6+vt43g/VmYBh24OD+p0+fbt2y1cfHV0VFtV//vuvWrbt+7XqjXkiRWCwQCDQ1tVrfGigAAAD+Ib54W5uYmAoEAvkmnD9EJpPpdHpebi4+opnP5/929YpYJPnTi1y1b9deUVHx2rVrkt+7LC9duujh6R4eHt7MUVVVVdU11ZaWlniwVT+k+ub1mppaBVqTb9Dbd2736t3r+fPnCIIYGBgMGjS4ftkLqbSpEE1TU7NHd6/nz59HR0XhKffu30tPT+/bt2/zDUL1BcqV2cfbu66u9sKF8/imRCIJDApSZCp27dqtqRIsLa2cnJzu3r1bUFCAp8TExCQmJeL3Ck/5+PFjTEzMx49NLnlPo9G8vb1zcnKuXr2Kp1RXV587d05XV9fVxRX5CQoKCl08uuTl598Lvo+nSKXSpUuXDBzQX35tra/7E/HAkYi3aDSap0eX3Jzc4N/LkUgkS5YsHjR44J9Yoys4JHj37j0+fXymT5+Bz11YuGBRxNOIffv3NuoUrqutqayoNDExgXgLAABAC/miX6aNUxsKhZKUnNS5c2c8RSaT8fn8+vaq30kkEh6PRwxIYrFY7u4e+/bvGz9hnKOj44sXL9IzMsjUL7qoBAIBMb8MD4b4fD4R1jQq0MHBYfLkKbt37yorL+/YoUNeXt7Fi5fad2jn29dXvkB84hvB0NDQ3s4uKCiQyVRksdjPIyMzMjPIFPKVK1ec2zrjy3eJxWIe71MfJYIg3bp227dv7+Qp/oMHD1FWVn7xIubtu7dbNm/5ZuPWp7Uxp0wOCQ2eOGnCuHHja+vqTp484enZZUD/Ac3cXxaLxWQyfz32K4IgM2fOYjKZnp5dJk2ctG//vozMTGtr61exsQ8fPVy2dLm9vX1ThSgqKi5cuGjs2DFDhg4eMGBgXV3dxQsX9PX1J0+eQrRvXb9xfeXKFbt27poyZWpT5QwbNux+8L1Vq1a9i4vT19d/8uRJ7MuX+/btNzQ0xDPIZDIejycWf37cTfeK8uWf6fDhw2/eurlo4aLY2JeGhobR0dGhoaGrVq4yMzPDM9DpdGUVlbv37i5dtnTxosVaWvUNbKqqahKJZNv2rdXVVRMnTiKRSCNHjbx1++aCBQtevHxhoG8QFRUVFh62Zs1aM1OzL2v4B02wWVlZy5YuodNoa9euU1ZWxhOnTp0aFh66e/duF2fXgQMHEnFeQWFhZVVl+3btmi8TAAAA+GvirbbObe3t7Z88fjxxwkR8gJGystKQwUOI5U8RBDE2Nh4xYqS+/qex6mQyefmy5QoKCmFhYWmp6e3au82bO//ChfPGDcty4qu69+nTR1lZmWgEateuPY1GV2R8apgxNzf38/PT/n2gD4VCWbN6ja6u7qVLF89fOE+lUsdPGLd40RKV3ycGksnkHj16CAQC+VYlFRWVAwcObt265e6du1QFBQ939507d50+ExQR8azoYxEebzk6Og4bNpzo+3N0dLx86fL+A/uDg+9jGKaqqrpv774xY8Y2swC9o4Pj2TPnNm/ZdPbcWRKJPHjQkJUrV2pqajZzf42MjFatXHXp0uWc3Fw8pqTT6bt27bawtLh27VpKSrKKisrhQ4fHjBnbfCNZH+8+586d37t3T2BgIJlMcnF1Xb16taWlJZHBxMTEQN+gURjaiJKS0vFjJw4dPhQaGvoq9qUOR/fM2bMDBwyUzzBs2PA2bdr+YYNWv379DQwMiHuloaERFBi0f/++p0+fPHv2TFlZec+evf6T/ImLUlVVXbRo0dGAgJzsbCJacnZ2XrRo8eNHj4uKivD4W1ND83TQmX379kU8exohjFBRVdm3d/+kSZNI5E9hpYqKyvDhwx0dv1iy5Gvv3r2ztLReumyZm5sbkaipqblj+469+/alpKT4+PgQa+FGR0erqKh4en6eMQAAAAD8xRqtxxUUFGhiapKYmPija3xVVlaWlpZifx2BQFBYWFhZWflDR5WWlsqvccrj8b7nkMLCQrH40wquf0gsFmdmZebl5X1/raSS+m7KRgQCQXFxsfySoX9IKBRmZGTk5ubKZLKv986bN/fy5UvfU04dt66kpOSbhfyk6urqgoICvqC+/fJr3zwjsdKpvKqqqoKCgqYWkv0L1dXVde3aZe68OXhXMgAA/J/Beqf/kfVOG8/zGjR48MVLFy9cOL9ly9Yfitv+cMz4j6LRaPgXgX5IoyWjGAzGjx7yhygUCv5Rne9HNM/Io9FoeLfa91NQUDCVW81BXnBIMIZhXl49v6ccpiKTqdjkl4t+hlKDpvZ+s+3wmw17yg2QlhcSElxZVTlt6vTvn3kAAAAA/KjG7xglttLiRUuiY2IyM+XXcwf/dG3btN2wYSMxrQ98j5qamsuXL48ZM9bW1hbuGAAAgJbzjXWMevToocPRYbO/a1Un8A+ho6Pzd1fh36d+9OGKFbY2EGwBAAD4v8dbKIra2zU5Vw6AVoPJZDq3/TwXBAAAAGghMGYFAAAAAKBlQbwFAAAAANCyIN4CAAAAAGhZEG8BAAAAALQsiLcAAAAAAFoWxFsAAAAAAC0L4i0AAAAAgJYF8RYAAAAAQMuCeAsAAAAAoGVBvAUAAAAA0LIg3gIAAAAAaFkQbwEAAAAAtCyItwAAAAAAWhbEWwAAAAAALQviLQAAAACAlgXxFgAAAABAy4J4CwAAAACgZUG8BQAAAADQsiDeAgAAAABoWRBvAQAAAAC0LIi3AAAAAABaFsRbAAAAAAAtC+ItAAAAAICWBfEWAAAAAEDLgngLAAAAAKBlQbwFAAAAANCyIN4CAAAAAGhZEG8BAAAAALQsiLcAAAAAAFoWxFsAAAAAAC0L4i0AAAAAgJYF8RYAAAAAQMuCeAsAAAAAoGVBvAUAAAAA0LIg3gIAAAAAaFkQbwEAAAAAtCyItwAAAAAAWhbEWwAAAAAALYvydZJQKPzw4X1FRSWVQuHockxNzZB/PJlMVlVVpaCgwGKx/lwJQqGwrq6OzWYrKCggrRSXyxUKBcrKKmQy+c+V8F+4S98Jw7Dq6moURZWUlFAU/burAwAA4F/VvvX27duhQ4f09u49cOCAfgP69fDymjZ9Wl5eHvLPVlJSMmXK5F9+OfqnS4h4FjF8xPCYmBjkH0YqlZaWlvJ4vJ8v6tixX0f5jSooKPjO/Dwer6ysTCKRECnh4WEDBvZ/Gfvy5yvzb8flcpcuXbJ23VqpVPp31wUAAMC/Kt7Kzs6ePMX/zds3U6dOO3Pm7MGDhzp37hwUFDR79syqqkrkH0woFL55+yYzM/NPl1BWVhYb+6KiogL5h0lOTnZ1dTlx8sTPF0WlUuk0+vc3xhw9erRjpw4p71OIFDKFzKDTyaQ/2TzWmkil0sTExJSUFAzD/u66AAAA+Ff1J94Pvv/hw4dTJwOHDx+Op4z2G83hcHbv2v0sMrJf336NDsZbPiiUb3RK4qRSqUwmo1Kp39wrk8mkUmlTe4kSMAxr6hQYhkkkEmoDBQWFZmryh9UmkUgKCjS8MhKJBEXRpjrd8IuiUCjNBC4ymQzDsEYliMViFEWbqeQ3K4ZhGJfLlUjE3zxELBaTyWQSifQ9NZk6ddqkSf50Ov17zltfuETM4/EwmYxI6enVq4tnFxqtcQn1hYjFKIn0Qz2VYrG4+dv4PSXIX37zd+N7fm8SiYRMJstXSSaT4YlfXxr+w/vTlQcAAPDf8cUrNjs7i0qlWllZESkoik6YMCE7O4v85Tvs/fv3QUGBUdFRCIJ07dJtypQpBgYG8hnyC/JPB51+/OQRj8fr0L7DzJmzzM3Nib08LvfKb79dv3G9uPijpaXVuLHjenh5kX5/yWVnZ504caJv335v37658tsVDMN6e3tPmjBJW1ubKEEqld69e+fsuXN5eblubu0GDxr8PW/6d+/eBgYFvnnzhkKm+Pj4+Pv7q6mpE3tJJHJFRcX+A/uu/naVyWL27zdgzJgxysrKRIaioqKgoMDwB+HV1dUmJqbDhg7t338gg/Ep+ODxeEcCjlhaWDIYjCMBR/r17Td58uT6V7hUcv9+8MUL59Mz0hkMRvdu3ceNm2BqatLofgYGnoqKjiaRSN27d58+dbq2Tv3Fvn33du/ePXwB//q16wiGTJs+nanIbAhuJHfv3bl85UpWVqa2trbfqNGDBw2i/j6mqq6u7kjAETtbWwqZEnD06OAhgyeMn4D3Br57927atOkaGhp4zri4uBMnjr95+4ZEInt4eEyfNt3Q0BDfdfbsmdu3bnHr6rZs2TJ+/HgfH18EQeLj427cvDl69GhrK2ui8jEvYs6cORMfF0ej0wb0Hzh+/Hj5m9bI1atXCwry3d09jh8/9vbdW2Mj43Hjxnl7e5PJn36KT58+DQkJnj17jp6eHv6gf/nlFzKZ7O/vjwc3z6OeP3n8uLe3940b1x8+fKSjozN71ixHR8eAo0dDQ0M11DWmTpni4+tDFIggSG1d3bVrV2/cuP7xY7G5mdn4CRN6evUkgqp3795dv35t6NBh9+/fi30Vu3XLNvxfgbq6uqtXf7t2/XpBQYGWlqa3d58xo8cQtw4AAAD4AZicI0cOoyRk7NgxCQkJAgEfa8Lbt2+tbay0tDXHjx/nN9qPrcTy9u5VWlpKZMjOzu7WvauyqvKYsWPGjBmtpMT28OxcUFCA7xUKhYsWLaQzaAMG9F++fFn7Du2VlZWDTgcRh0dGRjJZik5tHO3sbKdMndKvf18SBZ0ydUp9W8vvTp06paio6NTGadasmT28uts72Kupq86fP6+pOmMY9uTJE2MTI2MT42nTpvn49qFQyTNnzuDzP13mlStXVNVUbGyt27ZtM33GdF9fHxIZXbN2DXF4dXXVkKGD1TXU5s2ft33Hdm9vbyZL8UjAESJDWVmZo5ND27ZtTM1MTEyNT506iadfuHBBRVW5d+/e23dsn7dgnqaWRvce3UpKSogDX79+bWVtqW+gN2XqlEGDBlIVKKNHj6qtrcNvhZdXDxpdwcbGZsmSxTU1NfVNelLp7j27FZkMNzfXmTNnuHu4KzIZhw4dIgosKSmxtbVxcXE2MTU2NTM9c+YMnr5o0UKOrk5qaiq+mZSUZGtnY29vt3z5smnTp6lrqvfq3au09FPF9u7dY21txWQpunt4nD9/Dk8MOh3IYiveu3+POFdwcDBHV8fSymL6jOk9e/WkUMlLli4Ri8VNPYUZM6erqqnY29v18Oo+a/ZMK2srFpsZHBxMZNi1axeNTn39+jXxa+ns3rlr1y5cLhdPCTgawFZi2drZtGvvNm36NBNTE30DPc8uHk5tHKdOm2pnZ6emphoWFkYUKBAIZs2eRVWg9PDqPnPWDAcnRxVVlVu3bhEZLl68yGQpdunqqaKm3Kt3r7S0NAzDZDLZ+vXrGYr00WNG79q9a/z48QxF+tRpUwUCAX5UVVWVp6eHj6+PSCRq5lcHAADNGzpsCIIg169fb903atWqlQiCbNu+DWvVAgNPIQgyebL/17u+iLeKi4v9RvshKEKmkKxtrMaNH/fLL0djY2PxTj2cUCgcMnSIiYnRmzdv8JRbt26qa6gdOnQQ35RKpUuWLlFSZhNv5UuXLiIIEnA0gMjPVmKtXbdWIpFgGFZZWenb19fUzCQ9PR3PEB0dpchkODo64ClisXjMmNG6epwPHz7gGfLy8mxsrb169sCjFh6PN3XaVARBFixY0NQtqK6u7t6ju42NNV6mVCpdtGghjUaNiYnBM/z2229UGtXLq0dhYSFeZr/+fe0d7MrKyvAMsbGxunq6J09+iqK4XG77Du19fPoQEVt5eYWrm4siU/H4ieN8Ph+/aQKBYJTfyJ49vWpra/FsR48GMBTpkZHPiPs5aPAgfQO9t2/f4hXbtHkTja4QEhKCZ3jz5o2Ghvqu3bvwnsGGmrxU11CbMmUyHoIIBIJJ/pOMjA0zMjPwDKWlpU5tHFksZlBQIFETDMOWLVtqbGKExxMYhu3Zu0dNTTUpKQnfvHr1qourc0TEU3xTJpNt3bpVT1/3zds3xKnPnjujrqEWHPIpPCopKWnfob2zi3NOTg7+pKZMncxiMxMTEpp6EPPmzUVRdNnypXiY8vr1ay0tzSlTpxAZ9u3bp6zCxu8Gfn+6de/Wq1dPIt46fuI4SkIGDBxQUVGBYdi169dIZLRT5475+XkYhr18+VJVTWXhws+/hGvXrrGVWJs3b5JK639vJSUl3Xt0d/foXFlRSTx6Ehnt2KlDYlKiSCTCL7aiosKtnevMWTOJcmbOmmFqZpKVlYVvQrwFAPhLQLz1H4m3vugl1NLS+uXoL7dv3V4wf4GamtqNG9enT5/h5dVj/oL5xEDyjMyMly9fDh4y1MHBQdygS5cuVlZWERERIpEIQZDKysrw8LCOHTv17tUbP8TXt++xY8ccHRzx0TChoaEqKirjxo7DewBVVFQmTpxYVlYWHRNN1EQmkw0aNMjMrH4pCgqF4tSmDZ/Pr62txffGJ8QXFRUNGTJUU1MTQRAGgzFq1Ci2Eksma3KmWGpqamxs7IgRI/AySSTSnDlzd+3eQ3QPyTAZTYE2fMQIDoeDl2lubsHn8+vq6vAM5ubmd+7cGTZ0qEgk4nK5ySnJVVWVsvqwhBjehIlFYvfOnUf7jabT6fgoIgqFsnbNul9/PaaoqMgX8EtLSzMyMhAEEYk/TfrLzMp88SJm0KBBbdq0wSvmP8n/wP6DRL8eXg6JRCL6v54+fSoWiydN8ldQUMBHLA0bNrSiouLt27fE9Uokki5duowa5UfU5GtkMrm6uvrc+XOpqakikah///63bt5u06YtvhdF0a9P3UhSUmJCQvyYMWPw2lIolCWLl27buk2p6f5EqVSqpa05apQf3jloZGRkZGxUXlYmdxv/gEwmYzKZo/1Gq6qqIgiip6unrKTcv/8APT19BEFMTU21tLSqqqvxAqVSaUhoMIfDGTXKTyqVicViNTW1QQMHZmRkpKalfnpsSP34tqlTp9nZ2lGpVPxiFRUVjx8/sWb1GolEwuPzsrKz8vPzG8a0fZ6tCQAAAHynxkOk2Wx2vwZisbi8vPzxk8cnThw/dPCQgb7+kiVLEQQpyM+vra25dOlieHg4huHvSPTD+/ciJ3Ftba26unpZWVlhYaGHuwcxoIrFYk2ZMgX/Z5FIlJWdpdOAOKmpiSmDwfj48SO+iWH1oYCuri6RQUFBAUVQYiJYaWkpgiA6csO59PX0VVVVZU3PFMvJyRYI+BaWlkSKkZHRnNlzPufA6s+irfW5THw8GXFSZWXlmuqaWbNnvXn7tqKinE6nl5aUmptbfHEaFNHW0VZQ+DyGmkwmq6ionDhxPDgkJC8vFy+tYUT2pwy5Obk8Hs/M9PPgNg6HM23atM/1ajhEfhJcenoaj8f3nzypYYgShiCogM+vralLT0+Xr4uOjk7zEwgGDxr8Iibm0KFDO3fusLG28fLq6efnh4+aaurUjWRnZ4slYgu5kXkWDZo5qQzDlJSU1BpCJTyYo1KpeOyPfB8MwxgMBh5q45soiiorfY7wUPRzfMnn8/Lz8/Py8gYMHNAQSGEoSiovLy8uLiZ+bwiG0GgKHLkfJIIgNBpNgUrduWtHRMSzjx+LKBQKt46rpq4GK20BAAD4Ez6/j6uqqrZs3WJhbjF1an3fHJVK1dHRGTVyVIf2Hbp26/Lk6ZMFCxZSKBRpQ7OBh7tnnz59JNL6/9ZHUZRGpWloauBrjeLvzkbNAMQMOBRBKGSKRCKRb8+QSMQymUx+SD7aoKlKMxgMFEXl14X6ffpYk+9svFbShgoTxGIx6fcpdVj9m7i5OxUcfH/0mNG2trbTpk41NTXT0tJatHhhowIbzlQfLxIqKiom+U988fLlhPHj582dy+Hovn79au26tURNGzru6mfANVWxr0mkUhaLNX7cBG1tbWlDkx6FTKFSqY6Ojo0r0mwQY2BgEBR0OvZV7Nu3b58+eXIq8OTFixdOnjzl61s/NP571J9AVt8HKp8oEokoFEozUyab2fVNDc2WjQLHxo+qqSvFsPq5BTo6nBnTpysqKuIROZVCodFozs7O8gU2KiE9PX3Y8GFcLtd/kr+9vT2Ho3v6dFD4g3BY/AEAAMCf8MVrLCws9MGD8Pq+OTabSFRWVqLT6+MbfFNXl6OoqKhvoD9u3Dgiz9WrV/F1GRAEUVdX19bWSUtLE4vFeEp2dvbUaVNGjRw1ceIkGo1ma2sb8yImPT29bdtPXVdx8fFCodDE5Ispe80wNzOn0WiJiYlDhw7DUwoKCyorK0hyDRuN6OnrKygovH//Xu5iwzZv2bxr58727Tt8z0mvXrvKYrHPnztvbFxfT6lUIhaLG9pLmgvTEhMTHz16tH3bjvnz5+Mp79+n4OtNEBVjMBTTM9KIQ55HPV+/bt3y5ct79PD6ZoxiamomkYh79uxJ3MCS4uKr165+vdBDM6RSaWBQIJ1GHzNmTOdOnWfPmv3i5QtfX5+w8NBG8VYz4ZGBgQGZTH7/4cOA31Nu3Lhx4GD9/xoFfz8EHy2G/3N5eXl+fr785NYfwmAw9PT0srKzBg8erKPDIZY0i4qKolCba/wLfxCem5t74fzFvn374innzp2VSqXELFoAAPhLwAcq/iM+v3KUlJSGDhm6YeP61atXL1u+TFNdA0HRquqq/fv3p6enz5gxHe+csrK06tzZ/cKF8/369evUsVPD9K4L02dMX71qTZ8+ffB4y8fH58iRw7/99tuwYcMkEsmhw4ciIiKWLK7vjkRQdMCAgYFBgbt27zyw/6CqqmpaWtrBgwetrazd3T2+s9J2dnYdOnQ8c/ZM//4DHB0dS0qKDxzYX1VZQ2p6SQhbG9tOnTpduHBhyJChjg6OJSUlO3buKCws4Pz+Dv5DJBKJz+dVVFYaGhrx+fxffjn69s3bbt27NWqaagRF6xtOSstK8UHrb9+9/eXXX6RSaUPTYH1XoIWFhYe7+7Vr10aN9OvUqVNlZeXu3btS3qdwOJ+6U1EUlWGyyspKkUiEf0Wnp5fX3r17du3edejgIRUVlcrKyjlz5zx6/MjTs8t3Xgt+OU+ePAkOvm9haeHi7IKiaE11NYZhBvqf1/VA0frGqqrKSolUSvnWvXV0dHJ2djl9Oqivb18rK6vCwoIdO7fzuDz5zuIfpa6uVltb9zTiqb29vUgk+uWXoznZOZZya5T8EAqF0q9f/6tXr+7ff2Dt2rU0Gi0rK2uS/0ShUEgEUt9EJpHEEnF5RTm+atf94HvXrl+l0xnNP+5m1D90GPsFAPgK/M3wn4u38CHkhUVFAQEBp88EWVpYIiiSlpYmEopnzJg+YfxEPJuCAm3D+g2T/Cf5+Pg4OTkJBPykpKRhw4bNmjULD9JJJNL8efPT0lIn+U/ct38fj8fLzMxYumRply6fooGOHTtu3rxl5cqVrm4u+vr6KSkp9Uuq7vk8dF0qlXK53IbWo0/EYjGXyyW6IGk02ob168eNH+fVs4ednV1OTo6BvoGmlgafz2/qOpWVlbds2Tpt2tTu3bva2ztkZ+eIxaKDBw4aGhnhGSQSScOyop/fpiKREF+BAt/0G+V37+69AQP6Ozo65mTncHQ5nl08Hz96vHHjhu3bd5DJZHxWo1AokD+vg4PDwAEDd+/eFRX1HP8yj5tbu/T09BUrVhw/dszJqQ1NgbZhwwb/yf6+fX0dHR2Kiooqyit27txla2uLl6CtrW1qarpp46bExMTAU4HKysqurm5bt2xdsXJFm7ZtLCws0tLShELBvr377O3t8UN+r4mw0U0QiUQ8Hg+/jSiKzp83Py7uXc+eXk5OTlKpND4+vmvXriNHjiLy29ja8ri8vv36bdq4cd68+cRdIjoQtbS0tm/fPnXaVA9Pdzs7u7S0dAqFfDTgFy0traYehFD4xV3FMIzP5wsEn29aly5dPT09lixZfOnSxbq6OjU1dUsrKz6X1+jHQNSh0a/l62vv16/fvPnz9u87cPPWDV1d3fj4eCUlpVMnA4mgsNFF4Xr16uXo4DR79qyLFy+Ul5VjCOLh0eXOndsLFy8MPBmopaWF15zy3eudnj13dveuXcQaaQAAgA8UTkv/3L8BWrHGw1YEAsHjx48jnkXk5ubS6XQTY+PO9dwbfZ+4oKAgJCQ4Li6OqqDQvl17b29vJSUl+QwVFRWhoSGvXr+mUqgenh5ePbxoNJp8hlevYh88fFhcXGxhYeHd29vU1JTYVV5e/uzZMycnRxOTT4np6enJyckeHh74lDRcdnb23Xt3Uz+kmpmZ9u8/MCcnS0VFhZhe901ZWVnBIfc/vE/V0FDv7e3dzq0dsSsvP+/t27euLq7EOP34+PjCwgIPD08ms36JUQRBXr58GRoWWlZa6ujo1K9fX4FA+NtvvxkbGw8aNIhEIolEooiIp3g8JN8+XFJSfOfO3fiEeHV1de/evR0dne7du5udkzNyxEhicHpBQcH9+/cTkxJUVVR7eHm5d+4sP+j73bu3z55F6unr9fXtSzyImBcxDx6EFxUWaevoePf2btfu87UIhcKnEU/V1NTwhisiPSEhIT8/z8PDk/iqd0ZGRlh4WEpyMplCbdu2jXdvb/lQSSAQhIeHZ2RkdPH0bNsw2ik3N+ddXFy7du10tD+3YKWmpYWEBGekp2tra/v4+OITLZvy9u3bkpISDw8PRUVFPAR8HvWcTqN16NCRqGpObs7tW7dT01JNjI0HDx5SXFwsEok6deqED2jLzMxMSkrq0KEDPmS+oqIiMjLSzs4On3kqEokeP3msrq4uf+1isTgi4umTJ0/KKyrMzMx8fHxsrG2IKuXn57969apDhw6NmuXS09Pv3bubkZFpaGTQr29/XV3dy5cvi8XisWPHslgssVgcFfWcQqF27Njxe0ak7dmze9my5RQqfAoJAPAZVj8AlyyVyC5fvjxgADE0oxVavXrVli1bt23ftnzZcqT1CgoKnDhx0uTJ/sePn/iDeAsA0BJKSkoKCguaGWIIAPjPkmEyUxPTZr7M0Qqs/s/HW9/1wUEAwE/SagC3EQAA/pvgv7YBAAAAAFoWxFsAAAAAABBvAQAAAAD8m0H7FgAAAABAy4J4CwAAAADg/x5v1dbWBp0Oys7ORlqXrKys588juVzuT5bz9RKd/zcSieTvOnWjarx48SIpKekfu5hIbW3tkydPoqKi5FfNbfh8Nf/Zs2dRUc/xBVHLy8tPnTpVUlLy99UUAADAfzXeOn7i+KVLl1rfQiDnL5z3G+2Xm5v7M4W8fv16xMgR5hZm1jbWCxYuyM/Pbz5/VVXV5cuXEpMSf+ak+DKe586f7da9m7GJkYOj/cxZM1PTUpG/CZfLnTlrxo6dOxqtyd4MPp9/586d58+fyyfm5+dfvnwpJyfnL68hiqJHfwno1q3r2bNniEQMw44eDejZy+vO3bv4x6kYDMbDRw/27N2Df/YbAAAA+D/FWxkZGadOnfLz85Nfyb11kEqlYrH4Z5pkPnz4MGHC+JiYmGnTpg0bOjQw8NT0GdMqKiqaOSQvL2+S/6Q7d+4gP+f8hfNTpkxVUlJatWp1X9++Fy6cnzx5clFREfI3kTT4/vw1NTVLliwOCDgin/j27ZtJ/pNiYmL+8uqxWKzly5br6Ohs376d+Ej569evd+3e1bZt2zmz5+BL1SsqKk4YP/H27dsvXrz4y+sAAAAANLne6alTJxUZjD7efYgYpaKigs1mk8nklJQUoUhoamKqrq5O5McwrLyinEKmqKio4ClCobCqqkpJSYnBYOAZKioqFBQU2Gz2+w/vq6uqjY2NtbW1EaT+44zl5WUmJqb4ZiN5ebmFRUUMOt3S0opOp8ufsaqqikRClZVV0tPTSShqYmoq9ymY3KLCQhKJZGJign/vhYA2aHSWmpqazMxMoVDI4XAMDQ2Rpkml0oCjRwqLCq9fu4F/C9LC0nLGzOk3btzw9/f/5iFCobCsrIzBYPB4vIqKChUVFeLDLzKZLDU1tbq6Wl1D3dzMvJnzIgjC4/FOnjjRpo3TubPn8DjYzs5u/oL54Q/Cx40dh/wgkUiUmprK5XK/vuT6x11ezlZSIpPJHz6819LSbmqJzm/eTKlMmpaaWlVVraGhYW7++aIkEklJSQmFQpHKpKWlJaqqahQKhcfjVVVV0Rn06npVSkrK8gVmZWUVlxSzWSxLSyuq3DcKJRJJRUWFsnJ95g8fPujo6DR6yoS2bZ3XrVs3bfr0TZs3BgWeFovF69at5XK527ZuIz7ZhCCIp6enoYFBQEBAO7d2eKMXAAAA8NfD5BQVFTm1dVy0aKFMJsNTsrOz+w/ov2PHjilTJxsYGmjraLm1c7116xZxSHV19YiRw5cuW0qkRMdEd+zYITj4Pr7J5XInTpywdOmSZcuWmpqZamhqdOjYPvxB+LZtW80tzNQ11Fxcne/cuSNfjdra2rVr11hbW+lwtHX1OAMGDMCHCuEEAsGcOXNmz5m9/8B+AwP92XNmSSQS/EQbNq63sbPR09fV09dr69zm12O/EheCYdiGjRt09TjyRT189LBrty6GRgYcXY61tdXevXvwor6puLjY0cmhj08fIk9+fr65hdnQoUOaOurhwwdt2jop0Ki6urrjxo2trKwk7uqEieONTYx09ThmZmbzF8wvKytr6rz1EW15ubWN1aBBA4mrCQkJYSuzDh85jP2guLi4QYMGGhoZ6OpxrG2s1m9Yx+Vyib3Z2dnefbwPHjw4fcZ0Dkfn7Nkz3yykqqrKqY2j32g/vL0Q9/79+1F+I42MDbV1tExMTRYvXlRdXU3s8vD0UGQyNDTVe3v3ysrKwjDs7LmzpqamNLqCkbHR0qVLiHtYWlq6cNFCcwtzbR1tfQO9UX4js7OzibOkpaf19u595MiRyZMn6+rqXL58qZmLFQj4fqNHUSiUs2fPHD58mEIlr127RiqVNsp28NBBbR2t+IT4H72ZAAAAvtOqVSsRBNm2fVvrvmOBgacQBJk82f/rXV/8B33sq9iC/IJ27doRLQ0CgeDdu7ePHj306uG1d88eLpe7ecvmpcuWtG3b1sDAAP8ScGJiolj8uWupurr61etX5eXlRDyXmpZ6/vx5t3Zuq1etlkol69avGzp0qJmZ6eJFS9hs1tp1a1euXNGmTRt9fX28AWPDxvWHDx2eOHFS79698/Lydu3ZOWfO7GvXruNNaDKZLCMz/fnzKAN9/Z69enn39sYbjS5cOL95y+ZFCxaNGDGipqZm7759K1eusLW1de/s/s1AMy8vd+7cOdra2gFHjioqMi5eurR27Vo9ff3hw4Z/M39hYWFebp5PHx+8KwpBEDV1NWtr6w+pH6qrq9XU1L4+xNjYpH+/ARkZGe3atRswYAD+xe6Kiopp06fGxcWvXLHS0dHhWWTknj27KysrjwYcxVsEv6asrNytW/fLly8FBQV27dqlorLy8JFDGuoa7p07Iz8iNzd34qQJNTU169etNzExvXPnzvbtO4RC0cYNmyiU+oviCwTx8XGJCQkcDmfMmDGOjk7fWXJJScnkKf4Z6RnzFyywsbF5+vRpQMBROp2+YcNGEomkrqE+ZPDg7KxMfX2DUaP88KGBDg4OvXv3Onf+XI8e3Xv08MJ/ckKhcMnSJVd/+236jBmeHp7v37/fs3f3osWLzpw+g3/fms/nv3v3LikpUVdXd+zYcXZ29s3Uikajr1u7Pi4+fsHChTKp1KuH17x587/+tnTHDh2kUunDBw8c7B1+6H4CAAAA30s++Nq2fZuauuqLFy+IlA8fPhgY6ru6uXz8+BFP2b9/n7KKUnh4OL5ZXl7epq3T8BHDiUPCwsOYLMULF87jm3V1dR6e7lramq9evcJTJvlPVGQy7v/eALZ9x3YWmxkVFYVvvnv3Tl9fb+GiBUSBN2/e0NTSuHr1Kr7J4/H69e+rpMS+e/eufOU3btw4YeIEkUiEbz5+/EhdQy0wKLCp9q1Hjx8xFOny9VywcMGFixebClqfPn1Koyvs2bOHSBGLxWPGjjY1NZZvgGkkJSVFQ1N9z97PR52/cF6BRj1x8oR8xRSZjEePHzVVCIZhBQUF3Xt0Q1DEyspCQ1OdREaPHg3AftC2bduUVZWJ+yaVSidP8dfT142PT8BTPnz4oKev69TGEW+CasrX7VtHjx5VU1eRb/icN3+elZUlUU5ZWVmbNk7+/pPkywkJCdbQVL9+/TqR8vTpU3UNta1btxIpJ0+e0NLWevjwIb6ZmJiow9F2cXXJy837zqs+efIEmUxiK7GePn3yzQx5eXm2drZjxo6Wbw0FAADwF1oF7VvygVdBQT6NRvt6ZmKnTp2IIVY6OpyGwTc/sKqCRCJxdHS0sbHGz8NkMjm6uk6/t53oaOvg7WT45qtXr2pqa/R09Z5HPcdk9WPbRSIxmUyOjY0dMmQInkcqlVnbWHfr1k3+LGvWrKmpqUlKSiopLSkvL7927SqPx/96jBFBR7t+6M/KlSvff/jQoX17KyvrvXv2NnMVUll9PxTRuIUjk8myhsClqaNEIhF+B4iUJ48f6+joePXwIlJ8fXx3794d9fx5t67dmiok4GjAu3fvBg8a7OLqUllZefv2rYCjAS4uLm5u7ZDvw+Pxnj+PNDczc/f41OBHIpH69e135cqVxKQEB4dPDUUYhnn18DI2Nv7OYvFn9zwqEh+AFfk8EsEQlISqqqqUlJZ8+PABLwqPgxvdKPyhyy/ZEB0dLZPJNDTUnz9/Xj+zAUUoFIpYLHr79m337t3rq9dQw169euob1LeG/iGBUBDz4oVUJuPz+S9fvvT0rB941wiTyVRVVSkqLBIKhfIjBQEAAIC/yhfxFo/Lo1AoCjQFucT6tzJTkdlooHQzccw3dzGZTKIfpz5qIZGQ33M1mjBYVlbK4/F27NxBpSo0vF7r68Dn8QVCvkwmIwqh0+mNOoZiXsSsXbPm/Yf3AoFAXV1dQ0NDQYGKEqf5io2NTeCpoN17du/atVMmk3E4uj29vFasWGliYvLN/IoMRSqVWlNbQ6RIpVJuHZdGozXVD/i1+vFJZWUqKqosFotIVFZWVlJiN7MK1KtXrwICjgzoP+DXX48pKNQ/nf79+g8cNODIkSPHj7eVH07eDKFIWFFZoaampsio75jDaWhqksnkRmuS4T13308kElVVVhXkF8yYMf33+41KJGIKhSL8waXCysrLampq1qxdQ6FQf3/6mFQq4/Lqfs+CISgq/4Ns3oXzF86cPj1xwoSCwoJdu3d16NDR3b1x/zKKoiSUJBQJxWIxxFsAAABaNt5CUZTOoGMYJpPKfrQU+RiLz+PXN+c0HZA1T4FGU1RUPHzocJeuXaWS+uYQFEVFIhGTqfj1yBtCRUXFwoULy8vLDh446OHhyWKxIiMj/fxGyWRNXguPx+/QocPt27fLSsuiY6Lv3rlz7tw5Hp938sQpfKBVI1paWhoaGunpaUQKl8vNyc3R1dX9/rUzUBRVU1N7+/Ytj8cjpnnW1tZyuVz5WZ+NpGeki0Tinr164cEWgiBubm6WlpZp6el8Pv874y2agoKSknJ5eZlAICAOqSivkMlkjeLFH10yg0wmkyhkcwvz365cVVdXJw4XiUQaGho/VJQClaqqqhoUeNrZ2RlvDENRVCgSKrGV/kQN4+Pj161fa29vv3PnruysrD4+fVasXH7j+s1GtZJKpUKRkM1mw/xEAAAALeRzBIOiKIejKxQKa2o+N+H8Ibytq66ulkiJjokWCkR/MtpCEFsbGxRF8/LytDS1OA0qKsrnz5/75MnTZo7Kz89PT08fNmz4wIGD1NXVaTRaZmYmj8ejKjQZi1y6fHHQ4IFFRUU6OjqDBg46efKUh4dHekME8838HA6nbRvnmOiYgoICPCUpOSk5OblzZ4/mG0XqZyXILTTQqVOnwsKC6JhoIuXxk8d8Pr99+/ZNlaCmqorJZFmZWURKXV1dVVWVpoYGERrKZDKRWNRMfMlgKLq5umVkZLx585pIfPDwAY1Gs7G2QX4CjUazs7ErLS3lcut0dHTwp/bkyeOFixYS9+pTu+aXvbF42CQfL9rbOwgFguKSYi2tT08/JydnzpzZr1+/+tFaVddUr1u3trqqav36DRoaGq5ubnPnzYt89vzQ4UONcvL4vNqaWh0dHWjcAgAA0EK+aDFycHCQNUy5l0/EBxETm/UNYHIpTCbTwsIiMjIyKCjo9etXh48cunzlMlWBgjV0BjVTQlObnTp17t69+85dO08Fnnr79m1YeNjUadPexsXZ2trKH9KohUOtnuqjhw+jop7HxcUdPRqwe89uoUiYlpZWVVX1zRPpaGs/fPhw7dq1UdFRb9++OX06KCExoWPHTvI9ffLodPrESRM/Fn9ctmxpbOzLpxFPly9fpqamPmrkyGbur4KCAplMiY6OevUqFh+o1Ne3b/v27VesWHHlypXY2NiTJ09s37G9X79+nZuYR4kgSPv2Hdq0bbP/wP5Tp07GvXsXExO9es3q/Pz8YcOHE/HW9evXunfvfv36taYKQVF03Lhx2traCxYuvHfvXmxs7K5du06cOD5yxCgnJ6emHlZT5LOhKDrabzSLzV64aFF4eNjbd29PnTq1YMECBMOIla4oFDJVQSExKfHp06d8Pu/3W8oQiUSPHz9KTKwfsI8gSK9evZxdXDasX3/58uW3797evnN72rRpuTk5FhaWP1RDDMMCAgJu3rw1a9ZsX19fPHHmjJk9unffv39fcPB9+cylJaVl5WXObZ2b6SUHAAAAfor89IH8/HwHR/sFC+YTE7VSU9NsbK3XrVtL5Ll27ZqRseH9+/eIlOiYGFc3FyaLqauna+9gt2nzJmMTo8tXLuN7uVxu9x7dRowczufzGhJkixYvbNPWqbCoEM9w9uxZbR2tyMhIosCMjIwBA/uzlVgGhvoqqsoODvbh4WHEXh6PN3jI4N7evfh8PpEok8mCTgdp62jp6nGMTYzd3FxPnTrp2cVDU1Pj9p3beJ5t27dZWJqnpKTgmwKBYPfuXVramppaGoaGBmwl1ujRfgUFBc1MrxCJRXv37VVRVdbS0VRRVTEzM71582bzMzJqa2vHjh1DVaD28OpeXl6OJyYmJvbx8WYrsXT1dNlKrFF+I3Nycpov582bN71692KyFA0M9DW1NNTUVXfs3C4QCIgMAUcD6AzagQP7my/n2bOIDh07qKgq6+rpqKqpzJw1k6hV/epWaWkWluYbN25ovpDq6uqOnTpM8p8kv/5WcHCwo6ODiqqyoZEBW4k5cNBA+WmbIpFo9ZrVdAbN2sYqPT0NTywqKurWvZsCTWHCxPHE+lvxCfFePb3YSixDIwNlFXa7dm4vYmKIcpKSk0zNTXfs2N58DV++fGlqZuLh6f7xY5F8+uPHj3X1dL28epSUlBCJp8+c1tBUf/nyZfNlAgAA+NNW/efnJ6KNmgrWr1934+bN4PvBeMuETCYTCAT1g+h/HzkkkUiEQiGNRpPvI6urq3v37p1AIGjbtq26ujqXyyUy4JFN/eCw3zvdhEKhVCplMBh4cwJeIJ1Ol+9skslkKSkpWVlZqqqqjo6ObDZbvpJ4nPH1KPWioqKkpCQGg9GmTRsmk1lRUZGTm2tuZoYfLhKJxGIxg8GQHwdWUlKSmJjA5wvMzc0tLS2/p4UjIyM9NvYVjU5z79RZs4nl1+WJRKLc3FwWi6WtrU2UL5FI3r9PKSoqMjI2tjC3+J7zSiSS+Pj45JRkFovl6uqqr/fFBD2ZTLZkyWJbW1t//8nNlyMUChOTEivKKywtLYyMvpiHKGuYx0elUonH3cwXu0kkUqMOOC6XGx8fX1ZWZmJibGNj26j3UCqV5uXlkUgkPT09YheXyy0sLFRTU5MfviaRSBKTEvNy87S1tewdHOQH+H9nDUUikUAgoNPpX2fj8XkSsYTJZOJ1kEqlfn6jhCLR5UuXvzluDwAAwM9bvXrVli1bt23ftnzZ8lZ8P4OCAidOnDR5sv/x4yca72sUgWZkZNjZ2546dQqi+H+X2NiXw0cMT05J/rsr8i/z+vVraxurRmu5AQAA+Gut+s+3bzWe8Wdqajpr5qwzZ8+UlZX+/wJC8NNQlLRs6bKfHPn+XyMUCgMCjnTu7N6rV6+/uy4AAABas298oHfMmLEKCgo1NTUaGt/+EjD4B3Jxcfm7q/Dvw+PzXN3cevfq/Z1ragAAAAB/WbzFZrP/cAwQAK2Aqorq9GnT/+5aAAAAaP2aXEEUAAAAAAD8JSDeAgAAAABoWRBvAQAAAAC0LIi3AAAAAABaFsRbAAAAAAAtC+ItAAAAAICWBfEWAAAAAEDLgngLAAAAAKBlQbwFAAAAANCyIN4CAAAAAGhZEG8BAAAAALQsiLcAAAAAAFoWxFsAAAAAAC0L4i0AAAAAgJYF8RYAAAAAQMuCeAsAAAAAoGVBvAUAAAAA0LIg3gIAAAAAaFkQbwEAAAAAtCyItwAAAAAAWhbEWwAAAAAALQviLQAAAACAlgXxFgAAAABAy4J4CwAAAACgZUG8BQAAAADQsiDeAgAAAABoWRBvAQAAAAC0LIi3AAAAAABaFsRbAAAAAAAtC+ItAAAAAICWBfEWAAAAAEDLgngLAAAAAKBlQbwFAAAAANCyIN4CAAAAAGhZEG8BAAAAALQsiLcAAAAAAFoWxFsAAAAAAC0L4i0AAAAAgJYF8VZrJhaLMQxDWi8Mw8Ri8d9dCwAAAOBPxVsfP35cv3795i2bS0tL/6gEpLq6es+e3devX28qg0AgOHz4cNDpICLl9evXq1atzMjIaKbYGzeub9++rbq6Gvk/Cg8P27xlc0lJSVMZamtrd+7aefXaVeQf78aN62vWrhEIBC13ivMXzu/Zu5vP5yP/R7du3dqxY0dlZWXDT4u/cuWK4ODg/2cFAAAAgL8m3roffH/Dhg1r1qx5+PDhHxZRW1t79OjRe/fvNdWUIhAITgWevHzpEpEhMTFx7/59ubm5+KZMJtu6dcvyFcu5XC5xVHh4+LHjx+rqapH/o4hnEfsP7CsrK2sqQ21tbUDAkXv37n1/mfHx8ePGjW10JyOfRw4fMeztu7dIyygoKNixc4eZmRmDwfhLChSLxStXrdy4aYN8e9LdO3cCAwNbNKT7WlhYaEDAkaqqKgRBGAxFPT297du3lZeX/z/rAAAAAPxsvCUQCG5cv25gaKCmpnrn7h2hSPQHRZBINBqNSqU2lYFMJtNoNAUFBSKlX79+MdExbm5uRAnPnz9//PiRfMS2YsXKu3fuaWlpI/9HFAqFTqOjKNpUBhRFm7/Yr5WVld28eZMILnGFhYXXrl1rJrD7SceOH0NRdOiQoX9VgSiKPnnyODLyGYn0+Tezffv2a1evsdlKyP8RlUql0WjEMxo+YkRtXe3JUyf/n3UAAAAAfgjl66SEhPjXb15PmTI1LTUt4unTzMxMG2vrRnlKSkru3b+XnZXt7OLs5Ogk/w7GVVVV3b9/PzX1g7WNtYe7J5lMlt8rFAorKyrFBvUtJSKRKCo6qqKygsfjhYSEeHbx1NLUQhCEx+NVVVfJZDL5A8vLy0NCglPT0nQ5uj4+PgYGBvJlvnz5wsDAkEZTuH7jekV5RYcOHbt3797o1DU1NaGhoQmJ8VSqQqeOHT08POUDwT8tPSM9PCy8uKTYwsLC18dXRUUFT8/Ly4uJiaFQKXFxca9exTo7u5BIpPT0tLdv39BotJiYFzraOnZ2dsQNTEtPCw8PLykpsbK09PHxVVZWJk5RXV399u1bW1vb6urqe/fu+fj0sbS0+mZl8vPzr1276jfKT1VVVT49LS0tNDSkrLzc3s6ud29vNptN7CooKEhLS3V2dnn95vWzZ89UVVV9fXxNTU3xvXw+/1nks7q6OolEEhx8v1OnzmpqagiC1NVx6+rqEOSLds3i4uL79+9n52QbGxn16eOjo6ND7OLxeLGxsWZmZjKZ9PqNG3V1dZ4enu7u7o1+P9nZ2SEhIbl5uZqamj2693B0dGzmznN0ON7e3hcvXBgzeoyuru53PCsAAADg/w77ytp1azW1NBMSEi5cuICSkCNHDjfK8Pr1KwdHe2UVZQdHexNT40GDBxmbGM2YOUMmk+EZUlNTPTzcmSymvYOdiamxj08fOzvbAQMHEBnOnDmjpMx+8uQJhmHl5eW+fX2YLKYik2FnZ/vo0UM8z5w5sy2tLPLz84jzRkdHOzo66HC027VvZ2hkYGhkeP3GdWJvYWGhnb3tgAH93dq5WllbWVpa0Bm0WbNn8nhcIk9mZoa7h7uuHqdLF8927d2UVZRGj/GrqqoiMqzfsE5PXzc5Ofnr20KcxdLKYsrUKUSKVCo9eeqEto6Wrh7HwcFeSVnJw8M9LS0N33vx4kVdPV0FOlVLS9N/sr9IJMIw7MCBAzocbQqVzNHlLF+xTCKRYBgmkUiOnziupa2pq6dbX46SUpeununp6cSJXsa+NDE1njxlsoWlOYvNDAkNaaqSJ0+d1NXVef48kkiRyWQnTtRX0szc1K2dq4amemf3zklyl3n6zGmOrvYov1GmpiaOTg6aWhoGhvp37tzG9+bl5XXv0Y2hyGCyFJ2d27548QJPHzNmdJu2ThUVFUQ54eHhllaWuvq67du309PXtbA0D38QTuxNTU01tzAbMnRwmzZO1jbWZmamDEX68uXLhEIhkefOnduGRgaWVpbdune1s7dVVVPZv38/fotw8+bNtbAwz8rKIlKeRjzV0tYKDAps6oYAAAD4e61atRJBkG3bt7XuBxEYeApBkMmT/b/e1TjeKq+ocHF16e3dWywWp2ek6+nreffpLRAIiAy1tbW+fX0MDQ1u37ldUFgQGxvbtVsXBEVmz5mNh1NCoXD8hPHq6moXL17My89LTEwcNGgggiJDhg4h4q3Tp08rMhmPHz/G55elpqZ2797N2aXtyxcvamtr8DwzZ84wNTMh4q2SkhJ39842tjZPnz6tKK+Ii4/r3r2bmbnp+/fv8QyFhYXWNlYMBn3dunWZmZkZGRnjxo9jsZnPnz8nKr9mzWoVVZV79+7yeLzy8vKtW7coqyjdvn3rZ+Kt6JhodQ21QYMHvnv3Lj8//9btW/oGev6T/fEYorKy8tTJk+rqaps3b87NzcXvQElJyZ69exSZjGPHjxUWFuKJkc8j1dRVhw4dEhcXl5+ff/PmDT193alTp+AhWn289fKlto6WqprKmrVrIiIiKqsqv1lDiUQyebK/rZ1NYWHh50pGR2lpaw0bNjQ19UNZWdnde3f19PUGDOxfW1v7+xMJIpFQOzub8PDwwsLC6OgoFxdnO3tb/P6LRKKkpES3dq6eXTzi4uK43Dr8qFGjRto72BHxVn5+vqOTg4ury4uXLyoqKl6+fNGuvZujk0N2TjaeITU11dDIQEmZvXPnzuzs7LS01IGDBqqpqyYkJOAZuFyuu0fnDh07fPjwQSgU5uTkDBjQ39rGKj8vv5l4q6SkxNrayn/yJKlU2tSDAwAA8Dda9Z+Ptxr3A8ZER6WkJI8cOZJCoZiZmnl5eb148SI+Po7IkJCY8OLFi4mTJvXr20+Xo+vq6rpw/kIGnU50/OXk5ISEBA8fMXzkyJH6evp2dnbLli9ns1mNegaJ8TcUCsXCwkJZWZnJZNra2bFYnzq50AZE/oePHsbFxy1dutTT01NVTdXRwXHt2nWVlRXX5KYKSqVSNze35cuXm5iYmJqaDh82TCwW5+Z9Hjjl4OB48OBBHx9fBoOhpqZma2tLJpPLKyp+poHw0qVLigzFA/sPODk56enp9e/Xf9rUaaGhIfiALRUVFVMzMzKZbGhoaGBggF+RpqamsbExiqJmZmYcDgdPvHz5EovJ2r//gKOjo56e3oABA6dMnhIcEpKXl0fcELFY3L//gA3rN3h4eKgof+qybKSuru5D6gdNTU2iM1Emk124cIFCIa9bt87CwlJdXd3Xx3f27FlPnz599eqV/LFTp0718vLicDgdOnRcvHhxamrq8+fP8SFTVlbWTCZTSUnJzs5OUZH5zWd05+6d7OzsVatWt3Nrp6qq6ubWbvWqNVlZWffu3ZV/Rl26dF24cKGRkZG5ucWQwYN5PF5BQT5R1WFDh+/evdvS0lJBQcHQ0NDE1JTH49U2O21CRUVFX18/JSWFx/s83wIAAAD4h47fwjDs9q1bCIJkZWaePHkSJaFCoaCqqiosPMzNrR2eJzc3VywWW1laEkdZWllpaGrIpFJ8s+hjUXV1ta2NLZHBxNhET0+vUbwlTyqV4m08zayllJSUxGAwnNs6EynW1tY6OpzEpESxWIwPYMcwzNzCgk6n4xkUFZlUKlUqkRCHDBs2LDkleffuXWlpaWXlZUlJSXw+n0L+xiC27yQSiZKTk6Uy6Z69e+vHgWEISkITEhIKCguys7PNzc0RBJE0VAD/k9AoUSgUJicny2Sy3Xt2UamfyomPjysoyM/JycHHUckwjEKhODo6NjOcHx9rVVlRaWpqSgzq53K5ycnJpqamJr+Px0IQxM21HYYgObk5+CaGYYpMhpNTGyKDiakpg8HIzMySX8pLJpOJxeJGQ+KIEhITE9TU1Bzs7YlEBwcHVVXVpMQkDMN+rzZqZWVJlMBksigUCnEfWCzW3LlzHz16tGbtmry83JLiklevXrPYzOYvmUqlspXY+QUFfIGQiNcBAACAf44vQo3MzMwnT59iGPLrsWMymQxFERQlUcjUkJDQ6dNmqKur178tGxo1KJTPBzIayJeDoqj8DD4qlcpkMn9y4c36wIhCkR/bTqVSFRQUBHyBfCSn0PTMQZlMdujwwQ0bNujr6ZuamRkbGRkZGZ85c1qGNRkI/iGRSMTjcYUC4YcP76kUqqzhGhUUqMOGDFNSVvqxcrg8vkDw4f17yu/l0Gi0oUOHKSkR5dSHLF9PTfj6MiVSCZVKJWIUqVQqEAoZDLp8ZEmn00koKpELcCkUKpPJIjbJJHJ9VIR+71PDMIzPF9RPHpR7RvhcTj6f/zneQhEqpckJCrW1tTNnzrh957a9vYOBgb6LqyudQY+Li8O+HJL/ravGZDIpEfQDAAAA/9x46/HjRwWFBevXre/WrRseHqEoeiTgyJUrl9+9e9ejR4/66WAcDoVKLSgoII7i8Xn162b9/nbX0tRisVjyyx+IRKKamhp9/eaaKP6Qvp4el8utH6T1+2TJsrKy8vJyd3f371ydIT8v/9ChQ56enocPHdHX10cQ5OnTJ2fPnvmZQJBOp7NZbCNjoyuXfyOm+3G53Ly8PGNjY/mc32yhIRLry2GzTUyMf7tyjcn61FvHrePm5Tcu5w8pKCgwmUyhUCiTyfDgjMFg6HI4ycnJ1dVVmg1zP/FuX6lUSvQ5oija8Jg+ry5bWlbK5/MNDQz/8CpwJBJJX0+/qqrqY3GxgeGnoz5+/FhdXa1vYPCHYSIu/EH4rdu3li9fMWf2XDa7Pvhbt37dmzdvmj9KIpHweFwWi6VA+wummgIAAAB/uc9vQT6ff+PmTR0dnfHjx7u5ubVr4ObmNm7MGIlEcufuHTybvb29hblFw4ILn1aYvH7telFhEdFDZGho2KFDh9u3bxcWFuIp9+7dzczI/GYnlDwMw2g0WlN7u3XrzmKxTp8OEv2+HtiFi+draqq9e3t/57u8sqqypqbGytIKD7ZEItGNGzdra2tpCk2e9A9RKJTu3bunpKQ8evRpOVOxWDxnzuxhw4bKL1Iv15v2GREP4W113bp1S0pKevTkEZ4iEolmzpoxfMSwH12ji81mGxgYFhcXE4vH0mg0b2/vnNycq1c/jXWrrq4+d+6srq6uq6vb57iZy7985YpIWH97JRLp5UuXNDU127Xv8LlorL7OzTyj3r17yWSyM2fP4C2ODf98GsMQrx5e31n5oqIiDMGc2zrjwVZubu6D8HAMQ5p/Rlwut7S01NjImPn7wDIAAAD/KOQ/igH+Q+1b7969e/AgfMKEiVpan5pAcI5ObawsrW7evLF40WJ9fX1VVdX58+dPnuw/fOSI7t26v3+fEhUVpUBTIMIgRUXFOXPmjhs3dsjQwb6+vnl5eQ8fPmSz2XwB/8sGCZ70994fEomkrq4eEho6e86shQsW2tnVDwASiUR4PxSex97efvbs2Zs2baqqqmrXvv379+9v3rgxeszoHr+/yxv6s/hENfB+NB6PR4wNMjIysrOzCwwKVFRUZLJYkc8iM7MySCTy5SuX27Zta2VVv5aVWCzm8XnNDDX7+iyj/Pxu3b49Y+aMp0+famtrR0ZGPo14umnTZjyqw0dzY/9r777DojjaAIBfL3BHryqgYEERERugoqJRig2MXVERo0ksqIktFsCuYO+9YI+9AXZAFEUJgiAiVeDoR7ledvd7jtX1csBJCsbke39f/vhudma2HHnuzczsOxi2ZWu4SCycNfN7/G/OwMBAqVQGr1pZWlIyfvwECoUycdKkGzdvzPp+5sNxE8zNzGLj4uLiYtetW0/klEJRVCwWf3a7QCaT2aN7j6Skl4WFhUT6rtGjx9y6fWv58uXJr5JbtbJ69OjR8+fPt2/bZv1xIEoV8zFoFy/+WlZa2rNnz+RXyZGRkStXrGzTpg1+lMFgGBkb34m+M3fenAXzF9rZ2eHLztS/o169XGbM+G7Xrp2lJSVOXbu+Sk6+efvW3Dlz3dxcP92CRFz/OyL+Enr06KHD1lmxckXG2zf8Sn5MbExJaUlVFf/Y8aM//fSzvp5+/T+MuoxfJeXl5aO/HaM9lVp+fn5qaiqVCnuGAgDAF0Wl0t5mvv0/f+if4i1+FX/kiJHTpk7VGIkxMTGZN2/ew4cPKyoq8Bhi7JixDDrjwIH9F369YGJivHHDxt9e/dba5tO01+BvBp+KOL1jx/bLly9zOJzlv6woLSslkz51a2dnN3HiJCITJplM/uGHH/lVVTxesUgkxgtdXFwYTKaOjg7+kUqlLl60uGWLVicjTl6+pJp0W7169cyZs4jV8Ww228/Pr4vjp9yYFhYWEydOJJJ2GhgY7Nixc8P69Tdu3qDTGe59+4aHhx07dvzx47iSkmI83nLq4jRm9Bj1LKMa2Gy2r6+fQycHoqRVy1ZnzpzZEh4eGxenVCoNDQx27do9xX8K8RgdHR1/XrQoKjKKV6RK0PDh7nq5LPp5cXx8fElJCV5obWV95vTZ8C1hsbGxqn4MDfbs3jN5sj/Rj4mxydix49RfRGiMt4/3wUMH4uPjHRw+XKeent6hg4d37d4VHR39IjHRwrJFRESE70hfogmGYbq6ukuXLEt49vTixYscLmfrlm0BAQHUjyNwFAplftB8uVxeUFBAbJjo7t7PprUNMeJFo9FWh662tbU9e/bMpUuXDPT1t4RtCQwMVL0B8PEyxnw7plu3Ty89WFtbT5w4kYhNXXq57N27b//+/REnI/T19SdP8nd1dV27ds2bNxlikRiPt3r27EWj0TicT0vNEhKeUanUbwZ/ZhTt2vVrQfOCyBBuAQDAl0Umk1FU9UtH/Nf1/yHyn169pFQilZUVBgYGjU0wYRhWXl7O4XCImOmz1KfYGj+vks/n6+nrsZgfIq0/qqKigk6nE0GVRCL5WzYZrK6ulkgkxsbGDY6yIAhSfzS1wULt/TQFgiDTAwMqKiouXbxMxKM4kVj1PxMTE42o+sSJ43PnzbkTfc/F1aW8rFxPT0+jofa5UQ1yuby6utrAwODP3YJCoeDz+cSfFv5SZGN/ZnK53H+KP4ZhpyJOaT/d9evX9+7dQ6P/+ddRAQAA/DlkMlkhVwYGBo4ZM+Y//AyPHz8WEDB9xozAQ4cOaxz68789NBrV3Fzb5oZkMlljavKzmrISi0aj/dFuNZiYmKh//Lt2dDao84emrhss1N5PU1Cp1Hlzgyb7T4qNix0yeIj6IV0d3QYXOeH56BQKBZn0mW/ts8EWPvn4V74jOp2u/qeFb9DZWOVnz569Skk+dPDwZ2O74cOHDx069E9fFQAAgL8Go1D+f1dxwX/r/zc5OztPmDDxwvnz/fv11xKsEKhUKoPBaEos9VVRKpVnzp4Z6jOst1vvz1Ymk8mwYBMAAMA/AuKt/yYKhfLTwp+yst41sf6QIZ43rt/s3NmR9K+CYdismbNsbW0hkAIAAPA1g3jrP0tXV1c9X7x25nVI/zZ0Or1r16beIwAAAPBPgZe1AAAAAACaF8RbAAAAAADNC+ItAAAAAIAvvn5LIBBcunxpQP8B+M597969Ky8v79atW2MJmf5FcvPycrKz7ezsmrgpYV5eXnZ2tnqJoaFh+/bt1ZNtaoFh2MuXL2JiYkpKSrl6XDdXt379+n32bcG8vNycnFw8LxqGYXQGvWXLljbWNurbRMpksl8v/tqzZ88O7VVpWgEAAADwVcPq2bJ1i6eXJ5/Pxz8uXLigXfu2efl5WNPI5fLIyMh79++hKEoUisXia9euPnnyRL3wC5PL5d+O/pZKpY4dN1ahUDSlycZNG1WpzLm6evpcrh5HR5dFppDsO9pfvnz5s20LCgqmTPVnshhGxoZt29lZWJpTaZRBg75JSUnR3nDt2jUMJl2Xo6Onz9XT57J1WDQ61b1fv8ioSKIOiqK/LP9lzNgxIpGoKTcCAAAAgOZ27NhREok0Y0Zg/UOa41vZ2dlHjx5dvHixoaEhXoIgiGrPviZnoVcoFMHBq/T09QYNHEQUCgS1CxcucO/X383NjfQPSU1Nff78GYPJSEh4mpGR0bmzapdG7RAEQTEkODjE2dmZhJGUiDLzbWb4lvCFPy3oYG/fqWPHxhrW1NTMC5p75fLV2bN/9J8yxczUtLZWcP/B/dDQkB9n//DrhYvEXkb1KRQKGo0WEhLi7Kza90apUKSnp+/ctXP8uPEnTpwYOXIknkrKf/Jkv1F+129cHz9u/F94KgAAAABodprx1tGjR3TYbG8vb6KEXKd+y8LCgiIej8VkdejQgZhqRBCktLSUUrclcHFxsYmJMZ3OUCqVZWVlDIbq/5SWlhobG9Non85bUFDAK+axWaz27T/1gw+8VVdXk8lkAwODrKwsMoVs28YWvxIURbOysvh8PpfL7dChg3pvjcKwW7dukkikeXPnHjh4IDIqsinxFp4I1NXFtW/fvvhHzyGeJDLp50U/P3uWoCXeOnP29LVr1xYuXLB5cxiRGsrJyYlGpQYFzT93/tz8oPlaTkqn0+tO6v7hpJ5e/fsP8BvlGxwS3LNnT3wH6/btOwz0GLh37x4vT6+/mI8eAAAAAF9uvXxJScmtyFv9+vXT2PFGg0gkCgkNGTJksK/vSB8f77Hjxr5+/Ro/xOPx5s6d8zo17cWLFxMmjH/z5o1qBVjWu1nfz8p/XxAVFRUwPaCoqAivLBQKg4ODh3iq+vH28R4/flxaetrvxslCglesXLFj546BAz22bduGoCiJRCoqKprx3Yyhw3y+HT3Kx8d7emBAQUHBZ++zqqb61u1bjp0dZ8763tzcIjoqSiAQNPEZYXW7bBLoVBqFTNayKaRILL5+/XqLFi1mzpylkYdzwoSJ23dsd+jk8NltK+VyufrHbt26TZ0yNSPjTVxcHF5CoVB8hg599y4rJuZRE28EAAAAAP+I340MJb5ILCos6tWrl5Z9XZRK5Zq1a7Zv3z5t6lRvb5+ioqKw8M2z58y+cvmKkZGRnp6e36hRmZmZLDZrsr+/mZkqhaaJscnob0fn5+W1sbUdP248vlG0UqlcvTp0167d0wKmeXl6FRYWhIWHzZ0759LFy/hUJoqiOTnZjx/Ht2rVcvCQIV6eXlQKBUXR9evXRUdHrVy5yqlLl5cvX64KXkWl0g4fOqw9w/izZ89TUlK2b99h26aNh8eAUydPpaS86tPnw6iVFhiGZWZlGhoZYBgJRZDcvLyDhw8O6O/hMWBAY03KSkvT0984ODjY2tpqHDI1NQ2aF0T6U1xcXSkUSkrqq3HjxuEl3bt109fXi74TPXz4iKZsPQkAAACAfz7eSktLQ1G0des2Whq8efPmzJnT38+atX37DrzE2to6MDDg7r2748aO09fXnzxp8qmICK4ed0bgDLyCqanp1KlTjx072rmz45QpUz6cKz3t7LmzP/74w5YtW/ESKyurGd/NuH///ujRo/ESKpWKoujGDZuGDRuGlwgEgqcJT/u59/t+1vckEsnNrTeLxcrJzZHJZFoGnEgk0rWrV0xNTQcPHqzat3jYiMOHDkdFRX023iKTyUoFsnLlChaLhWEYgiA8Ho9KpQbNDcJDyQYJBLUikcDMzFz9jcK/ztjYmMlkVvGrMAzDA2JjYxOrVlavX78WCoV6enp/47kAAAAA0CzxFoZhRUWFTCYTH39qTFLSy5qampatWsU/iccn2mQyKZ3OSEx8Pm6satxFLpejHxGDLnK5HI9XiMKXL17W1ta2bNmS6EcuV60TT0xMJOItBEHt7TsMHDiQODuLxbK3t7906VJAwDRPT68OHTr4+09pQoaFvHv37nZ26CwUCt++zdDR0WnRssXtyMj58xcYGxtraYhhGJVGmT490MHBAUVRRInweEU3b91avGQxmULx9/dveCBQVUhGECXpb6VUKFEUpTMYRAmdTjc1NU188UIkEkG8BQAAAPw74i2xSEyj0RjMT7/o9ZVXVIjF4vDwMDqdQfr41qJQKJRKZQiCNH3b4IrKcrFYvGnzJvV+xCKxVCZFUIRKwfvB2Cy2+kwZg8HYsGGTsbHxpUuXTkacNDExcXR0XLjgJx8fHy3niol5lF/wvqKycuTIESRMdaelpaV8Pv/Zs2faG+LLpDyHeLq7u6uvwRriOfjQoYO+I0fqNRSbGhoYGhoaFhcXy2QyjVhQIBAcOnzI0sJi7Nhxf3SLZR6PJ5fLW7VqpR7kUahUhUIuV/xusRcAAAAAvtJ4i0wms9iqWTMUUS1LbwyTydRhs7dv3zFo0CBEieAN5XK5jo7OHwogGAymjo7Orp27Bnh4qPejq6v7MdhSwX6fiEKhUBgbGW3btn39ug2pqan37t87cuTw7Dk/RkZG2Xewb/BEEonkytUrpiamM2Z8R6fTMQyjUCjlZeVHjh6+efOGp6fnZy9blQ5DjbW1dZs2bXJzc8USSYPxlpmZmZOTU1xcXEZGhpOTk/qhxMTElStXzJ49e8KEiaQ/AkXRu3fvMJlMFxcXohDDMJlUymAwGKqYFQAAAABfqU9DR2Qy2dKyhUwmq62t1dKgU8eOFCq14P17M1MzyzrV1dULFsx/8OABUQePaTRWcKvm5qhUorBTx45kMrmgoIDoh8/nz58f9PCRtrftMjPfjhkz+vLly1wut3fv3qtWrlq8aHFVVVVJSUljTTLeZsTGxvqO9A0NCV2xfMXKFSuX/7J806ZNXbt2vXf/XhHvw8uSeDILfDJUoweG2hQeiUR6XadNG1sul0vcmkKhQBCECEn9fP2qqqp27topFouJhjU1Nbt372az2X6+o4hCpVKJJ1/VftKrV6+ePXfOw8OjV8+eRKFCoeDz+aamZtrXrgEAAADgK1ov7+joiGLYu6x3qvSeH+HZzImPLq6u33zzzZatW4yMjbt1615ZWbl2zeq8/LzQ1avxClQqlcliZr3LunMn2tXVDV9XRKPTaXR6amrKo0ePXFxc2Gy2W+/egwYN2hy22dDQyNnZubyiYs2a1YWFBWvXrlM/NYb9LvoxNTUtLikODQ1lsVjW1tb8ysqLly61adNGy7Y2N27cEAqFI0ao0oQSmEyml6fXihUrY2Ji/Cf744WnTp3at2/f6jWrhwweQlyAUolcvnwpPT0dD6d4xbwzZ85IpdI5c+bo6uri1V6/fj1/wXwPjwHLlv6Cj5Z9++3omNjYQwcPVVZWTpkyxdTEtKKy4sCBA/fu3QsJDiGSvgoEgp9+/onP5+/evdvC/GMGVDJJKpVevHjxzZs3eAiYlJR04dcL7dq1XbtmHYvFJu6iqqqKV8zr379/E/cXAgAAAMA/Qz3ZfGFhoWOXzgsWzFffdWfJksUOnTvl5+cTJbm5uX6j/Lh6HCvrVgaG+g4ODlFRUcRRBEG2bt3K4XKsbVolJibihUqlcumyJXQGvXNnh6zsLLwwOydnpO9Ioh9HR4c7d6KJfiQSybejRw3xHCyRSNQv8tHDh87Oznr6XJvW1oZGBk5OXe7du9dYZv2amhqPgQP69O1dVlamcejZswRzC/OAgGlKpRIv2bR5E5lMPnUqgqgTviWcw+Gw2Ew6g4b/Y2JqPGz4sKjoT/eLYdiTJ0+MTYz8p0xW3yaIz+evWrXSxNSYQiUbGOozmHSbNja76ka81OsMGDjA1q5NXt6n7ZI2btzA4eoyWQz8jEwWo3Wb1nPnzs3MfKtxCzExj1q0tDxz5nRjtw8AAACAr2E/H7LGTFZISPCVq1cjb0fiSczxrZERBGGz2erLtFEUzXibkZOdY2Bg4OTkRMysETFcYWGhUqm0srIikr8rlcqCggIajdayZUtiVhFF0TcZb3Jzcg0NDbp00exHKpViGMZmfxrRwUkkkrS0NB6PZ25u5ujoqKPzYZypPhRFxWIxnU5v8B1GPPQhhqmkMumcOXN9fLxH+X2Y75PXUW9CoVBYLFb9qdJjx46lpqZs2bJV41BpaWnSb0mVFZUtWrTo1q1b/UTw6enpK1et2L1rj6WlZYMnJZPJVCq1/mbhGEZaseKXu/fu3rp529TUtLEnAAAAAIAv4/jxYwEB02fMCDx06LDGIc2dcKZMmXrx0sXo6OiAgAC8pMFIhUKhdOrYqVPHTg2ej0wmW1lZaZ6JRmvTRjOzF4VCcejk4NDJocF+6gcZODab3aNHjwYP1e9fy1ybxrKnp0+eCgS13bt1J0pUS9F/v46qQSUlxXFxcb6+I+snHTU3N1ffHEmDQqG4du1qp46d1AOmJp6UxyuKjIqcHjAdgi0AAADgK6cZH9ja2s7+cfbJiJMVFeWk/zM6OjrLly+3sbH5ow3lcoW/v7/GErGmUCqVzs7OCxb+1KQtINVgGHbixAljY+PJHxefAQAAAOCr1cDP/OTJ/gwGo7a21sTk/2uWSj3Vwh9iU+dPNGSz2V6Nj35pgSBIq1YtN6zfCDtVAwAAAP/KeIvL5QZ+3IoHfJ1oNNqUKVP/6asAAAAAQJPAJscAAAAAAM0L4i0AAAAAgOYF8RYAAAAAQPOCeAsAAAAAoHlBvAUAAAAA0Lwg3gIAAAAAaF4QbwEAAAAANC+ItwAAAAAAmhfEWwAAAAAAzQviLQAAAACA5gXxFgAAAABA84J4CwAAAACgeUG8BQAAAADQvCDeAgAAAABoXhBvAQAAAAA0L4i3AAAAAACaF8RbAAAAAADNC+ItAAAAAIDmBfEWAAAAAEDzgngLAAAAAKB5QbwFAAAAANC8IN4CAAAAAGheEG8BAAAAADQviLcAAAAAAJoXxFsAAAAAAM0L4i0AAAAAgOYF8RYAAAAAQPOCeAsAAAAAoHlBvAUAAAAA0Lwg3gIAAAAAaF4QbwEAAAAANC+ItwAAAAAAmhfEWwAAAAAAzQviLQAAAACA5gXxFgAAAABA84J4CwAAAACgeUG8BQAAAADQvCDeAgAAAAD4J+ItqVQaHx//9OlTuVz+2S5kMtmzZwlv32Y0VkGpVL548SIlNYUoKSkpiYl5VFVVpaXbt5lvnz59KpPJSF9Qbm5ufHy8SCRqrIJcLk9ISMjIaPRmvx6ZmZkRpyIkEknznSItLe3Z82cKhYL0BWVmZj59+lQqlZJIJIlEfDLiZE5Ozpe8AAAAAODvibcePnro6Tlk2PBh8fHxn+2ioqJi5szvdu7aiWFYgxVEItH8BUEhwcFEhaioqCGeQ5KTk/GPGIY9fPgwKipSPbzbvm3bhInjy8vLSF/QqdMRkyZPLCgoaKxCZWVlYOD07Tu3N73P4uLi8+fPZ2VlqRfm5+efPn2ax+ORmodIJFq+4peMjAwWi/W3dIggSHR01P379xEEIQrXrFkdEDBNKBSSvqD9+/dNnz69tLSURCKxWOzffksKDQ1pyn8YAAAAAF9RvIVh2LWrV5VKZW1tbWRUJNpIFKVOoVAqlZ9+hutT1iE+duvWbc2aNba2tvhHMpm8efOmlatWqo9mjRzpu3jRYn19A9IXhCCIQqFoLHDEKZQKROvNakhPT58xIzAmJka9MOFZwmT/ya/TXpOax/Ub19PS0qZOmUomk/+WDlEUDQkN3rBxPYqiROH48RMWzF/AYrFJXxCCIErlh++ITCZPmTI14XlCVHTUl7wGAAAA4A+h1S/Kycm5/+D+uPHj8/Pzo6Iig4Lmt2zRon61zMxMPp9vZWVFo9HIFHL93/WcnJyysjILC3NjYxMKRVWDONShQ4dWrVpyuXr4D3l5RTmJRKJSqcXFxQwGg8lkkkikvu7uLi4uurq69brNLisv19fT79ChA4XyKV5EEITP5+vq6rLZrPT0NyKRsHXr1mZm5vWvPD8/v7i4mEqltm7d2tTUVP2Q6jY+F6A0WEehUGS+yxQIhGampkQcWTfhJeFX8dlstkAgqK6u0jcwIJPIIpGotqZGV1eHz+fX1tZyuVyiQ4W8rh+hZj/4KaqqqgwNDREEefs2w9raxtDQsMErFAgE+/bvGzRwULt27dTL5XJ5ZmamSCSytLSwtrZRPySRSAQCgampaWVlZU5ODluHbd/Bnk6nE8+2tLSUTFY9bV5xsaWFBYPBIJFIgwYNQhCExVJ9X+oy36n+NowMjdq3b69erlQq+Xy+np4ejUZLT0+XyWS2trbGxsYazZVK5bt376qqqjgc3XZt27N12Fqev2NnRzfX3nt27x7oMZDD4TT4QAAAAIB/GFbPwUMHDQz1o+/c2bJlC41OvXLlskYFPp8fFDTPprWNmblZV+eu4eFhnTp1/P6H71EUxSuIRKLg4GBbW1tzC7OOnezXrVvr6uYyYuQIosKNGzd693ZLTEzEexszdoy+gT5Xj9PLpVdsbAxeZ8OG9cNHDCstLSXOW1FRsWDB/Hbt21q2sGzdxsZ/in92TjZxtKysbKTvyHXr1s6dN6d1Gxszc1Pnbl3PnjurfuUikSgkNKRjJ/uWrVq0smrp3M350KGDxFVhGBYSGtyyVYv09HSsETwer32Hdt/N/E69MCU15dvRo6ysW5lbmNva2QYHrxKLxfihS5cutW3XlsVmWltbzZ03RyFXDczs37+vTZvWdAbNzs4uJDREqVTilV+9euU3yhfvx87ONiQ0hOgHw7DU16le3p4HDh6Y7D/J3NwsMiqysYu8HXm7RUvL69evqReqOvfztbaxatHS0r5jh5DQYKFIRBy9dv3aN4MH7du/r697XwtLC8uWlhMnTczNzcWPFhUVDRsxjMPl6Bvo9evn/uLFC7x82bJlY8aOrqmpIfopKir6/vtZtna2LVpa2tq1mTnzOx6PRxzNz8/3GeoTFrb5u+9mWFlbmZmburj20rjOrOysiZMmtLFt06KlpU1r68FDvomPf6xeIShoXrt2bYlrwzDs14u/WlhaREdHN/ZAAAAAgC/g2LGjJBJpxozA+oc05xMlEsnVK1dsbe16u7l5DPTQ0dG5du2a+hSSUqlcs2b1gQMHfUf6HjlyZOLECQcPHczOzqZRqXgFFEV37NixadOGAR4DDhw4OPvH2efPn09OfkWjfRpLq6ioSHyRWFtbW7cEhzXKz8/Gxtrc3HzixInW1tZ4nby8vOTkZLn8wwyjTCZbsmTJ4SNHJk2cdO7suZ9++unu3TuzZs3iV/HxCgqFIi3t9cZNG9++fbtu7frt23agKPrzzz+lp6cT5z11KmLdunW+vr43b9w6FXHKyspq2S/Lnjx98lcC1vz8/KlTp7x8+XLBgoUHDxz08fHZsnXLrl278Idm39F+qI8Pg8Ho16+/p6cXmaIamOnWrfvAQYOoVKq3j1f/fv3w0Zrc3NwpU/2Tk5MXLvzp4IGDXl5e4eFhe/buQdEPk5tikfjly5ehocH5+fnTAgLa2rVtLIB+cP8+m83u3NmRKHz//n3A9IDU16khwSGnT53x8R66ceOmdevWEJO8lZWVDx48WL9+nXvfvocOHpr944+3b9+ePz9IIBCQSCQOhzN61LeWlhZWVlYTJ060tLTEW2VnZ6WmphArusRicVDQvPMXLsyaNevsmXPfz/r+0qVLc+fNJRZ4SaXS5OTktevWlpaWhoeHh20O4/P5C39amP8+n/jrWrFi+b1794ODg+9E3w3bHJ6fn79o8SI+/8O33KBePXuxmMy79+5onwgGAAAA/jEa8dfLpJeGRgahq0MxDJPJZEM8h9i0ts7NzSEqpL9Jt7JuFTB9GjEstHPnDgqVMnvObLyEx+PZd+wwdJiPXC7HK5w/f55Gp436dhTR5MSJE7ocnYcPHxLd+vn59uvvrj6cM3v2j3ZtbQsLC/CPDx8+NDI2XL5iOVHh6NEjXD3OsWNH1Uee7O075Ofn4yWnTp+iM2iXL38anwsNDQmYHoCv0FLFJQ/uG5sYnThx/K+Mb4WFh+npcx8+fECUTJ8e0LlL5+LiYvxjTEyMuZlZRESEej+Xr1zW5eg8UGu1adNGfX292NhYomTq1CldnLoQI3yJiYlGxobu/fqqj/nVJxQKvbw9Xd1cBAIBUbhx4wZ9A/2bN2/iHxEEmfFdYMtWLVJSUvCSEyeOk0ikoPnziCYbNqxnsZn3798jmngMHDBs+FD14cCJEyc4dunM5/Pxj9euX+Pqc8PCw4gK27Zt5epxLl++hH/MzMxsZdWyR88eZWVleMmuXTtZbOaDB/fxj1VVVWPGjsHfvcCtWLHc2sYq422GlvEtiVjSp0/vIUMGq//9AAAAAF/v+Nb1a9fkcrmdrd3btxl5ebkdO9oXFRXdu3+PqJDxNqO2trZfv/7EGpoBAzxMTU3Qj4Mc+e/z37/P9xjgQaz+6dOnj5VVK/VBMg0IgqB1tGR/ePr0CYlMHj5sOFEyaNA3ZmZmcY/jiPEVFEV79OxBjJBZWlgyGAyx+FNyh1Wrgrdv2/769es7d+6cPXd29549EokEX5b05yAIEhsba2lpKZXJHtd58uSJublFXm4ukaRAFd6RMI2kCfhHolCpVMbGxrZo2UIsERP9WFhY5Obm5Obm4nUwDKNSqT4+Q83MzLRckkgkKikuMTIyJt5MlIhVfbZta9fXvS9eQqFQhg8fIRAI1Bfss9ksL08v4qN7v35UKvXVqw9ZPORy+We/o8dxcVwOx8vLmyjx8vLW1dWNf/KEGHnCMMzNzY1YNteiRUsqlSoWi/GP+vr658+dHzN6TEJCwu3bt/bv33f9+g0yhULSOm7FZDGNTUx4PJ64OZNfAAAAAH/Penk+n3/37l2xSPLLL8uoVCqJrPrxViqQ6Og7kyZOZrNVy5YlYtVPGofzaRm7np4el8slflAlEgmKYlwul6igo6NjYGCgJd5qiorKSjaLpb5CnMvl6unp8Sv5CoVCdbV1OLocLQvbnz59uip45duMt1KZ1NjY2MTEhAgK/xyJRFJdXZWXmx8YGFh3LoxEIiOIksVi4bOlf6Sf6pyc3MDA6SRSw/1gJIxCoeDfghYKhUIilbCYTOJlAplczq/iGxkZ6bB1iGomJqZUGk30caYPwzBV1GJsQlRgMVlMJlOkFq1qh6JoRWWlrq6ugZ7qNQicgYEBh8OprKhAUfTDd0Qma/mOyGTykSNHdu/ZVVpahqKIlZU1hqE0KhXTGnCRyWQqlSKTy79wJjAAAADgz8Rb8Y8fp6WnfTv6265du+LhEZVKvXnjRmxsTEZGhrOzM4lEMjYyptJoNdU1RCsERdRzMhnoGzCZzOrqaqIERVGlUvkX8xIY6OtLpbKamk/nFYqEQqHQwNBAfWWYFvxK/sKfFvCrqnbu3NXP3V2Xw4mLi504aRKK/flAkE6jUynUzo4Op0+dUY8p5XK5xpuPn+mHTqdSqV26OJ6OOK2nr6/ej8Zo1meXKNFoNCaTic/64SUMBkNfT7+iskIqlRLxJb+yEkUQto6ORi4M4qNILJLJZE2/CwqFYqBvoHrPUS0dl0BQKxaLDQ0N1d8k1SI+/vGSpYv79ul7YP/BTp06sVisNWtWn4w4qb0ViqJSqYzJZNLpTfpLAAAAAL6w3+VTuHn7FoPBCA0JXf7L8pUrVq5csfKXZb/Mnj27rKz8wYMHeLUOHdobGxo9rntlDC9JefWqpKSE8nGEydra2s7O7lHMIyIIy8x8m5ubRwxBNUg1tUkh45kgGtSzZy+lUvHgwX2iJCEhoaSkxKWXSxPjrYLCguys7HFjxvr6+hoZGzOZzJycHLFYzKCrUhv8OUwW09HR8f379yiKmJubW9aJjLy98KcFlZWVxK3hEZXG/eKR0Id+mMzOnTvn5+ejGEb0c/PmjZ9+Xkj000S6urqmpmZ8Pl/+ceKPzWb37NkzOzs7KeklUe3+/XtMJrOjfUf8I5lMFgnFz58/IyrEP35MoVK6OnVVv2YKhaLlO3J1damuro6J/ZRpLCY2trZW0LNXryamAUtOTlYoFUFB83v16sXhcChkcnZ2Noqi2r8jqVRaVcW3sDBnf9lMYAAAAMAfjrfy8/Nv377Vu3cfjZxJffr0sbayunL1Mv6WWevWbSZOmnThwoWwsLAXL19cuHAhdHWoXK4gflCNjY0DpwfGxsYGB69KTEy8eevm4iWL5TK5+rgMhmHq04sUCoXFYuXnF0RG3lYPU9Tr9OvXz8fbZ3PY5gMHD7x48eLXXy8sW7rU0dHRz8+PqKM+qEP0QJQYGxsbGhneu3//yZMnr1692rt375atW+VyWea7TGI0TuOkDdI4y2R/fwqFMn9+0MNHD5OSkvYf2L9o8SKOLsfE5MPcHIvFUiLKmNhHr14lEw1ZTKZcLr97JzojQ7USnEwm+/tPIZFI8xcEPVL183Lfvr1Lli7hcrjq6ak0Tt0gXV3dLl268Ip5pWUfUvPjnZubmy9YuPDWrZuJiYlhYWGHDh8aP268k5PTh2ZkMkbCwreEqx7vyxcnTp7YvmO77wjfLh8r1A2bsbLeZUVFRTb2uDw9vdzd3VevDj0ZcfLFixcRESeDQ1b17dvXy9Ozid+RlbW1UqG8eOliSmpKQkLCoiWLbt2+JZfL09LS5Ap5Y99RZWVlaWlpF8cun51sBQAAAJqPliGJTyND8U/iBQKBn6+vxnBRq1ZWgwcPvh15OzU11c3NjUQiLZi/oKKifOOmDdt3bFco5GNGj2WxWHS1VlOnTisuKdmzZ/ex48dkMpmXlzeXw1Uf4KHT6VwulxjxIpPJQ4cOjb5z58fZP548cXLIENXPM4vF4nA4RBino6MTFhZGoVCWLFnM4XAEAoFLL5fw8C3m5hZEJxwOR337GhqNxuV+Om/Lli2XLftl6dIlY8aOZjCYpiYmS5cuPXb06J7de3p07z506DD8SXG5XC2TX/XP0rNHzwP7Dy5ZumTUqFEcDqeqiu/r67tp02bit9/e3t7VxfXkiZO1tbWnIk7j1+Po2KV79+5btmwVCkVbtmyl0WguLi779x1YumyJn6of3aqqqlF+ozZu3Ej0Q6FQuFwuMSSm5QoHDhx49uyZlNSU1q1b44Vt27Y9eODgosWLJ02epKurI5FIp06dtmpVMPEVYCjK1eP07t1n9epQPGOqp6fnunXr2R/vlEajDR82fNkvy77/4fuzZ8717t0bHzlT/4709fV37ti1ePGiuXPncLlcgUDQv/+ALVu2GBoafboFDlf9zxH/S6DRPnxHgwYOmj498OTJE5GRtxUKRe/efdav27B+w7rVa0KdujpZW1nX/8MgkUhv3qRLJJJ+/T+9w9GgyKjII4ePUGmwRzsAAIC/H5lEzsvLa/Qw8aaiVCoVCAQIgtR/iVEulwsEAiK/A+7du3eRkZGvX79GUVQikUilUo1WeXl50dFRSUlJSqVSJpNJJBLikEKhEAqFRJ5PXGFhYXZ2tkwmI65HJBKpZx/ABzYyMzOjo6NTUlM0mqMoKhKJ1C9DqVQKhUIi+wOOx+PdvXv38ePHQqEQw7DKysqk35KI1AkymUwoFDb4EBo7C662tjYuLu7mzRtpaWn1m4tEoszMzLLyMo0mb9+q8rCrF9bU1sTGxt68eTM9XbMfBEGEQqHGt9AggUAwcJDHjO8CNXqQSqUvXr64c+dOXt6nZAq448eP6elzHj9+nP8+Pzo6KiXllcbjxe/9/fv3OTk5xDVIJJL63xGCIOnpadHR0enp6Q3cgkhIfMVqfwmfviMURTMyMm7fvp2SosrshWFYbm5uWnoa8T1q/GEgCBIUFOTu3kfjSda3afPGZvj3CwAAAPgdf//J9X+DyJAi8j/p/PnzwSGrrl65av9xhZZ2J04cnztvzu1bUX37fsgZ8W+Rk5Pj6zcyKGh+4PRA7TWzs7J+S07GU84CAAAAzQFDsTZt2nTv3l2jHN7n+m8aMWLE9RvXDh8+vGnTZu1vKuAQBJFKpervmf4roCh69NhRa2ubcWPHfbayXdu2dm0bTsoPAAAANCuIt/6b2Gz2ypXBT+Ify2QyHbWkD43p2tV5xfIVxHqvfwuFQmFnazt69GjYqRoAAMDXDOYT/+Pwlx//6asAAAAA/q/Bu1r/cRBsAQAAAP84iLcAAAAAAJoXxFsAAAAAAF98vTyeAMnS0gJPUykUCeUyub6BPpXy+dfcvkIKhaKmpkanTlPK1akSYtXUyuUy3ToaR1V7BQoEdDpdX1//s/sD8vn8rKwskUiko6vT2qa1ubm59muurq5msVjq237L5fKa2hpdHV31C8avgcvlstlsBEEyMzPNLcyNPuYXBQAAAMDXoIEo4e69uz8v+rm2VoB/PHjgwLSAaWWlHzaH+SwMw6qqqtT3q8ZjuMrKytraWtIXl5KaMnzEsNOnT2uUp6enjRg5/ORJbXshC4XCJUsXe3t7h4SGyD5uR0gICw/z9vaeO2/OZ+/rwoXznl5DfIb6+PqNHDZs6KBvBoWFb5ZKpY3VLy7mTZnqv2TJYrlcrpZS65y3t/eWLeHqWRt27941dNjQpKQk/OPZs2fWrFnzr0vrAAAAAPx/xVtVVdWbNm1y6eViY2ODl+Tm5iYlvawfbTRGJBKNHz8ucEageibViopyb2/PX5b/8uXTq9bU1CQ8ffa+8L1GeW1t7dOnCe/f52tpiyBIWtrrpKSks2fPaCTp5/F458+fS0pKepXySqlQaunk1u1bP/z4A5lMDgkJOX36zOrQ1UZGRkuXLg0PD29sr0Y9PX2hUHjz1k1eURFeIpVKb9y88fLFy8uXLxNbTEokkps3b+bn5ZmampJIJCqV6jdq1L1796Kiopr2bAAAAADwT8RbV69eLiosHD9uPFFCo9EYDEaDr7kpFIr6QylkMrluex+JRhOxWCyXy5vejzpU5XcV8K1gPru3NL5nH4NJp1E1Z04pFAqTydDYLLI+Go1mamYiFovjHseplyckJFRW8i0sLeg0OkZuNIiUy+WnT53S09M7ffrMnNlzhg0d9sMPP16/ds3FxfXgoQOFhYUNttLX1+/t1ruqqurtu0y8pLikJDU1tX2H9kU8XubHQh6Pl5Ob071Hj1atWuElTl2cevXquXv3LnxzcQAAAAB8dfGWUCiMOBXh1tvNrq2d9maxsbEzZ33Xr38/b2+vPXv3EBNqFRUV69evy87JefPmzaJFP+fm5pBIpILCgtWrV5eWlT158mTlyhVlZZ+mJmNiYr6b+V2//u4+Pt779u2rFXyamKupqVm7dm1UVNSNGzd8/XwvXLiAl8tksnPnz40dO6ZP3z4jR444dSpCy8QcoX6c18RECSiK2traOnd1vnHjhlL5YRwLQZCo6Cgrq1ZdujgShQ2SSCT57/PNzczxvZZxBgaGC+Yv6NOnj/p0oca1ubi6oiianJyMl7x+nVpaWjpr1kwuhxMfH48XpqWl8fl8N1c3YkUXhUIZM2bs88TncXG/iw4BAAAA8LXEWykpKRkZGW6ubtpHfS5euujr5xsbE+vk5MRkMhcuXLBq1So87FAoFMXFxTKpVCKRFBYWSqWqWUi5TF7EK5LL5UKhgMfjKRQKvJ8LF877+fnGxcU6OXWl0+nzFwSFhIQQA121gtrDRw6Fhgb/OPuHt28ziEs6cuTwzFkzFUqll5cnRiLN+G7Gvn17P3ufSqVSXk9THhCKorq6HA8Pj9TU1Mx37/DC4uLix48fe3gM5HK42sfY2Gx269atk5Nfbdu+jcfjEScdM2bM2TPn2ja+vUwXxy5GRkavkpOVStXjin8cb2Rk5OXp3bGj/ePHcfjTTklNoVAoGps0dXHsYmFhee3GtabcHQAAAAC+gN/FVUm/Jclkso4dO2lpUFhUuHp1qHPXrqdPn7awsMQwbOOmjVu3bvH18x3Qf4ClpeX27Tuys7O5etyIiFN4kGRnZ7dnzx7PIUNc3Xrv37cf386voKBgzdo1PXr0iIg4ZW5ujmHY+g3rduzY7ufr5+7ujo/xMBiMt5mZ+/bu9/X1pdPp+OKwU6dOeQ4efP78rxQKRS6Xz5s393F8/KxZ32t5zZBOpx8+fOjG9esY6cPEH5lEFolFMlnD85u/g6nmLj08Bh46fOjBgwedOqq2f054lsDnV3oO8dyzd8+H/hrBYDDmBy14l/lu2dJla9es6ezY2dXFzcXFpWePHm3btdNyWhsbGwcHh9TU1Kqqaq4eNz7+cbdu3dq3b+/i4noy4mRBQYGVldVvvyVZWFh06dJFvaGxsXGnjh1fJCZWV1cbGBh85u4AAAAA8IXHt/Ly8uh0urGxsZYGic8TCwuLpk0LMDU1UygUSqVy+LDhHF1ObGzshx4/ZkZQ3yYZzyVBJpOJo8+fP+fxeNOmTTMxMfnYzwg2Wyc2LlZtUAoZNHDQuHHjmEwm0ZDGoL94+fLXi79WVlbSaLTNm8N27tzJZDK1XDOGYRYWFk5du3bp4oT/49S1a7t27SmUJk0pIojSwcGhQwf7+/fv4u8N3L59u337Dp06dWrKArKePXteunT52PGj48aPFwqFe/ftmThx4mDPwQcO7NfSnE6nu7q65r/PLyoqys3JzcvPc3FxpdFovXq5CIXCVymvqqur09+86dzZsUWLFuoNGQyGpaVluUpFU+4OAAAAAF9ufAtF0ZrqajqdzmaztDTIz88TiYSr14SGhYepBn9IZKVSkZeXn5uTg6IohUIh3kBU37mvfmFefp5QKAwOCd64aRPRz/v8gpzcD/3g1S0tLdXPrquru2TxkmXLlk6ePInNZvfq1WvEiJFjRo9Rj+3qUyqVI0f6Bq8KVi+Mj398//69prwviWEYl8v18fHZvHljbm6uvoH+06dPJkyYaGxsjDYt84KVldW0qQHTpgbIZLL8/Pzbt2/v3rNr8eLFnTo54IN5DXJ1dVMqlampqUgdN1dX1Yp4JycjI6OnT5+amJgUFRbOCJyhce9kMpnFZstkMpFY1JRrAwAAAMCXi7fIn2hL3YmgKI1G8/Mb1dnBQVkXbVApFDqdYWtr+4e26kMQhEajfTvq206dOn3sh0qn0+3s7LT3M9RnaDfnbi9fvnj27Nn9B/eD5gXdunUz4uQpMzOz5tpYEFMFox4eHhs2rIuPjzc0MhQKhYMGDqJSqZ8N11Jfp27fvj1g2rS+fVVxFZPJbF/Hytpq3NixCc8StMRb9h3sW7Rogb8X2aJFC3ye18zMzNHR8fnz50aGRmQyuVfPXvUbKureA6XANtUAAADAVxhvmZiaKhQKsVispYGNtTWdTnfu2nXChIl4iUQiOXfuHJVCVY9g1KcOGyy0sbam0WjdunUbO3YcXiIWi8+dP0el/q4fDfn5+WfOnPYZOnTYsOHDhg0PDg5Zs2b1tu3b0t+k/9F46w9lAkNRtEP7Dj169Lrw6wVzM7PWrds4OztrfzMRJxKJTp48oaurg8dbBGMjYwqVoj0rvaWlpbNzt/v375HJZC8vb0NDQ3y61sNj4KpVK6urq2xtbdu3b6/RCkGQ2tpaXV1dfX29pt8gAAAAAJrP737v27VrJ5fLiz7m2GyQq5ubjY3Nrt27srOzEQQRCkWhoSFz584pLSvFK6iiJTJJKBAKBAIipiGTySiGCQS1IpEIL3Tr3cfaxmbnzh05uTl1/ajmFufNm1tWXq7l7DK5bOeunWvXrOHz+QiCKJXKmpoaPa6emekfC7YaVFlZuXXr1lOnIuonA0NRlMViDRk85OnTJ1euXh08eLCOjk791Vcyqez48WM7d+6sqanBSzrad/zmm8EnTpw4cuSwUChUKBRyufzt27fh4WE6Ojq93XoTbWNiYkJDQ9PfpBMlTCazZ8+e+XXUh8HqXkjEkn975ezsXH+xnUwmLeLxWrZoafp3PBMAAAAA/M3xVq+evfT09BJfJKoXymQysVhMRE6tWrbatHEzj8dzdXP5ZvA3PXp22717z5KlS4YOHYpXYLFYnR0cHz2Kcevt8urVK7xQT9/A3r7j2TPnBg/+Jj9fldLd2spq44aN7wsKXF1dBg/5pnuPbvv37Vu27BdvLy+8CYZhYrFYI699+3btFy9afOfOnW7dnT29hnR1djp+/Pi8efM6Nf5OJYIgcpkqyqlfLpP+LitEeXn56jWhR48dJeItDMMkdfCPHgM9aDS6VCod/M1gvEQqlao/HLFEvGv3rrDwzVVVVXiJvr5+eFi4c1fnGTO+69jJvl//ft17dO/i5Jj0W9KmTZtd65Zk4aKio0JCQl6npqpfZI/uPchksqGhobOzM1FoZ2tna6tKkNajR8/6mTvKyyuyst717dtXywubAAAAAPiSyOrTakqlMmD6tOLikiuXrxA7Jb969YrH4/Xv31/99zs9PT0qOio7K9vAQN/Dw6N//wF4vgZcUVFRVHQUgiB+vn74VjMkEikrK+vO3TscDsfP14/oPC09LToqKjs7x8BQ32PAwAEDBhABhEQiefTokaWlZdeuXdWvGEGQ+PjHMTExxcXFpqamAwZ4uLu7a0kYVl5eHhcXZ9/RXiMmq6ysiImN7dC+g4ODA15S9/Lg3pcvXkREnGIwGHg6sfj4xyQS2d3dnUqlKhSKmNgYpVLZv19/fH/ohIQEkVjUv19//AVJhUJx4+aNvXv3HDly1Mb6w4ZIJBKptLT0zp07zxOfV1ZWGhgY2NvbDxgwoIvj7/I4pL9JX7hw4YzAwNGjxxCFQqEwJuYRi8127+uOXxIeBb5ITCwsKnRz621hYaFxv1euXPnhx++vXL7q5ubW2DMBAAAAwD8Wb5FIpMePH/tPmXzo4KFvPg7h/P9QKBTbtm+TSaUrV676cz1gGHbt2tVbt29v37ZdV1e3wQqNrU7Lzs5evmL5sqXLnJyc/tzZ8Yh5sv8kCoV6/NhxIj4DAAAAwD9Lc722q5urj7fPkaNHm75B9X9GWVmZXC6fFhDwp3sQi8VZ2dkzZ85sMNjS/lJkcnLyUJ+hnTt3/tNnJ5FIcXGx6enpc2bPhmALAAAA+HrHt0gkUm5u7oaNGxYuWGBvr8ql/v8DRVE8H8af7gGro/2tw8YgCKI9i9hnoSi6ZUs4lUZbuGDhX+kHAAAAAKS/1f8AKamfWf7LozgAAAAASUVORK5CYII=" 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3jMbx2Xq6jV9Lb07NXL2Ng4+v79SZMnOTo5Kj9lYWkxd95nG/7+e+H8L/39/et59VevXDU1MRk9erRiHYlEIlWqHt7iEwcpexKJRHFKDB0+7PbtWxv+/jszM0NXV/fWzXCIRJo+Y/qL9SUS5fX9/P1Hjhq9b8+eoqJCZ2fn3NzcG9eujxw9yrtnU0rgq6AoKhKJlKORWpyWYNjNkV2vOfH09PXnf/nlurVrv/zss8C+fRsbGsPCwvT09UePHQtWgCBIR0cnMyNj1f/+9+WCL93cO6ZkPwFBV4QQTwTdGRaLNTgo+L9du/Ly8tw9XvjIIAgaPWZ0WVmpr6+viYmJ8kt6eHnt2rP74IED9yLvIQhiamr63Q8/KDu5zMzNxo4fZ6z0Kg8PD6lEqlBXunp6o8eOsVUqmzlsxAgGk3ni+InwmzcpVOoX87/4/MsvFVFQdnZ2o8aM1lMyokycPFldQ+PMqVPXr1+HIKiPv//CRQutrK0UK2RmpDc0NAwKam/ssDJaWlpq6upFhUXuHdSvRlVwOLX6+u9Yp1FHR2feF59bWllNmjKZxXqhqsG5MWfeXLY2++L582GhYWQKOSg4eMGihUbNflsKhTJo8GBtNlthN9Jis0ePGePo2CTCIAjy8/fn83iKODk9Pb2Nmzfv27s38eEjqVRqZm7++9o1IMGzaf2AgIaGBsX6TBbrf7+vsrSyiIyIzEjPYDAYixZ/Nfezz1pEzimjoaExasxo5fgk7LSUykCWAxh2/wH9qTSaIvTKzs5u9JgxurovXIFTpk1la7NPnThx49p1EgT18fP7avFi5Tj3qdOnV1VVczg1isIcBASfJlA3sN4TELRBdXX1vNlzho8YsfSbZW91oLhcrlwu19fXg6AO8m6jJE4th8lgtDPNG0GQ2tpaKoWqo6vT4qkVy5fXVFXv3r+P+XLMUzt5+vTp08dP5i/4ktSV+WPN2iXLlurotDw4HYVcDnNruTQaXVunw4LrBYIGiUSsr/+GMt8KxCIRj8/X0NBQf13k+wei6cSjUls7tgiCtL+pCwFBt4T4AhB0cwwNDWfNnnU7/JYi5Kid6OrqGhgYdJhywpOX9PX1218gh0wmGxgYvKqc0p6nJT9NmvP5Z++mnDDPnbNzZWXl+7ShVTlyWE5TMqJ8CCgULPq+A5UTng2g0X7lBExQRkZGH1M5vTjxWlelhHIiICDEE0H3Z/TYseaW5neUihx2XWAYvnLpUh9//75KoVpvC4vFsrS0TE1NJXVZ+Hw+S43VRsUHAgICgg8H8dND0P3R1NRcs24dH+9P9z6N6zsFKGn8pIlmZmbvk/EEQZCNrU12VlbXbbLB4/FYLDUi7YuAgEAlEJYngk8CQ0NDewf7Lq+cSCQqjerq6tqiZvo74OzsXF1VKWylXELXsDyxmITliYCAQCUQ4omA4FMEq6UJQeXN3ZG7HDxePYul1g3UMAEBQVeEEE8EBJ8ovr17P3r4kNQ1aRA0MJit5u0TEBAQfFAI8URA8Ini2aNHXm6uVColdUGkUimD8Y7JhgQEBATvCSGeCAg6O42NjTwer8NLsmloaJiYmGRnZZG6IBKJWEura1dIJyAg6LoQ4omAoLPz57p1c2bMVLS66yjIZLKNrW1Gcxe/LoRcLheKRO/Q14+AgICgQyDEE8EnAYIgyq3HXgWG4TeadtrewhtXeOMYUBR97QpSqVQkEr02OBqGYeUue69FLpe39tacnJwqKiqxlmddChiGJWIxIZ4ICAhUBVHniaCbIxAIroWFRd69y+XW2drZzpg109v7RXdVFEHv34+6evlKcVGRvqHBqNGjhwwZqhyJfObUKTqDaWFhfvrkqaKiQjs7+2nTp/f06aVYISw0jMer9+zhdfrEiazMTCtr6/ETJ/bt11e5CnNdXd3Vy1ei79/n8XmODo7TZ87w7NFDeZBCofBWeHj4zZs11TXW1taTpkwJCAwgkUgikejsqdNJT5/Wces2rd8wZdo0d8+mDn05OTlnT595lpzMZDIC+vadNHmygcGLRm95ublhYWEhIUMeJz6Kjo7+6edfWrS/BZhbWIhEouqqKgtLS1LXQSaTiYQiNrsja38TEBAQtB/C8kTQnWloaPhz7bq1v69GUawNanTU/W++XpaSkqJY4czp00sXLykqKuzl6ysRiVf88OPOHdvlcJMtB0XRG9eub1y//pcVP9XV1zk4Ot67d++bpUvTnj9XrHD/3r3N/2xc/u23JSXFLm6uTx4/Wbp4sXIWW11d3f9+Xfn3n3+iKOpg7xATHf314sVJSUmKFWQy2aYN//z84wqJSOzk7JSYmLhsyZLER4+Asaq6uqqxsVEmk5WWlyu6sT5LSl44/8vwGzfc3NwMjYz/27lrxfLlVVVVim0WFxcfPnBw7e+/b9uylcuphcitpvR7eXs9efyE1KWAYVgkFqtrfNSmJQQEBAQvQAkIui8XL1ywt7E9sG8fcF2lPEvxcHH99aefEQRBUTQrK8vPt/dXCxYK+FjxcRiG//zjDxcHxwexD8DLEQSZ/9ln1uYWx44cAVuIiIhwdnD8b+cuxQq/rFhhaWr276bNMpkMRdHExMQebu5rfv9dMYbDBw862dlfOHce7LSkuCRk8OAlX30F1kdR9M7t2y4Ojpv++Qe4DjMzM8GowCyCID989+2QwUFcLhfFtyAWiz+fO7evn39OdjbYwq3wcBdHpy2b/wW7wCRdVJSjrd3Q4JDU1FSpRKJY/iocDmfdmjVgX12FmpqaP9atU/UoCAgIPl0IyxNBtwVF0XsRkSYmJqPHjgVONHcP9783bBg4aCCIAUp89KiOy502Yzpo1kuhUCZOmqSuoR59P0qxETmC2NjYjBg1CmzBwcFBW1u7rq7uxQpyuamp6ZixY0C1aytLKxNT0zpuHdiFTCaLjIh0dXMLGTpELpfLZDJTM9Og4OCkJ0+rq6ub/Ib3onR0dMaNHw/a3Do4OPzx558jRo1EEAS0UsFaCoNurHjYU0FBQdLTpNFjx9g7OIAxDA4K6tnTO+rePUXdAey7TSZPnTbV3d2dRqe3UUxSW1tbV0+/oKCA1HXg8XhamkS0OAEBgcogYp4Iui1Ckai4uMjc3FwT10ZAiIwcPUqxQnFRkZq6unK4j4G+vpGRkXLdbQRBdPT0WCwWmKVSMJT3giCoFltLsznzCyJDVCpVEaAtEAiqq6rKKyqmTJjY9AII4tbW8nj11dXVpqamYrG4pKREz0BfV08PPE8mk4NCgl99O4ptlpeXSyQSOzs7xVNUKtXewfFWeLhMJmMwsIAtlESi0+kGBoZvPEoUCsXGxuZ5aqq9vT2pi1DLqdXX11f1KAgICD5dCPFE0H3BbKstc82wWQSl0rAzH1M5CMaLZxFELkcoSrHemJp5Uw8QCGrDgot5A62srGbNnk2mkMFI6DQ6nU63xEUbio0SQeSYW03xGgQbhpxKpb7WYkQlY+oNfjnJDpbJyBBGiwNAagcOjg53bt2WyWRdpc8ul8tVaE0CAgKCjw/htiPotrBYLHMz87KyUh6PB5aIRKLl33+/ZfNmIJgcHB2FQqFyoaOSkpLysjJbuw6zwWhoaBoaGWEOwcmTJk+ZMmXq1ClTp1pZWzU2NjKZWIFsJpNpamrGqcEAL5FIJKtXrfpjzVqZTKbYDgRBivQ9S2srDU2NlGfPFM8KG4WpqanW1jZ0Ov0dBmlnZ1dfX19bW0vqItRyOHqEeCIgIFAdhHgi6LaQyeTgISGVFZVnT5+WSCSwTHbl0uXrYdd09fSAEOndp7etne2BffsL8gtgGK7lcPbt3k2j0YJDQjpqDHQ6PWTIkPS0tNMnT8pkMjksT09L++brpdfCwoCVCHPSBQfzeLzTJ08KhUIYhm+H3zp35ixbR1tJCUEikUjA5wPNZ2FhMTgoKCw09F5EJAzLJGLx8WPHsjIzR44e9W6mIwiCnJycUp+9SELs5NRya3X1dFU9CgICgk8Xwm1H0J0ZNmJ4enranv9237h2ncliZaanDx85YsKkpvAjU1Oz31at+t+vKyeMG2dnZ1taUoqg6Mr//ebi6qLYgkQiEYvFilkURUUikXI/OKlEIhKJFA4ykA2nXHZywqSJWVmZf6xdd+rESU1NzfS0NFt7+19W/qqIoxoUNPjLBQsO7N8fcz9aU0srMyPDPyBg9uw5ii04OTudO3Nm0oQJ6/78KzgkmEKhLFm6tKqqeslXX9k7OIhEwtKS0lmzZ4+bMP6lGty4FGvngfIL8D925EjI0CGkrgC/nsdms1U9CgICgk8XqMMbZhEQdCokEkncgweJjxKlUom7h8egwYNbXHcL8vOjo6OLi4oNDA369x/g6uaq/GxiYqIchn179wZx4mKRKCEhwdjYxNnFGayQ8iyFz+f59u4NIrUlEsnjxMcaGuo9vLwUGxEKhbExMU+fPBEJRXb2dkHBIWbmZsp7kclkiQ8fxcfHNTQ0uru7Dxw8SNktVV9ffz/qPq++buDgwSBSCltYVx8dff956nMmk9HLx8c/IEDZZ1dTU5OclOTu7m5iatqeoySTyXbt3Dl5yhQzs5cG1glBUXT9n38tXvo1oZ8ICAhURXcTT7W1tRnp6QX5BVWVlQj6IhC4k0CGyEYmxjY2tq5urrq6hN+BoBNx9coVGo02YuRIUueGz+cfOnBwwaKFampqqh4LAQHBJ0r3cds1NjacOHbiWljYs+RnQmEjjUZro7aNqkBRVCaTqatjZolRY0bPmj2buAAQdBLs7e3jHjyQy+UtajF0Nng8PovFBFW1CAgICFRCN/kByszMXLVyZUx0DIPJ9O3t4+LiYmZuTsYzujsVcrm8rLQ0IyP96ZOnjxMfRUZErF23ztHJSdXjIiAgOTo6hl0Nra+v7+SJbHxePYulRqN2jaoKBAQE3ZLuIJ4yMzKWLPrq+fPnvr17L/1mWUBgoKIoYueEz+c/iI3duW37vYjIJTWcXXt2E/qJQOXQ6HRzC/PMjIzAvn1JnRg+n89kMtvo1kdAQEDwoenypQp49fW//fprSkrKxMmTjp08PnTYsE6unEgkkpaW1vARI46dPDl+woTk5OT/rfyNz+OrelAEBKTAvn0fJiR08gPBx9x2TYmKBAQEBCqhy4unUydPPoh9EBAYuGbdOl3dTu1uaIGevt7aP9b5+fnFRkefPXNG1cMhICCZmpnJ5fJaDqczHwuJVPJutUAJCAgIOoquLZ44HM65s+c0NTW//e57AwMDUlfD0Mjom++/U1NXP3vmTBeq70zQXWEwGNY2Ns+Uapd3QsQSMWjkTEBAQKAqurZ4ysrMzMrMdPfw6NuvU0dptAFeWMgtIz09Jytb1WMhICDZ2toVFRZ22gomWA1SkViL3dSGmaCr9pzEQV6m0551BATdLWD8WXIyiqK9e/em0btq6g2dQffx8Xn08GFKyjO/AH9VD4fgU8fZxfnu7dt8Pr9zlqCUyWRikYitRYgn1SMWifgCASi4L5PiyGRNE1KpWCwWNjY2CoUioVAoEgkbG8UiESyXt5BLWCNuvOkQlUqlUakUGo1GxWj+2zxDo7GYTHV1dTV1dSaTSVfAYDCaJ14so9PJnbvcBkE3oGuLp/LyChKKWlo11VzuolhZW5FQFHsvBASqRl1dXUdXNz8v37unN6nzAcOwWCzW6pTCrvshb4bP41VXV1dVVVVXVVXij7W1tTwckVAokUqlEgxMNOF/JBIJiqIUchOQYgKvvaeowNeiFJ/CIqU8/QIEAcqLTCYzGQxMNinxYhYXVAxcYLFYLA1NTT1dXX0DA30DA0P8UVtHB1NpOJ2wFiBBV6Friye5XA5uWUhdGSrezFXe7jZkBAQflL79+kVGRHRO8SSTyURCUefPqO2i8Hm8yqqqyoqKouLirMzM8tJSIJUaGhpgGJbJZPg/7IFMJmtpaWlra6vh6GhrN8mXZiMQg8FQV1dnsVhq6upqLJaamhqTxaJSqc066oWugnBNTCGTZTAO1kBbDmP7waZhfBr73EUi3JIlFIvFQKQpJiQSiVAorK+rkyghk0pJEEQhkykv27EYDIaenp6BgYGBoaGhgQE+ZaCrq6uhoaGpqYk9ZWjY1a8pBB8B4hQhICB4CRtbG8EVAZ/P1+p83jG5XC6TyTp5DfSuAjiY5eXlWZmZGRkZebm5paWlFeXlZWVlIqEQGG+A7NDQ0DAyNjYyNjY0NDTGHw0MDDQ1NbW0tFhqamA1hdfs4ygPFEVfCCW8FTcmpIDLENjApFKRSCQQCDgcTk1NDfavurqmpqa+vr6srKywqKhJn+FqjUKhaGpqstlsAwMDIyMjUzMzWzs7exxjExNwED7CmyLoQhAnBAEBwUuwWCwrK6vUlJROWC1TwOcTqXbvSXl5eUF+fmpKyqNHjzIzMzk1NWIcmUymr69vambWf8AAS0tLJ2dnS0tLIJi0tLQwLxeVSiF3WI6RVCoFliTMrCSVyWAp9ogjRxASFj6Ox49DmHEKAOxGilgnJgtDS0urPd43BEGAC1IsFtficqoGqCqc+ro6gUBQX19fXV2dkZEhbGxkMJnAlKatrQ1klJ29vaWVlYGBgbm5uY6OTkcdB4IuCiGeCAgIWmJjY52Xl98JxROXyyU6ar8DUqm0qLAwJjr60aNHOTk5OdnZjQ0N6hoaTCbTwNDQycnJ2cXF0dHRzMzMyNjYBLe1vP+HBYw6iFxeUFBQUV5eV1dfy63lcrlcDlcg4OPh5FhAuQwPNAcKCvMKSqVyPPMOiKcm3YQHTFGpVIV9i0anM3FYLBaTxWSz2YaGhoZGRgYGhkZGhgaGhnp6enigOY2MCz7gJaTRaEwmE+ihFqOVSCR8Ph8TVNXVpaWleXl5ebm5ebm51dXV8XFxUffuSSQSGo1mZGRkZWVl7+Dg3bOnj4+PrZ0dk8l8/2NF0OUgxBMBAUFLXNzcYmNiwfW1Ux2d2tpaPX19VY+iy1BbW5v2/HlCQkJMdHRmRkZjQ4NEIjE1M/Px9XVxde3Tp4+npydwS72/J1QgENRyMJsOp4ZTXFxUUFiYn5tbWVn11/r1+/buuRcRSaPRgO0HVCXAzElKIeQQCf8PzOKLFFtWLmHQWkQ5BEGUl6HT6YaGhlY21tZWVlY2Nqampnp6+np6WPD4a+UOg8HAw58MXFxclN2atbW1ebkY+Xl5JSUllRUVmZmZjx8/vnzpEoPBMDI27tOnT0BgoKOjo72jI4Mo3/rJQIgnAgKClmhrazNZrJKSEufmC0kngcvlWlh07ezaj4BMJnv+/PnNGzfiYmNTU1MbBAINTU0TE5NRo0f37dfP3sHB3t5eXV39fXYBwzCfx8vOzi4sKMjLyy8tKampqeHW1tZwOHVcLoIgFDwYXCaTJT565OHhEXk3AhNMZPI7qLT258QpakeBAPP6+vrMzExsXi6n43Hiunp6mGvS1NTZ2dnFzdXJ2ZnNZrdWsB6IMDOc/gMGgIVVVVW5OTm/r1qVlZkJ7Hl5ubmnTp40NTOzt7f38vYeOXKks4sLESPV7SHEEwEBwWvwD/CPexDX2cRTLYfj7d0Z0wA7AwiCpKelxcfF3bxxIyU1tYHPlyOIp6dnHz+/4JCQ3n36aLyfHZHP55cUFxcWFj5Pff70yZOsrCxhY6PCNwfqEVAoFAaDoXiJTCarrKgYM3bsfzt3fYS6AMq7ANMKrYaiaG1tbU1NTQZu9wIR7kwm09LKys3NzdnFxcHRwcra2sLCou1dGBkZ1dfXkyEIpBwCgUUikaqrqspKS2NjYg4dOODl7T1m7Njeffo4ODh84HdMoDII8URAQPAanJydb4eHi8XiThXSUVdXp61NxOq2pKam5s7t23fv3El59qyoqAjUEeg/cOCs2bN7+fiYmZm929FGEEQsFufn5T158jT12bP8/PzS0pKK8goEQUDRASBQ2mg1SKFQSktLNTQ1yRQKihfDVBUKvx6YRVEUhmGBQJCakvIsOVkul2toaFhaWVpb27i5u/n27u3u4aGpqflaO5mjo+Ou3btv3Lhx/ty54qIiBEGA3xOsLJVK4x48iI2Jsba29u3de8SIEX3791dTU/vo75jgw0KIJ9UDYjMJMy9Bp0JDQ8PM3Dzt+fNePj6kzgGIbqF32XYCHQ4Mw0lPn964fj0sLKymulosFpNQ1MHRMTAwcNacOW5ubu/2q1JXV5edlf0sOTk5KSk5Kam2thZk/oN8t7fqykyj0VKePePx6q2srPJycztPjQlFrBUIJwcHMzsrOyM9487t2wwGQ1NT08PT0z8gwMvby9HJSTm9DoIgB0fHbxwd58yde/7cuSuXLqWmpgJxBqLbwU96SUlJYWFhWGiopZXVqFGjRo4a1dnsuATvAyGeVMnjxMdXr1zJy8ulMxgJCQmrV/1OIr1Fdye5HPli/hfWNjYfcowEnygQBFlaWeXm5HQe8SQUiVgsFoWouEMiNTQ03L5161pY2MOEBC6XC8w/Lq6uk6dMGTJ06Lt5i/h8fuKjR/ej7j9LTs7NyamrqwN1uEFY97sZIMlkcm1trUwGBwQGZGVmdh7x9CpA9ADdA8Mwl8uNjIi4c/s2W1vbwcHB3d09sH8/Pz8/bW1thd7S0dFZsHDhuHHj7ty+ffz48Yz0dLlcTqPRgDIDNTkRBMnPy9u8adPZs2eHDx8+e+5c+1cS/Qi6IoR4UiUZGen79uxhsVg0Gi0zIyPt+fO30U4kGSwbPmIEIZ4IPhBu7u7JSUkiXLJ0hoPMr69nsdQ6JIu+65KRnn7n9u0rly/n5+dLpVIURdXV1X19fceMGzd6zJi3jWpCUDQnOzs9LS36fnT8gwccDkcikZBQlEqjddSHDkFQZUWFtbU11kRBKRyqM6Moj0Cj0URC4dMnT548fnzm9GltHR1fX9/gkBCvnt4KDWRoZDRz9uzxEyaEhoZeOH/+cWIiDMNUKlVh3AIevcqKioMHDly+dGn02LFTp03z9PRU9bskeC8I8aRKQHAlMK0r++PbCRnvHfXBRkfwqWNoaCiXI5UVFTa2tqROAJ/PZzKZn6aDWyqVJiQkXDx/Pj4urqSkBHzxtbS0Bg0ePHHSpIDAwLeKqoFlcF5ebmRE5OPExIz09JKSEhBDDUHQW3nl2gOZTI6NjQkZMoTBZIKaAqQuBZlMBscERVFube31a9euX7tmZW3t5eU1OCho4OBBoPCYmrr6tOnTh48YEXXv3oljxx4/fgzqQil+osF5y+fzjxw6dOPatZAhQ+bOm+fm7q7q90fwjnyKP0MEBATtxLdP70cPH3YS8cTj8dTUWJ3Z9fMhKCwsfBAbe/7s2efPnwuFQmARsba2HhwcPHXqVDd397eSIznZOY8eJly5fOV5aqpQKAQ2kg4XTMqQyeSUZylfL11qYWFRVFTUdQ2HwBwFjhWWdZhfcOP6dX19/f4DBgwZNtTH11dXV5fNZo8dN274iBERd+6cPn067sEDkUhEp9MVnxGZTGYwGFwu9+SJE2GhoePHj5/3+eeOTk6qfnMEbw0hnggICFrF09Mz9n60XC7vDJIFtzx1CgfiR6s7cOH8+Xv37uXn5qL4EjqdbmNrO3Xq1OAhQ94qdEYkFMbGxt64fuPRw4fFRUUg9BtvuPIxLgFikQiUMi8oKCB1C0A8E4qiNTU1Z06fvnzpkru7x8DBg8aOH2djY0On04ePHDkoKOhBTMzJkyej798XiUTKVijgZxCJREePHo2MjBw/ceL8+fOJ6q9dC0I8dS5A0ZT2r4yoNPuXoNuDtUo1NMzMzHRzc1P1WLBrMJ3xAW0knYTa2tr4uLjLly7FREcLhULgMFJXV+/Vq9fESZOGDBvW/obNMAw/T02Nunfveti1/Px8iUQCSm+TPiJkMpnH42VmZuobdLfS8MAWxWAwUBR9+vRJUtLTg/v3Dxg4cNSY0X5+/jq6OkEhIYOCguLj408ePx517x6Px3vVClVeXr5j27YL5859Pn/+2HHjTE1NVf22CNoFIZ46EXK53M/fb+y4cXK5vD3rIwhiZ2f34cdF8OlCJpOtrK2yMjqFeJJIpfrt1g1dkbLS0osXLty5fTs1NRWGYbCQzWYPHDRoytSpvfv0aX8QN4fDuXPr1q3w8GfJyVVV1XQ6HVyqSR8dCIIaGxufJScH9u1762Y4qTuicOc1NjaGXr168/oNd0+PMWPHjp84QU9PLzAwMCAg4GFCwunTp2/dvCkQCF6Nhaqurl63Zs3F8+cnT506c9as9yxnSvARIMRTJwKRy11cXKfPnPnR9gjLZMo9pF4LyBb5WCMi6HS4uLpevXxFKpV+ZIvFK6AioYjN1iZ1OyQSyePHj69evnzn9m0Oh4MgCJlMRlHU3t5+cFDQ1OnTnZyc2h/YlJb2/HrYtYsXLlZXVcmkMiqN2hmSJWtqaoYOG97tg/1BdDmKoklPnjxLTj504MCESRNHjhrl4urq5+/v5+//LDn54IEDd27fFvD5NCUrFHDkZWZm/rF27elTpz7/4ovhI0YYGBio+g0RtEo3P5W7HO20Ob0nlRUVZ8+cfZacDMMy0IWzDVASamZmNnHSJN/evT/C2Ag6G+bm5o2NDRwOR7UOBVgGi8Wi9nusugT1dXXh4eGhV68+efKkQSCgUCigXLWDo+OUqVNDQkLaX4gEQZBnSclnTp+OjIioKC+n4rYNBrNTlAagUqn5eXkQhE0oLGrdGMwQhRv5ysvLt/675dzZswMHDZo9Z46Hp2cPL6/tO3fGPXhw5PDhiDt3sIw8JQkF7k/y8/JW/vzzmVOnpkydOnHyZE1NTVW/IYLXQIinT47MjIxlS77OyMhQ7lXeNhAEXbl0+bdV/5s5e3aXyzQmeE/IZHIPL6/Hjx+PGTNGhQcTtHrVYncT8ZSaknL79u1LFy6UlZXJZDJQFojBYPj5+4+fMGHY8OHtLz0gFArjHsSdP3s26t49oVCIa6ZO1FEHiKfUlFQej9/Dy+thQkK3tz8pAPakqsqqUydOXr92beTIUbPmzPbs0SMgMNA/IOB+VNThQ4diY2KkUqmiLpTCkZeSkvL8+fNTJ0/OX7BgxMiRhCOvs/GpnMQEgMbGxo0bNqSlpTGZzLeSQWKx+N9Nm909Pb28vIiD+anRq1ev/fv3q1Y8wTAsFom7uuVJJpPFxsRcunQpNjq6qqpKkbdPo9GCgoJmzp7dt1+/9kcmNTY23rh27crlK48ePhSLRFirWxW7Vl8PBEFisVgmk/by9XkQG/vpiCfl1DyRUHTq5Mm7t28PGzECL0/gOHDQID9//8iIiEMHDyYmJsplMkV1cmCFQlE0MzPzxx9+uHjhwhdffBE8ZAhR2K/z8GmdxAS5OTnR96PfVjmB739VVdXt8FuEePoE0dPT09bWzsvLU2GCAiaeJJLOKQ7aA4fDiYyIOHPq1LNnz8RiMZVKZTAYUqlUS1NzwKBBM2bN6hsYSG53cCGXy70WGnbi+PGc7GyZTEan0YCfqNNCJpNzc3KNjYw/TmRCJwRYFrl1dcePHbt27dqEiRPmzJtna2s7YuTI4ODg0NDQkydOPHn8WLnPKagogaJobEzM48TEAQMHLli0yM/PT9VvhQCDEE+fFny+QITXXHmH15LJ5KrKShDN+gGGRtB5oVCplpaWGenpKhRPQuy87dT6oDVqa2vPnzt3LSwsJTkZbbZDwDCsrq4+YuTI6TNm+AcEtD8nA4bh0CtXjh87/uTxY5DMoZIcureFTCZHRd774sv5bDZbJpN9st5/4MgT8PkH9h24e+fu3Hnzps+aqaGuPmny5MFBQTdv3Ni7e3deXp5yOh5QXQiC3AoPf5iQMHLUqC8XLHBwdFT1W/nUIcRTV4XP58dER1PIb5cHl/Ls2XumzrU/UoqgO+Hk5BQZGQkKUqtkANzaWn09PVKXIicnJyw09MK5c4r+JyC3TldXNyg4eNbs2T6+vu2XETAMR927d3Df/oSEBBiGlV08nR8IgkpKiu0c7C0tLbOysrpunfEOAS8bQS8uKlq3Zs3VK1cWf70kZMgQXV3dmbNmDR48eOeOHRcvXGhsbFQ+SkBCNTQ0nDxx4lZ4+IyZM6dNn25lba3S9/FJQ4inrkpRYeHsGTPf1obUVe5TCTobtnZ258+fr6urU1X6NJfL1e0i4glF0aysrJMnTkTcuVNQUECn02k0mlwux5x0WloTJk6cOn1677fMXU18lHjwwP7IuxGgVnWXc19CECQUiaRSqY6uDlHaFwC0UcqzZ98s+Tp46NBl3yxzcXU1MTX98++/g4KD/9mwITUlRdkEpTBc8Xi8bVu23Lx5c/qMGdNnzOjqgYBdFEI8dVXIZLK6ujqhhAg+DlQq1dHJKSUlJSgoSCXHvJbDMTQ0InVu5HJ5YmLi6VOnIu7cqauro1AoLBYLQRCxWGxkZDRk6NDZc+a4e3i81TZTU1KPHzt69fIVYIrocrIJAEEQr77+yePHlpZW8Q/iVD2cTgSNRoPl8tArVx4mxH+1ePG06TM0tTQHBwV5eHpu3rjx3Llzchhu4S4gk8lMFisvN/ePtWsvXby4YOHCYcOGqRN1NT8uRPAKAQFBu/Dz83vyKFFVB6u2lqurh7Wv75zI5fL7UVGLFiz4fN68C+fONTQ0MBgMCIIkEom6uvrnX3xx5NixDRs3vpVy4tZyN/3zz7zZs0+dOCmTyRgMRtcNNwQJdznZOQMHDfzUsu3eCCaGmExuLfePtesWLVyQ9PQpiUQyMDD446+//l6/3tDISCKRvBovQcNJT0v74fvv58+fHxkZSZj0PibESUzwdkBd9ueb4D0xNjamM+jlZWWmZmYf/2Bya2s7m9tOJpM1NjZWV1VlZWWdPXMmIT5eJBTS6HTQ7EwsFuvr6w8bPnze55+7urq+1ZalUumdW7e2bdmakZGhqrYqHQ6ZTK6prra0tqbgGWSqHk6ng0KhoCh6/15USvKzz+fPn//lfE0tranTpnn26PHnunXRUVFkCuVV9Uyj0VAUjbl//1FCQsiQIfMXLPDx8VHRO/i0IMRTVwVBEJFQ+La3Gu/ZFhTsFNiQyWQycMC/89YIuhY0Gs3S0ur58+cqEU8ymYz5cTWEHAeRy0VicW1tbU1NDZfDqeFwajmcmpqa+ro6vkDQIBBUVVWVlZWBrHIGk4kgCGZt0tAYP378zNmze739lUwqla75/fezp890gpY4HQmVSs3MyBCLROoaGgI+vwtFu380FFHhWzZvTk5O+nXlb07OTi4uLv/t3r1v7959e/eCiLdXX0Wn0xEECQsNfRAbO3rMmPlffmlLtD39wBDiqauira09acoUKu3tPsHqqurHiYnvZvzHywSnjBw2HMYLIqtraBgZGRkZG4MHPX19HR0dcwsLY2Pjd9g4QZfAwdHhYcLDj1+uQiwWM5nMDnf3yGSyBoGgobFR8cjn8zk1NRwc7E91NYfD4fF4crlcJpPJYVgGNwFBkIaGhhabTcdDesEBkUgkbDY7ODh4zmefvbMBgEajMRgMoVDYGXrSdSBUKjUnJ0fYKPQPCLgRFkbrRrqwYyGTyRAERdy5m5WR+ePPP40bP16LzV6+YkXPXr02/P13amoq8Ai/Vnjx+fyjR46E37wJ0vHMLSxU9Ca6P4R46qpYWFru2b/vbV8Vcz96xrRp7+YFgCBIKpNxOBxhYyP21UXR56mpKIoiOFQqVVtb29zC3MrK2t3D3btnTzc3dy22FnF/2Z1wdHIKCw3l8Xg6Ojofc798Pp/FYr2teGoyHSGIWCTicDjAelQLlBGHw+VyBQJMLuEPTY8SiYRCoYBSTFQqlUajgaBvXT09AwMDPfCor29gaKiro6OhoaGpqUmhUO7fv79j2zaZTDZq9Oi5c+f6Bwa+z2kPQdDUadNuXLteUVHRzcKDUBRtFDa6ubmFXrnySdcqeBNACVVUVPz844rkpKTlP/7I1tYeHBTk6Oi4Yf36sLAweStFQ4A3gMvlbt2y5fq1a7PnzJk6bRoRS/4h6FbfTIIPDdQMuM9WGB/ApaKhoeF56vOUZynhN27Q6HQtLa0+fn4jRo308fExIsxR3QIGg2FubpGZkeEfEPAx98vn8VhqatQ2iwOVlJTkZGcLBAJMJFVXc2prgQ2ppqaGz+PJYBizG8kUliMYIpE0NDW1tLQ0NTX1DQxsbG21NDW12Gx9fX09fSUMDLS1tcE1iUKhvFYVubm7e3p6InJ53/79O8Qm5+TsPGr06D27d3cz8QRBUHJSko2traoH0jUAxVQPHTiYlZm57s8/nZydzS0stu/c6du799YtW6qrqlrz6pLJZDqdnpubu/r338+fP79w0aIhQ4e2v1siQXvoVt/MT4qS4uI/1/3xDm679ylPRyaTFa4EBNzXY0EhCCyHURQFt+zg4iGXy7lcblho6M3r152cnQP79R09Zqy7hzsRI9XV8Q8IuH7t2scWT3z+G912R48c2bVjh0QiAeFHyjCZTBMTE0wSGRgYNIsiXT09Ddx2pKGujj1qaKirq7/zCPv260fqUGbNnXPxwoX6+vqum2H3KmQyOTY6ZtDgIENDQx6P153e2gdNxIuLjVu0YMHqtWsHDBwIQdCcuXM9PD3/WLMmISGhRSEoZcBP/fPU1O+/+SagX7/58+f3HzCAOOYdBSGeuir19fUXzp172/bp7xMwLpPJPDw9Vv72Pyy2QyrhcrmcGuz2nlPDqaqqKi0pqaioKC8r49bWkvCrF7j7QVE0Def40WMBgYFzP5vXt1+/bnY//UlhYWkhk0qxkpW6H69wAK+ex1JrKwBILpcXFhRQKJRhw4Y5ubi85GIzMGCz2VQqtQ3TUSfE2tp68tQp/+3c1T1S7QAQBHHruKZmpmbm5rW1td0pHP6DwmAy8nLzliz66seffpo1ZzaFQvH29j587Nj2bduOHzkiwlsltvZakI53LyLiYXz84ODg+fPn+75lgVaC10Jcw7oqmBFITe0j/7DSaXRDI0Nw+bG0tFR+CkXRyorK8vKystKy5OTk+/fulZSUiMVi8O2FIAiG4Yg7d+Pj4gYHBS38alEPL6+POXKCjoLJZFpYWqY+Sx0waMBHO6oisbDtC61MJsvMzGSxWL+tWuXq5kbqFkyYNOnqlauV3SjyCYKgxoZGDofD1tIiqhW8FTQaraGhYe3q1RwOZ9m339BoNC0trd/+9z9vb+/1f/2Vn59Pp9NbuzEAEVQwDF8LDY2LjR0xcuT8L78kuuO9J4TVlOAtAOHhr30KgiATU5NePj5jxo1dtfr36+E3j544vvCrRd49e4Lsa0x7MehSqTQsNHTmtOl/rF1XVVVFHP2uiJ29XWFhAYp8vFI9ErGExWorYgOG4VoOh0ajGRp19irk7cfZ2XnkqFHdqfIhVmecx3sYn+Dp5UX4j94WCoWCIMiWzZvXrl7d2NgAFo4cNerEqVMjR42CYbjtU0WRjnfi+PFJEyb8/eef+fn57/5ZfvJ0kxsags4Gk8XyDwjwDwio43ITEhLOnz33IDYWFCkBadj79uxJfPRo1erf36EQDoFqcXF1jYyIaGhs0NTU/Dh7FInFFm028KqsrEQQLAwvKytLX1+f1F2YPWf2pfPneXx+95AawAJdXl42ZOiwfXv2qHo4XQ8QC3H08JHGxsbf16xhs9kkEsnK2nrLtm0urq779uwRCARt22gV3fF2bN9+8+bNfv37e7i7a2ppMRgMJpOJ/2Po6urq6unRaLRuY/L8EBCHpquCIEhjY6NcLu/kjYF1dHWHjxgxZOjQxEePDuzfHxV5TyaTgRZdT588mf/5F8u+WTZz9mwi+qELoaGhwWZr5+fn9+jR4yPsDoZhkUgErhOtkZGRIYNhqUTy+2+/HTxyxMrKitQtsLG1nTxt6u5d/3WbyCcKhVJWWqaro0MmkwnP3TsA8iHOnT4j4As2bNoIQg/V1dW/+/57Ly+vtWvW5GRng0iJN8ahF+Tn5+bkKIoegzRqrPoxXnfGxtra2gZ7sLSyUqSgtv01/KQgxFNXxcra+vipkxTy2xX4Tnn2bNfOne+TcPduUCgUP39/7549w2/c3LljR1ZmJlaOmcGor6tbu3pNelr6zyt/1etkzTcI2iAgMCAuLu6jiSexSNx26/iSoiI5DNNotOfPn/+7adOWbdu6h6mGRCJNnDTp6qXLpWVlCjOA8nURm1KeffmS2fasSqDRaCkpKXyBwMzMrLi4uNt8TB8TrKQ4gxF+8yadTl//zwbN5q/GoMGDbe3s/li79uaNG29s/yCTyRAEYbPZXl5eBkZGIqFQLBZLxOJ6Hq+Oy62vq3tYVRUdHQ3a6unq6hoaGhoYYlhYWNja2trYYujo6oJaaKRPD0I8dVW0tLRGjhr1tq9SV1ffvm3bu4sn6L1+fxkMxtjx4/oN6L/nv/+OHTkqxpNEUBQ9fepUZWXlxn83E9XJuwr2Dg7Xrl1rbGx8n/T+diKTyTDLk3Zbt7w1NTUymczNzU3Q0HD50qW+/fpNnjKF1C1wdnGZOmP6tbBrVDzkBUFQBIs8lCNIc4HaJvDleFFQRenaFmDL5XLlULWW2qvN2bcVZxD+36uzVZWVUqnUz98vNzdXYXJusfJ70hlk4gcFgiAajXb1yhUGg7Hurz8VX0MrK6tdu3fv37v3v127+Hx+C78bODGAv8LWzs7Pz2/GrFkeHh6grR4A1KCp5XILCzAKCwpKSktrqqtrqqsz0tNjY2LALzmDwaDT6foGBrY2NrZ2dra2tmbm5k2VQAwMuo2htA0I8fRpoa6hDsoHvMOPC4Igenp673+nqKur++tvv3l4eG5Yv76osBD42u9FRv7w7XcbNm40tzB/z+0TfARYLJaFhUVqaqqfn9+H3pcchiViEbPNqhx8Pl8qlfbu06eHl9f33323bcsWHx+fblOMcfHXX0+bPgPXTMhrBFPTVAuhhCBy/N/rhFRzjTa5HMb+A/Mw9g9ubugHnsGnmpc2vQKfaVqu9AS2Nl71TWn5i0027QKGyWSyUCQ6cHA/p6paW1sb/BAB/91Lj/jUa596/frgKRT/r92vUqYte17bs+0WlG2/8G0BLe0uXrigrqH+2++rGPQmvUKn05csXeri6rpuzZq8vDzgj4MgiEKlMhkMS0tLD0/PXj4+Lb4gLwaD6y1zNTVzc3NF9TIBn49V6MdLzhYXFxfkYxQWFNRUV5eVlt69e1cikVCpVAMDA0MjI0NDQxMTEysrKxvcQGVlZaWmpkajUrtZU3lCPH1aODg6+gf43793n8l6uwJRMAzr6ukFDxnSUSMZPXaMq7vbyp9/fhD7gE6nM5nM6Pv3ly5Z/O/Wrd3mmteNgSDIxsYmLye3T58+H/ouX44gzDZT7UBEOQzDdvb2EydNioyIuHD+/D8bNuzYtat7RLyyWCwzcxU0Y26NdoiYpjVeXVhZWRkUNPjixYvnz18YNGiQRCJRlmew0r/meUx5vbT8xQqIYv7l5S9t48WGmh5gXOFhSu6F7kRxU97LErRpuRxf3mzta9KlSivgM02rNK3R0tz32ieaxTCKvIWpr4UxD4JQFN27e4+amtqKX36hKKmTwUFBDo6O9yIiEBQFhiJzc3N7e3sNTc13CDDV1NLS1NKysbFRLIHxev1VVVXAQFWQn19WVlZTXV1VXf3o4cP6+noQmMFgMPCz19zOzg7TUjY2xiYmhgYG+gYGH7NQ3IegO/yyELQfTU3N5StWFBcVFRQUgtsR/D6tLcCdHJ1OX/z1kl69enXg0bazs9u+a9fKn38BznsGg5H4KPGnH1fs2LWTaOfS+XFxcXmYkCASiT5c2wexSLRi+XJho7CGwyGRSDNmzjQxNXl1NRRFxUIhCUVNTEwoFMp333+fEB9//dq1ESNHjh4z5gON7VNGcUV/B90cExNTUFA4ePCg4cOHU6lUDQ0NUmcCKBz5K55PJcH0ksR6RUgpFFFrftPXCyllu5+Smmw22L0sC1/Y+jAzn1wmlfLqefEPHpAp5ICAQMV7sbCwmDNv3gc6UFQca5yBgwaBhfV1daBxZHV1dVFRUV5ubl5eXjE+kZ6WJpFIZDKZpqYm1kne0NDIyAgTVfb2QFfp4fl9XSh8ihBPnxzePXseOX78xPETaWnP5TAM7nbaxsjYaPyECSEdZ3ZSYGhouG3njv+tXHnh3HnQRiP+Qdzv/1u1Zfu2btZSvvuhp69PoVBLS0ocnZw+0C6wysiR97hcLpVCyc3JGTVq1GvFU11dHae2lkang2A+J2fnJUuXrvrtt93//RcQGEgkInQeEAS5ePEiiUSaM2dO5zQKQmQyhfyWaTidAIFAMHXq1Pj4+CNHjowdO1ZVw9DW0dHW0bF3cACzKIrKZDKJRFJcXJyXm5ufl1dQUFBZUVFVVZWXl5eQkIAgCF4bAUNfX9/Ozs4W11IWFhZYaLqRUWf+8nbG0/dT5uP8oNjZ2/++ZrVQKJRJpS2sxK9ChiBFNseHQE1Nbc26dRKxBAQ/MpiM69euWVtb/7zy1w+3U4IOoY+f38OEhA8nnkgQxGKxGAwGiqLaOjoWVi8VtVdQh8NkMhX+iOkzZkTcuXPv3r3z584t+uqrDzU8grckJycnKempoaGhn5//a1cAl1sEQbAYHbxXJnGM2wOVSnV2drp58+ZXX31lYWHREy9NrHIgPCqLTqe74YCFYrG4pqYGC56qqVFYpwoKCqqqqkpKSm7duiWRSFhMprGpqYmxsYmpqZWVlaOjo4Ojo62dnZqaWucpakOcmp0IMoWSl5cXfuOmHGlX9SYURf0DAt5Zm2Pels7RZ1tDQ+OvDeuFQuGd27cZDAaNRjt44ICJqenczz6UzZmgQ3B3d4/AY0U/XHINhYpZAVAU7eXTq7WYcT6fz6uvV1NTYzZbKzU0NL7/8cfHT57s3rVLV1dPQ1OdTKZQKE1VbMhNM5BiGn9K6Q8FrPDq8pcmQSjuB3rj3ZLo6OiSktLJkydbW1u3eOpZcnISTnZmpkgkolAoJqamTk5OPr17+/n56ejoqGjIXQMWi7Vx46aGhob9+w8sWbI4NDTMwMCA1Gn7O+EolsB4hbaKigpMSOXn5+fllZeXV1ZWFhUVJT56JG+2TqmpqVlZWzs6OTk4ONjZ2WFuPzw4XVUKmxBPnQgKhXI/KurO7dvtXB+G4cuhoYF9Xzi534crly97eHjY2duTVIGWltYff/1VU1PzLDmZTqfDMPzv5s2eXj28vb1VMh6C9qCuoW5qapqZkfGBOhXi9QCxtqYkFPX3D2gt07MRR1tbW13pZsDX13fkyJGHDh2YOm2q8spkMmbSUGipZkkEZpuaBwPxpAxeOFBZOimvSW1+pOA1mamgNHPzX/wfeMAAsSLYFL5+0zpKayo/tljzxYuBaGsKW3x5orXl4C9Jdcjl8oSEeBKJNGBAPwaDIZFI+Hw+iUTi1NQcPnTo1q1bVRUVVBoNi3rGx5qdnR0ZEUE7cKBnz54LFi707d0bkcvV1NU7W5hUJ4FCofzxx5/Pn6fFx8evXPnrzp27Oo+Rpm3AWY0FPzVffWAYrsaLI9RUVxcVF+fk5OTm5OTn5WVlZqY8eyYWiVA85MPExMTYxMTCwsLeAcfRUU9Xl0anf5ziYYR46oynUTtXhmG4A8PrcnNzb4ff+m+vynommJqZ/vHXn19+/kV1dTWVSuXW1v65Zu2BI4e1tbVVNSSCtiGTydbW1lmZWR9KPGG9qGkIgjAYDMvWi4aLRSKhUGhlba2lVP4YgqD5X35561Z4UXFxLx8fPT09mUwGgnBBqr5Sxv6LScWUTCYTi8XKS/C/Skn+2JIO6+4H4RXUWqBQP68CXFoKRaWQa0ByKSmtl6SY0sqtCbUXWwV/8P3g/8DDi8eXZ1rMAaXZvAhczORyeXJysqamxsABg+Lj4tb8/nthIZa2IpfLGxoaKBSKwnAIAFtAUfRhQkJyUhKTyZQjiDab/fn8+fO//JLw6L2KoaHhzp07x48ft3//gcDAwLlzu6rlnkqlmuIolsAymUQqLSstzczMzM7Kys3NLS8vrygvz8zMFAmFWLUb3GtvYmLi4Ojo6IRhaWlpbmHx4Zo1EeKJoImQIUOWXFyUEJ/g5//BK/e0Rg8vr+U/rfj1p59RPL328ePHB/btX77iR+JD6rQ4u7qcP3P2Q3nuIIiKiyd7B4dXHT0vmf2lUi1NTTKZ3NDQoEikt7axGTJk6NkzZ8aMGr3i559frnP04o/y46uzLRa8rLqAomoSVeBJGQ5I5MYnFNPY44vFsOIPWK54xYvXvrzai+UgzV4mkwmFQvQVgJfzlWUdAG60w2xDCoX0RvD1m6xlMAxnZWVBEPT3+r+z0jOqqqp0dXWBQmKz2W04QLE3gOUFY++Dy+Vu+ucfCwuLQYMHt6YsFdLzE6Rnz56rVq2aP//LTZs2DRs23Ki79Mmm4nLe0clJEWHJ4/GqKjGKi4qysrIyMzNzc3NLS0vz8vKuXLokRxATExNLKytra2sXF5ceXl6ubm46OjodqLkJ8UTQRI8ePRh0xt49u3v59Pr4/VsUTJo8OTkp+cSxY3Tc+nrowIF+A/r36dOH+Jw6J6amplKptLKi0sra6gMFnMIwbGtna2r24ja0BXK5HDRmCRk8uMXLYRhmMplHDh8eOWqUm7t7J2wGoix3WpsAD8rLW8gpXFE1STQl3da0VrNoa55XEnBK6u1VkQdjGfQvV0tqA4lE8trlyvY5KpUCw/KTJ08Z6uoOHDTo323bpFKpsbFxeVmZnb39azt1QhDU0NCgsIlt/Oeffzdt+vLL+QiKslgs3OKABcSAR5Be0LyE1fyMouMtmGA1m9eajHCvWt2UZ+l4FmcXMnRNmzb9woUL4eG3du3a+fvvq7tQ8v9bwcZRaCmsiZNYXFRYCIRUYUFBWVlZUVHRo4cPKRSKmpqaurq6q5ubn59fz169XF1d378aTpc5IboloOMpVmifTge/W2/7cgR5UWDt/fEL9D9+9Ni9yMghQ4eSVASZTF76zbK42NiCggIajSYQCLZv3Xrg0CGickGnpadPr8eJiR9OPJEhsoWFZRu2BCxpFD9zXtVGIOyjrq7u+PHj6zdseJ/B4OlBNeibvnHa2tqmZmbtt3woxyp1ZlAUbdZPTRXEgTZSFBp/eVYx92L2woULx48fHz9+XL++/fbv3Zudnb1540asQy2LJWxs1NDQQHCF+GKP+COE/9BRaTQIH8Pjx4/JZAhB0cbGxoaGBkXtJKXHt7CzkclYk5OXodNoVDodE1VANoF8MbwOHfaHyWSpqbFw1FgsJpamwFRMs/BnwdNMFjapxmQyFTW+Qedd5YkP8Umpq6svX748Pj5hz549c+fOtbNTTRjrRwbUDHNzd3dzdwdLamtry0pLCwsL09LSkp4+zczIePTw4b3ISAaD4ebm5tu7d0hIiG+fPu/cYIoQT6rEzs5u8pQp5eXlyUlJtra27p4era0JkSBQrFIZRC7v2JSKoODgo4eP7Nqxs4+fnwq7Z5uYmPyw4sfvv/kWQRAajZYQFx8WenXK1GmqGg9B23h7e+/e9R92hevou3NcPNHUNTT69uvbxmrV1dUSsTh44sRN//776rPhN24s/uqryLt3s7KynN6pqgKHw9mxbduVy5cbGxvbXhNFURqNNnDQoO++/97J2ZnUjcCD9zHe2T2bkPAQQdCBAwctW7ZMLpfv2rHjyKFDmN6FoDf4fFEUxqPQMG8+nR4ybOgff/6lrq4uBL1sccQ4+F8wp5gSNc03ryMWS2BYJpUC81vTnxYIhSJghpM20a7bWqCLyK/ABPJKobmwv5jkerHghRprolmxATH3Qsa1eAQTr94zBAUFjx075tix4+fPn//551/e8QPr4ujhePboMWbsWBiG+Xx+0tOnDx8+THr69Fly8pMnT04cP25lbT1+woSRo0Y5Ojq+7fYJ8aRKAvv2Dezb98L58wlxcQMGDvx97RqVDodkZWWtp6eX8uzZpYsXP/v8cxWOZOiwYaPHjDl/7hyDwYBh+MC+/UOGDNUm0pU7JWxtbX1Dg+LiYtuO7qsDQRCDzmCymIoiMa+Fw+Fgl3bcOP/qswF9+3p6ej558iQ1JeUdxJNUKv31p59CQ0P19PRs7exoNDz7r3UqKyouXrhQVFR06MgRE5PXlPT8ZCktLcFbW2JFB7797rs+ffoUFRVBEFReVnb2zJmKigoQCA/yGZV78NHp9KABA4YMHYqiqK6urr+/v25H1E7EvZ8KN6Wyc1N5oVQhs4CKEotFQqEIIBaLGhuFYnHTHP7Y9BwQdkJ8VaFQ2NjY+Gqx8fbEouFmMAVYIRc6nQHMYcASpvwc0GFMJktdXR2GYQiCDh48ZGxszGazgUmMyXxhHgM1k16xiL2YInUjqFSqrq5uUHBwUHCwsLExLQ3LSbx182ZGRsYfa9eePnlyyNChs2bPdnZxeYttfsgBE7QLqVQKgjPaWOffTZvnfv6Z3gduBmRiatK7T58b168f2Lc/ZMgQc3OV9eil0+nf/oA12agoL6dSqRnpGUePHPnmu+9UNR6CNqBQKJaWlhcvXDAyMurl49O20HkrgEfbzs6ujTKtKIpyuVwSBKGt/NwbGxt79+yZnJR04dy58RMnKvf/ag9xsbE3b950dHLavXevQ3Pp5DbgcDgrfvjh9u3b58+eXfbtt2+1r+5NVVUV1q7ACIs1oVKp/fr3b+o6SyKNnzjxxLFjDx8+rCgv53A4IpEI9JKytbW1trGZMHHikKFDOzzxHju7MLtOx2wWxKI1q6KXpqVSqaglwmax9WJWSZYJJRKJVCoFj1KpTCoFExhCoVAqrW9+FnuqDRFWUJD/xRdfIAiKVzUDvLCOgaYOzYavpr/NC5SXN60FfJRKrkw6nQ5sYErzNBpYu9PKLzV1dd/evX1791701VeJjx6dPXMm4u7d/3btCr16dd7nn8+ePdvA0LA92yHEUxdAIpE8TEgYNWb0hxZPampqTs5ON2/cKC0pObR//6o1qrSEWVpaTpsxY+P69aDAzvlz58eOG2et1JmSoJOw57/dt8LDU549E4lE6/78swPFk6ISbBtBrwiC8Hg8cFFobZ2QoUPPnT2blpbGq69/23akj588kUgk48aPb+f7MjU1nTl79u3bt1NTU1EU7bSXkI+MXC7n8/kQhMX5vvqsvb396rVra6qrS8vKanHxBFLwLCwtLSwsusQxVJhtXn1KXV39nYt8yl62fb2wgL20oGmq2daFSTCZTBYVFRUREenk5NSrVy+wHFjCgDEM2MYaGhr4fP7LJrF2RdKSyZizVRELpnikUCguLi7bt+/o/HVN6XQ6cP4kJyWdOXPm4oULf//xx/179378+ee+fduKEwAQ4qkLUFpSIhAIxPjd2IfGzd1dS0ursbEx7GroiNGjfXx8SKpj2rRpYVevZmdn02i0osLCy5cuffv9913il/STglNT8+jhQyaTiae8dbBiEEskTs5t+dpQFOULBBAeMN7aOv7+/tra2nV1dVFRURMmTHirAUjxUBstTc32vwSUnJHL5YR4enEY8Ss+KFvQ2nEzMDRs503/pwMIbHq31/bu3TsuLk5fX2/Hju1strbCEqY8ofAtAkWlUFYi0Qsd1ux7xBZIJGJgFJO+MIw1TTQ0NNTW1jY2NtLw8iKkroOXt7eXt/eoUaN2bt9+Pyrqyy++WLN27ZSpLxXXfRVCPHUBcnNyaqqr6+vrP8K+fHv3NjQyKiwoqKquPnTggKenB53+oTpvvBFDY6NpM2b8sXYtiqJUKvXShYuz58zVN/hQRc8I3o3Pv5wfGhrKqakhk8mpz1KkEgmjlT4qbwuKoh4e7m27jxEEETU2AkdEa+swGAxnZ+fIyMjnKSlvK56ADMQSwd5m2G+1i08BUB+LQqF2wmoR3RUvL28TE5Pk5GQul6ujo/vaI/9u5doRBGlhCVNMSyRiJpOlwnyjd6Zvv35ubm5bt249cvDgyl9+kUmlM2fPbmN9Qjx1AQoLi6qrq7HAjg+Pvr6+sbFxQV4ejUa7HX4rMiJy2PDhJNUxeeqU06dO5ebkUKnUoqKiSxcvLli0UIXjIXgVU1PTSZMn7dq+g0KlcrncRrzgb4ccKAqFsnzFirYvtyiKSiQSCF+5tXWoVKqHp+etW7c+zh0IQStgmpIwHH80DAwMbGxs8vLyCwoKOrZgAZlMxpq4f7COlh+T0tJSUBQqLy+vuLCwuqZGi82ur69fu3o1m80eOXp0a3Z04iagC1BXxxWLxQK+4OPsbuDgQWS8K4JQKNy3Z+8b07M/KFpaWjNnzwLR9BAEXb1y5eOISIK3YtSYMcampqCoT15eXgcePQqF0rYTEMvHlMtJrYSbKIDIZOCn6MCxEbQfkEYHomqI4/bRsLfHUhxyczvyK9k9EAgEly9f/nrx4tkzZsyYNm3Rl19u37r15s2bz5KTpVIpi8VqFAo3rF9fVVnZ2hYIy1NnRywWFxYWoSgqlog/zh579+6NIgiNQfft3Xv+gi9VXp1yxIgRJ0+cyMnKxtPu0m/fujVt+nTVDomgBa6urkOGDj16+LBAIHj29Kmvr+9bHaKUZ89KSkoo5HcphSyVSQU8Pshvb22d9IyMiLt3GQxGt+lW0eUATe5gWCaXE+Lp4wHyQ3Nysj/iPjs7MAxfCwv7b9eu9LQ0kUhkamray8fHytLSzcPD1s5OS1NTXUMjIy1tyZIlcgQRCoWtbYcQT52d+rq67MwsKpUqEX0k8WRtY/PP5k0sFqukpGTo0KEqj1EwMjYOCRmSnZkFIifOnz07ZuzY11b0IVAh02fOCL1yhcPh5OTkvO1rD+zbd/zY8XeW6aCIc4tIZFCrJyU19eKFCzHR0fm5uUbGxhMmTnzbjYMAprf6FoCVicgnZfDqmgy5HPOxvu1HQPDOgNJrRUXFXeUYos3xgh8qMQhFt2/duvXff+UI0rNXr3ETJvj4+NjY2Gi9XAwFK1Qvl6uxWDqtJ+cS4qmzwxcISstKqFRqfX39x0ne0dXVnTINK+e9c/v2jPSMNuqefzQmTJxw5tTp+vo6Go329MnT+Li4oOBgVQ+K4DXGp+NHj9XV1b9ttXE6g6Gurs5810gpFEXJEFkgEGRnZ9dUVzc0NCQlJT2Mjy8sKhLwMUDrxpX/+987VP1WV1Mjk8nl5eXtfwmXy5VIJEDSve3uuisQBIH+9hxOjarH8gmhh1cTravrpKEODQ0N5eXllRUYoP0Rrx779SCTyXgnHKaJiYmFpaWBgYGRsbGFhcX7N12NiIj4b9cubR2dH3/6acrUqa2FbUmlUjmCqKmra2trt7YpQjx1dmo5HBAlwOFwZDJZh1eKa4N+/frHxsZ2BvHk4OgY2Dfw6pUrFApFLpdfC7tGiKdOyORpU8NCQ0uKi6urq01NW+3j2+Fg5cVp1Ii7d+Pj46urqurr6xEEodPpoMBf/wEDpkyZ0m/AgHer992vf3+1LVsuX7zo7e0dGBgItamHyGRyZkbGnt27qVSqn5/fe7ynbogx3oq1shIrlUnwcdDES2zwP1a8bHtAUbSWw4mPj4+NicnOzi4rLS0rLRUKhVRQx6L5pgtEKMqkUhiGtbW1TUxNbWxtPT09+/bv36NHj3dLEiSRSMlJSVgZ259+mj1nThurgchaKpXahrWCEE+dnbTnaQgshyCosrJSKpF8TPHk6dXj5s0blZWV4FdPtUybMf1WeDiCIBAEJT15UlJSYmFhoepBEbxEz549g0NCboWHFxcVfUzxBPRTbW0tr75e38Cgh5eXqakpm8328fXtP2AAm81+n6Z7Xt7e8z77bN/evUu++uqNPUQhCJKIxXyBYPjIkePf3kUIbnn5PJ6goQFrE46iEH4LrqWpqcVmtxHU1SUAtcUrW4/AJehwQKVvkUgIioyr9gjX1dU9evQo7OrVmOhoLpcrFAq1tLQsrawGDhpkZmFhgKOjo0Ol0RC5HNRSLyvFqKqsLCsri4yIuH3r1u7//rOwsBg9dmxQUJCXt/fbfil09fSYDAYHN0m0YRjGmgW1mcBLiKcuwLNnybBcTqFQODU1YolE422K9b0nEAT17OVzPypqKu7FUy2ePXp49+qZEBdPo9GKi4sTHz4kxFNng0qlTp0x/VpYGKeG81YvBD+U7QwSwhreMRjKd4TAnb102TIfX199fX1LK6sOrG5MJpN//OknWzu7c2fOlJaWvnGQRkZGo8aMmTt3bosoitaQSqU1NTUpz54lJyUVFxfX1dXxeDw+jwf64IKccC02W1tbW1tHx9HBoYeXl7uHx3sqQpUAovVBkxaCjwOVSmWxmFKpTCQSvlH6fzh49fXnzp27euVKUlISLJPp6+v3799/wKBBnp6eFpaWZmZmbb9cJpWWlpbm5eU9efw4Jjo6PT39n/XrD+7f33/AgDlz5wb27dt+/3hQcLCZuXlYaOjU6dP79OnT2mo1NTUkrHtPW17CLvb1+wQpKsR6Z0IQxK2rk0qlH3nvPbx6nDh2TNDQoPmuZtKOQktLa+DAQY/iH0IQJJVK7969O2bcuC53/ej2BAQG9vLxyc7OIpFGt/9Vvr6+ErGERm9XQINIKHr8+LGAj2XYKRbW1nFPnDp5734UaE2vpsZSV9fAUdfQ0ARTTCaDwcD+YX/waRBXoZht7bdSTU1t9pw5s2bPBoKmpX56eR7InTe+i8bGxvS0tNjY2Ii7d3NzckBjM9BlWQcHszFDEIrXgK6srMxISxMIBBS8GZmGpqabm9vQYcN8fHxc3dy6ikUKGCNBe2CCjwONRtPU1JTJsPLfKhFP9fX1Vy5fPnL4cGZ6OpVG6+3rGxQSMm78eDMzM3D/IxaLs7OzKyoqeDxeTU1NfX29TCaDIEhNTU1fX19XV1dHR8fc3NzG1tbG1jY4JOT75cuTk5OvXr4cFRV15fLlO7dvBwUHL1i4sE/7vOSWlpZTp0/fuGHD2tWrDxw61Jorv6K8HIKgtqMwiWtPp4bL5dbj4bfYdG3txxdPRkZGampqednZXj17klRNSEjwvj17eDwenUZ7EPugsrJSha2LCV4LhUyeM2/uoQMHvl62rP0u5tlz586eO7edK3Nqa2dOnVZfV6dIalNXV5chcE5OTlZWFoJgbVHaeDmNhukPAC6bWEwmk8Vi4j1QsYbzmpqaWlqaWlpsxaOmJvZPW1tbC59hMBjNPVab+qy+1cnAra29euXKtWvXUlNSeDyejo4Om83u2auXra2tVCarra0VSyQikQh82VEIUtfS0jMwYHl6YuY0FM3PyyssLHzy+HFkRISxsbGPj8/Y8eOHDR/e+SsWOjg4QBCUlZUlx03pqh7OJwGIvJbL5ZgX+KMTff/+tq1bY2Ni6HT6gMGD582b169/fxCuVF1dHRUVFRMTU1hYWF5eXlVVBQoKKr5N4C6FSqXq6OiYmpqamJh4enoGBwd7enr64hQVFV29cuXUiROhV6/Gx8XNmTt3waJF7elcuWDhwqePH0fcvbti+fKt27eDmPrXiqc2Uu0I8dTZkUql/Qf219PXJVMo6mrq759r8A4MDg6+deNmZxBPDk5OXt7e9yIjKTRafV1dxJ07cz/7TNWDImhJQGBgWurzD5fcwOfxsJLizT+ycrlcT0/vv317tLV1+Hy+QMBvaGgQCBpwBA0NjQJ8prGxQfwyIpFYIhELBAIR3tFeKm316gI60lOaYTKZ2tramMTCdRWbraUAX6ilqamBazMgy7BH0GdeIBDcuH79zKlT+fn5NBrNy8vL0NjY1MxMKBQmJSU9TU5GEAS0uYBhWC6XY/uGIApehYFGp9PwUkkmJiaDgoIQBKmqrOTU1Ny8efPu3bsenp4zZ80aMXJkG8lBKsfIyMjS0oLD4RQU5IPijQQfAQiCXmMu/cBwOJwd27adOnmyvr4+MDDwywULho4YQaVQ+Hz+jRs3Ll68+ODBA17zFxl8rV5bqQRFUYFAkJ6enpKSEhERsXv3bisrq9GjR48cOdLd3X3ZN99Mmz79wL59J44f37xpU2Rk5O+rVwe+qaevtrb2X+vXL12y5Mb16yiK/r1+vYWlpfIKchguLy8nk8nW1tZtbIewPHVqjI2N//jrr0sXLuro6gQGBtI+YrS4AidHx7CrV0uKi1ucYSph1OjRd+/codFoKILcuX1n9pw5ZOIWtpNhYGDw6/9++3DbByk5yhcDOYIY6Bs6Ojm+0Qgkl8vFYgne3FQixqdwmibxP2Il4QVEGFBfAh4Pq3rA4/EEAn55eTmClMqbeH3VRzIZAul+mO9QXR0L3UVJ+Xl5Ojo6g4OCevn45OXn5+Xl3bl7t7GxERTgBi9UXE5eakEjFoP6SHV1dampqZqamg4ODpa2tn4BAU8eP85IT//um28uXbz41eLFnTYRlcViubi4REREZGZmEeLp4wC+EB+512JKSsra33+PiooyMjb+ZeXKufPm6enpicXikydOnDt37unTp1KplEajvdEvBr4LEN48ABgOYBgzMK9fv/7EiRMDBgz48ssve/To8etvvwWHhGzetOleZOSiBQu+X7587rx5bUdB2drZbd2x4/tvvw2/ebOivPzPv//28/dXPJuTk8PlcslksmGbbaoJ8dQFEIlFFhqWdFWZ5SHIt3fv+1FRs9rM7fw49PHzs7G1LSkupuDVxlNTU3t4eal6UAQfFeAsU8xSqdTysrJZM6abmpoaGhkZGRsbGhgYGhnp6upqaWlpaGKoqalhDjk1NQqFoq6upq7+1hVWQV8RBEHkiFwOyxsaGrCwbhwwwePV8/kCIK34fD5oQ48btKT5+fmFhYUoSjI3NRk3YYK7u3taRsa+/fvr8ZI2NBqtPSY6hS4EukosFj99+jQ1NVVbW9vPz8/X1zc9Pf1BbOzTJ0/GT5iw7NtvraysUBS9dy+yuLiExWLhdisANkGjUSkUkBuuWI4/15wurkxHudiYTKaHh0d4+K2MjIxRo0Z1yDYJ3gQmPvDG1h9JQF2+eHHtmjVlZWV9+/VbtXp1T9xlcf369Z07dz558kQul9Pp9Hd2MYP7ChaLVVVVderUqfDw8EmTJi1cuLB3nz6HjhzZvm3b/r17f/3554L8/BU//9x2OQMHB4f/du/+5eefb4WHz//88wWLFk2dNg3kNETcvVtbW0smkw0MDNrYAiGeugBisVglDjsFbm5uiY8SBXy+ZvsSiD4cpmamffz9CvLzmUxmdXV1fFwcIZ4IIAgSCARpaWnJyckwDMtwyGQycKWx2WxMLoEwctwUxMY9bZpaWmCW1fwHTDMxqYEFktPpdOyuF7/zBXfAFAoFK/3CgDQ0NN5YvwNBkYaGhr279xw+eBBCUM8ePcZPmFBYWHjg4MHy8nIajQbiUd7t44MgCLy2vr4+LCzM3Nw8ICBg4aJF4eHhx44eTUpKWrV69cCBAzdv3nTjRniL11IoZIVUAihkE/6IPSiWN6/V9BQeJ8bA9R5QfeAP7XVLwKIXz2loqLNYmGx99uxZdXU12LQiaAwc4RbTrz5F8G58HPF05NChv/78s6Gh4fMvvvhh+XIDQ8PKysqNGzeePXsWXMU6KsUHnMANDQ179uyJjo7+4YcfJk6c+Muvvzo6Oq5dvXr/vn18Pn/NunVsNruNjVhYWu7YtWvn9u1HjxxZt2ZN+M2bI0aOZDIYR48cAQm8x44ehWG4d58+r/WGE+KpCyARi+kMFTjsFOgbGGhra6enpffxV3HdPwqFEhIScu1KqFQmJZPJt8JvzZ03j0W0aunEcGtruXV173Dlg/DOPG9MEYJh2MrKavPWrRqaGhUVFVWVldXV1VWVlbW1tfX19SDtv6qyUigUAmuQTCZTRC8Bj8BL0d/4xRxc0UHeHF0pQw+7aabTaWAW0wnYTTSNRtPS0vp66dIW99N1tXXr//7r7JkzDAZjyddf29jZHTp0KDU1lUKhtKaZwBUOlAdU7lOhrDBeq6LKy8vPnz/v7u4+Y+bMlGfPwm/cWDh//oJFi4YOHWZoaATUJB5JhWlKFCXJZFjtQTy8SiaTNf2RyeDGxkYYloGwK/wFMqzU8tt3o4OglwRQs+8FC76hUikXLpwPCwtVGBKAtGpSXi2nX2gy8AyDAQRZa6KNDkxluBtU8fE2/4HIFEpT7JpSDNtLKAe3tbZE2cfayVGcMB9aespgeMeWLf/++y+DwVi9Zs2XCxdCEBQVFfXbb7+lp6eDz+81w2tWxphFuTk8CzwCjyOI1kJJJPR1+o9MJqupqeXk5CxevDguLm7lypUTJ00yMjL66ccfTxw/LhKJ/tm0qW39pKOj87/ffw8IDNy/d29MbOzjxERwQrK1tfk83vVr10BaxoQJE6bPmmVlZaX8WkI8dQEQBKGo+rsaHBJ84fwFlYsnEonUt18/IxOjosIiGo32PDU1Oye7Rw/Cc9dJOXr48Pmz5wQCQVPwxVtiZGT09bKl/QcMaEfrDz1rGxvnl7uvSCQSgQBzo4lw8CBxTD9hzjU8tlzcvBybkEhezIIlzesDKaP82AQ+I5fLtbW1v1q8WHnXpaWlP3z3XWREhKOj45KlS/Pz81etWtXQ0PDaSwiIEwdRQcDoZWtrq6mpyWKxxGJxfX19cXGxUCiUSqUikQjrZkOnt7h4gxv6tLS0oqKiGTNmfP3NN0cPH970zz+Llyw5dOiw8oXz4MEDd7EeydpkskI7vlCQQOI0a0dMIihLEAhq2imKNskp3M6nMPYpTTVrLwVgTZlMWlhYKBKJWCwWlUoFpR9A4Bh4a68e6haHvXmC9M6QyU0hZQBcbJEplCbJpbQcROorr6i82ktP4ZY5upLFTtmip2zgU6yjMPIpPUdvuUShI1+1z7Uxq/xmKRSysp3yw7F39+4t//6rpq6+Zu3a6TNmkEikU6dOrV27lsPhvDawCStBiVfthGEYQVEGg8FisRhMJqZqqVQU848jMpkMfCURPD2TTCbL8TOkxaawEFgUPXbsWFFR0caNG/v267dt587vv/326pUrmlpaf/z55xsjq4KCg/38/R/ExsbFxYmEwoCAABNTUz6f/zw1NS4uLjkpaePGjeG3bv34008jR45UvIoQT10C1ZusrW1saHRaTna2g6Ojakeirq7et1//gvyj4Op4LTSMEE+dk5s3bq5bs1Yikbxz0ExOVlZ5WdnhY0ffeNa9+pNKIpGAhQi0VGuDF2LopcszhlQqBRWYmhSVRCKVSDBbDW6cwR6lUolUSqFQlM1OGenpy7///mFCQr8BA7757rszZ85cvHiRQqG86nxHEEQikWhra/fv39/S0rJ///5eXl76+vrKffHAOtXV1c+ePYuOji4uLn706BGPxwMVE5S3RqVSGxsb9+3bN378+F9/+23Pf//t2LatrKzsj7/+AgcBRUl37tw9e/Zs6+YiZfH0ohYDeFS+NoMJ8KYU5qKXJvEZDQ0NYCWi0ai4nY4ZGnq1pKR0wIABnp6ezRIN2BhAP9YWgCVNgfnNEfqwYgLPSsTD0JpXQFEERfF2h/jBaVYVTZPNtj1S8zaVNytXWojNwbBMLBYjiBzfC/YPV4Fgvxj4S95Fx73OMtcWCvucskEOTCv7RsFc8wqYChcKhXw+H4KgvXv3Ghsb4+2Zm14OZJ+yDGyOcGt6fDHVcpYKtK/i7ezft2/9X39pamhs2LRpzNixKIpu377977//RlH0VdGGKXT8f5lMpsVme3h4WFtbGxkbgyDFF7kgKCoWi7l1dVwut7SkJCcnJzsri4wfCgT/jJUVNIQXtIyMjJw7d+7u3bt9fHy2btu2+Kuvjh05oqOt/fOvv77xJ0hdXX3I0KFDhg5VXhgcEvL1smVJSUmHDxy4evXq0sWLBRs2TGsuGU2Ip65BZ7AS+/j4PHgQp3LxhFVPGDz4+FFMPJFIpPi4eF59PbsTZ2h/skTevQtsDO+8BSqVWlBQ8Pz58w961rURT6P29h7h7OzsJV99lZKSMmLUqKXLlm3455+oqCiQW6S8GgzDKIrq6uqOw/HHk31QFOXzeGnPn+fl5QmFQlgmo9Jo6urqNjY2Ts7Oo0ePHjNmDIlEiouLCwsLO3cON+k1m50AFAoFRdELFy7w+PwfVqzYuW3bpQsXYBjesHEjXs8G/eabZUOHDgXeOolEiitAbAKAL5TgmhDQ/ETz82CJTCaTNItIUBr+tdJTiZcOEY1GPXfu/Llz59s4jFQq5eXw9paGIYUDrjVwVw8WrtbsHcJm8U8Be6BQMJ+swsambIRTKMiXhSN4BCcMGagfxW2tQliCd4ofhCaDGS79gCiDsWZtSpY4qfQl45zS8qZyFbhHFTtPMBuMWAyOjOJoKpy8ihuAVydQFAW6YfXq1a89ziAA7mU73EtySkk8YXNkMpnJZK5c+Vtwc1LntbCwf9avp1Kpq1avHjN2LNZRfufODRs2gLOxxe5oFAqKIBCekzto8GA/f39OTU1paWlKSkpxYWFpaSnuOIaBqUxXV9fa2trK2trG1nbgwIENjY3hN26kpqYKGxtpVCqMH17ljTOZzPT09IULFx44cKBnr15//v33sq+/PrBvn5Oz86TJk9/0xW3tPKT6+vr26NHD2dV144YN//z9t5ubm4cH1u+VEE9dAOyr3glKabu7u8c9eMDlcttTiOyD4uLq6uBgn5eXT6VS83JzHyc+DgrppOnZnzJiibhjtiPqmO18BAoLC79ZsiQlJWXSpEnLvvvut99+i4qKetVrIJFIjIyMvvjii9mzZxsaGspksqh796Kiop6npuZkZwsEAolEAlSIIvRKU1PT3sHBs0ePfv369R8wICAg4Ntvvz127NiRI0cqKyuV7V6gfc2d27flMPzr//63ZfPmK5cv02i0TZs3q2to+PsH+PsHtP0uWlx9lRXQy7OoTAa/pK1wQaakrpRVV9PysrLSf//9V0dH+7PPPse7BSi0mkQmgxVGnRYA/aFkhcKMQGKxuHk5sBsppptWBg/4kXz3z/RVKxHQVC2WNcupN9MijgpzB+KzYBmdjtUEV1aBytKtRVciZc2qMNQpm9BEIlFpaSkWt6qvryTdsJJmSqKw6eYcqDQYhiUSycsqDUxjh1Euh6lUWl1dHXgqOTn5999+E4nFq1atmj5zJu4XPvjHH3+A8/ald41XLINh2NzcfOKkSQ5OTulpaVv//bewsLBBIFDT0LAwN8c6/mpqAuOTVCrl1NTk5eU9iI2lUKlsNtu3d+9xEyZMmDgxOjr6dng4BUXJeJ945c+WTqenp6cvWrTo+PHjQUFBv65c+ctPP61bs8bO3t7b2/udzwE6nb502bLKioq9e/ZcvnjRzc2NTCar/pJM0DZYK1wS1Bn6kLC1tY0MjdKeP+/Xv79qR2JkbNTDu2dmZhaLxRLw+QkJCVhtGyIXp5PRUb5mlfus20l9Xd2K5csTExNHjhr16//+9+uvv96/f7+FcgKXtAEDBvz+++89evSoq6s7fvTo1atXHycmNjY2quM9Zdzc3Z2dnTU0NWlUqgyGBXx+dnZ2Xm7u0ydPou/fP3TwYJ8+fUaOGjV23Lgff/xxyJAhq1evjomJaTa3NMFgMCIjI7W0tFb+9tsvP/106eJFIyOj31atas8vSWvB6R2CSCS6ejW0oqL8s8/mubtjd/CvpdknB5xjTYAAqSZ50KykFI/KC5qV04unlLRX0wIQhgXkGq4ZWkg3MCNTmnjNs82+vJecem2oQARBgNGxhRxt24YEHl5erb0HnEbDtEhl5WtaCgLZpLCxtaB5HUgpdQHrVW1gYABML7W1tatXrSouLp77+efzPv8cS/KPiPj7779fdZVQgThDkKHDho2fOPFBTMyqlSsrKiq0tLT6DxgQFBxsa2trgpcR19DQALuWyWRcLre8vLystDTl2bMb169H3bt3984dH1/fSVOm9PLxOXTgQElxMY1Gw46p0uFgMpnPnz//6aef9u7dO2369OcpKfv371//11+HDh9Wf48mYxAETZk69crly5F37y5dtkxHV1f1l2SCtsFiKiEStXOUggweOuTYkSN9+/VT7fWMQqEEBgaGXr2KIgiNTo++f/+bb7/V0FRx9z2CTxmpVPr3X39FRkQE9O3714YNu3btunnzZov8OxiG2Wz20qVLFy1aRKfTL5w/v/Xff/Py8lAU7eHlFRIS0sfPz8nZWUtLS5HDD4wKMpmMz+dnZ2bGxcffi4iIvn8/Jjr6wL59y779dvKUKWfPnt2zZ8+2bdsEAoGyNmIwGJcvXzY1NV2/cePSxYv379tnbW0NLnIqhE5nDBo0aM+ePaGhoW2Ip2Yt2Bl7ziiJm6a/rzrRWhM9QDwBpfUieKpJITb9BX9efkohJTEj3CsvaZpVqDpFTFhtLffUqZNaWuyxY8cgCCY9gYBT0pctxKVChL54CswC85ZEIrW0tDA2NpLL5Tu2bn0QG9t/4MBfV66k0+m5ubk//fQTj8drEdtHJZNRBDE0MPj8yy91tLU3b9z4PDXVysrqywULJk6e7OHhoYiLUrZxUigUIxxvb+9Ro0d/tWRJ+M2bYaGhsTExz5KTJ02e/NuqVVcuXbp9+zaWTfWyfqLT6bdu3dq4cePatWt/WLHiWUrK/aioI4cPL/766/e5cnn26GFgaJiTk8MXCLqJeOoqN6bvNn4YhkGUHKkTYGpqqqmplZGe7urmptqRBPbrq6OjzanhUCiUvNzcnJwc757vbpUlIHhPzp87d/r0aWtr6/UbNty/f//w4cMtLiEymUxPT2/Dhg1jx44tLyv7Z8OGy5cuYVaogQOnTpvmHxAACke9angA8R8GBgaGhoZ9+/ef99lnMdHRF8+fv3///g/ffZcQH//dDz8sW7bMwcFh0aJFIpGohX7av3+/u7v7mnXrFi1YsOXffz08PXv5+Kjw46ZQyIMGDdq/f39kZOTSpcs0NTVJXY0PapnrWIqLi48dO2Zqanro0OE2VlNWTcD994qWwsx+wBtIoVC0tXXu3bt3/PhxExOTX3/7TVdXVy6Xb9iwIR+vwPeqcjK3sFjx009JT59u+ucfiUQyceLEZd9+Cy4iYOOvHZViOQRB2tra02fMGD9hwtUrV7Zt2XLyxImkp0+/XrbMzNz8yOHDFPyzUNZPVCr16NGj/fr1CwkJ+e777xcvWrR3z56gkJAWCblvBeZAp9OBcxPUVujC0PE27M19C7oqeEhHq6mkoCtwZ3DbAXr36fPgwYOP3CnpVYyNjb28e4KAQZlMdvfObdWOh+BT5lly8vq//oJIpN9Xr2ayWH/88QeCIMqeCxiG9fX1t2zZMnbs2Oj796dPmXL82DFjY+N/Nm06cuzY+AkTjI2NmxO+Xhtw3RTLIpfLDQ0NJ06adPjYsfX//GNiYnL0yJHpU6bExsYOHz58//79Wlpa4BcDAEEQgiB///23ja3t4q+/rqysXPW//9XU1JBUSv/+/R0cHOLjEzIyMlQ7km5PbW0tiqIs1hty9bEIHqxWAh2vw4/5jtlsto6Ojp6enoGBgZGRkampqZmZmYWFpbW1jYWFZX19/T/r1wsEgoVffdWrVy8SiXT69Olr1661MLUC5WRtbb1m7dp7kZG7//vPwMBgw8aN23ftcnVzU7hi3/guFOc/g8GYOm3aqbNnp06dmpubu3b1ajcPjwULF0L4vrDorWYoFIpQKPzjjz+qq6tDhgyZNHlyaWnpnv/+e21abjuBYRiU+gRvs2uLJ0tLS5REys3NIXVlcnNySCTUwur1neOwn8JOY3nCg7Vd6uvqajm1qh4IKTg4GNyaoAjy8OFDRTYKAcHHRCgU/rt5c0VFxdx580aMGrVu3brKykrlL6xcLtfR0Vm/fv3w4cNjY2O/+/bbrKyscePHHzp6dMbMmQwGA1xF2rk7sDKdTp89Z87RY8dGjx6dk5Pz7bJlsTExQ4YM2blzp5qamvLWqFRqcXHxpk2blnz99YCBAx8mJBw8cICkUoyNjfv2DRQKhXfu3FHtSLo9PB6PRCJpdXRniNOnTyc9fdq/f//ZeM+u6urqPXv2gCw5xTqgMpWhkdHyFStuXL9+9swZD0/P3Xv3zp4zh0qltv+EVwZIKGtr681btvy4YoVAIFj9v/85ODjMmjsXVENUNgbSaLTU1NQTJ06QSKTPvvjC0tLyVnh44qNH7/yuS0tKBAKBmbk5SMLt2uLJy8ubRqM9SngoFApJXZPGxsbHiYk0Ot2rlUqP2BlJ6hTZdgANDQ1LC8tnyUmqHgipp08vcL9OoVIL8vIz0tJUPSKCT5GL58/fvnWrZ69e33z3XXh4+K1bt5StyMButGrVqrFjx96LjPx26dLKiooFixb9t2ePG37z/W63wuAq4uzqumvPnq8WLy4rKVn29dexMTHDhg1bv349VgtHabMMBiM8PDwuLm7V6tX6+vpHDh168uQJSaVMmTKVRCJdunQReEAIPhAVFRV4sdk3tBJ6K4oKCw8fPKiurr7466+BLDt69GhGRoaynxq7ZkFYntPSZctioqNPHD/u5e393549vXx82mltagPs5oHB+Pb773/59deGhoa1a9b4+Pr27dtXDsMtqklTqdTjx4/n5uY6OjrOmDWLw+EcOXxY2TT7VjxPS+NyuY6OjqBrXtcWTw5Ojt49vTMyMm5cv0HqmlwLC8vMzOzl62Nnb9+6eIIolM4inrB6rCHBCfEJKvfcWVhY9PDygvFuG9XV1UlJqtdzBJ8a5eXl/+3aRaPRvl66VEtLa+fOnVIp1jhIsYJUKp04ceLMmTMzMjJ++vHH8rKyLxcu/PW33+h0+rvdfCsjl8tZLNbPv/66YNGiioqK5d9/n5GRMXHixJEjR4JscwBeEUC6Z88eW1vbufPm1dbW7ti2raGhgaQ6fHx8HBzss7KyHj58qMJhdHtAnQJzc7MO3ObpU6fycnODg4NB6X/QGqiFb4RKocAwPHLUKBRBzp09a+/gsGHjRmdn5/c/5wHAu/3Fl19+vWxZbW3tnl27ps2cifXxRVFl5x0wu4KqsDNmzrSysrpz+3Z2dvY77BFF0bjY2IaGBh9f3+7gttPS0po5ew6CIDu2bnm3I6JasjIzdmzbTiKRZs2araml2brbDisZR+o06BsYGJkYq/zmlclk9vHrg9Xyx8vhxEbHgB4XBAQfjSOHDuXk5AwfPnzM2LGhoaFPnz5Vvv+WyWS2trY//vhjY2PjX+vW5eXlTZsxY+VvvzGZzPeJvVAGQRAGg/HrypUzZs7Mzc39c906BEHWrFljZ2enfIdNo9EePHgQGRm5YOFCLy+v27du3b9/n6Q6dHR0xo+f0NgoPHv2TEcdCoJXKS0tAfeZHXVwykpLL1++zGazFy5eDCJxw8LCCgsLlcUTBYJQBLG3tx8ydOie3bspFMovv/7q5eXVUcoJgPnpKJRl33wTMnTo48ePE+Ljv5g/nwxBoCyCAiqVeuXKlaqqKnNz8+EjRtTX1585ffoddldZWXn//n0zM7N+/fqBJV1bPJFIpLFjx44YOTI9PeOn5T9mZWaSug4Z6ekrlq/IyswcPXr0qDGjW1sNxDx1KvGEucx69nr6+LGqR0Hq33+AtrY2giA0Gi0xMbG6ulrVIyLoYPCUMxXbOFujoKAgNDRUR0fniwULEAS5ePGictgH3gSX+ssvv9ja2h47ejTi7t2ePXt+v3w5jUbr2KsIFkjLZP7w448eHh4Rd+8eO3LE1NR0Ob4jhS4Bozp+/Lievv6MmTMRBDly6NA7+y86hLFjx+roaIeGYpdeFQ7j07A8dZh4Cg0LK8jPDw4JAaWeBALB9evXsWKEirpQeLQTlUqdPXfu9bCwvLy8CZMmjRw16kNIZHDn8MPy5RYWFufOnDE2Nvbp3VsulyubfikUSkFBwd27d0kk0oRJk7TY7KjIyMrKyrfdV3xcXG5OjrOLiyLTvMuLJyaLuXrd2uCQkPgHD2bPmLl39+7cnJyO/W3qWGAYzsnO3r1r1+wZMx8mJAwdOnTV2jUtkhRarI93Aehcn5SziwuPx6/EHeqqHIari6OjI/jq8vn82JgY1Y6HoGMBvbHe2JxOVZw/dy4nO3vY8OG9e/dOTEx89OiRstlJLpd7eHiMHTs27fnzXTt2qKmrr/j5Z3Nz8w/x6ySXy01NTX/65Rd1dfWdO3akpKRMnDjRy8tLOaKIQqEkJiYmJSVNnjrVxdX10cOH4eHhJNXh7+/fr1+/4uLi0NBQFQ6jG4MgSEkJsDyZd8gGuVzu5QsXNDQ0Jk2eDE71zMzMFqc9VpwMQZydnTU1NO7cuePq5vbdd9+96FjX0SAI4unpuWTpUpFQePnSpZEjR2KtAF/pZnb16lUURV1cXPr165ebm/sgNvat9iKVSk8cP04ikRRvvJu0ZzE2Nt66Y/vmf/45f+78qpW/HT18xN7BQU9fHzSU7lTI5XIOh5ObnZOfn6+upjbvs8++/3G5oaFhGy9pkcLQSVBTY9nZ2z19+nSEUpdplRA8dGhcXBxorB0ZETFt+nTVjoegnYC6zG2vA0HQsOHD/fz8OuFRrauru3D+vI6ODkg4io2Nra2tVW7kJ5VK586dS6FQThw7VllZOX/BguCQkA/nokIQJDgkZOKkSQf27z9/7ty6P/6YMGHCI6XcIjKZzOfzb9265e3tPWv27F9WrLhy6VJIcDDjTT3nPxAQBH322WehoWHHjh1dtGjRq01sCN6TqqoqDoejp6erq6vXIQfzeSpGz169QLQTiUSKioqSyWTKN/9YsgIM9xsw4PHjxzwe79vvvjO3sGj7tFfu5aK4tWiRr9raa0FCxuQpU04ePx4fHz9+4kRHJ6csvIWwouwTBEG5ubn5+fl2dnaBgYE3b9x4EBs7dty49hcAir5/PzkpycXNLTgkRLGwO4gnPJvAaMPGTUOGDTt/9lxycnJkRERjY+OrmgOUsoBhrB/ThxsMg06nUKlSqfTVawOKourq6uYW5uMnTpg6derAwYPfKIzgzpqNEhQcvH3r1uCQIaDalqoIDAzQ1tER4h93RnpGQUGBjY2NCsdD8EbA7x3WoNDRgUJuzR+NkiDIxcV12vRpmh2daN0h3L51q7S4eNDgwb379JFKpXfv3m0R7eTu7j5o0KDCgoJ79+4ZGhpOnz4dVF1qY5ugqriisE2L6woIkm3ttcBLOGfu3MuXLt24du3rr78eP3781q1ba2pqlLfw6NEjkUg0YuTIw4cOxcTEZGVlefboQVIRQUHB3t7eaWnPr127NmnSJFUNo7uSm5vL4XDc3NzZbHaHbDD06lUYhocNGwaUrlwuj4yMVL6EgXPX0NDQ1c1t5c8/29jYgLvrNs5bCIJgGE56+rSmpsbV1dXWzg7U4Xz+/HncgwfaOjrBQUE6urptfHEQBGGz2eMmTPhj7doHsbHDhg3LzMggUygK8USlUsvKyh49emRnZzcoKMhk5877UVHc2lpDI6P2vGuJVHoeb8I9depU5b6u3UQ8YZ8BGQoOCQkKCsrNzS0vK6+vr5cjL8lVCoXyMOHh8aNHBwwcOGPWzA/k2sNvNI8nxMcvWLTIt7dvi71QyBRtHW1TMzN7e/t22pNUntTWGmw229LS6snjx/4BWEN4VWFlbe3l5XU/KopOp5eVliY9fUqIp06OXC4fO27cT7/8YmpmSuqayGSy8Js3pTLZmHHjQB3n9PT0FvfKffv2NTU13b93b15u7oRJk1xcXNr+LlMolMrKyuvXrqEoOmrUKGMTE9DK4/zZs4mJib169ZowaZKamlrbVxFHJ6f+/ftfv3btypUrCxctmjp16ubNmxX2MBqNlpaWlpeX5+7u7u/vf/jgwYiICBWKJ01NzZkzZy5fvvz06VOjRo0ijE8dS0FBQUNDo52dLZvdAbcfHA7nYUKCpqZmULP1pby8vLKyUjnAiEwmy6TSvv36ZaSl1dTUzJo9G4ih1rYJbif27927dcsWDofj4+OzYdOmnj17JiclLV2yJC0tjcFgTJoy5a/16zXU1du+8Rg2bNiBffseJiQs/eYbQ0PDGg4Hwu7AmvYikUhARVZ7e3sbG5uHDx/m5ua2UzwV5OdH3btnb2/fws3SfcQTACKTHRwdHRwdX/ssGYIOHzxoY2szFv/J+0DERsfExsQEBAZ0iEsLRVs2Wew89PLpFX3/fu8+vVVYw1NDQ6OPn19MdDTIx46KvDd27NjOUxaLoAUIgujp6f386y8mph2jnCAIEovFypn5H4H0tLRHjx65uroGBAaC3vLKxmwURbW0tMaMGSOVSi9fvqyuoTF+wgQ6XgyztQ2SyeTy8vKvFy+Oj4vDMpiuXv1v714zM7P/du7cvGmTSCg8f+5caWnpz7/+2saoUBSl0WjjJ068devWndu3586b5+XlRccbSoBbNVDUIz8/393dfeKkSefOng29cmXxkiVtxFx+aCZOnLhnz+5r167FxMSEKPlECN6f3NxcFEXt7Ow7pNLN48TE0tJS/4AAa2trsCQzM5PH4ylfnoA9wNnFJTYmBoKgcePHt71NMplcVFi4d88eBoMxYODA+Li48+fO9ezZMyw0ND09feTo0bk5ORfPn//iiy+8vNvqvoWiqI2NTWC/fmFXryJyuYGhIYfDwfoeKxmfsrKyhEKhmppa7z594uPjExISwJf3jdyPiqqtrR0xcqSVldVLgyd9SoDwyQ8dTg6231HF32QyKV11P21t4+jk2NjYWFmp4rDx/gP7s9lskHMXExNN5Nx1ZhAEMTM3wyqydBBkMrkah/QRSU5Origv9/H1NTfHQnFTUlJa5NnR6XRnZ+fq6uqc7GwjI6PAwMC2zU4QBD2IjY2Jju6FEx8f/zgxUS6XR0RE0Gi0BYsWqampXb50SSKRvNFi7eXlZW9vn5OTU1pS4uHhYW1trRw/QCaT0/Bysp6eno5OTmVlZc+ePSOpDmtr61mzZkmlsm3btqpwGN0PiUSSnp5GoZCdnJw6ZIOpKSn1dXXe3t6gvjaJRMrPz+fz+S/d26MoW0tLXV29vKxMV1fX8mW18VrkcrlYLGaxWNra2lQqVdTY2NjQgOJWUoFAIJNKaTTaG4OTEAShMxgO9vZCobCGw8G+lSiq/D2hUCi5ubmgtplvnz6IXN7ObHEUQcJv3qTRaK+aQj4t8dQVkUokKrwvbBs6neHu4fEwXsVl7jw8PG1tbRE51k2MW8uNjIhU7XgI2oZMJiu38HxPgMUxMiLiox12BEEexMaqqan5BwQAKZObm6ssUBAE0dHRYbPZac+fi8ViJ2dnNXX1N/rfaTQahUJpFGKAO/LkpCQQVv/o4UOJRGJgaPhGEy+CICZ4G7Ly8vLS0lJLKysjIyNlfweZTE5PT8dyPtTV+/brx+Vy4x48IKmUhQsXWVtbRUREXLt2TbUj6U5wudzHjx/r6el5e7++d8Vb0djYmJSUpKOj08Prxdaqq6uVbQTATaZnYICiaE1NjaOTE/tN0Yr4rZT5tOnTS8vK7ty+TaPRoqOjA/39Tx4/rqamlvjwYW1t7Rfz59s7OLQn08LByUmLzc7KzLS1tcUS1JV7xeC3WCKRiEQi2djY6OrplZWXg941bZObm5uXm2ttbd0Tb+GnDCGeOjvSl3MZOhv9+vd//jz1IztNWkAmk4NCQmA5dvVCUfTO7dudNlCM4ENAo9Fu3rjJ+Vj9bnn19YmPHrHZbD9/LNpPJBIJBALl+2+5XD5gwAAQ9CqVSt3d3SkUStvnJIqi/QcMGD5iRH5ubkFBgRqLdejgwTmzZuXm5ICbZnNzc1C66Y3bIZPJ9g4OJBRNT0+H8NhE5ZdAEKQoctOrVy8ajZaclKTavpDGxsaLFi0SiyV79uxubGxU4Ui6E6WlpcXFJaampvb2Du+/NS6X+zw11dDIyB0v70TCzzQul/uS2QkvUqCLB3dzOBwHBwdNLa22RQ+Kokwmc/mKFbvxzi0wDNfW1gIPOAzDWlpam7dsWfm//zGZzPbErjg4OGhra+fm5FhaWkI4SkPDwp7q6+tBpJ25hQWvvr6srOyN28zNyeELBG7u7pqaLatYE+KpsyOVSjuzeNLQ0HBwdHyg6pvX/gP6a2pqglb26Wlp6USfu+4LZn152XVFJpOrKivDPla5oNTU1NraWhdXVzMzrOsFj8draGhQ/qVGEASUEMzKzIRlMkVVvTZA8KvOrt27/922zcTERIzfjTg4OmppaclkMhtb2wuXLw8KCmqRwt0aHp6edDodfAt8fHyUvR4QBNXU1IDrk6ubm7WNTUZGBuiApkJmzZrt5uZ648ZNUMyQ4P1JSMA6aPn4+Cgngb4z5eXlVVVVJiYmps2hilKptL6+voWmgUgkdXV1iVgsEgqNjY3feM8ATkgtLa2hw4fDMEyj0ZYuWxYbH3/pyhXvnj35fD6HwykuKrp7505ubm7bZz6KokZGRmpqalwuF+TnvurersHvr9hstoWFRV1dXSleBOvNQfd8vq2dnXLDSgARV9vZkUllr2reToW3t/fdO3f69+/f/rIZHY6tnZ13T++Y6BgGg1FZWZkQn+Dm7q6qwRAAWvvdfHV5TU2NQCBoT/4pFlhdVi6TSpVXplKpMhgODw+fMm2aurr6hz7+mRkZUqnUw8MDXDkaGhqAo015HRAX0tDQQKPTtbW137hN8HIGg6Gnp8fhcOzt7f9av96zR4+058+Xf/99aUlJyrNnz1NTKysrBwwcaGVl1XbgpoGBAZlMrq+rw5op6eu3GJtUKhUIBHp6epaWliYmJgnx8ZyaGtXmqJqZmX322WfLl//4zz//hISEKKJqCN6Z+/ejSCRS3759O+QY5uTk4EGuL8KnEAR5TVwvBDEYDKlUiqAo7RW18SoUCuX+vXtXr16tr69Pefash5fXN999R6PRdHV1v/3++5nTpu3dvfv40aO5ubm2trZ/rV8/YODA1s58EGhIoVCkUmlrVyJwz8BkMo2NjQUCQW1t7RtHKBAIpFKpnt5rCmUR4qmzI5VK6IyOKXH2gbB3cLx+7VppSYm16n5/QQJtfFw8cFuEXb06fcYMNXXiJ1iVaGpqviqHEATR1NRqUcB286ZN58+cbWemOoqiMplM8fsol8uNjI1lMunjxMQHsbFDhg4lfWAyMjKkEomLi4tiAK/6JsDw5PjN9BttRRAE1dfX79+799GjR1VVVXw+/7MvvuiLt9DyDwiYMHHipo0bv122DIZhoVDo6OS0Z98+JyenNhwiDAYDhIKRSCTlup0KwGWPSqVaWVvfj4rKz8vz7d2bpFLmz//y9OnTcXFxu3f/98MPy1U7mK5ORUVFUlKSmppaRxWYzcVbxzq2ksauTPsLOlMolNjY2KVff11WVkan0ShUKt5Lo7nNCx60xOFwKBSKn7//w4SEnTt2YFqw9Vus9u+azWaDW4g3rimDYbT569wCwm3X2ZHKZJ28/AmVSunh5f0wQcVh48OHD9fX10cQhEqlpqamPnmi+tZ7nzijRo9ms7WVc/hhGKZQKCNHj2qROy2TSsXtRiKRKNuuUBTV1NDo2auXSCRau3r1VwsXrv/776tXrmRmZAiFwg5v3yYWi0tKStQ1NCyaM4leazBrGiEEtSf8jgxBe/7779/Nm5OePi0pLqZQKMqhrJhzBIJEIpGunl7ffv3Snj8/f+5c21Y6xd6BWn11BcXLnZ2daTRaZifoCspms1eu/E1NTW3r1q1ZWVmqHk7X5uHDhyUlpX5+fqammGf5/SkrL8d65Ck1GCaTya9xCKKoRCql0+lkCJK1oxL1/Xv3SktLp8+Y0QOvRJCVlbV92zZefX1GRsa2LVvQ5tKv5ubmFAqFz+MpN9FrARbVJJXK5XJQB/u16yhcb2w2m0ql8vAQqLbBdtfKd5iwPHV2OnO2nYJ+/ftt+OvvxsbGj+A0aQ1TM7P+AweeP3uWQqHIZLJzZ8727devE3a2+XQICAzcvGXLtq1bszIzsQw7BDE1M1vy9ZKpU6e1WBNEd77zhyWTySZPnVJZWZmdlXXuzBkymcxksRgMho6Ojr2Dg7OLi5Ojo4WlpZExhoaGxvu8KS6XW1tba2Jioui4R8Np8QMLfr6peKcBWZsCjkwmC4VC0GJo2vTpVy5fFggE10JDbW1tfX19k54+vXD+PBVsH6/M3p47bJFIBEJxwXSLZyHctwKmHRwcqFRqQUEBqRMwfvz4SZMmHjt2/I8/1h09eqzT1rfr5KAo+uDBA5lM1q9fv44K+ajlcIA7WLGEjvujW0hzFHdVM5hMlppadXW1XC6H2rx/MDQyYjAYjxMT+Xw+g8mUy+Xbt249cuiQTCYTCAQBgYHOLi7Hjx49e+aMmpralGnTaHR6a247CIKqq6pEQqG+gQEwKb26V8X4NTU16TSaAK9c0DZYmzwIkr/uK0yIp86OTNqps+0ADAbD1d0tNiZm6LBhKhzGmLFjLl+8CDx3iY8e5WRnKzvpCT4+w0YMf/r0SdrzVDodi4SYMHHCzNmzO3wvcrnc1tZu7759ZWVl5RUVebm5GenpWVlZ5WVl8XFx9yIjJRKJpqamqSmexG9m5uDg4Ojk5OziYmxs3B63mjICgaChoQEUswFLNDU11V+uRADccCDeCIbhtsOxURRlMJm2trYPExJuhYcL+HyWmppYLP5j7VodXd06LpdOp3+9dGl5RcXF8+fLysrc3N0nT53atkGrpKREDsNGeAHlwsJC5T7zKIqqqakprqn6eHRUe4I/Pg6//vrrrVu3z507N3XqtFGjRql6OF2S+vr6yMhIFosVEBDQIRtEEEQgENBoNOVGSRAE6ejovCSeUBQik7lcLgRB+vr62dnZAj5fW0enNbmDIMjESZOSnj4Nv3lTTV39u++/NzIy+nPdutraWkQut7K23rh5s5mZWc+ePTMzMjw8PYcMHdp27l5OTk59fb2fv39JcXGLLwj2LWMwFNGHmIuQTH6tJGoBS02NSqWCAlEtIMRTZ0ci69TZdgq8vXteDwsbHBTUIckd74aXt3cvn14J8QkMBqOstPTWrVuEeFItyUnJ4TdukslY0g2dRmutEwiCIHKcd9gFeCGKIEbGxkbGxj2bNyiTyWo5nJzs7IzMzJzs7JKSkory8uSkpHuRkTQajYWbpgwMDJycnbH/HR1NTE2NTUyMjIza9pJj4kkgMDc3V4gnNputoaGh/GNNoVASEhLmz5/v5ubGoNOfp6ZOmTKltQ0Crf/t998LBILMjIzAfv2W//jjgwcPNm7YwK2thWWy4JCQH378USqVBgcHc2trBwwaZGlp2faxSklJkUilHp6eIDdQLpcrfyuNjIwUelFfT49CodRyOKChGEnVODk5//jjjz/9tOL331f5+PgYGxurekRdj+Tk5KdPn3p6ega2r4L2G2lsbJSIxVpaWi2uREZGRsrnFYrbRLkcDplMNjAwyMrK4uHiqbXNoiiqq6u7Zdu2Zd9+y2KxrKysEh894vP5Ojo6EJlcX19fWFBgbW09fsKE9vR2xMRTdjaPx3N2cXmemkpCUWWdhSCIoaHha+P/2kZPT4/JZHJfd3dBiKeuYHnq3DFPAGsbaxkMFxcV2dnbq2oMbDZ7yNBhiY8SMU85jXb10pU5c+aytTumKSbBWyGXy6+FhW3d/G9RURGNRpNKpY6Ojq0l7RsZGzs4OLzbTQIMw2bm5i0kO5lMZjAYpmZmpmZmAwYNArFKVZWVFRUV5eXlWVlZWZmZWZmZ1dXVJSUl18LCYJlMR1fXzNzcxMTEwtLS0cHB2dnZwclJV1eXRqMp+48aGzC0tLTUmzPCaDSatra28s86mUx+9OiRTCZz8/Cg0elpz58D209rP/0IgtjY2OzavbusrMzIyEhTUzMyIgJFUQtLyzouNy8vr6iw0MbWdmSzJabtZmESiaQwP5/BYDg6OoKo2BZlFBTZ5iArUFNLSyQSgYsWqRMwf/7869fD7t27/9dff27fvkPVw+l6nD17lkQijRgxvKOCKCQSiVwuZzAYmA9LCRsbGy0trZdSTSGonscTNjaamJllZGQUFxe3aGnSAiDrnZ2dwWxGRkZDQ4N3z54sFiv85s3c3NyBgwa90fcHvnFSqTQnJ0dNTU1fX7+kpAQLN3x5R/b29gqXPbjdIrfjbkFXV5fBYHC5XJlM1uJHhhBPnR2ptAvEPIG77YCAgJjoaBWKJxKJNHbcuCOHDpWVlVGp1OzsrAvnz3/x5XwVjucTpKCgIOXZs8sXLz2IjZFKsV8c0Fttzrx5oJnJq/ywfPm33333znuEIOiN9k4mk2llbW3V3JZLLpdLpdLKiorMzMzsrKycnBzM5VdWFv/gwe3wcCxog8lkMJlmZmaOzs4uLi52dnbA6ycQCMRiMZPFoirt0dXV9fr168rjEYlEHA7H2dlZQ0MjLze3lsMxNDJq4wIgl8uZTKY9/t2BYbi0pATFSzQ9S06uxvPv2tlXCitNXlRUUlJiaWVlZm6enZ0Nvguv1qBqGiqZrKGh0SAQNDY2dhLxxGazN27cNHTo0AMHDvTt268Nox3Bq1RWVt65c4fBoE9oNti8P3isHd4e8eWoRCcnJzab3dDQ8MIpjD9mZGR4uLtH3LkTeuVKPzxptO2NgxObQqH4+PoaGxsnPnxIgiAra2sfHx/wlWlPsaiCgoIHsbGWVlYUCqWmuhq8TLECDMNOTk6KEhgNAoFM1q4aQKB2VHFxsUgkIsRTVwLLyu4KMU+AXr4+ERF36+vq2jDVfmgMjQzHTRi/bctWKpUKQdD5c+dGjxljaGSoqvF0bxAEgWFYKpGWl5cXFhY+S07KyszKy8styC8ArQZpNBoMwyiKzv3ss2kzpre2HSrOxxw5hUJhsVg2trY2trbDR4wA/rjKioqqqqri4uLsrKyMjIzcnJyioqLs7OzzZ89iJfgMDS0sLVH8tS1uwT08PEA9QGDjAeLpyZMnI0aM8PH1vXvnTnh4+Nx589oekiKeg0qlDg4OvnHjxqmTJykUytixY21tbdtfND8hLi4/P3/M2LFYDaeEhNLSUuUfEAiCXF1dlWfByD90x8+3olcvn5UrV37//Q+//vpLjx49Oqo726fAnTt3iouL/f39O/CgkXFe9ZqZm5sbGxtjZp5msG89nR4bE7Pq99/19fXv379fUFBgY2PTnrMLQRAnZ+ct27YdP3oUQdFZs2d7eXu3/7S8FR5eUVExc9assrKy6upqslJ9ThDwpLBvgcK2MplMm/1mp4Srm5uOjk5OdrZAINB6udsMYXnq3GCZn13D8gTyLzx7eEVHR48ZO1aFw5gydeqVS5fBDXdGevqVy5cXLFpI+rSRAiQS7EEqlcMw1l0O3FG2clFGUUwYyTBgxT9YBotEIh6Px+fx6nm8yoqKoqLC8rJysVgMwzAw71MoFCCGUBSVSCTa2toLv/rqqyWLO0NITRto4jg0V7KBYVgsFhcXFQEhVVBQUFZaWl5eXl1dLRaLlesvkEikHj16aGpqKsrGQBDU2NgYGho6atSoCRMn3r19+1pY2Ljx47Xe1K0CIJfLR48ZQ6XRrl+7Zm1tPXfePA0tLaR9ZqfGxsYL58+zWKwxY8eSyeSoqCjlNEYYhq1wlF+F4kNSbgTWGViy5OvExMTTp898++03589feM8cyU8EGJZdv35NLofHjh2rpdVh4QpY6QEyWSKRtDgJKRTKoEGDHj16pFiC54JC1dXVGRkZw0eMOHrkyI1r15YsXfpGvxuQOBAEBQUH9x8wAFS8bM+XBXzd+Hz+lUuXNDQ0Avv23bd3L/Ry90wYhs3NzXsrVTLj8XgMJlP3daUvgZtSKBSKRCKhUCgWidTU1BoaGnJzckBHAQWEeOrUgEIXXSjf3rOH55WLlzC/huritCytrMaMG7trx07cQEA+eeLExMmTXlsitjuBIIhUKuXxeFWVlVVVVdVVVZWVlTXVNTwer0k3SV4ST03CqfWfNBS3KuHaqVk84U1qwQkJIGP/MMApCkxNwCMGQZC6uvqQoUPnffZZH/+OqdT3MaFSqRoaGq5ubq5ubuPwJbW1tVX4Uc3JztbEI8QVX0xDQ0NfX99bt24pCsnQ6fTY2Nj09PSBAwd6eHo+TEh4+vTpIDz6qj2gKDoSB0y3RzmBq0jio0fJycn2Dg5Dhg4tKiq6fv26clsJGIY9PDwsLS2VdySDYTKZrML2AK+FTqf/9dffycnJ4eG3Nm78Z82ataoeURcgLy8/PDzcxMSkA312JLzjCpPJ5PF4oGuQMoMGDfr333+VvwtYeB+JFB0dPWfOnMuXLp07e3bc+PFm5ubtsSEBCyi4y2q/zYlMJl84dy4rK2vAgAECgQArjEKhKNcHQVHUwcEB6xaMI5PJQErg89RUNptdy+HwsNtBPq++ns/ng4YBGI2NWJfuxkYulyuVSq+FhfUfMOClxgbtHB+BSsAycaCuVOzE2tqaTCHn5+cruwY+MhAEzZw1+/KlS1WVVRQKpSA//8SxY9+8R0hNp6W0tBQzh5SV5+XmZmVn5+bk1NRUy2GQfyaHYWyqSesoFVNqra7jqyivDEEQlUp94fV/WXUhzaAIYmxiYmtv592z55jRY1zd3CByl5H+baOH4+rqOnjw4BZPUSiUwYMH37x5U3lJeXn5jRs3li9fPmLUqKSkpAN79/bp04fFYrXzfvpt/WhkMlkgEOzfu1ckFE6aNInFYh0/fryhoUEhnlAUpdFo/v7+ynIKRVGpRALh8fWkToa1tfX27dsnTpy4fv0GW1u7uXPnqnpEnZ1Dhw7xePwZM2Z0bLMdMpmsp68vl8s5NTUtiow7OTn5+vrGx8crn2YkMjkzI6NRKAwOCbl44cLWLVv+3rChjYSJFrxVW3es/XZq6s4dO5hM5v/bOw+4prU1gCfdiy1TNshSQEDEvQDFvffeuL363Hvc4RbcqIjg3vu6ZahXUfYGESizVWZpaZv1fm2wVkAvelEK5H/fwyQ9SU7TJOc73xw2YsTlS5dkk40a2acwbPDgwQrHrPLy8ry8PBKJFHjyZODJk9WvS/kbE0VROoPBYrFYbLbsD4ulo61t7+BAp9HU1dUlEomyUoAQnlQaiURCpTVa5P+P0bVr1xcRzxtReJJnwjUeNXq03979MvcUMvlMyBlPLy9FPfAmTZWoKj09LTw8PCE+Ifv9+/yC/LJSWQZqklzNpmyjwfVACn9PxcI39U1yMPl/Sm+x6gX59k/KJhKu2MOvsKaWpoWFpY2tPH2Sg711mzYtrTxZly5dTExMCgsLFSocOp1+/vx5X1/fcePG3bx+/enTpyHBwXN9fX/G2fHfPSQ4+NnTpy6uriNGjiwuLq5RZBevPezzZSY2sVhcUVHRSle3hj+HiuDl5b1j584lixevXLnS3Ny8Z8+ejd0j1YXL5V6+fJlKpU6ePKXBD66nJ3Mb/cDn19iurq4+cODA169fK5RPuLUEhuGQ4OD/rViBZ3nt3qPHkKFDG9yvThZkJ5Hs2bWLy+XOnjOHz+e/iYyUlbdTOhGCIObm5t7e3ootVSIRmUx2dXPT0tRU19DQ0JSB/6uurs5isZg48gUWk8lis+vMcUAITyqNRCym16O8okrh4ub24MHDD3y+rvx5ayymTpsW+iw0IS6OSqPxior27Np99HiACk6v60llZWVMdPTTJ09Cnz4rKCiQSCR4qRPc8Vkh3+CzLlwDJHPvlM3AQBqNSmcw6DgMOo1Gl5eWA+WyVh16TZLciZhMoeDHp+ALlOr/OGyOlraWhqamtpbsbytdXWNjYx0dnV/v9K1S2Nvb9+jR49y5c4qLQCKRuFzuwYMHV69evWrt2gW+vocPHnRzc+vg7v4zRpHo6OiD/v4sNnvlmjUGhobbtm1LSkpSvuFhGO7Xr5/5p3hDHDwNdEVFxbatW6k0Wn2UhDLZ+bPhtnpZNq2Xm3GrN3xq8kVbJSNvHZ/KV4Avt8tKcxi17uju/vzFy3nzfDdv2qSpqVU9Q5CP1crKVOU89cqruKz/6Z8vVz9t+erq581KTZSPozI+FUFBQVlZWcOGDXORlzppWHBTb15+fu2PBg8efOLECS6X+7ncJIZRKZSM9PRHDx/6zpu3aePGP//4w9zc3MnZuQHvfBKJhCDIAX//Bw8euLm5denSZdPGjbJ335fNIAgaMWKEcsKw1sbGl65cUf5xf6wDLfdl1yQQSyS0pjbek0gkFxeZ2/jIUaMasRu6enrzFy5YumgxXu3o2dOnZ0POzJg1E2hSoCjK5XLv3LodHhaaEBcvqKzE0w7hkgpum0NRlEwm02g0KpVKo9P09PRatzbGk2nr6utxOByZyKQQnuh0Gp6v5dNgVvukeAQWLiopL6jOOKGajB8//tq1a4ryW/hwe+LEiZ49e/bt23f8hAlHDh/evnXrkYAAQ0PDBhxFyGQyl8vdunkzn8+fv2CBl5fX69evT548qRxZjaIom80ePXp0jX15RUVkMllcVRVw7Nh3mUu+MK/UqDVY/+V6NAYBgEKlUSjkjLT02TNnye5D3JT8pbgku5OVxKnawhOuLMV1tGRcGJKrTr+NooXiKOSvLFc3/nTMT3MOMoVKlT2ZVCpNDr6Er37xV76kaIBvxZXH+CP/hcW91pMov+tk+qExY8bgzt01rmV1eR88QhaCYASBIAiBYQiGcQO/bKN8FYYguYOkzE1SLJFAEokUgiJfvyaRSOl11Rxs3br16NGjd+7cqTx3ghGEQqHcuX3b1dV19NixwUFBq1as2H/ggK2tbYPc+fgFCTx50t/PT1tb23f+/PPnz+NBdsriEwzDpqamNbJdyMo3NYRLLiE8qTQSsVjZQaGp4OzicuHcOZFQyGq8UneyNHEDBz56+OjyxYsMBgMEwQN+fjY2bbr16AE0BcRi8at/Xl06f/7Fixfl5eV4NjkGg4Eb3SAIQlFUV1fX0MjI2NjY0trKycmpTZs2BgYGNDodf2839jdocXh4eAwcOPDKlSuKVzOZTC4tLd24ceP169d/W7YsOTk5PCzstyVL9uzdW08X2n+FTCbn5eWtWLbsxfPn3t7eCxcvLikpWb9+vUAgUFY7QRA0bNgwd3f3Grs7OjkdOXasoqJCIBDUp1qFbJzGzb64jlNhBq5zGdd+flr44hPFpygqM/Qolus4hmwsVI6Tx7co26Cr5QP8UIot+Fk+6WJRBME7/Hm5FjJhAv1REAQ/ON7J2howfK5SW7arrYSrjWJ2JBOk5I/2Z6nxEyiGmRkbBxw5ckIuB+MXBY82wCUkPOBDcSVrXb4vUL7++D8wgiQkJNTOFQkAwPTp02/evJmRkaH4SOb6LRdeDvj7b9i0CYGgCxcuLPD13blnj6ur67/mCv/Xe14ikRw9fHj/3r0cDmfD5s3R0dHPIyLIFAr85TMFw/CkSZPatGkD/ARaovDUhKbPEomETmtimidZjV4jIxqNlpmZiReIaETmL5gf+fp1Xm4ulUotKSnZtHHj6ZAQ5drgKohEInny5Mn5M2cjX0eKREIqlYrrmeThbhCDwdDR0enUuXPnrl1sbGyMWrfGS5ipFDweLzsry9DISDmwS9XIyc7m8XjmFha4P8d/h0wmz5w5MzQ0tLy8XCG80un0mJiY3bt3b9682c/ff/GiRY8fPVqyePHO3bvx7E319B+vDT7cpqenr1+79umTJ9179Nizb5+uru7GjRtjY2OVJScURTU0NObMmVN7Jiavldx8SqDUFgK+MGQrhKf6r8pFok/y16eoiC831Pq8utYQrhiWJUKTSiEIkv1VLH3eJPuLL9RuJvsjD3RFEEQkEikLOrW/NS6C4UUVlfmsnpMLWySZLlmeTET+Yql+ueB8etXITPsMuYFfrqjGoVCpenp6MAzXFp709PR8fX1XrlypHHaHyusO8Xi8Pbt3r9+4EcWwC+fPz5szZ/HSpWPGjPlGid9/vedzsrN379p1/do1TU3NTVu2ZL57F3L6NIlEguXSswJZiv+2bSf/hGKaLVF4wmV2GPnBt1U9gRHZBK5Bpv4SsZjaBDVPshBWT89nT540uvDUxsZm/YYNy5YulbneU6npaekrV6z0P+DfSqk8uOogEAjCnoWeDjoVHRUtlUqpVCqdTlfomaysrNw9Ovbt28/do6OGhoYqG9EeP3q0bs3a6TOmb9qyBVBVTgQcPxty5s+dO8aOH9dQx/Tw8JgwYcKBAweUH38qlXrw4EEmk7lq1aqDhw4tnD8/9NmziePG/bZ8+fCRI6kUyvdOxHFFBSSV3rhxY/euXe8zM3v16bNv/34DQ8Pdu3cHBATUcD6DIGjKlCmurnjdv+aMQtkDNBHqVP3g9jXlZQSGZZKUnM+qI1wnh6/I5YYv7JifEoIri0oUCgV38VF2DlP+W6cDWX2YMGFCWFjY9evXlS1iMuOdPN5584YNK1ev1tLSCg4OXrF8+fOIiMVLl9rb29enYp1yf8Ri8e1bt/bv3Zuenm5vZ7doyZLk5ORTJ0/KFF1yRaNiFwRBWCzW+vXrf97csmUJT7I5FiYL8P6pZ8nPk3nV6es3wHxOLGkyGTJrYG9vf/f2nYL8AqPWnwtpNQr9Bw7IyMjYs2sXCIJ0Ov1FRMTy35bt85dZygGVQSQS3b/394Xz56LeRsEwLJv80ekoikokEiaT6e7uPnjo0C5du1h8SlWi4qhx1FAEqRRUqmyWMgzDKisrERThqDVw9sVFixaFh4fHx8cr1Dx49Zjdu3dTqdRly5YdOnJk65Ytt27eXP7bb6/++Wfh4sV4Bpr6aKHwmTeGYVnv3/vt33/92jUYhkeNGrVp61YDA4Ndu3bt27evxpgnkUjc3NwWLFjQsF+ToEH4LgFFlaFQKKtWrYqNjeVyucqqKVx+ys3N3bZly8zZs3//448TAQFXLl9+8+ZNv379Ro4a1c7RUTnNQY0akYrl0tLSB/fv37p583lEBIqi4ydM8PHxuXHjxoP79wEQrCE54ROGWbNm9e3b9+d95X/P+9mcyM/LG9DPh8FgXL5+7ScZFLKyssaMGImg6J179/673BARFlZcXDJsxHCgCfLk8WM+nz9+woTG7ohs/Fi/du2Fc+dpNBpeObV3nz7b//xDFYxKHz58ePrkScjp4OSkJBiCZBFP8tFRKpVqqKt379lz/ITxXbp1a1qBbG8iIyeMHefg4HDl5g2qSvYckkqHDRmanp526cpVF9cGjk6KiIiYMWNGeXm58q+G/6bLly9fuXIlhUI5ExJy0N8/8907QyOjgQMHDhg82N3dXTFrx/O/1x5fxWJx1Nu3N+VjRn5+vrW19dLffhs7fjwEQbt37/bz86sOfPsEgiAaGhqBgYHdunVr2O9IQFCbR48ezZs3TyAQ1DC8UEgk3LDo3bfv8BEjIsLD7965U1RUpK6u3qVrV09PTwtLSyMjIwNDQw6Hg9/tMAwXFxcXFhTk5+fHx8Xdu3v3/fv3MAx36NBh1JgxCIKcPHGCKy86jrtxKZ9OKpV6eXkdO3ZMox4FWH6YliU8SaXSpQsXXb92feOWzfMWzP8Zpzjo779t69axY8bu8dv/r8VK/5VHDx/CENx/oKz2VpODxys6ExziO28eWwVKK5SUlMyf6/si4jmdIdPkSaVSeweH3//8o0MtF9pfRmFBwe1bt27fup0QH4/beUEQlDtKIGrqaj79+48eM6ZjJ48fjqRtREpLSz179RaLq+49eFAjNl5FyMzMHNjPR01d7cmzZ+o/4Q0bGBi4Zs2aGqIMnv9mwIABa9assbOzS09L8/fze/rkCZ/P19DQ8OjUydHRsW27dvYODkZGRnjcPm7XKCwsTEpMTElJiYuNfRMZWV5erqOj08/Hx3f+fHt7+4yMjA0bNoSFhcly6iqdDtdjbd++fdYsojY2wS8iICBgw4YNNe582fsNBMkkkqxSionJqNGj29jYJCUk/H3vXk5OjkAg4HA4xsbGrY2N1TgcCoWCymcaHz9+zOVyiwoLyWSyhqame8eO/fv3J5PJ4eHhD+7fl7lMgaDMz+lLGUYsFjs6OgYHB9coQ9TgtCzhSa4OeeI7a7aGpkbQmZB27do17MHj4+KmTZ5SWVl5PPBkz169/vsB79y+zWAwvby9gKbJsSNH3TrIEtsAKkBBQcHqFSuePX2G65+kEomOru6cuXPHT5ygqan5y7pRUV4eFxd3/+/79//+u/jjR7yArkzbhKJSCNLV1e3X32fSlClt27YFmjL/W7Y85PRp33nzNm/bqmqGCRiGt27efOzI0ekzZvy1a+fPOAWGYVu2bDly5EiNVEC4/qlVq1Zr166dNGkSmUyWFR6+dOnp48cJCQkoirJYLDwmgMPhUORllQUCQUlxcZUcEonUrl07r759R44aZWtri6LoiRMnDhw4kJeXh4eUKp8IgqDffvtt7dq1qnb9CZo3/v7+f/75Zw1RvjrrBJmMyXN56Onre3p6enh48D98yM/Pz8nO5ubk5ObliYRCGIZBEKTRaNra2mbm5mbm5sbGxmZmZiKR6O+7d+Pj40VCoSywri4zt1QqtbW1PX78+C/I0tzihCcYhteuWh0UGNile7c9+/ZZWVk11JEz0jNkTgwv/5k5Z/b2P35vEIfxK5cv6+sbdO/RHWiavMvIuHXz1rL/LQdUgw8fPqxfs+be3Xt46hQ8LqZzly5Tp0/z9PL6eVkhUBQViUTxcXHPnj6Nevs2JTlFIBDg5TbxexKPhxo8dMjYceOc27cHmj5Rb95OmzpFKpFu2rJlwqSJgCoRFBi4bctW2QwqONjJ2fknnUUoFG7duhXPt1RDfJHV/yKRunbtOm3aNE9PTyaT+YHPj4qKSk1NTUpISElJ+fDhA+5Ii9vsdHV127Zr5+DgYO/g0N7FRV9fXyKR/H3//vlz5549e4aHsisfH0VRCIJmz569efPmRqwySdAyQVHUz89vx44dGIbVHgdlqbbk/4MhSF1Dw9HJydzc3MDQUEtLS0NdnSyPn8BruYjF4tLS0pKSkjwuNz0jIz01VSaykMmyKMi6yiSIxWIHB4ejR482uFqkTlqc8ISPoEsXLX7y+LF1mzaLlyzx6uv9H32Hi4uLHz14cMDPPzMzs2+/fnv99rdq1apBunr2zBlr6zYenTyAJsu+PXuHDh+mKMrY6AiFwn279wSdOoX7ZeMTdBqN1s7RcczYsZ27dG4op2yhUFhYUJCXl5eakpoQHx8XG8vn88ViMV5iDH874PHMJqam3t7eEyZPsrW1BZoRIadPb1i3HgTBsePGjR47xrl9+8b13IIgKCkx8dzZc5cuXCCB4Obt26b85HJpUql08+bNgYGBtUcRXAVFp9PNzMymTp3ap08fRdUwsVj88ePHqqoqSB5xyWKzdXR0FDJQenr6kydPQkJC3r9/j9+6NSQzPFre19d33bp1TTTchKAZcObMmW3bthUXF9c5KQUBQJZiVD51xDCMTqczmUwGg0EikahUKj6thSAIV7jKJhvy1KbIJ2N0DXCDePfu3Xft2tWACpFv0xKFJzwPzdZNm2/euCErJ+Lq6uzsbG5hQf/+KZpEXJX1PisuLi42JgYEweEjRqzftLGh0sbIPCdOnHB1c2v/E9Lt/zLCQkO5XO7kKQ1fbumHQRDk77v3/P38UlNS8AokuByDYZilpaWVtbVbBzf3jh4WFuZsuQFePuxVj1DKQcXKufWEQuHHj8X5ebnc3Nz83LzCwsLS0tLCwoL8vHyxWEwhkxW152SqJghCUJTJZNrY2Y4YMaJb9x42tl+U22weoCh6JjjEb98+bg5X30Df1c3N3sHBzc0NT32upqZWHTX9KWMyXinvx2xMit9CtqIU6S0Wi7k5XC43Jy01NT42PiY6isfnm5qaLvlt6aQpU36BPUssFgcEBOzcuRNPllHjU/wukkgkFhYWtra2ampqHTt27NSpk6GhIR5VjuuQeDzeixcvYmJiSktL09PTs7Ky6HR6nbVBpFIpm81etmzZvHnzmmJ+XYLmxNOnT9evX5+WloZPF2s3UC6wU51BAfj8msUzf1Zn+/x6wWAIgmTF4CdOXLduXUOpLepDCxWecFvJ1StXLl+8GPU2SpaNl0ars1TFt0FRVCqVqKtruHXoMGbc2BEjRzZsZucjhw717NXboW1jFtn9j5SUlp4MOD577pxf6VdUH0pKSo4fCzh/9lxx8UfFs40ntcMTLFFpNE0NDWMTk1atWuEmNgzAUESWQQ+CIKGgskIgqKysFAgEIqEQkecsxneXVzuQ2WVwyQyPnsPvFhiGSSSSubl5B/cOQ4eP8Ojk0ex1A6kpqaeDgl6+eJGeloYnX6HRaBQKhc3hcNhsPGUfKJ9uqqupaeloa2pq6erqmluYm5qaWlhYaGpp1XnYioqKzHfvCgsKMzMz8/PzBOUVZRXlggoBJJXi1xlPMCgUCsVVVfgUlkImW7ex8fL2mjxt6i92Y79z58727dvT09PpdHqdEht+2+BTcAaDoSxE4pK9WCyWSCR4ubc6FXgYhkkkEhsbm/Xr1w8aNOjnfycCgn+noKBg165dly9flkgkFAqlYacr+MTDzs5u2bJlo0aN+sW+fS1XeMIRVFQkJCS8e/eOm8OFIOn37k6l0cxMTa2srZ2cnTk/IabsoL+/V9++dnZ2QFMm8ORJe3uHzl06A6pH1Nu3QYGnIsLDy8rK8BIouEFNOWddbUVxjURy1Ru/XKjONCz3XJGXrqLrGxh0696tc5cuDg5tLa1UxY75a+DmcJOTk5ISk7Lev8/Jyc7LzZNIJDUyBCryMkslEgRB9A0MrK3b+AzoP2rMaF2lpKa5ubnXr1599vRZelqarJoViUSj0vDqewqZQ1HzgsPh6Onp6evrOzo5tnN0tLG1baz8FO/fv//rr7/u3LkjkUhq29rqqESmhHImwzp3kUqlNBpt6NChK1as+GVmCwKC+oAgyL179w4ePBgTE6OIj/nvx4QgSEtLa8SIEfPmzWsUt5CWLjypOIf8D3j169vUXWFyudzz586vXL0KUEkwDMvNzb15/UZY6LP0tPTi4mK5eb2+JdOVS24pbHmyRJHq6kZGhvr6BsYmxra2tu4eHjZtbJgsZj17BcNwbExMexeXppXh6V/BncwkEolIKITk+iEEhmWRyRKpQFBRVlZWXl6RnfU+Ozs7Jzs7KTEJkkrNLSxXrVk9bMRwFEVvXr/+1x9/cnO4DCbDwcHB0srKwtLSwEBfQ0tLW0tLXV2DSpVZu2S/IJnMllMtValAsT8URW/dunX06NHo6GgMw/77RBx39cAzm8+YMWP48OFEYB2BaiISiS5evHjp0qXY2Fi8fMIPJAjFX7BSqbR169Y9evSYNWtWI+bNJ4QnlebggQM+Pj7WP6eu4a/kgJ9fXx8fFZcCBQJBWmpqSnJKTHRURnpGbm6uRCrF5PojhYT0pV5DXlNdvsxisWRFwgxl6BsYGBoZ6unpy4QnA0Mm80fCnWAYXjhv/pBhQwcMHAi0SPh8flJi4qULF+7euctisfbs20smUxYvXCiVSLz69p00ZXK7do6tdH+di0NDUVJScufOneDg4OTkZLFYTJZXz/iuUQSXmRAEYTKZDg4OkyZNGjJkiNZX7JsEBKpDaWnpy5cvr1y58uLFC4FAgFuilXXGtVHUCiSTyXQ63dTUdMiQIQMGDHBq7NpfhPCk0hw6cGDgoEHmFhZAE+efly9TklOmz5zRJGbGuHZEWCnk8XllJaWlpaWyKDkAAwGQJNdJ0Wg03GWHw+GwWGw2h02j0fBRsAFzWu7dtfv58+chZ8+oQpbRxgJF0YCjx/78/fdWrVqBIFhSUrJ2w/oZM2c2xdyhyojF4vDw8KtXryYkJGRmZkIQ9O0hRNmySaVSrays2rdvP3To0F69ejV7tzmCZgaKojweLzQ09Pnz5zk5Ofn5+TweTyQS1dBFoShKJpM1NTWN5Dg6Onp6ejo7O7NYLEAFIIQn1QVF0aOHDw8eMsREBaqI/EfKy8sDjh6dOXu2SlWUU3GSk5PHjR6zYdPG0WPGAC0YGIZ9Z8+RFbECgMFDBh88elSWfbu5kJOTk5CQEB0dHRcXl5aWJqu4Jwf3BsOHE1yu4nA4dnZ2jo6O7u7ubdu2/dkJlAkIfgEVFRX5+flFRUXl5eUfPnwoLS3Fk2QymUxdXV1tbW0tLa3WclRtvtSs3CmaGTAEybLaNwuXFw0NDUMjo/i4uF69ezd2X5oMtra2mpqahw8e8vL2bslGGQqFMmjI4L/v3sUAwKf/gOYkOQEAYCZn0KBBMAyLRKKCggK+HIFAgM+8FT7vhoaGLBarmfnAEbRw1OXY29sDTQ3iOVRdcAFcFRxdGwQvb+/AEycJ4an+kMnk7j16BAUGhpwOXrx0CdCCYTAYuNMZXpqwWUKhUPCBpKlH1xIQtARUSw9GoAwEw5j8ldo8LouBgYGOjk5sbGxjd6Qp0b17dxAEL164kCYvTdBiUWQxqDO/MAEBAcEvhhCeVF/z1EyEJwAAXN1c30a+aexeNCVMTE10dXVzsrOCTgW15KwixiYmFhYWVlbWJiZN3v+PgICgGUAIT6otPMk0T83nN7J3aFtaWsLn8xu7I00GcwsLF1dXECTduHbt9atXQEvF2dk59HnE0/DQdo6/ouQnAQEBwbdpPgNzMxWewObhMI7D4bDNzM1jY2IauyNNBjabbW5ujmGYUCg8fixALBYDLRWGnMbuBQEBAYEMQnhSXRAYxkCA0ozMdrjbeOTr15A8kJCgPrh16KCmpkYmk0OfPbtz+w5x0QgICAganWY1MDdLnydKc4m2w9HW1jYyMoqNiXXv6N7YfWkaeHTupKGpIS4Soyh6IuCYd19vDQ0NQCWRiMVv376NiY4WCoW6unqdunR2cGiEmtYFBQVFhYW2dnZsNvvXn52AgKAlQGieVN3nCVSxzGD/HdcOHaLeviHCpuqJjo6OiYkphmEkEikpMeno4SOAShIfFz9l0uQpEycFB52+d+fu/n17hw0avGn9htLS0l/ck1s3by6cN5+bw/3F5yUgIGg5EJonVdc8Ac0Oe3v7h/fv83k8A0PDxu5LEwAEwV69ez+PiGAymRaWlmZmqhhulpGevvy334qKilasWtWjZ082m11c/PHm9RshwcEYAGzYtIlK/XWvGrzieksOTiQgIPjZEMKT6gJBMNAc3/90Ot3e3iEyMnLI0KGN3ZemQbfu3UaNGa2j08rWznbchAmAioEgyPGAgPeZmXv99g8dNgzfaGZu1t7FpaKi4vzZs8NHDHf5svh5Xm5ucXExh8Mxt7Akk7/QrQoEAgRG1DXU8WoMCIJUVFTIigl+ssEJBAIAANTU1Lg5OSUlpXp6ukatWysf4WvV2j9++FhYWEAmk80tLGqUx8KLomhoaBQUFIjFYnNzc1WrBUFAQKBSEMKT6iKbOjdHzRMAAD179fTbt7//gAFUKrWx+9IEcHJ2PnDoUHlZ2fGA40KhUNVcefLz8sNDwzp37erTv7/ydhKJ5Ltgvp29PUepsHFFRcWxI0fv3b1bVSWiUqiubm7LV/zP9FOZNgzDjh89lp2dvWX7NrwiDY/H27xho3tH99lz5+IFHw/s9xcKK41aG127crW8okJNTW3ixIlTZkyjUWlf6yEMw6eDgq5culxcXAwCgI2tzbIVK1xcXBQNAk+c5ObkdPToeOjAQUcnp1379jAZzJ9ztQgICJoDhPCkymAkUvMUntQ1NCwsLV+9/Kd7zx6N3ZcmAK5H0dDU1NLSTExI8OjUCVAlMjPfFRcXj3d3p9Nr1k6xlaNYhWF4146dVy9fnj5zRtdu3d5lZBw5dHj1ipV+hw7q6uribbKzs1NTUxXxmBKJJDkpydCo2sKLYVhOTvbjR4/atms3feZMHR3te3fv7dyxg8FkTpoyuc7uoSgaFBi4a8eufj59Fy5aWCEQnDoZuHblqsDg04afDMd5eXl3796JjYlxcnb28vamUgiZnoCA4FsQwpPqIpVKabRmW8mrvYtLeFhYl25dm03xvl+Al7f3xQsXVE14KikpATCsVSudf22ZlJh46/r1iZMnrVi1CgCALl27amnrrFy+/PHDR+MnVpsjKRQKlUpV2N1AEKRSqco3CYVCplAo/1u5okfPngAA9OjVu7Cg4NLFi0OHD1NTU6t90oKCgovnL/Tz6ed/6CC+xc7Obu6s2Y8ePJgybZrimBKxZM483zFjxzbEJSEgIGjmEHZ91UUqldaeyjcbbGxtRSJhfn5+Y3ekKWFiaspisVNTUgBVAgRATO6c9K8t37x5A4CAp5eXYkvXrl30DfQjX7+uv383imLm5ubtPxnd2GyWR+dOuVxuUWFRne0z0tKLiopMTU2j3ka9iYx88+ZNWVkZR40TGxOrCPlEUdTY2LiPp2c9+0BAQNDCITRPqgskhZpxDXkajero6Pjm9WtTU1UMH1NNSCSSo5NjdFSUnb09oDLo6euDJLCoiFf7Iy6Xe/P6jU6dOrl7dAQAoPhjMZ3BUs5TxWKxtbS0i4s/oihaTx0khqIamppM5mefJDaHg6DI19Kvl5aWSCSSc2fPXrlyBfgkogmFQhiGpVKIIX/EMAyg0WmEEpSAgKCeEMKT6tK8NU9yg0uvXX/tGDBokPJASPBt2rd3efXPP+Xl5aqTKtO6jbWhgWHk69dCkYj9ZRTb33fv7duz5/CxY/iqppamVCKurKxUNKgSV1VUVBibmNSIblP4+iEwLPd/UnL+A0EYgZXzhFWUlzPoDHUN9Tq7R6PRyBTy0mXLBg0eBMvVYyAIQlKIRqPR6Uo+5phchiIgICCoB4TZTnWRSiXNW3hiMpm29nYvX7xo7I40JTQ0NQyNjOLi4gCVQU9Pz8vbO+rt2xtXrypvz8rKunD+nEPbth3laicAAFxcXCAYevnypaJNbExMYX6Bi6uLspOTWFyFINWyUWpKKo/HU9YJkUhgTnZ2TnY2vioWV71988bSykpfX7/O7pmZW7DZHC6Xq62joycHQZA///jj4YP7zTKPGgEBwS+A0DypLlIIat7CEz6aPrj/oGevXpRmVP/4Z+Pt3TcoMLBrV1XxtSeRSDNmzUqIj9+6aUtGRkYfT08Gg5mZ+e7k8ROlJaXr1q/X1tbGW7Z3cfHp5xN4/ISOtraTs3NBfsHuXTvb2Nn0H1Cd4wAEQas21jeuXz8TEtK3X9+C/PxjR4+gGCrXCylOR+YV8bZs3uw7b566uvqN6zeSk5L/3LlDUTYYwzBlvZStnW0/H5+LFy4YGhl6eHiIRFUBR49GvXkzdepURRtMzq+6YAQEBE0eYsRSXaQSKZ3ezMvIW1pZSSTi3NxcCwuLxu5Lk8HA0EBLWys5OdnR0RFQDYxNjHfv27tvz94L586fP3OWzmBUVVXZOzjsP3CgZy9ZTBwOjUZbuXYNhUr5688/2Wy2SCRq27bths2bDQ2NFG1GjhoVGx1z8vjxSxcvUMiUYSNHUChfRNuhKNrGxoZKpixesJBCpaIIsnTZb8oppmQZNTlshR2QRqP9tnyZRCzev2cvh8OpEovV1dW3/fFHB6XqinQ6ncViEYooAgKCegIS8y2V5XRQkJtbh3aO7YBmTXhYODcne9KUKY3dkabEyxcv0tPTpk6brlLjPYZhuVxucnKyRCy2sLS0tbP7muo0JzuHy83R1dW1sraunSgVhqD0tHT+B761tbWxiYlEIgFBkEaT+SchCLLAdx6fzwsKDuZyuWVlZdZt2hgYGCjvDkEQDMF0Bl3Zj0qWICo7Oysri8lk2js41PAYk0qlCIIwGAyVup4EBAQqC6F5Ul0gibQZR9sp6OjRMTwstKKiQl29bodfgtq0d3EJCw0tKyvD03CrCCAImpqZKdKFfwMzczMz8682o1CpDu3aOgBt8dXaEhiKolQard1XFG9UObX7Zm5hYf4VBScumREQEBDUE8JhXHVpCT5PAAAwGIy2bds9j4ho7I40JVgslrV1mzeRkUDLA4IgqVRKqMwJCAgaEUJ4Ul2kUgmjBQhPstpt7dtnpKdLJJLG7khTolef3m8iI5U9o1sCIAgOHjpkwsRJRFVEAgKCRoQw26kuUgiitQzhycrKEkXRnJwcGxubxu5Lk0FXV9fAwCA6KqqD+2fH52YPiUQaNnx4Y/eCgICgpUNonlQUDMMgiVQRfd3s6dyly4uI543diyaGk7NzXFw8YcAiICAg+MUQwpNqZxhvvoWBa9DB3b2goEBWYpag3jg6OX3g8T5++EhcMwICAoJfCSE8qSgYhiEYCpJaSuA0hUJxdnaKCA9v7I40JRgMhr29/etXrxq7IwQEBAQtC0J4UlEwDCO1sJQzzi4u7zPfV1VVNXZHmhK9+vSJiYkmfO0JCAgIfiWE8KSiSCQSKrVl5Z4xNjYmk0lZWVmN3ZGmhLqGuqmpaXRUVGN3hICAgKAFQQhPKopE0syrAtcGBMGevXuHPnvW2B1pSoAg2L69S0J8fEvLWUBAQEDQiBDCk4oiFotbYNbjdu3aVZRX8IqKGrsjTQn7tg7FxSV8Pr+xO0JAQEDQgvM8CQSC7KxskUhIp9NbGxvr6uo27CkhCBIJRSw2q8mlucMwrLJSAIIkDofzs88llWmeWpzwRCaTXV1dw8PCR48d8wO7oygqrBTCMAzg3mIYQCKBHDV1MvmLSYJUIhFVVXE4HAqlOeQ5o9FoHTp0iAgLGz127H88VEFBflEhD0FgLW1tCwsL5XK89QGCIKFQyGazv/FoV1YKMAxQU1P7j10lICAgaERqDh5PHj8+dPAgNzsHgiAyhdJKR2fI8GEzZ85ispgNdcqY6OhDBw7OX7TQw8PjB3bHMEwgEJBIP12CkY0ElUImi6kwn0kkkq2btmjr6Pxv5Yp6Sn4IgggqKhhM5vdmbGqZmieZ8snJ8cK5cyKhkMVmf+++paWlv2/bnp6WJlvBqv+vpq4+cPCgUaNHK36C0NDQkNOnV61Z87XiaE2OTp07+e33w+ckP3aEgoKCgCNHQ0OflZWWoRjGYjGdnJznL1zY3qV9/Q8SGxOzb/fehUsWdenatc4GMAzv+HMHhqJbtm/7XsmMgICAQHX4Ykb+z4uXq1esrBKJ5i9csNfP738rVujq6e7dtfugv79sNt9AlJWVxcbElJWW/djulZWVvrPnrFm1CvjJREdFDR4w4O7tO4otKIqmJCdnvntX/7SE7zIyBvr0P3/23PeeXSKR0FpMkidljIyMGAxGenr6D+wrlUoT4uMLCwvat2/v2sHNtUMHOwf78vLyTes37NuzV3EP8/n8mOiYiooKoLmgpq5uZWUV+aOl7rLev1/g63sm5IxD27YrVq/atHnzgIEDY2Ki582Z8/Lly/ofp6ysLDo66hvJujAMS0tNTUtNJRJ7EhAQNBPNE4oit27dAkFwv7+/rZ0dvnHo8GFzZ82+cOHCyNGjLK2sauwMwzBJzteOjiAIhmE1jCMkEolGo9XYC0XR2seBYZhMJoNfRuyDICgWi+sfm43IjDjgD0xzURQViUQIgihvpFKpddp6UDl1fiQSiX5A9JRpnlqe2Q6nj6fng/v327u4fO+OIAiSSCQHe4ftf/6h2FhSUjJ/ru+VS5dGjx1jbW2NGwdr34H1BIZh1TT2OTk7hYWGde/R/QdsbQf9/ePi4jdv2TJp8mSS3MQ5cvSogYMHz54+Y//efc5OTuwvtbzy5xqlUGoqX/FHG1fK4g9O7c5QqVSsLt/2bzxBBAQEBKrG51eVVArl5eZqaWubmJoqNrLZ7OkzZ1y/eg3+UoZITkq6culSfEICi8ns2av38BEjtHW0lRsUFRVdu3Ll1T//VFVVubi4Tpoy2dTMrM4eJCUm3bh+rb2Li0///virViqVPn748P7ff+fl5RsYGgwfMaKPpyf+UUlx8YnjJ/LyckuKi3f++dekKZONWrf+2nd79+7dpQsX42JjKBRq127dRo0epaevr/j0wd9/v3v3bsq0abj7hVAoPBMcbGxsMmDQQBAEY6Jjgk4FicXiG9euQRA0dvy4r41JJSUlt2/cDAsLLSsrt7O3Gz9hgqOTE/5RSnLyyeMnxBLJg/sPSCTS+IkTWCzWd0TbtUjNEwAAtnZ2d+/c5ebkfO2e+TYoiirHKmpra7t3dH8bGcnn8XDhqQZSqfTyxYsgiTR2XPWvnJ+ff/H8+e49e7orlY2Ljoo6f+5cZsY7M3PzSVMmp6WmMVmMocOG/5gQ1uA4OLS9c/tOQX6+8vNbH1KSUx4+eOjj4zNh0kRccsJxc3Obv3DByxcvSktLFcJTUWHh1StXX754XllZaWZm3n/AAE9vL2X7MolMLispDTxx8uH9+1Q6vV9/n6FDh37bw6m8vPzenbuPHz8qKym1srYePXaMe8eO338BCAgICH4dn9+VNBrN2MT4Xca740ePFRQUQBCEb/f08jp45LByxdY3ryNnz5j59MlTJycnbZ1We3bvXrt6dVnZZzNcfn7+ssVLjh4+oqWtY2hodPbMmRXLl/N5vNqnj4+LW7Jo0at/XllZWeHjFoqiRw4dWrp4SV5unoODfV5e3pIFi65dvYq3l0IQr6hIKpGKRKL8/Pxv6J+SEhPnz/W9dfOmrZ2dUWujY0ePLFv6W5FSGFdYaNiZ4JBKgQBfFQqF586eC332DDcoCAQVH/h8FEWLS0r4PN7X4sDLysrWr1n7+/btAADa2NqEh4XPmzM3Pi6++pgiEa+oCEWQstISHq/ou4LJW7LmCQRBFxeXFy9e/NjuJBKpRpaH7OxsBoOpqalZZ3upVHrjxo1bN28ptIxFhYUnjh+Pj41TtHn58qXvnLn/vHhpY2dXIahYu3r17p07Hz96rDrmJ5AEenTy+IEU7bGxMVVVVT1796qt9Zkxc+aho0cNjYzwVUGFYO3qNSdPnLCzs+/bz+fjx4/Lly69cf365z6AIIaiR48evX71qqW1FYahW9Zv3LNzl+JlUhuhULhl46ZNGzbAUsjGzi4yMnLhvPmv/yFyphMQEKg0n1+XJBJpytRpGekZO3fsOHL4sI2trYuLi4urq6OTo5XSfF1YWblv714WixUQeNLCwgIAgOvXrq1fu+7yxYuz5swBQRBF0dOnghITE/0OHujdpw8AALdu3Fi0YOHjR48mTJqkOA6NRkuMj1+yYKG+gcHuffuMTYzx7ZGvI4MCT02aMnnl6tUMBqOysnLV/1YcP3asZ8+eevr6BgYGG7dszs7O1tHR2efv97VJv1gsPuDnLxIKg4JP29nbAwDg07//ovkLQoKDV6xcWf3NKRQajaawC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false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 292.860732, "t": 650.7516, "r": 390.51264599999945, "b": 674.014032, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 3, "end_col_offset_idx": 4, "text": "<0.3 m not permitted  0.3 m IPX4†", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 405.71999999999997, "t": 650.7516, "r": 503.37191399999944, "b": 685.9338240000001, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 4, "end_col_offset_idx": 5, "text": "<0.3 m not permitted  0.3 m-No IP rating†", "column_header": false, "row_header": false, "row_section": false, "fillable": false } ] ] }, "annotations": [] }, { "self_ref": "#/tables/45", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": 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"start_col_offset_idx": 4, "end_col_offset_idx": 5, "text": "Zone 3", "column_header": true, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 85.08, "t": 116.15160000000003, "r": 163.78309200000007, "b": 139.33387200000004, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "Clause 6.2.4.4- Luminaires", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 172.38025199999998, "t": 116.15160000000003, "r": 225.48024000000004, "b": 187.33368000000007, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "IPX7 and specifically for use and SELV or PELV supply", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 236.16055799999998, "t": 116.15160000000003, "r": 264.62537399999997, "b": 127.33392000000003, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "IPX4†", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 292.860732, "t": 116.15160000000003, "r": 399.50759999999946, "b": 187.33368000000007, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 3, "end_col_offset_idx": 4, "text": "IPX4†; or Class II construction (double or reinforced insulation); or SELV or PELV; or recessed into ceiling", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 405.721002, "t": 116.15160000000003, "r": 467.68668599999995, "b": 127.33392000000003, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, 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false, "row_section": false, "fillable": false }, { "bbox": { "l": 236.16055799999998, "t": 193.61160000000007, "r": 264.65342999999996, "b": 204.79392000000007, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "IPX4†", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 292.860732, "t": 193.61160000000007, "r": 383.06778599999984, "b": 216.79387200000008, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 3, "end_col_offset_idx": 4, "text": "IPX4†; or recessed into ceiling", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 405.721002, "t": 193.61160000000007, "r": 467.68668599999995, "b": 204.79392000000007, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 4, "end_col_offset_idx": 5, "text": "No IP rating†", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 85.08, "t": 271.13160000000005, "r": 163.78309200000007, "b": 294.31387200000006, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "Clause 6.2.4.6- Switchboards", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 172.38025199999998, "t": 271.13160000000005, "r": 216.53238000000005, "b": 294.31387200000006, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 236.16055799999998, "t": 271.13160000000005, "r": 280.31268599999987, "b": 294.31387200000006, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 292.860732, "t": 271.13160000000005, "r": 356.51779199999964, "b": 282.31392000000005, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 3, "end_col_offset_idx": 4, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 405.7139879999996, "t": 271.13160000000005, "r": 469.37104799999923, "b": 282.31392000000005, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, 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300.65160000000003, "r": 280.31268599999987, "b": 323.83387200000004, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 4, "end_row_offset_idx": 5, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 292.860732, "t": 300.65160000000003, "r": 356.51779199999964, "b": 311.83392000000003, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 4, "end_row_offset_idx": 5, "start_col_offset_idx": 3, "end_col_offset_idx": 4, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 405.7139879999996, "t": 300.65160000000003, "r": 469.37104799999923, "b": 311.83392000000003, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 4, "end_row_offset_idx": 5, "start_col_offset_idx": 4, "end_col_offset_idx": 5, 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}, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "IPX4†", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 292.860732, "t": 116.15160000000003, "r": 399.50759999999946, "b": 187.33368000000007, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 3, "end_col_offset_idx": 4, "text": "IPX4†; or Class II construction (double or reinforced insulation); or SELV or PELV; or recessed into ceiling", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 405.721002, "t": 116.15160000000003, "r": 467.68668599999995, "b": 127.33392000000003, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 4, "end_col_offset_idx": 5, "text": "No IP rating†", "column_header": false, "row_header": false, "row_section": false, "fillable": false } ], [ { "bbox": { "l": 85.08, "t": 193.61160000000007, "r": 163.78309200000007, "b": 228.7938240000001, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "Clause 6.2.4.5- Other electrical equipment", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 172.38025199999998, "t": 193.61160000000007, "r": 225.48024000000004, "b": 264.7936800000001, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "IPX7 and specifically for use and SELV or PELV supply", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 236.16055799999998, "t": 193.61160000000007, "r": 264.65342999999996, "b": 204.79392000000007, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "IPX4†", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 292.860732, "t": 193.61160000000007, "r": 383.06778599999984, "b": 216.79387200000008, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 3, "end_col_offset_idx": 4, "text": "IPX4†; or recessed into ceiling", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 405.721002, "t": 193.61160000000007, "r": 467.68668599999995, "b": 204.79392000000007, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 4, "end_col_offset_idx": 5, "text": "No IP rating†", "column_header": false, "row_header": false, "row_section": false, "fillable": false } ], [ { "bbox": { "l": 85.08, "t": 271.13160000000005, "r": 163.78309200000007, "b": 294.31387200000006, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "Clause 6.2.4.6- Switchboards", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 172.38025199999998, "t": 271.13160000000005, "r": 216.53238000000005, "b": 294.31387200000006, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 236.16055799999998, "t": 271.13160000000005, "r": 280.31268599999987, "b": 294.31387200000006, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 292.860732, "t": 271.13160000000005, "r": 356.51779199999964, "b": 282.31392000000005, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 3, "end_col_offset_idx": 4, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 405.7139879999996, "t": 271.13160000000005, "r": 469.37104799999923, "b": 282.31392000000005, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 4, "end_col_offset_idx": 5, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false } ], [ { "bbox": { "l": 85.08, "t": 300.65160000000003, "r": 163.78309200000007, "b": 347.833776, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 4, "end_row_offset_idx": 5, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "Clause 6.2.4.7- Electricity generation systems", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 172.38025199999998, "t": 300.65160000000003, "r": 216.53238000000005, "b": 323.83387200000004, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 4, "end_row_offset_idx": 5, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 236.16055799999998, "t": 300.65160000000003, "r": 280.31268599999987, "b": 323.83387200000004, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 4, "end_row_offset_idx": 5, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 292.860732, "t": 300.65160000000003, "r": 356.51779199999964, "b": 311.83392000000003, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 4, "end_row_offset_idx": 5, "start_col_offset_idx": 3, "end_col_offset_idx": 4, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 405.7139879999996, "t": 300.65160000000003, "r": 469.37104799999923, "b": 311.83392000000003, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 4, "end_row_offset_idx": 5, "start_col_offset_idx": 4, "end_col_offset_idx": 5, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false } ] 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"col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "Zone 0", "column_header": true, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 319.6382580000001, "t": 162.7116000000001, "r": 353.3796060000001, "b": 173.8939200000001, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "Zone 1", "column_header": true, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 452.988426, "t": 162.7116000000001, "r": 486.72977399999996, "b": 173.8939200000001, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 3, "end_col_offset_idx": 4, "text": "Zone 2", "column_header": true, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 68.58, "t": 180.47160000000008, "r": 147.28309200000007, "b": 203.6538720000001, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "Clause 6.3.4.3- Socket-outlets", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 179.46031799999997, "t": 180.47160000000008, "r": 243.12840000000008, "b": 191.65392000000008, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 264.48, "t": 180.47160000000008, "r": 407.6402340000001, "b": 394.153872, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "Not permitted for general use For pool equipment only: IPX5 and- (a) (i)  0.45 m high; and  1.25 m from internal rim; or (ii) under and  0.5 m from edge of fixed continuous horizontal barrier  1.25 m wide. (b) (i) separated supply; or (ii) SELV or PELV supply; or", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 413.29102800000004, "t": 180.47160000000008, "r": 518.2685640000001, "b": 268.93392000000006, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 3, "end_col_offset_idx": 4, "text": "IPX4 and- (a) separated supply; or (b) SELV or PELV supply; or (c) RCD protection.", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 68.58, "t": 418.4916, "r": 169.8711780000001, "b": 441.673872, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "Clause 6.3.4.4- Switches/accessories", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 179.46031799999997, "t": 418.4916, "r": 243.0732900000001, "b": 429.67392, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 264.4259100000001, "t": 418.4916, "r": 287.02101, "b": 429.67392, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "IPX5", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 413.3130899999999, "t": 418.4916, "r": 435.90818999999976, "b": 429.67392, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 3, "end_col_offset_idx": 4, "text": "IPX4", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 68.58, "t": 448.2516, "r": 169.41526800000008, "b": 495.433776, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "Clause 6.3.4.5(a), (b) and (c)-Luminaires, appliances and other equipment", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 179.46031799999997, "t": 448.2516, "r": 248.443008, "b": 560.4134760000001, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "IPX8; and specifically for use; and 12 V a.c./30 V d.c. SELV or PELV supply from source outside zone No earth", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 264.48, "t": 448.25160000000005, "r": 404.077638, "b": 584.653676, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "IPX5 and- (a) SELV or PELV supply; or (b) Class II construction (double or reinforced insulation); or (c) Class I construction (earthed conductive parts), fixed in position and RCD protection.", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 413.3361359999999, "t": 448.25160000000005, "r": 518.6011019999997, "b": 674.41368, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 3, "end_col_offset_idx": 4, "text": "IPX4 and- (a) SELV or PELV supply; or (b) separated supply; or (c) Class II construction (double or reinforced insulation); or (d) Class I construction (earthed conductive parts), and RCD protection.", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 68.58, "t": 680.9916000000001, "r": 160.40528400000008, "b": 716.173824, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 4, "end_row_offset_idx": 5, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "Clause 6.3.4.5(d)- Heating cable systems", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 179.46031799999997, "t": 680.9916000000001, "r": 246.686502, "b": 692.17392, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 4, "end_row_offset_idx": 5, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "Not applicable", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 264.449958, "t": 680.9916000000001, "r": 405.7029, "b": 728.173776, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 4, "end_row_offset_idx": 5, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "Permitted where embedded in the floor area under the zone and protected to Clause 4.10.5", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 413.34014399999995, "t": 680.9916000000001, "r": 476.99820599999987, "b": 692.17392, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 4, "end_row_offset_idx": 5, "start_col_offset_idx": 3, "end_col_offset_idx": 4, "text": "As for Zone 1", "column_header": false, "row_header": false, "row_section": false, "fillable": false } ], "num_rows": 5, "num_cols": 4, "grid": [ [ { "bbox": { "l": 94.56, "t": 162.7116000000001, "r": 148.67401200000003, "b": 173.8939200000001, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "Equipment", "column_header": true, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 202.78802400000006, "t": 162.7116000000001, "r": 236.5293720000001, "b": 173.8939200000001, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "Zone 0", "column_header": true, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 319.6382580000001, "t": 162.7116000000001, "r": 353.3796060000001, "b": 173.8939200000001, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "Zone 1", "column_header": true, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 452.988426, "t": 162.7116000000001, "r": 486.72977399999996, "b": 173.8939200000001, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 3, "end_col_offset_idx": 4, "text": "Zone 2", "column_header": true, "row_header": false, "row_section": false, "fillable": false } ], [ { "bbox": { "l": 68.58, "t": 180.47160000000008, "r": 147.28309200000007, "b": 203.6538720000001, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "Clause 6.3.4.3- Socket-outlets", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 179.46031799999997, "t": 180.47160000000008, "r": 243.12840000000008, "b": 191.65392000000008, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 264.48, "t": 180.47160000000008, "r": 407.6402340000001, "b": 394.153872, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "Not permitted for general use For pool equipment only: IPX5 and- (a) (i)  0.45 m high; and  1.25 m from internal rim; or (ii) under and  0.5 m from edge of fixed continuous horizontal barrier  1.25 m wide. 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SELV or PELV supply from source outside zone No earth", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 264.48, "t": 448.25160000000005, "r": 404.077638, "b": 584.653676, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "IPX5 and- (a) SELV or PELV supply; or (b) Class II construction (double or reinforced insulation); or (c) Class I construction (earthed conductive parts), fixed in position and RCD protection.", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 413.3361359999999, "t": 448.25160000000005, "r": 518.6011019999997, "b": 674.41368, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 3, "end_col_offset_idx": 4, "text": "IPX4 and- (a) SELV or PELV supply; or (b) separated supply; or (c) Class II construction (double or reinforced insulation); or (d) Class I construction (earthed conductive parts), and RCD protection.", "column_header": false, "row_header": false, "row_section": false, "fillable": false } ], [ { "bbox": { "l": 68.58, "t": 680.9916000000001, "r": 160.40528400000008, "b": 716.173824, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 4, "end_row_offset_idx": 5, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "Clause 6.3.4.5(d)- Heating cable systems", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 179.46031799999997, "t": 680.9916000000001, "r": 246.686502, "b": 692.17392, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 4, "end_row_offset_idx": 5, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "Not applicable", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 264.449958, "t": 680.9916000000001, "r": 405.7029, "b": 728.173776, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 4, "end_row_offset_idx": 5, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "Permitted where embedded in the floor area under the zone and protected to Clause 4.10.5", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 413.34014399999995, "t": 680.9916000000001, "r": 476.99820599999987, "b": 692.17392, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 4, "end_row_offset_idx": 5, "start_col_offset_idx": 3, "end_col_offset_idx": 4, "text": "As for Zone 1", "column_header": false, "row_header": false, "row_section": false, "fillable": false } ] ] }, "annotations": [] }, { "self_ref": "#/tables/47", "parent": { "$ref": "#/body" }, "children": [ { "$ref": "#/texts/8178" } ], "content_layer": "body", "label": 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"end_row_offset_idx": 2, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "Clause 6.3.4.6- Switchboards", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 179.46031799999997, "t": 118.49160000000006, "r": 243.1173780000001, "b": 129.67392000000007, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 264.4740060000001, "t": 118.49160000000006, "r": 328.13106599999975, "b": 129.67392000000007, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 413.3271179999997, "t": 118.49160000000006, "r": 476.98417799999936, "b": 129.67392000000007, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 3, "end_col_offset_idx": 4, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 68.58, "t": 148.25160000000005, "r": 167.72188800000015, "b": 183.43382400000007, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "Clause 6.3.4.7- Electricity generation systems", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 179.46031799999997, "t": 148.25160000000005, "r": 243.1173780000001, "b": 159.43392000000006, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 264.4740060000001, "t": 148.25160000000005, "r": 328.13106599999975, "b": 159.43392000000006, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 413.3271179999997, "t": 148.25160000000005, "r": 476.98417799999936, "b": 159.43392000000006, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 3, "end_col_offset_idx": 4, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 68.58, "t": 189.95159999999998, "r": 172.4362980000001, "b": 225.133824, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "Clause 6.3.4.8- Electricity distributor's electrical equipment", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 179.46031799999997, "t": 189.95159999999998, "r": 243.1173780000001, "b": 201.13392, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 264.4740060000001, "t": 189.95159999999998, "r": 328.13106599999975, "b": 201.13392, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 413.3271179999997, "t": 189.95159999999998, "r": 476.98417799999936, "b": 201.13392, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 3, "end_col_offset_idx": 4, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false } ], "num_rows": 4, "num_cols": 4, "grid": [ [ { "bbox": { "l": 94.56, "t": 100.73160000000007, "r": 148.67401200000003, "b": 111.91392000000008, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "Equipment", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 202.78802400000006, "t": 100.73160000000007, "r": 236.5293720000001, "b": 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"start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "Not permitted", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 355.97928, "t": 508.37149999999997, "r": 492.85147799999925, "b": 531.073814, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "Shall be provided with the required degree of protection", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 75.78, "t": 536.0916, "r": 174.36778200000012, "b": 581.773782, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "Clause 6.4.4.5- Luminaires, appliances and other equipment", "column_header": false, "row_header": false, 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(b) Provided with the required degree of protection. (c) Supplied- (i) from an individual source installed outside Zone (ii) at a nominal voltage not exceeding 12 V a.c. or 30 V ripple free d.c.; and (ii) as an SELV or a PELV system. 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355.97928, "t": 508.37149999999997, "r": 492.85147799999925, "b": 531.073814, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "Shall be provided with the required degree of protection", "column_header": false, "row_header": false, "row_section": false, "fillable": false } ], [ { "bbox": { "l": 75.78, "t": 536.0916, "r": 174.36778200000012, "b": 581.773782, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "Clause 6.4.4.5- Luminaires, appliances and other equipment", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 185.399802, "t": 536.0916, "r": 346.3983540000001, "b": 743.533914, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, 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(b) Provided with the required degree of protection. (c) Supplied- (i) from an individual source installed outside Zone (ii) at a nominal voltage not exceeding 12 V a.c. or 30 V ripple free d.c.; and (ii) as an SELV or a PELV system. 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280.62037480000004, "t": 480.352565, "r": 387.09845079999985, "b": 495.049133, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 3, "end_col_offset_idx": 4, "text": "50  75 = 3750 Am", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 102.96120070000006, "t": 528.5330539, "r": 109.63709270000007, "b": 541.9328659, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "2", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 132.42157590000005, "t": 528.5330539, "r": 253.45693870000005, "b": 583.9321512, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "Determine required capacity for permitted voltage drop, Am per % V d", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 280.61920729999997, "t": 528.532879, "r": 443.69687999999996, "b": 541.932691, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 3, "end_col_offset_idx": 4, "text": "3750/2.5 = 1500 Am per % V d", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 102.96037619999998, "t": 589.552939, "r": 109.63626819999999, "b": 602.952751, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "3", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 132.42043489999998, "t": 589.552939, "r": 267.04291889999996, "b": 644.9524623, 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false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 132.4203752, "t": 481.553265, "r": 269.0564331, "b": 522.9726122, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "Determine required Am by multiplying current by route length", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 280.62037480000004, "t": 480.352565, "r": 387.09845079999985, "b": 495.049133, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 3, "end_col_offset_idx": 4, "text": "50  75 = 3750 Am", "column_header": false, "row_header": false, "row_section": false, "fillable": false } ], [ { "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 102.96120070000006, "t": 528.5330539, "r": 109.63709270000007, "b": 541.9328659, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "2", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 132.42157590000005, "t": 528.5330539, "r": 253.45693870000005, "b": 583.9321512, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "Determine required capacity for permitted voltage drop, Am per % V d", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 280.61920729999997, "t": 528.532879, "r": 443.69687999999996, "b": 541.932691, "coord_origin": 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132.42043489999998, "t": 589.552939, "r": 267.04291889999996, "b": 644.9524623, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "Look up Am per % V d value in Table C8 which is not less than required value", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 280.6196404, "t": 589.5521643, "r": 499.7784727999999, "b": 649.933177, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 3, "end_col_offset_idx": 4, "text": "Single-phase circuit: 35 mm 2 (1773 Am per % V d ) Three-phase circuit: 16 mm 2 (1643 Am per % V d )", "column_header": false, "row_header": false, "row_section": false, "fillable": false } ] ] }, "annotations": [] }, { "self_ref": "#/tables/84", "parent": { "$ref": "#/body" }, "children": [], "content_layer": "body", "label": "table", "prov": [ { "page_no": 486, "bbox": { "l": 93.41426086425781, "t": 683.8392333984375, "r": 493.78265380859375, "b": 529.4370727539062, "coord_origin": "BOTTOMLEFT" }, "charspan": [ 0, 0 ] } ], "captions": [], "references": [], "footnotes": [], "data": { "table_cells": [ { "bbox": { "l": 102.0, "t": 173.033365, "r": 108.675892, "b": 186.433177, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "1", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 130.4397802, "t": 173.033365, "r": 320.7627371999998, "b": 200.47296210000002, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "Determine required Am by multiplying current by route length", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 340.4998438, "t": 171.83266500000002, "r": 440.01025769999984, "b": 186.5292330000001, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "30  25 = 750 Am", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 102.00000000000006, "t": 206.03340379999997, "r": 108.67589200000006, "b": 219.43321579999997, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "2", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 130.4404349, "t": 206.033365, "r": 316.18031999999994, "b": 233.47296210000002, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, 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"row_section": false, "fillable": false }, { "bbox": { "l": 130.4399825, "t": 263.0336186999999, "r": 298.68206649999996, "b": 304.4529271, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "Divide required Am by Am per % V d values for possible cable sizes", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 340.5006675, "t": 262.6577, "r": 493.3548000000001, "b": 314.4734657, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 2, "end_row_offset_idx": 3, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "4 mm 2 = 750/205 = 3.65% 6 mm 2 = 750/306 = 2.45% 10 mm 2 = 750/515 = 1.46%", "column_header": false, "row_header": false, "row_section": false, "fillable": false } ], "num_rows": 3, "num_cols": 3, "grid": [ [ { "bbox": { "l": 102.0, "t": 173.033365, "r": 108.675892, "b": 186.433177, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "1", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 130.4397802, "t": 173.033365, "r": 320.7627371999998, "b": 200.47296210000002, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "Determine required Am by multiplying current by route length", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 340.4998438, "t": 171.83266500000002, "r": 440.01025769999984, "b": 186.5292330000001, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 2, "end_col_offset_idx": 3, "text": "30  25 = 750 Am", 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625.8902439999998, "b": 173.88, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 19, "end_col_offset_idx": 20, "text": "65  2", "column_header": true, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 639.3060219999998, "t": 140.11660799999993, "r": 677.2507599999998, "b": 178.31986199999994, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 20, "end_col_offset_idx": 21, "text": "65  2.5 65  3", "column_header": true, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 690.7266579999997, "t": 144.60656999999992, "r": 702.9911379999998, "b": 173.88, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 21, "end_col_offset_idx": 22, "text": "65  4", "column_header": true, 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"fillable": false }, { "bbox": { "l": 198.49088800000004, "t": 195.83190000000002, "r": 216.91566400000005, "b": 241.03422, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 3, "end_col_offset_idx": 4, "text": "S17 S7 S3", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 224.23727800000006, "t": 195.83190000000002, "r": 242.66205400000007, "b": 241.03422, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 4, "end_col_offset_idx": 5, "text": "S14 S4 S1", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 249.92354800000007, "t": 195.83190000000002, "r": 268.35934600000013, "b": 258.01422, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, 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258.01422, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 8, "end_col_offset_idx": 9, "text": "S17 S7 S3 S1", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 352.67664399999995, "t": 195.83190000000002, "r": 371.15152, "b": 274.99422, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 9, "end_col_offset_idx": 10, "text": "S20 S11 S5 S2 S1", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 378.4230339999999, "t": 195.83190000000002, "r": 396.89189799999997, "b": 292.03422, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 10, "end_col_offset_idx": 11, "text": "S23 S14 S7 S3 S2 S1", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 429.78254800000013, "t": 195.83190000000002, "r": 448.2203499999999, "b": 292.03422, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 11, "end_col_offset_idx": 12, "text": "S27 S19 S13 S10 S5 S2", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 455.49587199999985, "t": 195.83190000000002, "r": 473.96673999999985, "b": 274.99422, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 12, "end_col_offset_idx": 13, "text": "S23 S13 S7 S3 S2", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 481.18514799999974, "t": 195.83190000000002, "r": 499.6530099999998, "b": 309.0142199999999, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, 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"row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 19, "end_col_offset_idx": 20, "text": "S29 S32 S23 S17 S14 S10 S7 S4 S3 S2 S1", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 635.375914, "t": 195.83190000000002, "r": 653.9519919999992, "b": 394.03421999999995, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 18, "end_col_offset_idx": 19, "text": "S32 S27 S21 S17 S14 S11 S10 S7 S4 S3 S2 S1", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 661.06519, "t": 212.81189999999998, "r": 679.6362579999991, "b": 427.9942199999999, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 20, "end_col_offset_idx": 21, "text": "S28 S23 S20 S17 S14 S11 S10 S7 S5 S3 S3 S2 S1", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 686.8145860000001, "t": 212.81189999999992, "r": 705.3806439999989, "b": 462.0142199999999, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 21, "end_col_offset_idx": 22, "text": "S29 S27 S23 S20 S17 S15 S13 S11 S10 S7 S4 S3 S2 S1 S1", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 712.5008559999997, "t": 212.81189999999992, "r": 731.0649099999988, "b": 478.9942199999999, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 22, "end_col_offset_idx": 23, "text": "S30 S28 S25 S23 S20 S18 S16 S14 S11 S9 S6 S4 S3 S2 S1 S1", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 738.1841199999996, "t": 212.81189999999992, "r": 756.7491759999987, "b": 478.9942199999999, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 1, "end_row_offset_idx": 2, "start_col_offset_idx": 23, "end_col_offset_idx": 24, "text": "S32 S29 S27 S24 S23 S20 S18 S15 S12 S10 S7 S5 S3 S3 S2 S1", "column_header": false, "row_header": false, "row_section": false, "fillable": false } ], "num_rows": 2, "num_cols": 24, "grid": [ [ { "bbox": { "l": 83.87050000000002, "t": 130.07190000000003, "r": 140.81516200000002, "b": 189.254028, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "Free length to lowest conductor support m", "column_header": true, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 151.0204, "t": 144.60656999999998, "r": 163.28488, "b": 173.88, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, 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false }, { "bbox": { "l": 305.22218799999996, "t": 144.60656999999992, "r": 317.486668, "b": 173.88, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 7, "end_col_offset_idx": 8, "text": "35  3", "column_header": true, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 330.90244599999994, "t": 140.11660799999993, "r": 343.166926, "b": 178.31986199999994, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 8, "end_col_offset_idx": 9, "text": "40  1.6", "column_header": true, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 356.5827039999999, "t": 144.60656999999992, "r": 368.84718399999997, "b": 173.88, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 9, "end_col_offset_idx": 10, "text": "40  2", "column_header": true, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 382.32308199999994, "t": 140.11660799999993, "r": 394.587562, "b": 178.31986199999994, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 10, "end_col_offset_idx": 11, "text": "40  2.5", "column_header": true, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 433.6835979999999, "t": 144.60656999999992, "r": 445.94807799999995, "b": 173.88, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, "start_col_offset_idx": 11, "end_col_offset_idx": 12, "text": "40  4", "column_header": true, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 459.4239759999999, "t": 140.11660799999993, "r": 471.688456, "b": 178.31986199999994, "coord_origin": 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"row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 84.6049652248621, "t": 244.09333139657974, "r": 253.92295718193054, "b": 373.7811068892479, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 8, "end_row_offset_idx": 9, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "interposing switches 7.2.5.4, pump rooms 7.2.5.5", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 95.61965945363045, "t": 317.6110016107559, "r": 258.09751027822495, "b": 354.32347655296326, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 9, "end_row_offset_idx": 10, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "7.2.6.3", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 86.50564210116863, "t": 350.4689252972603, "r": 262.50180208683014, "b": 559.0428012013435, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 7, "end_row_offset_idx": 8, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "segregation of cables 7.2.5.2.2 switchgear 7.2.5.3 wiring systems 7.2.5.2.1", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 84.75810125470161, "t": 387.14291179180145, "r": 275.9392980337143, "b": 653.2466967105865, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 4, "end_row_offset_idx": 5, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "fire detection, warning, extinguishing equipment: See safety services fire exits switchboard locations 2.10.2.5 fire hazard, prevention 4.2.2.1 4.2.2.3 storage of flammable materials 4.2.2.2 thermal insulation in New Zealand buildings 4.2.2.7 fire hydrant booster pumps 7.2.5.1 fire management systems electricity supply system 7.2.2.3.2 fire mode", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 84.68466277420521, "t": 455.17097997665405, "r": 267.46231269836426, "b": 551.1179448366165, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "See also arc fault detection devices emission of arcs or sparks, covering 4.2.2.4 enclosures 4.2.2.5 installation of electrical equipment protection from high temperatures spread of fire 4.2.2.6", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 83.96528586745262, "t": 625.0339360833168, "r": 247.11746469140053, "b": 657.7621484398842, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 17, "end_row_offset_idx": 18, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "definition 1.4.65", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 82.90653884410858, "t": 653.6784877181053, "r": 256.77670177817345, "b": 681.7842820286751, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 18, "end_row_offset_idx": 19, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "fire pumps: See fire control equipment", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 82.9756470322609, "t": 669.6729267239571, "r": 265.9062943160534, "b": 698.5525371432304, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 19, "end_row_offset_idx": 20, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "fire safety National Construction Code App", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 83.3125589042902, "t": 676.5968810915947, "r": 268.5473692417145, "b": 705.0028933882713, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 20, "end_row_offset_idx": 21, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "E2.3.2", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 84.22189508378506, "t": 711.5046889781952, "r": 254.59202831983566, "b": 738.365659236908, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 22, "end_row_offset_idx": 23, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "fire-hose reels", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 84.6367270052433, "t": 718.0699439644814, "r": 237.20691937208176, "b": 744.6958554387093, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 23, "end_row_offset_idx": 24, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "switchboard locations 2.10.2.5", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 85.11638724803925, "t": 737.5203298926353, "r": 224.05358389019966, "b": 757.0690616965294, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 26, "end_row_offset_idx": 27, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "fire-rated", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 86.90469713509083, "t": 739.2325599193573, "r": 223.3925934433937, "b": 757.770959854126, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 24, "end_row_offset_idx": 25, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "barriers", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 315.07777869701385, "t": 85.66882904060185, "r": 487.8436099290848, "b": 108.22606565058231, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 0, "end_row_offset_idx": 1, 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"start_row_offset_idx": 7, "end_row_offset_idx": 8, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "circuit arrangements 7.4.3 colours 3.83.3 connections 3.7.2.8 definition 1.4.40", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 303.17425256967545, "t": 273.83478355407715, "r": 481.7469365000725, "b": 389.2194262742996, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 4, "end_row_offset_idx": 5, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "earthing 5.5.3.2, 5.5.3.3 earthing conductors 5.3.3.4 copper conductor size Table 5.1 equipment wiring 4.3.6 external heat sources 3.3.2.2 fountains 6.4.4.2 installation couplers 3.7.4, 4.3.2.2 installation wiring 3.9.7.4", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 303.92929923534393, "t": 295.47419488430023, "r": 471.2241622209549, "b": 457.72109258174896, 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"start_row_offset_idx": 6, "end_row_offset_idx": 7, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "fluorescent lamps App C2.3.1 fountains: See water features", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 308.96307814121246, "t": 510.164293885231, "r": 453.70693838596344, "b": 546.2616012096405, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 10, "end_row_offset_idx": 11, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "four-core earth cables App", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 309.5690417289734, "t": 524.9228530526161, "r": 457.60326862335205, "b": 560.4501590132713, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 11, "end_row_offset_idx": 12, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "C6.3 freezers: See refrigeration rooms", 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"end_col_offset_idx": 1, "text": "See also water", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 84.1942229270935, "t": 722.439728140831, "r": 192.6562192440033, "b": 743.9331051111221, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 48, "end_row_offset_idx": 49, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "heaters", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 83.45053291320801, "t": 734.4245511293411, "r": 180.53946387767792, "b": 751.4610426425934, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 49, "end_row_offset_idx": 50, "start_col_offset_idx": 0, "end_col_offset_idx": 1, "text": "duct 4.11", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 321.7996315956116, "t": 86.7612566081807, "r": 384.77463579177856, "b": 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"column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 324.9853148460388, "t": 123.41124200000013, "r": 438.6677639999994, "b": 135.1108731403947, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 3, "end_row_offset_idx": 4, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "isolating switches 4.9.2", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 314.1857490539551, "t": 141.58167608082294, "r": 407.21318912506104, "b": 152.12399262189865, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 4, "end_row_offset_idx": 5, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "heat pump systems", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 311.93150424957275, "t": 147.46305920928717, "r": 420.129189491272, "b": 158.23195835202932, "coord_origin": 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false, "row_section": false, "fillable": false }, { "bbox": { "l": 309.09276008605957, "t": 325.7189036011696, "r": 443.5334253311157, "b": 340.6336193680763, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 19, "end_row_offset_idx": 20, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "services power outages App M1, M2", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 307.91165590286255, "t": 348.534293204546, "r": 469.5953288078308, "b": 360.228862375021, "coord_origin": "TOPLEFT" }, "row_span": 1, "col_span": 1, "start_row_offset_idx": 20, "end_row_offset_idx": 21, "start_col_offset_idx": 1, "end_col_offset_idx": 2, "text": "horticultural premises: See sanitization", "column_header": false, "row_header": false, "row_section": false, "fillable": false }, { "bbox": { "l": 314.582398891449, "t": 361.8818018436432, "r": 404.09809160232544, "b": 375.0163154602051, "coord_origin": 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